diff --git a/.github/workflows/abc_atlas_access_ci.yaml b/.github/workflows/abc_atlas_access_ci.yaml index b2b3178..2625902 100644 --- a/.github/workflows/abc_atlas_access_ci.yaml +++ b/.github/workflows/abc_atlas_access_ci.yaml @@ -21,6 +21,6 @@ jobs: - name: Install run: | python -m pip install --upgrade pip - pip install . + pip install ".[test]" - name: Test run: pytest tests diff --git a/.github/workflows/deploy_book.yaml b/.github/workflows/deploy_book.yaml index 4208bcb..4a5d54a 100644 --- a/.github/workflows/deploy_book.yaml +++ b/.github/workflows/deploy_book.yaml @@ -4,7 +4,7 @@ name: deploy-book on: push: branches: - - main + - main # This job installs dependencies, builds the book, and pushes it to `gh-pages` jobs: @@ -21,7 +21,7 @@ jobs: - name: Install dependencies run: | - pip install -r requirements.txt + pip install ".[jupyter-book]" # Build the book - name: Build the book diff --git a/README.md b/README.md index edf2971..77d0633 100644 --- a/README.md +++ b/README.md @@ -19,10 +19,30 @@ Note: for scientific questions regarding the data this repository is accessing, please use the [Allen Institute's community forum](https://community.brain-map.org/). If you are having an issue with the code or notebooks not running properly -please open an issue on this Github respoitory. However, please see below. +please open an issue on this Github repository. However, please see below. ## Level of support We are not currently supporting this code, but simply releasing it to the community AS IS but are not able to provide any guarantees of support. The community is welcome to submit issues, but you should not expect an active response. + +## Installation + +To install base package with the cache object in your python environment, use +pip with the following command: + +```console +pip install git+https://github.com/alleninstitute/abc_atlas_access.git +``` + +To install the package with all optional dependencies, specifically those needed +to re-run the notebooks, you can use the following command: + +```console +pip install "abc_atlas_access[notebooks] @ git+https://github.com/alleninstitute/abc_atlas_access.git" +``` + +We assume that you already have Jupyter installed if you are re-running the +notebooks. Running the [getting_started notebook](https://alleninstitute.github.io/abc_atlas_access/notebooks/getting_started.html) +will also help you install the package. diff --git a/_static/WMB-taxonomy/20231215/class.html b/_static/WMB-taxonomy/20231215/class.html new file mode 100644 index 0000000..e428195 --- /dev/null +++ b/_static/WMB-taxonomy/20231215/class.html @@ -0,0 +1,119 @@ + + + WMB-taxonmy: cell type classes + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
class
01 IT-ET Glut
[+]
02 NP-CT-L6b Glut
[+]
03 OB-CR Glut
[+]
04 DG-IMN Glut
[+]
05 OB-IMN GABA
[+]
06 CTX-CGE GABA
[+]
07 CTX-MGE GABA
[+]
08 CNU-MGE GABA
[+]
09 CNU-LGE GABA
[+]
10 LSX GABA
[+]
11 CNU-HYa GABA
[+]
12 HY GABA
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13 CNU-HYa Glut
[+]
14 HY Glut
[+]
15 HY Gnrh1 Glut
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16 HY MM Glut
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17 MH-LH Glut
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18 TH Glut
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19 MB Glut
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20 MB GABA
[+]
21 MB Dopa
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22 MB-HB Sero
[+]
23 P Glut
[+]
24 MY Glut
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25 Pineal Glut
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26 P GABA
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27 MY GABA
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28 CB GABA
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29 CB Glut
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30 Astro-Epen
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31 OPC-Oligo
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32 OEC
[+]
33 Vascular
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34 Immune
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+ + . + \ No newline at end of file diff --git a/_static/WMB-taxonomy/20231215/cluster.html b/_static/WMB-taxonomy/20231215/cluster.html new file mode 100644 index 0000000..6c8be28 --- /dev/null +++ b/_static/WMB-taxonomy/20231215/cluster.html @@ -0,0 +1,37275 @@ + + + WMB-taxonmy: cell type clusters + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + 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Glut
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Glut
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Glut
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Glut
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Glut
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Glut
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Glut
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Glut
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Glut
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010 IT AON-TT-DP Glut
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Glut
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010 IT AON-TT-DP Glut
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[-]
0181 IT AON-TT-DP Glut_4
Glut
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010 IT AON-TT-DP Glut
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[-]
0182 IT AON-TT-DP Glut_5
Glut
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010 IT AON-TT-DP Glut
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[-]
0183 IT AON-TT-DP Glut_5
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010 IT AON-TT-DP Glut
[-]
0050 IT AON-TT-DP Glut_5
[-]
0184 IT AON-TT-DP Glut_5
Glut
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010 IT AON-TT-DP Glut
[-]
0050 IT AON-TT-DP Glut_5
[-]
0185 IT AON-TT-DP Glut_5
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[-]
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[-]
0186 L2 IT ENT-po Glut_1
Glut
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011 L2 IT ENT-po Glut
[-]
0051 L2 IT ENT-po Glut_1
[-]
0187 L2 IT ENT-po Glut_1
Glut
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[-]
011 L2 IT ENT-po Glut
[-]
0052 L2 IT ENT-po Glut_2
[-]
0188 L2 IT ENT-po Glut_2
Glut
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[-]
011 L2 IT ENT-po Glut
[-]
0052 L2 IT ENT-po Glut_2
[-]
0189 L2 IT ENT-po Glut_2
Glut
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[-]
011 L2 IT ENT-po Glut
[-]
0053 L2 IT ENT-po Glut_3
[-]
0190 L2 IT ENT-po Glut_3
Glut
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011 L2 IT ENT-po Glut
[-]
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[-]
0191 L2 IT ENT-po Glut_4
Glut
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012 MEA Slc17a7 Glut
[-]
0055 MEA Slc17a7 Glut_1
[-]
0192 MEA Slc17a7 Glut_1
Glut
01 IT-ET Glut
[-]
012 MEA Slc17a7 Glut
[-]
0055 MEA Slc17a7 Glut_1
[-]
0193 MEA Slc17a7 Glut_1
Glut
01 IT-ET Glut
[-]
012 MEA Slc17a7 Glut
[-]
0055 MEA Slc17a7 Glut_1
[-]
0194 MEA Slc17a7 Glut_1
Glut
01 IT-ET Glut
[-]
012 MEA Slc17a7 Glut
[-]
0055 MEA Slc17a7 Glut_1
[-]
0195 MEA Slc17a7 Glut_1
Glut
01 IT-ET Glut
[-]
012 MEA Slc17a7 Glut
[-]
0055 MEA Slc17a7 Glut_1
[-]
0196 MEA Slc17a7 Glut_1
Glut
01 IT-ET Glut
[-]
012 MEA Slc17a7 Glut
[-]
0055 MEA Slc17a7 Glut_1
[-]
0197 MEA Slc17a7 Glut_1
Glut
01 IT-ET Glut
[-]
012 MEA Slc17a7 Glut
[-]
0055 MEA Slc17a7 Glut_1
[-]
0198 MEA Slc17a7 Glut_1
Glut
01 IT-ET Glut
[-]
012 MEA Slc17a7 Glut
[-]
0055 MEA Slc17a7 Glut_1
[-]
0199 MEA Slc17a7 Glut_1
Glut
01 IT-ET Glut
[-]
012 MEA Slc17a7 Glut
[-]
0055 MEA Slc17a7 Glut_1
[-]
0200 MEA Slc17a7 Glut_1
Glut
01 IT-ET Glut
[-]
012 MEA Slc17a7 Glut
[-]
0056 MEA Slc17a7 Glut_2
[-]
0201 MEA Slc17a7 Glut_2
Glut
01 IT-ET Glut
[-]
012 MEA Slc17a7 Glut
[-]
0056 MEA Slc17a7 Glut_2
[-]
0202 MEA Slc17a7 Glut_2
Glut
01 IT-ET Glut
[-]
012 MEA Slc17a7 Glut
[-]
0056 MEA Slc17a7 Glut_2
[-]
0203 MEA Slc17a7 Glut_2
Glut
01 IT-ET Glut
[-]
012 MEA Slc17a7 Glut
[-]
0056 MEA Slc17a7 Glut_2
[-]
0204 MEA Slc17a7 Glut_2
Glut
01 IT-ET Glut
[-]
012 MEA Slc17a7 Glut
[-]
0056 MEA Slc17a7 Glut_2
[-]
0205 MEA Slc17a7 Glut_2
Glut
01 IT-ET Glut
[-]
012 MEA Slc17a7 Glut
[-]
0056 MEA Slc17a7 Glut_2
[-]
0206 MEA Slc17a7 Glut_2
Glut
01 IT-ET Glut
[-]
012 MEA Slc17a7 Glut
[-]
0056 MEA Slc17a7 Glut_2
[-]
0207 MEA Slc17a7 Glut_2
Glut
01 IT-ET Glut
[-]
012 MEA Slc17a7 Glut
[-]
0056 MEA Slc17a7 Glut_2
[-]
0208 MEA Slc17a7 Glut_2
Glut
01 IT-ET Glut
[-]
012 MEA Slc17a7 Glut
[-]
0056 MEA Slc17a7 Glut_2
[-]
0209 MEA Slc17a7 Glut_2
Glut
01 IT-ET Glut
[-]
012 MEA Slc17a7 Glut
[-]
0056 MEA Slc17a7 Glut_2
[-]
0210 MEA Slc17a7 Glut_2
Glut
01 IT-ET Glut
[-]
012 MEA Slc17a7 Glut
[-]
0056 MEA Slc17a7 Glut_2
[-]
0211 MEA Slc17a7 Glut_2
Glut
01 IT-ET Glut
[-]
012 MEA Slc17a7 Glut
[-]
0056 MEA Slc17a7 Glut_2
[-]
0212 MEA Slc17a7 Glut_2
Glut
01 IT-ET Glut
[-]
012 MEA Slc17a7 Glut
[-]
0057 MEA Slc17a7 Glut_3
[-]
0213 MEA Slc17a7 Glut_3
Glut
01 IT-ET Glut
[-]
012 MEA Slc17a7 Glut
[-]
0057 MEA Slc17a7 Glut_3
[-]
0214 MEA Slc17a7 Glut_3
Glut
01 IT-ET Glut
[-]
013 COAp Grxcr2 Glut
[-]
0058 COAp Grxcr2 Glut_1
[-]
0215 COAp Grxcr2 Glut_1
Glut
01 IT-ET Glut
[-]
013 COAp Grxcr2 Glut
[-]
0059 COAp Grxcr2 Glut_2
[-]
0216 COAp Grxcr2 Glut_2
Glut
01 IT-ET Glut
[-]
013 COAp Grxcr2 Glut
[-]
0059 COAp Grxcr2 Glut_2
[-]
0217 COAp Grxcr2 Glut_2
Glut
01 IT-ET Glut
[-]
013 COAp Grxcr2 Glut
[-]
0059 COAp Grxcr2 Glut_2
[-]
0218 COAp Grxcr2 Glut_2
Glut
01 IT-ET Glut
[-]
013 COAp Grxcr2 Glut
[-]
0059 COAp Grxcr2 Glut_2
[-]
0219 COAp Grxcr2 Glut_2
Glut
01 IT-ET Glut
[-]
013 COAp Grxcr2 Glut
[-]
0059 COAp Grxcr2 Glut_2
[-]
0220 COAp Grxcr2 Glut_2
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0060 LA-BLA-BMA-PA Glut_1
[-]
0221 LA-BLA-BMA-PA Glut_1
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0060 LA-BLA-BMA-PA Glut_1
[-]
0222 LA-BLA-BMA-PA Glut_1
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0060 LA-BLA-BMA-PA Glut_1
[-]
0223 LA-BLA-BMA-PA Glut_1
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0060 LA-BLA-BMA-PA Glut_1
[-]
0224 LA-BLA-BMA-PA Glut_1
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0060 LA-BLA-BMA-PA Glut_1
[-]
0225 LA-BLA-BMA-PA Glut_1
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0060 LA-BLA-BMA-PA Glut_1
[-]
0226 LA-BLA-BMA-PA Glut_1
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0060 LA-BLA-BMA-PA Glut_1
[-]
0227 LA-BLA-BMA-PA Glut_1
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0060 LA-BLA-BMA-PA Glut_1
[-]
0228 LA-BLA-BMA-PA Glut_1
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0060 LA-BLA-BMA-PA Glut_1
[-]
0229 LA-BLA-BMA-PA Glut_1
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0061 LA-BLA-BMA-PA Glut_2
[-]
0230 LA-BLA-BMA-PA Glut_2
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0061 LA-BLA-BMA-PA Glut_2
[-]
0231 LA-BLA-BMA-PA Glut_2
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0061 LA-BLA-BMA-PA Glut_2
[-]
0232 LA-BLA-BMA-PA Glut_2
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0061 LA-BLA-BMA-PA Glut_2
[-]
0233 LA-BLA-BMA-PA Glut_2
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0061 LA-BLA-BMA-PA Glut_2
[-]
0234 LA-BLA-BMA-PA Glut_2
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0061 LA-BLA-BMA-PA Glut_2
[-]
0235 LA-BLA-BMA-PA Glut_2
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0062 LA-BLA-BMA-PA Glut_3
[-]
0236 LA-BLA-BMA-PA Glut_3
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0062 LA-BLA-BMA-PA Glut_3
[-]
0237 LA-BLA-BMA-PA Glut_3
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0062 LA-BLA-BMA-PA Glut_3
[-]
0238 LA-BLA-BMA-PA Glut_3
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0062 LA-BLA-BMA-PA Glut_3
[-]
0239 LA-BLA-BMA-PA Glut_3
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0062 LA-BLA-BMA-PA Glut_3
[-]
0240 LA-BLA-BMA-PA Glut_3
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0063 LA-BLA-BMA-PA Glut_4
[-]
0241 LA-BLA-BMA-PA Glut_4
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0063 LA-BLA-BMA-PA Glut_4
[-]
0242 LA-BLA-BMA-PA Glut_4
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0063 LA-BLA-BMA-PA Glut_4
[-]
0243 LA-BLA-BMA-PA Glut_4
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0063 LA-BLA-BMA-PA Glut_4
[-]
0244 LA-BLA-BMA-PA Glut_4
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0064 LA-BLA-BMA-PA Glut_5
[-]
0245 LA-BLA-BMA-PA Glut_5
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0064 LA-BLA-BMA-PA Glut_5
[-]
0246 LA-BLA-BMA-PA Glut_5
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0064 LA-BLA-BMA-PA Glut_5
[-]
0247 LA-BLA-BMA-PA Glut_5
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0064 LA-BLA-BMA-PA Glut_5
[-]
0248 LA-BLA-BMA-PA Glut_5
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0065 LA-BLA-BMA-PA Glut_6
[-]
0249 LA-BLA-BMA-PA Glut_6
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0065 LA-BLA-BMA-PA Glut_6
[-]
0250 LA-BLA-BMA-PA Glut_6
Glut
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0065 LA-BLA-BMA-PA Glut_6
[-]
0251 LA-BLA-BMA-PA Glut_6
Glut
01 IT-ET Glut
[-]
015 ENTmv-PA-COAp Glut
[-]
0066 ENTmv-PA-COAp Glut_1
[-]
0252 ENTmv-PA-COAp Glut_1
Glut
01 IT-ET Glut
[-]
015 ENTmv-PA-COAp Glut
[-]
0066 ENTmv-PA-COAp Glut_1
[-]
0253 ENTmv-PA-COAp Glut_1
Glut
01 IT-ET Glut
[-]
015 ENTmv-PA-COAp Glut
[-]
0066 ENTmv-PA-COAp Glut_1
[-]
0254 ENTmv-PA-COAp Glut_1
Glut
01 IT-ET Glut
[-]
015 ENTmv-PA-COAp Glut
[-]
0066 ENTmv-PA-COAp Glut_1
[-]
0255 ENTmv-PA-COAp Glut_1
Glut
01 IT-ET Glut
[-]
015 ENTmv-PA-COAp Glut
[-]
0067 ENTmv-PA-COAp Glut_2
[-]
0256 ENTmv-PA-COAp Glut_2
Glut
01 IT-ET Glut
[-]
015 ENTmv-PA-COAp Glut
[-]
0067 ENTmv-PA-COAp Glut_2
[-]
0257 ENTmv-PA-COAp Glut_2
Glut
01 IT-ET Glut
[-]
015 ENTmv-PA-COAp Glut
[-]
0067 ENTmv-PA-COAp Glut_2
[-]
0258 ENTmv-PA-COAp Glut_2
Glut
01 IT-ET Glut
[-]
015 ENTmv-PA-COAp Glut
[-]
0068 ENTmv-PA-COAp Glut_3
[-]
0259 ENTmv-PA-COAp Glut_3
Glut
01 IT-ET Glut
[-]
015 ENTmv-PA-COAp Glut
[-]
0068 ENTmv-PA-COAp Glut_3
[-]
0260 ENTmv-PA-COAp Glut_3
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0069 CA1-ProS Glut_1
[-]
0261 CA1-ProS Glut_1
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0069 CA1-ProS Glut_1
[-]
0262 CA1-ProS Glut_1
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0069 CA1-ProS Glut_1
[-]
0263 CA1-ProS Glut_1
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0069 CA1-ProS Glut_1
[-]
0264 CA1-ProS Glut_1
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0069 CA1-ProS Glut_1
[-]
0265 CA1-ProS Glut_1
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0069 CA1-ProS Glut_1
[-]
0266 CA1-ProS Glut_1
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0069 CA1-ProS Glut_1
[-]
0267 CA1-ProS Glut_1
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0069 CA1-ProS Glut_1
[-]
0268 CA1-ProS Glut_1
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0069 CA1-ProS Glut_1
[-]
0269 CA1-ProS Glut_1
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0069 CA1-ProS Glut_1
[-]
0270 CA1-ProS Glut_1
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0070 CA1-ProS Glut_2
[-]
0271 CA1-ProS Glut_2
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0070 CA1-ProS Glut_2
[-]
0272 CA1-ProS Glut_2
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0070 CA1-ProS Glut_2
[-]
0273 CA1-ProS Glut_2
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0070 CA1-ProS Glut_2
[-]
0274 CA1-ProS Glut_2
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0070 CA1-ProS Glut_2
[-]
0275 CA1-ProS Glut_2
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0070 CA1-ProS Glut_2
[-]
0276 CA1-ProS Glut_2
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0070 CA1-ProS Glut_2
[-]
0277 CA1-ProS Glut_2
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0071 CA1-ProS Glut_3
[-]
0278 CA1-ProS Glut_3
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0071 CA1-ProS Glut_3
[-]
0279 CA1-ProS Glut_3
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0071 CA1-ProS Glut_3
[-]
0280 CA1-ProS Glut_3
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0071 CA1-ProS Glut_3
[-]
0281 CA1-ProS Glut_3
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0071 CA1-ProS Glut_3
[-]
0282 CA1-ProS Glut_3
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0071 CA1-ProS Glut_3
[-]
0283 CA1-ProS Glut_3
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0072 CA1-ProS Glut_4
[-]
0284 CA1-ProS Glut_4
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0072 CA1-ProS Glut_4
[-]
0285 CA1-ProS Glut_4
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0072 CA1-ProS Glut_4
[-]
0286 CA1-ProS Glut_4
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0072 CA1-ProS Glut_4
[-]
0287 CA1-ProS Glut_4
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0072 CA1-ProS Glut_4
[-]
0288 CA1-ProS Glut_4
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0073 CA1-ProS Glut_5
[-]
0289 CA1-ProS Glut_5
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0073 CA1-ProS Glut_5
[-]
0290 CA1-ProS Glut_5
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0073 CA1-ProS Glut_5
[-]
0291 CA1-ProS Glut_5
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0073 CA1-ProS Glut_5
[-]
0292 CA1-ProS Glut_5
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0074 CA1-ProS Glut_6
[-]
0293 CA1-ProS Glut_6
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0074 CA1-ProS Glut_6
[-]
0294 CA1-ProS Glut_6
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0074 CA1-ProS Glut_6
[-]
0295 CA1-ProS Glut_6
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0075 CA3 Glut_1
[-]
0296 CA3 Glut_1
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0075 CA3 Glut_1
[-]
0297 CA3 Glut_1
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0075 CA3 Glut_1
[-]
0298 CA3 Glut_1
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0075 CA3 Glut_1
[-]
0299 CA3 Glut_1
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0075 CA3 Glut_1
[-]
0300 CA3 Glut_1
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0075 CA3 Glut_1
[-]
0301 CA3 Glut_1
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0076 CA3 Glut_2
[-]
0302 CA3 Glut_2
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0076 CA3 Glut_2
[-]
0303 CA3 Glut_2
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0076 CA3 Glut_2
[-]
0304 CA3 Glut_2
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0076 CA3 Glut_2
[-]
0305 CA3 Glut_2
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0076 CA3 Glut_2
[-]
0306 CA3 Glut_2
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0077 CA3 Glut_3
[-]
0307 CA3 Glut_3
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0077 CA3 Glut_3
[-]
0308 CA3 Glut_3
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0077 CA3 Glut_3
[-]
0309 CA3 Glut_3
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0077 CA3 Glut_3
[-]
0310 CA3 Glut_3
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0077 CA3 Glut_3
[-]
0311 CA3 Glut_3
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0077 CA3 Glut_3
[-]
0312 CA3 Glut_3
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0078 CA3 Glut_4
[-]
0313 CA3 Glut_4
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0078 CA3 Glut_4
[-]
0314 CA3 Glut_4
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0078 CA3 Glut_4
[-]
0315 CA3 Glut_4
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0079 CA3 Glut_5
[-]
0316 CA3 Glut_5
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0079 CA3 Glut_5
[-]
0317 CA3 Glut_5
Glut
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[-]
0080 L2 IT PPP-APr Glut_1
[-]
0318 L2 IT PPP-APr Glut_1
Glut
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[-]
0080 L2 IT PPP-APr Glut_1
[-]
0319 L2 IT PPP-APr Glut_1
Glut
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[-]
0080 L2 IT PPP-APr Glut_1
[-]
0320 L2 IT PPP-APr Glut_1
Glut
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[-]
0080 L2 IT PPP-APr Glut_1
[-]
0321 L2 IT PPP-APr Glut_1
Glut
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[-]
0081 L2 IT PPP-APr Glut_2
[-]
0322 L2 IT PPP-APr Glut_2
Glut
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[-]
0081 L2 IT PPP-APr Glut_2
[-]
0323 L2 IT PPP-APr Glut_2
Glut
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[-]
0081 L2 IT PPP-APr Glut_2
[-]
0324 L2 IT PPP-APr Glut_2
Glut
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[-]
0081 L2 IT PPP-APr Glut_2
[-]
0325 L2 IT PPP-APr Glut_2
Glut
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[-]
0082 L2 IT PPP-APr Glut_3
[-]
0326 L2 IT PPP-APr Glut_3
Glut
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[-]
0082 L2 IT PPP-APr Glut_3
[-]
0327 L2 IT PPP-APr Glut_3
Glut
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[-]
0083 L2 IT PPP-APr Glut_4
[-]
0328 L2 IT PPP-APr Glut_4
Glut
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[-]
0084 L2/3 IT PPP Glut_1
[-]
0329 L2/3 IT PPP Glut_1
Glut
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[-]
0084 L2/3 IT PPP Glut_1
[-]
0330 L2/3 IT PPP Glut_1
Glut
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[-]
0084 L2/3 IT PPP Glut_1
[-]
0331 L2/3 IT PPP Glut_1
Glut
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[-]
0084 L2/3 IT PPP Glut_1
[-]
0332 L2/3 IT PPP Glut_1
Glut
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[-]
0085 L2/3 IT PPP Glut_2
[-]
0333 L2/3 IT PPP Glut_2
Glut
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[-]
0085 L2/3 IT PPP Glut_2
[-]
0334 L2/3 IT PPP Glut_2
Glut
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[-]
0085 L2/3 IT PPP Glut_2
[-]
0335 L2/3 IT PPP Glut_2
Glut
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[-]
0085 L2/3 IT PPP Glut_2
[-]
0336 L2/3 IT PPP Glut_2
Glut
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[-]
0086 L2/3 IT PPP Glut_3
[-]
0337 L2/3 IT PPP Glut_3
Glut
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[-]
0086 L2/3 IT PPP Glut_3
[-]
0338 L2/3 IT PPP Glut_3
Glut
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[-]
0086 L2/3 IT PPP Glut_3
[-]
0339 L2/3 IT PPP Glut_3
Glut
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[-]
0086 L2/3 IT PPP Glut_3
[-]
0340 L2/3 IT PPP Glut_3
Glut
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[-]
0086 L2/3 IT PPP Glut_3
[-]
0341 L2/3 IT PPP Glut_3
Glut
01 IT-ET Glut
[-]
020 L2/3 IT RSP Glut
[-]
0087 L2/3 IT RSP Glut_1
[-]
0342 L2/3 IT RSP Glut_1
Glut
01 IT-ET Glut
[-]
020 L2/3 IT RSP Glut
[-]
0088 L2/3 IT RSP Glut_2
[-]
0343 L2/3 IT RSP Glut_2
Glut
01 IT-ET Glut
[-]
020 L2/3 IT RSP Glut
[-]
0088 L2/3 IT RSP Glut_2
[-]
0344 L2/3 IT RSP Glut_2
Glut
01 IT-ET Glut
[-]
020 L2/3 IT RSP Glut
[-]
0088 L2/3 IT RSP Glut_2
[-]
0345 L2/3 IT RSP Glut_2
Glut
01 IT-ET Glut
[-]
020 L2/3 IT RSP Glut
[-]
0088 L2/3 IT RSP Glut_2
[-]
0346 L2/3 IT RSP Glut_2
Glut
01 IT-ET Glut
[-]
021 L4 RSP-ACA Glut
[-]
0089 L4 RSP-ACA Glut_1
[-]
0347 L4 RSP-ACA Glut_1
Glut
01 IT-ET Glut
[-]
021 L4 RSP-ACA Glut
[-]
0089 L4 RSP-ACA Glut_1
[-]
0348 L4 RSP-ACA Glut_1
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0090 L5 ET CTX Glut_1
[-]
0349 L5 ET CTX Glut_1
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0090 L5 ET CTX Glut_1
[-]
0350 L5 ET CTX Glut_1
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0090 L5 ET CTX Glut_1
[-]
0351 L5 ET CTX Glut_1
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0090 L5 ET CTX Glut_1
[-]
0352 L5 ET CTX Glut_1
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0090 L5 ET CTX Glut_1
[-]
0353 L5 ET CTX Glut_1
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0090 L5 ET CTX Glut_1
[-]
0354 L5 ET CTX Glut_1
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0090 L5 ET CTX Glut_1
[-]
0355 L5 ET CTX Glut_1
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0090 L5 ET CTX Glut_1
[-]
0356 L5 ET CTX Glut_1
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0090 L5 ET CTX Glut_1
[-]
0357 L5 ET CTX Glut_1
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0090 L5 ET CTX Glut_1
[-]
0358 L5 ET CTX Glut_1
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0091 L5 ET CTX Glut_2
[-]
0359 L5 ET CTX Glut_2
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0091 L5 ET CTX Glut_2
[-]
0360 L5 ET CTX Glut_2
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0091 L5 ET CTX Glut_2
[-]
0361 L5 ET CTX Glut_2
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0091 L5 ET CTX Glut_2
[-]
0362 L5 ET CTX Glut_2
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0091 L5 ET CTX Glut_2
[-]
0363 L5 ET CTX Glut_2
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0091 L5 ET CTX Glut_2
[-]
0364 L5 ET CTX Glut_2
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0092 L5 ET CTX Glut_3
[-]
0365 L5 ET CTX Glut_3
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0092 L5 ET CTX Glut_3
[-]
0366 L5 ET CTX Glut_3
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0092 L5 ET CTX Glut_3
[-]
0367 L5 ET CTX Glut_3
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0092 L5 ET CTX Glut_3
[-]
0368 L5 ET CTX Glut_3
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0092 L5 ET CTX Glut_3
[-]
0369 L5 ET CTX Glut_3
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0093 L5 ET CTX Glut_4
[-]
0370 L5 ET CTX Glut_4
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0093 L5 ET CTX Glut_4
[-]
0371 L5 ET CTX Glut_4
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0093 L5 ET CTX Glut_4
[-]
0372 L5 ET CTX Glut_4
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0093 L5 ET CTX Glut_4
[-]
0373 L5 ET CTX Glut_4
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0093 L5 ET CTX Glut_4
[-]
0374 L5 ET CTX Glut_4
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0094 L5 ET CTX Glut_5
[-]
0375 L5 ET CTX Glut_5
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0094 L5 ET CTX Glut_5
[-]
0376 L5 ET CTX Glut_5
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0094 L5 ET CTX Glut_5
[-]
0377 L5 ET CTX Glut_5
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0094 L5 ET CTX Glut_5
[-]
0378 L5 ET CTX Glut_5
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0095 L5 ET CTX Glut_6
[-]
0379 L5 ET CTX Glut_6
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0095 L5 ET CTX Glut_6
[-]
0380 L5 ET CTX Glut_6
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0095 L5 ET CTX Glut_6
[-]
0381 L5 ET CTX Glut_6
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0095 L5 ET CTX Glut_6
[-]
0382 L5 ET CTX Glut_6
Glut
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0096 SUB-ProS Glut_1
[-]
0383 SUB-ProS Glut_1
Glut
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0096 SUB-ProS Glut_1
[-]
0384 SUB-ProS Glut_1
Glut
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0096 SUB-ProS Glut_1
[-]
0385 SUB-ProS Glut_1
Glut
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0096 SUB-ProS Glut_1
[-]
0386 SUB-ProS Glut_1
Glut
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0096 SUB-ProS Glut_1
[-]
0387 SUB-ProS Glut_1
Glut
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0097 SUB-ProS Glut_2
[-]
0388 SUB-ProS Glut_2
Glut
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0097 SUB-ProS Glut_2
[-]
0389 SUB-ProS Glut_2
Glut
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0097 SUB-ProS Glut_2
[-]
0390 SUB-ProS Glut_2
Glut
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0097 SUB-ProS Glut_2
[-]
0391 SUB-ProS Glut_2
Glut
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0097 SUB-ProS Glut_2
[-]
0392 SUB-ProS Glut_2
Glut
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0097 SUB-ProS Glut_2
[-]
0393 SUB-ProS Glut_2
Glut
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0098 SUB-ProS Glut_3
[-]
0394 SUB-ProS Glut_3
Glut
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0098 SUB-ProS Glut_3
[-]
0395 SUB-ProS Glut_3
Glut
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0098 SUB-ProS Glut_3
[-]
0396 SUB-ProS Glut_3
Glut
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0098 SUB-ProS Glut_3
[-]
0397 SUB-ProS Glut_3
Glut
01 IT-ET Glut
[-]
024 L5 PPP Glut
[-]
0099 L5 PPP Glut_1
[-]
0398 L5 PPP Glut_1
Glut
01 IT-ET Glut
[-]
025 CA2-FC-IG Glut
[-]
0100 CA2-FC-IG Glut_1
[-]
0399 CA2-FC-IG Glut_1
Glut
01 IT-ET Glut
[-]
025 CA2-FC-IG Glut
[-]
0101 CA2-FC-IG Glut_2
[-]
0400 CA2-FC-IG Glut_2
Glut
01 IT-ET Glut
[-]
025 CA2-FC-IG Glut
[-]
0101 CA2-FC-IG Glut_2
[-]
0401 CA2-FC-IG Glut_2
Glut
01 IT-ET Glut
[-]
026 NLOT Rho Glut
[-]
0102 NLOT Rho Glut_1
[-]
0402 NLOT Rho Glut_1
Glut
02 NP-CT-L6b Glut
[-]
027 L6b EPd Glut
[-]
0103 L6b EPd Glut_1
[-]
0403 L6b EPd Glut_1
Glut
02 NP-CT-L6b Glut
[-]
027 L6b EPd Glut
[-]
0103 L6b EPd Glut_1
[-]
0404 L6b EPd Glut_1
Glut
02 NP-CT-L6b Glut
[-]
027 L6b EPd Glut
[-]
0104 L6b EPd Glut_2
[-]
0405 L6b EPd Glut_2
Glut
02 NP-CT-L6b Glut
[-]
027 L6b EPd Glut
[-]
0104 L6b EPd Glut_2
[-]
0406 L6b EPd Glut_2
Glut
02 NP-CT-L6b Glut
[-]
027 L6b EPd Glut
[-]
0105 L6b EPd Glut_3
[-]
0407 L6b EPd Glut_3
Glut
02 NP-CT-L6b Glut
[-]
027 L6b EPd Glut
[-]
0105 L6b EPd Glut_3
[-]
0408 L6b EPd Glut_3
Glut
02 NP-CT-L6b Glut
[-]
027 L6b EPd Glut
[-]
0105 L6b EPd Glut_3
[-]
0409 L6b EPd Glut_3
Glut
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0106 L6b/CT ENT Glut_1
[-]
0410 L6b/CT ENT Glut_1
Glut
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0106 L6b/CT ENT Glut_1
[-]
0411 L6b/CT ENT Glut_1
Glut
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0106 L6b/CT ENT Glut_1
[-]
0412 L6b/CT ENT Glut_1
Glut
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0106 L6b/CT ENT Glut_1
[-]
0413 L6b/CT ENT Glut_1
Glut
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0107 L6b/CT ENT Glut_2
[-]
0414 L6b/CT ENT Glut_2
Glut
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0107 L6b/CT ENT Glut_2
[-]
0415 L6b/CT ENT Glut_2
Glut
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0107 L6b/CT ENT Glut_2
[-]
0416 L6b/CT ENT Glut_2
Glut
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0107 L6b/CT ENT Glut_2
[-]
0417 L6b/CT ENT Glut_2
Glut
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0108 L6b/CT ENT Glut_3
[-]
0418 L6b/CT ENT Glut_3
Glut
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0108 L6b/CT ENT Glut_3
[-]
0419 L6b/CT ENT Glut_3
Glut
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0108 L6b/CT ENT Glut_3
[-]
0420 L6b/CT ENT Glut_3
Glut
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0109 L6b/CT ENT Glut_4
[-]
0421 L6b/CT ENT Glut_4
Glut
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0109 L6b/CT ENT Glut_4
[-]
0422 L6b/CT ENT Glut_4
Glut
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0109 L6b/CT ENT Glut_4
[-]
0423 L6b/CT ENT Glut_4
Glut
02 NP-CT-L6b Glut
[-]
029 L6b CTX Glut
[-]
0110 L6b CTX Glut_1
[-]
0424 L6b CTX Glut_1
Glut
02 NP-CT-L6b Glut
[-]
029 L6b CTX Glut
[-]
0110 L6b CTX Glut_1
[-]
0425 L6b CTX Glut_1
Glut
02 NP-CT-L6b Glut
[-]
029 L6b CTX Glut
[-]
0110 L6b CTX Glut_1
[-]
0426 L6b CTX Glut_1
Glut
02 NP-CT-L6b Glut
[-]
029 L6b CTX Glut
[-]
0111 L6b CTX Glut_2
[-]
0427 L6b CTX Glut_2
Glut
02 NP-CT-L6b Glut
[-]
029 L6b CTX Glut
[-]
0111 L6b CTX Glut_2
[-]
0428 L6b CTX Glut_2
Glut
02 NP-CT-L6b Glut
[-]
029 L6b CTX Glut
[-]
0111 L6b CTX Glut_2
[-]
0429 L6b CTX Glut_2
Glut
02 NP-CT-L6b Glut
[-]
029 L6b CTX Glut
[-]
0111 L6b CTX Glut_2
[-]
0430 L6b CTX Glut_2
Glut
02 NP-CT-L6b Glut
[-]
029 L6b CTX Glut
[-]
0112 L6b CTX Glut_3
[-]
0431 L6b CTX Glut_3
Glut
02 NP-CT-L6b Glut
[-]
029 L6b CTX Glut
[-]
0112 L6b CTX Glut_3
[-]
0432 L6b CTX Glut_3
Glut
02 NP-CT-L6b Glut
[-]
029 L6b CTX Glut
[-]
0112 L6b CTX Glut_3
[-]
0433 L6b CTX Glut_3
Glut
02 NP-CT-L6b Glut
[-]
029 L6b CTX Glut
[-]
0112 L6b CTX Glut_3
[-]
0434 L6b CTX Glut_3
Glut
02 NP-CT-L6b Glut
[-]
029 L6b CTX Glut
[-]
0113 L6b CTX Glut_4
[-]
0435 L6b CTX Glut_4
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0114 L6 CT CTX Glut_1
[-]
0436 L6 CT CTX Glut_1
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0114 L6 CT CTX Glut_1
[-]
0437 L6 CT CTX Glut_1
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0114 L6 CT CTX Glut_1
[-]
0438 L6 CT CTX Glut_1
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0114 L6 CT CTX Glut_1
[-]
0439 L6 CT CTX Glut_1
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0114 L6 CT CTX Glut_1
[-]
0440 L6 CT CTX Glut_1
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0115 L6 CT CTX Glut_2
[-]
0441 L6 CT CTX Glut_2
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0115 L6 CT CTX Glut_2
[-]
0442 L6 CT CTX Glut_2
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0115 L6 CT CTX Glut_2
[-]
0443 L6 CT CTX Glut_2
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0115 L6 CT CTX Glut_2
[-]
0444 L6 CT CTX Glut_2
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0116 L6 CT CTX Glut_3
[-]
0445 L6 CT CTX Glut_3
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0116 L6 CT CTX Glut_3
[-]
0446 L6 CT CTX Glut_3
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0116 L6 CT CTX Glut_3
[-]
0447 L6 CT CTX Glut_3
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0116 L6 CT CTX Glut_3
[-]
0448 L6 CT CTX Glut_3
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0116 L6 CT CTX Glut_3
[-]
0449 L6 CT CTX Glut_3
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0117 L6 CT CTX Glut_4
[-]
0450 L6 CT CTX Glut_4
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0118 L6 CT CTX Glut_5
[-]
0451 L6 CT CTX Glut_5
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0118 L6 CT CTX Glut_5
[-]
0452 L6 CT CTX Glut_5
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0118 L6 CT CTX Glut_5
[-]
0453 L6 CT CTX Glut_5
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0118 L6 CT CTX Glut_5
[-]
0454 L6 CT CTX Glut_5
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0118 L6 CT CTX Glut_5
[-]
0455 L6 CT CTX Glut_5
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0118 L6 CT CTX Glut_5
[-]
0456 L6 CT CTX Glut_5
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0119 L6 CT CTX Glut_6
[-]
0457 L6 CT CTX Glut_6
Glut
02 NP-CT-L6b Glut
[-]
031 CT SUB Glut
[-]
0120 CT SUB Glut_1
[-]
0458 CT SUB Glut_1
Glut
02 NP-CT-L6b Glut
[-]
031 CT SUB Glut
[-]
0121 CT SUB Glut_2
[-]
0459 CT SUB Glut_2
Glut
02 NP-CT-L6b Glut
[-]
031 CT SUB Glut
[-]
0121 CT SUB Glut_2
[-]
0460 CT SUB Glut_2
Glut
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0122 L5 NP CTX Glut_1
[-]
0461 L5 NP CTX Glut_1
Glut
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0122 L5 NP CTX Glut_1
[-]
0462 L5 NP CTX Glut_1
Glut
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0122 L5 NP CTX Glut_1
[-]
0463 L5 NP CTX Glut_1
Glut
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0123 L5 NP CTX Glut_2
[-]
0464 L5 NP CTX Glut_2
Glut
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0123 L5 NP CTX Glut_2
[-]
0465 L5 NP CTX Glut_2
Glut
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0123 L5 NP CTX Glut_2
[-]
0466 L5 NP CTX Glut_2
Glut
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0123 L5 NP CTX Glut_2
[-]
0467 L5 NP CTX Glut_2
Glut
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0124 L5 NP CTX Glut_3
[-]
0468 L5 NP CTX Glut_3
Glut
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0124 L5 NP CTX Glut_3
[-]
0469 L5 NP CTX Glut_3
Glut
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0124 L5 NP CTX Glut_3
[-]
0470 L5 NP CTX Glut_3
Glut
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0124 L5 NP CTX Glut_3
[-]
0471 L5 NP CTX Glut_3
Glut
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0125 L5 NP CTX Glut_4
[-]
0472 L5 NP CTX Glut_4
Glut
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0125 L5 NP CTX Glut_4
[-]
0473 L5 NP CTX Glut_4
Glut
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0125 L5 NP CTX Glut_4
[-]
0474 L5 NP CTX Glut_4
Glut
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0126 L5 NP CTX Glut_5
[-]
0475 L5 NP CTX Glut_5
Glut
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0126 L5 NP CTX Glut_5
[-]
0476 L5 NP CTX Glut_5
Glut
02 NP-CT-L6b Glut
[-]
033 NP SUB Glut
[-]
0127 NP SUB Glut_1
[-]
0477 NP SUB Glut_1
Glut
02 NP-CT-L6b Glut
[-]
033 NP SUB Glut
[-]
0127 NP SUB Glut_1
[-]
0478 NP SUB Glut_1
Glut
02 NP-CT-L6b Glut
[-]
033 NP SUB Glut
[-]
0128 NP SUB Glut_2
[-]
0479 NP SUB Glut_2
Glut
02 NP-CT-L6b Glut
[-]
033 NP SUB Glut
[-]
0128 NP SUB Glut_2
[-]
0480 NP SUB Glut_2
Glut
02 NP-CT-L6b Glut
[-]
033 NP SUB Glut
[-]
0128 NP SUB Glut_2
[-]
0481 NP SUB Glut_2
Glut
02 NP-CT-L6b Glut
[-]
033 NP SUB Glut
[-]
0128 NP SUB Glut_2
[-]
0482 NP SUB Glut_2
Glut
02 NP-CT-L6b Glut
[-]
034 NP PPP Glut
[-]
0129 NP PPP Glut_1
[-]
0483 NP PPP Glut_1
Glut
02 NP-CT-L6b Glut
[-]
034 NP PPP Glut
[-]
0129 NP PPP Glut_1
[-]
0484 NP PPP Glut_1
Glut
02 NP-CT-L6b Glut
[-]
034 NP PPP Glut
[-]
0129 NP PPP Glut_1
[-]
0485 NP PPP Glut_1
Glut
03 OB-CR Glut
[-]
035 OB Eomes Ms4a15 Glut
[-]
0130 OB Eomes Ms4a15 Glut_1
[-]
0486 OB Eomes Ms4a15 Glut_1
Glut
03 OB-CR Glut
[-]
035 OB Eomes Ms4a15 Glut
[-]
0130 OB Eomes Ms4a15 Glut_1
[-]
0487 OB Eomes Ms4a15 Glut_1
Glut
03 OB-CR Glut
[-]
035 OB Eomes Ms4a15 Glut
[-]
0131 OB Eomes Ms4a15 Glut_2
[-]
0488 OB Eomes Ms4a15 Glut_2
Glut
03 OB-CR Glut
[-]
035 OB Eomes Ms4a15 Glut
[-]
0131 OB Eomes Ms4a15 Glut_2
[-]
0489 OB Eomes Ms4a15 Glut_2
Glut
03 OB-CR Glut
[-]
035 OB Eomes Ms4a15 Glut
[-]
0131 OB Eomes Ms4a15 Glut_2
[-]
0490 OB Eomes Ms4a15 Glut_2
Glut
03 OB-CR Glut
[-]
035 OB Eomes Ms4a15 Glut
[-]
0131 OB Eomes Ms4a15 Glut_2
[-]
0491 OB Eomes Ms4a15 Glut_2
Glut
03 OB-CR Glut
[-]
035 OB Eomes Ms4a15 Glut
[-]
0132 OB Eomes Ms4a15 Glut_3
[-]
0492 OB Eomes Ms4a15 Glut_3
Glut
03 OB-CR Glut
[-]
035 OB Eomes Ms4a15 Glut
[-]
0132 OB Eomes Ms4a15 Glut_3
[-]
0493 OB Eomes Ms4a15 Glut_3
Glut
03 OB-CR Glut
[-]
035 OB Eomes Ms4a15 Glut
[-]
0133 OB Eomes Ms4a15 Glut_4
[-]
0494 OB Eomes Ms4a15 Glut_4
Glut
03 OB-CR Glut
[-]
035 OB Eomes Ms4a15 Glut
[-]
0134 OB Eomes Ms4a15 Glut_5
[-]
0495 OB Eomes Ms4a15 Glut_5
Glut
03 OB-CR Glut
[-]
035 OB Eomes Ms4a15 Glut
[-]
0134 OB Eomes Ms4a15 Glut_5
[-]
0496 OB Eomes Ms4a15 Glut_5
Glut
03 OB-CR Glut
[-]
036 HPF CR Glut
[-]
0135 HPF CR Glut_1
[-]
0497 HPF CR Glut_1
Glut
03 OB-CR Glut
[-]
036 HPF CR Glut
[-]
0135 HPF CR Glut_1
[-]
0498 HPF CR Glut_1
Glut
03 OB-CR Glut
[-]
036 HPF CR Glut
[-]
0135 HPF CR Glut_1
[-]
0499 HPF CR Glut_1
Glut
03 OB-CR Glut
[-]
036 HPF CR Glut
[-]
0135 HPF CR Glut_1
[-]
0500 HPF CR Glut_1
Glut
03 OB-CR Glut
[-]
036 HPF CR Glut
[-]
0135 HPF CR Glut_1
[-]
0501 HPF CR Glut_1
Glut
04 DG-IMN Glut
[-]
037 DG Glut
[-]
0136 DG Glut_1
[-]
0502 DG Glut_1
Glut
04 DG-IMN Glut
[-]
037 DG Glut
[-]
0136 DG Glut_1
[-]
0503 DG Glut_1
Glut
04 DG-IMN Glut
[-]
037 DG Glut
[-]
0136 DG Glut_1
[-]
0504 DG Glut_1
Glut
04 DG-IMN Glut
[-]
037 DG Glut
[-]
0137 DG Glut_2
[-]
0505 DG Glut_2
Glut
04 DG-IMN Glut
[-]
037 DG Glut
[-]
0137 DG Glut_2
[-]
0506 DG Glut_2
Glut
04 DG-IMN Glut
[-]
037 DG Glut
[-]
0137 DG Glut_2
[-]
0507 DG Glut_2
Glut
04 DG-IMN Glut
[-]
037 DG Glut
[-]
0138 DG Glut_3
[-]
0508 DG Glut_3
Glut
04 DG-IMN Glut
[-]
037 DG Glut
[-]
0138 DG Glut_3
[-]
0509 DG Glut_3
Glut
04 DG-IMN Glut
[-]
037 DG Glut
[-]
0139 DG Glut_4
[-]
0510 DG Glut_4
Glut
04 DG-IMN Glut
[-]
038 DG-PIR Ex IMN
[-]
0140 DG-PIR Ex IMN_1
[-]
0511 DG-PIR Ex IMN_1
Glut
04 DG-IMN Glut
[-]
038 DG-PIR Ex IMN
[-]
0141 DG-PIR Ex IMN_2
[-]
0512 DG-PIR Ex IMN_2
Other
04 DG-IMN Glut
[-]
038 DG-PIR Ex IMN
[-]
0141 DG-PIR Ex IMN_2
[-]
0513 DG-PIR Ex IMN_2
Glut
04 DG-IMN Glut
[-]
038 DG-PIR Ex IMN
[-]
0141 DG-PIR Ex IMN_2
[-]
0514 DG-PIR Ex IMN_2
Glut
04 DG-IMN Glut
[-]
038 DG-PIR Ex IMN
[-]
0141 DG-PIR Ex IMN_2
[-]
0515 DG-PIR Ex IMN_2
Other
04 DG-IMN Glut
[-]
038 DG-PIR Ex IMN
[-]
0142 DG-PIR Ex IMN_3
[-]
0516 DG-PIR Ex IMN_3
Glut
04 DG-IMN Glut
[-]
038 DG-PIR Ex IMN
[-]
0142 DG-PIR Ex IMN_3
[-]
0517 DG-PIR Ex IMN_3
Glut
05 OB-IMN GABA
[-]
039 OB Meis2 Thsd7b Gaba
[-]
0143 OB Meis2 Thsd7b Gaba_1
[-]
0518 OB Meis2 Thsd7b Gaba_1
GABA
05 OB-IMN GABA
[-]
039 OB Meis2 Thsd7b Gaba
[-]
0143 OB Meis2 Thsd7b Gaba_1
[-]
0519 OB Meis2 Thsd7b Gaba_1
GABA
05 OB-IMN GABA
[-]
039 OB Meis2 Thsd7b Gaba
[-]
0143 OB Meis2 Thsd7b Gaba_1
[-]
0520 OB Meis2 Thsd7b Gaba_1
GABA
05 OB-IMN GABA
[-]
039 OB Meis2 Thsd7b Gaba
[-]
0144 OB Meis2 Thsd7b Gaba_2
[-]
0521 OB Meis2 Thsd7b Gaba_2
GABA
05 OB-IMN GABA
[-]
039 OB Meis2 Thsd7b Gaba
[-]
0144 OB Meis2 Thsd7b Gaba_2
[-]
0522 OB Meis2 Thsd7b Gaba_2
GABA
05 OB-IMN GABA
[-]
039 OB Meis2 Thsd7b Gaba
[-]
0144 OB Meis2 Thsd7b Gaba_2
[-]
0523 OB Meis2 Thsd7b Gaba_2
GABA
05 OB-IMN GABA
[-]
039 OB Meis2 Thsd7b Gaba
[-]
0144 OB Meis2 Thsd7b Gaba_2
[-]
0524 OB Meis2 Thsd7b Gaba_2
GABA
05 OB-IMN GABA
[-]
039 OB Meis2 Thsd7b Gaba
[-]
0145 OB Meis2 Thsd7b Gaba_3
[-]
0525 OB Meis2 Thsd7b Gaba_3
GABA
05 OB-IMN GABA
[-]
039 OB Meis2 Thsd7b Gaba
[-]
0146 OB Meis2 Thsd7b Gaba_4
[-]
0526 OB Meis2 Thsd7b Gaba_4
GABA
05 OB-IMN GABA
[-]
039 OB Meis2 Thsd7b Gaba
[-]
0147 OB Meis2 Thsd7b Gaba_5
[-]
0527 OB Meis2 Thsd7b Gaba_5
GABA
05 OB-IMN GABA
[-]
039 OB Meis2 Thsd7b Gaba
[-]
0147 OB Meis2 Thsd7b Gaba_5
[-]
0528 OB Meis2 Thsd7b Gaba_5
GABA
05 OB-IMN GABA
[-]
040 OB Trdn Gaba
[-]
0148 OB Trdn Gaba_1
[-]
0529 OB Trdn Gaba_1
GABA
05 OB-IMN GABA
[-]
040 OB Trdn Gaba
[-]
0149 OB Trdn Gaba_2
[-]
0530 OB Trdn Gaba_2
GABA
05 OB-IMN GABA
[-]
040 OB Trdn Gaba
[-]
0149 OB Trdn Gaba_2
[-]
0531 OB Trdn Gaba_2
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0150 OB-in Frmd7 Gaba_1
[-]
0532 OB-in Frmd7 Gaba_1
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0150 OB-in Frmd7 Gaba_1
[-]
0533 OB-in Frmd7 Gaba_1
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0150 OB-in Frmd7 Gaba_1
[-]
0534 OB-in Frmd7 Gaba_1
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0150 OB-in Frmd7 Gaba_1
[-]
0535 OB-in Frmd7 Gaba_1
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0150 OB-in Frmd7 Gaba_1
[-]
0536 OB-in Frmd7 Gaba_1
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0150 OB-in Frmd7 Gaba_1
[-]
0537 OB-in Frmd7 Gaba_1
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0150 OB-in Frmd7 Gaba_1
[-]
0538 OB-in Frmd7 Gaba_1
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0150 OB-in Frmd7 Gaba_1
[-]
0539 OB-in Frmd7 Gaba_1
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0150 OB-in Frmd7 Gaba_1
[-]
0540 OB-in Frmd7 Gaba_1
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0150 OB-in Frmd7 Gaba_1
[-]
0541 OB-in Frmd7 Gaba_1
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0151 OB-in Frmd7 Gaba_2
[-]
0542 OB-in Frmd7 Gaba_2
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0151 OB-in Frmd7 Gaba_2
[-]
0543 OB-in Frmd7 Gaba_2
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0151 OB-in Frmd7 Gaba_2
[-]
0544 OB-in Frmd7 Gaba_2
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0151 OB-in Frmd7 Gaba_2
[-]
0545 OB-in Frmd7 Gaba_2
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0151 OB-in Frmd7 Gaba_2
[-]
0546 OB-in Frmd7 Gaba_2
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0151 OB-in Frmd7 Gaba_2
[-]
0547 OB-in Frmd7 Gaba_2
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0151 OB-in Frmd7 Gaba_2
[-]
0548 OB-in Frmd7 Gaba_2
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0151 OB-in Frmd7 Gaba_2
[-]
0549 OB-in Frmd7 Gaba_2
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0152 OB-in Frmd7 Gaba_3
[-]
0550 OB-in Frmd7 Gaba_3
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0152 OB-in Frmd7 Gaba_3
[-]
0551 OB-in Frmd7 Gaba_3
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0152 OB-in Frmd7 Gaba_3
[-]
0552 OB-in Frmd7 Gaba_3
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0152 OB-in Frmd7 Gaba_3
[-]
0553 OB-in Frmd7 Gaba_3
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0152 OB-in Frmd7 Gaba_3
[-]
0554 OB-in Frmd7 Gaba_3
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0153 OB-in Frmd7 Gaba_4
[-]
0555 OB-in Frmd7 Gaba_4
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0153 OB-in Frmd7 Gaba_4
[-]
0556 OB-in Frmd7 Gaba_4
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0153 OB-in Frmd7 Gaba_4
[-]
0557 OB-in Frmd7 Gaba_4
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0153 OB-in Frmd7 Gaba_4
[-]
0558 OB-in Frmd7 Gaba_4
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0154 OB-in Frmd7 Gaba_5
[-]
0559 OB-in Frmd7 Gaba_5
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0154 OB-in Frmd7 Gaba_5
[-]
0560 OB-in Frmd7 Gaba_5
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0154 OB-in Frmd7 Gaba_5
[-]
0561 OB-in Frmd7 Gaba_5
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0154 OB-in Frmd7 Gaba_5
[-]
0562 OB-in Frmd7 Gaba_5
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0154 OB-in Frmd7 Gaba_5
[-]
0563 OB-in Frmd7 Gaba_5
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0154 OB-in Frmd7 Gaba_5
[-]
0564 OB-in Frmd7 Gaba_5
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0155 OB-in Frmd7 Gaba_6
[-]
0565 OB-in Frmd7 Gaba_6
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0156 OB-in Frmd7 Gaba_7
[-]
0566 OB-in Frmd7 Gaba_7
GABA
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0157 OB-in Frmd7 Gaba_8
[-]
0567 OB-in Frmd7 Gaba_8
GABA
05 OB-IMN GABA
[-]
042 OB-out Frmd7 Gaba
[-]
0158 OB-out Frmd7 Gaba_1
[-]
0568 OB-out Frmd7 Gaba_1
GABA
05 OB-IMN GABA
[-]
042 OB-out Frmd7 Gaba
[-]
0158 OB-out Frmd7 Gaba_1
[-]
0569 OB-out Frmd7 Gaba_1
GABA
05 OB-IMN GABA
[-]
042 OB-out Frmd7 Gaba
[-]
0158 OB-out Frmd7 Gaba_1
[-]
0570 OB-out Frmd7 Gaba_1
GABA
05 OB-IMN GABA
[-]
042 OB-out Frmd7 Gaba
[-]
0158 OB-out Frmd7 Gaba_1
[-]
0571 OB-out Frmd7 Gaba_1
GABA
05 OB-IMN GABA
[-]
042 OB-out Frmd7 Gaba
[-]
0158 OB-out Frmd7 Gaba_1
[-]
0572 OB-out Frmd7 Gaba_1
GABA
05 OB-IMN GABA
[-]
042 OB-out Frmd7 Gaba
[-]
0158 OB-out Frmd7 Gaba_1
[-]
0573 OB-out Frmd7 Gaba_1
GABA
05 OB-IMN GABA
[-]
042 OB-out Frmd7 Gaba
[-]
0158 OB-out Frmd7 Gaba_1
[-]
0574 OB-out Frmd7 Gaba_1
GABA
05 OB-IMN GABA
[-]
042 OB-out Frmd7 Gaba
[-]
0159 OB-out Frmd7 Gaba_2
[-]
0575 OB-out Frmd7 Gaba_2
GABA
05 OB-IMN GABA
[-]
042 OB-out Frmd7 Gaba
[-]
0159 OB-out Frmd7 Gaba_2
[-]
0576 OB-out Frmd7 Gaba_2
GABA
05 OB-IMN GABA
[-]
042 OB-out Frmd7 Gaba
[-]
0159 OB-out Frmd7 Gaba_2
[-]
0577 OB-out Frmd7 Gaba_2
GABA
05 OB-IMN GABA
[-]
042 OB-out Frmd7 Gaba
[-]
0160 OB-out Frmd7 Gaba_3
[-]
0578 OB-out Frmd7 Gaba_3
GABA
05 OB-IMN GABA
[-]
043 OB-mi Frmd7 Gaba
[-]
0161 OB-mi Frmd7 Gaba_1
[-]
0579 OB-mi Frmd7 Gaba_1
GABA
05 OB-IMN GABA
[-]
043 OB-mi Frmd7 Gaba
[-]
0161 OB-mi Frmd7 Gaba_1
[-]
0580 OB-mi Frmd7 Gaba_1
GABA
05 OB-IMN GABA
[-]
043 OB-mi Frmd7 Gaba
[-]
0161 OB-mi Frmd7 Gaba_1
[-]
0581 OB-mi Frmd7 Gaba_1
GABA
05 OB-IMN GABA
[-]
044 OB Dopa-Gaba
[-]
0162 OB Dopa-Gaba_1
[-]
0582 OB Dopa-Gaba_1
Dopa
05 OB-IMN GABA
[-]
044 OB Dopa-Gaba
[-]
0162 OB Dopa-Gaba_1
[-]
0583 OB Dopa-Gaba_1
GABA
05 OB-IMN GABA
[-]
044 OB Dopa-Gaba
[-]
0162 OB Dopa-Gaba_1
[-]
0584 OB Dopa-Gaba_1
GABA
05 OB-IMN GABA
[-]
044 OB Dopa-Gaba
[-]
0162 OB Dopa-Gaba_1
[-]
0585 OB Dopa-Gaba_1
Dopa
05 OB-IMN GABA
[-]
044 OB Dopa-Gaba
[-]
0162 OB Dopa-Gaba_1
[-]
0586 OB Dopa-Gaba_1
Dopa
05 OB-IMN GABA
[-]
044 OB Dopa-Gaba
[-]
0162 OB Dopa-Gaba_1
[-]
0587 OB Dopa-Gaba_1
GABA
05 OB-IMN GABA
[-]
044 OB Dopa-Gaba
[-]
0162 OB Dopa-Gaba_1
[-]
0588 OB Dopa-Gaba_1
GABA
05 OB-IMN GABA
[-]
044 OB Dopa-Gaba
[-]
0162 OB Dopa-Gaba_1
[-]
0589 OB Dopa-Gaba_1
Dopa
05 OB-IMN GABA
[-]
044 OB Dopa-Gaba
[-]
0163 OB Dopa-Gaba_2
[-]
0590 OB Dopa-Gaba_2
GABA
05 OB-IMN GABA
[-]
044 OB Dopa-Gaba
[-]
0164 OB Dopa-Gaba_3
[-]
0591 OB Dopa-Gaba_3
Glut-GABA
05 OB-IMN GABA
[-]
044 OB Dopa-Gaba
[-]
0165 OB Dopa-Gaba_4
[-]
0592 OB Dopa-Gaba_4
GABA
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0166 OB-STR-CTX Inh IMN_1
[-]
0593 OB-STR-CTX Inh IMN_1
Other
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0166 OB-STR-CTX Inh IMN_1
[-]
0594 OB-STR-CTX Inh IMN_1
Other
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0166 OB-STR-CTX Inh IMN_1
[-]
0595 OB-STR-CTX Inh IMN_1
Other
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0166 OB-STR-CTX Inh IMN_1
[-]
0596 OB-STR-CTX Inh IMN_1
Other
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0166 OB-STR-CTX Inh IMN_1
[-]
0597 OB-STR-CTX Inh IMN_1
Other
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0166 OB-STR-CTX Inh IMN_1
[-]
0598 OB-STR-CTX Inh IMN_1
Other
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0166 OB-STR-CTX Inh IMN_1
[-]
0599 OB-STR-CTX Inh IMN_1
Other
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0166 OB-STR-CTX Inh IMN_1
[-]
0600 OB-STR-CTX Inh IMN_1
GABA
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0167 OB-STR-CTX Inh IMN_2
[-]
0601 OB-STR-CTX Inh IMN_2
GABA
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0167 OB-STR-CTX Inh IMN_2
[-]
0602 OB-STR-CTX Inh IMN_2
GABA
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0167 OB-STR-CTX Inh IMN_2
[-]
0603 OB-STR-CTX Inh IMN_2
GABA
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0167 OB-STR-CTX Inh IMN_2
[-]
0604 OB-STR-CTX Inh IMN_2
GABA
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0167 OB-STR-CTX Inh IMN_2
[-]
0605 OB-STR-CTX Inh IMN_2
GABA
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0167 OB-STR-CTX Inh IMN_2
[-]
0606 OB-STR-CTX Inh IMN_2
GABA
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0167 OB-STR-CTX Inh IMN_2
[-]
0607 OB-STR-CTX Inh IMN_2
GABA
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0168 OB-STR-CTX Inh IMN_3
[-]
0608 OB-STR-CTX Inh IMN_3
GABA
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0168 OB-STR-CTX Inh IMN_3
[-]
0609 OB-STR-CTX Inh IMN_3
GABA
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0168 OB-STR-CTX Inh IMN_3
[-]
0610 OB-STR-CTX Inh IMN_3
GABA
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0169 OB-STR-CTX Inh IMN_4
[-]
0611 OB-STR-CTX Inh IMN_4
GABA
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0169 OB-STR-CTX Inh IMN_4
[-]
0612 OB-STR-CTX Inh IMN_4
Other
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0169 OB-STR-CTX Inh IMN_4
[-]
0613 OB-STR-CTX Inh IMN_4
GABA
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0169 OB-STR-CTX Inh IMN_4
[-]
0614 OB-STR-CTX Inh IMN_4
GABA
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0169 OB-STR-CTX Inh IMN_4
[-]
0615 OB-STR-CTX Inh IMN_4
GABA
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0170 OB-STR-CTX Inh IMN_5
[-]
0616 OB-STR-CTX Inh IMN_5
GABA
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0170 OB-STR-CTX Inh IMN_5
[-]
0617 OB-STR-CTX Inh IMN_5
GABA
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0170 OB-STR-CTX Inh IMN_5
[-]
0618 OB-STR-CTX Inh IMN_5
Other
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0170 OB-STR-CTX Inh IMN_5
[-]
0619 OB-STR-CTX Inh IMN_5
GABA
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0170 OB-STR-CTX Inh IMN_5
[-]
0620 OB-STR-CTX Inh IMN_5
Other
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0171 OB-STR-CTX Inh IMN_6
[-]
0621 OB-STR-CTX Inh IMN_6
GABA
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0172 OB-STR-CTX Inh IMN_7
[-]
0622 OB-STR-CTX Inh IMN_7
Other
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0173 Vip Gaba_1
[-]
0623 Vip Gaba_1
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0173 Vip Gaba_1
[-]
0624 Vip Gaba_1
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0173 Vip Gaba_1
[-]
0625 Vip Gaba_1
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0173 Vip Gaba_1
[-]
0626 Vip Gaba_1
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0174 Vip Gaba_2
[-]
0627 Vip Gaba_2
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0174 Vip Gaba_2
[-]
0628 Vip Gaba_2
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0174 Vip Gaba_2
[-]
0629 Vip Gaba_2
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0174 Vip Gaba_2
[-]
0630 Vip Gaba_2
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0174 Vip Gaba_2
[-]
0631 Vip Gaba_2
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0175 Vip Gaba_3
[-]
0632 Vip Gaba_3
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0175 Vip Gaba_3
[-]
0633 Vip Gaba_3
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0175 Vip Gaba_3
[-]
0634 Vip Gaba_3
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0175 Vip Gaba_3
[-]
0635 Vip Gaba_3
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0176 Vip Gaba_4
[-]
0636 Vip Gaba_4
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0176 Vip Gaba_4
[-]
0637 Vip Gaba_4
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0176 Vip Gaba_4
[-]
0638 Vip Gaba_4
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0176 Vip Gaba_4
[-]
0639 Vip Gaba_4
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0177 Vip Gaba_5
[-]
0640 Vip Gaba_5
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0177 Vip Gaba_5
[-]
0641 Vip Gaba_5
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0177 Vip Gaba_5
[-]
0642 Vip Gaba_5
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0177 Vip Gaba_5
[-]
0643 Vip Gaba_5
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0177 Vip Gaba_5
[-]
0644 Vip Gaba_5
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0178 Vip Gaba_6
[-]
0645 Vip Gaba_6
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0178 Vip Gaba_6
[-]
0646 Vip Gaba_6
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0178 Vip Gaba_6
[-]
0647 Vip Gaba_6
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0178 Vip Gaba_6
[-]
0648 Vip Gaba_6
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0179 Vip Gaba_7
[-]
0649 Vip Gaba_7
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0179 Vip Gaba_7
[-]
0650 Vip Gaba_7
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0179 Vip Gaba_7
[-]
0651 Vip Gaba_7
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0180 Vip Gaba_8
[-]
0652 Vip Gaba_8
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0180 Vip Gaba_8
[-]
0653 Vip Gaba_8
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0181 Vip Gaba_9
[-]
0654 Vip Gaba_9
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0181 Vip Gaba_9
[-]
0655 Vip Gaba_9
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0181 Vip Gaba_9
[-]
0656 Vip Gaba_9
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0181 Vip Gaba_9
[-]
0657 Vip Gaba_9
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0182 Vip Gaba_10
[-]
0658 Vip Gaba_10
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0182 Vip Gaba_10
[-]
0659 Vip Gaba_10
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0183 Vip Gaba_11
[-]
0660 Vip Gaba_11
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0183 Vip Gaba_11
[-]
0661 Vip Gaba_11
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0184 Vip Gaba_12
[-]
0662 Vip Gaba_12
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0184 Vip Gaba_12
[-]
0663 Vip Gaba_12
GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0185 Sncg Gaba_1
[-]
0664 Sncg Gaba_1
GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0185 Sncg Gaba_1
[-]
0665 Sncg Gaba_1
GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0185 Sncg Gaba_1
[-]
0666 Sncg Gaba_1
GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0185 Sncg Gaba_1
[-]
0667 Sncg Gaba_1
GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0185 Sncg Gaba_1
[-]
0668 Sncg Gaba_1
GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0186 Sncg Gaba_2
[-]
0669 Sncg Gaba_2
GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0186 Sncg Gaba_2
[-]
0670 Sncg Gaba_2
GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0186 Sncg Gaba_2
[-]
0671 Sncg Gaba_2
GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0187 Sncg Gaba_3
[-]
0672 Sncg Gaba_3
GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0187 Sncg Gaba_3
[-]
0673 Sncg Gaba_3
GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0187 Sncg Gaba_3
[-]
0674 Sncg Gaba_3
GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0187 Sncg Gaba_3
[-]
0675 Sncg Gaba_3
GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0187 Sncg Gaba_3
[-]
0676 Sncg Gaba_3
GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0187 Sncg Gaba_3
[-]
0677 Sncg Gaba_3
GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0188 Sncg Gaba_4
[-]
0678 Sncg Gaba_4
Glut-GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0189 Sncg Gaba_5
[-]
0679 Sncg Gaba_5
GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0189 Sncg Gaba_5
[-]
0680 Sncg Gaba_5
GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0189 Sncg Gaba_5
[-]
0681 Sncg Gaba_5
GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0190 Sncg Gaba_6
[-]
0682 Sncg Gaba_6
GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0191 Sncg Gaba_7
[-]
0683 Sncg Gaba_7
GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0192 Sncg Gaba_8
[-]
0684 Sncg Gaba_8
GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0192 Sncg Gaba_8
[-]
0685 Sncg Gaba_8
GABA
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0193 RHP-COA Ndnf Gaba_1
[-]
0686 RHP-COA Ndnf Gaba_1
GABA
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0193 RHP-COA Ndnf Gaba_1
[-]
0687 RHP-COA Ndnf Gaba_1
GABA
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0193 RHP-COA Ndnf Gaba_1
[-]
0688 RHP-COA Ndnf Gaba_1
GABA
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0193 RHP-COA Ndnf Gaba_1
[-]
0689 RHP-COA Ndnf Gaba_1
GABA
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0194 RHP-COA Ndnf Gaba_2
[-]
0690 RHP-COA Ndnf Gaba_2
GABA
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0194 RHP-COA Ndnf Gaba_2
[-]
0691 RHP-COA Ndnf Gaba_2
GABA
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0194 RHP-COA Ndnf Gaba_2
[-]
0692 RHP-COA Ndnf Gaba_2
GABA
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0195 RHP-COA Ndnf Gaba_3
[-]
0693 RHP-COA Ndnf Gaba_3
GABA
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0195 RHP-COA Ndnf Gaba_3
[-]
0694 RHP-COA Ndnf Gaba_3
GABA
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0195 RHP-COA Ndnf Gaba_3
[-]
0695 RHP-COA Ndnf Gaba_3
GABA
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0195 RHP-COA Ndnf Gaba_3
[-]
0696 RHP-COA Ndnf Gaba_3
GABA
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0196 RHP-COA Ndnf Gaba_4
[-]
0697 RHP-COA Ndnf Gaba_4
Glut-GABA
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0196 RHP-COA Ndnf Gaba_4
[-]
0698 RHP-COA Ndnf Gaba_4
GABA
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0197 RHP-COA Ndnf Gaba_5
[-]
0699 RHP-COA Ndnf Gaba_5
GABA
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0197 RHP-COA Ndnf Gaba_5
[-]
0700 RHP-COA Ndnf Gaba_5
Glut-GABA
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0197 RHP-COA Ndnf Gaba_5
[-]
0701 RHP-COA Ndnf Gaba_5
GABA
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0197 RHP-COA Ndnf Gaba_5
[-]
0702 RHP-COA Ndnf Gaba_5
Glut-GABA
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0197 RHP-COA Ndnf Gaba_5
[-]
0703 RHP-COA Ndnf Gaba_5
GABA
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0198 RHP-COA Ndnf Gaba_6
[-]
0704 RHP-COA Ndnf Gaba_6
GABA
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0198 RHP-COA Ndnf Gaba_6
[-]
0705 RHP-COA Ndnf Gaba_6
GABA
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0199 Lamp5 Gaba_1
[-]
0706 Lamp5 Gaba_1
GABA
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0199 Lamp5 Gaba_1
[-]
0707 Lamp5 Gaba_1
GABA
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0199 Lamp5 Gaba_1
[-]
0708 Lamp5 Gaba_1
GABA
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0199 Lamp5 Gaba_1
[-]
0709 Lamp5 Gaba_1
GABA
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0199 Lamp5 Gaba_1
[-]
0710 Lamp5 Gaba_1
GABA
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0199 Lamp5 Gaba_1
[-]
0711 Lamp5 Gaba_1
GABA
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0199 Lamp5 Gaba_1
[-]
0712 Lamp5 Gaba_1
GABA
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0199 Lamp5 Gaba_1
[-]
0713 Lamp5 Gaba_1
GABA
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0200 Lamp5 Gaba_2
[-]
0714 Lamp5 Gaba_2
GABA
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0200 Lamp5 Gaba_2
[-]
0715 Lamp5 Gaba_2
GABA
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0200 Lamp5 Gaba_2
[-]
0716 Lamp5 Gaba_2
GABA
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0200 Lamp5 Gaba_2
[-]
0717 Lamp5 Gaba_2
GABA
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0200 Lamp5 Gaba_2
[-]
0718 Lamp5 Gaba_2
GABA
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0201 Lamp5 Gaba_3
[-]
0719 Lamp5 Gaba_3
GABA
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0201 Lamp5 Gaba_3
[-]
0720 Lamp5 Gaba_3
GABA
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0201 Lamp5 Gaba_3
[-]
0721 Lamp5 Gaba_3
GABA
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0202 Lamp5 Gaba_4
[-]
0722 Lamp5 Gaba_4
GABA
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0202 Lamp5 Gaba_4
[-]
0723 Lamp5 Gaba_4
GABA
07 CTX-MGE GABA
[-]
050 Lamp5 Lhx6 Gaba
[-]
0203 Lamp5 Lhx6 Gaba_1
[-]
0724 Lamp5 Lhx6 Gaba_1
GABA
07 CTX-MGE GABA
[-]
050 Lamp5 Lhx6 Gaba
[-]
0203 Lamp5 Lhx6 Gaba_1
[-]
0725 Lamp5 Lhx6 Gaba_1
GABA
07 CTX-MGE GABA
[-]
050 Lamp5 Lhx6 Gaba
[-]
0203 Lamp5 Lhx6 Gaba_1
[-]
0726 Lamp5 Lhx6 Gaba_1
GABA
07 CTX-MGE GABA
[-]
050 Lamp5 Lhx6 Gaba
[-]
0203 Lamp5 Lhx6 Gaba_1
[-]
0727 Lamp5 Lhx6 Gaba_1
GABA
07 CTX-MGE GABA
[-]
050 Lamp5 Lhx6 Gaba
[-]
0203 Lamp5 Lhx6 Gaba_1
[-]
0728 Lamp5 Lhx6 Gaba_1
GABA
07 CTX-MGE GABA
[-]
050 Lamp5 Lhx6 Gaba
[-]
0203 Lamp5 Lhx6 Gaba_1
[-]
0729 Lamp5 Lhx6 Gaba_1
GABA
07 CTX-MGE GABA
[-]
050 Lamp5 Lhx6 Gaba
[-]
0203 Lamp5 Lhx6 Gaba_1
[-]
0730 Lamp5 Lhx6 Gaba_1
GABA
07 CTX-MGE GABA
[-]
050 Lamp5 Lhx6 Gaba
[-]
0203 Lamp5 Lhx6 Gaba_1
[-]
0731 Lamp5 Lhx6 Gaba_1
GABA
07 CTX-MGE GABA
[-]
051 Pvalb chandelier Gaba
[-]
0204 Pvalb chandelier Gaba_1
[-]
0732 Pvalb chandelier Gaba_1
GABA
07 CTX-MGE GABA
[-]
051 Pvalb chandelier Gaba
[-]
0204 Pvalb chandelier Gaba_1
[-]
0733 Pvalb chandelier Gaba_1
GABA
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0205 Pvalb Gaba_1
[-]
0734 Pvalb Gaba_1
GABA
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0205 Pvalb Gaba_1
[-]
0735 Pvalb Gaba_1
GABA
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0205 Pvalb Gaba_1
[-]
0736 Pvalb Gaba_1
GABA
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0206 Pvalb Gaba_2
[-]
0737 Pvalb Gaba_2
GABA
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0206 Pvalb Gaba_2
[-]
0738 Pvalb Gaba_2
GABA
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0206 Pvalb Gaba_2
[-]
0739 Pvalb Gaba_2
GABA
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0207 Pvalb Gaba_3
[-]
0740 Pvalb Gaba_3
GABA
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0207 Pvalb Gaba_3
[-]
0741 Pvalb Gaba_3
GABA
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0207 Pvalb Gaba_3
[-]
0742 Pvalb Gaba_3
GABA
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0208 Pvalb Gaba_4
[-]
0743 Pvalb Gaba_4
GABA
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0208 Pvalb Gaba_4
[-]
0744 Pvalb Gaba_4
GABA
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0208 Pvalb Gaba_4
[-]
0745 Pvalb Gaba_4
GABA
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0208 Pvalb Gaba_4
[-]
0746 Pvalb Gaba_4
GABA
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0208 Pvalb Gaba_4
[-]
0747 Pvalb Gaba_4
GABA
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0209 Pvalb Gaba_5
[-]
0748 Pvalb Gaba_5
GABA
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0209 Pvalb Gaba_5
[-]
0749 Pvalb Gaba_5
GABA
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0209 Pvalb Gaba_5
[-]
0750 Pvalb Gaba_5
GABA
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0210 Pvalb Gaba_6
[-]
0751 Pvalb Gaba_6
GABA
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0210 Pvalb Gaba_6
[-]
0752 Pvalb Gaba_6
GABA
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0211 Pvalb Gaba_7
[-]
0753 Pvalb Gaba_7
GABA
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0212 Pvalb Gaba_8
[-]
0754 Pvalb Gaba_8
GABA
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0213 Pvalb Gaba_9
[-]
0755 Pvalb Gaba_9
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0214 Sst Gaba_1
[-]
0756 Sst Gaba_1
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0214 Sst Gaba_1
[-]
0757 Sst Gaba_1
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0214 Sst Gaba_1
[-]
0758 Sst Gaba_1
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0214 Sst Gaba_1
[-]
0759 Sst Gaba_1
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0214 Sst Gaba_1
[-]
0760 Sst Gaba_1
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0214 Sst Gaba_1
[-]
0761 Sst Gaba_1
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0215 Sst Gaba_2
[-]
0762 Sst Gaba_2
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0215 Sst Gaba_2
[-]
0763 Sst Gaba_2
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0215 Sst Gaba_2
[-]
0764 Sst Gaba_2
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0215 Sst Gaba_2
[-]
0765 Sst Gaba_2
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0215 Sst Gaba_2
[-]
0766 Sst Gaba_2
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0216 Sst Gaba_3
[-]
0767 Sst Gaba_3
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0216 Sst Gaba_3
[-]
0768 Sst Gaba_3
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0216 Sst Gaba_3
[-]
0769 Sst Gaba_3
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0216 Sst Gaba_3
[-]
0770 Sst Gaba_3
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0216 Sst Gaba_3
[-]
0771 Sst Gaba_3
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0216 Sst Gaba_3
[-]
0772 Sst Gaba_3
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0216 Sst Gaba_3
[-]
0773 Sst Gaba_3
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0216 Sst Gaba_3
[-]
0774 Sst Gaba_3
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0216 Sst Gaba_3
[-]
0775 Sst Gaba_3
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0217 Sst Gaba_4
[-]
0776 Sst Gaba_4
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0217 Sst Gaba_4
[-]
0777 Sst Gaba_4
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0217 Sst Gaba_4
[-]
0778 Sst Gaba_4
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0217 Sst Gaba_4
[-]
0779 Sst Gaba_4
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0217 Sst Gaba_4
[-]
0780 Sst Gaba_4
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0218 Sst Gaba_5
[-]
0781 Sst Gaba_5
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0218 Sst Gaba_5
[-]
0782 Sst Gaba_5
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0218 Sst Gaba_5
[-]
0783 Sst Gaba_5
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0218 Sst Gaba_5
[-]
0784 Sst Gaba_5
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0219 Sst Gaba_6
[-]
0785 Sst Gaba_6
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0219 Sst Gaba_6
[-]
0786 Sst Gaba_6
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0219 Sst Gaba_6
[-]
0787 Sst Gaba_6
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0219 Sst Gaba_6
[-]
0788 Sst Gaba_6
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0219 Sst Gaba_6
[-]
0789 Sst Gaba_6
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0219 Sst Gaba_6
[-]
0790 Sst Gaba_6
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0219 Sst Gaba_6
[-]
0791 Sst Gaba_6
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0220 Sst Gaba_7
[-]
0792 Sst Gaba_7
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0220 Sst Gaba_7
[-]
0793 Sst Gaba_7
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0220 Sst Gaba_7
[-]
0794 Sst Gaba_7
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0221 Sst Gaba_8
[-]
0795 Sst Gaba_8
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0221 Sst Gaba_8
[-]
0796 Sst Gaba_8
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0221 Sst Gaba_8
[-]
0797 Sst Gaba_8
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0222 Sst Gaba_9
[-]
0798 Sst Gaba_9
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0222 Sst Gaba_9
[-]
0799 Sst Gaba_9
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0222 Sst Gaba_9
[-]
0800 Sst Gaba_9
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0222 Sst Gaba_9
[-]
0801 Sst Gaba_9
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0223 Sst Gaba_10
[-]
0802 Sst Gaba_10
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0223 Sst Gaba_10
[-]
0803 Sst Gaba_10
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0223 Sst Gaba_10
[-]
0804 Sst Gaba_10
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0224 Sst Gaba_11
[-]
0805 Sst Gaba_11
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0224 Sst Gaba_11
[-]
0806 Sst Gaba_11
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0225 Sst Gaba_12
[-]
0807 Sst Gaba_12
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0225 Sst Gaba_12
[-]
0808 Sst Gaba_12
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0225 Sst Gaba_12
[-]
0809 Sst Gaba_12
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0226 Sst Gaba_13
[-]
0810 Sst Gaba_13
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0226 Sst Gaba_13
[-]
0811 Sst Gaba_13
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0227 Sst Gaba_14
[-]
0812 Sst Gaba_14
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0227 Sst Gaba_14
[-]
0813 Sst Gaba_14
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0227 Sst Gaba_14
[-]
0814 Sst Gaba_14
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0228 Sst Gaba_15
[-]
0815 Sst Gaba_15
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0228 Sst Gaba_15
[-]
0816 Sst Gaba_15
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0228 Sst Gaba_15
[-]
0817 Sst Gaba_15
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0229 Sst Gaba_16
[-]
0818 Sst Gaba_16
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0229 Sst Gaba_16
[-]
0819 Sst Gaba_16
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0229 Sst Gaba_16
[-]
0820 Sst Gaba_16
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0229 Sst Gaba_16
[-]
0821 Sst Gaba_16
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0230 Sst Gaba_17
[-]
0822 Sst Gaba_17
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0230 Sst Gaba_17
[-]
0823 Sst Gaba_17
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0230 Sst Gaba_17
[-]
0824 Sst Gaba_17
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0231 Sst Gaba_18
[-]
0825 Sst Gaba_18
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0231 Sst Gaba_18
[-]
0826 Sst Gaba_18
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0232 Sst Gaba_19
[-]
0827 Sst Gaba_19
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0232 Sst Gaba_19
[-]
0828 Sst Gaba_19
GABA
08 CNU-MGE GABA
[-]
054 STR Prox1 Lhx6 Gaba
[-]
0233 STR Prox1 Lhx6 Gaba_1
[-]
0829 STR Prox1 Lhx6 Gaba_1
GABA
08 CNU-MGE GABA
[-]
054 STR Prox1 Lhx6 Gaba
[-]
0233 STR Prox1 Lhx6 Gaba_1
[-]
0830 STR Prox1 Lhx6 Gaba_1
GABA
08 CNU-MGE GABA
[-]
054 STR Prox1 Lhx6 Gaba
[-]
0233 STR Prox1 Lhx6 Gaba_1
[-]
0831 STR Prox1 Lhx6 Gaba_1
GABA
08 CNU-MGE GABA
[-]
054 STR Prox1 Lhx6 Gaba
[-]
0233 STR Prox1 Lhx6 Gaba_1
[-]
0832 STR Prox1 Lhx6 Gaba_1
GABA
08 CNU-MGE GABA
[-]
054 STR Prox1 Lhx6 Gaba
[-]
0234 STR Prox1 Lhx6 Gaba_2
[-]
0833 STR Prox1 Lhx6 Gaba_2
GABA
08 CNU-MGE GABA
[-]
054 STR Prox1 Lhx6 Gaba
[-]
0234 STR Prox1 Lhx6 Gaba_2
[-]
0834 STR Prox1 Lhx6 Gaba_2
GABA
08 CNU-MGE GABA
[-]
054 STR Prox1 Lhx6 Gaba
[-]
0234 STR Prox1 Lhx6 Gaba_2
[-]
0835 STR Prox1 Lhx6 Gaba_2
GABA
08 CNU-MGE GABA
[-]
054 STR Prox1 Lhx6 Gaba
[-]
0234 STR Prox1 Lhx6 Gaba_2
[-]
0836 STR Prox1 Lhx6 Gaba_2
GABA
08 CNU-MGE GABA
[-]
054 STR Prox1 Lhx6 Gaba
[-]
0235 STR Prox1 Lhx6 Gaba_3
[-]
0837 STR Prox1 Lhx6 Gaba_3
GABA
08 CNU-MGE GABA
[-]
054 STR Prox1 Lhx6 Gaba
[-]
0235 STR Prox1 Lhx6 Gaba_3
[-]
0838 STR Prox1 Lhx6 Gaba_3
GABA
08 CNU-MGE GABA
[-]
055 STR Lhx8 Gaba
[-]
0236 STR Lhx8 Gaba_1
[-]
0839 STR Lhx8 Gaba_1
GABA
08 CNU-MGE GABA
[-]
055 STR Lhx8 Gaba
[-]
0236 STR Lhx8 Gaba_1
[-]
0840 STR Lhx8 Gaba_1
GABA
08 CNU-MGE GABA
[-]
055 STR Lhx8 Gaba
[-]
0236 STR Lhx8 Gaba_1
[-]
0841 STR Lhx8 Gaba_1
GABA
08 CNU-MGE GABA
[-]
055 STR Lhx8 Gaba
[-]
0236 STR Lhx8 Gaba_1
[-]
0842 STR Lhx8 Gaba_1
GABA
08 CNU-MGE GABA
[-]
055 STR Lhx8 Gaba
[-]
0237 STR Lhx8 Gaba_2
[-]
0843 STR Lhx8 Gaba_2
GABA
08 CNU-MGE GABA
[-]
055 STR Lhx8 Gaba
[-]
0237 STR Lhx8 Gaba_2
[-]
0844 STR Lhx8 Gaba_2
GABA
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0238 Sst Chodl Gaba_1
[-]
0845 Sst Chodl Gaba_1
GABA
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0238 Sst Chodl Gaba_1
[-]
0846 Sst Chodl Gaba_1
GABA
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0238 Sst Chodl Gaba_1
[-]
0847 Sst Chodl Gaba_1
GABA
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0238 Sst Chodl Gaba_1
[-]
0848 Sst Chodl Gaba_1
GABA
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0239 Sst Chodl Gaba_2
[-]
0849 Sst Chodl Gaba_2
GABA
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0239 Sst Chodl Gaba_2
[-]
0850 Sst Chodl Gaba_2
GABA
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0239 Sst Chodl Gaba_2
[-]
0851 Sst Chodl Gaba_2
GABA
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0239 Sst Chodl Gaba_2
[-]
0852 Sst Chodl Gaba_2
GABA
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0239 Sst Chodl Gaba_2
[-]
0853 Sst Chodl Gaba_2
GABA
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0239 Sst Chodl Gaba_2
[-]
0854 Sst Chodl Gaba_2
GABA
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0240 Sst Chodl Gaba_3
[-]
0855 Sst Chodl Gaba_3
GABA
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0240 Sst Chodl Gaba_3
[-]
0856 Sst Chodl Gaba_3
GABA
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0240 Sst Chodl Gaba_3
[-]
0857 Sst Chodl Gaba_3
GABA
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0241 Sst Chodl Gaba_4
[-]
0858 Sst Chodl Gaba_4
GABA
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0241 Sst Chodl Gaba_4
[-]
0859 Sst Chodl Gaba_4
GABA
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0242 Sst Chodl Gaba_5
[-]
0860 Sst Chodl Gaba_5
GABA
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0242 Sst Chodl Gaba_5
[-]
0861 Sst Chodl Gaba_5
GABA
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0243 Sst Chodl Gaba_6
[-]
0862 Sst Chodl Gaba_6
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0244 NDB-SI-MA-STRv Lhx8 Gaba_1
[-]
0863 NDB-SI-MA-STRv Lhx8 Gaba_1
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0244 NDB-SI-MA-STRv Lhx8 Gaba_1
[-]
0864 NDB-SI-MA-STRv Lhx8 Gaba_1
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0244 NDB-SI-MA-STRv Lhx8 Gaba_1
[-]
0865 NDB-SI-MA-STRv Lhx8 Gaba_1
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0244 NDB-SI-MA-STRv Lhx8 Gaba_1
[-]
0866 NDB-SI-MA-STRv Lhx8 Gaba_1
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0244 NDB-SI-MA-STRv Lhx8 Gaba_1
[-]
0867 NDB-SI-MA-STRv Lhx8 Gaba_1
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0244 NDB-SI-MA-STRv Lhx8 Gaba_1
[-]
0868 NDB-SI-MA-STRv Lhx8 Gaba_1
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0244 NDB-SI-MA-STRv Lhx8 Gaba_1
[-]
0869 NDB-SI-MA-STRv Lhx8 Gaba_1
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0245 NDB-SI-MA-STRv Lhx8 Gaba_2
[-]
0870 NDB-SI-MA-STRv Lhx8 Gaba_2
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0245 NDB-SI-MA-STRv Lhx8 Gaba_2
[-]
0871 NDB-SI-MA-STRv Lhx8 Gaba_2
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0245 NDB-SI-MA-STRv Lhx8 Gaba_2
[-]
0872 NDB-SI-MA-STRv Lhx8 Gaba_2
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0245 NDB-SI-MA-STRv Lhx8 Gaba_2
[-]
0873 NDB-SI-MA-STRv Lhx8 Gaba_2
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0245 NDB-SI-MA-STRv Lhx8 Gaba_2
[-]
0874 NDB-SI-MA-STRv Lhx8 Gaba_2
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0245 NDB-SI-MA-STRv Lhx8 Gaba_2
[-]
0875 NDB-SI-MA-STRv Lhx8 Gaba_2
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0245 NDB-SI-MA-STRv Lhx8 Gaba_2
[-]
0876 NDB-SI-MA-STRv Lhx8 Gaba_2
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0245 NDB-SI-MA-STRv Lhx8 Gaba_2
[-]
0877 NDB-SI-MA-STRv Lhx8 Gaba_2
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0245 NDB-SI-MA-STRv Lhx8 Gaba_2
[-]
0878 NDB-SI-MA-STRv Lhx8 Gaba_2
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0246 NDB-SI-MA-STRv Lhx8 Gaba_3
[-]
0879 NDB-SI-MA-STRv Lhx8 Gaba_3
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0246 NDB-SI-MA-STRv Lhx8 Gaba_3
[-]
0880 NDB-SI-MA-STRv Lhx8 Gaba_3
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0246 NDB-SI-MA-STRv Lhx8 Gaba_3
[-]
0881 NDB-SI-MA-STRv Lhx8 Gaba_3
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0246 NDB-SI-MA-STRv Lhx8 Gaba_3
[-]
0882 NDB-SI-MA-STRv Lhx8 Gaba_3
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0246 NDB-SI-MA-STRv Lhx8 Gaba_3
[-]
0883 NDB-SI-MA-STRv Lhx8 Gaba_3
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0246 NDB-SI-MA-STRv Lhx8 Gaba_3
[-]
0884 NDB-SI-MA-STRv Lhx8 Gaba_3
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0246 NDB-SI-MA-STRv Lhx8 Gaba_3
[-]
0885 NDB-SI-MA-STRv Lhx8 Gaba_3
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0246 NDB-SI-MA-STRv Lhx8 Gaba_3
[-]
0886 NDB-SI-MA-STRv Lhx8 Gaba_3
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0246 NDB-SI-MA-STRv Lhx8 Gaba_3
[-]
0887 NDB-SI-MA-STRv Lhx8 Gaba_3
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0246 NDB-SI-MA-STRv Lhx8 Gaba_3
[-]
0888 NDB-SI-MA-STRv Lhx8 Gaba_3
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0247 NDB-SI-MA-STRv Lhx8 Gaba_4
[-]
0889 NDB-SI-MA-STRv Lhx8 Gaba_4
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0247 NDB-SI-MA-STRv Lhx8 Gaba_4
[-]
0890 NDB-SI-MA-STRv Lhx8 Gaba_4
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0247 NDB-SI-MA-STRv Lhx8 Gaba_4
[-]
0891 NDB-SI-MA-STRv Lhx8 Gaba_4
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0247 NDB-SI-MA-STRv Lhx8 Gaba_4
[-]
0892 NDB-SI-MA-STRv Lhx8 Gaba_4
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0248 NDB-SI-MA-STRv Lhx8 Gaba_5
[-]
0893 NDB-SI-MA-STRv Lhx8 Gaba_5
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0248 NDB-SI-MA-STRv Lhx8 Gaba_5
[-]
0894 NDB-SI-MA-STRv Lhx8 Gaba_5
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0248 NDB-SI-MA-STRv Lhx8 Gaba_5
[-]
0895 NDB-SI-MA-STRv Lhx8 Gaba_5
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0248 NDB-SI-MA-STRv Lhx8 Gaba_5
[-]
0896 NDB-SI-MA-STRv Lhx8 Gaba_5
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0248 NDB-SI-MA-STRv Lhx8 Gaba_5
[-]
0897 NDB-SI-MA-STRv Lhx8 Gaba_5
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0248 NDB-SI-MA-STRv Lhx8 Gaba_5
[-]
0898 NDB-SI-MA-STRv Lhx8 Gaba_5
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0249 NDB-SI-MA-STRv Lhx8 Gaba_6
[-]
0899 NDB-SI-MA-STRv Lhx8 Gaba_6
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0249 NDB-SI-MA-STRv Lhx8 Gaba_6
[-]
0900 NDB-SI-MA-STRv Lhx8 Gaba_6
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0249 NDB-SI-MA-STRv Lhx8 Gaba_6
[-]
0901 NDB-SI-MA-STRv Lhx8 Gaba_6
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0249 NDB-SI-MA-STRv Lhx8 Gaba_6
[-]
0902 NDB-SI-MA-STRv Lhx8 Gaba_6
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0249 NDB-SI-MA-STRv Lhx8 Gaba_6
[-]
0903 NDB-SI-MA-STRv Lhx8 Gaba_6
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0250 NDB-SI-MA-STRv Lhx8 Gaba_7
[-]
0904 NDB-SI-MA-STRv Lhx8 Gaba_7
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0250 NDB-SI-MA-STRv Lhx8 Gaba_7
[-]
0905 NDB-SI-MA-STRv Lhx8 Gaba_7
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0250 NDB-SI-MA-STRv Lhx8 Gaba_7
[-]
0906 NDB-SI-MA-STRv Lhx8 Gaba_7
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0251 NDB-SI-MA-STRv Lhx8 Gaba_8
[-]
0907 NDB-SI-MA-STRv Lhx8 Gaba_8
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0251 NDB-SI-MA-STRv Lhx8 Gaba_8
[-]
0908 NDB-SI-MA-STRv Lhx8 Gaba_8
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0251 NDB-SI-MA-STRv Lhx8 Gaba_8
[-]
0909 NDB-SI-MA-STRv Lhx8 Gaba_8
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0252 NDB-SI-MA-STRv Lhx8 Gaba_9
[-]
0910 NDB-SI-MA-STRv Lhx8 Gaba_9
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0252 NDB-SI-MA-STRv Lhx8 Gaba_9
[-]
0911 NDB-SI-MA-STRv Lhx8 Gaba_9
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0253 NDB-SI-MA-STRv Lhx8 Gaba_10
[-]
0912 NDB-SI-MA-STRv Lhx8 Gaba_10
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0253 NDB-SI-MA-STRv Lhx8 Gaba_10
[-]
0913 NDB-SI-MA-STRv Lhx8 Gaba_10
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0253 NDB-SI-MA-STRv Lhx8 Gaba_10
[-]
0914 NDB-SI-MA-STRv Lhx8 Gaba_10
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0254 NDB-SI-MA-STRv Lhx8 Gaba_11
[-]
0915 NDB-SI-MA-STRv Lhx8 Gaba_11
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0255 NDB-SI-MA-STRv Lhx8 Gaba_12
[-]
0916 NDB-SI-MA-STRv Lhx8 Gaba_12
GABA
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0256 NDB-SI-MA-STRv Lhx8 Gaba_13
[-]
0917 NDB-SI-MA-STRv Lhx8 Gaba_13
GABA
08 CNU-MGE GABA
[-]
058 PAL-STR Gaba-Chol
[-]
0259 PAL-STR Gaba-Chol_1
[-]
0923 PAL-STR Gaba-Chol_1
Chol
08 CNU-MGE GABA
[-]
058 PAL-STR Gaba-Chol
[-]
0259 PAL-STR Gaba-Chol_1
[-]
0924 PAL-STR Gaba-Chol_1
Chol
08 CNU-MGE GABA
[-]
058 PAL-STR Gaba-Chol
[-]
0259 PAL-STR Gaba-Chol_1
[-]
0925 PAL-STR Gaba-Chol_1
Chol
08 CNU-MGE GABA
[-]
058 PAL-STR Gaba-Chol
[-]
0259 PAL-STR Gaba-Chol_1
[-]
0926 PAL-STR Gaba-Chol_1
Chol
08 CNU-MGE GABA
[-]
058 PAL-STR Gaba-Chol
[-]
0259 PAL-STR Gaba-Chol_1
[-]
0927 PAL-STR Gaba-Chol_1
Chol
08 CNU-MGE GABA
[-]
058 PAL-STR Gaba-Chol
[-]
0259 PAL-STR Gaba-Chol_1
[-]
0928 PAL-STR Gaba-Chol_1
Chol
08 CNU-MGE GABA
[-]
058 PAL-STR Gaba-Chol
[-]
0260 PAL-STR Gaba-Chol_2
[-]
0929 PAL-STR Gaba-Chol_2
Chol
08 CNU-MGE GABA
[-]
058 PAL-STR Gaba-Chol
[-]
0260 PAL-STR Gaba-Chol_2
[-]
0930 PAL-STR Gaba-Chol_2
Chol
08 CNU-MGE GABA
[-]
058 PAL-STR Gaba-Chol
[-]
0260 PAL-STR Gaba-Chol_2
[-]
0931 PAL-STR Gaba-Chol_2
Chol
08 CNU-MGE GABA
[-]
058 PAL-STR Gaba-Chol
[-]
0260 PAL-STR Gaba-Chol_2
[-]
0932 PAL-STR Gaba-Chol_2
Chol
08 CNU-MGE GABA
[-]
058 PAL-STR Gaba-Chol
[-]
0260 PAL-STR Gaba-Chol_2
[-]
0933 PAL-STR Gaba-Chol_2
Chol
08 CNU-MGE GABA
[-]
058 PAL-STR Gaba-Chol
[-]
0261 PAL-STR Gaba-Chol_3
[-]
0934 PAL-STR Gaba-Chol_3
GABA
08 CNU-MGE GABA
[-]
058 PAL-STR Gaba-Chol
[-]
0261 PAL-STR Gaba-Chol_3
[-]
0935 PAL-STR Gaba-Chol_3
GABA
08 CNU-MGE GABA
[-]
058 PAL-STR Gaba-Chol
[-]
0261 PAL-STR Gaba-Chol_3
[-]
0936 PAL-STR Gaba-Chol_3
GABA
08 CNU-MGE GABA
[-]
058 PAL-STR Gaba-Chol
[-]
0261 PAL-STR Gaba-Chol_3
[-]
0937 PAL-STR Gaba-Chol_3
GABA
08 CNU-MGE GABA
[-]
058 PAL-STR Gaba-Chol
[-]
0261 PAL-STR Gaba-Chol_3
[-]
0938 PAL-STR Gaba-Chol_3
GABA
09 CNU-LGE GABA
[-]
059 GPe-SI Sox6 Cyp26b1 Gaba
[-]
0257 GPe-SI Sox6 Cyp26b1 Gaba_1
[-]
0918 GPe-SI Sox6 Cyp26b1 Gaba_1
GABA
09 CNU-LGE GABA
[-]
059 GPe-SI Sox6 Cyp26b1 Gaba
[-]
0258 GPe-SI Sox6 Cyp26b1 Gaba_2
[-]
0919 GPe-SI Sox6 Cyp26b1 Gaba_2
GABA
09 CNU-LGE GABA
[-]
059 GPe-SI Sox6 Cyp26b1 Gaba
[-]
0258 GPe-SI Sox6 Cyp26b1 Gaba_2
[-]
0920 GPe-SI Sox6 Cyp26b1 Gaba_2
GABA
09 CNU-LGE GABA
[-]
059 GPe-SI Sox6 Cyp26b1 Gaba
[-]
0258 GPe-SI Sox6 Cyp26b1 Gaba_2
[-]
0921 GPe-SI Sox6 Cyp26b1 Gaba_2
GABA
09 CNU-LGE GABA
[-]
059 GPe-SI Sox6 Cyp26b1 Gaba
[-]
0258 GPe-SI Sox6 Cyp26b1 Gaba_2
[-]
0922 GPe-SI Sox6 Cyp26b1 Gaba_2
GABA
09 CNU-LGE GABA
[-]
060 OT D3 Folh1 Gaba
[-]
0262 OT D3 Folh1 Gaba_1
[-]
0939 OT D3 Folh1 Gaba_1
GABA
09 CNU-LGE GABA
[-]
060 OT D3 Folh1 Gaba
[-]
0263 OT D3 Folh1 Gaba_2
[-]
0940 OT D3 Folh1 Gaba_2
GABA
09 CNU-LGE GABA
[-]
060 OT D3 Folh1 Gaba
[-]
0264 OT D3 Folh1 Gaba_3
[-]
0941 OT D3 Folh1 Gaba_3
GABA
09 CNU-LGE GABA
[-]
060 OT D3 Folh1 Gaba
[-]
0264 OT D3 Folh1 Gaba_3
[-]
0942 OT D3 Folh1 Gaba_3
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0265 STR D1 Gaba_1
[-]
0943 STR D1 Gaba_1
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0265 STR D1 Gaba_1
[-]
0944 STR D1 Gaba_1
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0265 STR D1 Gaba_1
[-]
0945 STR D1 Gaba_1
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0265 STR D1 Gaba_1
[-]
0946 STR D1 Gaba_1
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0265 STR D1 Gaba_1
[-]
0947 STR D1 Gaba_1
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0266 STR D1 Gaba_2
[-]
0948 STR D1 Gaba_2
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0266 STR D1 Gaba_2
[-]
0949 STR D1 Gaba_2
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0267 STR D1 Gaba_3
[-]
0950 STR D1 Gaba_3
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0267 STR D1 Gaba_3
[-]
0951 STR D1 Gaba_3
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0267 STR D1 Gaba_3
[-]
0952 STR D1 Gaba_3
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0268 STR D1 Gaba_4
[-]
0953 STR D1 Gaba_4
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0268 STR D1 Gaba_4
[-]
0954 STR D1 Gaba_4
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0269 STR D1 Gaba_5
[-]
0955 STR D1 Gaba_5
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0269 STR D1 Gaba_5
[-]
0956 STR D1 Gaba_5
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0269 STR D1 Gaba_5
[-]
0957 STR D1 Gaba_5
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0270 STR D1 Gaba_6
[-]
0958 STR D1 Gaba_6
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0270 STR D1 Gaba_6
[-]
0959 STR D1 Gaba_6
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0271 STR D1 Gaba_7
[-]
0960 STR D1 Gaba_7
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0272 STR D1 Gaba_8
[-]
0961 STR D1 Gaba_8
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0272 STR D1 Gaba_8
[-]
0962 STR D1 Gaba_8
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0272 STR D1 Gaba_8
[-]
0963 STR D1 Gaba_8
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0273 STR D1 Gaba_9
[-]
0964 STR D1 Gaba_9
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0274 STR D2 Gaba_1
[-]
0965 STR D2 Gaba_1
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0274 STR D2 Gaba_1
[-]
0966 STR D2 Gaba_1
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0274 STR D2 Gaba_1
[-]
0967 STR D2 Gaba_1
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0274 STR D2 Gaba_1
[-]
0968 STR D2 Gaba_1
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0274 STR D2 Gaba_1
[-]
0969 STR D2 Gaba_1
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0274 STR D2 Gaba_1
[-]
0970 STR D2 Gaba_1
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0274 STR D2 Gaba_1
[-]
0971 STR D2 Gaba_1
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0275 STR D2 Gaba_2
[-]
0972 STR D2 Gaba_2
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0275 STR D2 Gaba_2
[-]
0973 STR D2 Gaba_2
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0275 STR D2 Gaba_2
[-]
0974 STR D2 Gaba_2
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0275 STR D2 Gaba_2
[-]
0975 STR D2 Gaba_2
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0275 STR D2 Gaba_2
[-]
0976 STR D2 Gaba_2
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0275 STR D2 Gaba_2
[-]
0977 STR D2 Gaba_2
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0276 STR D2 Gaba_3
[-]
0978 STR D2 Gaba_3
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0277 STR D2 Gaba_4
[-]
0979 STR D2 Gaba_4
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0277 STR D2 Gaba_4
[-]
0980 STR D2 Gaba_4
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0277 STR D2 Gaba_4
[-]
0981 STR D2 Gaba_4
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0277 STR D2 Gaba_4
[-]
0982 STR D2 Gaba_4
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0278 STR D2 Gaba_5
[-]
0983 STR D2 Gaba_5
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0278 STR D2 Gaba_5
[-]
0984 STR D2 Gaba_5
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0278 STR D2 Gaba_5
[-]
0985 STR D2 Gaba_5
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0279 STR D2 Gaba_6
[-]
0986 STR D2 Gaba_6
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0279 STR D2 Gaba_6
[-]
0987 STR D2 Gaba_6
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0279 STR D2 Gaba_6
[-]
0988 STR D2 Gaba_6
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0280 STR D2 Gaba_7
[-]
0989 STR D2 Gaba_7
GABA
09 CNU-LGE GABA
[-]
063 STR D1 Sema5a Gaba
[-]
0281 STR D1 Sema5a Gaba_1
[-]
0990 STR D1 Sema5a Gaba_1
GABA
09 CNU-LGE GABA
[-]
063 STR D1 Sema5a Gaba
[-]
0281 STR D1 Sema5a Gaba_1
[-]
0991 STR D1 Sema5a Gaba_1
GABA
09 CNU-LGE GABA
[-]
063 STR D1 Sema5a Gaba
[-]
0282 STR D1 Sema5a Gaba_2
[-]
0992 STR D1 Sema5a Gaba_2
GABA
09 CNU-LGE GABA
[-]
063 STR D1 Sema5a Gaba
[-]
0282 STR D1 Sema5a Gaba_2
[-]
0993 STR D1 Sema5a Gaba_2
GABA
09 CNU-LGE GABA
[-]
063 STR D1 Sema5a Gaba
[-]
0282 STR D1 Sema5a Gaba_2
[-]
0994 STR D1 Sema5a Gaba_2
GABA
09 CNU-LGE GABA
[-]
063 STR D1 Sema5a Gaba
[-]
0282 STR D1 Sema5a Gaba_2
[-]
0995 STR D1 Sema5a Gaba_2
GABA
09 CNU-LGE GABA
[-]
063 STR D1 Sema5a Gaba
[-]
0282 STR D1 Sema5a Gaba_2
[-]
0996 STR D1 Sema5a Gaba_2
GABA
09 CNU-LGE GABA
[-]
063 STR D1 Sema5a Gaba
[-]
0283 STR D1 Sema5a Gaba_3
[-]
0997 STR D1 Sema5a Gaba_3
GABA
09 CNU-LGE GABA
[-]
063 STR D1 Sema5a Gaba
[-]
0283 STR D1 Sema5a Gaba_3
[-]
0998 STR D1 Sema5a Gaba_3
GABA
09 CNU-LGE GABA
[-]
063 STR D1 Sema5a Gaba
[-]
0284 STR D1 Sema5a Gaba_4
[-]
0999 STR D1 Sema5a Gaba_4
GABA
09 CNU-LGE GABA
[-]
063 STR D1 Sema5a Gaba
[-]
0284 STR D1 Sema5a Gaba_4
[-]
1000 STR D1 Sema5a Gaba_4
GABA
09 CNU-LGE GABA
[-]
064 STR-PAL Chst9 Gaba
[-]
0285 STR-PAL Chst9 Gaba_1
[-]
1001 STR-PAL Chst9 Gaba_1
GABA
09 CNU-LGE GABA
[-]
064 STR-PAL Chst9 Gaba
[-]
0285 STR-PAL Chst9 Gaba_1
[-]
1002 STR-PAL Chst9 Gaba_1
GABA
09 CNU-LGE GABA
[-]
064 STR-PAL Chst9 Gaba
[-]
0285 STR-PAL Chst9 Gaba_1
[-]
1003 STR-PAL Chst9 Gaba_1
GABA
09 CNU-LGE GABA
[-]
064 STR-PAL Chst9 Gaba
[-]
0286 STR-PAL Chst9 Gaba_2
[-]
1004 STR-PAL Chst9 Gaba_2
GABA
09 CNU-LGE GABA
[-]
064 STR-PAL Chst9 Gaba
[-]
0286 STR-PAL Chst9 Gaba_2
[-]
1005 STR-PAL Chst9 Gaba_2
GABA
09 CNU-LGE GABA
[-]
064 STR-PAL Chst9 Gaba
[-]
0286 STR-PAL Chst9 Gaba_2
[-]
1006 STR-PAL Chst9 Gaba_2
GABA
09 CNU-LGE GABA
[-]
064 STR-PAL Chst9 Gaba
[-]
0286 STR-PAL Chst9 Gaba_2
[-]
1007 STR-PAL Chst9 Gaba_2
GABA
09 CNU-LGE GABA
[-]
064 STR-PAL Chst9 Gaba
[-]
0287 STR-PAL Chst9 Gaba_3
[-]
1008 STR-PAL Chst9 Gaba_3
GABA
09 CNU-LGE GABA
[-]
064 STR-PAL Chst9 Gaba
[-]
0287 STR-PAL Chst9 Gaba_3
[-]
1009 STR-PAL Chst9 Gaba_3
GABA
09 CNU-LGE GABA
[-]
064 STR-PAL Chst9 Gaba
[-]
0287 STR-PAL Chst9 Gaba_3
[-]
1010 STR-PAL Chst9 Gaba_3
GABA
09 CNU-LGE GABA
[-]
064 STR-PAL Chst9 Gaba
[-]
0288 STR-PAL Chst9 Gaba_4
[-]
1011 STR-PAL Chst9 Gaba_4
GABA
09 CNU-LGE GABA
[-]
064 STR-PAL Chst9 Gaba
[-]
0288 STR-PAL Chst9 Gaba_4
[-]
1012 STR-PAL Chst9 Gaba_4
GABA
09 CNU-LGE GABA
[-]
064 STR-PAL Chst9 Gaba
[-]
0289 STR-PAL Chst9 Gaba_5
[-]
1013 STR-PAL Chst9 Gaba_5
GABA
09 CNU-LGE GABA
[-]
064 STR-PAL Chst9 Gaba
[-]
0289 STR-PAL Chst9 Gaba_5
[-]
1014 STR-PAL Chst9 Gaba_5
GABA
09 CNU-LGE GABA
[-]
064 STR-PAL Chst9 Gaba
[-]
0289 STR-PAL Chst9 Gaba_5
[-]
1015 STR-PAL Chst9 Gaba_5
GABA
09 CNU-LGE GABA
[-]
065 IA Mgp Gaba
[-]
0290 IA Mgp Gaba_1
[-]
1016 IA Mgp Gaba_1
GABA
09 CNU-LGE GABA
[-]
065 IA Mgp Gaba
[-]
0290 IA Mgp Gaba_1
[-]
1017 IA Mgp Gaba_1
GABA
09 CNU-LGE GABA
[-]
065 IA Mgp Gaba
[-]
0290 IA Mgp Gaba_1
[-]
1018 IA Mgp Gaba_1
GABA
09 CNU-LGE GABA
[-]
065 IA Mgp Gaba
[-]
0291 IA Mgp Gaba_2
[-]
1019 IA Mgp Gaba_2
GABA
09 CNU-LGE GABA
[-]
065 IA Mgp Gaba
[-]
0291 IA Mgp Gaba_2
[-]
1020 IA Mgp Gaba_2
GABA
09 CNU-LGE GABA
[-]
065 IA Mgp Gaba
[-]
0292 IA Mgp Gaba_3
[-]
1021 IA Mgp Gaba_3
GABA
09 CNU-LGE GABA
[-]
065 IA Mgp Gaba
[-]
0292 IA Mgp Gaba_3
[-]
1022 IA Mgp Gaba_3
GABA
09 CNU-LGE GABA
[-]
065 IA Mgp Gaba
[-]
0292 IA Mgp Gaba_3
[-]
1023 IA Mgp Gaba_3
GABA
09 CNU-LGE GABA
[-]
065 IA Mgp Gaba
[-]
0293 IA Mgp Gaba_4
[-]
1024 IA Mgp Gaba_4
GABA
09 CNU-LGE GABA
[-]
065 IA Mgp Gaba
[-]
0294 IA Mgp Gaba_5
[-]
1025 IA Mgp Gaba_5
GABA
09 CNU-LGE GABA
[-]
065 IA Mgp Gaba
[-]
0294 IA Mgp Gaba_5
[-]
1026 IA Mgp Gaba_5
GABA
09 CNU-LGE GABA
[-]
065 IA Mgp Gaba
[-]
0294 IA Mgp Gaba_5
[-]
1027 IA Mgp Gaba_5
GABA
10 LSX GABA
[-]
067 LSX Sall3 Pax6 Gaba
[-]
0299 LSX Sall3 Pax6 Gaba_1
[-]
1042 LSX Sall3 Pax6 Gaba_1
GABA
10 LSX GABA
[-]
067 LSX Sall3 Pax6 Gaba
[-]
0299 LSX Sall3 Pax6 Gaba_1
[-]
1043 LSX Sall3 Pax6 Gaba_1
GABA
10 LSX GABA
[-]
067 LSX Sall3 Pax6 Gaba
[-]
0300 LSX Sall3 Pax6 Gaba_2
[-]
1044 LSX Sall3 Pax6 Gaba_2
GABA
10 LSX GABA
[-]
067 LSX Sall3 Pax6 Gaba
[-]
0300 LSX Sall3 Pax6 Gaba_2
[-]
1045 LSX Sall3 Pax6 Gaba_2
GABA
10 LSX GABA
[-]
067 LSX Sall3 Pax6 Gaba
[-]
0300 LSX Sall3 Pax6 Gaba_2
[-]
1046 LSX Sall3 Pax6 Gaba_2
GABA
10 LSX GABA
[-]
067 LSX Sall3 Pax6 Gaba
[-]
0300 LSX Sall3 Pax6 Gaba_2
[-]
1047 LSX Sall3 Pax6 Gaba_2
GABA
10 LSX GABA
[-]
067 LSX Sall3 Pax6 Gaba
[-]
0300 LSX Sall3 Pax6 Gaba_2
[-]
1048 LSX Sall3 Pax6 Gaba_2
GABA
10 LSX GABA
[-]
067 LSX Sall3 Pax6 Gaba
[-]
0300 LSX Sall3 Pax6 Gaba_2
[-]
1049 LSX Sall3 Pax6 Gaba_2
GABA
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0301 LSX Otx2 Gaba_1
[-]
1050 LSX Otx2 Gaba_1
GABA
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0301 LSX Otx2 Gaba_1
[-]
1051 LSX Otx2 Gaba_1
GABA
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0302 LSX Otx2 Gaba_2
[-]
1052 LSX Otx2 Gaba_2
GABA
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0302 LSX Otx2 Gaba_2
[-]
1053 LSX Otx2 Gaba_2
GABA
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0302 LSX Otx2 Gaba_2
[-]
1054 LSX Otx2 Gaba_2
GABA
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0303 LSX Otx2 Gaba_3
[-]
1055 LSX Otx2 Gaba_3
GABA
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0303 LSX Otx2 Gaba_3
[-]
1056 LSX Otx2 Gaba_3
GABA
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0303 LSX Otx2 Gaba_3
[-]
1057 LSX Otx2 Gaba_3
GABA
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0303 LSX Otx2 Gaba_3
[-]
1058 LSX Otx2 Gaba_3
GABA
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0303 LSX Otx2 Gaba_3
[-]
1059 LSX Otx2 Gaba_3
GABA
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0303 LSX Otx2 Gaba_3
[-]
1060 LSX Otx2 Gaba_3
GABA
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0303 LSX Otx2 Gaba_3
[-]
1061 LSX Otx2 Gaba_3
GABA
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0303 LSX Otx2 Gaba_3
[-]
1062 LSX Otx2 Gaba_3
GABA
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0303 LSX Otx2 Gaba_3
[-]
1063 LSX Otx2 Gaba_3
GABA
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0304 LSX Otx2 Gaba_4
[-]
1064 LSX Otx2 Gaba_4
GABA
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0304 LSX Otx2 Gaba_4
[-]
1065 LSX Otx2 Gaba_4
GABA
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0304 LSX Otx2 Gaba_4
[-]
1066 LSX Otx2 Gaba_4
GABA
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0304 LSX Otx2 Gaba_4
[-]
1067 LSX Otx2 Gaba_4
GABA
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0304 LSX Otx2 Gaba_4
[-]
1068 LSX Otx2 Gaba_4
GABA
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0305 LSX Otx2 Gaba_5
[-]
1069 LSX Otx2 Gaba_5
GABA
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0305 LSX Otx2 Gaba_5
[-]
1070 LSX Otx2 Gaba_5
GABA
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0305 LSX Otx2 Gaba_5
[-]
1071 LSX Otx2 Gaba_5
GABA
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0305 LSX Otx2 Gaba_5
[-]
1072 LSX Otx2 Gaba_5
GABA
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0305 LSX Otx2 Gaba_5
[-]
1073 LSX Otx2 Gaba_5
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0306 LSX Nkx2-1 Gaba_1
[-]
1074 LSX Nkx2-1 Gaba_1
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0306 LSX Nkx2-1 Gaba_1
[-]
1075 LSX Nkx2-1 Gaba_1
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0307 LSX Nkx2-1 Gaba_2
[-]
1076 LSX Nkx2-1 Gaba_2
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0307 LSX Nkx2-1 Gaba_2
[-]
1077 LSX Nkx2-1 Gaba_2
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0307 LSX Nkx2-1 Gaba_2
[-]
1078 LSX Nkx2-1 Gaba_2
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0307 LSX Nkx2-1 Gaba_2
[-]
1079 LSX Nkx2-1 Gaba_2
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0307 LSX Nkx2-1 Gaba_2
[-]
1080 LSX Nkx2-1 Gaba_2
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0307 LSX Nkx2-1 Gaba_2
[-]
1081 LSX Nkx2-1 Gaba_2
Chol
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0307 LSX Nkx2-1 Gaba_2
[-]
1082 LSX Nkx2-1 Gaba_2
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0307 LSX Nkx2-1 Gaba_2
[-]
1083 LSX Nkx2-1 Gaba_2
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0307 LSX Nkx2-1 Gaba_2
[-]
1084 LSX Nkx2-1 Gaba_2
Chol
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0307 LSX Nkx2-1 Gaba_2
[-]
1085 LSX Nkx2-1 Gaba_2
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0307 LSX Nkx2-1 Gaba_2
[-]
1086 LSX Nkx2-1 Gaba_2
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0307 LSX Nkx2-1 Gaba_2
[-]
1087 LSX Nkx2-1 Gaba_2
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0308 LSX Nkx2-1 Gaba_3
[-]
1088 LSX Nkx2-1 Gaba_3
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0308 LSX Nkx2-1 Gaba_3
[-]
1089 LSX Nkx2-1 Gaba_3
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0308 LSX Nkx2-1 Gaba_3
[-]
1090 LSX Nkx2-1 Gaba_3
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0308 LSX Nkx2-1 Gaba_3
[-]
1091 LSX Nkx2-1 Gaba_3
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0308 LSX Nkx2-1 Gaba_3
[-]
1092 LSX Nkx2-1 Gaba_3
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0309 LSX Nkx2-1 Gaba_4
[-]
1093 LSX Nkx2-1 Gaba_4
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0309 LSX Nkx2-1 Gaba_4
[-]
1094 LSX Nkx2-1 Gaba_4
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0309 LSX Nkx2-1 Gaba_4
[-]
1095 LSX Nkx2-1 Gaba_4
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0309 LSX Nkx2-1 Gaba_4
[-]
1096 LSX Nkx2-1 Gaba_4
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0310 LSX Nkx2-1 Gaba_5
[-]
1097 LSX Nkx2-1 Gaba_5
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0310 LSX Nkx2-1 Gaba_5
[-]
1098 LSX Nkx2-1 Gaba_5
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0310 LSX Nkx2-1 Gaba_5
[-]
1099 LSX Nkx2-1 Gaba_5
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0310 LSX Nkx2-1 Gaba_5
[-]
1100 LSX Nkx2-1 Gaba_5
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0311 LSX Nkx2-1 Gaba_6
[-]
1101 LSX Nkx2-1 Gaba_6
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0311 LSX Nkx2-1 Gaba_6
[-]
1102 LSX Nkx2-1 Gaba_6
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0311 LSX Nkx2-1 Gaba_6
[-]
1103 LSX Nkx2-1 Gaba_6
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0312 LSX Nkx2-1 Gaba_7
[-]
1104 LSX Nkx2-1 Gaba_7
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0312 LSX Nkx2-1 Gaba_7
[-]
1105 LSX Nkx2-1 Gaba_7
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0312 LSX Nkx2-1 Gaba_7
[-]
1106 LSX Nkx2-1 Gaba_7
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0312 LSX Nkx2-1 Gaba_7
[-]
1107 LSX Nkx2-1 Gaba_7
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0313 LSX Nkx2-1 Gaba_8
[-]
1108 LSX Nkx2-1 Gaba_8
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0313 LSX Nkx2-1 Gaba_8
[-]
1109 LSX Nkx2-1 Gaba_8
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0313 LSX Nkx2-1 Gaba_8
[-]
1110 LSX Nkx2-1 Gaba_8
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0314 LSX Nkx2-1 Gaba_9
[-]
1111 LSX Nkx2-1 Gaba_9
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0315 LSX Nkx2-1 Gaba_10
[-]
1112 LSX Nkx2-1 Gaba_10
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0316 LSX Nkx2-1 Gaba_11
[-]
1113 LSX Nkx2-1 Gaba_11
GABA
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0316 LSX Nkx2-1 Gaba_11
[-]
1114 LSX Nkx2-1 Gaba_11
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0317 LSX Prdm12 Slit2 Gaba_1
[-]
1115 LSX Prdm12 Slit2 Gaba_1
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0317 LSX Prdm12 Slit2 Gaba_1
[-]
1116 LSX Prdm12 Slit2 Gaba_1
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0317 LSX Prdm12 Slit2 Gaba_1
[-]
1117 LSX Prdm12 Slit2 Gaba_1
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0317 LSX Prdm12 Slit2 Gaba_1
[-]
1118 LSX Prdm12 Slit2 Gaba_1
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0317 LSX Prdm12 Slit2 Gaba_1
[-]
1119 LSX Prdm12 Slit2 Gaba_1
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0317 LSX Prdm12 Slit2 Gaba_1
[-]
1120 LSX Prdm12 Slit2 Gaba_1
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0317 LSX Prdm12 Slit2 Gaba_1
[-]
1121 LSX Prdm12 Slit2 Gaba_1
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0317 LSX Prdm12 Slit2 Gaba_1
[-]
1122 LSX Prdm12 Slit2 Gaba_1
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0317 LSX Prdm12 Slit2 Gaba_1
[-]
1123 LSX Prdm12 Slit2 Gaba_1
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0318 LSX Prdm12 Slit2 Gaba_2
[-]
1124 LSX Prdm12 Slit2 Gaba_2
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0318 LSX Prdm12 Slit2 Gaba_2
[-]
1125 LSX Prdm12 Slit2 Gaba_2
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0318 LSX Prdm12 Slit2 Gaba_2
[-]
1126 LSX Prdm12 Slit2 Gaba_2
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0318 LSX Prdm12 Slit2 Gaba_2
[-]
1127 LSX Prdm12 Slit2 Gaba_2
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0318 LSX Prdm12 Slit2 Gaba_2
[-]
1128 LSX Prdm12 Slit2 Gaba_2
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0318 LSX Prdm12 Slit2 Gaba_2
[-]
1129 LSX Prdm12 Slit2 Gaba_2
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0318 LSX Prdm12 Slit2 Gaba_2
[-]
1130 LSX Prdm12 Slit2 Gaba_2
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0319 LSX Prdm12 Slit2 Gaba_3
[-]
1131 LSX Prdm12 Slit2 Gaba_3
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0319 LSX Prdm12 Slit2 Gaba_3
[-]
1132 LSX Prdm12 Slit2 Gaba_3
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0319 LSX Prdm12 Slit2 Gaba_3
[-]
1133 LSX Prdm12 Slit2 Gaba_3
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0319 LSX Prdm12 Slit2 Gaba_3
[-]
1134 LSX Prdm12 Slit2 Gaba_3
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0319 LSX Prdm12 Slit2 Gaba_3
[-]
1135 LSX Prdm12 Slit2 Gaba_3
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0319 LSX Prdm12 Slit2 Gaba_3
[-]
1136 LSX Prdm12 Slit2 Gaba_3
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0320 LSX Prdm12 Slit2 Gaba_4
[-]
1137 LSX Prdm12 Slit2 Gaba_4
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0320 LSX Prdm12 Slit2 Gaba_4
[-]
1138 LSX Prdm12 Slit2 Gaba_4
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0321 LSX Prdm12 Slit2 Gaba_5
[-]
1139 LSX Prdm12 Slit2 Gaba_5
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0321 LSX Prdm12 Slit2 Gaba_5
[-]
1140 LSX Prdm12 Slit2 Gaba_5
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0321 LSX Prdm12 Slit2 Gaba_5
[-]
1141 LSX Prdm12 Slit2 Gaba_5
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0321 LSX Prdm12 Slit2 Gaba_5
[-]
1142 LSX Prdm12 Slit2 Gaba_5
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0322 LSX Prdm12 Slit2 Gaba_6
[-]
1143 LSX Prdm12 Slit2 Gaba_6
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0322 LSX Prdm12 Slit2 Gaba_6
[-]
1144 LSX Prdm12 Slit2 Gaba_6
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0323 LSX Prdm12 Slit2 Gaba_7
[-]
1145 LSX Prdm12 Slit2 Gaba_7
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0323 LSX Prdm12 Slit2 Gaba_7
[-]
1146 LSX Prdm12 Slit2 Gaba_7
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0324 LSX Prdm12 Slit2 Gaba_8
[-]
1147 LSX Prdm12 Slit2 Gaba_8
GABA
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0325 LSX Prdm12 Slit2 Gaba_9
[-]
1148 LSX Prdm12 Slit2 Gaba_9
GABA
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0326 LSX Prdm12 Zeb2 Gaba_1
[-]
1149 LSX Prdm12 Zeb2 Gaba_1
GABA
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0326 LSX Prdm12 Zeb2 Gaba_1
[-]
1150 LSX Prdm12 Zeb2 Gaba_1
GABA
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0326 LSX Prdm12 Zeb2 Gaba_1
[-]
1151 LSX Prdm12 Zeb2 Gaba_1
GABA
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0326 LSX Prdm12 Zeb2 Gaba_1
[-]
1152 LSX Prdm12 Zeb2 Gaba_1
GABA
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0326 LSX Prdm12 Zeb2 Gaba_1
[-]
1153 LSX Prdm12 Zeb2 Gaba_1
GABA
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0326 LSX Prdm12 Zeb2 Gaba_1
[-]
1154 LSX Prdm12 Zeb2 Gaba_1
GABA
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0326 LSX Prdm12 Zeb2 Gaba_1
[-]
1155 LSX Prdm12 Zeb2 Gaba_1
GABA
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0326 LSX Prdm12 Zeb2 Gaba_1
[-]
1156 LSX Prdm12 Zeb2 Gaba_1
GABA
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0326 LSX Prdm12 Zeb2 Gaba_1
[-]
1157 LSX Prdm12 Zeb2 Gaba_1
GABA
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0327 LSX Prdm12 Zeb2 Gaba_2
[-]
1158 LSX Prdm12 Zeb2 Gaba_2
GABA
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0327 LSX Prdm12 Zeb2 Gaba_2
[-]
1159 LSX Prdm12 Zeb2 Gaba_2
GABA
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0327 LSX Prdm12 Zeb2 Gaba_2
[-]
1160 LSX Prdm12 Zeb2 Gaba_2
GABA
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0327 LSX Prdm12 Zeb2 Gaba_2
[-]
1161 LSX Prdm12 Zeb2 Gaba_2
GABA
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0328 LSX Prdm12 Zeb2 Gaba_3
[-]
1162 LSX Prdm12 Zeb2 Gaba_3
GABA
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0328 LSX Prdm12 Zeb2 Gaba_3
[-]
1163 LSX Prdm12 Zeb2 Gaba_3
GABA
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0328 LSX Prdm12 Zeb2 Gaba_3
[-]
1164 LSX Prdm12 Zeb2 Gaba_3
GABA
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0328 LSX Prdm12 Zeb2 Gaba_3
[-]
1165 LSX Prdm12 Zeb2 Gaba_3
GABA
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0329 LSX Prdm12 Zeb2 Gaba_4
[-]
1166 LSX Prdm12 Zeb2 Gaba_4
GABA
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0329 LSX Prdm12 Zeb2 Gaba_4
[-]
1167 LSX Prdm12 Zeb2 Gaba_4
GABA
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0330 LSX Prdm12 Zeb2 Gaba_5
[-]
1168 LSX Prdm12 Zeb2 Gaba_5
GABA
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0330 LSX Prdm12 Zeb2 Gaba_5
[-]
1169 LSX Prdm12 Zeb2 Gaba_5
GABA
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0330 LSX Prdm12 Zeb2 Gaba_5
[-]
1170 LSX Prdm12 Zeb2 Gaba_5
GABA
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0330 LSX Prdm12 Zeb2 Gaba_5
[-]
1171 LSX Prdm12 Zeb2 Gaba_5
GABA
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0330 LSX Prdm12 Zeb2 Gaba_5
[-]
1172 LSX Prdm12 Zeb2 Gaba_5
GABA
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0330 LSX Prdm12 Zeb2 Gaba_5
[-]
1173 LSX Prdm12 Zeb2 Gaba_5
GABA
10 LSX GABA
[-]
072 LSX Sall3 Lmo1 Gaba
[-]
0331 LSX Sall3 Lmo1 Gaba_1
[-]
1174 LSX Sall3 Lmo1 Gaba_1
GABA
10 LSX GABA
[-]
072 LSX Sall3 Lmo1 Gaba
[-]
0331 LSX Sall3 Lmo1 Gaba_1
[-]
1175 LSX Sall3 Lmo1 Gaba_1
GABA
10 LSX GABA
[-]
072 LSX Sall3 Lmo1 Gaba
[-]
0332 LSX Sall3 Lmo1 Gaba_2
[-]
1176 LSX Sall3 Lmo1 Gaba_2
GABA
10 LSX GABA
[-]
072 LSX Sall3 Lmo1 Gaba
[-]
0332 LSX Sall3 Lmo1 Gaba_2
[-]
1177 LSX Sall3 Lmo1 Gaba_2
GABA
10 LSX GABA
[-]
072 LSX Sall3 Lmo1 Gaba
[-]
0332 LSX Sall3 Lmo1 Gaba_2
[-]
1178 LSX Sall3 Lmo1 Gaba_2
GABA
10 LSX GABA
[-]
072 LSX Sall3 Lmo1 Gaba
[-]
0332 LSX Sall3 Lmo1 Gaba_2
[-]
1179 LSX Sall3 Lmo1 Gaba_2
GABA
10 LSX GABA
[-]
072 LSX Sall3 Lmo1 Gaba
[-]
0333 LSX Sall3 Lmo1 Gaba_3
[-]
1180 LSX Sall3 Lmo1 Gaba_3
GABA
10 LSX GABA
[-]
072 LSX Sall3 Lmo1 Gaba
[-]
0333 LSX Sall3 Lmo1 Gaba_3
[-]
1181 LSX Sall3 Lmo1 Gaba_3
GABA
10 LSX GABA
[-]
072 LSX Sall3 Lmo1 Gaba
[-]
0334 LSX Sall3 Lmo1 Gaba_4
[-]
1182 LSX Sall3 Lmo1 Gaba_4
GABA
10 LSX GABA
[-]
072 LSX Sall3 Lmo1 Gaba
[-]
0335 LSX Sall3 Lmo1 Gaba_5
[-]
1183 LSX Sall3 Lmo1 Gaba_5
GABA
10 LSX GABA
[-]
072 LSX Sall3 Lmo1 Gaba
[-]
0335 LSX Sall3 Lmo1 Gaba_5
[-]
1184 LSX Sall3 Lmo1 Gaba_5
GABA
10 LSX GABA
[-]
072 LSX Sall3 Lmo1 Gaba
[-]
0336 LSX Sall3 Lmo1 Gaba_6
[-]
1185 LSX Sall3 Lmo1 Gaba_6
GABA
10 LSX GABA
[-]
072 LSX Sall3 Lmo1 Gaba
[-]
0336 LSX Sall3 Lmo1 Gaba_6
[-]
1186 LSX Sall3 Lmo1 Gaba_6
GABA
10 LSX GABA
[-]
072 LSX Sall3 Lmo1 Gaba
[-]
0336 LSX Sall3 Lmo1 Gaba_6
[-]
1187 LSX Sall3 Lmo1 Gaba_6
GABA
11 CNU-HYa GABA
[-]
066 NDB-SI-ant Prdm12 Gaba
[-]
0295 NDB-SI-ant Prdm12 Gaba_1
[-]
1028 NDB-SI-ant Prdm12 Gaba_1
GABA
11 CNU-HYa GABA
[-]
066 NDB-SI-ant Prdm12 Gaba
[-]
0295 NDB-SI-ant Prdm12 Gaba_1
[-]
1029 NDB-SI-ant Prdm12 Gaba_1
GABA
11 CNU-HYa GABA
[-]
066 NDB-SI-ant Prdm12 Gaba
[-]
0295 NDB-SI-ant Prdm12 Gaba_1
[-]
1030 NDB-SI-ant Prdm12 Gaba_1
GABA
11 CNU-HYa GABA
[-]
066 NDB-SI-ant Prdm12 Gaba
[-]
0295 NDB-SI-ant Prdm12 Gaba_1
[-]
1031 NDB-SI-ant Prdm12 Gaba_1
GABA
11 CNU-HYa GABA
[-]
066 NDB-SI-ant Prdm12 Gaba
[-]
0295 NDB-SI-ant Prdm12 Gaba_1
[-]
1032 NDB-SI-ant Prdm12 Gaba_1
GABA
11 CNU-HYa GABA
[-]
066 NDB-SI-ant Prdm12 Gaba
[-]
0295 NDB-SI-ant Prdm12 Gaba_1
[-]
1033 NDB-SI-ant Prdm12 Gaba_1
GABA
11 CNU-HYa GABA
[-]
066 NDB-SI-ant Prdm12 Gaba
[-]
0295 NDB-SI-ant Prdm12 Gaba_1
[-]
1034 NDB-SI-ant Prdm12 Gaba_1
GABA
11 CNU-HYa GABA
[-]
066 NDB-SI-ant Prdm12 Gaba
[-]
0295 NDB-SI-ant Prdm12 Gaba_1
[-]
1035 NDB-SI-ant Prdm12 Gaba_1
GABA
11 CNU-HYa GABA
[-]
066 NDB-SI-ant Prdm12 Gaba
[-]
0295 NDB-SI-ant Prdm12 Gaba_1
[-]
1036 NDB-SI-ant Prdm12 Gaba_1
GABA
11 CNU-HYa GABA
[-]
066 NDB-SI-ant Prdm12 Gaba
[-]
0295 NDB-SI-ant Prdm12 Gaba_1
[-]
1037 NDB-SI-ant Prdm12 Gaba_1
GABA
11 CNU-HYa GABA
[-]
066 NDB-SI-ant Prdm12 Gaba
[-]
0296 NDB-SI-ant Prdm12 Gaba_2
[-]
1038 NDB-SI-ant Prdm12 Gaba_2
GABA
11 CNU-HYa GABA
[-]
066 NDB-SI-ant Prdm12 Gaba
[-]
0297 NDB-SI-ant Prdm12 Gaba_3
[-]
1039 NDB-SI-ant Prdm12 Gaba_3
GABA
11 CNU-HYa GABA
[-]
066 NDB-SI-ant Prdm12 Gaba
[-]
0297 NDB-SI-ant Prdm12 Gaba_3
[-]
1040 NDB-SI-ant Prdm12 Gaba_3
GABA
11 CNU-HYa GABA
[-]
066 NDB-SI-ant Prdm12 Gaba
[-]
0298 NDB-SI-ant Prdm12 Gaba_4
[-]
1041 NDB-SI-ant Prdm12 Gaba_4
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0337 MEA-BST Sox6 Gaba_1
[-]
1188 MEA-BST Sox6 Gaba_1
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0337 MEA-BST Sox6 Gaba_1
[-]
1189 MEA-BST Sox6 Gaba_1
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0337 MEA-BST Sox6 Gaba_1
[-]
1190 MEA-BST Sox6 Gaba_1
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0337 MEA-BST Sox6 Gaba_1
[-]
1191 MEA-BST Sox6 Gaba_1
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0338 MEA-BST Sox6 Gaba_2
[-]
1192 MEA-BST Sox6 Gaba_2
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0338 MEA-BST Sox6 Gaba_2
[-]
1193 MEA-BST Sox6 Gaba_2
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0338 MEA-BST Sox6 Gaba_2
[-]
1194 MEA-BST Sox6 Gaba_2
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0338 MEA-BST Sox6 Gaba_2
[-]
1195 MEA-BST Sox6 Gaba_2
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0338 MEA-BST Sox6 Gaba_2
[-]
1196 MEA-BST Sox6 Gaba_2
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0338 MEA-BST Sox6 Gaba_2
[-]
1197 MEA-BST Sox6 Gaba_2
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0339 MEA-BST Sox6 Gaba_3
[-]
1198 MEA-BST Sox6 Gaba_3
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0339 MEA-BST Sox6 Gaba_3
[-]
1199 MEA-BST Sox6 Gaba_3
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0339 MEA-BST Sox6 Gaba_3
[-]
1200 MEA-BST Sox6 Gaba_3
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0339 MEA-BST Sox6 Gaba_3
[-]
1201 MEA-BST Sox6 Gaba_3
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0339 MEA-BST Sox6 Gaba_3
[-]
1202 MEA-BST Sox6 Gaba_3
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0339 MEA-BST Sox6 Gaba_3
[-]
1203 MEA-BST Sox6 Gaba_3
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0339 MEA-BST Sox6 Gaba_3
[-]
1204 MEA-BST Sox6 Gaba_3
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0340 MEA-BST Sox6 Gaba_4
[-]
1205 MEA-BST Sox6 Gaba_4
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0340 MEA-BST Sox6 Gaba_4
[-]
1206 MEA-BST Sox6 Gaba_4
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0340 MEA-BST Sox6 Gaba_4
[-]
1207 MEA-BST Sox6 Gaba_4
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0340 MEA-BST Sox6 Gaba_4
[-]
1208 MEA-BST Sox6 Gaba_4
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0340 MEA-BST Sox6 Gaba_4
[-]
1209 MEA-BST Sox6 Gaba_4
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0340 MEA-BST Sox6 Gaba_4
[-]
1210 MEA-BST Sox6 Gaba_4
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0340 MEA-BST Sox6 Gaba_4
[-]
1211 MEA-BST Sox6 Gaba_4
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0341 MEA-BST Sox6 Gaba_5
[-]
1212 MEA-BST Sox6 Gaba_5
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0341 MEA-BST Sox6 Gaba_5
[-]
1213 MEA-BST Sox6 Gaba_5
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0341 MEA-BST Sox6 Gaba_5
[-]
1214 MEA-BST Sox6 Gaba_5
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0341 MEA-BST Sox6 Gaba_5
[-]
1215 MEA-BST Sox6 Gaba_5
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0341 MEA-BST Sox6 Gaba_5
[-]
1216 MEA-BST Sox6 Gaba_5
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0341 MEA-BST Sox6 Gaba_5
[-]
1217 MEA-BST Sox6 Gaba_5
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0341 MEA-BST Sox6 Gaba_5
[-]
1218 MEA-BST Sox6 Gaba_5
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0342 MEA-BST Sox6 Gaba_6
[-]
1219 MEA-BST Sox6 Gaba_6
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0342 MEA-BST Sox6 Gaba_6
[-]
1220 MEA-BST Sox6 Gaba_6
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0342 MEA-BST Sox6 Gaba_6
[-]
1221 MEA-BST Sox6 Gaba_6
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0342 MEA-BST Sox6 Gaba_6
[-]
1222 MEA-BST Sox6 Gaba_6
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0342 MEA-BST Sox6 Gaba_6
[-]
1223 MEA-BST Sox6 Gaba_6
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0342 MEA-BST Sox6 Gaba_6
[-]
1224 MEA-BST Sox6 Gaba_6
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0342 MEA-BST Sox6 Gaba_6
[-]
1225 MEA-BST Sox6 Gaba_6
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0343 MEA-BST Sox6 Gaba_7
[-]
1226 MEA-BST Sox6 Gaba_7
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0343 MEA-BST Sox6 Gaba_7
[-]
1227 MEA-BST Sox6 Gaba_7
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0343 MEA-BST Sox6 Gaba_7
[-]
1228 MEA-BST Sox6 Gaba_7
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0344 MEA-BST Sox6 Gaba_8
[-]
1229 MEA-BST Sox6 Gaba_8
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0344 MEA-BST Sox6 Gaba_8
[-]
1230 MEA-BST Sox6 Gaba_8
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0344 MEA-BST Sox6 Gaba_8
[-]
1231 MEA-BST Sox6 Gaba_8
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0345 MEA-BST Sox6 Gaba_9
[-]
1232 MEA-BST Sox6 Gaba_9
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0345 MEA-BST Sox6 Gaba_9
[-]
1233 MEA-BST Sox6 Gaba_9
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0345 MEA-BST Sox6 Gaba_9
[-]
1234 MEA-BST Sox6 Gaba_9
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0346 MEA-BST Sox6 Gaba_10
[-]
1235 MEA-BST Sox6 Gaba_10
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0346 MEA-BST Sox6 Gaba_10
[-]
1236 MEA-BST Sox6 Gaba_10
GABA
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0346 MEA-BST Sox6 Gaba_10
[-]
1237 MEA-BST Sox6 Gaba_10
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0347 MEA-BST Lhx6 Sp9 Gaba_1
[-]
1238 MEA-BST Lhx6 Sp9 Gaba_1
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0347 MEA-BST Lhx6 Sp9 Gaba_1
[-]
1239 MEA-BST Lhx6 Sp9 Gaba_1
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0347 MEA-BST Lhx6 Sp9 Gaba_1
[-]
1240 MEA-BST Lhx6 Sp9 Gaba_1
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0347 MEA-BST Lhx6 Sp9 Gaba_1
[-]
1241 MEA-BST Lhx6 Sp9 Gaba_1
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0347 MEA-BST Lhx6 Sp9 Gaba_1
[-]
1242 MEA-BST Lhx6 Sp9 Gaba_1
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0347 MEA-BST Lhx6 Sp9 Gaba_1
[-]
1243 MEA-BST Lhx6 Sp9 Gaba_1
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0348 MEA-BST Lhx6 Sp9 Gaba_2
[-]
1244 MEA-BST Lhx6 Sp9 Gaba_2
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0348 MEA-BST Lhx6 Sp9 Gaba_2
[-]
1245 MEA-BST Lhx6 Sp9 Gaba_2
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0348 MEA-BST Lhx6 Sp9 Gaba_2
[-]
1246 MEA-BST Lhx6 Sp9 Gaba_2
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0348 MEA-BST Lhx6 Sp9 Gaba_2
[-]
1247 MEA-BST Lhx6 Sp9 Gaba_2
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0349 MEA-BST Lhx6 Sp9 Gaba_3
[-]
1248 MEA-BST Lhx6 Sp9 Gaba_3
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0349 MEA-BST Lhx6 Sp9 Gaba_3
[-]
1249 MEA-BST Lhx6 Sp9 Gaba_3
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0349 MEA-BST Lhx6 Sp9 Gaba_3
[-]
1250 MEA-BST Lhx6 Sp9 Gaba_3
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0349 MEA-BST Lhx6 Sp9 Gaba_3
[-]
1251 MEA-BST Lhx6 Sp9 Gaba_3
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0349 MEA-BST Lhx6 Sp9 Gaba_3
[-]
1252 MEA-BST Lhx6 Sp9 Gaba_3
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0350 MEA-BST Lhx6 Sp9 Gaba_4
[-]
1253 MEA-BST Lhx6 Sp9 Gaba_4
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0350 MEA-BST Lhx6 Sp9 Gaba_4
[-]
1254 MEA-BST Lhx6 Sp9 Gaba_4
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0350 MEA-BST Lhx6 Sp9 Gaba_4
[-]
1255 MEA-BST Lhx6 Sp9 Gaba_4
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0350 MEA-BST Lhx6 Sp9 Gaba_4
[-]
1256 MEA-BST Lhx6 Sp9 Gaba_4
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0351 MEA-BST Lhx6 Sp9 Gaba_5
[-]
1257 MEA-BST Lhx6 Sp9 Gaba_5
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0351 MEA-BST Lhx6 Sp9 Gaba_5
[-]
1258 MEA-BST Lhx6 Sp9 Gaba_5
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0351 MEA-BST Lhx6 Sp9 Gaba_5
[-]
1259 MEA-BST Lhx6 Sp9 Gaba_5
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0351 MEA-BST Lhx6 Sp9 Gaba_5
[-]
1260 MEA-BST Lhx6 Sp9 Gaba_5
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0352 MEA-BST Lhx6 Sp9 Gaba_6
[-]
1261 MEA-BST Lhx6 Sp9 Gaba_6
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0352 MEA-BST Lhx6 Sp9 Gaba_6
[-]
1262 MEA-BST Lhx6 Sp9 Gaba_6
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0353 MEA-BST Lhx6 Sp9 Gaba_7
[-]
1263 MEA-BST Lhx6 Sp9 Gaba_7
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0353 MEA-BST Lhx6 Sp9 Gaba_7
[-]
1264 MEA-BST Lhx6 Sp9 Gaba_7
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0353 MEA-BST Lhx6 Sp9 Gaba_7
[-]
1265 MEA-BST Lhx6 Sp9 Gaba_7
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0353 MEA-BST Lhx6 Sp9 Gaba_7
[-]
1266 MEA-BST Lhx6 Sp9 Gaba_7
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0353 MEA-BST Lhx6 Sp9 Gaba_7
[-]
1267 MEA-BST Lhx6 Sp9 Gaba_7
GABA
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0353 MEA-BST Lhx6 Sp9 Gaba_7
[-]
1268 MEA-BST Lhx6 Sp9 Gaba_7
GABA
11 CNU-HYa GABA
[-]
075 MEA-BST Lhx6 Nr2e1 Gaba
[-]
0354 MEA-BST Lhx6 Nr2e1 Gaba_1
[-]
1269 MEA-BST Lhx6 Nr2e1 Gaba_1
GABA
11 CNU-HYa GABA
[-]
075 MEA-BST Lhx6 Nr2e1 Gaba
[-]
0354 MEA-BST Lhx6 Nr2e1 Gaba_1
[-]
1270 MEA-BST Lhx6 Nr2e1 Gaba_1
GABA
11 CNU-HYa GABA
[-]
075 MEA-BST Lhx6 Nr2e1 Gaba
[-]
0354 MEA-BST Lhx6 Nr2e1 Gaba_1
[-]
1271 MEA-BST Lhx6 Nr2e1 Gaba_1
GABA
11 CNU-HYa GABA
[-]
075 MEA-BST Lhx6 Nr2e1 Gaba
[-]
0354 MEA-BST Lhx6 Nr2e1 Gaba_1
[-]
1272 MEA-BST Lhx6 Nr2e1 Gaba_1
GABA
11 CNU-HYa GABA
[-]
075 MEA-BST Lhx6 Nr2e1 Gaba
[-]
0355 MEA-BST Lhx6 Nr2e1 Gaba_2
[-]
1273 MEA-BST Lhx6 Nr2e1 Gaba_2
GABA
11 CNU-HYa GABA
[-]
075 MEA-BST Lhx6 Nr2e1 Gaba
[-]
0355 MEA-BST Lhx6 Nr2e1 Gaba_2
[-]
1274 MEA-BST Lhx6 Nr2e1 Gaba_2
GABA
11 CNU-HYa GABA
[-]
075 MEA-BST Lhx6 Nr2e1 Gaba
[-]
0355 MEA-BST Lhx6 Nr2e1 Gaba_2
[-]
1275 MEA-BST Lhx6 Nr2e1 Gaba_2
GABA
11 CNU-HYa GABA
[-]
075 MEA-BST Lhx6 Nr2e1 Gaba
[-]
0355 MEA-BST Lhx6 Nr2e1 Gaba_2
[-]
1276 MEA-BST Lhx6 Nr2e1 Gaba_2
GABA
11 CNU-HYa GABA
[-]
075 MEA-BST Lhx6 Nr2e1 Gaba
[-]
0355 MEA-BST Lhx6 Nr2e1 Gaba_2
[-]
1277 MEA-BST Lhx6 Nr2e1 Gaba_2
GABA
11 CNU-HYa GABA
[-]
075 MEA-BST Lhx6 Nr2e1 Gaba
[-]
0355 MEA-BST Lhx6 Nr2e1 Gaba_2
[-]
1278 MEA-BST Lhx6 Nr2e1 Gaba_2
GABA
11 CNU-HYa GABA
[-]
075 MEA-BST Lhx6 Nr2e1 Gaba
[-]
0355 MEA-BST Lhx6 Nr2e1 Gaba_2
[-]
1279 MEA-BST Lhx6 Nr2e1 Gaba_2
GABA
11 CNU-HYa GABA
[-]
075 MEA-BST Lhx6 Nr2e1 Gaba
[-]
0356 MEA-BST Lhx6 Nr2e1 Gaba_3
[-]
1280 MEA-BST Lhx6 Nr2e1 Gaba_3
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0357 MEA-BST Lhx6 Nfib Gaba_1
[-]
1281 MEA-BST Lhx6 Nfib Gaba_1
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0357 MEA-BST Lhx6 Nfib Gaba_1
[-]
1282 MEA-BST Lhx6 Nfib Gaba_1
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0357 MEA-BST Lhx6 Nfib Gaba_1
[-]
1283 MEA-BST Lhx6 Nfib Gaba_1
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0357 MEA-BST Lhx6 Nfib Gaba_1
[-]
1284 MEA-BST Lhx6 Nfib Gaba_1
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0357 MEA-BST Lhx6 Nfib Gaba_1
[-]
1285 MEA-BST Lhx6 Nfib Gaba_1
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0357 MEA-BST Lhx6 Nfib Gaba_1
[-]
1286 MEA-BST Lhx6 Nfib Gaba_1
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0357 MEA-BST Lhx6 Nfib Gaba_1
[-]
1287 MEA-BST Lhx6 Nfib Gaba_1
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0357 MEA-BST Lhx6 Nfib Gaba_1
[-]
1288 MEA-BST Lhx6 Nfib Gaba_1
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0358 MEA-BST Lhx6 Nfib Gaba_2
[-]
1289 MEA-BST Lhx6 Nfib Gaba_2
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0358 MEA-BST Lhx6 Nfib Gaba_2
[-]
1290 MEA-BST Lhx6 Nfib Gaba_2
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0358 MEA-BST Lhx6 Nfib Gaba_2
[-]
1291 MEA-BST Lhx6 Nfib Gaba_2
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0358 MEA-BST Lhx6 Nfib Gaba_2
[-]
1292 MEA-BST Lhx6 Nfib Gaba_2
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0358 MEA-BST Lhx6 Nfib Gaba_2
[-]
1293 MEA-BST Lhx6 Nfib Gaba_2
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0358 MEA-BST Lhx6 Nfib Gaba_2
[-]
1294 MEA-BST Lhx6 Nfib Gaba_2
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0358 MEA-BST Lhx6 Nfib Gaba_2
[-]
1295 MEA-BST Lhx6 Nfib Gaba_2
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0359 MEA-BST Lhx6 Nfib Gaba_3
[-]
1296 MEA-BST Lhx6 Nfib Gaba_3
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0359 MEA-BST Lhx6 Nfib Gaba_3
[-]
1297 MEA-BST Lhx6 Nfib Gaba_3
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0359 MEA-BST Lhx6 Nfib Gaba_3
[-]
1298 MEA-BST Lhx6 Nfib Gaba_3
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0359 MEA-BST Lhx6 Nfib Gaba_3
[-]
1299 MEA-BST Lhx6 Nfib Gaba_3
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0359 MEA-BST Lhx6 Nfib Gaba_3
[-]
1300 MEA-BST Lhx6 Nfib Gaba_3
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0360 MEA-BST Lhx6 Nfib Gaba_4
[-]
1301 MEA-BST Lhx6 Nfib Gaba_4
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0360 MEA-BST Lhx6 Nfib Gaba_4
[-]
1302 MEA-BST Lhx6 Nfib Gaba_4
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0360 MEA-BST Lhx6 Nfib Gaba_4
[-]
1303 MEA-BST Lhx6 Nfib Gaba_4
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0361 MEA-BST Lhx6 Nfib Gaba_5
[-]
1304 MEA-BST Lhx6 Nfib Gaba_5
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0361 MEA-BST Lhx6 Nfib Gaba_5
[-]
1305 MEA-BST Lhx6 Nfib Gaba_5
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0361 MEA-BST Lhx6 Nfib Gaba_5
[-]
1306 MEA-BST Lhx6 Nfib Gaba_5
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0361 MEA-BST Lhx6 Nfib Gaba_5
[-]
1307 MEA-BST Lhx6 Nfib Gaba_5
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0361 MEA-BST Lhx6 Nfib Gaba_5
[-]
1308 MEA-BST Lhx6 Nfib Gaba_5
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0361 MEA-BST Lhx6 Nfib Gaba_5
[-]
1309 MEA-BST Lhx6 Nfib Gaba_5
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0361 MEA-BST Lhx6 Nfib Gaba_5
[-]
1310 MEA-BST Lhx6 Nfib Gaba_5
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0362 MEA-BST Lhx6 Nfib Gaba_6
[-]
1311 MEA-BST Lhx6 Nfib Gaba_6
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0362 MEA-BST Lhx6 Nfib Gaba_6
[-]
1312 MEA-BST Lhx6 Nfib Gaba_6
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0362 MEA-BST Lhx6 Nfib Gaba_6
[-]
1313 MEA-BST Lhx6 Nfib Gaba_6
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0362 MEA-BST Lhx6 Nfib Gaba_6
[-]
1314 MEA-BST Lhx6 Nfib Gaba_6
GABA
11 CNU-HYa GABA
[-]
077 CEA-BST Gal Avp Gaba
[-]
0363 CEA-BST Gal Avp Gaba_1
[-]
1315 CEA-BST Gal Avp Gaba_1
GABA
11 CNU-HYa GABA
[-]
077 CEA-BST Gal Avp Gaba
[-]
0363 CEA-BST Gal Avp Gaba_1
[-]
1316 CEA-BST Gal Avp Gaba_1
GABA
11 CNU-HYa GABA
[-]
078 SI-MA-ACB Ebf1 Bnc2 Gaba
[-]
0364 SI-MA-ACB Ebf1 Bnc2 Gaba_1
[-]
1317 SI-MA-ACB Ebf1 Bnc2 Gaba_1
GABA
11 CNU-HYa GABA
[-]
078 SI-MA-ACB Ebf1 Bnc2 Gaba
[-]
0364 SI-MA-ACB Ebf1 Bnc2 Gaba_1
[-]
1318 SI-MA-ACB Ebf1 Bnc2 Gaba_1
GABA
11 CNU-HYa GABA
[-]
078 SI-MA-ACB Ebf1 Bnc2 Gaba
[-]
0364 SI-MA-ACB Ebf1 Bnc2 Gaba_1
[-]
1319 SI-MA-ACB Ebf1 Bnc2 Gaba_1
GABA
11 CNU-HYa GABA
[-]
078 SI-MA-ACB Ebf1 Bnc2 Gaba
[-]
0365 SI-MA-ACB Ebf1 Bnc2 Gaba_2
[-]
1320 SI-MA-ACB Ebf1 Bnc2 Gaba_2
GABA
11 CNU-HYa GABA
[-]
078 SI-MA-ACB Ebf1 Bnc2 Gaba
[-]
0365 SI-MA-ACB Ebf1 Bnc2 Gaba_2
[-]
1321 SI-MA-ACB Ebf1 Bnc2 Gaba_2
GABA
11 CNU-HYa GABA
[-]
078 SI-MA-ACB Ebf1 Bnc2 Gaba
[-]
0365 SI-MA-ACB Ebf1 Bnc2 Gaba_2
[-]
1322 SI-MA-ACB Ebf1 Bnc2 Gaba_2
GABA
11 CNU-HYa GABA
[-]
078 SI-MA-ACB Ebf1 Bnc2 Gaba
[-]
0365 SI-MA-ACB Ebf1 Bnc2 Gaba_2
[-]
1323 SI-MA-ACB Ebf1 Bnc2 Gaba_2
GABA
11 CNU-HYa GABA
[-]
078 SI-MA-ACB Ebf1 Bnc2 Gaba
[-]
0366 SI-MA-ACB Ebf1 Bnc2 Gaba_3
[-]
1324 SI-MA-ACB Ebf1 Bnc2 Gaba_3
GABA
11 CNU-HYa GABA
[-]
078 SI-MA-ACB Ebf1 Bnc2 Gaba
[-]
0366 SI-MA-ACB Ebf1 Bnc2 Gaba_3
[-]
1325 SI-MA-ACB Ebf1 Bnc2 Gaba_3
GABA
11 CNU-HYa GABA
[-]
078 SI-MA-ACB Ebf1 Bnc2 Gaba
[-]
0366 SI-MA-ACB Ebf1 Bnc2 Gaba_3
[-]
1326 SI-MA-ACB Ebf1 Bnc2 Gaba_3
GABA
11 CNU-HYa GABA
[-]
079 CEA-BST Six3 Cyp26b1 Gaba
[-]
0367 CEA-BST Six3 Cyp26b1 Gaba_1
[-]
1327 CEA-BST Six3 Cyp26b1 Gaba_1
GABA
11 CNU-HYa GABA
[-]
079 CEA-BST Six3 Cyp26b1 Gaba
[-]
0367 CEA-BST Six3 Cyp26b1 Gaba_1
[-]
1328 CEA-BST Six3 Cyp26b1 Gaba_1
GABA
11 CNU-HYa GABA
[-]
079 CEA-BST Six3 Cyp26b1 Gaba
[-]
0367 CEA-BST Six3 Cyp26b1 Gaba_1
[-]
1329 CEA-BST Six3 Cyp26b1 Gaba_1
GABA
11 CNU-HYa GABA
[-]
079 CEA-BST Six3 Cyp26b1 Gaba
[-]
0367 CEA-BST Six3 Cyp26b1 Gaba_1
[-]
1330 CEA-BST Six3 Cyp26b1 Gaba_1
GABA
11 CNU-HYa GABA
[-]
079 CEA-BST Six3 Cyp26b1 Gaba
[-]
0368 CEA-BST Six3 Cyp26b1 Gaba_2
[-]
1331 CEA-BST Six3 Cyp26b1 Gaba_2
GABA
11 CNU-HYa GABA
[-]
079 CEA-BST Six3 Cyp26b1 Gaba
[-]
0368 CEA-BST Six3 Cyp26b1 Gaba_2
[-]
1332 CEA-BST Six3 Cyp26b1 Gaba_2
GABA
11 CNU-HYa GABA
[-]
079 CEA-BST Six3 Cyp26b1 Gaba
[-]
0368 CEA-BST Six3 Cyp26b1 Gaba_2
[-]
1333 CEA-BST Six3 Cyp26b1 Gaba_2
GABA
11 CNU-HYa GABA
[-]
079 CEA-BST Six3 Cyp26b1 Gaba
[-]
0368 CEA-BST Six3 Cyp26b1 Gaba_2
[-]
1334 CEA-BST Six3 Cyp26b1 Gaba_2
GABA
11 CNU-HYa GABA
[-]
079 CEA-BST Six3 Cyp26b1 Gaba
[-]
0368 CEA-BST Six3 Cyp26b1 Gaba_2
[-]
1335 CEA-BST Six3 Cyp26b1 Gaba_2
GABA
11 CNU-HYa GABA
[-]
079 CEA-BST Six3 Cyp26b1 Gaba
[-]
0369 CEA-BST Six3 Cyp26b1 Gaba_3
[-]
1336 CEA-BST Six3 Cyp26b1 Gaba_3
GABA
11 CNU-HYa GABA
[-]
079 CEA-BST Six3 Cyp26b1 Gaba
[-]
0369 CEA-BST Six3 Cyp26b1 Gaba_3
[-]
1337 CEA-BST Six3 Cyp26b1 Gaba_3
GABA
11 CNU-HYa GABA
[-]
079 CEA-BST Six3 Cyp26b1 Gaba
[-]
0369 CEA-BST Six3 Cyp26b1 Gaba_3
[-]
1338 CEA-BST Six3 Cyp26b1 Gaba_3
GABA
11 CNU-HYa GABA
[-]
079 CEA-BST Six3 Cyp26b1 Gaba
[-]
0369 CEA-BST Six3 Cyp26b1 Gaba_3
[-]
1339 CEA-BST Six3 Cyp26b1 Gaba_3
GABA
11 CNU-HYa GABA
[-]
079 CEA-BST Six3 Cyp26b1 Gaba
[-]
0370 CEA-BST Six3 Cyp26b1 Gaba_4
[-]
1340 CEA-BST Six3 Cyp26b1 Gaba_4
GABA
11 CNU-HYa GABA
[-]
079 CEA-BST Six3 Cyp26b1 Gaba
[-]
0370 CEA-BST Six3 Cyp26b1 Gaba_4
[-]
1341 CEA-BST Six3 Cyp26b1 Gaba_4
GABA
11 CNU-HYa GABA
[-]
079 CEA-BST Six3 Cyp26b1 Gaba
[-]
0370 CEA-BST Six3 Cyp26b1 Gaba_4
[-]
1342 CEA-BST Six3 Cyp26b1 Gaba_4
GABA
11 CNU-HYa GABA
[-]
079 CEA-BST Six3 Cyp26b1 Gaba
[-]
0370 CEA-BST Six3 Cyp26b1 Gaba_4
[-]
1343 CEA-BST Six3 Cyp26b1 Gaba_4
GABA
11 CNU-HYa GABA
[-]
079 CEA-BST Six3 Cyp26b1 Gaba
[-]
0371 CEA-BST Six3 Cyp26b1 Gaba_5
[-]
1344 CEA-BST Six3 Cyp26b1 Gaba_5
GABA
11 CNU-HYa GABA
[-]
079 CEA-BST Six3 Cyp26b1 Gaba
[-]
0371 CEA-BST Six3 Cyp26b1 Gaba_5
[-]
1345 CEA-BST Six3 Cyp26b1 Gaba_5
GABA
11 CNU-HYa GABA
[-]
079 CEA-BST Six3 Cyp26b1 Gaba
[-]
0372 CEA-BST Six3 Cyp26b1 Gaba_6
[-]
1346 CEA-BST Six3 Cyp26b1 Gaba_6
GABA
11 CNU-HYa GABA
[-]
079 CEA-BST Six3 Cyp26b1 Gaba
[-]
0372 CEA-BST Six3 Cyp26b1 Gaba_6
[-]
1347 CEA-BST Six3 Cyp26b1 Gaba_6
GABA
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0373 CEA-AAA-BST Six3 Sp9 Gaba_1
[-]
1348 CEA-AAA-BST Six3 Sp9 Gaba_1
GABA
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0373 CEA-AAA-BST Six3 Sp9 Gaba_1
[-]
1349 CEA-AAA-BST Six3 Sp9 Gaba_1
GABA
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0373 CEA-AAA-BST Six3 Sp9 Gaba_1
[-]
1350 CEA-AAA-BST Six3 Sp9 Gaba_1
GABA
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0373 CEA-AAA-BST Six3 Sp9 Gaba_1
[-]
1351 CEA-AAA-BST Six3 Sp9 Gaba_1
GABA
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0373 CEA-AAA-BST Six3 Sp9 Gaba_1
[-]
1352 CEA-AAA-BST Six3 Sp9 Gaba_1
GABA
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0373 CEA-AAA-BST Six3 Sp9 Gaba_1
[-]
1353 CEA-AAA-BST Six3 Sp9 Gaba_1
GABA
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0374 CEA-AAA-BST Six3 Sp9 Gaba_2
[-]
1354 CEA-AAA-BST Six3 Sp9 Gaba_2
GABA
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0374 CEA-AAA-BST Six3 Sp9 Gaba_2
[-]
1355 CEA-AAA-BST Six3 Sp9 Gaba_2
GABA
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0374 CEA-AAA-BST Six3 Sp9 Gaba_2
[-]
1356 CEA-AAA-BST Six3 Sp9 Gaba_2
GABA
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0374 CEA-AAA-BST Six3 Sp9 Gaba_2
[-]
1357 CEA-AAA-BST Six3 Sp9 Gaba_2
GABA
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0374 CEA-AAA-BST Six3 Sp9 Gaba_2
[-]
1358 CEA-AAA-BST Six3 Sp9 Gaba_2
GABA
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0374 CEA-AAA-BST Six3 Sp9 Gaba_2
[-]
1359 CEA-AAA-BST Six3 Sp9 Gaba_2
GABA
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0375 CEA-AAA-BST Six3 Sp9 Gaba_3
[-]
1360 CEA-AAA-BST Six3 Sp9 Gaba_3
GABA
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0375 CEA-AAA-BST Six3 Sp9 Gaba_3
[-]
1361 CEA-AAA-BST Six3 Sp9 Gaba_3
GABA
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0375 CEA-AAA-BST Six3 Sp9 Gaba_3
[-]
1362 CEA-AAA-BST Six3 Sp9 Gaba_3
GABA
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0376 CEA-AAA-BST Six3 Sp9 Gaba_4
[-]
1363 CEA-AAA-BST Six3 Sp9 Gaba_4
GABA
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0376 CEA-AAA-BST Six3 Sp9 Gaba_4
[-]
1364 CEA-AAA-BST Six3 Sp9 Gaba_4
GABA
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0376 CEA-AAA-BST Six3 Sp9 Gaba_4
[-]
1365 CEA-AAA-BST Six3 Sp9 Gaba_4
GABA
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0376 CEA-AAA-BST Six3 Sp9 Gaba_4
[-]
1366 CEA-AAA-BST Six3 Sp9 Gaba_4
GABA
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0376 CEA-AAA-BST Six3 Sp9 Gaba_4
[-]
1367 CEA-AAA-BST Six3 Sp9 Gaba_4
GABA
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0377 CEA-AAA-BST Six3 Sp9 Gaba_5
[-]
1368 CEA-AAA-BST Six3 Sp9 Gaba_5
GABA
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0378 CEA-AAA-BST Six3 Sp9 Gaba_6
[-]
1369 CEA-AAA-BST Six3 Sp9 Gaba_6
GABA
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0379 CEA-AAA-BST Six3 Sp9 Gaba_7
[-]
1370 CEA-AAA-BST Six3 Sp9 Gaba_7
GABA
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0380 CEA-AAA-BST Six3 Sp9 Gaba_8
[-]
1371 CEA-AAA-BST Six3 Sp9 Gaba_8
GABA
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0380 CEA-AAA-BST Six3 Sp9 Gaba_8
[-]
1372 CEA-AAA-BST Six3 Sp9 Gaba_8
GABA
11 CNU-HYa GABA
[-]
081 ACB-BST-FS D1 Gaba
[-]
0381 ACB-BST-FS D1 Gaba_1
[-]
1373 ACB-BST-FS D1 Gaba_1
GABA
11 CNU-HYa GABA
[-]
081 ACB-BST-FS D1 Gaba
[-]
0381 ACB-BST-FS D1 Gaba_1
[-]
1374 ACB-BST-FS D1 Gaba_1
GABA
11 CNU-HYa GABA
[-]
081 ACB-BST-FS D1 Gaba
[-]
0381 ACB-BST-FS D1 Gaba_1
[-]
1375 ACB-BST-FS D1 Gaba_1
GABA
11 CNU-HYa GABA
[-]
081 ACB-BST-FS D1 Gaba
[-]
0382 ACB-BST-FS D1 Gaba_2
[-]
1376 ACB-BST-FS D1 Gaba_2
GABA
11 CNU-HYa GABA
[-]
081 ACB-BST-FS D1 Gaba
[-]
0382 ACB-BST-FS D1 Gaba_2
[-]
1377 ACB-BST-FS D1 Gaba_2
GABA
11 CNU-HYa GABA
[-]
081 ACB-BST-FS D1 Gaba
[-]
0382 ACB-BST-FS D1 Gaba_2
[-]
1378 ACB-BST-FS D1 Gaba_2
GABA
11 CNU-HYa GABA
[-]
081 ACB-BST-FS D1 Gaba
[-]
0382 ACB-BST-FS D1 Gaba_2
[-]
1379 ACB-BST-FS D1 Gaba_2
GABA
11 CNU-HYa GABA
[-]
081 ACB-BST-FS D1 Gaba
[-]
0383 ACB-BST-FS D1 Gaba_3
[-]
1380 ACB-BST-FS D1 Gaba_3
GABA
11 CNU-HYa GABA
[-]
081 ACB-BST-FS D1 Gaba
[-]
0383 ACB-BST-FS D1 Gaba_3
[-]
1381 ACB-BST-FS D1 Gaba_3
Glut-GABA
11 CNU-HYa GABA
[-]
081 ACB-BST-FS D1 Gaba
[-]
0383 ACB-BST-FS D1 Gaba_3
[-]
1382 ACB-BST-FS D1 Gaba_3
Glut-GABA
11 CNU-HYa GABA
[-]
081 ACB-BST-FS D1 Gaba
[-]
0383 ACB-BST-FS D1 Gaba_3
[-]
1383 ACB-BST-FS D1 Gaba_3
GABA
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0384 CEA-BST Ebf1 Pdyn Gaba_1
[-]
1384 CEA-BST Ebf1 Pdyn Gaba_1
GABA
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0384 CEA-BST Ebf1 Pdyn Gaba_1
[-]
1385 CEA-BST Ebf1 Pdyn Gaba_1
GABA
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0384 CEA-BST Ebf1 Pdyn Gaba_1
[-]
1386 CEA-BST Ebf1 Pdyn Gaba_1
GABA
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0385 CEA-BST Ebf1 Pdyn Gaba_2
[-]
1387 CEA-BST Ebf1 Pdyn Gaba_2
GABA
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0385 CEA-BST Ebf1 Pdyn Gaba_2
[-]
1388 CEA-BST Ebf1 Pdyn Gaba_2
GABA
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0385 CEA-BST Ebf1 Pdyn Gaba_2
[-]
1389 CEA-BST Ebf1 Pdyn Gaba_2
GABA
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0386 CEA-BST Ebf1 Pdyn Gaba_3
[-]
1390 CEA-BST Ebf1 Pdyn Gaba_3
GABA
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0386 CEA-BST Ebf1 Pdyn Gaba_3
[-]
1391 CEA-BST Ebf1 Pdyn Gaba_3
GABA
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0386 CEA-BST Ebf1 Pdyn Gaba_3
[-]
1392 CEA-BST Ebf1 Pdyn Gaba_3
GABA
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0386 CEA-BST Ebf1 Pdyn Gaba_3
[-]
1393 CEA-BST Ebf1 Pdyn Gaba_3
GABA
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0386 CEA-BST Ebf1 Pdyn Gaba_3
[-]
1394 CEA-BST Ebf1 Pdyn Gaba_3
GABA
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0387 CEA-BST Ebf1 Pdyn Gaba_4
[-]
1395 CEA-BST Ebf1 Pdyn Gaba_4
GABA
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0387 CEA-BST Ebf1 Pdyn Gaba_4
[-]
1396 CEA-BST Ebf1 Pdyn Gaba_4
GABA
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0387 CEA-BST Ebf1 Pdyn Gaba_4
[-]
1397 CEA-BST Ebf1 Pdyn Gaba_4
GABA
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0388 CEA-BST Ebf1 Pdyn Gaba_5
[-]
1398 CEA-BST Ebf1 Pdyn Gaba_5
GABA
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0388 CEA-BST Ebf1 Pdyn Gaba_5
[-]
1399 CEA-BST Ebf1 Pdyn Gaba_5
GABA
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0388 CEA-BST Ebf1 Pdyn Gaba_5
[-]
1400 CEA-BST Ebf1 Pdyn Gaba_5
GABA
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0388 CEA-BST Ebf1 Pdyn Gaba_5
[-]
1401 CEA-BST Ebf1 Pdyn Gaba_5
GABA
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0389 CEA-BST Ebf1 Pdyn Gaba_6
[-]
1402 CEA-BST Ebf1 Pdyn Gaba_6
GABA
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0389 CEA-BST Ebf1 Pdyn Gaba_6
[-]
1403 CEA-BST Ebf1 Pdyn Gaba_6
GABA
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0390 CEA-BST Ebf1 Pdyn Gaba_7
[-]
1404 CEA-BST Ebf1 Pdyn Gaba_7
GABA
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0391 CEA-BST Ebf1 Pdyn Gaba_8
[-]
1405 CEA-BST Ebf1 Pdyn Gaba_8
GABA
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0391 CEA-BST Ebf1 Pdyn Gaba_8
[-]
1406 CEA-BST Ebf1 Pdyn Gaba_8
GABA
11 CNU-HYa GABA
[-]
083 CEA-BST Rai14 Pdyn Crh Gaba
[-]
0392 CEA-BST Rai14 Pdyn Crh Gaba_1
[-]
1407 CEA-BST Rai14 Pdyn Crh Gaba_1
GABA
11 CNU-HYa GABA
[-]
083 CEA-BST Rai14 Pdyn Crh Gaba
[-]
0392 CEA-BST Rai14 Pdyn Crh Gaba_1
[-]
1408 CEA-BST Rai14 Pdyn Crh Gaba_1
GABA
11 CNU-HYa GABA
[-]
083 CEA-BST Rai14 Pdyn Crh Gaba
[-]
0393 CEA-BST Rai14 Pdyn Crh Gaba_2
[-]
1409 CEA-BST Rai14 Pdyn Crh Gaba_2
GABA
11 CNU-HYa GABA
[-]
083 CEA-BST Rai14 Pdyn Crh Gaba
[-]
0393 CEA-BST Rai14 Pdyn Crh Gaba_2
[-]
1410 CEA-BST Rai14 Pdyn Crh Gaba_2
GABA
11 CNU-HYa GABA
[-]
084 BST-SI-AAA Six3 Slc22a3 Gaba
[-]
0394 BST-SI-AAA Six3 Slc22a3 Gaba_1
[-]
1411 BST-SI-AAA Six3 Slc22a3 Gaba_1
GABA
11 CNU-HYa GABA
[-]
084 BST-SI-AAA Six3 Slc22a3 Gaba
[-]
0394 BST-SI-AAA Six3 Slc22a3 Gaba_1
[-]
1412 BST-SI-AAA Six3 Slc22a3 Gaba_1
GABA
11 CNU-HYa GABA
[-]
084 BST-SI-AAA Six3 Slc22a3 Gaba
[-]
0394 BST-SI-AAA Six3 Slc22a3 Gaba_1
[-]
1413 BST-SI-AAA Six3 Slc22a3 Gaba_1
GABA
11 CNU-HYa GABA
[-]
084 BST-SI-AAA Six3 Slc22a3 Gaba
[-]
0395 BST-SI-AAA Six3 Slc22a3 Gaba_2
[-]
1414 BST-SI-AAA Six3 Slc22a3 Gaba_2
GABA
11 CNU-HYa GABA
[-]
084 BST-SI-AAA Six3 Slc22a3 Gaba
[-]
0395 BST-SI-AAA Six3 Slc22a3 Gaba_2
[-]
1415 BST-SI-AAA Six3 Slc22a3 Gaba_2
GABA
11 CNU-HYa GABA
[-]
084 BST-SI-AAA Six3 Slc22a3 Gaba
[-]
0395 BST-SI-AAA Six3 Slc22a3 Gaba_2
[-]
1416 BST-SI-AAA Six3 Slc22a3 Gaba_2
GABA
11 CNU-HYa GABA
[-]
084 BST-SI-AAA Six3 Slc22a3 Gaba
[-]
0395 BST-SI-AAA Six3 Slc22a3 Gaba_2
[-]
1417 BST-SI-AAA Six3 Slc22a3 Gaba_2
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0396 SI-MPO-LPO Lhx8 Gaba_1
[-]
1418 SI-MPO-LPO Lhx8 Gaba_1
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0396 SI-MPO-LPO Lhx8 Gaba_1
[-]
1419 SI-MPO-LPO Lhx8 Gaba_1
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0396 SI-MPO-LPO Lhx8 Gaba_1
[-]
1420 SI-MPO-LPO Lhx8 Gaba_1
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0396 SI-MPO-LPO Lhx8 Gaba_1
[-]
1421 SI-MPO-LPO Lhx8 Gaba_1
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0396 SI-MPO-LPO Lhx8 Gaba_1
[-]
1422 SI-MPO-LPO Lhx8 Gaba_1
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0396 SI-MPO-LPO Lhx8 Gaba_1
[-]
1423 SI-MPO-LPO Lhx8 Gaba_1
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0396 SI-MPO-LPO Lhx8 Gaba_1
[-]
1424 SI-MPO-LPO Lhx8 Gaba_1
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0396 SI-MPO-LPO Lhx8 Gaba_1
[-]
1425 SI-MPO-LPO Lhx8 Gaba_1
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0396 SI-MPO-LPO Lhx8 Gaba_1
[-]
1426 SI-MPO-LPO Lhx8 Gaba_1
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0396 SI-MPO-LPO Lhx8 Gaba_1
[-]
1427 SI-MPO-LPO Lhx8 Gaba_1
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0396 SI-MPO-LPO Lhx8 Gaba_1
[-]
1428 SI-MPO-LPO Lhx8 Gaba_1
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0397 SI-MPO-LPO Lhx8 Gaba_2
[-]
1429 SI-MPO-LPO Lhx8 Gaba_2
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0397 SI-MPO-LPO Lhx8 Gaba_2
[-]
1430 SI-MPO-LPO Lhx8 Gaba_2
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0397 SI-MPO-LPO Lhx8 Gaba_2
[-]
1431 SI-MPO-LPO Lhx8 Gaba_2
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0397 SI-MPO-LPO Lhx8 Gaba_2
[-]
1432 SI-MPO-LPO Lhx8 Gaba_2
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0397 SI-MPO-LPO Lhx8 Gaba_2
[-]
1433 SI-MPO-LPO Lhx8 Gaba_2
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0397 SI-MPO-LPO Lhx8 Gaba_2
[-]
1434 SI-MPO-LPO Lhx8 Gaba_2
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0397 SI-MPO-LPO Lhx8 Gaba_2
[-]
1435 SI-MPO-LPO Lhx8 Gaba_2
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0397 SI-MPO-LPO Lhx8 Gaba_2
[-]
1436 SI-MPO-LPO Lhx8 Gaba_2
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0397 SI-MPO-LPO Lhx8 Gaba_2
[-]
1437 SI-MPO-LPO Lhx8 Gaba_2
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0397 SI-MPO-LPO Lhx8 Gaba_2
[-]
1438 SI-MPO-LPO Lhx8 Gaba_2
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0398 SI-MPO-LPO Lhx8 Gaba_3
[-]
1439 SI-MPO-LPO Lhx8 Gaba_3
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0398 SI-MPO-LPO Lhx8 Gaba_3
[-]
1440 SI-MPO-LPO Lhx8 Gaba_3
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0398 SI-MPO-LPO Lhx8 Gaba_3
[-]
1441 SI-MPO-LPO Lhx8 Gaba_3
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0398 SI-MPO-LPO Lhx8 Gaba_3
[-]
1442 SI-MPO-LPO Lhx8 Gaba_3
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0398 SI-MPO-LPO Lhx8 Gaba_3
[-]
1443 SI-MPO-LPO Lhx8 Gaba_3
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0398 SI-MPO-LPO Lhx8 Gaba_3
[-]
1444 SI-MPO-LPO Lhx8 Gaba_3
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0398 SI-MPO-LPO Lhx8 Gaba_3
[-]
1445 SI-MPO-LPO Lhx8 Gaba_3
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0399 SI-MPO-LPO Lhx8 Gaba_4
[-]
1446 SI-MPO-LPO Lhx8 Gaba_4
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0399 SI-MPO-LPO Lhx8 Gaba_4
[-]
1447 SI-MPO-LPO Lhx8 Gaba_4
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0399 SI-MPO-LPO Lhx8 Gaba_4
[-]
1448 SI-MPO-LPO Lhx8 Gaba_4
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0399 SI-MPO-LPO Lhx8 Gaba_4
[-]
1449 SI-MPO-LPO Lhx8 Gaba_4
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0399 SI-MPO-LPO Lhx8 Gaba_4
[-]
1450 SI-MPO-LPO Lhx8 Gaba_4
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0400 SI-MPO-LPO Lhx8 Gaba_5
[-]
1451 SI-MPO-LPO Lhx8 Gaba_5
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0400 SI-MPO-LPO Lhx8 Gaba_5
[-]
1452 SI-MPO-LPO Lhx8 Gaba_5
Glut-GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0400 SI-MPO-LPO Lhx8 Gaba_5
[-]
1453 SI-MPO-LPO Lhx8 Gaba_5
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0400 SI-MPO-LPO Lhx8 Gaba_5
[-]
1454 SI-MPO-LPO Lhx8 Gaba_5
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0400 SI-MPO-LPO Lhx8 Gaba_5
[-]
1455 SI-MPO-LPO Lhx8 Gaba_5
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0401 SI-MPO-LPO Lhx8 Gaba_6
[-]
1456 SI-MPO-LPO Lhx8 Gaba_6
GABA
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0402 MPO-ADP Lhx8 Gaba_1
[-]
1457 MPO-ADP Lhx8 Gaba_1
GABA
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0402 MPO-ADP Lhx8 Gaba_1
[-]
1458 MPO-ADP Lhx8 Gaba_1
GABA
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0402 MPO-ADP Lhx8 Gaba_1
[-]
1459 MPO-ADP Lhx8 Gaba_1
GABA
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0403 MPO-ADP Lhx8 Gaba_2
[-]
1460 MPO-ADP Lhx8 Gaba_2
GABA
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0403 MPO-ADP Lhx8 Gaba_2
[-]
1461 MPO-ADP Lhx8 Gaba_2
GABA
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0403 MPO-ADP Lhx8 Gaba_2
[-]
1462 MPO-ADP Lhx8 Gaba_2
GABA
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0403 MPO-ADP Lhx8 Gaba_2
[-]
1463 MPO-ADP Lhx8 Gaba_2
GABA
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0403 MPO-ADP Lhx8 Gaba_2
[-]
1464 MPO-ADP Lhx8 Gaba_2
GABA
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0403 MPO-ADP Lhx8 Gaba_2
[-]
1465 MPO-ADP Lhx8 Gaba_2
GABA
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0404 MPO-ADP Lhx8 Gaba_3
[-]
1466 MPO-ADP Lhx8 Gaba_3
GABA
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0404 MPO-ADP Lhx8 Gaba_3
[-]
1467 MPO-ADP Lhx8 Gaba_3
GABA
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0404 MPO-ADP Lhx8 Gaba_3
[-]
1468 MPO-ADP Lhx8 Gaba_3
GABA
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0404 MPO-ADP Lhx8 Gaba_3
[-]
1469 MPO-ADP Lhx8 Gaba_3
Dopa
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0404 MPO-ADP Lhx8 Gaba_3
[-]
1470 MPO-ADP Lhx8 Gaba_3
GABA
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0404 MPO-ADP Lhx8 Gaba_3
[-]
1471 MPO-ADP Lhx8 Gaba_3
GABA
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0405 MPO-ADP Lhx8 Gaba_4
[-]
1472 MPO-ADP Lhx8 Gaba_4
GABA
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0405 MPO-ADP Lhx8 Gaba_4
[-]
1473 MPO-ADP Lhx8 Gaba_4
GABA
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0405 MPO-ADP Lhx8 Gaba_4
[-]
1474 MPO-ADP Lhx8 Gaba_4
GABA
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0405 MPO-ADP Lhx8 Gaba_4
[-]
1475 MPO-ADP Lhx8 Gaba_4
GABA
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0405 MPO-ADP Lhx8 Gaba_4
[-]
1476 MPO-ADP Lhx8 Gaba_4
GABA
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0405 MPO-ADP Lhx8 Gaba_4
[-]
1477 MPO-ADP Lhx8 Gaba_4
GABA
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0405 MPO-ADP Lhx8 Gaba_4
[-]
1478 MPO-ADP Lhx8 Gaba_4
GABA
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0405 MPO-ADP Lhx8 Gaba_4
[-]
1479 MPO-ADP Lhx8 Gaba_4
GABA
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0406 MPO-ADP Lhx8 Gaba_5
[-]
1480 MPO-ADP Lhx8 Gaba_5
GABA
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0406 MPO-ADP Lhx8 Gaba_5
[-]
1481 MPO-ADP Lhx8 Gaba_5
GABA
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0406 MPO-ADP Lhx8 Gaba_5
[-]
1482 MPO-ADP Lhx8 Gaba_5
GABA
11 CNU-HYa GABA
[-]
087 MPN-MPO-LPO Lhx6 Zfhx3 Gaba
[-]
0407 MPN-MPO-LPO Lhx6 Zfhx3 Gaba_1
[-]
1483 MPN-MPO-LPO Lhx6 Zfhx3 Gaba_1
GABA
11 CNU-HYa GABA
[-]
087 MPN-MPO-LPO Lhx6 Zfhx3 Gaba
[-]
0407 MPN-MPO-LPO Lhx6 Zfhx3 Gaba_1
[-]
1484 MPN-MPO-LPO Lhx6 Zfhx3 Gaba_1
GABA
11 CNU-HYa GABA
[-]
087 MPN-MPO-LPO Lhx6 Zfhx3 Gaba
[-]
0407 MPN-MPO-LPO Lhx6 Zfhx3 Gaba_1
[-]
1485 MPN-MPO-LPO Lhx6 Zfhx3 Gaba_1
GABA
11 CNU-HYa GABA
[-]
087 MPN-MPO-LPO Lhx6 Zfhx3 Gaba
[-]
0407 MPN-MPO-LPO Lhx6 Zfhx3 Gaba_1
[-]
1486 MPN-MPO-LPO Lhx6 Zfhx3 Gaba_1
GABA
11 CNU-HYa GABA
[-]
087 MPN-MPO-LPO Lhx6 Zfhx3 Gaba
[-]
0407 MPN-MPO-LPO Lhx6 Zfhx3 Gaba_1
[-]
1487 MPN-MPO-LPO Lhx6 Zfhx3 Gaba_1
GABA
11 CNU-HYa GABA
[-]
087 MPN-MPO-LPO Lhx6 Zfhx3 Gaba
[-]
0407 MPN-MPO-LPO Lhx6 Zfhx3 Gaba_1
[-]
1488 MPN-MPO-LPO Lhx6 Zfhx3 Gaba_1
GABA
11 CNU-HYa GABA
[-]
087 MPN-MPO-LPO Lhx6 Zfhx3 Gaba
[-]
0408 MPN-MPO-LPO Lhx6 Zfhx3 Gaba_2
[-]
1489 MPN-MPO-LPO Lhx6 Zfhx3 Gaba_2
GABA
11 CNU-HYa GABA
[-]
087 MPN-MPO-LPO Lhx6 Zfhx3 Gaba
[-]
0408 MPN-MPO-LPO Lhx6 Zfhx3 Gaba_2
[-]
1490 MPN-MPO-LPO Lhx6 Zfhx3 Gaba_2
GABA
11 CNU-HYa GABA
[-]
087 MPN-MPO-LPO Lhx6 Zfhx3 Gaba
[-]
0408 MPN-MPO-LPO Lhx6 Zfhx3 Gaba_2
[-]
1491 MPN-MPO-LPO Lhx6 Zfhx3 Gaba_2
GABA
11 CNU-HYa GABA
[-]
087 MPN-MPO-LPO Lhx6 Zfhx3 Gaba
[-]
0408 MPN-MPO-LPO Lhx6 Zfhx3 Gaba_2
[-]
1492 MPN-MPO-LPO Lhx6 Zfhx3 Gaba_2
GABA
11 CNU-HYa GABA
[-]
088 BST Tac2 Gaba
[-]
0409 BST Tac2 Gaba_1
[-]
1493 BST Tac2 Gaba_1
GABA
11 CNU-HYa GABA
[-]
088 BST Tac2 Gaba
[-]
0409 BST Tac2 Gaba_1
[-]
1494 BST Tac2 Gaba_1
GABA
11 CNU-HYa GABA
[-]
088 BST Tac2 Gaba
[-]
0409 BST Tac2 Gaba_1
[-]
1495 BST Tac2 Gaba_1
GABA
11 CNU-HYa GABA
[-]
088 BST Tac2 Gaba
[-]
0409 BST Tac2 Gaba_1
[-]
1496 BST Tac2 Gaba_1
GABA
11 CNU-HYa GABA
[-]
088 BST Tac2 Gaba
[-]
0409 BST Tac2 Gaba_1
[-]
1497 BST Tac2 Gaba_1
GABA
11 CNU-HYa GABA
[-]
088 BST Tac2 Gaba
[-]
0409 BST Tac2 Gaba_1
[-]
1498 BST Tac2 Gaba_1
GABA
11 CNU-HYa GABA
[-]
088 BST Tac2 Gaba
[-]
0410 BST Tac2 Gaba_2
[-]
1499 BST Tac2 Gaba_2
GABA
11 CNU-HYa GABA
[-]
088 BST Tac2 Gaba
[-]
0410 BST Tac2 Gaba_2
[-]
1500 BST Tac2 Gaba_2
GABA
11 CNU-HYa GABA
[-]
088 BST Tac2 Gaba
[-]
0410 BST Tac2 Gaba_2
[-]
1501 BST Tac2 Gaba_2
GABA
11 CNU-HYa GABA
[-]
088 BST Tac2 Gaba
[-]
0410 BST Tac2 Gaba_2
[-]
1502 BST Tac2 Gaba_2
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0411 PVR Six3 Sox3 Gaba_1
[-]
1503 PVR Six3 Sox3 Gaba_1
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0411 PVR Six3 Sox3 Gaba_1
[-]
1504 PVR Six3 Sox3 Gaba_1
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0411 PVR Six3 Sox3 Gaba_1
[-]
1505 PVR Six3 Sox3 Gaba_1
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0411 PVR Six3 Sox3 Gaba_1
[-]
1506 PVR Six3 Sox3 Gaba_1
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0411 PVR Six3 Sox3 Gaba_1
[-]
1507 PVR Six3 Sox3 Gaba_1
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0412 PVR Six3 Sox3 Gaba_2
[-]
1508 PVR Six3 Sox3 Gaba_2
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0412 PVR Six3 Sox3 Gaba_2
[-]
1509 PVR Six3 Sox3 Gaba_2
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0412 PVR Six3 Sox3 Gaba_2
[-]
1510 PVR Six3 Sox3 Gaba_2
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0413 PVR Six3 Sox3 Gaba_3
[-]
1511 PVR Six3 Sox3 Gaba_3
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0413 PVR Six3 Sox3 Gaba_3
[-]
1512 PVR Six3 Sox3 Gaba_3
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0413 PVR Six3 Sox3 Gaba_3
[-]
1513 PVR Six3 Sox3 Gaba_3
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0413 PVR Six3 Sox3 Gaba_3
[-]
1514 PVR Six3 Sox3 Gaba_3
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0414 PVR Six3 Sox3 Gaba_4
[-]
1515 PVR Six3 Sox3 Gaba_4
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0414 PVR Six3 Sox3 Gaba_4
[-]
1516 PVR Six3 Sox3 Gaba_4
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0414 PVR Six3 Sox3 Gaba_4
[-]
1517 PVR Six3 Sox3 Gaba_4
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0414 PVR Six3 Sox3 Gaba_4
[-]
1518 PVR Six3 Sox3 Gaba_4
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0414 PVR Six3 Sox3 Gaba_4
[-]
1519 PVR Six3 Sox3 Gaba_4
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0415 PVR Six3 Sox3 Gaba_5
[-]
1520 PVR Six3 Sox3 Gaba_5
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0415 PVR Six3 Sox3 Gaba_5
[-]
1521 PVR Six3 Sox3 Gaba_5
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0415 PVR Six3 Sox3 Gaba_5
[-]
1522 PVR Six3 Sox3 Gaba_5
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0416 PVR Six3 Sox3 Gaba_6
[-]
1523 PVR Six3 Sox3 Gaba_6
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0417 PVR Six3 Sox3 Gaba_7
[-]
1524 PVR Six3 Sox3 Gaba_7
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0417 PVR Six3 Sox3 Gaba_7
[-]
1525 PVR Six3 Sox3 Gaba_7
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0417 PVR Six3 Sox3 Gaba_7
[-]
1526 PVR Six3 Sox3 Gaba_7
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0418 PVR Six3 Sox3 Gaba_8
[-]
1527 PVR Six3 Sox3 Gaba_8
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0418 PVR Six3 Sox3 Gaba_8
[-]
1528 PVR Six3 Sox3 Gaba_8
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0418 PVR Six3 Sox3 Gaba_8
[-]
1529 PVR Six3 Sox3 Gaba_8
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0418 PVR Six3 Sox3 Gaba_8
[-]
1530 PVR Six3 Sox3 Gaba_8
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0419 PVR Six3 Sox3 Gaba_9
[-]
1531 PVR Six3 Sox3 Gaba_9
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0419 PVR Six3 Sox3 Gaba_9
[-]
1532 PVR Six3 Sox3 Gaba_9
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0419 PVR Six3 Sox3 Gaba_9
[-]
1533 PVR Six3 Sox3 Gaba_9
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0419 PVR Six3 Sox3 Gaba_9
[-]
1534 PVR Six3 Sox3 Gaba_9
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0419 PVR Six3 Sox3 Gaba_9
[-]
1535 PVR Six3 Sox3 Gaba_9
Dopa
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0419 PVR Six3 Sox3 Gaba_9
[-]
1536 PVR Six3 Sox3 Gaba_9
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0419 PVR Six3 Sox3 Gaba_9
[-]
1537 PVR Six3 Sox3 Gaba_9
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0420 BST-MPN Six3 Nrgn Gaba_1
[-]
1538 BST-MPN Six3 Nrgn Gaba_1
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0420 BST-MPN Six3 Nrgn Gaba_1
[-]
1539 BST-MPN Six3 Nrgn Gaba_1
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0421 BST-MPN Six3 Nrgn Gaba_2
[-]
1540 BST-MPN Six3 Nrgn Gaba_2
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0422 BST-MPN Six3 Nrgn Gaba_3
[-]
1541 BST-MPN Six3 Nrgn Gaba_3
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0422 BST-MPN Six3 Nrgn Gaba_3
[-]
1542 BST-MPN Six3 Nrgn Gaba_3
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0422 BST-MPN Six3 Nrgn Gaba_3
[-]
1543 BST-MPN Six3 Nrgn Gaba_3
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0422 BST-MPN Six3 Nrgn Gaba_3
[-]
1544 BST-MPN Six3 Nrgn Gaba_3
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0422 BST-MPN Six3 Nrgn Gaba_3
[-]
1545 BST-MPN Six3 Nrgn Gaba_3
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0422 BST-MPN Six3 Nrgn Gaba_3
[-]
1546 BST-MPN Six3 Nrgn Gaba_3
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0423 BST-MPN Six3 Nrgn Gaba_4
[-]
1547 BST-MPN Six3 Nrgn Gaba_4
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0423 BST-MPN Six3 Nrgn Gaba_4
[-]
1548 BST-MPN Six3 Nrgn Gaba_4
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0423 BST-MPN Six3 Nrgn Gaba_4
[-]
1549 BST-MPN Six3 Nrgn Gaba_4
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0423 BST-MPN Six3 Nrgn Gaba_4
[-]
1550 BST-MPN Six3 Nrgn Gaba_4
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0424 BST-MPN Six3 Nrgn Gaba_5
[-]
1551 BST-MPN Six3 Nrgn Gaba_5
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0424 BST-MPN Six3 Nrgn Gaba_5
[-]
1552 BST-MPN Six3 Nrgn Gaba_5
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0424 BST-MPN Six3 Nrgn Gaba_5
[-]
1553 BST-MPN Six3 Nrgn Gaba_5
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0424 BST-MPN Six3 Nrgn Gaba_5
[-]
1554 BST-MPN Six3 Nrgn Gaba_5
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0424 BST-MPN Six3 Nrgn Gaba_5
[-]
1555 BST-MPN Six3 Nrgn Gaba_5
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0424 BST-MPN Six3 Nrgn Gaba_5
[-]
1556 BST-MPN Six3 Nrgn Gaba_5
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0424 BST-MPN Six3 Nrgn Gaba_5
[-]
1557 BST-MPN Six3 Nrgn Gaba_5
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0425 BST-MPN Six3 Nrgn Gaba_6
[-]
1558 BST-MPN Six3 Nrgn Gaba_6
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0425 BST-MPN Six3 Nrgn Gaba_6
[-]
1559 BST-MPN Six3 Nrgn Gaba_6
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0425 BST-MPN Six3 Nrgn Gaba_6
[-]
1560 BST-MPN Six3 Nrgn Gaba_6
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0425 BST-MPN Six3 Nrgn Gaba_6
[-]
1561 BST-MPN Six3 Nrgn Gaba_6
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0425 BST-MPN Six3 Nrgn Gaba_6
[-]
1562 BST-MPN Six3 Nrgn Gaba_6
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0425 BST-MPN Six3 Nrgn Gaba_6
[-]
1563 BST-MPN Six3 Nrgn Gaba_6
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0425 BST-MPN Six3 Nrgn Gaba_6
[-]
1564 BST-MPN Six3 Nrgn Gaba_6
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0426 BST-MPN Six3 Nrgn Gaba_7
[-]
1565 BST-MPN Six3 Nrgn Gaba_7
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0426 BST-MPN Six3 Nrgn Gaba_7
[-]
1566 BST-MPN Six3 Nrgn Gaba_7
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0426 BST-MPN Six3 Nrgn Gaba_7
[-]
1567 BST-MPN Six3 Nrgn Gaba_7
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0426 BST-MPN Six3 Nrgn Gaba_7
[-]
1568 BST-MPN Six3 Nrgn Gaba_7
GABA
12 HY GABA
[-]
091 ARH-PVi Six6 Dopa-Gaba
[-]
0427 ARH-PVi Six6 Dopa-Gaba_1
[-]
1569 ARH-PVi Six6 Dopa-Gaba_1
Dopa
12 HY GABA
[-]
091 ARH-PVi Six6 Dopa-Gaba
[-]
0427 ARH-PVi Six6 Dopa-Gaba_1
[-]
1570 ARH-PVi Six6 Dopa-Gaba_1
Dopa
12 HY GABA
[-]
091 ARH-PVi Six6 Dopa-Gaba
[-]
0427 ARH-PVi Six6 Dopa-Gaba_1
[-]
1571 ARH-PVi Six6 Dopa-Gaba_1
Dopa
12 HY GABA
[-]
091 ARH-PVi Six6 Dopa-Gaba
[-]
0428 ARH-PVi Six6 Dopa-Gaba_2
[-]
1572 ARH-PVi Six6 Dopa-Gaba_2
Dopa
12 HY GABA
[-]
092 TMv-PMv Tbx3 Hist-Gaba
[-]
0429 TMv-PMv Tbx3 Hist-Gaba_1
[-]
1573 TMv-PMv Tbx3 Hist-Gaba_1
Hist
12 HY GABA
[-]
092 TMv-PMv Tbx3 Hist-Gaba
[-]
0429 TMv-PMv Tbx3 Hist-Gaba_1
[-]
1574 TMv-PMv Tbx3 Hist-Gaba_1
Hist
12 HY GABA
[-]
092 TMv-PMv Tbx3 Hist-Gaba
[-]
0429 TMv-PMv Tbx3 Hist-Gaba_1
[-]
1575 TMv-PMv Tbx3 Hist-Gaba_1
Hist
12 HY GABA
[-]
092 TMv-PMv Tbx3 Hist-Gaba
[-]
0429 TMv-PMv Tbx3 Hist-Gaba_1
[-]
1576 TMv-PMv Tbx3 Hist-Gaba_1
Hist
12 HY GABA
[-]
092 TMv-PMv Tbx3 Hist-Gaba
[-]
0429 TMv-PMv Tbx3 Hist-Gaba_1
[-]
1577 TMv-PMv Tbx3 Hist-Gaba_1
Hist
12 HY GABA
[-]
092 TMv-PMv Tbx3 Hist-Gaba
[-]
0430 TMv-PMv Tbx3 Hist-Gaba_2
[-]
1578 TMv-PMv Tbx3 Hist-Gaba_2
GABA
12 HY GABA
[-]
092 TMv-PMv Tbx3 Hist-Gaba
[-]
0430 TMv-PMv Tbx3 Hist-Gaba_2
[-]
1579 TMv-PMv Tbx3 Hist-Gaba_2
GABA
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0431 RT-ZI Gnb3 Gaba_1
[-]
1580 RT-ZI Gnb3 Gaba_1
GABA
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0431 RT-ZI Gnb3 Gaba_1
[-]
1581 RT-ZI Gnb3 Gaba_1
GABA
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0431 RT-ZI Gnb3 Gaba_1
[-]
1582 RT-ZI Gnb3 Gaba_1
GABA
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0431 RT-ZI Gnb3 Gaba_1
[-]
1583 RT-ZI Gnb3 Gaba_1
GABA
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0431 RT-ZI Gnb3 Gaba_1
[-]
1584 RT-ZI Gnb3 Gaba_1
GABA
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0431 RT-ZI Gnb3 Gaba_1
[-]
1585 RT-ZI Gnb3 Gaba_1
GABA
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0432 RT-ZI Gnb3 Gaba_2
[-]
1586 RT-ZI Gnb3 Gaba_2
GABA
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0432 RT-ZI Gnb3 Gaba_2
[-]
1587 RT-ZI Gnb3 Gaba_2
GABA
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0432 RT-ZI Gnb3 Gaba_2
[-]
1588 RT-ZI Gnb3 Gaba_2
GABA
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0432 RT-ZI Gnb3 Gaba_2
[-]
1589 RT-ZI Gnb3 Gaba_2
GABA
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0432 RT-ZI Gnb3 Gaba_2
[-]
1590 RT-ZI Gnb3 Gaba_2
GABA
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0433 RT-ZI Gnb3 Gaba_3
[-]
1591 RT-ZI Gnb3 Gaba_3
GABA
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0433 RT-ZI Gnb3 Gaba_3
[-]
1592 RT-ZI Gnb3 Gaba_3
GABA
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0433 RT-ZI Gnb3 Gaba_3
[-]
1593 RT-ZI Gnb3 Gaba_3
GABA
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0433 RT-ZI Gnb3 Gaba_3
[-]
1594 RT-ZI Gnb3 Gaba_3
GABA
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0434 RT-ZI Gnb3 Gaba_4
[-]
1595 RT-ZI Gnb3 Gaba_4
GABA
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0434 RT-ZI Gnb3 Gaba_4
[-]
1596 RT-ZI Gnb3 Gaba_4
GABA
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0434 RT-ZI Gnb3 Gaba_4
[-]
1597 RT-ZI Gnb3 Gaba_4
GABA
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0434 RT-ZI Gnb3 Gaba_4
[-]
1598 RT-ZI Gnb3 Gaba_4
GABA
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0434 RT-ZI Gnb3 Gaba_4
[-]
1599 RT-ZI Gnb3 Gaba_4
GABA
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0435 RT-ZI Gnb3 Gaba_5
[-]
1600 RT-ZI Gnb3 Gaba_5
GABA
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0435 RT-ZI Gnb3 Gaba_5
[-]
1601 RT-ZI Gnb3 Gaba_5
GABA
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0435 RT-ZI Gnb3 Gaba_5
[-]
1602 RT-ZI Gnb3 Gaba_5
GABA
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0435 RT-ZI Gnb3 Gaba_5
[-]
1603 RT-ZI Gnb3 Gaba_5
GABA
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0435 RT-ZI Gnb3 Gaba_5
[-]
1604 RT-ZI Gnb3 Gaba_5
GABA
12 HY GABA
[-]
094 SCH Six6 Cdc14a Gaba
[-]
0436 SCH Six6 Cdc14a Gaba_1
[-]
1605 SCH Six6 Cdc14a Gaba_1
GABA
12 HY GABA
[-]
094 SCH Six6 Cdc14a Gaba
[-]
0436 SCH Six6 Cdc14a Gaba_1
[-]
1606 SCH Six6 Cdc14a Gaba_1
GABA
12 HY GABA
[-]
094 SCH Six6 Cdc14a Gaba
[-]
0436 SCH Six6 Cdc14a Gaba_1
[-]
1607 SCH Six6 Cdc14a Gaba_1
GABA
12 HY GABA
[-]
094 SCH Six6 Cdc14a Gaba
[-]
0436 SCH Six6 Cdc14a Gaba_1
[-]
1608 SCH Six6 Cdc14a Gaba_1
GABA
12 HY GABA
[-]
094 SCH Six6 Cdc14a Gaba
[-]
0436 SCH Six6 Cdc14a Gaba_1
[-]
1609 SCH Six6 Cdc14a Gaba_1
GABA
12 HY GABA
[-]
094 SCH Six6 Cdc14a Gaba
[-]
0436 SCH Six6 Cdc14a Gaba_1
[-]
1610 SCH Six6 Cdc14a Gaba_1
GABA
12 HY GABA
[-]
094 SCH Six6 Cdc14a Gaba
[-]
0437 SCH Six6 Cdc14a Gaba_2
[-]
1611 SCH Six6 Cdc14a Gaba_2
GABA
12 HY GABA
[-]
094 SCH Six6 Cdc14a Gaba
[-]
0437 SCH Six6 Cdc14a Gaba_2
[-]
1612 SCH Six6 Cdc14a Gaba_2
GABA
12 HY GABA
[-]
094 SCH Six6 Cdc14a Gaba
[-]
0437 SCH Six6 Cdc14a Gaba_2
[-]
1613 SCH Six6 Cdc14a Gaba_2
GABA
12 HY GABA
[-]
094 SCH Six6 Cdc14a Gaba
[-]
0437 SCH Six6 Cdc14a Gaba_2
[-]
1614 SCH Six6 Cdc14a Gaba_2
GABA
12 HY GABA
[-]
094 SCH Six6 Cdc14a Gaba
[-]
0438 SCH Six6 Cdc14a Gaba_3
[-]
1615 SCH Six6 Cdc14a Gaba_3
GABA
12 HY GABA
[-]
094 SCH Six6 Cdc14a Gaba
[-]
0438 SCH Six6 Cdc14a Gaba_3
[-]
1616 SCH Six6 Cdc14a Gaba_3
GABA
12 HY GABA
[-]
094 SCH Six6 Cdc14a Gaba
[-]
0438 SCH Six6 Cdc14a Gaba_3
[-]
1617 SCH Six6 Cdc14a Gaba_3
GABA
12 HY GABA
[-]
094 SCH Six6 Cdc14a Gaba
[-]
0438 SCH Six6 Cdc14a Gaba_3
[-]
1618 SCH Six6 Cdc14a Gaba_3
GABA
12 HY GABA
[-]
095 DMH Prdm13 Gaba
[-]
0439 DMH Prdm13 Gaba_1
[-]
1619 DMH Prdm13 Gaba_1
GABA
12 HY GABA
[-]
095 DMH Prdm13 Gaba
[-]
0439 DMH Prdm13 Gaba_1
[-]
1620 DMH Prdm13 Gaba_1
GABA
12 HY GABA
[-]
095 DMH Prdm13 Gaba
[-]
0439 DMH Prdm13 Gaba_1
[-]
1621 DMH Prdm13 Gaba_1
GABA
12 HY GABA
[-]
095 DMH Prdm13 Gaba
[-]
0439 DMH Prdm13 Gaba_1
[-]
1622 DMH Prdm13 Gaba_1
GABA
12 HY GABA
[-]
095 DMH Prdm13 Gaba
[-]
0440 DMH Prdm13 Gaba_2
[-]
1623 DMH Prdm13 Gaba_2
GABA
12 HY GABA
[-]
095 DMH Prdm13 Gaba
[-]
0440 DMH Prdm13 Gaba_2
[-]
1624 DMH Prdm13 Gaba_2
GABA
12 HY GABA
[-]
096 PVHd Gsc Gaba
[-]
0441 PVHd Gsc Gaba_1
[-]
1625 PVHd Gsc Gaba_1
GABA
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0442 PVHd-SBPV Six3 Prox1 Gaba_1
[-]
1626 PVHd-SBPV Six3 Prox1 Gaba_1
GABA
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0442 PVHd-SBPV Six3 Prox1 Gaba_1
[-]
1627 PVHd-SBPV Six3 Prox1 Gaba_1
GABA
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0442 PVHd-SBPV Six3 Prox1 Gaba_1
[-]
1628 PVHd-SBPV Six3 Prox1 Gaba_1
GABA
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0442 PVHd-SBPV Six3 Prox1 Gaba_1
[-]
1629 PVHd-SBPV Six3 Prox1 Gaba_1
GABA
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0442 PVHd-SBPV Six3 Prox1 Gaba_1
[-]
1630 PVHd-SBPV Six3 Prox1 Gaba_1
GABA
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0442 PVHd-SBPV Six3 Prox1 Gaba_1
[-]
1631 PVHd-SBPV Six3 Prox1 Gaba_1
GABA
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0442 PVHd-SBPV Six3 Prox1 Gaba_1
[-]
1632 PVHd-SBPV Six3 Prox1 Gaba_1
GABA
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0443 PVHd-SBPV Six3 Prox1 Gaba_2
[-]
1633 PVHd-SBPV Six3 Prox1 Gaba_2
GABA
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0443 PVHd-SBPV Six3 Prox1 Gaba_2
[-]
1634 PVHd-SBPV Six3 Prox1 Gaba_2
GABA
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0443 PVHd-SBPV Six3 Prox1 Gaba_2
[-]
1635 PVHd-SBPV Six3 Prox1 Gaba_2
GABA
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0443 PVHd-SBPV Six3 Prox1 Gaba_2
[-]
1636 PVHd-SBPV Six3 Prox1 Gaba_2
GABA
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0443 PVHd-SBPV Six3 Prox1 Gaba_2
[-]
1637 PVHd-SBPV Six3 Prox1 Gaba_2
GABA
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0444 PVHd-SBPV Six3 Prox1 Gaba_3
[-]
1638 PVHd-SBPV Six3 Prox1 Gaba_3
GABA
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0444 PVHd-SBPV Six3 Prox1 Gaba_3
[-]
1639 PVHd-SBPV Six3 Prox1 Gaba_3
GABA
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0444 PVHd-SBPV Six3 Prox1 Gaba_3
[-]
1640 PVHd-SBPV Six3 Prox1 Gaba_3
GABA
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0444 PVHd-SBPV Six3 Prox1 Gaba_3
[-]
1641 PVHd-SBPV Six3 Prox1 Gaba_3
GABA
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0445 PVHd-SBPV Six3 Prox1 Gaba_4
[-]
1642 PVHd-SBPV Six3 Prox1 Gaba_4
GABA
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0445 PVHd-SBPV Six3 Prox1 Gaba_4
[-]
1643 PVHd-SBPV Six3 Prox1 Gaba_4
GABA
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0445 PVHd-SBPV Six3 Prox1 Gaba_4
[-]
1644 PVHd-SBPV Six3 Prox1 Gaba_4
GABA
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0445 PVHd-SBPV Six3 Prox1 Gaba_4
[-]
1645 PVHd-SBPV Six3 Prox1 Gaba_4
GABA
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0445 PVHd-SBPV Six3 Prox1 Gaba_4
[-]
1646 PVHd-SBPV Six3 Prox1 Gaba_4
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0446 AHN-SBPV-PVHd Pdrm12 Gaba_1
[-]
1647 AHN-SBPV-PVHd Pdrm12 Gaba_1
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0446 AHN-SBPV-PVHd Pdrm12 Gaba_1
[-]
1648 AHN-SBPV-PVHd Pdrm12 Gaba_1
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0446 AHN-SBPV-PVHd Pdrm12 Gaba_1
[-]
1649 AHN-SBPV-PVHd Pdrm12 Gaba_1
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0446 AHN-SBPV-PVHd Pdrm12 Gaba_1
[-]
1650 AHN-SBPV-PVHd Pdrm12 Gaba_1
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0447 AHN-SBPV-PVHd Pdrm12 Gaba_2
[-]
1651 AHN-SBPV-PVHd Pdrm12 Gaba_2
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0447 AHN-SBPV-PVHd Pdrm12 Gaba_2
[-]
1652 AHN-SBPV-PVHd Pdrm12 Gaba_2
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0447 AHN-SBPV-PVHd Pdrm12 Gaba_2
[-]
1653 AHN-SBPV-PVHd Pdrm12 Gaba_2
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0447 AHN-SBPV-PVHd Pdrm12 Gaba_2
[-]
1654 AHN-SBPV-PVHd Pdrm12 Gaba_2
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0447 AHN-SBPV-PVHd Pdrm12 Gaba_2
[-]
1655 AHN-SBPV-PVHd Pdrm12 Gaba_2
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0447 AHN-SBPV-PVHd Pdrm12 Gaba_2
[-]
1656 AHN-SBPV-PVHd Pdrm12 Gaba_2
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0448 AHN-SBPV-PVHd Pdrm12 Gaba_3
[-]
1657 AHN-SBPV-PVHd Pdrm12 Gaba_3
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0448 AHN-SBPV-PVHd Pdrm12 Gaba_3
[-]
1658 AHN-SBPV-PVHd Pdrm12 Gaba_3
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0448 AHN-SBPV-PVHd Pdrm12 Gaba_3
[-]
1659 AHN-SBPV-PVHd Pdrm12 Gaba_3
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0448 AHN-SBPV-PVHd Pdrm12 Gaba_3
[-]
1660 AHN-SBPV-PVHd Pdrm12 Gaba_3
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0448 AHN-SBPV-PVHd Pdrm12 Gaba_3
[-]
1661 AHN-SBPV-PVHd Pdrm12 Gaba_3
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0448 AHN-SBPV-PVHd Pdrm12 Gaba_3
[-]
1662 AHN-SBPV-PVHd Pdrm12 Gaba_3
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0449 AHN-SBPV-PVHd Pdrm12 Gaba_4
[-]
1663 AHN-SBPV-PVHd Pdrm12 Gaba_4
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0449 AHN-SBPV-PVHd Pdrm12 Gaba_4
[-]
1664 AHN-SBPV-PVHd Pdrm12 Gaba_4
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0449 AHN-SBPV-PVHd Pdrm12 Gaba_4
[-]
1665 AHN-SBPV-PVHd Pdrm12 Gaba_4
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0449 AHN-SBPV-PVHd Pdrm12 Gaba_4
[-]
1666 AHN-SBPV-PVHd Pdrm12 Gaba_4
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0449 AHN-SBPV-PVHd Pdrm12 Gaba_4
[-]
1667 AHN-SBPV-PVHd Pdrm12 Gaba_4
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0450 AHN-SBPV-PVHd Pdrm12 Gaba_5
[-]
1668 AHN-SBPV-PVHd Pdrm12 Gaba_5
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0450 AHN-SBPV-PVHd Pdrm12 Gaba_5
[-]
1669 AHN-SBPV-PVHd Pdrm12 Gaba_5
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0450 AHN-SBPV-PVHd Pdrm12 Gaba_5
[-]
1670 AHN-SBPV-PVHd Pdrm12 Gaba_5
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0450 AHN-SBPV-PVHd Pdrm12 Gaba_5
[-]
1671 AHN-SBPV-PVHd Pdrm12 Gaba_5
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0451 AHN-SBPV-PVHd Pdrm12 Gaba_6
[-]
1672 AHN-SBPV-PVHd Pdrm12 Gaba_6
Dopa
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0451 AHN-SBPV-PVHd Pdrm12 Gaba_6
[-]
1673 AHN-SBPV-PVHd Pdrm12 Gaba_6
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0451 AHN-SBPV-PVHd Pdrm12 Gaba_6
[-]
1674 AHN-SBPV-PVHd Pdrm12 Gaba_6
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0451 AHN-SBPV-PVHd Pdrm12 Gaba_6
[-]
1675 AHN-SBPV-PVHd Pdrm12 Gaba_6
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0451 AHN-SBPV-PVHd Pdrm12 Gaba_6
[-]
1676 AHN-SBPV-PVHd Pdrm12 Gaba_6
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0451 AHN-SBPV-PVHd Pdrm12 Gaba_6
[-]
1677 AHN-SBPV-PVHd Pdrm12 Gaba_6
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0452 AHN-SBPV-PVHd Pdrm12 Gaba_7
[-]
1678 AHN-SBPV-PVHd Pdrm12 Gaba_7
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0452 AHN-SBPV-PVHd Pdrm12 Gaba_7
[-]
1679 AHN-SBPV-PVHd Pdrm12 Gaba_7
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0452 AHN-SBPV-PVHd Pdrm12 Gaba_7
[-]
1680 AHN-SBPV-PVHd Pdrm12 Gaba_7
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0452 AHN-SBPV-PVHd Pdrm12 Gaba_7
[-]
1681 AHN-SBPV-PVHd Pdrm12 Gaba_7
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0452 AHN-SBPV-PVHd Pdrm12 Gaba_7
[-]
1682 AHN-SBPV-PVHd Pdrm12 Gaba_7
GABA
12 HY GABA
[-]
099 SBPV-PVa Six6 Satb2 Gaba
[-]
0453 SBPV-PVa Six6 Satb2 Gaba_1
[-]
1683 SBPV-PVa Six6 Satb2 Gaba_1
Dopa
12 HY GABA
[-]
099 SBPV-PVa Six6 Satb2 Gaba
[-]
0453 SBPV-PVa Six6 Satb2 Gaba_1
[-]
1684 SBPV-PVa Six6 Satb2 Gaba_1
GABA
12 HY GABA
[-]
099 SBPV-PVa Six6 Satb2 Gaba
[-]
0453 SBPV-PVa Six6 Satb2 Gaba_1
[-]
1685 SBPV-PVa Six6 Satb2 Gaba_1
GABA
12 HY GABA
[-]
099 SBPV-PVa Six6 Satb2 Gaba
[-]
0453 SBPV-PVa Six6 Satb2 Gaba_1
[-]
1686 SBPV-PVa Six6 Satb2 Gaba_1
GABA
12 HY GABA
[-]
099 SBPV-PVa Six6 Satb2 Gaba
[-]
0453 SBPV-PVa Six6 Satb2 Gaba_1
[-]
1687 SBPV-PVa Six6 Satb2 Gaba_1
GABA
12 HY GABA
[-]
099 SBPV-PVa Six6 Satb2 Gaba
[-]
0454 SBPV-PVa Six6 Satb2 Gaba_2
[-]
1688 SBPV-PVa Six6 Satb2 Gaba_2
GABA
12 HY GABA
[-]
099 SBPV-PVa Six6 Satb2 Gaba
[-]
0454 SBPV-PVa Six6 Satb2 Gaba_2
[-]
1689 SBPV-PVa Six6 Satb2 Gaba_2
GABA
12 HY GABA
[-]
099 SBPV-PVa Six6 Satb2 Gaba
[-]
0454 SBPV-PVa Six6 Satb2 Gaba_2
[-]
1690 SBPV-PVa Six6 Satb2 Gaba_2
GABA
12 HY GABA
[-]
099 SBPV-PVa Six6 Satb2 Gaba
[-]
0454 SBPV-PVa Six6 Satb2 Gaba_2
[-]
1691 SBPV-PVa Six6 Satb2 Gaba_2
GABA
12 HY GABA
[-]
099 SBPV-PVa Six6 Satb2 Gaba
[-]
0454 SBPV-PVa Six6 Satb2 Gaba_2
[-]
1692 SBPV-PVa Six6 Satb2 Gaba_2
GABA
12 HY GABA
[-]
099 SBPV-PVa Six6 Satb2 Gaba
[-]
0454 SBPV-PVa Six6 Satb2 Gaba_2
[-]
1693 SBPV-PVa Six6 Satb2 Gaba_2
GABA
12 HY GABA
[-]
099 SBPV-PVa Six6 Satb2 Gaba
[-]
0455 SBPV-PVa Six6 Satb2 Gaba_3
[-]
1694 SBPV-PVa Six6 Satb2 Gaba_3
GABA
12 HY GABA
[-]
099 SBPV-PVa Six6 Satb2 Gaba
[-]
0455 SBPV-PVa Six6 Satb2 Gaba_3
[-]
1695 SBPV-PVa Six6 Satb2 Gaba_3
GABA
12 HY GABA
[-]
099 SBPV-PVa Six6 Satb2 Gaba
[-]
0455 SBPV-PVa Six6 Satb2 Gaba_3
[-]
1696 SBPV-PVa Six6 Satb2 Gaba_3
GABA
12 HY GABA
[-]
099 SBPV-PVa Six6 Satb2 Gaba
[-]
0455 SBPV-PVa Six6 Satb2 Gaba_3
[-]
1697 SBPV-PVa Six6 Satb2 Gaba_3
GABA
12 HY GABA
[-]
100 AHN Onecut3 Gaba
[-]
0456 AHN Onecut3 Gaba_1
[-]
1698 AHN Onecut3 Gaba_1
GABA
12 HY GABA
[-]
100 AHN Onecut3 Gaba
[-]
0456 AHN Onecut3 Gaba_1
[-]
1699 AHN Onecut3 Gaba_1
GABA
12 HY GABA
[-]
100 AHN Onecut3 Gaba
[-]
0456 AHN Onecut3 Gaba_1
[-]
1700 AHN Onecut3 Gaba_1
GABA
12 HY GABA
[-]
100 AHN Onecut3 Gaba
[-]
0456 AHN Onecut3 Gaba_1
[-]
1701 AHN Onecut3 Gaba_1
GABA
12 HY GABA
[-]
100 AHN Onecut3 Gaba
[-]
0456 AHN Onecut3 Gaba_1
[-]
1702 AHN Onecut3 Gaba_1
GABA
12 HY GABA
[-]
100 AHN Onecut3 Gaba
[-]
0456 AHN Onecut3 Gaba_1
[-]
1703 AHN Onecut3 Gaba_1
GABA
12 HY GABA
[-]
100 AHN Onecut3 Gaba
[-]
0456 AHN Onecut3 Gaba_1
[-]
1704 AHN Onecut3 Gaba_1
GABA
12 HY GABA
[-]
100 AHN Onecut3 Gaba
[-]
0457 AHN Onecut3 Gaba_2
[-]
1705 AHN Onecut3 Gaba_2
GABA
12 HY GABA
[-]
100 AHN Onecut3 Gaba
[-]
0457 AHN Onecut3 Gaba_2
[-]
1706 AHN Onecut3 Gaba_2
GABA
12 HY GABA
[-]
100 AHN Onecut3 Gaba
[-]
0457 AHN Onecut3 Gaba_2
[-]
1707 AHN Onecut3 Gaba_2
GABA
12 HY GABA
[-]
100 AHN Onecut3 Gaba
[-]
0457 AHN Onecut3 Gaba_2
[-]
1708 AHN Onecut3 Gaba_2
GABA
12 HY GABA
[-]
100 AHN Onecut3 Gaba
[-]
0457 AHN Onecut3 Gaba_2
[-]
1709 AHN Onecut3 Gaba_2
GABA
12 HY GABA
[-]
100 AHN Onecut3 Gaba
[-]
0458 AHN Onecut3 Gaba_3
[-]
1710 AHN Onecut3 Gaba_3
GABA
12 HY GABA
[-]
100 AHN Onecut3 Gaba
[-]
0458 AHN Onecut3 Gaba_3
[-]
1711 AHN Onecut3 Gaba_3
GABA
12 HY GABA
[-]
100 AHN Onecut3 Gaba
[-]
0458 AHN Onecut3 Gaba_3
[-]
1712 AHN Onecut3 Gaba_3
GABA
12 HY GABA
[-]
100 AHN Onecut3 Gaba
[-]
0458 AHN Onecut3 Gaba_3
[-]
1713 AHN Onecut3 Gaba_3
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0459 ZI Pax6 Gaba_1
[-]
1714 ZI Pax6 Gaba_1
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0459 ZI Pax6 Gaba_1
[-]
1715 ZI Pax6 Gaba_1
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0459 ZI Pax6 Gaba_1
[-]
1716 ZI Pax6 Gaba_1
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0459 ZI Pax6 Gaba_1
[-]
1717 ZI Pax6 Gaba_1
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0459 ZI Pax6 Gaba_1
[-]
1718 ZI Pax6 Gaba_1
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0459 ZI Pax6 Gaba_1
[-]
1719 ZI Pax6 Gaba_1
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0459 ZI Pax6 Gaba_1
[-]
1720 ZI Pax6 Gaba_1
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0459 ZI Pax6 Gaba_1
[-]
1721 ZI Pax6 Gaba_1
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0459 ZI Pax6 Gaba_1
[-]
1722 ZI Pax6 Gaba_1
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0459 ZI Pax6 Gaba_1
[-]
1723 ZI Pax6 Gaba_1
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0459 ZI Pax6 Gaba_1
[-]
1724 ZI Pax6 Gaba_1
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0460 ZI Pax6 Gaba_2
[-]
1725 ZI Pax6 Gaba_2
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0460 ZI Pax6 Gaba_2
[-]
1726 ZI Pax6 Gaba_2
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0460 ZI Pax6 Gaba_2
[-]
1727 ZI Pax6 Gaba_2
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0460 ZI Pax6 Gaba_2
[-]
1728 ZI Pax6 Gaba_2
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0460 ZI Pax6 Gaba_2
[-]
1729 ZI Pax6 Gaba_2
Dopa
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0461 ZI Pax6 Gaba_3
[-]
1730 ZI Pax6 Gaba_3
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0461 ZI Pax6 Gaba_3
[-]
1731 ZI Pax6 Gaba_3
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0461 ZI Pax6 Gaba_3
[-]
1732 ZI Pax6 Gaba_3
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0461 ZI Pax6 Gaba_3
[-]
1733 ZI Pax6 Gaba_3
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0461 ZI Pax6 Gaba_3
[-]
1734 ZI Pax6 Gaba_3
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0461 ZI Pax6 Gaba_3
[-]
1735 ZI Pax6 Gaba_3
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0461 ZI Pax6 Gaba_3
[-]
1736 ZI Pax6 Gaba_3
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0461 ZI Pax6 Gaba_3
[-]
1737 ZI Pax6 Gaba_3
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0461 ZI Pax6 Gaba_3
[-]
1738 ZI Pax6 Gaba_3
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0462 ZI Pax6 Gaba_4
[-]
1739 ZI Pax6 Gaba_4
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0462 ZI Pax6 Gaba_4
[-]
1740 ZI Pax6 Gaba_4
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0462 ZI Pax6 Gaba_4
[-]
1741 ZI Pax6 Gaba_4
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0462 ZI Pax6 Gaba_4
[-]
1742 ZI Pax6 Gaba_4
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0462 ZI Pax6 Gaba_4
[-]
1743 ZI Pax6 Gaba_4
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0462 ZI Pax6 Gaba_4
[-]
1744 ZI Pax6 Gaba_4
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0462 ZI Pax6 Gaba_4
[-]
1745 ZI Pax6 Gaba_4
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0462 ZI Pax6 Gaba_4
[-]
1746 ZI Pax6 Gaba_4
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0462 ZI Pax6 Gaba_4
[-]
1747 ZI Pax6 Gaba_4
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0462 ZI Pax6 Gaba_4
[-]
1748 ZI Pax6 Gaba_4
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0463 ZI Pax6 Gaba_5
[-]
1749 ZI Pax6 Gaba_5
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0463 ZI Pax6 Gaba_5
[-]
1750 ZI Pax6 Gaba_5
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0463 ZI Pax6 Gaba_5
[-]
1751 ZI Pax6 Gaba_5
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0464 ZI Pax6 Gaba_6
[-]
1752 ZI Pax6 Gaba_6
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0464 ZI Pax6 Gaba_6
[-]
1753 ZI Pax6 Gaba_6
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0464 ZI Pax6 Gaba_6
[-]
1754 ZI Pax6 Gaba_6
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0464 ZI Pax6 Gaba_6
[-]
1755 ZI Pax6 Gaba_6
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0464 ZI Pax6 Gaba_6
[-]
1756 ZI Pax6 Gaba_6
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0464 ZI Pax6 Gaba_6
[-]
1757 ZI Pax6 Gaba_6
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0465 ZI Pax6 Gaba_7
[-]
1758 ZI Pax6 Gaba_7
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0465 ZI Pax6 Gaba_7
[-]
1759 ZI Pax6 Gaba_7
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0465 ZI Pax6 Gaba_7
[-]
1760 ZI Pax6 Gaba_7
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0465 ZI Pax6 Gaba_7
[-]
1761 ZI Pax6 Gaba_7
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0465 ZI Pax6 Gaba_7
[-]
1762 ZI Pax6 Gaba_7
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0465 ZI Pax6 Gaba_7
[-]
1763 ZI Pax6 Gaba_7
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0465 ZI Pax6 Gaba_7
[-]
1764 ZI Pax6 Gaba_7
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0465 ZI Pax6 Gaba_7
[-]
1765 ZI Pax6 Gaba_7
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0466 ZI Pax6 Gaba_8
[-]
1766 ZI Pax6 Gaba_8
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0466 ZI Pax6 Gaba_8
[-]
1767 ZI Pax6 Gaba_8
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0466 ZI Pax6 Gaba_8
[-]
1768 ZI Pax6 Gaba_8
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0466 ZI Pax6 Gaba_8
[-]
1769 ZI Pax6 Gaba_8
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0466 ZI Pax6 Gaba_8
[-]
1770 ZI Pax6 Gaba_8
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0466 ZI Pax6 Gaba_8
[-]
1771 ZI Pax6 Gaba_8
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0466 ZI Pax6 Gaba_8
[-]
1772 ZI Pax6 Gaba_8
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0466 ZI Pax6 Gaba_8
[-]
1773 ZI Pax6 Gaba_8
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0466 ZI Pax6 Gaba_8
[-]
1774 ZI Pax6 Gaba_8
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0467 ZI Pax6 Gaba_9
[-]
1775 ZI Pax6 Gaba_9
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0467 ZI Pax6 Gaba_9
[-]
1776 ZI Pax6 Gaba_9
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0467 ZI Pax6 Gaba_9
[-]
1777 ZI Pax6 Gaba_9
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0467 ZI Pax6 Gaba_9
[-]
1778 ZI Pax6 Gaba_9
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0468 ZI Pax6 Gaba_10
[-]
1779 ZI Pax6 Gaba_10
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0468 ZI Pax6 Gaba_10
[-]
1780 ZI Pax6 Gaba_10
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0468 ZI Pax6 Gaba_10
[-]
1781 ZI Pax6 Gaba_10
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0469 ZI Pax6 Gaba_11
[-]
1782 ZI Pax6 Gaba_11
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0469 ZI Pax6 Gaba_11
[-]
1783 ZI Pax6 Gaba_11
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0469 ZI Pax6 Gaba_11
[-]
1784 ZI Pax6 Gaba_11
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0469 ZI Pax6 Gaba_11
[-]
1785 ZI Pax6 Gaba_11
GABA
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0469 ZI Pax6 Gaba_11
[-]
1786 ZI Pax6 Gaba_11
GABA
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0470 DMH-LHA Gsx1 Gaba_1
[-]
1787 DMH-LHA Gsx1 Gaba_1
GABA
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0470 DMH-LHA Gsx1 Gaba_1
[-]
1788 DMH-LHA Gsx1 Gaba_1
GABA
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0470 DMH-LHA Gsx1 Gaba_1
[-]
1789 DMH-LHA Gsx1 Gaba_1
GABA
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0470 DMH-LHA Gsx1 Gaba_1
[-]
1790 DMH-LHA Gsx1 Gaba_1
GABA
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0470 DMH-LHA Gsx1 Gaba_1
[-]
1791 DMH-LHA Gsx1 Gaba_1
GABA
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0470 DMH-LHA Gsx1 Gaba_1
[-]
1792 DMH-LHA Gsx1 Gaba_1
GABA
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0470 DMH-LHA Gsx1 Gaba_1
[-]
1793 DMH-LHA Gsx1 Gaba_1
GABA
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0470 DMH-LHA Gsx1 Gaba_1
[-]
1794 DMH-LHA Gsx1 Gaba_1
GABA
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0471 DMH-LHA Gsx1 Gaba_2
[-]
1795 DMH-LHA Gsx1 Gaba_2
GABA
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0471 DMH-LHA Gsx1 Gaba_2
[-]
1796 DMH-LHA Gsx1 Gaba_2
GABA
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0471 DMH-LHA Gsx1 Gaba_2
[-]
1797 DMH-LHA Gsx1 Gaba_2
GABA
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0471 DMH-LHA Gsx1 Gaba_2
[-]
1798 DMH-LHA Gsx1 Gaba_2
GABA
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0471 DMH-LHA Gsx1 Gaba_2
[-]
1799 DMH-LHA Gsx1 Gaba_2
GABA
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0471 DMH-LHA Gsx1 Gaba_2
[-]
1800 DMH-LHA Gsx1 Gaba_2
GABA
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0471 DMH-LHA Gsx1 Gaba_2
[-]
1801 DMH-LHA Gsx1 Gaba_2
GABA
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0471 DMH-LHA Gsx1 Gaba_2
[-]
1802 DMH-LHA Gsx1 Gaba_2
GABA
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0471 DMH-LHA Gsx1 Gaba_2
[-]
1803 DMH-LHA Gsx1 Gaba_2
GABA
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0471 DMH-LHA Gsx1 Gaba_2
[-]
1804 DMH-LHA Gsx1 Gaba_2
GABA
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0471 DMH-LHA Gsx1 Gaba_2
[-]
1805 DMH-LHA Gsx1 Gaba_2
GABA
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0471 DMH-LHA Gsx1 Gaba_2
[-]
1806 DMH-LHA Gsx1 Gaba_2
GABA
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0471 DMH-LHA Gsx1 Gaba_2
[-]
1807 DMH-LHA Gsx1 Gaba_2
GABA
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0471 DMH-LHA Gsx1 Gaba_2
[-]
1808 DMH-LHA Gsx1 Gaba_2
GABA
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0471 DMH-LHA Gsx1 Gaba_2
[-]
1809 DMH-LHA Gsx1 Gaba_2
GABA
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0472 DMH-LHA Gsx1 Gaba_3
[-]
1810 DMH-LHA Gsx1 Gaba_3
Chol
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0473 DMH-LHA Gsx1 Gaba_4
[-]
1811 DMH-LHA Gsx1 Gaba_4
GABA
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0473 DMH-LHA Gsx1 Gaba_4
[-]
1812 DMH-LHA Gsx1 Gaba_4
GABA
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0473 DMH-LHA Gsx1 Gaba_4
[-]
1813 DMH-LHA Gsx1 Gaba_4
GABA
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0474 PVHd-DMH Lhx6 Gaba_1
[-]
1814 PVHd-DMH Lhx6 Gaba_1
GABA
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0474 PVHd-DMH Lhx6 Gaba_1
[-]
1815 PVHd-DMH Lhx6 Gaba_1
GABA
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0474 PVHd-DMH Lhx6 Gaba_1
[-]
1816 PVHd-DMH Lhx6 Gaba_1
GABA
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0474 PVHd-DMH Lhx6 Gaba_1
[-]
1817 PVHd-DMH Lhx6 Gaba_1
GABA
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0474 PVHd-DMH Lhx6 Gaba_1
[-]
1818 PVHd-DMH Lhx6 Gaba_1
GABA
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0474 PVHd-DMH Lhx6 Gaba_1
[-]
1819 PVHd-DMH Lhx6 Gaba_1
GABA
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0474 PVHd-DMH Lhx6 Gaba_1
[-]
1820 PVHd-DMH Lhx6 Gaba_1
GABA
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0475 PVHd-DMH Lhx6 Gaba_2
[-]
1821 PVHd-DMH Lhx6 Gaba_2
GABA
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0475 PVHd-DMH Lhx6 Gaba_2
[-]
1822 PVHd-DMH Lhx6 Gaba_2
GABA
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0475 PVHd-DMH Lhx6 Gaba_2
[-]
1823 PVHd-DMH Lhx6 Gaba_2
GABA
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0475 PVHd-DMH Lhx6 Gaba_2
[-]
1824 PVHd-DMH Lhx6 Gaba_2
GABA
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0475 PVHd-DMH Lhx6 Gaba_2
[-]
1825 PVHd-DMH Lhx6 Gaba_2
GABA
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0475 PVHd-DMH Lhx6 Gaba_2
[-]
1826 PVHd-DMH Lhx6 Gaba_2
GABA
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0475 PVHd-DMH Lhx6 Gaba_2
[-]
1827 PVHd-DMH Lhx6 Gaba_2
GABA
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0475 PVHd-DMH Lhx6 Gaba_2
[-]
1828 PVHd-DMH Lhx6 Gaba_2
GABA
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0475 PVHd-DMH Lhx6 Gaba_2
[-]
1829 PVHd-DMH Lhx6 Gaba_2
GABA
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0476 PVHd-DMH Lhx6 Gaba_3
[-]
1830 PVHd-DMH Lhx6 Gaba_3
GABA
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0476 PVHd-DMH Lhx6 Gaba_3
[-]
1831 PVHd-DMH Lhx6 Gaba_3
GABA
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0476 PVHd-DMH Lhx6 Gaba_3
[-]
1832 PVHd-DMH Lhx6 Gaba_3
GABA
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0476 PVHd-DMH Lhx6 Gaba_3
[-]
1833 PVHd-DMH Lhx6 Gaba_3
GABA
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0477 PVHd-DMH Lhx6 Gaba_4
[-]
1834 PVHd-DMH Lhx6 Gaba_4
GABA
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0477 PVHd-DMH Lhx6 Gaba_4
[-]
1835 PVHd-DMH Lhx6 Gaba_4
GABA
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0477 PVHd-DMH Lhx6 Gaba_4
[-]
1836 PVHd-DMH Lhx6 Gaba_4
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0478 TU-ARH Otp Six6 Gaba_1
[-]
1837 TU-ARH Otp Six6 Gaba_1
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0478 TU-ARH Otp Six6 Gaba_1
[-]
1838 TU-ARH Otp Six6 Gaba_1
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0478 TU-ARH Otp Six6 Gaba_1
[-]
1839 TU-ARH Otp Six6 Gaba_1
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0478 TU-ARH Otp Six6 Gaba_1
[-]
1840 TU-ARH Otp Six6 Gaba_1
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0478 TU-ARH Otp Six6 Gaba_1
[-]
1841 TU-ARH Otp Six6 Gaba_1
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0478 TU-ARH Otp Six6 Gaba_1
[-]
1842 TU-ARH Otp Six6 Gaba_1
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0478 TU-ARH Otp Six6 Gaba_1
[-]
1843 TU-ARH Otp Six6 Gaba_1
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0479 TU-ARH Otp Six6 Gaba_2
[-]
1844 TU-ARH Otp Six6 Gaba_2
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0479 TU-ARH Otp Six6 Gaba_2
[-]
1845 TU-ARH Otp Six6 Gaba_2
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0479 TU-ARH Otp Six6 Gaba_2
[-]
1846 TU-ARH Otp Six6 Gaba_2
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0479 TU-ARH Otp Six6 Gaba_2
[-]
1847 TU-ARH Otp Six6 Gaba_2
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0479 TU-ARH Otp Six6 Gaba_2
[-]
1848 TU-ARH Otp Six6 Gaba_2
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0479 TU-ARH Otp Six6 Gaba_2
[-]
1849 TU-ARH Otp Six6 Gaba_2
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0479 TU-ARH Otp Six6 Gaba_2
[-]
1850 TU-ARH Otp Six6 Gaba_2
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0479 TU-ARH Otp Six6 Gaba_2
[-]
1851 TU-ARH Otp Six6 Gaba_2
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0479 TU-ARH Otp Six6 Gaba_2
[-]
1852 TU-ARH Otp Six6 Gaba_2
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0480 TU-ARH Otp Six6 Gaba_3
[-]
1853 TU-ARH Otp Six6 Gaba_3
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0480 TU-ARH Otp Six6 Gaba_3
[-]
1854 TU-ARH Otp Six6 Gaba_3
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0480 TU-ARH Otp Six6 Gaba_3
[-]
1855 TU-ARH Otp Six6 Gaba_3
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0480 TU-ARH Otp Six6 Gaba_3
[-]
1856 TU-ARH Otp Six6 Gaba_3
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0480 TU-ARH Otp Six6 Gaba_3
[-]
1857 TU-ARH Otp Six6 Gaba_3
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0480 TU-ARH Otp Six6 Gaba_3
[-]
1858 TU-ARH Otp Six6 Gaba_3
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0480 TU-ARH Otp Six6 Gaba_3
[-]
1859 TU-ARH Otp Six6 Gaba_3
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0480 TU-ARH Otp Six6 Gaba_3
[-]
1860 TU-ARH Otp Six6 Gaba_3
GABA
12 HY GABA
[-]
105 TMd-DMH Foxd2 Gaba
[-]
0481 TMd-DMH Foxd2 Gaba_1
[-]
1861 TMd-DMH Foxd2 Gaba_1
GABA
12 HY GABA
[-]
105 TMd-DMH Foxd2 Gaba
[-]
0481 TMd-DMH Foxd2 Gaba_1
[-]
1862 TMd-DMH Foxd2 Gaba_1
GABA
12 HY GABA
[-]
105 TMd-DMH Foxd2 Gaba
[-]
0481 TMd-DMH Foxd2 Gaba_1
[-]
1863 TMd-DMH Foxd2 Gaba_1
GABA
12 HY GABA
[-]
105 TMd-DMH Foxd2 Gaba
[-]
0481 TMd-DMH Foxd2 Gaba_1
[-]
1864 TMd-DMH Foxd2 Gaba_1
GABA
12 HY GABA
[-]
105 TMd-DMH Foxd2 Gaba
[-]
0481 TMd-DMH Foxd2 Gaba_1
[-]
1865 TMd-DMH Foxd2 Gaba_1
GABA
12 HY GABA
[-]
105 TMd-DMH Foxd2 Gaba
[-]
0481 TMd-DMH Foxd2 Gaba_1
[-]
1866 TMd-DMH Foxd2 Gaba_1
GABA
12 HY GABA
[-]
105 TMd-DMH Foxd2 Gaba
[-]
0481 TMd-DMH Foxd2 Gaba_1
[-]
1867 TMd-DMH Foxd2 Gaba_1
GABA
12 HY GABA
[-]
105 TMd-DMH Foxd2 Gaba
[-]
0481 TMd-DMH Foxd2 Gaba_1
[-]
1868 TMd-DMH Foxd2 Gaba_1
GABA
12 HY GABA
[-]
105 TMd-DMH Foxd2 Gaba
[-]
0481 TMd-DMH Foxd2 Gaba_1
[-]
1869 TMd-DMH Foxd2 Gaba_1
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0482 PVpo-VMPO-MPN Hmx2 Gaba_1
[-]
1870 PVpo-VMPO-MPN Hmx2 Gaba_1
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0482 PVpo-VMPO-MPN Hmx2 Gaba_1
[-]
1871 PVpo-VMPO-MPN Hmx2 Gaba_1
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0482 PVpo-VMPO-MPN Hmx2 Gaba_1
[-]
1872 PVpo-VMPO-MPN Hmx2 Gaba_1
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0482 PVpo-VMPO-MPN Hmx2 Gaba_1
[-]
1873 PVpo-VMPO-MPN Hmx2 Gaba_1
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0482 PVpo-VMPO-MPN Hmx2 Gaba_1
[-]
1874 PVpo-VMPO-MPN Hmx2 Gaba_1
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0482 PVpo-VMPO-MPN Hmx2 Gaba_1
[-]
1875 PVpo-VMPO-MPN Hmx2 Gaba_1
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0482 PVpo-VMPO-MPN Hmx2 Gaba_1
[-]
1876 PVpo-VMPO-MPN Hmx2 Gaba_1
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0482 PVpo-VMPO-MPN Hmx2 Gaba_1
[-]
1877 PVpo-VMPO-MPN Hmx2 Gaba_1
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0482 PVpo-VMPO-MPN Hmx2 Gaba_1
[-]
1878 PVpo-VMPO-MPN Hmx2 Gaba_1
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0482 PVpo-VMPO-MPN Hmx2 Gaba_1
[-]
1879 PVpo-VMPO-MPN Hmx2 Gaba_1
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0482 PVpo-VMPO-MPN Hmx2 Gaba_1
[-]
1880 PVpo-VMPO-MPN Hmx2 Gaba_1
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0482 PVpo-VMPO-MPN Hmx2 Gaba_1
[-]
1881 PVpo-VMPO-MPN Hmx2 Gaba_1
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0482 PVpo-VMPO-MPN Hmx2 Gaba_1
[-]
1882 PVpo-VMPO-MPN Hmx2 Gaba_1
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0482 PVpo-VMPO-MPN Hmx2 Gaba_1
[-]
1883 PVpo-VMPO-MPN Hmx2 Gaba_1
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0482 PVpo-VMPO-MPN Hmx2 Gaba_1
[-]
1884 PVpo-VMPO-MPN Hmx2 Gaba_1
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0482 PVpo-VMPO-MPN Hmx2 Gaba_1
[-]
1885 PVpo-VMPO-MPN Hmx2 Gaba_1
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0482 PVpo-VMPO-MPN Hmx2 Gaba_1
[-]
1886 PVpo-VMPO-MPN Hmx2 Gaba_1
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0482 PVpo-VMPO-MPN Hmx2 Gaba_1
[-]
1887 PVpo-VMPO-MPN Hmx2 Gaba_1
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0483 PVpo-VMPO-MPN Hmx2 Gaba_2
[-]
1888 PVpo-VMPO-MPN Hmx2 Gaba_2
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0483 PVpo-VMPO-MPN Hmx2 Gaba_2
[-]
1889 PVpo-VMPO-MPN Hmx2 Gaba_2
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0483 PVpo-VMPO-MPN Hmx2 Gaba_2
[-]
1890 PVpo-VMPO-MPN Hmx2 Gaba_2
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0483 PVpo-VMPO-MPN Hmx2 Gaba_2
[-]
1891 PVpo-VMPO-MPN Hmx2 Gaba_2
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0483 PVpo-VMPO-MPN Hmx2 Gaba_2
[-]
1892 PVpo-VMPO-MPN Hmx2 Gaba_2
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0483 PVpo-VMPO-MPN Hmx2 Gaba_2
[-]
1893 PVpo-VMPO-MPN Hmx2 Gaba_2
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0483 PVpo-VMPO-MPN Hmx2 Gaba_2
[-]
1894 PVpo-VMPO-MPN Hmx2 Gaba_2
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0483 PVpo-VMPO-MPN Hmx2 Gaba_2
[-]
1895 PVpo-VMPO-MPN Hmx2 Gaba_2
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0483 PVpo-VMPO-MPN Hmx2 Gaba_2
[-]
1896 PVpo-VMPO-MPN Hmx2 Gaba_2
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0483 PVpo-VMPO-MPN Hmx2 Gaba_2
[-]
1897 PVpo-VMPO-MPN Hmx2 Gaba_2
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0483 PVpo-VMPO-MPN Hmx2 Gaba_2
[-]
1898 PVpo-VMPO-MPN Hmx2 Gaba_2
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0483 PVpo-VMPO-MPN Hmx2 Gaba_2
[-]
1899 PVpo-VMPO-MPN Hmx2 Gaba_2
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0483 PVpo-VMPO-MPN Hmx2 Gaba_2
[-]
1900 PVpo-VMPO-MPN Hmx2 Gaba_2
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0483 PVpo-VMPO-MPN Hmx2 Gaba_2
[-]
1901 PVpo-VMPO-MPN Hmx2 Gaba_2
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0483 PVpo-VMPO-MPN Hmx2 Gaba_2
[-]
1902 PVpo-VMPO-MPN Hmx2 Gaba_2
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0483 PVpo-VMPO-MPN Hmx2 Gaba_2
[-]
1903 PVpo-VMPO-MPN Hmx2 Gaba_2
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0484 PVpo-VMPO-MPN Hmx2 Gaba_3
[-]
1904 PVpo-VMPO-MPN Hmx2 Gaba_3
Dopa
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0484 PVpo-VMPO-MPN Hmx2 Gaba_3
[-]
1905 PVpo-VMPO-MPN Hmx2 Gaba_3
Dopa
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0484 PVpo-VMPO-MPN Hmx2 Gaba_3
[-]
1906 PVpo-VMPO-MPN Hmx2 Gaba_3
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0484 PVpo-VMPO-MPN Hmx2 Gaba_3
[-]
1907 PVpo-VMPO-MPN Hmx2 Gaba_3
Dopa
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0484 PVpo-VMPO-MPN Hmx2 Gaba_3
[-]
1908 PVpo-VMPO-MPN Hmx2 Gaba_3
Dopa
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0484 PVpo-VMPO-MPN Hmx2 Gaba_3
[-]
1909 PVpo-VMPO-MPN Hmx2 Gaba_3
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0485 PVpo-VMPO-MPN Hmx2 Gaba_4
[-]
1910 PVpo-VMPO-MPN Hmx2 Gaba_4
Dopa
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0485 PVpo-VMPO-MPN Hmx2 Gaba_4
[-]
1911 PVpo-VMPO-MPN Hmx2 Gaba_4
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0486 PVpo-VMPO-MPN Hmx2 Gaba_5
[-]
1912 PVpo-VMPO-MPN Hmx2 Gaba_5
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0486 PVpo-VMPO-MPN Hmx2 Gaba_5
[-]
1913 PVpo-VMPO-MPN Hmx2 Gaba_5
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0486 PVpo-VMPO-MPN Hmx2 Gaba_5
[-]
1914 PVpo-VMPO-MPN Hmx2 Gaba_5
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0486 PVpo-VMPO-MPN Hmx2 Gaba_5
[-]
1915 PVpo-VMPO-MPN Hmx2 Gaba_5
Dopa
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0486 PVpo-VMPO-MPN Hmx2 Gaba_5
[-]
1916 PVpo-VMPO-MPN Hmx2 Gaba_5
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0487 DMH Hmx2 Gaba_1
[-]
1917 DMH Hmx2 Gaba_1
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0487 DMH Hmx2 Gaba_1
[-]
1918 DMH Hmx2 Gaba_1
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0487 DMH Hmx2 Gaba_1
[-]
1919 DMH Hmx2 Gaba_1
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0487 DMH Hmx2 Gaba_1
[-]
1920 DMH Hmx2 Gaba_1
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0487 DMH Hmx2 Gaba_1
[-]
1921 DMH Hmx2 Gaba_1
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0487 DMH Hmx2 Gaba_1
[-]
1922 DMH Hmx2 Gaba_1
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0487 DMH Hmx2 Gaba_1
[-]
1923 DMH Hmx2 Gaba_1
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0487 DMH Hmx2 Gaba_1
[-]
1924 DMH Hmx2 Gaba_1
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0487 DMH Hmx2 Gaba_1
[-]
1925 DMH Hmx2 Gaba_1
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0487 DMH Hmx2 Gaba_1
[-]
1926 DMH Hmx2 Gaba_1
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0487 DMH Hmx2 Gaba_1
[-]
1927 DMH Hmx2 Gaba_1
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0488 DMH Hmx2 Gaba_2
[-]
1928 DMH Hmx2 Gaba_2
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0488 DMH Hmx2 Gaba_2
[-]
1929 DMH Hmx2 Gaba_2
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0488 DMH Hmx2 Gaba_2
[-]
1930 DMH Hmx2 Gaba_2
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0488 DMH Hmx2 Gaba_2
[-]
1931 DMH Hmx2 Gaba_2
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0488 DMH Hmx2 Gaba_2
[-]
1932 DMH Hmx2 Gaba_2
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0488 DMH Hmx2 Gaba_2
[-]
1933 DMH Hmx2 Gaba_2
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0488 DMH Hmx2 Gaba_2
[-]
1934 DMH Hmx2 Gaba_2
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0488 DMH Hmx2 Gaba_2
[-]
1935 DMH Hmx2 Gaba_2
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0488 DMH Hmx2 Gaba_2
[-]
1936 DMH Hmx2 Gaba_2
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0489 DMH Hmx2 Gaba_3
[-]
1937 DMH Hmx2 Gaba_3
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0489 DMH Hmx2 Gaba_3
[-]
1938 DMH Hmx2 Gaba_3
Dopa
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0489 DMH Hmx2 Gaba_3
[-]
1939 DMH Hmx2 Gaba_3
Dopa
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0489 DMH Hmx2 Gaba_3
[-]
1940 DMH Hmx2 Gaba_3
Dopa
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0489 DMH Hmx2 Gaba_3
[-]
1941 DMH Hmx2 Gaba_3
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0489 DMH Hmx2 Gaba_3
[-]
1942 DMH Hmx2 Gaba_3
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0489 DMH Hmx2 Gaba_3
[-]
1943 DMH Hmx2 Gaba_3
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0489 DMH Hmx2 Gaba_3
[-]
1944 DMH Hmx2 Gaba_3
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0489 DMH Hmx2 Gaba_3
[-]
1945 DMH Hmx2 Gaba_3
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0490 DMH Hmx2 Gaba_4
[-]
1946 DMH Hmx2 Gaba_4
Glut-GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0490 DMH Hmx2 Gaba_4
[-]
1947 DMH Hmx2 Gaba_4
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0490 DMH Hmx2 Gaba_4
[-]
1948 DMH Hmx2 Gaba_4
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0490 DMH Hmx2 Gaba_4
[-]
1949 DMH Hmx2 Gaba_4
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0490 DMH Hmx2 Gaba_4
[-]
1950 DMH Hmx2 Gaba_4
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0490 DMH Hmx2 Gaba_4
[-]
1951 DMH Hmx2 Gaba_4
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0491 DMH Hmx2 Gaba_5
[-]
1952 DMH Hmx2 Gaba_5
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0491 DMH Hmx2 Gaba_5
[-]
1953 DMH Hmx2 Gaba_5
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0491 DMH Hmx2 Gaba_5
[-]
1954 DMH Hmx2 Gaba_5
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0491 DMH Hmx2 Gaba_5
[-]
1955 DMH Hmx2 Gaba_5
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0491 DMH Hmx2 Gaba_5
[-]
1956 DMH Hmx2 Gaba_5
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0491 DMH Hmx2 Gaba_5
[-]
1957 DMH Hmx2 Gaba_5
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0492 DMH Hmx2 Gaba_6
[-]
1958 DMH Hmx2 Gaba_6
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0492 DMH Hmx2 Gaba_6
[-]
1959 DMH Hmx2 Gaba_6
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0492 DMH Hmx2 Gaba_6
[-]
1960 DMH Hmx2 Gaba_6
GABA
12 HY GABA
[-]
108 ARH-PVp Tbx3 Gaba
[-]
0493 ARH-PVp Tbx3 Gaba_1
[-]
1961 ARH-PVp Tbx3 Gaba_1
GABA
12 HY GABA
[-]
108 ARH-PVp Tbx3 Gaba
[-]
0493 ARH-PVp Tbx3 Gaba_1
[-]
1962 ARH-PVp Tbx3 Gaba_1
GABA
12 HY GABA
[-]
108 ARH-PVp Tbx3 Gaba
[-]
0493 ARH-PVp Tbx3 Gaba_1
[-]
1963 ARH-PVp Tbx3 Gaba_1
GABA
12 HY GABA
[-]
108 ARH-PVp Tbx3 Gaba
[-]
0493 ARH-PVp Tbx3 Gaba_1
[-]
1964 ARH-PVp Tbx3 Gaba_1
GABA
12 HY GABA
[-]
108 ARH-PVp Tbx3 Gaba
[-]
0494 ARH-PVp Tbx3 Gaba_2
[-]
1965 ARH-PVp Tbx3 Gaba_2
GABA
12 HY GABA
[-]
108 ARH-PVp Tbx3 Gaba
[-]
0494 ARH-PVp Tbx3 Gaba_2
[-]
1966 ARH-PVp Tbx3 Gaba_2
GABA
12 HY GABA
[-]
108 ARH-PVp Tbx3 Gaba
[-]
0494 ARH-PVp Tbx3 Gaba_2
[-]
1967 ARH-PVp Tbx3 Gaba_2
GABA
12 HY GABA
[-]
108 ARH-PVp Tbx3 Gaba
[-]
0495 ARH-PVp Tbx3 Gaba_3
[-]
1968 ARH-PVp Tbx3 Gaba_3
GABA
12 HY GABA
[-]
108 ARH-PVp Tbx3 Gaba
[-]
0495 ARH-PVp Tbx3 Gaba_3
[-]
1969 ARH-PVp Tbx3 Gaba_3
GABA
12 HY GABA
[-]
108 ARH-PVp Tbx3 Gaba
[-]
0495 ARH-PVp Tbx3 Gaba_3
[-]
1970 ARH-PVp Tbx3 Gaba_3
GABA
12 HY GABA
[-]
108 ARH-PVp Tbx3 Gaba
[-]
0495 ARH-PVp Tbx3 Gaba_3
[-]
1971 ARH-PVp Tbx3 Gaba_3
GABA
12 HY GABA
[-]
109 LGv-ZI Otx2 Gaba
[-]
0496 LGv-ZI Otx2 Gaba_1
[-]
1972 LGv-ZI Otx2 Gaba_1
GABA
12 HY GABA
[-]
109 LGv-ZI Otx2 Gaba
[-]
0496 LGv-ZI Otx2 Gaba_1
[-]
1973 LGv-ZI Otx2 Gaba_1
GABA
12 HY GABA
[-]
109 LGv-ZI Otx2 Gaba
[-]
0496 LGv-ZI Otx2 Gaba_1
[-]
1974 LGv-ZI Otx2 Gaba_1
GABA
12 HY GABA
[-]
109 LGv-ZI Otx2 Gaba
[-]
0496 LGv-ZI Otx2 Gaba_1
[-]
1975 LGv-ZI Otx2 Gaba_1
GABA
12 HY GABA
[-]
109 LGv-ZI Otx2 Gaba
[-]
0496 LGv-ZI Otx2 Gaba_1
[-]
1976 LGv-ZI Otx2 Gaba_1
GABA
12 HY GABA
[-]
109 LGv-ZI Otx2 Gaba
[-]
0497 LGv-ZI Otx2 Gaba_2
[-]
1977 LGv-ZI Otx2 Gaba_2
GABA
12 HY GABA
[-]
109 LGv-ZI Otx2 Gaba
[-]
0497 LGv-ZI Otx2 Gaba_2
[-]
1978 LGv-ZI Otx2 Gaba_2
GABA
12 HY GABA
[-]
109 LGv-ZI Otx2 Gaba
[-]
0498 LGv-ZI Otx2 Gaba_3
[-]
1979 LGv-ZI Otx2 Gaba_3
GABA
12 HY GABA
[-]
109 LGv-ZI Otx2 Gaba
[-]
0499 LGv-ZI Otx2 Gaba_4
[-]
1980 LGv-ZI Otx2 Gaba_4
GABA
12 HY GABA
[-]
109 LGv-ZI Otx2 Gaba
[-]
0499 LGv-ZI Otx2 Gaba_4
[-]
1981 LGv-ZI Otx2 Gaba_4
GABA
12 HY GABA
[-]
109 LGv-ZI Otx2 Gaba
[-]
0499 LGv-ZI Otx2 Gaba_4
[-]
1982 LGv-ZI Otx2 Gaba_4
GABA
12 HY GABA
[-]
109 LGv-ZI Otx2 Gaba
[-]
0499 LGv-ZI Otx2 Gaba_4
[-]
1983 LGv-ZI Otx2 Gaba_4
GABA
12 HY GABA
[-]
109 LGv-ZI Otx2 Gaba
[-]
0500 LGv-ZI Otx2 Gaba_5
[-]
1984 LGv-ZI Otx2 Gaba_5
GABA
12 HY GABA
[-]
109 LGv-ZI Otx2 Gaba
[-]
0500 LGv-ZI Otx2 Gaba_5
[-]
1985 LGv-ZI Otx2 Gaba_5
GABA
12 HY GABA
[-]
109 LGv-ZI Otx2 Gaba
[-]
0500 LGv-ZI Otx2 Gaba_5
[-]
1986 LGv-ZI Otx2 Gaba_5
GABA
12 HY GABA
[-]
109 LGv-ZI Otx2 Gaba
[-]
0500 LGv-ZI Otx2 Gaba_5
[-]
1987 LGv-ZI Otx2 Gaba_5
GABA
12 HY GABA
[-]
109 LGv-ZI Otx2 Gaba
[-]
0500 LGv-ZI Otx2 Gaba_5
[-]
1988 LGv-ZI Otx2 Gaba_5
GABA
13 CNU-HYa Glut
[-]
110 BST-po Iigp1 Glut
[-]
0501 BST-po Iigp1 Glut_1
[-]
1989 BST-po Iigp1 Glut_1
Glut
13 CNU-HYa Glut
[-]
111 TRS-BAC Sln Glut
[-]
0502 TRS-BAC Sln Glut_1
[-]
1990 TRS-BAC Sln Glut_1
Glut
13 CNU-HYa Glut
[-]
111 TRS-BAC Sln Glut
[-]
0502 TRS-BAC Sln Glut_1
[-]
1991 TRS-BAC Sln Glut_1
Glut
13 CNU-HYa Glut
[-]
111 TRS-BAC Sln Glut
[-]
0502 TRS-BAC Sln Glut_1
[-]
1992 TRS-BAC Sln Glut_1
Glut
13 CNU-HYa Glut
[-]
111 TRS-BAC Sln Glut
[-]
0503 TRS-BAC Sln Glut_2
[-]
1993 TRS-BAC Sln Glut_2
Glut
13 CNU-HYa Glut
[-]
111 TRS-BAC Sln Glut
[-]
0503 TRS-BAC Sln Glut_2
[-]
1994 TRS-BAC Sln Glut_2
Glut
13 CNU-HYa Glut
[-]
112 GPi Tbr1 Cngb3 Gaba-Glut
[-]
0504 GPi Tbr1 Cngb3 Gaba-Glut_1
[-]
1995 GPi Tbr1 Cngb3 Gaba-Glut_1
Glut-GABA
13 CNU-HYa Glut
[-]
112 GPi Tbr1 Cngb3 Gaba-Glut
[-]
0504 GPi Tbr1 Cngb3 Gaba-Glut_1
[-]
1996 GPi Tbr1 Cngb3 Gaba-Glut_1
Glut-GABA
13 CNU-HYa Glut
[-]
112 GPi Tbr1 Cngb3 Gaba-Glut
[-]
0504 GPi Tbr1 Cngb3 Gaba-Glut_1
[-]
1997 GPi Tbr1 Cngb3 Gaba-Glut_1
Glut-GABA
13 CNU-HYa Glut
[-]
113 MEA-COA-BMA Ccdc42 Glut
[-]
0505 MEA-COA-BMA Ccdc42 Glut_1
[-]
1998 MEA-COA-BMA Ccdc42 Glut_1
Glut
13 CNU-HYa Glut
[-]
113 MEA-COA-BMA Ccdc42 Glut
[-]
0505 MEA-COA-BMA Ccdc42 Glut_1
[-]
1999 MEA-COA-BMA Ccdc42 Glut_1
Glut
13 CNU-HYa Glut
[-]
113 MEA-COA-BMA Ccdc42 Glut
[-]
0505 MEA-COA-BMA Ccdc42 Glut_1
[-]
2000 MEA-COA-BMA Ccdc42 Glut_1
Glut
13 CNU-HYa Glut
[-]
113 MEA-COA-BMA Ccdc42 Glut
[-]
0505 MEA-COA-BMA Ccdc42 Glut_1
[-]
2001 MEA-COA-BMA Ccdc42 Glut_1
Glut
13 CNU-HYa Glut
[-]
113 MEA-COA-BMA Ccdc42 Glut
[-]
0505 MEA-COA-BMA Ccdc42 Glut_1
[-]
2002 MEA-COA-BMA Ccdc42 Glut_1
Glut
13 CNU-HYa Glut
[-]
113 MEA-COA-BMA Ccdc42 Glut
[-]
0505 MEA-COA-BMA Ccdc42 Glut_1
[-]
2003 MEA-COA-BMA Ccdc42 Glut_1
Glut
13 CNU-HYa Glut
[-]
113 MEA-COA-BMA Ccdc42 Glut
[-]
0506 MEA-COA-BMA Ccdc42 Glut_2
[-]
2004 MEA-COA-BMA Ccdc42 Glut_2
Glut
13 CNU-HYa Glut
[-]
113 MEA-COA-BMA Ccdc42 Glut
[-]
0507 MEA-COA-BMA Ccdc42 Glut_3
[-]
2005 MEA-COA-BMA Ccdc42 Glut_3
Glut
13 CNU-HYa Glut
[-]
113 MEA-COA-BMA Ccdc42 Glut
[-]
0507 MEA-COA-BMA Ccdc42 Glut_3
[-]
2006 MEA-COA-BMA Ccdc42 Glut_3
Glut
13 CNU-HYa Glut
[-]
113 MEA-COA-BMA Ccdc42 Glut
[-]
0507 MEA-COA-BMA Ccdc42 Glut_3
[-]
2007 MEA-COA-BMA Ccdc42 Glut_3
Glut
13 CNU-HYa Glut
[-]
113 MEA-COA-BMA Ccdc42 Glut
[-]
0507 MEA-COA-BMA Ccdc42 Glut_3
[-]
2008 MEA-COA-BMA Ccdc42 Glut_3
Glut
13 CNU-HYa Glut
[-]
113 MEA-COA-BMA Ccdc42 Glut
[-]
0507 MEA-COA-BMA Ccdc42 Glut_3
[-]
2009 MEA-COA-BMA Ccdc42 Glut_3
Glut
13 CNU-HYa Glut
[-]
113 MEA-COA-BMA Ccdc42 Glut
[-]
0508 MEA-COA-BMA Ccdc42 Glut_4
[-]
2010 MEA-COA-BMA Ccdc42 Glut_4
Glut
13 CNU-HYa Glut
[-]
113 MEA-COA-BMA Ccdc42 Glut
[-]
0508 MEA-COA-BMA Ccdc42 Glut_4
[-]
2011 MEA-COA-BMA Ccdc42 Glut_4
Glut
13 CNU-HYa Glut
[-]
113 MEA-COA-BMA Ccdc42 Glut
[-]
0508 MEA-COA-BMA Ccdc42 Glut_4
[-]
2012 MEA-COA-BMA Ccdc42 Glut_4
Glut
13 CNU-HYa Glut
[-]
113 MEA-COA-BMA Ccdc42 Glut
[-]
0508 MEA-COA-BMA Ccdc42 Glut_4
[-]
2013 MEA-COA-BMA Ccdc42 Glut_4
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0509 COAa-PAA-MEA Barhl2 Glut_1
[-]
2014 COAa-PAA-MEA Barhl2 Glut_1
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0509 COAa-PAA-MEA Barhl2 Glut_1
[-]
2015 COAa-PAA-MEA Barhl2 Glut_1
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0509 COAa-PAA-MEA Barhl2 Glut_1
[-]
2016 COAa-PAA-MEA Barhl2 Glut_1
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0509 COAa-PAA-MEA Barhl2 Glut_1
[-]
2017 COAa-PAA-MEA Barhl2 Glut_1
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0509 COAa-PAA-MEA Barhl2 Glut_1
[-]
2018 COAa-PAA-MEA Barhl2 Glut_1
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0509 COAa-PAA-MEA Barhl2 Glut_1
[-]
2019 COAa-PAA-MEA Barhl2 Glut_1
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0509 COAa-PAA-MEA Barhl2 Glut_1
[-]
2020 COAa-PAA-MEA Barhl2 Glut_1
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0509 COAa-PAA-MEA Barhl2 Glut_1
[-]
2021 COAa-PAA-MEA Barhl2 Glut_1
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0509 COAa-PAA-MEA Barhl2 Glut_1
[-]
2022 COAa-PAA-MEA Barhl2 Glut_1
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0509 COAa-PAA-MEA Barhl2 Glut_1
[-]
2023 COAa-PAA-MEA Barhl2 Glut_1
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0510 COAa-PAA-MEA Barhl2 Glut_2
[-]
2024 COAa-PAA-MEA Barhl2 Glut_2
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0510 COAa-PAA-MEA Barhl2 Glut_2
[-]
2025 COAa-PAA-MEA Barhl2 Glut_2
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0510 COAa-PAA-MEA Barhl2 Glut_2
[-]
2026 COAa-PAA-MEA Barhl2 Glut_2
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0511 COAa-PAA-MEA Barhl2 Glut_3
[-]
2027 COAa-PAA-MEA Barhl2 Glut_3
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0511 COAa-PAA-MEA Barhl2 Glut_3
[-]
2028 COAa-PAA-MEA Barhl2 Glut_3
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0511 COAa-PAA-MEA Barhl2 Glut_3
[-]
2029 COAa-PAA-MEA Barhl2 Glut_3
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0511 COAa-PAA-MEA Barhl2 Glut_3
[-]
2030 COAa-PAA-MEA Barhl2 Glut_3
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0511 COAa-PAA-MEA Barhl2 Glut_3
[-]
2031 COAa-PAA-MEA Barhl2 Glut_3
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0512 COAa-PAA-MEA Barhl2 Glut_4
[-]
2032 COAa-PAA-MEA Barhl2 Glut_4
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0512 COAa-PAA-MEA Barhl2 Glut_4
[-]
2033 COAa-PAA-MEA Barhl2 Glut_4
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0512 COAa-PAA-MEA Barhl2 Glut_4
[-]
2034 COAa-PAA-MEA Barhl2 Glut_4
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0513 COAa-PAA-MEA Barhl2 Glut_5
[-]
2035 COAa-PAA-MEA Barhl2 Glut_5
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0513 COAa-PAA-MEA Barhl2 Glut_5
[-]
2036 COAa-PAA-MEA Barhl2 Glut_5
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0513 COAa-PAA-MEA Barhl2 Glut_5
[-]
2037 COAa-PAA-MEA Barhl2 Glut_5
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0514 COAa-PAA-MEA Barhl2 Glut_6
[-]
2038 COAa-PAA-MEA Barhl2 Glut_6
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0514 COAa-PAA-MEA Barhl2 Glut_6
[-]
2039 COAa-PAA-MEA Barhl2 Glut_6
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0514 COAa-PAA-MEA Barhl2 Glut_6
[-]
2040 COAa-PAA-MEA Barhl2 Glut_6
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0515 COAa-PAA-MEA Barhl2 Glut_7
[-]
2041 COAa-PAA-MEA Barhl2 Glut_7
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0515 COAa-PAA-MEA Barhl2 Glut_7
[-]
2042 COAa-PAA-MEA Barhl2 Glut_7
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0515 COAa-PAA-MEA Barhl2 Glut_7
[-]
2043 COAa-PAA-MEA Barhl2 Glut_7
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0515 COAa-PAA-MEA Barhl2 Glut_7
[-]
2044 COAa-PAA-MEA Barhl2 Glut_7
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0515 COAa-PAA-MEA Barhl2 Glut_7
[-]
2045 COAa-PAA-MEA Barhl2 Glut_7
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0515 COAa-PAA-MEA Barhl2 Glut_7
[-]
2046 COAa-PAA-MEA Barhl2 Glut_7
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0515 COAa-PAA-MEA Barhl2 Glut_7
[-]
2047 COAa-PAA-MEA Barhl2 Glut_7
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0515 COAa-PAA-MEA Barhl2 Glut_7
[-]
2048 COAa-PAA-MEA Barhl2 Glut_7
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0516 COAa-PAA-MEA Barhl2 Glut_8
[-]
2049 COAa-PAA-MEA Barhl2 Glut_8
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0516 COAa-PAA-MEA Barhl2 Glut_8
[-]
2050 COAa-PAA-MEA Barhl2 Glut_8
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0516 COAa-PAA-MEA Barhl2 Glut_8
[-]
2051 COAa-PAA-MEA Barhl2 Glut_8
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0516 COAa-PAA-MEA Barhl2 Glut_8
[-]
2052 COAa-PAA-MEA Barhl2 Glut_8
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0517 COAa-PAA-MEA Barhl2 Glut_9
[-]
2053 COAa-PAA-MEA Barhl2 Glut_9
Glut
13 CNU-HYa Glut
[-]
115 MS-SF Bsx Glut
[-]
0518 MS-SF Bsx Glut_1
[-]
2054 MS-SF Bsx Glut_1
Glut
13 CNU-HYa Glut
[-]
115 MS-SF Bsx Glut
[-]
0518 MS-SF Bsx Glut_1
[-]
2055 MS-SF Bsx Glut_1
Glut
13 CNU-HYa Glut
[-]
115 MS-SF Bsx Glut
[-]
0518 MS-SF Bsx Glut_1
[-]
2056 MS-SF Bsx Glut_1
Glut
13 CNU-HYa Glut
[-]
115 MS-SF Bsx Glut
[-]
0518 MS-SF Bsx Glut_1
[-]
2057 MS-SF Bsx Glut_1
Glut
13 CNU-HYa Glut
[-]
115 MS-SF Bsx Glut
[-]
0518 MS-SF Bsx Glut_1
[-]
2058 MS-SF Bsx Glut_1
Glut
13 CNU-HYa Glut
[-]
115 MS-SF Bsx Glut
[-]
0518 MS-SF Bsx Glut_1
[-]
2059 MS-SF Bsx Glut_1
Glut
13 CNU-HYa Glut
[-]
115 MS-SF Bsx Glut
[-]
0518 MS-SF Bsx Glut_1
[-]
2060 MS-SF Bsx Glut_1
Glut
13 CNU-HYa Glut
[-]
115 MS-SF Bsx Glut
[-]
0518 MS-SF Bsx Glut_1
[-]
2061 MS-SF Bsx Glut_1
Glut
13 CNU-HYa Glut
[-]
115 MS-SF Bsx Glut
[-]
0518 MS-SF Bsx Glut_1
[-]
2062 MS-SF Bsx Glut_1
Glut
13 CNU-HYa Glut
[-]
115 MS-SF Bsx Glut
[-]
0518 MS-SF Bsx Glut_1
[-]
2063 MS-SF Bsx Glut_1
Glut
13 CNU-HYa Glut
[-]
115 MS-SF Bsx Glut
[-]
0518 MS-SF Bsx Glut_1
[-]
2064 MS-SF Bsx Glut_1
Glut
13 CNU-HYa Glut
[-]
115 MS-SF Bsx Glut
[-]
0518 MS-SF Bsx Glut_1
[-]
2065 MS-SF Bsx Glut_1
Glut
13 CNU-HYa Glut
[-]
115 MS-SF Bsx Glut
[-]
0518 MS-SF Bsx Glut_1
[-]
2066 MS-SF Bsx Glut_1
Glut
13 CNU-HYa Glut
[-]
115 MS-SF Bsx Glut
[-]
0518 MS-SF Bsx Glut_1
[-]
2067 MS-SF Bsx Glut_1
Glut
13 CNU-HYa Glut
[-]
115 MS-SF Bsx Glut
[-]
0518 MS-SF Bsx Glut_1
[-]
2068 MS-SF Bsx Glut_1
Glut
13 CNU-HYa Glut
[-]
115 MS-SF Bsx Glut
[-]
0518 MS-SF Bsx Glut_1
[-]
2069 MS-SF Bsx Glut_1
Glut
13 CNU-HYa Glut
[-]
115 MS-SF Bsx Glut
[-]
0518 MS-SF Bsx Glut_1
[-]
2070 MS-SF Bsx Glut_1
Glut
13 CNU-HYa Glut
[-]
115 MS-SF Bsx Glut
[-]
0518 MS-SF Bsx Glut_1
[-]
2071 MS-SF Bsx Glut_1
Glut-GABA
13 CNU-HYa Glut
[-]
115 MS-SF Bsx Glut
[-]
0518 MS-SF Bsx Glut_1
[-]
2072 MS-SF Bsx Glut_1
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0519 AVPV-MEPO-SFO Tbr1 Glut_1
[-]
2073 AVPV-MEPO-SFO Tbr1 Glut_1
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0519 AVPV-MEPO-SFO Tbr1 Glut_1
[-]
2074 AVPV-MEPO-SFO Tbr1 Glut_1
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0519 AVPV-MEPO-SFO Tbr1 Glut_1
[-]
2075 AVPV-MEPO-SFO Tbr1 Glut_1
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0519 AVPV-MEPO-SFO Tbr1 Glut_1
[-]
2076 AVPV-MEPO-SFO Tbr1 Glut_1
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0519 AVPV-MEPO-SFO Tbr1 Glut_1
[-]
2077 AVPV-MEPO-SFO Tbr1 Glut_1
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0519 AVPV-MEPO-SFO Tbr1 Glut_1
[-]
2078 AVPV-MEPO-SFO Tbr1 Glut_1
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0520 AVPV-MEPO-SFO Tbr1 Glut_2
[-]
2079 AVPV-MEPO-SFO Tbr1 Glut_2
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0520 AVPV-MEPO-SFO Tbr1 Glut_2
[-]
2080 AVPV-MEPO-SFO Tbr1 Glut_2
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0520 AVPV-MEPO-SFO Tbr1 Glut_2
[-]
2081 AVPV-MEPO-SFO Tbr1 Glut_2
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0520 AVPV-MEPO-SFO Tbr1 Glut_2
[-]
2082 AVPV-MEPO-SFO Tbr1 Glut_2
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0520 AVPV-MEPO-SFO Tbr1 Glut_2
[-]
2083 AVPV-MEPO-SFO Tbr1 Glut_2
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0521 AVPV-MEPO-SFO Tbr1 Glut_3
[-]
2084 AVPV-MEPO-SFO Tbr1 Glut_3
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0521 AVPV-MEPO-SFO Tbr1 Glut_3
[-]
2085 AVPV-MEPO-SFO Tbr1 Glut_3
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0521 AVPV-MEPO-SFO Tbr1 Glut_3
[-]
2086 AVPV-MEPO-SFO Tbr1 Glut_3
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0521 AVPV-MEPO-SFO Tbr1 Glut_3
[-]
2087 AVPV-MEPO-SFO Tbr1 Glut_3
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0521 AVPV-MEPO-SFO Tbr1 Glut_3
[-]
2088 AVPV-MEPO-SFO Tbr1 Glut_3
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0521 AVPV-MEPO-SFO Tbr1 Glut_3
[-]
2089 AVPV-MEPO-SFO Tbr1 Glut_3
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0521 AVPV-MEPO-SFO Tbr1 Glut_3
[-]
2090 AVPV-MEPO-SFO Tbr1 Glut_3
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0521 AVPV-MEPO-SFO Tbr1 Glut_3
[-]
2091 AVPV-MEPO-SFO Tbr1 Glut_3
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0522 AVPV-MEPO-SFO Tbr1 Glut_4
[-]
2092 AVPV-MEPO-SFO Tbr1 Glut_4
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0522 AVPV-MEPO-SFO Tbr1 Glut_4
[-]
2093 AVPV-MEPO-SFO Tbr1 Glut_4
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0522 AVPV-MEPO-SFO Tbr1 Glut_4
[-]
2094 AVPV-MEPO-SFO Tbr1 Glut_4
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0522 AVPV-MEPO-SFO Tbr1 Glut_4
[-]
2095 AVPV-MEPO-SFO Tbr1 Glut_4
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0523 AVPV-MEPO-SFO Tbr1 Glut_5
[-]
2096 AVPV-MEPO-SFO Tbr1 Glut_5
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0523 AVPV-MEPO-SFO Tbr1 Glut_5
[-]
2097 AVPV-MEPO-SFO Tbr1 Glut_5
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0523 AVPV-MEPO-SFO Tbr1 Glut_5
[-]
2098 AVPV-MEPO-SFO Tbr1 Glut_5
Glut
13 CNU-HYa Glut
[-]
117 LHA Barhl2 Glut
[-]
0524 LHA Barhl2 Glut_1
[-]
2099 LHA Barhl2 Glut_1
Glut
13 CNU-HYa Glut
[-]
117 LHA Barhl2 Glut
[-]
0524 LHA Barhl2 Glut_1
[-]
2100 LHA Barhl2 Glut_1
Glut
13 CNU-HYa Glut
[-]
117 LHA Barhl2 Glut
[-]
0524 LHA Barhl2 Glut_1
[-]
2101 LHA Barhl2 Glut_1
Glut
13 CNU-HYa Glut
[-]
117 LHA Barhl2 Glut
[-]
0524 LHA Barhl2 Glut_1
[-]
2102 LHA Barhl2 Glut_1
Glut
13 CNU-HYa Glut
[-]
117 LHA Barhl2 Glut
[-]
0524 LHA Barhl2 Glut_1
[-]
2103 LHA Barhl2 Glut_1
Glut
13 CNU-HYa Glut
[-]
117 LHA Barhl2 Glut
[-]
0524 LHA Barhl2 Glut_1
[-]
2104 LHA Barhl2 Glut_1
Glut
13 CNU-HYa Glut
[-]
117 LHA Barhl2 Glut
[-]
0524 LHA Barhl2 Glut_1
[-]
2105 LHA Barhl2 Glut_1
Glut
13 CNU-HYa Glut
[-]
117 LHA Barhl2 Glut
[-]
0525 LHA Barhl2 Glut_2
[-]
2106 LHA Barhl2 Glut_2
Glut
13 CNU-HYa Glut
[-]
117 LHA Barhl2 Glut
[-]
0525 LHA Barhl2 Glut_2
[-]
2107 LHA Barhl2 Glut_2
Glut
13 CNU-HYa Glut
[-]
117 LHA Barhl2 Glut
[-]
0525 LHA Barhl2 Glut_2
[-]
2108 LHA Barhl2 Glut_2
Glut
13 CNU-HYa Glut
[-]
117 LHA Barhl2 Glut
[-]
0525 LHA Barhl2 Glut_2
[-]
2109 LHA Barhl2 Glut_2
Glut
13 CNU-HYa Glut
[-]
117 LHA Barhl2 Glut
[-]
0525 LHA Barhl2 Glut_2
[-]
2110 LHA Barhl2 Glut_2
Glut
13 CNU-HYa Glut
[-]
117 LHA Barhl2 Glut
[-]
0525 LHA Barhl2 Glut_2
[-]
2111 LHA Barhl2 Glut_2
Glut
13 CNU-HYa Glut
[-]
117 LHA Barhl2 Glut
[-]
0526 LHA Barhl2 Glut_3
[-]
2112 LHA Barhl2 Glut_3
Glut
13 CNU-HYa Glut
[-]
118 ADP-MPO Trp73 Glut
[-]
0527 ADP-MPO Trp73 Glut_1
[-]
2113 ADP-MPO Trp73 Glut_1
Glut
13 CNU-HYa Glut
[-]
118 ADP-MPO Trp73 Glut
[-]
0527 ADP-MPO Trp73 Glut_1
[-]
2114 ADP-MPO Trp73 Glut_1
Glut
13 CNU-HYa Glut
[-]
118 ADP-MPO Trp73 Glut
[-]
0527 ADP-MPO Trp73 Glut_1
[-]
2115 ADP-MPO Trp73 Glut_1
Glut
13 CNU-HYa Glut
[-]
118 ADP-MPO Trp73 Glut
[-]
0527 ADP-MPO Trp73 Glut_1
[-]
2116 ADP-MPO Trp73 Glut_1
Glut
13 CNU-HYa Glut
[-]
118 ADP-MPO Trp73 Glut
[-]
0527 ADP-MPO Trp73 Glut_1
[-]
2117 ADP-MPO Trp73 Glut_1
Glut
13 CNU-HYa Glut
[-]
118 ADP-MPO Trp73 Glut
[-]
0527 ADP-MPO Trp73 Glut_1
[-]
2118 ADP-MPO Trp73 Glut_1
Glut
13 CNU-HYa Glut
[-]
118 ADP-MPO Trp73 Glut
[-]
0527 ADP-MPO Trp73 Glut_1
[-]
2119 ADP-MPO Trp73 Glut_1
Glut
13 CNU-HYa Glut
[-]
118 ADP-MPO Trp73 Glut
[-]
0527 ADP-MPO Trp73 Glut_1
[-]
2120 ADP-MPO Trp73 Glut_1
Glut
13 CNU-HYa Glut
[-]
118 ADP-MPO Trp73 Glut
[-]
0528 ADP-MPO Trp73 Glut_2
[-]
2121 ADP-MPO Trp73 Glut_2
Glut
13 CNU-HYa Glut
[-]
118 ADP-MPO Trp73 Glut
[-]
0528 ADP-MPO Trp73 Glut_2
[-]
2122 ADP-MPO Trp73 Glut_2
Glut
13 CNU-HYa Glut
[-]
118 ADP-MPO Trp73 Glut
[-]
0528 ADP-MPO Trp73 Glut_2
[-]
2123 ADP-MPO Trp73 Glut_2
Glut
13 CNU-HYa Glut
[-]
118 ADP-MPO Trp73 Glut
[-]
0528 ADP-MPO Trp73 Glut_2
[-]
2124 ADP-MPO Trp73 Glut_2
Glut
13 CNU-HYa Glut
[-]
118 ADP-MPO Trp73 Glut
[-]
0528 ADP-MPO Trp73 Glut_2
[-]
2125 ADP-MPO Trp73 Glut_2
Glut
13 CNU-HYa Glut
[-]
118 ADP-MPO Trp73 Glut
[-]
0528 ADP-MPO Trp73 Glut_2
[-]
2126 ADP-MPO Trp73 Glut_2
Glut
13 CNU-HYa Glut
[-]
118 ADP-MPO Trp73 Glut
[-]
0528 ADP-MPO Trp73 Glut_2
[-]
2127 ADP-MPO Trp73 Glut_2
Glut
13 CNU-HYa Glut
[-]
118 ADP-MPO Trp73 Glut
[-]
0528 ADP-MPO Trp73 Glut_2
[-]
2128 ADP-MPO Trp73 Glut_2
Glut
13 CNU-HYa Glut
[-]
118 ADP-MPO Trp73 Glut
[-]
0529 ADP-MPO Trp73 Glut_3
[-]
2129 ADP-MPO Trp73 Glut_3
Glut
13 CNU-HYa Glut
[-]
118 ADP-MPO Trp73 Glut
[-]
0529 ADP-MPO Trp73 Glut_3
[-]
2130 ADP-MPO Trp73 Glut_3
Glut
13 CNU-HYa Glut
[-]
118 ADP-MPO Trp73 Glut
[-]
0529 ADP-MPO Trp73 Glut_3
[-]
2131 ADP-MPO Trp73 Glut_3
Glut
13 CNU-HYa Glut
[-]
118 ADP-MPO Trp73 Glut
[-]
0529 ADP-MPO Trp73 Glut_3
[-]
2132 ADP-MPO Trp73 Glut_3
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0530 SI-MA-LPO-LHA Skor1 Glut_1
[-]
2133 SI-MA-LPO-LHA Skor1 Glut_1
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0530 SI-MA-LPO-LHA Skor1 Glut_1
[-]
2134 SI-MA-LPO-LHA Skor1 Glut_1
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0530 SI-MA-LPO-LHA Skor1 Glut_1
[-]
2135 SI-MA-LPO-LHA Skor1 Glut_1
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0530 SI-MA-LPO-LHA Skor1 Glut_1
[-]
2136 SI-MA-LPO-LHA Skor1 Glut_1
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0530 SI-MA-LPO-LHA Skor1 Glut_1
[-]
2137 SI-MA-LPO-LHA Skor1 Glut_1
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0530 SI-MA-LPO-LHA Skor1 Glut_1
[-]
2138 SI-MA-LPO-LHA Skor1 Glut_1
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0530 SI-MA-LPO-LHA Skor1 Glut_1
[-]
2139 SI-MA-LPO-LHA Skor1 Glut_1
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0530 SI-MA-LPO-LHA Skor1 Glut_1
[-]
2140 SI-MA-LPO-LHA Skor1 Glut_1
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0530 SI-MA-LPO-LHA Skor1 Glut_1
[-]
2141 SI-MA-LPO-LHA Skor1 Glut_1
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0530 SI-MA-LPO-LHA Skor1 Glut_1
[-]
2142 SI-MA-LPO-LHA Skor1 Glut_1
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0530 SI-MA-LPO-LHA Skor1 Glut_1
[-]
2143 SI-MA-LPO-LHA Skor1 Glut_1
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0530 SI-MA-LPO-LHA Skor1 Glut_1
[-]
2144 SI-MA-LPO-LHA Skor1 Glut_1
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0530 SI-MA-LPO-LHA Skor1 Glut_1
[-]
2145 SI-MA-LPO-LHA Skor1 Glut_1
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0531 SI-MA-LPO-LHA Skor1 Glut_2
[-]
2146 SI-MA-LPO-LHA Skor1 Glut_2
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0531 SI-MA-LPO-LHA Skor1 Glut_2
[-]
2147 SI-MA-LPO-LHA Skor1 Glut_2
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0531 SI-MA-LPO-LHA Skor1 Glut_2
[-]
2148 SI-MA-LPO-LHA Skor1 Glut_2
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0531 SI-MA-LPO-LHA Skor1 Glut_2
[-]
2149 SI-MA-LPO-LHA Skor1 Glut_2
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0531 SI-MA-LPO-LHA Skor1 Glut_2
[-]
2150 SI-MA-LPO-LHA Skor1 Glut_2
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0531 SI-MA-LPO-LHA Skor1 Glut_2
[-]
2151 SI-MA-LPO-LHA Skor1 Glut_2
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0531 SI-MA-LPO-LHA Skor1 Glut_2
[-]
2152 SI-MA-LPO-LHA Skor1 Glut_2
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0531 SI-MA-LPO-LHA Skor1 Glut_2
[-]
2153 SI-MA-LPO-LHA Skor1 Glut_2
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0531 SI-MA-LPO-LHA Skor1 Glut_2
[-]
2154 SI-MA-LPO-LHA Skor1 Glut_2
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0532 SI-MA-LPO-LHA Skor1 Glut_3
[-]
2155 SI-MA-LPO-LHA Skor1 Glut_3
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0532 SI-MA-LPO-LHA Skor1 Glut_3
[-]
2156 SI-MA-LPO-LHA Skor1 Glut_3
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0532 SI-MA-LPO-LHA Skor1 Glut_3
[-]
2157 SI-MA-LPO-LHA Skor1 Glut_3
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0532 SI-MA-LPO-LHA Skor1 Glut_3
[-]
2158 SI-MA-LPO-LHA Skor1 Glut_3
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0532 SI-MA-LPO-LHA Skor1 Glut_3
[-]
2159 SI-MA-LPO-LHA Skor1 Glut_3
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0532 SI-MA-LPO-LHA Skor1 Glut_3
[-]
2160 SI-MA-LPO-LHA Skor1 Glut_3
Glut-GABA
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0532 SI-MA-LPO-LHA Skor1 Glut_3
[-]
2161 SI-MA-LPO-LHA Skor1 Glut_3
Glut-GABA
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0532 SI-MA-LPO-LHA Skor1 Glut_3
[-]
2162 SI-MA-LPO-LHA Skor1 Glut_3
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0533 SI-MA-LPO-LHA Skor1 Glut_4
[-]
2163 SI-MA-LPO-LHA Skor1 Glut_4
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0533 SI-MA-LPO-LHA Skor1 Glut_4
[-]
2164 SI-MA-LPO-LHA Skor1 Glut_4
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0533 SI-MA-LPO-LHA Skor1 Glut_4
[-]
2165 SI-MA-LPO-LHA Skor1 Glut_4
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0533 SI-MA-LPO-LHA Skor1 Glut_4
[-]
2166 SI-MA-LPO-LHA Skor1 Glut_4
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0533 SI-MA-LPO-LHA Skor1 Glut_4
[-]
2167 SI-MA-LPO-LHA Skor1 Glut_4
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0533 SI-MA-LPO-LHA Skor1 Glut_4
[-]
2168 SI-MA-LPO-LHA Skor1 Glut_4
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0533 SI-MA-LPO-LHA Skor1 Glut_4
[-]
2169 SI-MA-LPO-LHA Skor1 Glut_4
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0534 SI-MA-LPO-LHA Skor1 Glut_5
[-]
2170 SI-MA-LPO-LHA Skor1 Glut_5
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0534 SI-MA-LPO-LHA Skor1 Glut_5
[-]
2171 SI-MA-LPO-LHA Skor1 Glut_5
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0534 SI-MA-LPO-LHA Skor1 Glut_5
[-]
2172 SI-MA-LPO-LHA Skor1 Glut_5
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0534 SI-MA-LPO-LHA Skor1 Glut_5
[-]
2173 SI-MA-LPO-LHA Skor1 Glut_5
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0534 SI-MA-LPO-LHA Skor1 Glut_5
[-]
2174 SI-MA-LPO-LHA Skor1 Glut_5
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0534 SI-MA-LPO-LHA Skor1 Glut_5
[-]
2175 SI-MA-LPO-LHA Skor1 Glut_5
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0534 SI-MA-LPO-LHA Skor1 Glut_5
[-]
2176 SI-MA-LPO-LHA Skor1 Glut_5
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0534 SI-MA-LPO-LHA Skor1 Glut_5
[-]
2177 SI-MA-LPO-LHA Skor1 Glut_5
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0534 SI-MA-LPO-LHA Skor1 Glut_5
[-]
2178 SI-MA-LPO-LHA Skor1 Glut_5
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0534 SI-MA-LPO-LHA Skor1 Glut_5
[-]
2179 SI-MA-LPO-LHA Skor1 Glut_5
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0535 SI-MA-LPO-LHA Skor1 Glut_6
[-]
2180 SI-MA-LPO-LHA Skor1 Glut_6
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0535 SI-MA-LPO-LHA Skor1 Glut_6
[-]
2181 SI-MA-LPO-LHA Skor1 Glut_6
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0535 SI-MA-LPO-LHA Skor1 Glut_6
[-]
2182 SI-MA-LPO-LHA Skor1 Glut_6
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0535 SI-MA-LPO-LHA Skor1 Glut_6
[-]
2183 SI-MA-LPO-LHA Skor1 Glut_6
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0535 SI-MA-LPO-LHA Skor1 Glut_6
[-]
2184 SI-MA-LPO-LHA Skor1 Glut_6
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0535 SI-MA-LPO-LHA Skor1 Glut_6
[-]
2185 SI-MA-LPO-LHA Skor1 Glut_6
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0535 SI-MA-LPO-LHA Skor1 Glut_6
[-]
2186 SI-MA-LPO-LHA Skor1 Glut_6
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0535 SI-MA-LPO-LHA Skor1 Glut_6
[-]
2187 SI-MA-LPO-LHA Skor1 Glut_6
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0535 SI-MA-LPO-LHA Skor1 Glut_6
[-]
2188 SI-MA-LPO-LHA Skor1 Glut_6
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0535 SI-MA-LPO-LHA Skor1 Glut_6
[-]
2189 SI-MA-LPO-LHA Skor1 Glut_6
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0535 SI-MA-LPO-LHA Skor1 Glut_6
[-]
2190 SI-MA-LPO-LHA Skor1 Glut_6
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0535 SI-MA-LPO-LHA Skor1 Glut_6
[-]
2191 SI-MA-LPO-LHA Skor1 Glut_6
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0535 SI-MA-LPO-LHA Skor1 Glut_6
[-]
2192 SI-MA-LPO-LHA Skor1 Glut_6
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0536 SI-MA-LPO-LHA Skor1 Glut_7
[-]
2193 SI-MA-LPO-LHA Skor1 Glut_7
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0536 SI-MA-LPO-LHA Skor1 Glut_7
[-]
2194 SI-MA-LPO-LHA Skor1 Glut_7
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0536 SI-MA-LPO-LHA Skor1 Glut_7
[-]
2195 SI-MA-LPO-LHA Skor1 Glut_7
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0536 SI-MA-LPO-LHA Skor1 Glut_7
[-]
2196 SI-MA-LPO-LHA Skor1 Glut_7
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0536 SI-MA-LPO-LHA Skor1 Glut_7
[-]
2197 SI-MA-LPO-LHA Skor1 Glut_7
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0537 SI-MA-LPO-LHA Skor1 Glut_8
[-]
2198 SI-MA-LPO-LHA Skor1 Glut_8
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0537 SI-MA-LPO-LHA Skor1 Glut_8
[-]
2199 SI-MA-LPO-LHA Skor1 Glut_8
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0537 SI-MA-LPO-LHA Skor1 Glut_8
[-]
2200 SI-MA-LPO-LHA Skor1 Glut_8
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0537 SI-MA-LPO-LHA Skor1 Glut_8
[-]
2201 SI-MA-LPO-LHA Skor1 Glut_8
Glut
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0537 SI-MA-LPO-LHA Skor1 Glut_8
[-]
2202 SI-MA-LPO-LHA Skor1 Glut_8
Glut
13 CNU-HYa Glut
[-]
120 MEA Otp Foxp2 Glut
[-]
0538 MEA Otp Foxp2 Glut_1
[-]
2203 MEA Otp Foxp2 Glut_1
Glut
13 CNU-HYa Glut
[-]
120 MEA Otp Foxp2 Glut
[-]
0538 MEA Otp Foxp2 Glut_1
[-]
2204 MEA Otp Foxp2 Glut_1
Glut
13 CNU-HYa Glut
[-]
120 MEA Otp Foxp2 Glut
[-]
0538 MEA Otp Foxp2 Glut_1
[-]
2205 MEA Otp Foxp2 Glut_1
Glut
13 CNU-HYa Glut
[-]
120 MEA Otp Foxp2 Glut
[-]
0538 MEA Otp Foxp2 Glut_1
[-]
2206 MEA Otp Foxp2 Glut_1
Glut
13 CNU-HYa Glut
[-]
120 MEA Otp Foxp2 Glut
[-]
0538 MEA Otp Foxp2 Glut_1
[-]
2207 MEA Otp Foxp2 Glut_1
Glut
13 CNU-HYa Glut
[-]
121 MEA-BST Otp Zic2 Glut
[-]
0539 MEA-BST Otp Zic2 Glut_1
[-]
2208 MEA-BST Otp Zic2 Glut_1
Glut
13 CNU-HYa Glut
[-]
121 MEA-BST Otp Zic2 Glut
[-]
0539 MEA-BST Otp Zic2 Glut_1
[-]
2209 MEA-BST Otp Zic2 Glut_1
Glut
13 CNU-HYa Glut
[-]
121 MEA-BST Otp Zic2 Glut
[-]
0539 MEA-BST Otp Zic2 Glut_1
[-]
2210 MEA-BST Otp Zic2 Glut_1
Glut
13 CNU-HYa Glut
[-]
121 MEA-BST Otp Zic2 Glut
[-]
0539 MEA-BST Otp Zic2 Glut_1
[-]
2211 MEA-BST Otp Zic2 Glut_1
Glut
13 CNU-HYa Glut
[-]
121 MEA-BST Otp Zic2 Glut
[-]
0539 MEA-BST Otp Zic2 Glut_1
[-]
2212 MEA-BST Otp Zic2 Glut_1
Glut
13 CNU-HYa Glut
[-]
121 MEA-BST Otp Zic2 Glut
[-]
0539 MEA-BST Otp Zic2 Glut_1
[-]
2213 MEA-BST Otp Zic2 Glut_1
Glut
13 CNU-HYa Glut
[-]
121 MEA-BST Otp Zic2 Glut
[-]
0540 MEA-BST Otp Zic2 Glut_2
[-]
2214 MEA-BST Otp Zic2 Glut_2
Glut
13 CNU-HYa Glut
[-]
121 MEA-BST Otp Zic2 Glut
[-]
0540 MEA-BST Otp Zic2 Glut_2
[-]
2215 MEA-BST Otp Zic2 Glut_2
Glut
13 CNU-HYa Glut
[-]
121 MEA-BST Otp Zic2 Glut
[-]
0540 MEA-BST Otp Zic2 Glut_2
[-]
2216 MEA-BST Otp Zic2 Glut_2
Glut
13 CNU-HYa Glut
[-]
121 MEA-BST Otp Zic2 Glut
[-]
0541 MEA-BST Otp Zic2 Glut_3
[-]
2217 MEA-BST Otp Zic2 Glut_3
Glut
13 CNU-HYa Glut
[-]
122 LHA-MEA Otp Glut
[-]
0542 LHA-MEA Otp Glut_1
[-]
2218 LHA-MEA Otp Glut_1
Glut
13 CNU-HYa Glut
[-]
122 LHA-MEA Otp Glut
[-]
0542 LHA-MEA Otp Glut_1
[-]
2219 LHA-MEA Otp Glut_1
Glut
13 CNU-HYa Glut
[-]
122 LHA-MEA Otp Glut
[-]
0542 LHA-MEA Otp Glut_1
[-]
2220 LHA-MEA Otp Glut_1
Glut
13 CNU-HYa Glut
[-]
122 LHA-MEA Otp Glut
[-]
0542 LHA-MEA Otp Glut_1
[-]
2221 LHA-MEA Otp Glut_1
Glut
13 CNU-HYa Glut
[-]
122 LHA-MEA Otp Glut
[-]
0542 LHA-MEA Otp Glut_1
[-]
2222 LHA-MEA Otp Glut_1
Glut
13 CNU-HYa Glut
[-]
122 LHA-MEA Otp Glut
[-]
0542 LHA-MEA Otp Glut_1
[-]
2223 LHA-MEA Otp Glut_1
Glut
13 CNU-HYa Glut
[-]
122 LHA-MEA Otp Glut
[-]
0543 LHA-MEA Otp Glut_2
[-]
2224 LHA-MEA Otp Glut_2
Glut
14 HY Glut
[-]
123 DMH Nkx2-4 Glut
[-]
0544 DMH Nkx2-4 Glut_1
[-]
2225 DMH Nkx2-4 Glut_1
Glut
14 HY Glut
[-]
123 DMH Nkx2-4 Glut
[-]
0545 DMH Nkx2-4 Glut_2
[-]
2226 DMH Nkx2-4 Glut_2
Glut
14 HY Glut
[-]
123 DMH Nkx2-4 Glut
[-]
0545 DMH Nkx2-4 Glut_2
[-]
2227 DMH Nkx2-4 Glut_2
Glut
14 HY Glut
[-]
123 DMH Nkx2-4 Glut
[-]
0545 DMH Nkx2-4 Glut_2
[-]
2228 DMH Nkx2-4 Glut_2
Glut
14 HY Glut
[-]
123 DMH Nkx2-4 Glut
[-]
0545 DMH Nkx2-4 Glut_2
[-]
2229 DMH Nkx2-4 Glut_2
Glut
14 HY Glut
[-]
123 DMH Nkx2-4 Glut
[-]
0545 DMH Nkx2-4 Glut_2
[-]
2230 DMH Nkx2-4 Glut_2
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0546 MPN-MPO-PVpo Hmx2 Glut_1
[-]
2231 MPN-MPO-PVpo Hmx2 Glut_1
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0546 MPN-MPO-PVpo Hmx2 Glut_1
[-]
2232 MPN-MPO-PVpo Hmx2 Glut_1
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0546 MPN-MPO-PVpo Hmx2 Glut_1
[-]
2233 MPN-MPO-PVpo Hmx2 Glut_1
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0546 MPN-MPO-PVpo Hmx2 Glut_1
[-]
2234 MPN-MPO-PVpo Hmx2 Glut_1
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0546 MPN-MPO-PVpo Hmx2 Glut_1
[-]
2235 MPN-MPO-PVpo Hmx2 Glut_1
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0546 MPN-MPO-PVpo Hmx2 Glut_1
[-]
2236 MPN-MPO-PVpo Hmx2 Glut_1
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0546 MPN-MPO-PVpo Hmx2 Glut_1
[-]
2237 MPN-MPO-PVpo Hmx2 Glut_1
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0546 MPN-MPO-PVpo Hmx2 Glut_1
[-]
2238 MPN-MPO-PVpo Hmx2 Glut_1
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0546 MPN-MPO-PVpo Hmx2 Glut_1
[-]
2239 MPN-MPO-PVpo Hmx2 Glut_1
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0547 MPN-MPO-PVpo Hmx2 Glut_2
[-]
2240 MPN-MPO-PVpo Hmx2 Glut_2
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0547 MPN-MPO-PVpo Hmx2 Glut_2
[-]
2241 MPN-MPO-PVpo Hmx2 Glut_2
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0547 MPN-MPO-PVpo Hmx2 Glut_2
[-]
2242 MPN-MPO-PVpo Hmx2 Glut_2
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0547 MPN-MPO-PVpo Hmx2 Glut_2
[-]
2243 MPN-MPO-PVpo Hmx2 Glut_2
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0547 MPN-MPO-PVpo Hmx2 Glut_2
[-]
2244 MPN-MPO-PVpo Hmx2 Glut_2
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0547 MPN-MPO-PVpo Hmx2 Glut_2
[-]
2245 MPN-MPO-PVpo Hmx2 Glut_2
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0547 MPN-MPO-PVpo Hmx2 Glut_2
[-]
2246 MPN-MPO-PVpo Hmx2 Glut_2
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0548 MPN-MPO-PVpo Hmx2 Glut_3
[-]
2247 MPN-MPO-PVpo Hmx2 Glut_3
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0548 MPN-MPO-PVpo Hmx2 Glut_3
[-]
2248 MPN-MPO-PVpo Hmx2 Glut_3
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0548 MPN-MPO-PVpo Hmx2 Glut_3
[-]
2249 MPN-MPO-PVpo Hmx2 Glut_3
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0548 MPN-MPO-PVpo Hmx2 Glut_3
[-]
2250 MPN-MPO-PVpo Hmx2 Glut_3
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0548 MPN-MPO-PVpo Hmx2 Glut_3
[-]
2251 MPN-MPO-PVpo Hmx2 Glut_3
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0549 MPN-MPO-PVpo Hmx2 Glut_4
[-]
2252 MPN-MPO-PVpo Hmx2 Glut_4
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0549 MPN-MPO-PVpo Hmx2 Glut_4
[-]
2253 MPN-MPO-PVpo Hmx2 Glut_4
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0549 MPN-MPO-PVpo Hmx2 Glut_4
[-]
2254 MPN-MPO-PVpo Hmx2 Glut_4
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0549 MPN-MPO-PVpo Hmx2 Glut_4
[-]
2255 MPN-MPO-PVpo Hmx2 Glut_4
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0549 MPN-MPO-PVpo Hmx2 Glut_4
[-]
2256 MPN-MPO-PVpo Hmx2 Glut_4
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0550 MPN-MPO-PVpo Hmx2 Glut_5
[-]
2257 MPN-MPO-PVpo Hmx2 Glut_5
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0550 MPN-MPO-PVpo Hmx2 Glut_5
[-]
2258 MPN-MPO-PVpo Hmx2 Glut_5
Glut-GABA
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0550 MPN-MPO-PVpo Hmx2 Glut_5
[-]
2259 MPN-MPO-PVpo Hmx2 Glut_5
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0551 MPN-MPO-PVpo Hmx2 Glut_6
[-]
2260 MPN-MPO-PVpo Hmx2 Glut_6
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0551 MPN-MPO-PVpo Hmx2 Glut_6
[-]
2261 MPN-MPO-PVpo Hmx2 Glut_6
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0551 MPN-MPO-PVpo Hmx2 Glut_6
[-]
2262 MPN-MPO-PVpo Hmx2 Glut_6
Glut
14 HY Glut
[-]
125 DMH Hmx2 Glut
[-]
0552 DMH Hmx2 Glut_1
[-]
2263 DMH Hmx2 Glut_1
Glut-GABA
14 HY Glut
[-]
125 DMH Hmx2 Glut
[-]
0552 DMH Hmx2 Glut_1
[-]
2264 DMH Hmx2 Glut_1
Glut
14 HY Glut
[-]
125 DMH Hmx2 Glut
[-]
0552 DMH Hmx2 Glut_1
[-]
2265 DMH Hmx2 Glut_1
Glut
14 HY Glut
[-]
125 DMH Hmx2 Glut
[-]
0552 DMH Hmx2 Glut_1
[-]
2266 DMH Hmx2 Glut_1
Glut
14 HY Glut
[-]
125 DMH Hmx2 Glut
[-]
0552 DMH Hmx2 Glut_1
[-]
2267 DMH Hmx2 Glut_1
Glut
14 HY Glut
[-]
125 DMH Hmx2 Glut
[-]
0552 DMH Hmx2 Glut_1
[-]
2268 DMH Hmx2 Glut_1
Glut
14 HY Glut
[-]
125 DMH Hmx2 Glut
[-]
0552 DMH Hmx2 Glut_1
[-]
2269 DMH Hmx2 Glut_1
Glut
14 HY Glut
[-]
125 DMH Hmx2 Glut
[-]
0552 DMH Hmx2 Glut_1
[-]
2270 DMH Hmx2 Glut_1
Glut
14 HY Glut
[-]
125 DMH Hmx2 Glut
[-]
0552 DMH Hmx2 Glut_1
[-]
2271 DMH Hmx2 Glut_1
Glut
14 HY Glut
[-]
125 DMH Hmx2 Glut
[-]
0553 DMH Hmx2 Glut_2
[-]
2272 DMH Hmx2 Glut_2
Glut
14 HY Glut
[-]
125 DMH Hmx2 Glut
[-]
0553 DMH Hmx2 Glut_2
[-]
2273 DMH Hmx2 Glut_2
Glut
14 HY Glut
[-]
126 ARH-PVp Tbx3 Glut
[-]
0554 ARH-PVp Tbx3 Glut_1
[-]
2274 ARH-PVp Tbx3 Glut_1
Glut
14 HY Glut
[-]
126 ARH-PVp Tbx3 Glut
[-]
0554 ARH-PVp Tbx3 Glut_1
[-]
2275 ARH-PVp Tbx3 Glut_1
Glut
14 HY Glut
[-]
126 ARH-PVp Tbx3 Glut
[-]
0554 ARH-PVp Tbx3 Glut_1
[-]
2276 ARH-PVp Tbx3 Glut_1
Glut
14 HY Glut
[-]
126 ARH-PVp Tbx3 Glut
[-]
0554 ARH-PVp Tbx3 Glut_1
[-]
2277 ARH-PVp Tbx3 Glut_1
Glut
14 HY Glut
[-]
126 ARH-PVp Tbx3 Glut
[-]
0555 ARH-PVp Tbx3 Glut_2
[-]
2278 ARH-PVp Tbx3 Glut_2
Glut-GABA
14 HY Glut
[-]
126 ARH-PVp Tbx3 Glut
[-]
0555 ARH-PVp Tbx3 Glut_2
[-]
2279 ARH-PVp Tbx3 Glut_2
Glut-GABA
14 HY Glut
[-]
126 ARH-PVp Tbx3 Glut
[-]
0555 ARH-PVp Tbx3 Glut_2
[-]
2280 ARH-PVp Tbx3 Glut_2
Glut
14 HY Glut
[-]
126 ARH-PVp Tbx3 Glut
[-]
0556 ARH-PVp Tbx3 Glut_3
[-]
2281 ARH-PVp Tbx3 Glut_3
Glut
14 HY Glut
[-]
126 ARH-PVp Tbx3 Glut
[-]
0556 ARH-PVp Tbx3 Glut_3
[-]
2282 ARH-PVp Tbx3 Glut_3
Glut
14 HY Glut
[-]
126 ARH-PVp Tbx3 Glut
[-]
0557 ARH-PVp Tbx3 Glut_4
[-]
2283 ARH-PVp Tbx3 Glut_4
Glut
14 HY Glut
[-]
126 ARH-PVp Tbx3 Glut
[-]
0558 ARH-PVp Tbx3 Glut_5
[-]
2284 ARH-PVp Tbx3 Glut_5
Glut
14 HY Glut
[-]
127 DMH-LHA Vgll2 Glut
[-]
0559 DMH-LHA Vgll2 Glut_1
[-]
2285 DMH-LHA Vgll2 Glut_1
Glut
14 HY Glut
[-]
127 DMH-LHA Vgll2 Glut
[-]
0560 DMH-LHA Vgll2 Glut_2
[-]
2286 DMH-LHA Vgll2 Glut_2
Glut
14 HY Glut
[-]
127 DMH-LHA Vgll2 Glut
[-]
0561 DMH-LHA Vgll2 Glut_3
[-]
2287 DMH-LHA Vgll2 Glut_3
Glut
14 HY Glut
[-]
127 DMH-LHA Vgll2 Glut
[-]
0561 DMH-LHA Vgll2 Glut_3
[-]
2288 DMH-LHA Vgll2 Glut_3
Glut
14 HY Glut
[-]
127 DMH-LHA Vgll2 Glut
[-]
0562 DMH-LHA Vgll2 Glut_4
[-]
2289 DMH-LHA Vgll2 Glut_4
Glut
14 HY Glut
[-]
128 VMH Fezf1 Glut
[-]
0563 VMH Fezf1 Glut_1
[-]
2290 VMH Fezf1 Glut_1
Glut
14 HY Glut
[-]
128 VMH Fezf1 Glut
[-]
0563 VMH Fezf1 Glut_1
[-]
2291 VMH Fezf1 Glut_1
Glut
14 HY Glut
[-]
128 VMH Fezf1 Glut
[-]
0563 VMH Fezf1 Glut_1
[-]
2292 VMH Fezf1 Glut_1
Glut
14 HY Glut
[-]
128 VMH Fezf1 Glut
[-]
0563 VMH Fezf1 Glut_1
[-]
2293 VMH Fezf1 Glut_1
Glut
14 HY Glut
[-]
128 VMH Fezf1 Glut
[-]
0564 VMH Fezf1 Glut_2
[-]
2294 VMH Fezf1 Glut_2
Glut
14 HY Glut
[-]
128 VMH Fezf1 Glut
[-]
0564 VMH Fezf1 Glut_2
[-]
2295 VMH Fezf1 Glut_2
Glut
14 HY Glut
[-]
128 VMH Fezf1 Glut
[-]
0564 VMH Fezf1 Glut_2
[-]
2296 VMH Fezf1 Glut_2
Glut
14 HY Glut
[-]
128 VMH Fezf1 Glut
[-]
0564 VMH Fezf1 Glut_2
[-]
2297 VMH Fezf1 Glut_2
Glut
14 HY Glut
[-]
128 VMH Fezf1 Glut
[-]
0565 VMH Fezf1 Glut_3
[-]
2298 VMH Fezf1 Glut_3
Glut
14 HY Glut
[-]
128 VMH Fezf1 Glut
[-]
0565 VMH Fezf1 Glut_3
[-]
2299 VMH Fezf1 Glut_3
Glut
14 HY Glut
[-]
128 VMH Fezf1 Glut
[-]
0565 VMH Fezf1 Glut_3
[-]
2300 VMH Fezf1 Glut_3
Glut
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0566 VMH Nr5a1 Glut_1
[-]
2301 VMH Nr5a1 Glut_1
Glut
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0566 VMH Nr5a1 Glut_1
[-]
2302 VMH Nr5a1 Glut_1
Glut
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0566 VMH Nr5a1 Glut_1
[-]
2303 VMH Nr5a1 Glut_1
Glut
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0566 VMH Nr5a1 Glut_1
[-]
2304 VMH Nr5a1 Glut_1
Glut
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0566 VMH Nr5a1 Glut_1
[-]
2305 VMH Nr5a1 Glut_1
Glut
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0567 VMH Nr5a1 Glut_2
[-]
2306 VMH Nr5a1 Glut_2
Glut
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0567 VMH Nr5a1 Glut_2
[-]
2307 VMH Nr5a1 Glut_2
Glut
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0567 VMH Nr5a1 Glut_2
[-]
2308 VMH Nr5a1 Glut_2
Glut
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0567 VMH Nr5a1 Glut_2
[-]
2309 VMH Nr5a1 Glut_2
Glut
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0568 VMH Nr5a1 Glut_3
[-]
2310 VMH Nr5a1 Glut_3
Glut
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0568 VMH Nr5a1 Glut_3
[-]
2311 VMH Nr5a1 Glut_3
Glut
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0568 VMH Nr5a1 Glut_3
[-]
2312 VMH Nr5a1 Glut_3
Glut
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0568 VMH Nr5a1 Glut_3
[-]
2313 VMH Nr5a1 Glut_3
Glut
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0569 VMH Nr5a1 Glut_4
[-]
2314 VMH Nr5a1 Glut_4
Glut
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0569 VMH Nr5a1 Glut_4
[-]
2315 VMH Nr5a1 Glut_4
Glut
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0569 VMH Nr5a1 Glut_4
[-]
2316 VMH Nr5a1 Glut_4
Glut
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0570 VMH Nr5a1 Glut_5
[-]
2317 VMH Nr5a1 Glut_5
Glut
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0570 VMH Nr5a1 Glut_5
[-]
2318 VMH Nr5a1 Glut_5
Glut
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0571 VMH Nr5a1 Glut_6
[-]
2319 VMH Nr5a1 Glut_6
Glut
14 HY Glut
[-]
130 LHA Pmch Glut
[-]
0572 LHA Pmch Glut_1
[-]
2320 LHA Pmch Glut_1
Glut
14 HY Glut
[-]
130 LHA Pmch Glut
[-]
0572 LHA Pmch Glut_1
[-]
2321 LHA Pmch Glut_1
Glut
14 HY Glut
[-]
130 LHA Pmch Glut
[-]
0572 LHA Pmch Glut_1
[-]
2322 LHA Pmch Glut_1
Glut
14 HY Glut
[-]
130 LHA Pmch Glut
[-]
0573 LHA Pmch Glut_2
[-]
2323 LHA Pmch Glut_2
Glut
14 HY Glut
[-]
130 LHA Pmch Glut
[-]
0573 LHA Pmch Glut_2
[-]
2324 LHA Pmch Glut_2
Glut
14 HY Glut
[-]
131 LHA-AHN-PVH Otp Trh Glut
[-]
0574 LHA-AHN-PVH Otp Trh Glut_1
[-]
2325 LHA-AHN-PVH Otp Trh Glut_1
Glut
14 HY Glut
[-]
131 LHA-AHN-PVH Otp Trh Glut
[-]
0574 LHA-AHN-PVH Otp Trh Glut_1
[-]
2326 LHA-AHN-PVH Otp Trh Glut_1
Glut-GABA
14 HY Glut
[-]
131 LHA-AHN-PVH Otp Trh Glut
[-]
0574 LHA-AHN-PVH Otp Trh Glut_1
[-]
2327 LHA-AHN-PVH Otp Trh Glut_1
Glut
14 HY Glut
[-]
131 LHA-AHN-PVH Otp Trh Glut
[-]
0574 LHA-AHN-PVH Otp Trh Glut_1
[-]
2328 LHA-AHN-PVH Otp Trh Glut_1
Glut
14 HY Glut
[-]
131 LHA-AHN-PVH Otp Trh Glut
[-]
0574 LHA-AHN-PVH Otp Trh Glut_1
[-]
2329 LHA-AHN-PVH Otp Trh Glut_1
Glut
14 HY Glut
[-]
131 LHA-AHN-PVH Otp Trh Glut
[-]
0575 LHA-AHN-PVH Otp Trh Glut_2
[-]
2330 LHA-AHN-PVH Otp Trh Glut_2
Glut
14 HY Glut
[-]
131 LHA-AHN-PVH Otp Trh Glut
[-]
0575 LHA-AHN-PVH Otp Trh Glut_2
[-]
2331 LHA-AHN-PVH Otp Trh Glut_2
Glut
14 HY Glut
[-]
131 LHA-AHN-PVH Otp Trh Glut
[-]
0575 LHA-AHN-PVH Otp Trh Glut_2
[-]
2332 LHA-AHN-PVH Otp Trh Glut_2
Glut
14 HY Glut
[-]
131 LHA-AHN-PVH Otp Trh Glut
[-]
0575 LHA-AHN-PVH Otp Trh Glut_2
[-]
2333 LHA-AHN-PVH Otp Trh Glut_2
Glut
14 HY Glut
[-]
131 LHA-AHN-PVH Otp Trh Glut
[-]
0576 LHA-AHN-PVH Otp Trh Glut_3
[-]
2334 LHA-AHN-PVH Otp Trh Glut_3
Glut
14 HY Glut
[-]
131 LHA-AHN-PVH Otp Trh Glut
[-]
0576 LHA-AHN-PVH Otp Trh Glut_3
[-]
2335 LHA-AHN-PVH Otp Trh Glut_3
Glut
14 HY Glut
[-]
131 LHA-AHN-PVH Otp Trh Glut
[-]
0576 LHA-AHN-PVH Otp Trh Glut_3
[-]
2336 LHA-AHN-PVH Otp Trh Glut_3
Glut
14 HY Glut
[-]
131 LHA-AHN-PVH Otp Trh Glut
[-]
0577 LHA-AHN-PVH Otp Trh Glut_4
[-]
2337 LHA-AHN-PVH Otp Trh Glut_4
Glut
14 HY Glut
[-]
131 LHA-AHN-PVH Otp Trh Glut
[-]
0577 LHA-AHN-PVH Otp Trh Glut_4
[-]
2338 LHA-AHN-PVH Otp Trh Glut_4
Glut
14 HY Glut
[-]
131 LHA-AHN-PVH Otp Trh Glut
[-]
0578 LHA-AHN-PVH Otp Trh Glut_5
[-]
2339 LHA-AHN-PVH Otp Trh Glut_5
Glut-GABA
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0579 AHN-RCH-LHA Otp Fezf1 Glut_1
[-]
2340 AHN-RCH-LHA Otp Fezf1 Glut_1
Glut
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0579 AHN-RCH-LHA Otp Fezf1 Glut_1
[-]
2341 AHN-RCH-LHA Otp Fezf1 Glut_1
Glut
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0579 AHN-RCH-LHA Otp Fezf1 Glut_1
[-]
2342 AHN-RCH-LHA Otp Fezf1 Glut_1
Glut
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0579 AHN-RCH-LHA Otp Fezf1 Glut_1
[-]
2343 AHN-RCH-LHA Otp Fezf1 Glut_1
Glut
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0579 AHN-RCH-LHA Otp Fezf1 Glut_1
[-]
2344 AHN-RCH-LHA Otp Fezf1 Glut_1
Glut
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0580 AHN-RCH-LHA Otp Fezf1 Glut_2
[-]
2345 AHN-RCH-LHA Otp Fezf1 Glut_2
Glut
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0580 AHN-RCH-LHA Otp Fezf1 Glut_2
[-]
2346 AHN-RCH-LHA Otp Fezf1 Glut_2
Glut
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0580 AHN-RCH-LHA Otp Fezf1 Glut_2
[-]
2347 AHN-RCH-LHA Otp Fezf1 Glut_2
Glut
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0580 AHN-RCH-LHA Otp Fezf1 Glut_2
[-]
2348 AHN-RCH-LHA Otp Fezf1 Glut_2
Glut
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0580 AHN-RCH-LHA Otp Fezf1 Glut_2
[-]
2349 AHN-RCH-LHA Otp Fezf1 Glut_2
Glut
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0580 AHN-RCH-LHA Otp Fezf1 Glut_2
[-]
2350 AHN-RCH-LHA Otp Fezf1 Glut_2
Glut
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0580 AHN-RCH-LHA Otp Fezf1 Glut_2
[-]
2351 AHN-RCH-LHA Otp Fezf1 Glut_2
Glut
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0581 AHN-RCH-LHA Otp Fezf1 Glut_3
[-]
2352 AHN-RCH-LHA Otp Fezf1 Glut_3
Glut
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0581 AHN-RCH-LHA Otp Fezf1 Glut_3
[-]
2353 AHN-RCH-LHA Otp Fezf1 Glut_3
Glut
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0581 AHN-RCH-LHA Otp Fezf1 Glut_3
[-]
2354 AHN-RCH-LHA Otp Fezf1 Glut_3
Glut
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0581 AHN-RCH-LHA Otp Fezf1 Glut_3
[-]
2355 AHN-RCH-LHA Otp Fezf1 Glut_3
Glut
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0582 AHN-RCH-LHA Otp Fezf1 Glut_4
[-]
2356 AHN-RCH-LHA Otp Fezf1 Glut_4
Glut
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0582 AHN-RCH-LHA Otp Fezf1 Glut_4
[-]
2357 AHN-RCH-LHA Otp Fezf1 Glut_4
Glut
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0582 AHN-RCH-LHA Otp Fezf1 Glut_4
[-]
2358 AHN-RCH-LHA Otp Fezf1 Glut_4
Glut
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0582 AHN-RCH-LHA Otp Fezf1 Glut_4
[-]
2359 AHN-RCH-LHA Otp Fezf1 Glut_4
Glut
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0583 AHN-RCH-LHA Otp Fezf1 Glut_5
[-]
2360 AHN-RCH-LHA Otp Fezf1 Glut_5
Glut
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0584 AHN-RCH-LHA Otp Fezf1 Glut_6
[-]
2361 AHN-RCH-LHA Otp Fezf1 Glut_6
Glut
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0584 AHN-RCH-LHA Otp Fezf1 Glut_6
[-]
2362 AHN-RCH-LHA Otp Fezf1 Glut_6
Glut
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0584 AHN-RCH-LHA Otp Fezf1 Glut_6
[-]
2363 AHN-RCH-LHA Otp Fezf1 Glut_6
Glut
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0585 PVH-SO-PVa Otp Glut_1
[-]
2364 PVH-SO-PVa Otp Glut_1
Glut
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0585 PVH-SO-PVa Otp Glut_1
[-]
2365 PVH-SO-PVa Otp Glut_1
Glut
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0585 PVH-SO-PVa Otp Glut_1
[-]
2366 PVH-SO-PVa Otp Glut_1
Glut
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0585 PVH-SO-PVa Otp Glut_1
[-]
2367 PVH-SO-PVa Otp Glut_1
Glut
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0585 PVH-SO-PVa Otp Glut_1
[-]
2368 PVH-SO-PVa Otp Glut_1
Glut
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0586 PVH-SO-PVa Otp Glut_2
[-]
2369 PVH-SO-PVa Otp Glut_2
Glut
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0586 PVH-SO-PVa Otp Glut_2
[-]
2370 PVH-SO-PVa Otp Glut_2
Glut
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0586 PVH-SO-PVa Otp Glut_2
[-]
2371 PVH-SO-PVa Otp Glut_2
Glut
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0586 PVH-SO-PVa Otp Glut_2
[-]
2372 PVH-SO-PVa Otp Glut_2
Glut-GABA
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0586 PVH-SO-PVa Otp Glut_2
[-]
2373 PVH-SO-PVa Otp Glut_2
Glut
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0586 PVH-SO-PVa Otp Glut_2
[-]
2374 PVH-SO-PVa Otp Glut_2
Glut
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0587 PVH-SO-PVa Otp Glut_3
[-]
2375 PVH-SO-PVa Otp Glut_3
Glut
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0587 PVH-SO-PVa Otp Glut_3
[-]
2376 PVH-SO-PVa Otp Glut_3
Glut
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0587 PVH-SO-PVa Otp Glut_3
[-]
2377 PVH-SO-PVa Otp Glut_3
Glut
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0587 PVH-SO-PVa Otp Glut_3
[-]
2378 PVH-SO-PVa Otp Glut_3
Glut
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0588 PVH-SO-PVa Otp Glut_4
[-]
2379 PVH-SO-PVa Otp Glut_4
Glut
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0588 PVH-SO-PVa Otp Glut_4
[-]
2380 PVH-SO-PVa Otp Glut_4
Glut
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0588 PVH-SO-PVa Otp Glut_4
[-]
2381 PVH-SO-PVa Otp Glut_4
Glut
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0589 PVH-SO-PVa Otp Glut_5
[-]
2382 PVH-SO-PVa Otp Glut_5
Glut
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0589 PVH-SO-PVa Otp Glut_5
[-]
2383 PVH-SO-PVa Otp Glut_5
Glut
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0589 PVH-SO-PVa Otp Glut_5
[-]
2384 PVH-SO-PVa Otp Glut_5
Glut
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0590 PVH-SO-PVa Otp Glut_6
[-]
2385 PVH-SO-PVa Otp Glut_6
Other
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0590 PVH-SO-PVa Otp Glut_6
[-]
2386 PVH-SO-PVa Otp Glut_6
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0591 PH-ant-LHA Otp Bsx Glut_1
[-]
2387 PH-ant-LHA Otp Bsx Glut_1
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0591 PH-ant-LHA Otp Bsx Glut_1
[-]
2388 PH-ant-LHA Otp Bsx Glut_1
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0591 PH-ant-LHA Otp Bsx Glut_1
[-]
2389 PH-ant-LHA Otp Bsx Glut_1
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0591 PH-ant-LHA Otp Bsx Glut_1
[-]
2390 PH-ant-LHA Otp Bsx Glut_1
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0591 PH-ant-LHA Otp Bsx Glut_1
[-]
2391 PH-ant-LHA Otp Bsx Glut_1
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0591 PH-ant-LHA Otp Bsx Glut_1
[-]
2392 PH-ant-LHA Otp Bsx Glut_1
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0591 PH-ant-LHA Otp Bsx Glut_1
[-]
2393 PH-ant-LHA Otp Bsx Glut_1
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0591 PH-ant-LHA Otp Bsx Glut_1
[-]
2394 PH-ant-LHA Otp Bsx Glut_1
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0592 PH-ant-LHA Otp Bsx Glut_2
[-]
2395 PH-ant-LHA Otp Bsx Glut_2
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0592 PH-ant-LHA Otp Bsx Glut_2
[-]
2396 PH-ant-LHA Otp Bsx Glut_2
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0592 PH-ant-LHA Otp Bsx Glut_2
[-]
2397 PH-ant-LHA Otp Bsx Glut_2
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0592 PH-ant-LHA Otp Bsx Glut_2
[-]
2398 PH-ant-LHA Otp Bsx Glut_2
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0592 PH-ant-LHA Otp Bsx Glut_2
[-]
2399 PH-ant-LHA Otp Bsx Glut_2
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0592 PH-ant-LHA Otp Bsx Glut_2
[-]
2400 PH-ant-LHA Otp Bsx Glut_2
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0593 PH-ant-LHA Otp Bsx Glut_3
[-]
2401 PH-ant-LHA Otp Bsx Glut_3
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0593 PH-ant-LHA Otp Bsx Glut_3
[-]
2402 PH-ant-LHA Otp Bsx Glut_3
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0593 PH-ant-LHA Otp Bsx Glut_3
[-]
2403 PH-ant-LHA Otp Bsx Glut_3
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0593 PH-ant-LHA Otp Bsx Glut_3
[-]
2404 PH-ant-LHA Otp Bsx Glut_3
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0593 PH-ant-LHA Otp Bsx Glut_3
[-]
2405 PH-ant-LHA Otp Bsx Glut_3
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0593 PH-ant-LHA Otp Bsx Glut_3
[-]
2406 PH-ant-LHA Otp Bsx Glut_3
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0594 PH-ant-LHA Otp Bsx Glut_4
[-]
2407 PH-ant-LHA Otp Bsx Glut_4
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0594 PH-ant-LHA Otp Bsx Glut_4
[-]
2408 PH-ant-LHA Otp Bsx Glut_4
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0594 PH-ant-LHA Otp Bsx Glut_4
[-]
2409 PH-ant-LHA Otp Bsx Glut_4
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0594 PH-ant-LHA Otp Bsx Glut_4
[-]
2410 PH-ant-LHA Otp Bsx Glut_4
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0594 PH-ant-LHA Otp Bsx Glut_4
[-]
2411 PH-ant-LHA Otp Bsx Glut_4
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0594 PH-ant-LHA Otp Bsx Glut_4
[-]
2412 PH-ant-LHA Otp Bsx Glut_4
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0595 PH-ant-LHA Otp Bsx Glut_5
[-]
2413 PH-ant-LHA Otp Bsx Glut_5
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0595 PH-ant-LHA Otp Bsx Glut_5
[-]
2414 PH-ant-LHA Otp Bsx Glut_5
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0595 PH-ant-LHA Otp Bsx Glut_5
[-]
2415 PH-ant-LHA Otp Bsx Glut_5
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0595 PH-ant-LHA Otp Bsx Glut_5
[-]
2416 PH-ant-LHA Otp Bsx Glut_5
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0595 PH-ant-LHA Otp Bsx Glut_5
[-]
2417 PH-ant-LHA Otp Bsx Glut_5
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0595 PH-ant-LHA Otp Bsx Glut_5
[-]
2418 PH-ant-LHA Otp Bsx Glut_5
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0595 PH-ant-LHA Otp Bsx Glut_5
[-]
2419 PH-ant-LHA Otp Bsx Glut_5
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0596 PH-ant-LHA Otp Bsx Glut_6
[-]
2420 PH-ant-LHA Otp Bsx Glut_6
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0596 PH-ant-LHA Otp Bsx Glut_6
[-]
2421 PH-ant-LHA Otp Bsx Glut_6
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0596 PH-ant-LHA Otp Bsx Glut_6
[-]
2422 PH-ant-LHA Otp Bsx Glut_6
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0597 PH-ant-LHA Otp Bsx Glut_7
[-]
2423 PH-ant-LHA Otp Bsx Glut_7
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0597 PH-ant-LHA Otp Bsx Glut_7
[-]
2424 PH-ant-LHA Otp Bsx Glut_7
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0597 PH-ant-LHA Otp Bsx Glut_7
[-]
2425 PH-ant-LHA Otp Bsx Glut_7
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0597 PH-ant-LHA Otp Bsx Glut_7
[-]
2426 PH-ant-LHA Otp Bsx Glut_7
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0597 PH-ant-LHA Otp Bsx Glut_7
[-]
2427 PH-ant-LHA Otp Bsx Glut_7
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0597 PH-ant-LHA Otp Bsx Glut_7
[-]
2428 PH-ant-LHA Otp Bsx Glut_7
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0598 STN-PSTN Pitx2 Glut_1
[-]
2429 STN-PSTN Pitx2 Glut_1
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0598 STN-PSTN Pitx2 Glut_1
[-]
2430 STN-PSTN Pitx2 Glut_1
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0598 STN-PSTN Pitx2 Glut_1
[-]
2431 STN-PSTN Pitx2 Glut_1
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0598 STN-PSTN Pitx2 Glut_1
[-]
2432 STN-PSTN Pitx2 Glut_1
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0598 STN-PSTN Pitx2 Glut_1
[-]
2433 STN-PSTN Pitx2 Glut_1
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0598 STN-PSTN Pitx2 Glut_1
[-]
2434 STN-PSTN Pitx2 Glut_1
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0598 STN-PSTN Pitx2 Glut_1
[-]
2435 STN-PSTN Pitx2 Glut_1
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0599 STN-PSTN Pitx2 Glut_2
[-]
2436 STN-PSTN Pitx2 Glut_2
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0599 STN-PSTN Pitx2 Glut_2
[-]
2437 STN-PSTN Pitx2 Glut_2
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0599 STN-PSTN Pitx2 Glut_2
[-]
2438 STN-PSTN Pitx2 Glut_2
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0599 STN-PSTN Pitx2 Glut_2
[-]
2439 STN-PSTN Pitx2 Glut_2
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0599 STN-PSTN Pitx2 Glut_2
[-]
2440 STN-PSTN Pitx2 Glut_2
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0599 STN-PSTN Pitx2 Glut_2
[-]
2441 STN-PSTN Pitx2 Glut_2
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0600 STN-PSTN Pitx2 Glut_3
[-]
2442 STN-PSTN Pitx2 Glut_3
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0600 STN-PSTN Pitx2 Glut_3
[-]
2443 STN-PSTN Pitx2 Glut_3
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0600 STN-PSTN Pitx2 Glut_3
[-]
2444 STN-PSTN Pitx2 Glut_3
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0600 STN-PSTN Pitx2 Glut_3
[-]
2445 STN-PSTN Pitx2 Glut_3
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0600 STN-PSTN Pitx2 Glut_3
[-]
2446 STN-PSTN Pitx2 Glut_3
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0600 STN-PSTN Pitx2 Glut_3
[-]
2447 STN-PSTN Pitx2 Glut_3
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0601 STN-PSTN Pitx2 Glut_4
[-]
2448 STN-PSTN Pitx2 Glut_4
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0601 STN-PSTN Pitx2 Glut_4
[-]
2449 STN-PSTN Pitx2 Glut_4
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0601 STN-PSTN Pitx2 Glut_4
[-]
2450 STN-PSTN Pitx2 Glut_4
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0601 STN-PSTN Pitx2 Glut_4
[-]
2451 STN-PSTN Pitx2 Glut_4
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0601 STN-PSTN Pitx2 Glut_4
[-]
2452 STN-PSTN Pitx2 Glut_4
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0602 STN-PSTN Pitx2 Glut_5
[-]
2453 STN-PSTN Pitx2 Glut_5
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0602 STN-PSTN Pitx2 Glut_5
[-]
2454 STN-PSTN Pitx2 Glut_5
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0602 STN-PSTN Pitx2 Glut_5
[-]
2455 STN-PSTN Pitx2 Glut_5
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0602 STN-PSTN Pitx2 Glut_5
[-]
2456 STN-PSTN Pitx2 Glut_5
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0603 STN-PSTN Pitx2 Glut_6
[-]
2457 STN-PSTN Pitx2 Glut_6
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0603 STN-PSTN Pitx2 Glut_6
[-]
2458 STN-PSTN Pitx2 Glut_6
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0604 STN-PSTN Pitx2 Glut_7
[-]
2459 STN-PSTN Pitx2 Glut_7
Glut
14 HY Glut
[-]
136 PMv-TMv Pitx2 Glut
[-]
0605 PMv-TMv Pitx2 Glut_1
[-]
2460 PMv-TMv Pitx2 Glut_1
Glut
14 HY Glut
[-]
136 PMv-TMv Pitx2 Glut
[-]
0605 PMv-TMv Pitx2 Glut_1
[-]
2461 PMv-TMv Pitx2 Glut_1
Glut
14 HY Glut
[-]
136 PMv-TMv Pitx2 Glut
[-]
0605 PMv-TMv Pitx2 Glut_1
[-]
2462 PMv-TMv Pitx2 Glut_1
Glut
14 HY Glut
[-]
136 PMv-TMv Pitx2 Glut
[-]
0605 PMv-TMv Pitx2 Glut_1
[-]
2463 PMv-TMv Pitx2 Glut_1
Glut
14 HY Glut
[-]
136 PMv-TMv Pitx2 Glut
[-]
0605 PMv-TMv Pitx2 Glut_1
[-]
2464 PMv-TMv Pitx2 Glut_1
Glut
14 HY Glut
[-]
136 PMv-TMv Pitx2 Glut
[-]
0606 PMv-TMv Pitx2 Glut_2
[-]
2465 PMv-TMv Pitx2 Glut_2
Glut
14 HY Glut
[-]
136 PMv-TMv Pitx2 Glut
[-]
0606 PMv-TMv Pitx2 Glut_2
[-]
2466 PMv-TMv Pitx2 Glut_2
Glut
14 HY Glut
[-]
136 PMv-TMv Pitx2 Glut
[-]
0606 PMv-TMv Pitx2 Glut_2
[-]
2467 PMv-TMv Pitx2 Glut_2
Glut
14 HY Glut
[-]
136 PMv-TMv Pitx2 Glut
[-]
0606 PMv-TMv Pitx2 Glut_2
[-]
2468 PMv-TMv Pitx2 Glut_2
Glut
14 HY Glut
[-]
136 PMv-TMv Pitx2 Glut
[-]
0607 PMv-TMv Pitx2 Glut_3
[-]
2469 PMv-TMv Pitx2 Glut_3
Glut
14 HY Glut
[-]
136 PMv-TMv Pitx2 Glut
[-]
0607 PMv-TMv Pitx2 Glut_3
[-]
2470 PMv-TMv Pitx2 Glut_3
Glut
14 HY Glut
[-]
136 PMv-TMv Pitx2 Glut
[-]
0607 PMv-TMv Pitx2 Glut_3
[-]
2471 PMv-TMv Pitx2 Glut_3
Glut
14 HY Glut
[-]
136 PMv-TMv Pitx2 Glut
[-]
0607 PMv-TMv Pitx2 Glut_3
[-]
2472 PMv-TMv Pitx2 Glut_3
Glut
14 HY Glut
[-]
136 PMv-TMv Pitx2 Glut
[-]
0607 PMv-TMv Pitx2 Glut_3
[-]
2473 PMv-TMv Pitx2 Glut_3
Glut
14 HY Glut
[-]
137 PH-an Pitx2 Glut
[-]
0608 PH-an Pitx2 Glut_1
[-]
2474 PH-an Pitx2 Glut_1
Glut
14 HY Glut
[-]
137 PH-an Pitx2 Glut
[-]
0608 PH-an Pitx2 Glut_1
[-]
2475 PH-an Pitx2 Glut_1
Glut
14 HY Glut
[-]
137 PH-an Pitx2 Glut
[-]
0609 PH-an Pitx2 Glut_2
[-]
2476 PH-an Pitx2 Glut_2
Glut
14 HY Glut
[-]
137 PH-an Pitx2 Glut
[-]
0609 PH-an Pitx2 Glut_2
[-]
2477 PH-an Pitx2 Glut_2
Glut
14 HY Glut
[-]
137 PH-an Pitx2 Glut
[-]
0609 PH-an Pitx2 Glut_2
[-]
2478 PH-an Pitx2 Glut_2
Glut
14 HY Glut
[-]
137 PH-an Pitx2 Glut
[-]
0609 PH-an Pitx2 Glut_2
[-]
2479 PH-an Pitx2 Glut_2
Glut
14 HY Glut
[-]
137 PH-an Pitx2 Glut
[-]
0609 PH-an Pitx2 Glut_2
[-]
2480 PH-an Pitx2 Glut_2
Glut
14 HY Glut
[-]
138 PH Pitx2 Glut
[-]
0610 PH Pitx2 Glut_1
[-]
2481 PH Pitx2 Glut_1
Glut
14 HY Glut
[-]
138 PH Pitx2 Glut
[-]
0610 PH Pitx2 Glut_1
[-]
2482 PH Pitx2 Glut_1
Glut
14 HY Glut
[-]
138 PH Pitx2 Glut
[-]
0610 PH Pitx2 Glut_1
[-]
2483 PH Pitx2 Glut_1
Glut
14 HY Glut
[-]
138 PH Pitx2 Glut
[-]
0610 PH Pitx2 Glut_1
[-]
2484 PH Pitx2 Glut_1
Glut
14 HY Glut
[-]
138 PH Pitx2 Glut
[-]
0611 PH Pitx2 Glut_2
[-]
2485 PH Pitx2 Glut_2
Glut
14 HY Glut
[-]
138 PH Pitx2 Glut
[-]
0611 PH Pitx2 Glut_2
[-]
2486 PH Pitx2 Glut_2
Glut
14 HY Glut
[-]
138 PH Pitx2 Glut
[-]
0611 PH Pitx2 Glut_2
[-]
2487 PH Pitx2 Glut_2
Glut
14 HY Glut
[-]
138 PH Pitx2 Glut
[-]
0611 PH Pitx2 Glut_2
[-]
2488 PH Pitx2 Glut_2
Glut
14 HY Glut
[-]
138 PH Pitx2 Glut
[-]
0611 PH Pitx2 Glut_2
[-]
2489 PH Pitx2 Glut_2
Dopa
14 HY Glut
[-]
138 PH Pitx2 Glut
[-]
0611 PH Pitx2 Glut_2
[-]
2490 PH Pitx2 Glut_2
Glut
14 HY Glut
[-]
138 PH Pitx2 Glut
[-]
0611 PH Pitx2 Glut_2
[-]
2491 PH Pitx2 Glut_2
Glut
14 HY Glut
[-]
138 PH Pitx2 Glut
[-]
0611 PH Pitx2 Glut_2
[-]
2492 PH Pitx2 Glut_2
Glut
14 HY Glut
[-]
138 PH Pitx2 Glut
[-]
0611 PH Pitx2 Glut_2
[-]
2493 PH Pitx2 Glut_2
Glut
14 HY Glut
[-]
138 PH Pitx2 Glut
[-]
0611 PH Pitx2 Glut_2
[-]
2494 PH Pitx2 Glut_2
Glut
14 HY Glut
[-]
138 PH Pitx2 Glut
[-]
0611 PH Pitx2 Glut_2
[-]
2495 PH Pitx2 Glut_2
Glut
14 HY Glut
[-]
138 PH Pitx2 Glut
[-]
0611 PH Pitx2 Glut_2
[-]
2496 PH Pitx2 Glut_2
Glut
14 HY Glut
[-]
138 PH Pitx2 Glut
[-]
0611 PH Pitx2 Glut_2
[-]
2497 PH Pitx2 Glut_2
Glut
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0612 PH-LHA Foxb1 Glut_1
[-]
2498 PH-LHA Foxb1 Glut_1
Glut
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0612 PH-LHA Foxb1 Glut_1
[-]
2499 PH-LHA Foxb1 Glut_1
Glut
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0612 PH-LHA Foxb1 Glut_1
[-]
2500 PH-LHA Foxb1 Glut_1
Glut
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0612 PH-LHA Foxb1 Glut_1
[-]
2501 PH-LHA Foxb1 Glut_1
Glut
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0612 PH-LHA Foxb1 Glut_1
[-]
2502 PH-LHA Foxb1 Glut_1
Glut
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0612 PH-LHA Foxb1 Glut_1
[-]
2503 PH-LHA Foxb1 Glut_1
Glut
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0612 PH-LHA Foxb1 Glut_1
[-]
2504 PH-LHA Foxb1 Glut_1
Glut
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0613 PH-LHA Foxb1 Glut_2
[-]
2505 PH-LHA Foxb1 Glut_2
Glut
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0613 PH-LHA Foxb1 Glut_2
[-]
2506 PH-LHA Foxb1 Glut_2
Glut
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0613 PH-LHA Foxb1 Glut_2
[-]
2507 PH-LHA Foxb1 Glut_2
Glut
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0613 PH-LHA Foxb1 Glut_2
[-]
2508 PH-LHA Foxb1 Glut_2
Glut
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0614 PH-LHA Foxb1 Glut_3
[-]
2509 PH-LHA Foxb1 Glut_3
Glut
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0614 PH-LHA Foxb1 Glut_3
[-]
2510 PH-LHA Foxb1 Glut_3
Glut
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0614 PH-LHA Foxb1 Glut_3
[-]
2511 PH-LHA Foxb1 Glut_3
Glut
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0614 PH-LHA Foxb1 Glut_3
[-]
2512 PH-LHA Foxb1 Glut_3
Glut
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0614 PH-LHA Foxb1 Glut_3
[-]
2513 PH-LHA Foxb1 Glut_3
Glut
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0614 PH-LHA Foxb1 Glut_3
[-]
2514 PH-LHA Foxb1 Glut_3
Glut
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0615 PH-LHA Foxb1 Glut_4
[-]
2515 PH-LHA Foxb1 Glut_4
Glut
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0615 PH-LHA Foxb1 Glut_4
[-]
2516 PH-LHA Foxb1 Glut_4
Glut
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0616 PH-LHA Foxb1 Glut_5
[-]
2517 PH-LHA Foxb1 Glut_5
Glut
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0616 PH-LHA Foxb1 Glut_5
[-]
2518 PH-LHA Foxb1 Glut_5
Glut
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0617 PH-LHA Foxb1 Glut_6
[-]
2519 PH-LHA Foxb1 Glut_6
Glut
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0618 PH-LHA Foxb1 Glut_7
[-]
2520 PH-LHA Foxb1 Glut_7
Glut
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0618 PH-LHA Foxb1 Glut_7
[-]
2521 PH-LHA Foxb1 Glut_7
Glut
14 HY Glut
[-]
140 PMd-LHA Foxb1 Glut
[-]
0619 PMd-LHA Foxb1 Glut_1
[-]
2522 PMd-LHA Foxb1 Glut_1
Glut
14 HY Glut
[-]
140 PMd-LHA Foxb1 Glut
[-]
0619 PMd-LHA Foxb1 Glut_1
[-]
2523 PMd-LHA Foxb1 Glut_1
Glut
14 HY Glut
[-]
140 PMd-LHA Foxb1 Glut
[-]
0620 PMd-LHA Foxb1 Glut_2
[-]
2524 PMd-LHA Foxb1 Glut_2
Glut
14 HY Glut
[-]
140 PMd-LHA Foxb1 Glut
[-]
0620 PMd-LHA Foxb1 Glut_2
[-]
2525 PMd-LHA Foxb1 Glut_2
Glut
14 HY Glut
[-]
140 PMd-LHA Foxb1 Glut
[-]
0620 PMd-LHA Foxb1 Glut_2
[-]
2526 PMd-LHA Foxb1 Glut_2
Glut
14 HY Glut
[-]
140 PMd-LHA Foxb1 Glut
[-]
0620 PMd-LHA Foxb1 Glut_2
[-]
2527 PMd-LHA Foxb1 Glut_2
Glut
14 HY Glut
[-]
140 PMd-LHA Foxb1 Glut
[-]
0620 PMd-LHA Foxb1 Glut_2
[-]
2528 PMd-LHA Foxb1 Glut_2
Glut
14 HY Glut
[-]
140 PMd-LHA Foxb1 Glut
[-]
0620 PMd-LHA Foxb1 Glut_2
[-]
2529 PMd-LHA Foxb1 Glut_2
Glut
14 HY Glut
[-]
140 PMd-LHA Foxb1 Glut
[-]
0620 PMd-LHA Foxb1 Glut_2
[-]
2530 PMd-LHA Foxb1 Glut_2
Glut
14 HY Glut
[-]
140 PMd-LHA Foxb1 Glut
[-]
0620 PMd-LHA Foxb1 Glut_2
[-]
2531 PMd-LHA Foxb1 Glut_2
Glut
14 HY Glut
[-]
140 PMd-LHA Foxb1 Glut
[-]
0620 PMd-LHA Foxb1 Glut_2
[-]
2532 PMd-LHA Foxb1 Glut_2
Glut
14 HY Glut
[-]
140 PMd-LHA Foxb1 Glut
[-]
0621 PMd-LHA Foxb1 Glut_3
[-]
2533 PMd-LHA Foxb1 Glut_3
Glut
14 HY Glut
[-]
140 PMd-LHA Foxb1 Glut
[-]
0621 PMd-LHA Foxb1 Glut_3
[-]
2534 PMd-LHA Foxb1 Glut_3
Glut
14 HY Glut
[-]
140 PMd-LHA Foxb1 Glut
[-]
0621 PMd-LHA Foxb1 Glut_3
[-]
2535 PMd-LHA Foxb1 Glut_3
Glut
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0622 PH-SUM Foxa1 Glut_1
[-]
2536 PH-SUM Foxa1 Glut_1
Glut
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0622 PH-SUM Foxa1 Glut_1
[-]
2537 PH-SUM Foxa1 Glut_1
Glut
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0622 PH-SUM Foxa1 Glut_1
[-]
2538 PH-SUM Foxa1 Glut_1
Glut
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0622 PH-SUM Foxa1 Glut_1
[-]
2539 PH-SUM Foxa1 Glut_1
Glut
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0623 PH-SUM Foxa1 Glut_2
[-]
2540 PH-SUM Foxa1 Glut_2
Glut-GABA
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0623 PH-SUM Foxa1 Glut_2
[-]
2541 PH-SUM Foxa1 Glut_2
Glut
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0623 PH-SUM Foxa1 Glut_2
[-]
2542 PH-SUM Foxa1 Glut_2
Glut
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0624 PH-SUM Foxa1 Glut_3
[-]
2543 PH-SUM Foxa1 Glut_3
Glut
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0624 PH-SUM Foxa1 Glut_3
[-]
2544 PH-SUM Foxa1 Glut_3
Glut
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0624 PH-SUM Foxa1 Glut_3
[-]
2545 PH-SUM Foxa1 Glut_3
Glut
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0624 PH-SUM Foxa1 Glut_3
[-]
2546 PH-SUM Foxa1 Glut_3
Glut
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0624 PH-SUM Foxa1 Glut_3
[-]
2547 PH-SUM Foxa1 Glut_3
Glut
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0624 PH-SUM Foxa1 Glut_3
[-]
2548 PH-SUM Foxa1 Glut_3
Glut
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0624 PH-SUM Foxa1 Glut_3
[-]
2549 PH-SUM Foxa1 Glut_3
Glut
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0625 PH-SUM Foxa1 Glut_4
[-]
2550 PH-SUM Foxa1 Glut_4
Glut
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0625 PH-SUM Foxa1 Glut_4
[-]
2551 PH-SUM Foxa1 Glut_4
Glut
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0626 PH-SUM Foxa1 Glut_5
[-]
2552 PH-SUM Foxa1 Glut_5
Glut-GABA
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0626 PH-SUM Foxa1 Glut_5
[-]
2553 PH-SUM Foxa1 Glut_5
Glut-GABA
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0626 PH-SUM Foxa1 Glut_5
[-]
2554 PH-SUM Foxa1 Glut_5
Glut
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0626 PH-SUM Foxa1 Glut_5
[-]
2555 PH-SUM Foxa1 Glut_5
Glut-GABA
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0626 PH-SUM Foxa1 Glut_5
[-]
2556 PH-SUM Foxa1 Glut_5
Glut-GABA
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0626 PH-SUM Foxa1 Glut_5
[-]
2557 PH-SUM Foxa1 Glut_5
Glut
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0627 PH-SUM Foxa1 Glut_6
[-]
2558 PH-SUM Foxa1 Glut_6
Glut
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0627 PH-SUM Foxa1 Glut_6
[-]
2559 PH-SUM Foxa1 Glut_6
Glut
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0627 PH-SUM Foxa1 Glut_6
[-]
2560 PH-SUM Foxa1 Glut_6
Glut
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0627 PH-SUM Foxa1 Glut_6
[-]
2561 PH-SUM Foxa1 Glut_6
Glut-GABA
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0627 PH-SUM Foxa1 Glut_6
[-]
2562 PH-SUM Foxa1 Glut_6
Glut
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0627 PH-SUM Foxa1 Glut_6
[-]
2563 PH-SUM Foxa1 Glut_6
Glut
15 HY Gnrh1 Glut
[-]
142 HY Gnrh1 Glut
[-]
0628 HY Gnrh1 Glut_1
[-]
2564 HY Gnrh1 Glut_1
Glut
16 HY MM Glut
[-]
143 MM-ant Foxb1 Glut
[-]
0629 MM-ant Foxb1 Glut_1
[-]
2565 MM-ant Foxb1 Glut_1
Glut
16 HY MM Glut
[-]
143 MM-ant Foxb1 Glut
[-]
0629 MM-ant Foxb1 Glut_1
[-]
2566 MM-ant Foxb1 Glut_1
Glut
16 HY MM Glut
[-]
143 MM-ant Foxb1 Glut
[-]
0629 MM-ant Foxb1 Glut_1
[-]
2567 MM-ant Foxb1 Glut_1
Glut
16 HY MM Glut
[-]
143 MM-ant Foxb1 Glut
[-]
0629 MM-ant Foxb1 Glut_1
[-]
2568 MM-ant Foxb1 Glut_1
Glut
16 HY MM Glut
[-]
143 MM-ant Foxb1 Glut
[-]
0629 MM-ant Foxb1 Glut_1
[-]
2569 MM-ant Foxb1 Glut_1
Glut
16 HY MM Glut
[-]
143 MM-ant Foxb1 Glut
[-]
0629 MM-ant Foxb1 Glut_1
[-]
2570 MM-ant Foxb1 Glut_1
Glut
16 HY MM Glut
[-]
144 MM Foxb1 Glut
[-]
0630 MM Foxb1 Glut_1
[-]
2571 MM Foxb1 Glut_1
Glut
16 HY MM Glut
[-]
144 MM Foxb1 Glut
[-]
0630 MM Foxb1 Glut_1
[-]
2572 MM Foxb1 Glut_1
Glut
16 HY MM Glut
[-]
144 MM Foxb1 Glut
[-]
0630 MM Foxb1 Glut_1
[-]
2573 MM Foxb1 Glut_1
Glut
16 HY MM Glut
[-]
144 MM Foxb1 Glut
[-]
0631 MM Foxb1 Glut_2
[-]
2574 MM Foxb1 Glut_2
Glut
16 HY MM Glut
[-]
144 MM Foxb1 Glut
[-]
0631 MM Foxb1 Glut_2
[-]
2575 MM Foxb1 Glut_2
Glut
16 HY MM Glut
[-]
144 MM Foxb1 Glut
[-]
0631 MM Foxb1 Glut_2
[-]
2576 MM Foxb1 Glut_2
Glut
16 HY MM Glut
[-]
144 MM Foxb1 Glut
[-]
0631 MM Foxb1 Glut_2
[-]
2577 MM Foxb1 Glut_2
Glut
17 MH-LH Glut
[-]
145 MH Tac2 Glut
[-]
0632 MH Tac2 Glut_1
[-]
2578 MH Tac2 Glut_1
Chol
17 MH-LH Glut
[-]
145 MH Tac2 Glut
[-]
0632 MH Tac2 Glut_1
[-]
2579 MH Tac2 Glut_1
Chol
17 MH-LH Glut
[-]
145 MH Tac2 Glut
[-]
0632 MH Tac2 Glut_1
[-]
2580 MH Tac2 Glut_1
Chol
17 MH-LH Glut
[-]
145 MH Tac2 Glut
[-]
0632 MH Tac2 Glut_1
[-]
2581 MH Tac2 Glut_1
Chol
17 MH-LH Glut
[-]
145 MH Tac2 Glut
[-]
0633 MH Tac2 Glut_2
[-]
2582 MH Tac2 Glut_2
Glut
17 MH-LH Glut
[-]
145 MH Tac2 Glut
[-]
0633 MH Tac2 Glut_2
[-]
2583 MH Tac2 Glut_2
Glut
17 MH-LH Glut
[-]
145 MH Tac2 Glut
[-]
0633 MH Tac2 Glut_2
[-]
2584 MH Tac2 Glut_2
Glut
17 MH-LH Glut
[-]
145 MH Tac2 Glut
[-]
0633 MH Tac2 Glut_2
[-]
2585 MH Tac2 Glut_2
Glut
17 MH-LH Glut
[-]
145 MH Tac2 Glut
[-]
0633 MH Tac2 Glut_2
[-]
2586 MH Tac2 Glut_2
Glut
17 MH-LH Glut
[-]
145 MH Tac2 Glut
[-]
0634 MH Tac2 Glut_3
[-]
2587 MH Tac2 Glut_3
Chol
17 MH-LH Glut
[-]
145 MH Tac2 Glut
[-]
0634 MH Tac2 Glut_3
[-]
2588 MH Tac2 Glut_3
Chol
17 MH-LH Glut
[-]
145 MH Tac2 Glut
[-]
0634 MH Tac2 Glut_3
[-]
2589 MH Tac2 Glut_3
Chol
17 MH-LH Glut
[-]
145 MH Tac2 Glut
[-]
0634 MH Tac2 Glut_3
[-]
2590 MH Tac2 Glut_3
Glut
17 MH-LH Glut
[-]
145 MH Tac2 Glut
[-]
0634 MH Tac2 Glut_3
[-]
2591 MH Tac2 Glut_3
Glut
17 MH-LH Glut
[-]
145 MH Tac2 Glut
[-]
0634 MH Tac2 Glut_3
[-]
2592 MH Tac2 Glut_3
Glut
17 MH-LH Glut
[-]
145 MH Tac2 Glut
[-]
0634 MH Tac2 Glut_3
[-]
2593 MH Tac2 Glut_3
Chol
17 MH-LH Glut
[-]
145 MH Tac2 Glut
[-]
0635 MH Tac2 Glut_4
[-]
2594 MH Tac2 Glut_4
Glut
17 MH-LH Glut
[-]
145 MH Tac2 Glut
[-]
0635 MH Tac2 Glut_4
[-]
2595 MH Tac2 Glut_4
Glut
17 MH-LH Glut
[-]
145 MH Tac2 Glut
[-]
0636 MH Tac2 Glut_5
[-]
2596 MH Tac2 Glut_5
Glut
17 MH-LH Glut
[-]
145 MH Tac2 Glut
[-]
0636 MH Tac2 Glut_5
[-]
2597 MH Tac2 Glut_5
Glut
17 MH-LH Glut
[-]
145 MH Tac2 Glut
[-]
0636 MH Tac2 Glut_5
[-]
2598 MH Tac2 Glut_5
Glut
17 MH-LH Glut
[-]
146 LH Pou4f1 Sox1 Glut
[-]
0637 LH Pou4f1 Sox1 Glut_1
[-]
2599 LH Pou4f1 Sox1 Glut_1
Glut
17 MH-LH Glut
[-]
146 LH Pou4f1 Sox1 Glut
[-]
0637 LH Pou4f1 Sox1 Glut_1
[-]
2600 LH Pou4f1 Sox1 Glut_1
Glut
17 MH-LH Glut
[-]
146 LH Pou4f1 Sox1 Glut
[-]
0638 LH Pou4f1 Sox1 Glut_2
[-]
2601 LH Pou4f1 Sox1 Glut_2
Glut
17 MH-LH Glut
[-]
146 LH Pou4f1 Sox1 Glut
[-]
0638 LH Pou4f1 Sox1 Glut_2
[-]
2602 LH Pou4f1 Sox1 Glut_2
Glut
17 MH-LH Glut
[-]
146 LH Pou4f1 Sox1 Glut
[-]
0638 LH Pou4f1 Sox1 Glut_2
[-]
2603 LH Pou4f1 Sox1 Glut_2
Glut
17 MH-LH Glut
[-]
146 LH Pou4f1 Sox1 Glut
[-]
0638 LH Pou4f1 Sox1 Glut_2
[-]
2604 LH Pou4f1 Sox1 Glut_2
Glut
17 MH-LH Glut
[-]
146 LH Pou4f1 Sox1 Glut
[-]
0638 LH Pou4f1 Sox1 Glut_2
[-]
2605 LH Pou4f1 Sox1 Glut_2
Glut
17 MH-LH Glut
[-]
146 LH Pou4f1 Sox1 Glut
[-]
0639 LH Pou4f1 Sox1 Glut_3
[-]
2606 LH Pou4f1 Sox1 Glut_3
Glut
17 MH-LH Glut
[-]
146 LH Pou4f1 Sox1 Glut
[-]
0639 LH Pou4f1 Sox1 Glut_3
[-]
2607 LH Pou4f1 Sox1 Glut_3
Glut
17 MH-LH Glut
[-]
146 LH Pou4f1 Sox1 Glut
[-]
0639 LH Pou4f1 Sox1 Glut_3
[-]
2608 LH Pou4f1 Sox1 Glut_3
Glut
17 MH-LH Glut
[-]
146 LH Pou4f1 Sox1 Glut
[-]
0640 LH Pou4f1 Sox1 Glut_4
[-]
2609 LH Pou4f1 Sox1 Glut_4
Glut
17 MH-LH Glut
[-]
146 LH Pou4f1 Sox1 Glut
[-]
0640 LH Pou4f1 Sox1 Glut_4
[-]
2610 LH Pou4f1 Sox1 Glut_4
Glut
17 MH-LH Glut
[-]
146 LH Pou4f1 Sox1 Glut
[-]
0640 LH Pou4f1 Sox1 Glut_4
[-]
2611 LH Pou4f1 Sox1 Glut_4
Glut
17 MH-LH Glut
[-]
146 LH Pou4f1 Sox1 Glut
[-]
0640 LH Pou4f1 Sox1 Glut_4
[-]
2612 LH Pou4f1 Sox1 Glut_4
Glut
18 TH Glut
[-]
147 AD Serpinb7 Glut
[-]
0641 AD Serpinb7 Glut_1
[-]
2613 AD Serpinb7 Glut_1
Glut
18 TH Glut
[-]
147 AD Serpinb7 Glut
[-]
0641 AD Serpinb7 Glut_1
[-]
2614 AD Serpinb7 Glut_1
Glut
18 TH Glut
[-]
148 AV Col27a1 Glut
[-]
0642 AV Col27a1 Glut_1
[-]
2615 AV Col27a1 Glut_1
Glut
18 TH Glut
[-]
148 AV Col27a1 Glut
[-]
0642 AV Col27a1 Glut_1
[-]
2616 AV Col27a1 Glut_1
Glut
18 TH Glut
[-]
149 PVT-PT Ntrk1 Glut
[-]
0643 PVT-PT Ntrk1 Glut_1
[-]
2617 PVT-PT Ntrk1 Glut_1
Glut
18 TH Glut
[-]
149 PVT-PT Ntrk1 Glut
[-]
0643 PVT-PT Ntrk1 Glut_1
[-]
2618 PVT-PT Ntrk1 Glut_1
Glut
18 TH Glut
[-]
149 PVT-PT Ntrk1 Glut
[-]
0643 PVT-PT Ntrk1 Glut_1
[-]
2619 PVT-PT Ntrk1 Glut_1
Glut
18 TH Glut
[-]
149 PVT-PT Ntrk1 Glut
[-]
0644 PVT-PT Ntrk1 Glut_2
[-]
2620 PVT-PT Ntrk1 Glut_2
Glut
18 TH Glut
[-]
149 PVT-PT Ntrk1 Glut
[-]
0644 PVT-PT Ntrk1 Glut_2
[-]
2621 PVT-PT Ntrk1 Glut_2
Glut
18 TH Glut
[-]
149 PVT-PT Ntrk1 Glut
[-]
0644 PVT-PT Ntrk1 Glut_2
[-]
2622 PVT-PT Ntrk1 Glut_2
Glut
18 TH Glut
[-]
149 PVT-PT Ntrk1 Glut
[-]
0644 PVT-PT Ntrk1 Glut_2
[-]
2623 PVT-PT Ntrk1 Glut_2
Glut
18 TH Glut
[-]
149 PVT-PT Ntrk1 Glut
[-]
0645 PVT-PT Ntrk1 Glut_3
[-]
2624 PVT-PT Ntrk1 Glut_3
Glut
18 TH Glut
[-]
149 PVT-PT Ntrk1 Glut
[-]
0645 PVT-PT Ntrk1 Glut_3
[-]
2625 PVT-PT Ntrk1 Glut_3
Glut
18 TH Glut
[-]
149 PVT-PT Ntrk1 Glut
[-]
0645 PVT-PT Ntrk1 Glut_3
[-]
2626 PVT-PT Ntrk1 Glut_3
Glut
18 TH Glut
[-]
149 PVT-PT Ntrk1 Glut
[-]
0646 PVT-PT Ntrk1 Glut_4
[-]
2627 PVT-PT Ntrk1 Glut_4
Glut
18 TH Glut
[-]
149 PVT-PT Ntrk1 Glut
[-]
0646 PVT-PT Ntrk1 Glut_4
[-]
2628 PVT-PT Ntrk1 Glut_4
Glut
18 TH Glut
[-]
149 PVT-PT Ntrk1 Glut
[-]
0646 PVT-PT Ntrk1 Glut_4
[-]
2629 PVT-PT Ntrk1 Glut_4
Glut
18 TH Glut
[-]
149 PVT-PT Ntrk1 Glut
[-]
0647 PVT-PT Ntrk1 Glut_5
[-]
2630 PVT-PT Ntrk1 Glut_5
Glut
18 TH Glut
[-]
149 PVT-PT Ntrk1 Glut
[-]
0647 PVT-PT Ntrk1 Glut_5
[-]
2631 PVT-PT Ntrk1 Glut_5
Glut
18 TH Glut
[-]
149 PVT-PT Ntrk1 Glut
[-]
0648 PVT-PT Ntrk1 Glut_6
[-]
2632 PVT-PT Ntrk1 Glut_6
Glut
18 TH Glut
[-]
150 CM-IAD-CL-PCN Sema5b Glut
[-]
0649 CM-IAD-CL-PCN Sema5b Glut_1
[-]
2633 CM-IAD-CL-PCN Sema5b Glut_1
Glut
18 TH Glut
[-]
150 CM-IAD-CL-PCN Sema5b Glut
[-]
0649 CM-IAD-CL-PCN Sema5b Glut_1
[-]
2634 CM-IAD-CL-PCN Sema5b Glut_1
Glut
18 TH Glut
[-]
150 CM-IAD-CL-PCN Sema5b Glut
[-]
0649 CM-IAD-CL-PCN Sema5b Glut_1
[-]
2635 CM-IAD-CL-PCN Sema5b Glut_1
Glut
18 TH Glut
[-]
150 CM-IAD-CL-PCN Sema5b Glut
[-]
0649 CM-IAD-CL-PCN Sema5b Glut_1
[-]
2636 CM-IAD-CL-PCN Sema5b Glut_1
Glut
18 TH Glut
[-]
150 CM-IAD-CL-PCN Sema5b Glut
[-]
0650 CM-IAD-CL-PCN Sema5b Glut_2
[-]
2637 CM-IAD-CL-PCN Sema5b Glut_2
Glut
18 TH Glut
[-]
150 CM-IAD-CL-PCN Sema5b Glut
[-]
0650 CM-IAD-CL-PCN Sema5b Glut_2
[-]
2638 CM-IAD-CL-PCN Sema5b Glut_2
Glut
18 TH Glut
[-]
150 CM-IAD-CL-PCN Sema5b Glut
[-]
0650 CM-IAD-CL-PCN Sema5b Glut_2
[-]
2639 CM-IAD-CL-PCN Sema5b Glut_2
Glut
18 TH Glut
[-]
150 CM-IAD-CL-PCN Sema5b Glut
[-]
0651 CM-IAD-CL-PCN Sema5b Glut_3
[-]
2640 CM-IAD-CL-PCN Sema5b Glut_3
Glut
18 TH Glut
[-]
150 CM-IAD-CL-PCN Sema5b Glut
[-]
0651 CM-IAD-CL-PCN Sema5b Glut_3
[-]
2641 CM-IAD-CL-PCN Sema5b Glut_3
Glut
18 TH Glut
[-]
150 CM-IAD-CL-PCN Sema5b Glut
[-]
0651 CM-IAD-CL-PCN Sema5b Glut_3
[-]
2642 CM-IAD-CL-PCN Sema5b Glut_3
Glut
18 TH Glut
[-]
150 CM-IAD-CL-PCN Sema5b Glut
[-]
0652 CM-IAD-CL-PCN Sema5b Glut_4
[-]
2643 CM-IAD-CL-PCN Sema5b Glut_4
Glut
18 TH Glut
[-]
150 CM-IAD-CL-PCN Sema5b Glut
[-]
0652 CM-IAD-CL-PCN Sema5b Glut_4
[-]
2644 CM-IAD-CL-PCN Sema5b Glut_4
Glut
18 TH Glut
[-]
150 CM-IAD-CL-PCN Sema5b Glut
[-]
0652 CM-IAD-CL-PCN Sema5b Glut_4
[-]
2645 CM-IAD-CL-PCN Sema5b Glut_4
Glut
18 TH Glut
[-]
150 CM-IAD-CL-PCN Sema5b Glut
[-]
0653 CM-IAD-CL-PCN Sema5b Glut_5
[-]
2646 CM-IAD-CL-PCN Sema5b Glut_5
Glut
18 TH Glut
[-]
150 CM-IAD-CL-PCN Sema5b Glut
[-]
0653 CM-IAD-CL-PCN Sema5b Glut_5
[-]
2647 CM-IAD-CL-PCN Sema5b Glut_5
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0654 TH Prkcd Grin2c Glut_1
[-]
2648 TH Prkcd Grin2c Glut_1
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0654 TH Prkcd Grin2c Glut_1
[-]
2649 TH Prkcd Grin2c Glut_1
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0655 TH Prkcd Grin2c Glut_2
[-]
2650 TH Prkcd Grin2c Glut_2
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0656 TH Prkcd Grin2c Glut_3
[-]
2651 TH Prkcd Grin2c Glut_3
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0656 TH Prkcd Grin2c Glut_3
[-]
2652 TH Prkcd Grin2c Glut_3
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0657 TH Prkcd Grin2c Glut_4
[-]
2653 TH Prkcd Grin2c Glut_4
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0657 TH Prkcd Grin2c Glut_4
[-]
2654 TH Prkcd Grin2c Glut_4
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0658 TH Prkcd Grin2c Glut_5
[-]
2655 TH Prkcd Grin2c Glut_5
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0658 TH Prkcd Grin2c Glut_5
[-]
2656 TH Prkcd Grin2c Glut_5
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0658 TH Prkcd Grin2c Glut_5
[-]
2657 TH Prkcd Grin2c Glut_5
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0658 TH Prkcd Grin2c Glut_5
[-]
2658 TH Prkcd Grin2c Glut_5
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0659 TH Prkcd Grin2c Glut_6
[-]
2659 TH Prkcd Grin2c Glut_6
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0659 TH Prkcd Grin2c Glut_6
[-]
2660 TH Prkcd Grin2c Glut_6
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0659 TH Prkcd Grin2c Glut_6
[-]
2661 TH Prkcd Grin2c Glut_6
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0659 TH Prkcd Grin2c Glut_6
[-]
2662 TH Prkcd Grin2c Glut_6
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0659 TH Prkcd Grin2c Glut_6
[-]
2663 TH Prkcd Grin2c Glut_6
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0659 TH Prkcd Grin2c Glut_6
[-]
2664 TH Prkcd Grin2c Glut_6
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0660 TH Prkcd Grin2c Glut_7
[-]
2665 TH Prkcd Grin2c Glut_7
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0660 TH Prkcd Grin2c Glut_7
[-]
2666 TH Prkcd Grin2c Glut_7
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0660 TH Prkcd Grin2c Glut_7
[-]
2667 TH Prkcd Grin2c Glut_7
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0661 TH Prkcd Grin2c Glut_8
[-]
2668 TH Prkcd Grin2c Glut_8
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0661 TH Prkcd Grin2c Glut_8
[-]
2669 TH Prkcd Grin2c Glut_8
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0661 TH Prkcd Grin2c Glut_8
[-]
2670 TH Prkcd Grin2c Glut_8
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0661 TH Prkcd Grin2c Glut_8
[-]
2671 TH Prkcd Grin2c Glut_8
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0661 TH Prkcd Grin2c Glut_8
[-]
2672 TH Prkcd Grin2c Glut_8
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0661 TH Prkcd Grin2c Glut_8
[-]
2673 TH Prkcd Grin2c Glut_8
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0662 TH Prkcd Grin2c Glut_9
[-]
2674 TH Prkcd Grin2c Glut_9
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0662 TH Prkcd Grin2c Glut_9
[-]
2675 TH Prkcd Grin2c Glut_9
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0662 TH Prkcd Grin2c Glut_9
[-]
2676 TH Prkcd Grin2c Glut_9
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0663 TH Prkcd Grin2c Glut_10
[-]
2677 TH Prkcd Grin2c Glut_10
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0663 TH Prkcd Grin2c Glut_10
[-]
2678 TH Prkcd Grin2c Glut_10
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0664 TH Prkcd Grin2c Glut_11
[-]
2679 TH Prkcd Grin2c Glut_11
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0664 TH Prkcd Grin2c Glut_11
[-]
2680 TH Prkcd Grin2c Glut_11
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0665 TH Prkcd Grin2c Glut_12
[-]
2681 TH Prkcd Grin2c Glut_12
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0665 TH Prkcd Grin2c Glut_12
[-]
2682 TH Prkcd Grin2c Glut_12
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0666 TH Prkcd Grin2c Glut_13
[-]
2683 TH Prkcd Grin2c Glut_13
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0666 TH Prkcd Grin2c Glut_13
[-]
2684 TH Prkcd Grin2c Glut_13
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0666 TH Prkcd Grin2c Glut_13
[-]
2685 TH Prkcd Grin2c Glut_13
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0666 TH Prkcd Grin2c Glut_13
[-]
2686 TH Prkcd Grin2c Glut_13
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0666 TH Prkcd Grin2c Glut_13
[-]
2687 TH Prkcd Grin2c Glut_13
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0667 TH Prkcd Grin2c Glut_14
[-]
2688 TH Prkcd Grin2c Glut_14
Glut
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0667 TH Prkcd Grin2c Glut_14
[-]
2689 TH Prkcd Grin2c Glut_14
Glut
18 TH Glut
[-]
152 RE-Xi Nox4 Glut
[-]
0668 RE-Xi Nox4 Glut_1
[-]
2690 RE-Xi Nox4 Glut_1
Glut
18 TH Glut
[-]
152 RE-Xi Nox4 Glut
[-]
0668 RE-Xi Nox4 Glut_1
[-]
2691 RE-Xi Nox4 Glut_1
Glut
18 TH Glut
[-]
152 RE-Xi Nox4 Glut
[-]
0668 RE-Xi Nox4 Glut_1
[-]
2692 RE-Xi Nox4 Glut_1
Glut
18 TH Glut
[-]
152 RE-Xi Nox4 Glut
[-]
0668 RE-Xi Nox4 Glut_1
[-]
2693 RE-Xi Nox4 Glut_1
Glut
18 TH Glut
[-]
152 RE-Xi Nox4 Glut
[-]
0669 RE-Xi Nox4 Glut_2
[-]
2694 RE-Xi Nox4 Glut_2
Glut
18 TH Glut
[-]
152 RE-Xi Nox4 Glut
[-]
0669 RE-Xi Nox4 Glut_2
[-]
2695 RE-Xi Nox4 Glut_2
Glut
18 TH Glut
[-]
152 RE-Xi Nox4 Glut
[-]
0669 RE-Xi Nox4 Glut_2
[-]
2696 RE-Xi Nox4 Glut_2
Glut
18 TH Glut
[-]
152 RE-Xi Nox4 Glut
[-]
0669 RE-Xi Nox4 Glut_2
[-]
2697 RE-Xi Nox4 Glut_2
Glut
18 TH Glut
[-]
152 RE-Xi Nox4 Glut
[-]
0670 RE-Xi Nox4 Glut_3
[-]
2698 RE-Xi Nox4 Glut_3
Glut
18 TH Glut
[-]
152 RE-Xi Nox4 Glut
[-]
0670 RE-Xi Nox4 Glut_3
[-]
2699 RE-Xi Nox4 Glut_3
Glut
18 TH Glut
[-]
152 RE-Xi Nox4 Glut
[-]
0670 RE-Xi Nox4 Glut_3
[-]
2700 RE-Xi Nox4 Glut_3
Glut
18 TH Glut
[-]
152 RE-Xi Nox4 Glut
[-]
0670 RE-Xi Nox4 Glut_3
[-]
2701 RE-Xi Nox4 Glut_3
Glut
18 TH Glut
[-]
152 RE-Xi Nox4 Glut
[-]
0670 RE-Xi Nox4 Glut_3
[-]
2702 RE-Xi Nox4 Glut_3
Glut
18 TH Glut
[-]
152 RE-Xi Nox4 Glut
[-]
0671 RE-Xi Nox4 Glut_4
[-]
2703 RE-Xi Nox4 Glut_4
Glut
18 TH Glut
[-]
153 MG-POL-SGN Nts Glut
[-]
0672 MG-POL-SGN Nts Glut_1
[-]
2704 MG-POL-SGN Nts Glut_1
Glut
18 TH Glut
[-]
153 MG-POL-SGN Nts Glut
[-]
0672 MG-POL-SGN Nts Glut_1
[-]
2705 MG-POL-SGN Nts Glut_1
Glut
18 TH Glut
[-]
153 MG-POL-SGN Nts Glut
[-]
0672 MG-POL-SGN Nts Glut_1
[-]
2706 MG-POL-SGN Nts Glut_1
Glut
18 TH Glut
[-]
153 MG-POL-SGN Nts Glut
[-]
0673 MG-POL-SGN Nts Glut_2
[-]
2707 MG-POL-SGN Nts Glut_2
Glut
18 TH Glut
[-]
153 MG-POL-SGN Nts Glut
[-]
0673 MG-POL-SGN Nts Glut_2
[-]
2708 MG-POL-SGN Nts Glut_2
Glut
18 TH Glut
[-]
153 MG-POL-SGN Nts Glut
[-]
0673 MG-POL-SGN Nts Glut_2
[-]
2709 MG-POL-SGN Nts Glut_2
Glut
18 TH Glut
[-]
154 PF Fzd5 Glut
[-]
0674 PF Fzd5 Glut_1
[-]
2710 PF Fzd5 Glut_1
Glut
18 TH Glut
[-]
154 PF Fzd5 Glut
[-]
0674 PF Fzd5 Glut_1
[-]
2711 PF Fzd5 Glut_1
Glut
18 TH Glut
[-]
154 PF Fzd5 Glut
[-]
0674 PF Fzd5 Glut_1
[-]
2712 PF Fzd5 Glut_1
Glut
18 TH Glut
[-]
154 PF Fzd5 Glut
[-]
0674 PF Fzd5 Glut_1
[-]
2713 PF Fzd5 Glut_1
Glut
18 TH Glut
[-]
154 PF Fzd5 Glut
[-]
0674 PF Fzd5 Glut_1
[-]
2714 PF Fzd5 Glut_1
Glut
18 TH Glut
[-]
154 PF Fzd5 Glut
[-]
0674 PF Fzd5 Glut_1
[-]
2715 PF Fzd5 Glut_1
Glut
18 TH Glut
[-]
154 PF Fzd5 Glut
[-]
0674 PF Fzd5 Glut_1
[-]
2716 PF Fzd5 Glut_1
Glut
18 TH Glut
[-]
154 PF Fzd5 Glut
[-]
0674 PF Fzd5 Glut_1
[-]
2717 PF Fzd5 Glut_1
Glut
18 TH Glut
[-]
154 PF Fzd5 Glut
[-]
0674 PF Fzd5 Glut_1
[-]
2718 PF Fzd5 Glut_1
Glut
18 TH Glut
[-]
154 PF Fzd5 Glut
[-]
0674 PF Fzd5 Glut_1
[-]
2719 PF Fzd5 Glut_1
Glut
18 TH Glut
[-]
154 PF Fzd5 Glut
[-]
0675 PF Fzd5 Glut_2
[-]
2720 PF Fzd5 Glut_2
Glut
18 TH Glut
[-]
154 PF Fzd5 Glut
[-]
0675 PF Fzd5 Glut_2
[-]
2721 PF Fzd5 Glut_2
Glut
18 TH Glut
[-]
154 PF Fzd5 Glut
[-]
0675 PF Fzd5 Glut_2
[-]
2722 PF Fzd5 Glut_2
Glut
18 TH Glut
[-]
154 PF Fzd5 Glut
[-]
0675 PF Fzd5 Glut_2
[-]
2723 PF Fzd5 Glut_2
Glut
18 TH Glut
[-]
154 PF Fzd5 Glut
[-]
0675 PF Fzd5 Glut_2
[-]
2724 PF Fzd5 Glut_2
Glut
18 TH Glut
[-]
154 PF Fzd5 Glut
[-]
0675 PF Fzd5 Glut_2
[-]
2725 PF Fzd5 Glut_2
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0676 PRC-PAG Pax6 Glut_1
[-]
2726 PRC-PAG Pax6 Glut_1
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0676 PRC-PAG Pax6 Glut_1
[-]
2727 PRC-PAG Pax6 Glut_1
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0676 PRC-PAG Pax6 Glut_1
[-]
2728 PRC-PAG Pax6 Glut_1
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0676 PRC-PAG Pax6 Glut_1
[-]
2729 PRC-PAG Pax6 Glut_1
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0676 PRC-PAG Pax6 Glut_1
[-]
2730 PRC-PAG Pax6 Glut_1
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0676 PRC-PAG Pax6 Glut_1
[-]
2731 PRC-PAG Pax6 Glut_1
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0676 PRC-PAG Pax6 Glut_1
[-]
2732 PRC-PAG Pax6 Glut_1
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0677 PRC-PAG Pax6 Glut_2
[-]
2733 PRC-PAG Pax6 Glut_2
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0677 PRC-PAG Pax6 Glut_2
[-]
2734 PRC-PAG Pax6 Glut_2
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0677 PRC-PAG Pax6 Glut_2
[-]
2735 PRC-PAG Pax6 Glut_2
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0677 PRC-PAG Pax6 Glut_2
[-]
2736 PRC-PAG Pax6 Glut_2
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0677 PRC-PAG Pax6 Glut_2
[-]
2737 PRC-PAG Pax6 Glut_2
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0677 PRC-PAG Pax6 Glut_2
[-]
2738 PRC-PAG Pax6 Glut_2
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0677 PRC-PAG Pax6 Glut_2
[-]
2739 PRC-PAG Pax6 Glut_2
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0677 PRC-PAG Pax6 Glut_2
[-]
2740 PRC-PAG Pax6 Glut_2
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0678 PRC-PAG Pax6 Glut_3
[-]
2741 PRC-PAG Pax6 Glut_3
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0678 PRC-PAG Pax6 Glut_3
[-]
2742 PRC-PAG Pax6 Glut_3
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0678 PRC-PAG Pax6 Glut_3
[-]
2743 PRC-PAG Pax6 Glut_3
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0678 PRC-PAG Pax6 Glut_3
[-]
2744 PRC-PAG Pax6 Glut_3
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0678 PRC-PAG Pax6 Glut_3
[-]
2745 PRC-PAG Pax6 Glut_3
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0678 PRC-PAG Pax6 Glut_3
[-]
2746 PRC-PAG Pax6 Glut_3
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0678 PRC-PAG Pax6 Glut_3
[-]
2747 PRC-PAG Pax6 Glut_3
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0679 PRC-PAG Pax6 Glut_4
[-]
2748 PRC-PAG Pax6 Glut_4
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0679 PRC-PAG Pax6 Glut_4
[-]
2749 PRC-PAG Pax6 Glut_4
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0679 PRC-PAG Pax6 Glut_4
[-]
2750 PRC-PAG Pax6 Glut_4
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0680 PRC-PAG Pax6 Glut_5
[-]
2751 PRC-PAG Pax6 Glut_5
Glut
19 MB Glut
[-]
156 MB-ant-ve Dmrta2 Glut
[-]
0681 MB-ant-ve Dmrta2 Glut_1
[-]
2752 MB-ant-ve Dmrta2 Glut_1
Glut
19 MB Glut
[-]
156 MB-ant-ve Dmrta2 Glut
[-]
0681 MB-ant-ve Dmrta2 Glut_1
[-]
2753 MB-ant-ve Dmrta2 Glut_1
Glut
19 MB Glut
[-]
156 MB-ant-ve Dmrta2 Glut
[-]
0681 MB-ant-ve Dmrta2 Glut_1
[-]
2754 MB-ant-ve Dmrta2 Glut_1
Glut
19 MB Glut
[-]
156 MB-ant-ve Dmrta2 Glut
[-]
0681 MB-ant-ve Dmrta2 Glut_1
[-]
2755 MB-ant-ve Dmrta2 Glut_1
Glut
19 MB Glut
[-]
156 MB-ant-ve Dmrta2 Glut
[-]
0681 MB-ant-ve Dmrta2 Glut_1
[-]
2756 MB-ant-ve Dmrta2 Glut_1
Glut
19 MB Glut
[-]
156 MB-ant-ve Dmrta2 Glut
[-]
0681 MB-ant-ve Dmrta2 Glut_1
[-]
2757 MB-ant-ve Dmrta2 Glut_1
Glut
19 MB Glut
[-]
156 MB-ant-ve Dmrta2 Glut
[-]
0681 MB-ant-ve Dmrta2 Glut_1
[-]
2758 MB-ant-ve Dmrta2 Glut_1
Glut
19 MB Glut
[-]
156 MB-ant-ve Dmrta2 Glut
[-]
0681 MB-ant-ve Dmrta2 Glut_1
[-]
2759 MB-ant-ve Dmrta2 Glut_1
Glut
19 MB Glut
[-]
156 MB-ant-ve Dmrta2 Glut
[-]
0681 MB-ant-ve Dmrta2 Glut_1
[-]
2760 MB-ant-ve Dmrta2 Glut_1
Glut
19 MB Glut
[-]
157 RN Spp1 Glut
[-]
0682 RN Spp1 Glut_1
[-]
2761 RN Spp1 Glut_1
Glut
19 MB Glut
[-]
158 MRN-PAG Nkx6-1 Glut
[-]
0683 MRN-PAG Nkx6-1 Glut_1
[-]
2762 MRN-PAG Nkx6-1 Glut_1
Glut
19 MB Glut
[-]
158 MRN-PAG Nkx6-1 Glut
[-]
0683 MRN-PAG Nkx6-1 Glut_1
[-]
2763 MRN-PAG Nkx6-1 Glut_1
Glut-GABA
19 MB Glut
[-]
158 MRN-PAG Nkx6-1 Glut
[-]
0683 MRN-PAG Nkx6-1 Glut_1
[-]
2764 MRN-PAG Nkx6-1 Glut_1
Glut
19 MB Glut
[-]
158 MRN-PAG Nkx6-1 Glut
[-]
0684 MRN-PAG Nkx6-1 Glut_2
[-]
2765 MRN-PAG Nkx6-1 Glut_2
Glut
19 MB Glut
[-]
158 MRN-PAG Nkx6-1 Glut
[-]
0684 MRN-PAG Nkx6-1 Glut_2
[-]
2766 MRN-PAG Nkx6-1 Glut_2
Glut
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0685 IF-RL-CLI-PAG Foxa1 Glut_1
[-]
2767 IF-RL-CLI-PAG Foxa1 Glut_1
Glut
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0685 IF-RL-CLI-PAG Foxa1 Glut_1
[-]
2768 IF-RL-CLI-PAG Foxa1 Glut_1
Glut
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0685 IF-RL-CLI-PAG Foxa1 Glut_1
[-]
2769 IF-RL-CLI-PAG Foxa1 Glut_1
Glut
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0685 IF-RL-CLI-PAG Foxa1 Glut_1
[-]
2770 IF-RL-CLI-PAG Foxa1 Glut_1
Dopa
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0685 IF-RL-CLI-PAG Foxa1 Glut_1
[-]
2771 IF-RL-CLI-PAG Foxa1 Glut_1
Glut
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0686 IF-RL-CLI-PAG Foxa1 Glut_2
[-]
2772 IF-RL-CLI-PAG Foxa1 Glut_2
Glut
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0686 IF-RL-CLI-PAG Foxa1 Glut_2
[-]
2773 IF-RL-CLI-PAG Foxa1 Glut_2
Glut
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0686 IF-RL-CLI-PAG Foxa1 Glut_2
[-]
2774 IF-RL-CLI-PAG Foxa1 Glut_2
Glut
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0687 IF-RL-CLI-PAG Foxa1 Glut_3
[-]
2775 IF-RL-CLI-PAG Foxa1 Glut_3
Glut
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0687 IF-RL-CLI-PAG Foxa1 Glut_3
[-]
2776 IF-RL-CLI-PAG Foxa1 Glut_3
Glut
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0687 IF-RL-CLI-PAG Foxa1 Glut_3
[-]
2777 IF-RL-CLI-PAG Foxa1 Glut_3
Glut
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0688 IF-RL-CLI-PAG Foxa1 Glut_4
[-]
2778 IF-RL-CLI-PAG Foxa1 Glut_4
Dopa
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0688 IF-RL-CLI-PAG Foxa1 Glut_4
[-]
2779 IF-RL-CLI-PAG Foxa1 Glut_4
Glut
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0689 IF-RL-CLI-PAG Foxa1 Glut_5
[-]
2780 IF-RL-CLI-PAG Foxa1 Glut_5
Glut
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[-]
0690 PAG-SC Neurod2 Meis2 Glut_1
[-]
2781 PAG-SC Neurod2 Meis2 Glut_1
Glut
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[-]
0690 PAG-SC Neurod2 Meis2 Glut_1
[-]
2782 PAG-SC Neurod2 Meis2 Glut_1
Glut
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[-]
0690 PAG-SC Neurod2 Meis2 Glut_1
[-]
2783 PAG-SC Neurod2 Meis2 Glut_1
Glut
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[-]
0690 PAG-SC Neurod2 Meis2 Glut_1
[-]
2784 PAG-SC Neurod2 Meis2 Glut_1
Glut
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[-]
0690 PAG-SC Neurod2 Meis2 Glut_1
[-]
2785 PAG-SC Neurod2 Meis2 Glut_1
Glut
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[-]
0691 PAG-SC Neurod2 Meis2 Glut_2
[-]
2786 PAG-SC Neurod2 Meis2 Glut_2
Glut
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[-]
0691 PAG-SC Neurod2 Meis2 Glut_2
[-]
2787 PAG-SC Neurod2 Meis2 Glut_2
Glut
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[-]
0691 PAG-SC Neurod2 Meis2 Glut_2
[-]
2788 PAG-SC Neurod2 Meis2 Glut_2
Glut
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[-]
0691 PAG-SC Neurod2 Meis2 Glut_2
[-]
2789 PAG-SC Neurod2 Meis2 Glut_2
Glut
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[-]
0692 PAG-SC Neurod2 Meis2 Glut_3
[-]
2790 PAG-SC Neurod2 Meis2 Glut_3
Glut
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[-]
0693 PAG-SC Neurod2 Meis2 Glut_4
[-]
2791 PAG-SC Neurod2 Meis2 Glut_4
Glut
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[-]
0693 PAG-SC Neurod2 Meis2 Glut_4
[-]
2792 PAG-SC Neurod2 Meis2 Glut_4
Glut
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[-]
0693 PAG-SC Neurod2 Meis2 Glut_4
[-]
2793 PAG-SC Neurod2 Meis2 Glut_4
Glut
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[-]
0693 PAG-SC Neurod2 Meis2 Glut_4
[-]
2794 PAG-SC Neurod2 Meis2 Glut_4
Glut
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[-]
0693 PAG-SC Neurod2 Meis2 Glut_4
[-]
2795 PAG-SC Neurod2 Meis2 Glut_4
Glut
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[-]
0693 PAG-SC Neurod2 Meis2 Glut_4
[-]
2796 PAG-SC Neurod2 Meis2 Glut_4
Glut
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[-]
0693 PAG-SC Neurod2 Meis2 Glut_4
[-]
2797 PAG-SC Neurod2 Meis2 Glut_4
Glut
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[-]
0694 PAG Pou4f3 Glut_1
[-]
2798 PAG Pou4f3 Glut_1
Glut
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[-]
0694 PAG Pou4f3 Glut_1
[-]
2799 PAG Pou4f3 Glut_1
Glut
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[-]
0694 PAG Pou4f3 Glut_1
[-]
2800 PAG Pou4f3 Glut_1
Glut
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[-]
0694 PAG Pou4f3 Glut_1
[-]
2801 PAG Pou4f3 Glut_1
Glut
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[-]
0694 PAG Pou4f3 Glut_1
[-]
2802 PAG Pou4f3 Glut_1
Glut
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[-]
0694 PAG Pou4f3 Glut_1
[-]
2803 PAG Pou4f3 Glut_1
Glut
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[-]
0694 PAG Pou4f3 Glut_1
[-]
2804 PAG Pou4f3 Glut_1
Glut
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[-]
0694 PAG Pou4f3 Glut_1
[-]
2805 PAG Pou4f3 Glut_1
Glut
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[-]
0694 PAG Pou4f3 Glut_1
[-]
2806 PAG Pou4f3 Glut_1
Glut
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[-]
0694 PAG Pou4f3 Glut_1
[-]
2807 PAG Pou4f3 Glut_1
Glut
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[-]
0695 PAG Pou4f3 Glut_2
[-]
2808 PAG Pou4f3 Glut_2
Glut
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[-]
0695 PAG Pou4f3 Glut_2
[-]
2809 PAG Pou4f3 Glut_2
Glut
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[-]
0695 PAG Pou4f3 Glut_2
[-]
2810 PAG Pou4f3 Glut_2
Glut
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[-]
0696 PAG Pou4f3 Glut_3
[-]
2811 PAG Pou4f3 Glut_3
Glut
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[-]
0696 PAG Pou4f3 Glut_3
[-]
2812 PAG Pou4f3 Glut_3
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0697 CUN Evx2 Lhx2 Glut_1
[-]
2813 CUN Evx2 Lhx2 Glut_1
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0697 CUN Evx2 Lhx2 Glut_1
[-]
2814 CUN Evx2 Lhx2 Glut_1
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0697 CUN Evx2 Lhx2 Glut_1
[-]
2815 CUN Evx2 Lhx2 Glut_1
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0697 CUN Evx2 Lhx2 Glut_1
[-]
2816 CUN Evx2 Lhx2 Glut_1
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0697 CUN Evx2 Lhx2 Glut_1
[-]
2817 CUN Evx2 Lhx2 Glut_1
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0697 CUN Evx2 Lhx2 Glut_1
[-]
2818 CUN Evx2 Lhx2 Glut_1
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0698 CUN Evx2 Lhx2 Glut_2
[-]
2819 CUN Evx2 Lhx2 Glut_2
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0698 CUN Evx2 Lhx2 Glut_2
[-]
2820 CUN Evx2 Lhx2 Glut_2
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0698 CUN Evx2 Lhx2 Glut_2
[-]
2821 CUN Evx2 Lhx2 Glut_2
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0698 CUN Evx2 Lhx2 Glut_2
[-]
2822 CUN Evx2 Lhx2 Glut_2
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0698 CUN Evx2 Lhx2 Glut_2
[-]
2823 CUN Evx2 Lhx2 Glut_2
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0698 CUN Evx2 Lhx2 Glut_2
[-]
2824 CUN Evx2 Lhx2 Glut_2
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0698 CUN Evx2 Lhx2 Glut_2
[-]
2825 CUN Evx2 Lhx2 Glut_2
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0699 CUN Evx2 Lhx2 Glut_3
[-]
2826 CUN Evx2 Lhx2 Glut_3
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0699 CUN Evx2 Lhx2 Glut_3
[-]
2827 CUN Evx2 Lhx2 Glut_3
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0699 CUN Evx2 Lhx2 Glut_3
[-]
2828 CUN Evx2 Lhx2 Glut_3
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0699 CUN Evx2 Lhx2 Glut_3
[-]
2829 CUN Evx2 Lhx2 Glut_3
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0699 CUN Evx2 Lhx2 Glut_3
[-]
2830 CUN Evx2 Lhx2 Glut_3
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0699 CUN Evx2 Lhx2 Glut_3
[-]
2831 CUN Evx2 Lhx2 Glut_3
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0700 CUN Evx2 Lhx2 Glut_4
[-]
2832 CUN Evx2 Lhx2 Glut_4
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0700 CUN Evx2 Lhx2 Glut_4
[-]
2833 CUN Evx2 Lhx2 Glut_4
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0700 CUN Evx2 Lhx2 Glut_4
[-]
2834 CUN Evx2 Lhx2 Glut_4
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0700 CUN Evx2 Lhx2 Glut_4
[-]
2835 CUN Evx2 Lhx2 Glut_4
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0700 CUN Evx2 Lhx2 Glut_4
[-]
2836 CUN Evx2 Lhx2 Glut_4
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0701 CUN Evx2 Lhx2 Glut_5
[-]
2837 CUN Evx2 Lhx2 Glut_5
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0701 CUN Evx2 Lhx2 Glut_5
[-]
2838 CUN Evx2 Lhx2 Glut_5
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0701 CUN Evx2 Lhx2 Glut_5
[-]
2839 CUN Evx2 Lhx2 Glut_5
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0701 CUN Evx2 Lhx2 Glut_5
[-]
2840 CUN Evx2 Lhx2 Glut_5
Glut
19 MB Glut
[-]
163 APN C1ql2 Glut
[-]
0702 APN C1ql2 Glut_1
[-]
2841 APN C1ql2 Glut_1
Glut
19 MB Glut
[-]
163 APN C1ql2 Glut
[-]
0702 APN C1ql2 Glut_1
[-]
2842 APN C1ql2 Glut_1
Glut
19 MB Glut
[-]
163 APN C1ql2 Glut
[-]
0702 APN C1ql2 Glut_1
[-]
2843 APN C1ql2 Glut_1
Glut
19 MB Glut
[-]
163 APN C1ql2 Glut
[-]
0702 APN C1ql2 Glut_1
[-]
2844 APN C1ql2 Glut_1
Glut
19 MB Glut
[-]
163 APN C1ql2 Glut
[-]
0702 APN C1ql2 Glut_1
[-]
2845 APN C1ql2 Glut_1
Glut
19 MB Glut
[-]
163 APN C1ql2 Glut
[-]
0702 APN C1ql2 Glut_1
[-]
2846 APN C1ql2 Glut_1
Glut
19 MB Glut
[-]
163 APN C1ql2 Glut
[-]
0702 APN C1ql2 Glut_1
[-]
2847 APN C1ql2 Glut_1
Glut
19 MB Glut
[-]
164 APN C1ql4 Glut
[-]
0703 APN C1ql4 Glut_1
[-]
2848 APN C1ql4 Glut_1
Glut
19 MB Glut
[-]
164 APN C1ql4 Glut
[-]
0703 APN C1ql4 Glut_1
[-]
2849 APN C1ql4 Glut_1
Glut
19 MB Glut
[-]
164 APN C1ql4 Glut
[-]
0703 APN C1ql4 Glut_1
[-]
2850 APN C1ql4 Glut_1
Glut
19 MB Glut
[-]
164 APN C1ql4 Glut
[-]
0703 APN C1ql4 Glut_1
[-]
2851 APN C1ql4 Glut_1
Glut
19 MB Glut
[-]
164 APN C1ql4 Glut
[-]
0703 APN C1ql4 Glut_1
[-]
2852 APN C1ql4 Glut_1
Glut
19 MB Glut
[-]
164 APN C1ql4 Glut
[-]
0703 APN C1ql4 Glut_1
[-]
2853 APN C1ql4 Glut_1
Glut
19 MB Glut
[-]
164 APN C1ql4 Glut
[-]
0703 APN C1ql4 Glut_1
[-]
2854 APN C1ql4 Glut_1
Glut
19 MB Glut
[-]
164 APN C1ql4 Glut
[-]
0703 APN C1ql4 Glut_1
[-]
2855 APN C1ql4 Glut_1
Glut
19 MB Glut
[-]
164 APN C1ql4 Glut
[-]
0703 APN C1ql4 Glut_1
[-]
2856 APN C1ql4 Glut_1
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0704 PAG-MRN Pou3f1 Glut_1
[-]
2857 PAG-MRN Pou3f1 Glut_1
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0704 PAG-MRN Pou3f1 Glut_1
[-]
2858 PAG-MRN Pou3f1 Glut_1
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0704 PAG-MRN Pou3f1 Glut_1
[-]
2859 PAG-MRN Pou3f1 Glut_1
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0704 PAG-MRN Pou3f1 Glut_1
[-]
2860 PAG-MRN Pou3f1 Glut_1
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0704 PAG-MRN Pou3f1 Glut_1
[-]
2861 PAG-MRN Pou3f1 Glut_1
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0704 PAG-MRN Pou3f1 Glut_1
[-]
2862 PAG-MRN Pou3f1 Glut_1
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0704 PAG-MRN Pou3f1 Glut_1
[-]
2863 PAG-MRN Pou3f1 Glut_1
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0704 PAG-MRN Pou3f1 Glut_1
[-]
2864 PAG-MRN Pou3f1 Glut_1
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0704 PAG-MRN Pou3f1 Glut_1
[-]
2865 PAG-MRN Pou3f1 Glut_1
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0704 PAG-MRN Pou3f1 Glut_1
[-]
2866 PAG-MRN Pou3f1 Glut_1
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0704 PAG-MRN Pou3f1 Glut_1
[-]
2867 PAG-MRN Pou3f1 Glut_1
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0705 PAG-MRN Pou3f1 Glut_2
[-]
2868 PAG-MRN Pou3f1 Glut_2
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0706 PAG-MRN Pou3f1 Glut_3
[-]
2869 PAG-MRN Pou3f1 Glut_3
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0707 PAG-MRN Pou3f1 Glut_4
[-]
2870 PAG-MRN Pou3f1 Glut_4
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0707 PAG-MRN Pou3f1 Glut_4
[-]
2871 PAG-MRN Pou3f1 Glut_4
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0707 PAG-MRN Pou3f1 Glut_4
[-]
2872 PAG-MRN Pou3f1 Glut_4
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0707 PAG-MRN Pou3f1 Glut_4
[-]
2873 PAG-MRN Pou3f1 Glut_4
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0708 PAG-MRN Pou3f1 Glut_5
[-]
2874 PAG-MRN Pou3f1 Glut_5
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0708 PAG-MRN Pou3f1 Glut_5
[-]
2875 PAG-MRN Pou3f1 Glut_5
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0708 PAG-MRN Pou3f1 Glut_5
[-]
2876 PAG-MRN Pou3f1 Glut_5
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0708 PAG-MRN Pou3f1 Glut_5
[-]
2877 PAG-MRN Pou3f1 Glut_5
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0708 PAG-MRN Pou3f1 Glut_5
[-]
2878 PAG-MRN Pou3f1 Glut_5
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0709 PAG-MRN Pou3f1 Glut_6
[-]
2879 PAG-MRN Pou3f1 Glut_6
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0709 PAG-MRN Pou3f1 Glut_6
[-]
2880 PAG-MRN Pou3f1 Glut_6
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0709 PAG-MRN Pou3f1 Glut_6
[-]
2881 PAG-MRN Pou3f1 Glut_6
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0709 PAG-MRN Pou3f1 Glut_6
[-]
2882 PAG-MRN Pou3f1 Glut_6
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0709 PAG-MRN Pou3f1 Glut_6
[-]
2883 PAG-MRN Pou3f1 Glut_6
Glut
19 MB Glut
[-]
166 MRN Pou3f1 C1ql4 Glut
[-]
0710 MRN Pou3f1 C1ql4 Glut_1
[-]
2884 MRN Pou3f1 C1ql4 Glut_1
Glut
19 MB Glut
[-]
166 MRN Pou3f1 C1ql4 Glut
[-]
0710 MRN Pou3f1 C1ql4 Glut_1
[-]
2885 MRN Pou3f1 C1ql4 Glut_1
Glut
19 MB Glut
[-]
166 MRN Pou3f1 C1ql4 Glut
[-]
0710 MRN Pou3f1 C1ql4 Glut_1
[-]
2886 MRN Pou3f1 C1ql4 Glut_1
Glut
19 MB Glut
[-]
166 MRN Pou3f1 C1ql4 Glut
[-]
0710 MRN Pou3f1 C1ql4 Glut_1
[-]
2887 MRN Pou3f1 C1ql4 Glut_1
Glut
19 MB Glut
[-]
166 MRN Pou3f1 C1ql4 Glut
[-]
0710 MRN Pou3f1 C1ql4 Glut_1
[-]
2888 MRN Pou3f1 C1ql4 Glut_1
Glut
19 MB Glut
[-]
166 MRN Pou3f1 C1ql4 Glut
[-]
0710 MRN Pou3f1 C1ql4 Glut_1
[-]
2889 MRN Pou3f1 C1ql4 Glut_1
Glut
19 MB Glut
[-]
166 MRN Pou3f1 C1ql4 Glut
[-]
0711 MRN Pou3f1 C1ql4 Glut_2
[-]
2890 MRN Pou3f1 C1ql4 Glut_2
Glut
19 MB Glut
[-]
166 MRN Pou3f1 C1ql4 Glut
[-]
0711 MRN Pou3f1 C1ql4 Glut_2
[-]
2891 MRN Pou3f1 C1ql4 Glut_2
Glut
19 MB Glut
[-]
166 MRN Pou3f1 C1ql4 Glut
[-]
0711 MRN Pou3f1 C1ql4 Glut_2
[-]
2892 MRN Pou3f1 C1ql4 Glut_2
Glut
19 MB Glut
[-]
166 MRN Pou3f1 C1ql4 Glut
[-]
0711 MRN Pou3f1 C1ql4 Glut_2
[-]
2893 MRN Pou3f1 C1ql4 Glut_2
Glut
19 MB Glut
[-]
166 MRN Pou3f1 C1ql4 Glut
[-]
0711 MRN Pou3f1 C1ql4 Glut_2
[-]
2894 MRN Pou3f1 C1ql4 Glut_2
Glut
19 MB Glut
[-]
166 MRN Pou3f1 C1ql4 Glut
[-]
0712 MRN Pou3f1 C1ql4 Glut_3
[-]
2895 MRN Pou3f1 C1ql4 Glut_3
Glut
19 MB Glut
[-]
166 MRN Pou3f1 C1ql4 Glut
[-]
0712 MRN Pou3f1 C1ql4 Glut_3
[-]
2896 MRN Pou3f1 C1ql4 Glut_3
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0713 PRC-PAG Tcf7l2 Irx2 Glut_1
[-]
2897 PRC-PAG Tcf7l2 Irx2 Glut_1
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0713 PRC-PAG Tcf7l2 Irx2 Glut_1
[-]
2898 PRC-PAG Tcf7l2 Irx2 Glut_1
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0713 PRC-PAG Tcf7l2 Irx2 Glut_1
[-]
2899 PRC-PAG Tcf7l2 Irx2 Glut_1
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0713 PRC-PAG Tcf7l2 Irx2 Glut_1
[-]
2900 PRC-PAG Tcf7l2 Irx2 Glut_1
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0713 PRC-PAG Tcf7l2 Irx2 Glut_1
[-]
2901 PRC-PAG Tcf7l2 Irx2 Glut_1
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0713 PRC-PAG Tcf7l2 Irx2 Glut_1
[-]
2902 PRC-PAG Tcf7l2 Irx2 Glut_1
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0713 PRC-PAG Tcf7l2 Irx2 Glut_1
[-]
2903 PRC-PAG Tcf7l2 Irx2 Glut_1
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0713 PRC-PAG Tcf7l2 Irx2 Glut_1
[-]
2904 PRC-PAG Tcf7l2 Irx2 Glut_1
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0713 PRC-PAG Tcf7l2 Irx2 Glut_1
[-]
2905 PRC-PAG Tcf7l2 Irx2 Glut_1
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0713 PRC-PAG Tcf7l2 Irx2 Glut_1
[-]
2906 PRC-PAG Tcf7l2 Irx2 Glut_1
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0713 PRC-PAG Tcf7l2 Irx2 Glut_1
[-]
2907 PRC-PAG Tcf7l2 Irx2 Glut_1
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0714 PRC-PAG Tcf7l2 Irx2 Glut_2
[-]
2908 PRC-PAG Tcf7l2 Irx2 Glut_2
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0714 PRC-PAG Tcf7l2 Irx2 Glut_2
[-]
2909 PRC-PAG Tcf7l2 Irx2 Glut_2
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0714 PRC-PAG Tcf7l2 Irx2 Glut_2
[-]
2910 PRC-PAG Tcf7l2 Irx2 Glut_2
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0714 PRC-PAG Tcf7l2 Irx2 Glut_2
[-]
2911 PRC-PAG Tcf7l2 Irx2 Glut_2
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0714 PRC-PAG Tcf7l2 Irx2 Glut_2
[-]
2912 PRC-PAG Tcf7l2 Irx2 Glut_2
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0714 PRC-PAG Tcf7l2 Irx2 Glut_2
[-]
2913 PRC-PAG Tcf7l2 Irx2 Glut_2
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0714 PRC-PAG Tcf7l2 Irx2 Glut_2
[-]
2914 PRC-PAG Tcf7l2 Irx2 Glut_2
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0714 PRC-PAG Tcf7l2 Irx2 Glut_2
[-]
2915 PRC-PAG Tcf7l2 Irx2 Glut_2
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0715 PRC-PAG Tcf7l2 Irx2 Glut_3
[-]
2916 PRC-PAG Tcf7l2 Irx2 Glut_3
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0715 PRC-PAG Tcf7l2 Irx2 Glut_3
[-]
2917 PRC-PAG Tcf7l2 Irx2 Glut_3
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0715 PRC-PAG Tcf7l2 Irx2 Glut_3
[-]
2918 PRC-PAG Tcf7l2 Irx2 Glut_3
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0715 PRC-PAG Tcf7l2 Irx2 Glut_3
[-]
2919 PRC-PAG Tcf7l2 Irx2 Glut_3
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0716 PRC-PAG Tcf7l2 Irx2 Glut_4
[-]
2920 PRC-PAG Tcf7l2 Irx2 Glut_4
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0717 PRC-PAG Tcf7l2 Irx2 Glut_5
[-]
2921 PRC-PAG Tcf7l2 Irx2 Glut_5
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0717 PRC-PAG Tcf7l2 Irx2 Glut_5
[-]
2922 PRC-PAG Tcf7l2 Irx2 Glut_5
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0717 PRC-PAG Tcf7l2 Irx2 Glut_5
[-]
2923 PRC-PAG Tcf7l2 Irx2 Glut_5
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0717 PRC-PAG Tcf7l2 Irx2 Glut_5
[-]
2924 PRC-PAG Tcf7l2 Irx2 Glut_5
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0718 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_1
[-]
2925 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_1
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0718 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_1
[-]
2926 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_1
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0718 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_1
[-]
2927 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_1
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0718 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_1
[-]
2928 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_1
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0718 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_1
[-]
2929 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_1
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0718 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_1
[-]
2930 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_1
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0718 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_1
[-]
2931 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_1
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0718 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_1
[-]
2932 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_1
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0718 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_1
[-]
2933 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_1
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0718 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_1
[-]
2934 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_1
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0718 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_1
[-]
2935 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_1
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0718 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_1
[-]
2936 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_1
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0718 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_1
[-]
2937 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_1
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0719 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_2
[-]
2938 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_2
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0719 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_2
[-]
2939 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_2
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0719 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_2
[-]
2940 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_2
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0719 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_2
[-]
2941 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_2
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0719 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_2
[-]
2942 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_2
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0719 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_2
[-]
2943 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_2
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0719 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_2
[-]
2944 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_2
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0719 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_2
[-]
2945 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_2
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0720 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_3
[-]
2946 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_3
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0720 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_3
[-]
2947 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_3
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0720 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_3
[-]
2948 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_3
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0720 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_3
[-]
2949 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_3
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0720 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_3
[-]
2950 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_3
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0720 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_3
[-]
2951 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_3
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0720 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_3
[-]
2952 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_3
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0720 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_3
[-]
2953 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_3
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0720 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_3
[-]
2954 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_3
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0720 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_3
[-]
2955 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_3
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0721 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_4
[-]
2956 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_4
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0721 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_4
[-]
2957 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_4
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0721 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_4
[-]
2958 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_4
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0721 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_4
[-]
2959 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_4
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0721 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_4
[-]
2960 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_4
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0721 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_4
[-]
2961 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_4
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0721 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_4
[-]
2962 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_4
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0721 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_4
[-]
2963 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_4
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0721 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_4
[-]
2964 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_4
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0722 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_5
[-]
2965 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_5
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0722 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_5
[-]
2966 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_5
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0722 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_5
[-]
2967 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_5
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0722 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_5
[-]
2968 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_5
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0722 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_5
[-]
2969 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_5
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0722 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_5
[-]
2970 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_5
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0722 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_5
[-]
2971 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_5
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0722 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_5
[-]
2972 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_5
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0722 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_5
[-]
2973 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_5
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0723 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_6
[-]
2974 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_6
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0723 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_6
[-]
2975 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_6
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0723 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_6
[-]
2976 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_6
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0723 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_6
[-]
2977 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_6
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0723 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_6
[-]
2978 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_6
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0723 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_6
[-]
2979 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_6
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0723 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_6
[-]
2980 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_6
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0723 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_6
[-]
2981 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_6
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0723 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_6
[-]
2982 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_6
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0724 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_7
[-]
2983 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_7
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0724 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_7
[-]
2984 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_7
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0724 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_7
[-]
2985 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_7
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0724 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_7
[-]
2986 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_7
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0724 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_7
[-]
2987 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_7
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0725 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_8
[-]
2988 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_8
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0725 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_8
[-]
2989 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_8
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0725 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_8
[-]
2990 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_8
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0725 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_8
[-]
2991 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_8
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0725 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_8
[-]
2992 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_8
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0725 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_8
[-]
2993 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_8
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0725 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_8
[-]
2994 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_8
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0726 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_9
[-]
2995 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_9
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0726 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_9
[-]
2996 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_9
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0726 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_9
[-]
2997 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_9
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0726 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_9
[-]
2998 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_9
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0726 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_9
[-]
2999 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_9
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0727 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_10
[-]
3000 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_10
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0727 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_10
[-]
3001 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_10
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0728 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_11
[-]
3002 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_11
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0728 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_11
[-]
3003 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_11
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0729 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_12
[-]
3004 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_12
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0729 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_12
[-]
3005 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_12
Glut
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0729 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_12
[-]
3006 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_12
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0730 PAG-SC Pou4f1 Zic1 Glut_1
[-]
3007 PAG-SC Pou4f1 Zic1 Glut_1
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0730 PAG-SC Pou4f1 Zic1 Glut_1
[-]
3008 PAG-SC Pou4f1 Zic1 Glut_1
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0730 PAG-SC Pou4f1 Zic1 Glut_1
[-]
3009 PAG-SC Pou4f1 Zic1 Glut_1
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0730 PAG-SC Pou4f1 Zic1 Glut_1
[-]
3010 PAG-SC Pou4f1 Zic1 Glut_1
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0730 PAG-SC Pou4f1 Zic1 Glut_1
[-]
3011 PAG-SC Pou4f1 Zic1 Glut_1
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0730 PAG-SC Pou4f1 Zic1 Glut_1
[-]
3012 PAG-SC Pou4f1 Zic1 Glut_1
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0730 PAG-SC Pou4f1 Zic1 Glut_1
[-]
3013 PAG-SC Pou4f1 Zic1 Glut_1
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0730 PAG-SC Pou4f1 Zic1 Glut_1
[-]
3014 PAG-SC Pou4f1 Zic1 Glut_1
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0730 PAG-SC Pou4f1 Zic1 Glut_1
[-]
3015 PAG-SC Pou4f1 Zic1 Glut_1
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0730 PAG-SC Pou4f1 Zic1 Glut_1
[-]
3016 PAG-SC Pou4f1 Zic1 Glut_1
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0730 PAG-SC Pou4f1 Zic1 Glut_1
[-]
3017 PAG-SC Pou4f1 Zic1 Glut_1
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0730 PAG-SC Pou4f1 Zic1 Glut_1
[-]
3018 PAG-SC Pou4f1 Zic1 Glut_1
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0730 PAG-SC Pou4f1 Zic1 Glut_1
[-]
3019 PAG-SC Pou4f1 Zic1 Glut_1
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0730 PAG-SC Pou4f1 Zic1 Glut_1
[-]
3020 PAG-SC Pou4f1 Zic1 Glut_1
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0731 PAG-SC Pou4f1 Zic1 Glut_2
[-]
3021 PAG-SC Pou4f1 Zic1 Glut_2
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0731 PAG-SC Pou4f1 Zic1 Glut_2
[-]
3022 PAG-SC Pou4f1 Zic1 Glut_2
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0731 PAG-SC Pou4f1 Zic1 Glut_2
[-]
3023 PAG-SC Pou4f1 Zic1 Glut_2
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0731 PAG-SC Pou4f1 Zic1 Glut_2
[-]
3024 PAG-SC Pou4f1 Zic1 Glut_2
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0731 PAG-SC Pou4f1 Zic1 Glut_2
[-]
3025 PAG-SC Pou4f1 Zic1 Glut_2
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0731 PAG-SC Pou4f1 Zic1 Glut_2
[-]
3026 PAG-SC Pou4f1 Zic1 Glut_2
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0731 PAG-SC Pou4f1 Zic1 Glut_2
[-]
3027 PAG-SC Pou4f1 Zic1 Glut_2
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0731 PAG-SC Pou4f1 Zic1 Glut_2
[-]
3028 PAG-SC Pou4f1 Zic1 Glut_2
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0731 PAG-SC Pou4f1 Zic1 Glut_2
[-]
3029 PAG-SC Pou4f1 Zic1 Glut_2
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0731 PAG-SC Pou4f1 Zic1 Glut_2
[-]
3030 PAG-SC Pou4f1 Zic1 Glut_2
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0731 PAG-SC Pou4f1 Zic1 Glut_2
[-]
3031 PAG-SC Pou4f1 Zic1 Glut_2
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0731 PAG-SC Pou4f1 Zic1 Glut_2
[-]
3032 PAG-SC Pou4f1 Zic1 Glut_2
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0731 PAG-SC Pou4f1 Zic1 Glut_2
[-]
3033 PAG-SC Pou4f1 Zic1 Glut_2
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0731 PAG-SC Pou4f1 Zic1 Glut_2
[-]
3034 PAG-SC Pou4f1 Zic1 Glut_2
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0732 PAG-SC Pou4f1 Zic1 Glut_3
[-]
3035 PAG-SC Pou4f1 Zic1 Glut_3
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0732 PAG-SC Pou4f1 Zic1 Glut_3
[-]
3036 PAG-SC Pou4f1 Zic1 Glut_3
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0732 PAG-SC Pou4f1 Zic1 Glut_3
[-]
3037 PAG-SC Pou4f1 Zic1 Glut_3
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0732 PAG-SC Pou4f1 Zic1 Glut_3
[-]
3038 PAG-SC Pou4f1 Zic1 Glut_3
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0732 PAG-SC Pou4f1 Zic1 Glut_3
[-]
3039 PAG-SC Pou4f1 Zic1 Glut_3
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3040 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3041 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3042 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3043 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3044 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3045 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3046 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3047 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3048 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3049 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3050 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3051 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3052 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3053 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3054 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3055 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3056 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3057 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3058 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3059 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3060 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3061 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3062 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3063 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3064 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3065 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3066 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3067 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3068 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3069 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3070 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
3071 PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0734 PAG-MRN Tfap2b Glut_2
[-]
3072 PAG-MRN Tfap2b Glut_2
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0734 PAG-MRN Tfap2b Glut_2
[-]
3073 PAG-MRN Tfap2b Glut_2
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0734 PAG-MRN Tfap2b Glut_2
[-]
3074 PAG-MRN Tfap2b Glut_2
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0734 PAG-MRN Tfap2b Glut_2
[-]
3075 PAG-MRN Tfap2b Glut_2
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0734 PAG-MRN Tfap2b Glut_2
[-]
3076 PAG-MRN Tfap2b Glut_2
Glut
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0735 PAG Pou4f1 Bnc2 Glut_1
[-]
3077 PAG Pou4f1 Bnc2 Glut_1
Glut
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0735 PAG Pou4f1 Bnc2 Glut_1
[-]
3078 PAG Pou4f1 Bnc2 Glut_1
Glut
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0735 PAG Pou4f1 Bnc2 Glut_1
[-]
3079 PAG Pou4f1 Bnc2 Glut_1
Glut
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0735 PAG Pou4f1 Bnc2 Glut_1
[-]
3080 PAG Pou4f1 Bnc2 Glut_1
Glut
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0735 PAG Pou4f1 Bnc2 Glut_1
[-]
3081 PAG Pou4f1 Bnc2 Glut_1
Glut
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0735 PAG Pou4f1 Bnc2 Glut_1
[-]
3082 PAG Pou4f1 Bnc2 Glut_1
Glut
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0735 PAG Pou4f1 Bnc2 Glut_1
[-]
3083 PAG Pou4f1 Bnc2 Glut_1
Glut
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0735 PAG Pou4f1 Bnc2 Glut_1
[-]
3084 PAG Pou4f1 Bnc2 Glut_1
Glut
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0735 PAG Pou4f1 Bnc2 Glut_1
[-]
3085 PAG Pou4f1 Bnc2 Glut_1
Glut
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0735 PAG Pou4f1 Bnc2 Glut_1
[-]
3086 PAG Pou4f1 Bnc2 Glut_1
Glut
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0735 PAG Pou4f1 Bnc2 Glut_1
[-]
3087 PAG Pou4f1 Bnc2 Glut_1
Glut
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0736 PAG Pou4f1 Bnc2 Glut_2
[-]
3088 PAG Pou4f1 Bnc2 Glut_2
Glut
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0736 PAG Pou4f1 Bnc2 Glut_2
[-]
3089 PAG Pou4f1 Bnc2 Glut_2
Glut
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0736 PAG Pou4f1 Bnc2 Glut_2
[-]
3090 PAG Pou4f1 Bnc2 Glut_2
Glut
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0736 PAG Pou4f1 Bnc2 Glut_2
[-]
3091 PAG Pou4f1 Bnc2 Glut_2
Glut
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0736 PAG Pou4f1 Bnc2 Glut_2
[-]
3092 PAG Pou4f1 Bnc2 Glut_2
Glut
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0736 PAG Pou4f1 Bnc2 Glut_2
[-]
3093 PAG Pou4f1 Bnc2 Glut_2
Glut
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0736 PAG Pou4f1 Bnc2 Glut_2
[-]
3094 PAG Pou4f1 Bnc2 Glut_2
Glut
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0736 PAG Pou4f1 Bnc2 Glut_2
[-]
3095 PAG Pou4f1 Bnc2 Glut_2
Glut
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0736 PAG Pou4f1 Bnc2 Glut_2
[-]
3096 PAG Pou4f1 Bnc2 Glut_2
Glut
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0736 PAG Pou4f1 Bnc2 Glut_2
[-]
3097 PAG Pou4f1 Bnc2 Glut_2
Glut
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0736 PAG Pou4f1 Bnc2 Glut_2
[-]
3098 PAG Pou4f1 Bnc2 Glut_2
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0737 PAG Pou4f1 Ebf2 Glut_1
[-]
3099 PAG Pou4f1 Ebf2 Glut_1
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0737 PAG Pou4f1 Ebf2 Glut_1
[-]
3100 PAG Pou4f1 Ebf2 Glut_1
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0737 PAG Pou4f1 Ebf2 Glut_1
[-]
3101 PAG Pou4f1 Ebf2 Glut_1
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0737 PAG Pou4f1 Ebf2 Glut_1
[-]
3102 PAG Pou4f1 Ebf2 Glut_1
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0737 PAG Pou4f1 Ebf2 Glut_1
[-]
3103 PAG Pou4f1 Ebf2 Glut_1
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0737 PAG Pou4f1 Ebf2 Glut_1
[-]
3104 PAG Pou4f1 Ebf2 Glut_1
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0737 PAG Pou4f1 Ebf2 Glut_1
[-]
3105 PAG Pou4f1 Ebf2 Glut_1
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0737 PAG Pou4f1 Ebf2 Glut_1
[-]
3106 PAG Pou4f1 Ebf2 Glut_1
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0737 PAG Pou4f1 Ebf2 Glut_1
[-]
3107 PAG Pou4f1 Ebf2 Glut_1
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0737 PAG Pou4f1 Ebf2 Glut_1
[-]
3108 PAG Pou4f1 Ebf2 Glut_1
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0738 PAG Pou4f1 Ebf2 Glut_2
[-]
3109 PAG Pou4f1 Ebf2 Glut_2
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0738 PAG Pou4f1 Ebf2 Glut_2
[-]
3110 PAG Pou4f1 Ebf2 Glut_2
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0738 PAG Pou4f1 Ebf2 Glut_2
[-]
3111 PAG Pou4f1 Ebf2 Glut_2
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0738 PAG Pou4f1 Ebf2 Glut_2
[-]
3112 PAG Pou4f1 Ebf2 Glut_2
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0738 PAG Pou4f1 Ebf2 Glut_2
[-]
3113 PAG Pou4f1 Ebf2 Glut_2
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0738 PAG Pou4f1 Ebf2 Glut_2
[-]
3114 PAG Pou4f1 Ebf2 Glut_2
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0738 PAG Pou4f1 Ebf2 Glut_2
[-]
3115 PAG Pou4f1 Ebf2 Glut_2
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0738 PAG Pou4f1 Ebf2 Glut_2
[-]
3116 PAG Pou4f1 Ebf2 Glut_2
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0738 PAG Pou4f1 Ebf2 Glut_2
[-]
3117 PAG Pou4f1 Ebf2 Glut_2
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0739 PAG Pou4f1 Ebf2 Glut_3
[-]
3118 PAG Pou4f1 Ebf2 Glut_3
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0739 PAG Pou4f1 Ebf2 Glut_3
[-]
3119 PAG Pou4f1 Ebf2 Glut_3
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0739 PAG Pou4f1 Ebf2 Glut_3
[-]
3120 PAG Pou4f1 Ebf2 Glut_3
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0739 PAG Pou4f1 Ebf2 Glut_3
[-]
3121 PAG Pou4f1 Ebf2 Glut_3
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0739 PAG Pou4f1 Ebf2 Glut_3
[-]
3122 PAG Pou4f1 Ebf2 Glut_3
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0739 PAG Pou4f1 Ebf2 Glut_3
[-]
3123 PAG Pou4f1 Ebf2 Glut_3
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0740 PAG Pou4f1 Ebf2 Glut_4
[-]
3124 PAG Pou4f1 Ebf2 Glut_4
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0740 PAG Pou4f1 Ebf2 Glut_4
[-]
3125 PAG Pou4f1 Ebf2 Glut_4
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0740 PAG Pou4f1 Ebf2 Glut_4
[-]
3126 PAG Pou4f1 Ebf2 Glut_4
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0740 PAG Pou4f1 Ebf2 Glut_4
[-]
3127 PAG Pou4f1 Ebf2 Glut_4
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0740 PAG Pou4f1 Ebf2 Glut_4
[-]
3128 PAG Pou4f1 Ebf2 Glut_4
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0740 PAG Pou4f1 Ebf2 Glut_4
[-]
3129 PAG Pou4f1 Ebf2 Glut_4
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0740 PAG Pou4f1 Ebf2 Glut_4
[-]
3130 PAG Pou4f1 Ebf2 Glut_4
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0740 PAG Pou4f1 Ebf2 Glut_4
[-]
3131 PAG Pou4f1 Ebf2 Glut_4
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0741 PAG Pou4f1 Ebf2 Glut_5
[-]
3132 PAG Pou4f1 Ebf2 Glut_5
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0741 PAG Pou4f1 Ebf2 Glut_5
[-]
3133 PAG Pou4f1 Ebf2 Glut_5
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0742 PAG Pou4f1 Ebf2 Glut_6
[-]
3134 PAG Pou4f1 Ebf2 Glut_6
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0742 PAG Pou4f1 Ebf2 Glut_6
[-]
3135 PAG Pou4f1 Ebf2 Glut_6
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0742 PAG Pou4f1 Ebf2 Glut_6
[-]
3136 PAG Pou4f1 Ebf2 Glut_6
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0742 PAG Pou4f1 Ebf2 Glut_6
[-]
3137 PAG Pou4f1 Ebf2 Glut_6
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0743 PAG Pou4f1 Ebf2 Glut_7
[-]
3138 PAG Pou4f1 Ebf2 Glut_7
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0743 PAG Pou4f1 Ebf2 Glut_7
[-]
3139 PAG Pou4f1 Ebf2 Glut_7
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0743 PAG Pou4f1 Ebf2 Glut_7
[-]
3140 PAG Pou4f1 Ebf2 Glut_7
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0743 PAG Pou4f1 Ebf2 Glut_7
[-]
3141 PAG Pou4f1 Ebf2 Glut_7
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0744 PAG Pou4f1 Ebf2 Glut_8
[-]
3142 PAG Pou4f1 Ebf2 Glut_8
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0745 PAG Pou4f2 Glut_1
[-]
3143 PAG Pou4f2 Glut_1
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0745 PAG Pou4f2 Glut_1
[-]
3144 PAG Pou4f2 Glut_1
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0745 PAG Pou4f2 Glut_1
[-]
3145 PAG Pou4f2 Glut_1
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0745 PAG Pou4f2 Glut_1
[-]
3146 PAG Pou4f2 Glut_1
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0745 PAG Pou4f2 Glut_1
[-]
3147 PAG Pou4f2 Glut_1
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0745 PAG Pou4f2 Glut_1
[-]
3148 PAG Pou4f2 Glut_1
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0745 PAG Pou4f2 Glut_1
[-]
3149 PAG Pou4f2 Glut_1
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0745 PAG Pou4f2 Glut_1
[-]
3150 PAG Pou4f2 Glut_1
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0745 PAG Pou4f2 Glut_1
[-]
3151 PAG Pou4f2 Glut_1
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0745 PAG Pou4f2 Glut_1
[-]
3152 PAG Pou4f2 Glut_1
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0745 PAG Pou4f2 Glut_1
[-]
3153 PAG Pou4f2 Glut_1
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0745 PAG Pou4f2 Glut_1
[-]
3154 PAG Pou4f2 Glut_1
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0745 PAG Pou4f2 Glut_1
[-]
3155 PAG Pou4f2 Glut_1
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0746 PAG Pou4f2 Glut_2
[-]
3156 PAG Pou4f2 Glut_2
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0746 PAG Pou4f2 Glut_2
[-]
3157 PAG Pou4f2 Glut_2
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0746 PAG Pou4f2 Glut_2
[-]
3158 PAG Pou4f2 Glut_2
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0746 PAG Pou4f2 Glut_2
[-]
3159 PAG Pou4f2 Glut_2
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0746 PAG Pou4f2 Glut_2
[-]
3160 PAG Pou4f2 Glut_2
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0746 PAG Pou4f2 Glut_2
[-]
3161 PAG Pou4f2 Glut_2
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0747 PAG Pou4f2 Glut_3
[-]
3162 PAG Pou4f2 Glut_3
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0747 PAG Pou4f2 Glut_3
[-]
3163 PAG Pou4f2 Glut_3
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0747 PAG Pou4f2 Glut_3
[-]
3164 PAG Pou4f2 Glut_3
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0747 PAG Pou4f2 Glut_3
[-]
3165 PAG Pou4f2 Glut_3
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0747 PAG Pou4f2 Glut_3
[-]
3166 PAG Pou4f2 Glut_3
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0748 PAG Pou4f2 Glut_4
[-]
3167 PAG Pou4f2 Glut_4
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0748 PAG Pou4f2 Glut_4
[-]
3168 PAG Pou4f2 Glut_4
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0748 PAG Pou4f2 Glut_4
[-]
3169 PAG Pou4f2 Glut_4
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0748 PAG Pou4f2 Glut_4
[-]
3170 PAG Pou4f2 Glut_4
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0748 PAG Pou4f2 Glut_4
[-]
3171 PAG Pou4f2 Glut_4
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0749 PAG Pou4f2 Glut_5
[-]
3172 PAG Pou4f2 Glut_5
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0749 PAG Pou4f2 Glut_5
[-]
3173 PAG Pou4f2 Glut_5
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0749 PAG Pou4f2 Glut_5
[-]
3174 PAG Pou4f2 Glut_5
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0749 PAG Pou4f2 Glut_5
[-]
3175 PAG Pou4f2 Glut_5
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0750 PAG Pou4f2 Mesi2 Glut_1
[-]
3176 PAG Pou4f2 Mesi2 Glut_1
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0750 PAG Pou4f2 Mesi2 Glut_1
[-]
3177 PAG Pou4f2 Mesi2 Glut_1
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0750 PAG Pou4f2 Mesi2 Glut_1
[-]
3178 PAG Pou4f2 Mesi2 Glut_1
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0750 PAG Pou4f2 Mesi2 Glut_1
[-]
3179 PAG Pou4f2 Mesi2 Glut_1
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0750 PAG Pou4f2 Mesi2 Glut_1
[-]
3180 PAG Pou4f2 Mesi2 Glut_1
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0751 PAG Pou4f2 Mesi2 Glut_2
[-]
3181 PAG Pou4f2 Mesi2 Glut_2
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0751 PAG Pou4f2 Mesi2 Glut_2
[-]
3182 PAG Pou4f2 Mesi2 Glut_2
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0751 PAG Pou4f2 Mesi2 Glut_2
[-]
3183 PAG Pou4f2 Mesi2 Glut_2
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0751 PAG Pou4f2 Mesi2 Glut_2
[-]
3184 PAG Pou4f2 Mesi2 Glut_2
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0751 PAG Pou4f2 Mesi2 Glut_2
[-]
3185 PAG Pou4f2 Mesi2 Glut_2
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0751 PAG Pou4f2 Mesi2 Glut_2
[-]
3186 PAG Pou4f2 Mesi2 Glut_2
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0751 PAG Pou4f2 Mesi2 Glut_2
[-]
3187 PAG Pou4f2 Mesi2 Glut_2
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0752 PAG Pou4f2 Mesi2 Glut_3
[-]
3188 PAG Pou4f2 Mesi2 Glut_3
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0752 PAG Pou4f2 Mesi2 Glut_3
[-]
3189 PAG Pou4f2 Mesi2 Glut_3
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0752 PAG Pou4f2 Mesi2 Glut_3
[-]
3190 PAG Pou4f2 Mesi2 Glut_3
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0752 PAG Pou4f2 Mesi2 Glut_3
[-]
3191 PAG Pou4f2 Mesi2 Glut_3
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0752 PAG Pou4f2 Mesi2 Glut_3
[-]
3192 PAG Pou4f2 Mesi2 Glut_3
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0753 PAG Pou4f2 Mesi2 Glut_4
[-]
3193 PAG Pou4f2 Mesi2 Glut_4
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0753 PAG Pou4f2 Mesi2 Glut_4
[-]
3194 PAG Pou4f2 Mesi2 Glut_4
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0753 PAG Pou4f2 Mesi2 Glut_4
[-]
3195 PAG Pou4f2 Mesi2 Glut_4
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0754 PAG Pou4f2 Mesi2 Glut_5
[-]
3196 PAG Pou4f2 Mesi2 Glut_5
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0754 PAG Pou4f2 Mesi2 Glut_5
[-]
3197 PAG Pou4f2 Mesi2 Glut_5
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0754 PAG Pou4f2 Mesi2 Glut_5
[-]
3198 PAG Pou4f2 Mesi2 Glut_5
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0754 PAG Pou4f2 Mesi2 Glut_5
[-]
3199 PAG Pou4f2 Mesi2 Glut_5
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0755 PAG Pou4f2 Mesi2 Glut_6
[-]
3200 PAG Pou4f2 Mesi2 Glut_6
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0755 PAG Pou4f2 Mesi2 Glut_6
[-]
3201 PAG Pou4f2 Mesi2 Glut_6
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0755 PAG Pou4f2 Mesi2 Glut_6
[-]
3202 PAG Pou4f2 Mesi2 Glut_6
Glut
19 MB Glut
[-]
175 SC Bnc2 Glut
[-]
0756 SC Bnc2 Glut_1
[-]
3203 SC Bnc2 Glut_1
Glut
19 MB Glut
[-]
175 SC Bnc2 Glut
[-]
0757 SC Bnc2 Glut_2
[-]
3204 SC Bnc2 Glut_2
Glut
19 MB Glut
[-]
175 SC Bnc2 Glut
[-]
0757 SC Bnc2 Glut_2
[-]
3205 SC Bnc2 Glut_2
Glut
19 MB Glut
[-]
175 SC Bnc2 Glut
[-]
0758 SC Bnc2 Glut_3
[-]
3206 SC Bnc2 Glut_3
Glut
19 MB Glut
[-]
175 SC Bnc2 Glut
[-]
0758 SC Bnc2 Glut_3
[-]
3207 SC Bnc2 Glut_3
Glut
19 MB Glut
[-]
175 SC Bnc2 Glut
[-]
0758 SC Bnc2 Glut_3
[-]
3208 SC Bnc2 Glut_3
Glut
19 MB Glut
[-]
175 SC Bnc2 Glut
[-]
0759 SC Bnc2 Glut_4
[-]
3209 SC Bnc2 Glut_4
Glut
19 MB Glut
[-]
175 SC Bnc2 Glut
[-]
0759 SC Bnc2 Glut_4
[-]
3210 SC Bnc2 Glut_4
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0760 SCig Foxb1 Glut_1
[-]
3211 SCig Foxb1 Glut_1
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0760 SCig Foxb1 Glut_1
[-]
3212 SCig Foxb1 Glut_1
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0760 SCig Foxb1 Glut_1
[-]
3213 SCig Foxb1 Glut_1
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0760 SCig Foxb1 Glut_1
[-]
3214 SCig Foxb1 Glut_1
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0760 SCig Foxb1 Glut_1
[-]
3215 SCig Foxb1 Glut_1
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0760 SCig Foxb1 Glut_1
[-]
3216 SCig Foxb1 Glut_1
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0760 SCig Foxb1 Glut_1
[-]
3217 SCig Foxb1 Glut_1
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0760 SCig Foxb1 Glut_1
[-]
3218 SCig Foxb1 Glut_1
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0760 SCig Foxb1 Glut_1
[-]
3219 SCig Foxb1 Glut_1
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0760 SCig Foxb1 Glut_1
[-]
3220 SCig Foxb1 Glut_1
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0761 SCig Foxb1 Glut_2
[-]
3221 SCig Foxb1 Glut_2
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0761 SCig Foxb1 Glut_2
[-]
3222 SCig Foxb1 Glut_2
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0761 SCig Foxb1 Glut_2
[-]
3223 SCig Foxb1 Glut_2
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0761 SCig Foxb1 Glut_2
[-]
3224 SCig Foxb1 Glut_2
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0761 SCig Foxb1 Glut_2
[-]
3225 SCig Foxb1 Glut_2
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0761 SCig Foxb1 Glut_2
[-]
3226 SCig Foxb1 Glut_2
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0762 SCig Foxb1 Glut_3
[-]
3227 SCig Foxb1 Glut_3
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0762 SCig Foxb1 Glut_3
[-]
3228 SCig Foxb1 Glut_3
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0762 SCig Foxb1 Glut_3
[-]
3229 SCig Foxb1 Glut_3
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0762 SCig Foxb1 Glut_3
[-]
3230 SCig Foxb1 Glut_3
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0762 SCig Foxb1 Glut_3
[-]
3231 SCig Foxb1 Glut_3
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0762 SCig Foxb1 Glut_3
[-]
3232 SCig Foxb1 Glut_3
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0762 SCig Foxb1 Glut_3
[-]
3233 SCig Foxb1 Glut_3
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0763 SCig Foxb1 Glut_4
[-]
3234 SCig Foxb1 Glut_4
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0763 SCig Foxb1 Glut_4
[-]
3235 SCig Foxb1 Glut_4
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0763 SCig Foxb1 Glut_4
[-]
3236 SCig Foxb1 Glut_4
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0763 SCig Foxb1 Glut_4
[-]
3237 SCig Foxb1 Glut_4
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0763 SCig Foxb1 Glut_4
[-]
3238 SCig Foxb1 Glut_4
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0763 SCig Foxb1 Glut_4
[-]
3239 SCig Foxb1 Glut_4
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0763 SCig Foxb1 Glut_4
[-]
3240 SCig Foxb1 Glut_4
Glut
19 MB Glut
[-]
177 SCig-an-PPT Foxb1 Glut
[-]
0764 SCig-an-PPT Foxb1 Glut_1
[-]
3241 SCig-an-PPT Foxb1 Glut_1
Glut
19 MB Glut
[-]
177 SCig-an-PPT Foxb1 Glut
[-]
0764 SCig-an-PPT Foxb1 Glut_1
[-]
3242 SCig-an-PPT Foxb1 Glut_1
Glut
19 MB Glut
[-]
177 SCig-an-PPT Foxb1 Glut
[-]
0764 SCig-an-PPT Foxb1 Glut_1
[-]
3243 SCig-an-PPT Foxb1 Glut_1
Glut
19 MB Glut
[-]
177 SCig-an-PPT Foxb1 Glut
[-]
0764 SCig-an-PPT Foxb1 Glut_1
[-]
3244 SCig-an-PPT Foxb1 Glut_1
Glut
19 MB Glut
[-]
177 SCig-an-PPT Foxb1 Glut
[-]
0764 SCig-an-PPT Foxb1 Glut_1
[-]
3245 SCig-an-PPT Foxb1 Glut_1
Glut
19 MB Glut
[-]
177 SCig-an-PPT Foxb1 Glut
[-]
0764 SCig-an-PPT Foxb1 Glut_1
[-]
3246 SCig-an-PPT Foxb1 Glut_1
Glut
19 MB Glut
[-]
177 SCig-an-PPT Foxb1 Glut
[-]
0764 SCig-an-PPT Foxb1 Glut_1
[-]
3247 SCig-an-PPT Foxb1 Glut_1
Glut
19 MB Glut
[-]
177 SCig-an-PPT Foxb1 Glut
[-]
0764 SCig-an-PPT Foxb1 Glut_1
[-]
3248 SCig-an-PPT Foxb1 Glut_1
Glut
19 MB Glut
[-]
177 SCig-an-PPT Foxb1 Glut
[-]
0764 SCig-an-PPT Foxb1 Glut_1
[-]
3249 SCig-an-PPT Foxb1 Glut_1
Glut
19 MB Glut
[-]
177 SCig-an-PPT Foxb1 Glut
[-]
0764 SCig-an-PPT Foxb1 Glut_1
[-]
3250 SCig-an-PPT Foxb1 Glut_1
Glut
19 MB Glut
[-]
177 SCig-an-PPT Foxb1 Glut
[-]
0764 SCig-an-PPT Foxb1 Glut_1
[-]
3251 SCig-an-PPT Foxb1 Glut_1
Glut
19 MB Glut
[-]
178 SCig Foxb1 Otx2 Glut
[-]
0765 SCig Foxb1 Otx2 Glut_1
[-]
3252 SCig Foxb1 Otx2 Glut_1
Glut
19 MB Glut
[-]
178 SCig Foxb1 Otx2 Glut
[-]
0765 SCig Foxb1 Otx2 Glut_1
[-]
3253 SCig Foxb1 Otx2 Glut_1
Glut
19 MB Glut
[-]
178 SCig Foxb1 Otx2 Glut
[-]
0765 SCig Foxb1 Otx2 Glut_1
[-]
3254 SCig Foxb1 Otx2 Glut_1
Glut
19 MB Glut
[-]
178 SCig Foxb1 Otx2 Glut
[-]
0765 SCig Foxb1 Otx2 Glut_1
[-]
3255 SCig Foxb1 Otx2 Glut_1
Glut
19 MB Glut
[-]
179 SCdg-PAG Tfap2b Glut
[-]
0766 SCdg-PAG Tfap2b Glut_1
[-]
3256 SCdg-PAG Tfap2b Glut_1
Glut
19 MB Glut
[-]
179 SCdg-PAG Tfap2b Glut
[-]
0766 SCdg-PAG Tfap2b Glut_1
[-]
3257 SCdg-PAG Tfap2b Glut_1
Glut
19 MB Glut
[-]
179 SCdg-PAG Tfap2b Glut
[-]
0766 SCdg-PAG Tfap2b Glut_1
[-]
3258 SCdg-PAG Tfap2b Glut_1
Glut
19 MB Glut
[-]
179 SCdg-PAG Tfap2b Glut
[-]
0766 SCdg-PAG Tfap2b Glut_1
[-]
3259 SCdg-PAG Tfap2b Glut_1
Glut
19 MB Glut
[-]
179 SCdg-PAG Tfap2b Glut
[-]
0766 SCdg-PAG Tfap2b Glut_1
[-]
3260 SCdg-PAG Tfap2b Glut_1
Glut
19 MB Glut
[-]
179 SCdg-PAG Tfap2b Glut
[-]
0766 SCdg-PAG Tfap2b Glut_1
[-]
3261 SCdg-PAG Tfap2b Glut_1
Glut
19 MB Glut
[-]
179 SCdg-PAG Tfap2b Glut
[-]
0766 SCdg-PAG Tfap2b Glut_1
[-]
3262 SCdg-PAG Tfap2b Glut_1
Glut
19 MB Glut
[-]
180 SCiw Pitx2 Glut
[-]
0767 SCiw Pitx2 Glut_1
[-]
3263 SCiw Pitx2 Glut_1
Glut
19 MB Glut
[-]
180 SCiw Pitx2 Glut
[-]
0767 SCiw Pitx2 Glut_1
[-]
3264 SCiw Pitx2 Glut_1
Glut
19 MB Glut
[-]
180 SCiw Pitx2 Glut
[-]
0767 SCiw Pitx2 Glut_1
[-]
3265 SCiw Pitx2 Glut_1
Glut
19 MB Glut
[-]
180 SCiw Pitx2 Glut
[-]
0767 SCiw Pitx2 Glut_1
[-]
3266 SCiw Pitx2 Glut_1
Glut
19 MB Glut
[-]
180 SCiw Pitx2 Glut
[-]
0767 SCiw Pitx2 Glut_1
[-]
3267 SCiw Pitx2 Glut_1
Glut
19 MB Glut
[-]
180 SCiw Pitx2 Glut
[-]
0767 SCiw Pitx2 Glut_1
[-]
3268 SCiw Pitx2 Glut_1
Glut
19 MB Glut
[-]
180 SCiw Pitx2 Glut
[-]
0767 SCiw Pitx2 Glut_1
[-]
3269 SCiw Pitx2 Glut_1
Glut
19 MB Glut
[-]
180 SCiw Pitx2 Glut
[-]
0767 SCiw Pitx2 Glut_1
[-]
3270 SCiw Pitx2 Glut_1
Glut
19 MB Glut
[-]
180 SCiw Pitx2 Glut
[-]
0767 SCiw Pitx2 Glut_1
[-]
3271 SCiw Pitx2 Glut_1
Glut
19 MB Glut
[-]
180 SCiw Pitx2 Glut
[-]
0767 SCiw Pitx2 Glut_1
[-]
3272 SCiw Pitx2 Glut_1
Glut
19 MB Glut
[-]
180 SCiw Pitx2 Glut
[-]
0768 SCiw Pitx2 Glut_2
[-]
3273 SCiw Pitx2 Glut_2
Glut
19 MB Glut
[-]
180 SCiw Pitx2 Glut
[-]
0768 SCiw Pitx2 Glut_2
[-]
3274 SCiw Pitx2 Glut_2
Glut
19 MB Glut
[-]
180 SCiw Pitx2 Glut
[-]
0768 SCiw Pitx2 Glut_2
[-]
3275 SCiw Pitx2 Glut_2
Glut
19 MB Glut
[-]
180 SCiw Pitx2 Glut
[-]
0768 SCiw Pitx2 Glut_2
[-]
3276 SCiw Pitx2 Glut_2
Glut
19 MB Glut
[-]
180 SCiw Pitx2 Glut
[-]
0768 SCiw Pitx2 Glut_2
[-]
3277 SCiw Pitx2 Glut_2
Glut
19 MB Glut
[-]
180 SCiw Pitx2 Glut
[-]
0768 SCiw Pitx2 Glut_2
[-]
3278 SCiw Pitx2 Glut_2
Glut
19 MB Glut
[-]
180 SCiw Pitx2 Glut
[-]
0769 SCiw Pitx2 Glut_3
[-]
3279 SCiw Pitx2 Glut_3
Glut
19 MB Glut
[-]
180 SCiw Pitx2 Glut
[-]
0769 SCiw Pitx2 Glut_3
[-]
3280 SCiw Pitx2 Glut_3
Glut
19 MB Glut
[-]
180 SCiw Pitx2 Glut
[-]
0769 SCiw Pitx2 Glut_3
[-]
3281 SCiw Pitx2 Glut_3
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0770 IC Tfap2d Maf Glut_1
[-]
3282 IC Tfap2d Maf Glut_1
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0770 IC Tfap2d Maf Glut_1
[-]
3283 IC Tfap2d Maf Glut_1
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0770 IC Tfap2d Maf Glut_1
[-]
3284 IC Tfap2d Maf Glut_1
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0770 IC Tfap2d Maf Glut_1
[-]
3285 IC Tfap2d Maf Glut_1
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0770 IC Tfap2d Maf Glut_1
[-]
3286 IC Tfap2d Maf Glut_1
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0770 IC Tfap2d Maf Glut_1
[-]
3287 IC Tfap2d Maf Glut_1
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0770 IC Tfap2d Maf Glut_1
[-]
3288 IC Tfap2d Maf Glut_1
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0770 IC Tfap2d Maf Glut_1
[-]
3289 IC Tfap2d Maf Glut_1
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0770 IC Tfap2d Maf Glut_1
[-]
3290 IC Tfap2d Maf Glut_1
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0771 IC Tfap2d Maf Glut_2
[-]
3291 IC Tfap2d Maf Glut_2
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0771 IC Tfap2d Maf Glut_2
[-]
3292 IC Tfap2d Maf Glut_2
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0771 IC Tfap2d Maf Glut_2
[-]
3293 IC Tfap2d Maf Glut_2
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0771 IC Tfap2d Maf Glut_2
[-]
3294 IC Tfap2d Maf Glut_2
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0771 IC Tfap2d Maf Glut_2
[-]
3295 IC Tfap2d Maf Glut_2
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0771 IC Tfap2d Maf Glut_2
[-]
3296 IC Tfap2d Maf Glut_2
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0771 IC Tfap2d Maf Glut_2
[-]
3297 IC Tfap2d Maf Glut_2
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0771 IC Tfap2d Maf Glut_2
[-]
3298 IC Tfap2d Maf Glut_2
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0771 IC Tfap2d Maf Glut_2
[-]
3299 IC Tfap2d Maf Glut_2
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0771 IC Tfap2d Maf Glut_2
[-]
3300 IC Tfap2d Maf Glut_2
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0771 IC Tfap2d Maf Glut_2
[-]
3301 IC Tfap2d Maf Glut_2
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0771 IC Tfap2d Maf Glut_2
[-]
3302 IC Tfap2d Maf Glut_2
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0772 IC Tfap2d Maf Glut_3
[-]
3303 IC Tfap2d Maf Glut_3
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0772 IC Tfap2d Maf Glut_3
[-]
3304 IC Tfap2d Maf Glut_3
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0772 IC Tfap2d Maf Glut_3
[-]
3305 IC Tfap2d Maf Glut_3
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0772 IC Tfap2d Maf Glut_3
[-]
3306 IC Tfap2d Maf Glut_3
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0772 IC Tfap2d Maf Glut_3
[-]
3307 IC Tfap2d Maf Glut_3
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0772 IC Tfap2d Maf Glut_3
[-]
3308 IC Tfap2d Maf Glut_3
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0773 IC Tfap2d Maf Glut_4
[-]
3309 IC Tfap2d Maf Glut_4
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0773 IC Tfap2d Maf Glut_4
[-]
3310 IC Tfap2d Maf Glut_4
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0773 IC Tfap2d Maf Glut_4
[-]
3311 IC Tfap2d Maf Glut_4
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0773 IC Tfap2d Maf Glut_4
[-]
3312 IC Tfap2d Maf Glut_4
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0773 IC Tfap2d Maf Glut_4
[-]
3313 IC Tfap2d Maf Glut_4
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0773 IC Tfap2d Maf Glut_4
[-]
3314 IC Tfap2d Maf Glut_4
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0774 IC Tfap2d Maf Glut_5
[-]
3315 IC Tfap2d Maf Glut_5
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0775 IC Tfap2d Maf Glut_6
[-]
3316 IC Tfap2d Maf Glut_6
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0775 IC Tfap2d Maf Glut_6
[-]
3317 IC Tfap2d Maf Glut_6
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0775 IC Tfap2d Maf Glut_6
[-]
3318 IC Tfap2d Maf Glut_6
Glut
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0775 IC Tfap2d Maf Glut_6
[-]
3319 IC Tfap2d Maf Glut_6
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0776 CUN-PPN Evx2 Meis2 Glut_1
[-]
3320 CUN-PPN Evx2 Meis2 Glut_1
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0776 CUN-PPN Evx2 Meis2 Glut_1
[-]
3321 CUN-PPN Evx2 Meis2 Glut_1
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0776 CUN-PPN Evx2 Meis2 Glut_1
[-]
3322 CUN-PPN Evx2 Meis2 Glut_1
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0776 CUN-PPN Evx2 Meis2 Glut_1
[-]
3323 CUN-PPN Evx2 Meis2 Glut_1
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0776 CUN-PPN Evx2 Meis2 Glut_1
[-]
3324 CUN-PPN Evx2 Meis2 Glut_1
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0776 CUN-PPN Evx2 Meis2 Glut_1
[-]
3325 CUN-PPN Evx2 Meis2 Glut_1
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0776 CUN-PPN Evx2 Meis2 Glut_1
[-]
3326 CUN-PPN Evx2 Meis2 Glut_1
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0776 CUN-PPN Evx2 Meis2 Glut_1
[-]
3327 CUN-PPN Evx2 Meis2 Glut_1
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0776 CUN-PPN Evx2 Meis2 Glut_1
[-]
3328 CUN-PPN Evx2 Meis2 Glut_1
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0776 CUN-PPN Evx2 Meis2 Glut_1
[-]
3329 CUN-PPN Evx2 Meis2 Glut_1
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0776 CUN-PPN Evx2 Meis2 Glut_1
[-]
3330 CUN-PPN Evx2 Meis2 Glut_1
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0776 CUN-PPN Evx2 Meis2 Glut_1
[-]
3331 CUN-PPN Evx2 Meis2 Glut_1
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0776 CUN-PPN Evx2 Meis2 Glut_1
[-]
3332 CUN-PPN Evx2 Meis2 Glut_1
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0776 CUN-PPN Evx2 Meis2 Glut_1
[-]
3333 CUN-PPN Evx2 Meis2 Glut_1
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0776 CUN-PPN Evx2 Meis2 Glut_1
[-]
3334 CUN-PPN Evx2 Meis2 Glut_1
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0776 CUN-PPN Evx2 Meis2 Glut_1
[-]
3335 CUN-PPN Evx2 Meis2 Glut_1
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0777 CUN-PPN Evx2 Meis2 Glut_2
[-]
3336 CUN-PPN Evx2 Meis2 Glut_2
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0777 CUN-PPN Evx2 Meis2 Glut_2
[-]
3337 CUN-PPN Evx2 Meis2 Glut_2
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0778 CUN-PPN Evx2 Meis2 Glut_3
[-]
3338 CUN-PPN Evx2 Meis2 Glut_3
Chol
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0778 CUN-PPN Evx2 Meis2 Glut_3
[-]
3339 CUN-PPN Evx2 Meis2 Glut_3
Chol
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0778 CUN-PPN Evx2 Meis2 Glut_3
[-]
3340 CUN-PPN Evx2 Meis2 Glut_3
Chol
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0778 CUN-PPN Evx2 Meis2 Glut_3
[-]
3341 CUN-PPN Evx2 Meis2 Glut_3
Chol
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0779 CUN-PPN Evx2 Meis2 Glut_4
[-]
3342 CUN-PPN Evx2 Meis2 Glut_4
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0779 CUN-PPN Evx2 Meis2 Glut_4
[-]
3343 CUN-PPN Evx2 Meis2 Glut_4
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0779 CUN-PPN Evx2 Meis2 Glut_4
[-]
3344 CUN-PPN Evx2 Meis2 Glut_4
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0779 CUN-PPN Evx2 Meis2 Glut_4
[-]
3345 CUN-PPN Evx2 Meis2 Glut_4
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0779 CUN-PPN Evx2 Meis2 Glut_4
[-]
3346 CUN-PPN Evx2 Meis2 Glut_4
Dopa
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0779 CUN-PPN Evx2 Meis2 Glut_4
[-]
3347 CUN-PPN Evx2 Meis2 Glut_4
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0779 CUN-PPN Evx2 Meis2 Glut_4
[-]
3348 CUN-PPN Evx2 Meis2 Glut_4
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0780 CUN-PPN Evx2 Meis2 Glut_5
[-]
3349 CUN-PPN Evx2 Meis2 Glut_5
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0780 CUN-PPN Evx2 Meis2 Glut_5
[-]
3350 CUN-PPN Evx2 Meis2 Glut_5
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0780 CUN-PPN Evx2 Meis2 Glut_5
[-]
3351 CUN-PPN Evx2 Meis2 Glut_5
Glut
19 MB Glut
[-]
183 PBG Mtnr1a Glut-Chol
[-]
0781 PBG Mtnr1a Glut-Chol_1
[-]
3352 PBG Mtnr1a Glut-Chol_1
Chol
19 MB Glut
[-]
184 PAG Tcf24 Glut
[-]
0782 PAG Tcf24 Glut_1
[-]
3353 PAG Tcf24 Glut_1
Dopa
19 MB Glut
[-]
185 SCig Tfap2b Chrnb3 Glut
[-]
0783 SCig Tfap2b Chrnb3 Glut_1
[-]
3354 SCig Tfap2b Chrnb3 Glut_1
Glut
19 MB Glut
[-]
185 SCig Tfap2b Chrnb3 Glut
[-]
0783 SCig Tfap2b Chrnb3 Glut_1
[-]
3355 SCig Tfap2b Chrnb3 Glut_1
Glut
19 MB Glut
[-]
185 SCig Tfap2b Chrnb3 Glut
[-]
0783 SCig Tfap2b Chrnb3 Glut_1
[-]
3356 SCig Tfap2b Chrnb3 Glut_1
Glut
19 MB Glut
[-]
185 SCig Tfap2b Chrnb3 Glut
[-]
0783 SCig Tfap2b Chrnb3 Glut_1
[-]
3357 SCig Tfap2b Chrnb3 Glut_1
Glut
19 MB Glut
[-]
186 SCop Pou4f2 Neurod2 Glut
[-]
0784 SCop Pou4f2 Neurod2 Glut_1
[-]
3358 SCop Pou4f2 Neurod2 Glut_1
Glut
19 MB Glut
[-]
186 SCop Pou4f2 Neurod2 Glut
[-]
0784 SCop Pou4f2 Neurod2 Glut_1
[-]
3359 SCop Pou4f2 Neurod2 Glut_1
Glut
19 MB Glut
[-]
186 SCop Pou4f2 Neurod2 Glut
[-]
0784 SCop Pou4f2 Neurod2 Glut_1
[-]
3360 SCop Pou4f2 Neurod2 Glut_1
Glut
19 MB Glut
[-]
187 SCsg Pde5a Glut
[-]
0785 SCsg Pde5a Glut_1
[-]
3361 SCsg Pde5a Glut_1
Glut
19 MB Glut
[-]
187 SCsg Pde5a Glut
[-]
0785 SCsg Pde5a Glut_1
[-]
3362 SCsg Pde5a Glut_1
Glut
19 MB Glut
[-]
187 SCsg Pde5a Glut
[-]
0786 SCsg Pde5a Glut_2
[-]
3363 SCsg Pde5a Glut_2
Glut
19 MB Glut
[-]
187 SCsg Pde5a Glut
[-]
0786 SCsg Pde5a Glut_2
[-]
3364 SCsg Pde5a Glut_2
Glut
19 MB Glut
[-]
187 SCsg Pde5a Glut
[-]
0786 SCsg Pde5a Glut_2
[-]
3365 SCsg Pde5a Glut_2
Glut
19 MB Glut
[-]
187 SCsg Pde5a Glut
[-]
0787 SCsg Pde5a Glut_3
[-]
3366 SCsg Pde5a Glut_3
Glut
19 MB Glut
[-]
187 SCsg Pde5a Glut
[-]
0787 SCsg Pde5a Glut_3
[-]
3367 SCsg Pde5a Glut_3
Glut
19 MB Glut
[-]
187 SCsg Pde5a Glut
[-]
0787 SCsg Pde5a Glut_3
[-]
3368 SCsg Pde5a Glut_3
Glut
19 MB Glut
[-]
187 SCsg Pde5a Glut
[-]
0787 SCsg Pde5a Glut_3
[-]
3369 SCsg Pde5a Glut_3
Glut
19 MB Glut
[-]
187 SCsg Pde5a Glut
[-]
0787 SCsg Pde5a Glut_3
[-]
3370 SCsg Pde5a Glut_3
Glut
19 MB Glut
[-]
188 SCop Sln Glut
[-]
0788 SCop Sln Glut_1
[-]
3371 SCop Sln Glut_1
Glut
19 MB Glut
[-]
188 SCop Sln Glut
[-]
0788 SCop Sln Glut_1
[-]
3372 SCop Sln Glut_1
Glut
19 MB Glut
[-]
188 SCop Sln Glut
[-]
0788 SCop Sln Glut_1
[-]
3373 SCop Sln Glut_1
Glut
19 MB Glut
[-]
188 SCop Sln Glut
[-]
0788 SCop Sln Glut_1
[-]
3374 SCop Sln Glut_1
Glut
19 MB Glut
[-]
188 SCop Sln Glut
[-]
0788 SCop Sln Glut_1
[-]
3375 SCop Sln Glut_1
Glut
19 MB Glut
[-]
188 SCop Sln Glut
[-]
0788 SCop Sln Glut_1
[-]
3376 SCop Sln Glut_1
Glut
19 MB Glut
[-]
188 SCop Sln Glut
[-]
0788 SCop Sln Glut_1
[-]
3377 SCop Sln Glut_1
Glut
19 MB Glut
[-]
188 SCop Sln Glut
[-]
0788 SCop Sln Glut_1
[-]
3378 SCop Sln Glut_1
Glut
19 MB Glut
[-]
188 SCop Sln Glut
[-]
0788 SCop Sln Glut_1
[-]
3379 SCop Sln Glut_1
Glut
19 MB Glut
[-]
188 SCop Sln Glut
[-]
0788 SCop Sln Glut_1
[-]
3380 SCop Sln Glut_1
Glut
19 MB Glut
[-]
188 SCop Sln Glut
[-]
0788 SCop Sln Glut_1
[-]
3381 SCop Sln Glut_1
Glut
19 MB Glut
[-]
189 PAG Ucn Glut
[-]
0789 PAG Ucn Glut_1
[-]
3382 PAG Ucn Glut_1
Glut
19 MB Glut
[-]
190 ND-INC Foxd2 Glut
[-]
0790 ND-INC Foxd2 Glut_1
[-]
3383 ND-INC Foxd2 Glut_1
Glut
19 MB Glut
[-]
190 ND-INC Foxd2 Glut
[-]
0790 ND-INC Foxd2 Glut_1
[-]
3384 ND-INC Foxd2 Glut_1
Glut
19 MB Glut
[-]
190 ND-INC Foxd2 Glut
[-]
0790 ND-INC Foxd2 Glut_1
[-]
3385 ND-INC Foxd2 Glut_1
Glut
19 MB Glut
[-]
234 MEV Ppp1r1c Glut
[-]
0952 MEV Ppp1r1c Glut_1
[-]
4197 MEV Ppp1r1c Glut_1
Glut
20 MB GABA
[-]
191 PAG-MRN Rln3 Gaba
[-]
0791 PAG-MRN Rln3 Gaba_1
[-]
3386 PAG-MRN Rln3 Gaba_1
GABA
20 MB GABA
[-]
191 PAG-MRN Rln3 Gaba
[-]
0791 PAG-MRN Rln3 Gaba_1
[-]
3387 PAG-MRN Rln3 Gaba_1
GABA
20 MB GABA
[-]
191 PAG-MRN Rln3 Gaba
[-]
0791 PAG-MRN Rln3 Gaba_1
[-]
3388 PAG-MRN Rln3 Gaba_1
GABA
20 MB GABA
[-]
192 PPN-CUN-PCG Otp En1 Gaba
[-]
0792 PPN-CUN-PCG Otp En1 Gaba_1
[-]
3389 PPN-CUN-PCG Otp En1 Gaba_1
GABA
20 MB GABA
[-]
192 PPN-CUN-PCG Otp En1 Gaba
[-]
0792 PPN-CUN-PCG Otp En1 Gaba_1
[-]
3390 PPN-CUN-PCG Otp En1 Gaba_1
GABA
20 MB GABA
[-]
192 PPN-CUN-PCG Otp En1 Gaba
[-]
0792 PPN-CUN-PCG Otp En1 Gaba_1
[-]
3391 PPN-CUN-PCG Otp En1 Gaba_1
GABA
20 MB GABA
[-]
192 PPN-CUN-PCG Otp En1 Gaba
[-]
0792 PPN-CUN-PCG Otp En1 Gaba_1
[-]
3392 PPN-CUN-PCG Otp En1 Gaba_1
GABA
20 MB GABA
[-]
192 PPN-CUN-PCG Otp En1 Gaba
[-]
0793 PPN-CUN-PCG Otp En1 Gaba_2
[-]
3393 PPN-CUN-PCG Otp En1 Gaba_2
GABA
20 MB GABA
[-]
192 PPN-CUN-PCG Otp En1 Gaba
[-]
0793 PPN-CUN-PCG Otp En1 Gaba_2
[-]
3394 PPN-CUN-PCG Otp En1 Gaba_2
GABA
20 MB GABA
[-]
192 PPN-CUN-PCG Otp En1 Gaba
[-]
0793 PPN-CUN-PCG Otp En1 Gaba_2
[-]
3395 PPN-CUN-PCG Otp En1 Gaba_2
Glut-GABA
20 MB GABA
[-]
192 PPN-CUN-PCG Otp En1 Gaba
[-]
0793 PPN-CUN-PCG Otp En1 Gaba_2
[-]
3396 PPN-CUN-PCG Otp En1 Gaba_2
GABA
20 MB GABA
[-]
192 PPN-CUN-PCG Otp En1 Gaba
[-]
0793 PPN-CUN-PCG Otp En1 Gaba_2
[-]
3397 PPN-CUN-PCG Otp En1 Gaba_2
GABA
20 MB GABA
[-]
192 PPN-CUN-PCG Otp En1 Gaba
[-]
0793 PPN-CUN-PCG Otp En1 Gaba_2
[-]
3398 PPN-CUN-PCG Otp En1 Gaba_2
GABA
20 MB GABA
[-]
192 PPN-CUN-PCG Otp En1 Gaba
[-]
0793 PPN-CUN-PCG Otp En1 Gaba_2
[-]
3399 PPN-CUN-PCG Otp En1 Gaba_2
GABA
20 MB GABA
[-]
192 PPN-CUN-PCG Otp En1 Gaba
[-]
0793 PPN-CUN-PCG Otp En1 Gaba_2
[-]
3400 PPN-CUN-PCG Otp En1 Gaba_2
GABA
20 MB GABA
[-]
192 PPN-CUN-PCG Otp En1 Gaba
[-]
0794 PPN-CUN-PCG Otp En1 Gaba_3
[-]
3401 PPN-CUN-PCG Otp En1 Gaba_3
GABA
20 MB GABA
[-]
192 PPN-CUN-PCG Otp En1 Gaba
[-]
0794 PPN-CUN-PCG Otp En1 Gaba_3
[-]
3402 PPN-CUN-PCG Otp En1 Gaba_3
GABA
20 MB GABA
[-]
192 PPN-CUN-PCG Otp En1 Gaba
[-]
0794 PPN-CUN-PCG Otp En1 Gaba_3
[-]
3403 PPN-CUN-PCG Otp En1 Gaba_3
GABA
20 MB GABA
[-]
192 PPN-CUN-PCG Otp En1 Gaba
[-]
0794 PPN-CUN-PCG Otp En1 Gaba_3
[-]
3404 PPN-CUN-PCG Otp En1 Gaba_3
GABA
20 MB GABA
[-]
192 PPN-CUN-PCG Otp En1 Gaba
[-]
0794 PPN-CUN-PCG Otp En1 Gaba_3
[-]
3405 PPN-CUN-PCG Otp En1 Gaba_3
GABA
20 MB GABA
[-]
192 PPN-CUN-PCG Otp En1 Gaba
[-]
0794 PPN-CUN-PCG Otp En1 Gaba_3
[-]
3406 PPN-CUN-PCG Otp En1 Gaba_3
GABA
20 MB GABA
[-]
192 PPN-CUN-PCG Otp En1 Gaba
[-]
0794 PPN-CUN-PCG Otp En1 Gaba_3
[-]
3407 PPN-CUN-PCG Otp En1 Gaba_3
GABA
20 MB GABA
[-]
193 MRN-PPN-CUN Pax8 Gaba
[-]
0795 MRN-PPN-CUN Pax8 Gaba_1
[-]
3408 MRN-PPN-CUN Pax8 Gaba_1
GABA
20 MB GABA
[-]
193 MRN-PPN-CUN Pax8 Gaba
[-]
0795 MRN-PPN-CUN Pax8 Gaba_1
[-]
3409 MRN-PPN-CUN Pax8 Gaba_1
GABA
20 MB GABA
[-]
193 MRN-PPN-CUN Pax8 Gaba
[-]
0795 MRN-PPN-CUN Pax8 Gaba_1
[-]
3410 MRN-PPN-CUN Pax8 Gaba_1
GABA
20 MB GABA
[-]
193 MRN-PPN-CUN Pax8 Gaba
[-]
0795 MRN-PPN-CUN Pax8 Gaba_1
[-]
3411 MRN-PPN-CUN Pax8 Gaba_1
GABA-Glyc
20 MB GABA
[-]
193 MRN-PPN-CUN Pax8 Gaba
[-]
0795 MRN-PPN-CUN Pax8 Gaba_1
[-]
3412 MRN-PPN-CUN Pax8 Gaba_1
GABA
20 MB GABA
[-]
193 MRN-PPN-CUN Pax8 Gaba
[-]
0796 MRN-PPN-CUN Pax8 Gaba_2
[-]
3413 MRN-PPN-CUN Pax8 Gaba_2
Glut-GABA
20 MB GABA
[-]
193 MRN-PPN-CUN Pax8 Gaba
[-]
0796 MRN-PPN-CUN Pax8 Gaba_2
[-]
3414 MRN-PPN-CUN Pax8 Gaba_2
GABA
20 MB GABA
[-]
193 MRN-PPN-CUN Pax8 Gaba
[-]
0796 MRN-PPN-CUN Pax8 Gaba_2
[-]
3415 MRN-PPN-CUN Pax8 Gaba_2
GABA
20 MB GABA
[-]
193 MRN-PPN-CUN Pax8 Gaba
[-]
0796 MRN-PPN-CUN Pax8 Gaba_2
[-]
3416 MRN-PPN-CUN Pax8 Gaba_2
GABA
20 MB GABA
[-]
193 MRN-PPN-CUN Pax8 Gaba
[-]
0796 MRN-PPN-CUN Pax8 Gaba_2
[-]
3417 MRN-PPN-CUN Pax8 Gaba_2
GABA
20 MB GABA
[-]
193 MRN-PPN-CUN Pax8 Gaba
[-]
0797 MRN-PPN-CUN Pax8 Gaba_3
[-]
3418 MRN-PPN-CUN Pax8 Gaba_3
GABA-Glyc
20 MB GABA
[-]
194 MRN-VTN-PPN Pax5 Cdh23 Gaba
[-]
0798 MRN-VTN-PPN Pax5 Cdh23 Gaba_1
[-]
3419 MRN-VTN-PPN Pax5 Cdh23 Gaba_1
GABA
20 MB GABA
[-]
194 MRN-VTN-PPN Pax5 Cdh23 Gaba
[-]
0798 MRN-VTN-PPN Pax5 Cdh23 Gaba_1
[-]
3420 MRN-VTN-PPN Pax5 Cdh23 Gaba_1
GABA
20 MB GABA
[-]
194 MRN-VTN-PPN Pax5 Cdh23 Gaba
[-]
0798 MRN-VTN-PPN Pax5 Cdh23 Gaba_1
[-]
3421 MRN-VTN-PPN Pax5 Cdh23 Gaba_1
GABA
20 MB GABA
[-]
194 MRN-VTN-PPN Pax5 Cdh23 Gaba
[-]
0798 MRN-VTN-PPN Pax5 Cdh23 Gaba_1
[-]
3422 MRN-VTN-PPN Pax5 Cdh23 Gaba_1
GABA
20 MB GABA
[-]
194 MRN-VTN-PPN Pax5 Cdh23 Gaba
[-]
0798 MRN-VTN-PPN Pax5 Cdh23 Gaba_1
[-]
3423 MRN-VTN-PPN Pax5 Cdh23 Gaba_1
GABA
20 MB GABA
[-]
194 MRN-VTN-PPN Pax5 Cdh23 Gaba
[-]
0798 MRN-VTN-PPN Pax5 Cdh23 Gaba_1
[-]
3424 MRN-VTN-PPN Pax5 Cdh23 Gaba_1
GABA
20 MB GABA
[-]
194 MRN-VTN-PPN Pax5 Cdh23 Gaba
[-]
0799 MRN-VTN-PPN Pax5 Cdh23 Gaba_2
[-]
3425 MRN-VTN-PPN Pax5 Cdh23 Gaba_2
GABA
20 MB GABA
[-]
194 MRN-VTN-PPN Pax5 Cdh23 Gaba
[-]
0799 MRN-VTN-PPN Pax5 Cdh23 Gaba_2
[-]
3426 MRN-VTN-PPN Pax5 Cdh23 Gaba_2
GABA
20 MB GABA
[-]
194 MRN-VTN-PPN Pax5 Cdh23 Gaba
[-]
0799 MRN-VTN-PPN Pax5 Cdh23 Gaba_2
[-]
3427 MRN-VTN-PPN Pax5 Cdh23 Gaba_2
GABA
20 MB GABA
[-]
194 MRN-VTN-PPN Pax5 Cdh23 Gaba
[-]
0799 MRN-VTN-PPN Pax5 Cdh23 Gaba_2
[-]
3428 MRN-VTN-PPN Pax5 Cdh23 Gaba_2
GABA
20 MB GABA
[-]
194 MRN-VTN-PPN Pax5 Cdh23 Gaba
[-]
0799 MRN-VTN-PPN Pax5 Cdh23 Gaba_2
[-]
3429 MRN-VTN-PPN Pax5 Cdh23 Gaba_2
GABA
20 MB GABA
[-]
194 MRN-VTN-PPN Pax5 Cdh23 Gaba
[-]
0799 MRN-VTN-PPN Pax5 Cdh23 Gaba_2
[-]
3430 MRN-VTN-PPN Pax5 Cdh23 Gaba_2
GABA
20 MB GABA
[-]
194 MRN-VTN-PPN Pax5 Cdh23 Gaba
[-]
0799 MRN-VTN-PPN Pax5 Cdh23 Gaba_2
[-]
3431 MRN-VTN-PPN Pax5 Cdh23 Gaba_2
GABA
20 MB GABA
[-]
194 MRN-VTN-PPN Pax5 Cdh23 Gaba
[-]
0799 MRN-VTN-PPN Pax5 Cdh23 Gaba_2
[-]
3432 MRN-VTN-PPN Pax5 Cdh23 Gaba_2
GABA
20 MB GABA
[-]
195 SNr-VTA Pax5 Npas1 Gaba
[-]
0800 SNr-VTA Pax5 Npas1 Gaba_1
[-]
3433 SNr-VTA Pax5 Npas1 Gaba_1
GABA
20 MB GABA
[-]
195 SNr-VTA Pax5 Npas1 Gaba
[-]
0800 SNr-VTA Pax5 Npas1 Gaba_1
[-]
3434 SNr-VTA Pax5 Npas1 Gaba_1
GABA
20 MB GABA
[-]
195 SNr-VTA Pax5 Npas1 Gaba
[-]
0800 SNr-VTA Pax5 Npas1 Gaba_1
[-]
3435 SNr-VTA Pax5 Npas1 Gaba_1
GABA
20 MB GABA
[-]
195 SNr-VTA Pax5 Npas1 Gaba
[-]
0800 SNr-VTA Pax5 Npas1 Gaba_1
[-]
3436 SNr-VTA Pax5 Npas1 Gaba_1
GABA
20 MB GABA
[-]
195 SNr-VTA Pax5 Npas1 Gaba
[-]
0800 SNr-VTA Pax5 Npas1 Gaba_1
[-]
3437 SNr-VTA Pax5 Npas1 Gaba_1
GABA
20 MB GABA
[-]
195 SNr-VTA Pax5 Npas1 Gaba
[-]
0800 SNr-VTA Pax5 Npas1 Gaba_1
[-]
3438 SNr-VTA Pax5 Npas1 Gaba_1
GABA
20 MB GABA
[-]
195 SNr-VTA Pax5 Npas1 Gaba
[-]
0800 SNr-VTA Pax5 Npas1 Gaba_1
[-]
3439 SNr-VTA Pax5 Npas1 Gaba_1
GABA
20 MB GABA
[-]
195 SNr-VTA Pax5 Npas1 Gaba
[-]
0800 SNr-VTA Pax5 Npas1 Gaba_1
[-]
3440 SNr-VTA Pax5 Npas1 Gaba_1
GABA
20 MB GABA
[-]
195 SNr-VTA Pax5 Npas1 Gaba
[-]
0801 SNr-VTA Pax5 Npas1 Gaba_2
[-]
3441 SNr-VTA Pax5 Npas1 Gaba_2
GABA
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0802 PAG-PPN Pax5 Sox21 Gaba_1
[-]
3442 PAG-PPN Pax5 Sox21 Gaba_1
GABA
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0802 PAG-PPN Pax5 Sox21 Gaba_1
[-]
3443 PAG-PPN Pax5 Sox21 Gaba_1
GABA
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0802 PAG-PPN Pax5 Sox21 Gaba_1
[-]
3444 PAG-PPN Pax5 Sox21 Gaba_1
GABA
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0802 PAG-PPN Pax5 Sox21 Gaba_1
[-]
3445 PAG-PPN Pax5 Sox21 Gaba_1
GABA
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0802 PAG-PPN Pax5 Sox21 Gaba_1
[-]
3446 PAG-PPN Pax5 Sox21 Gaba_1
GABA
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0803 PAG-PPN Pax5 Sox21 Gaba_2
[-]
3447 PAG-PPN Pax5 Sox21 Gaba_2
GABA
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0803 PAG-PPN Pax5 Sox21 Gaba_2
[-]
3448 PAG-PPN Pax5 Sox21 Gaba_2
GABA
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0803 PAG-PPN Pax5 Sox21 Gaba_2
[-]
3449 PAG-PPN Pax5 Sox21 Gaba_2
GABA
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0803 PAG-PPN Pax5 Sox21 Gaba_2
[-]
3450 PAG-PPN Pax5 Sox21 Gaba_2
GABA
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0803 PAG-PPN Pax5 Sox21 Gaba_2
[-]
3451 PAG-PPN Pax5 Sox21 Gaba_2
GABA
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0804 PAG-PPN Pax5 Sox21 Gaba_3
[-]
3452 PAG-PPN Pax5 Sox21 Gaba_3
GABA
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0804 PAG-PPN Pax5 Sox21 Gaba_3
[-]
3453 PAG-PPN Pax5 Sox21 Gaba_3
GABA
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0804 PAG-PPN Pax5 Sox21 Gaba_3
[-]
3454 PAG-PPN Pax5 Sox21 Gaba_3
GABA
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0804 PAG-PPN Pax5 Sox21 Gaba_3
[-]
3455 PAG-PPN Pax5 Sox21 Gaba_3
GABA
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0804 PAG-PPN Pax5 Sox21 Gaba_3
[-]
3456 PAG-PPN Pax5 Sox21 Gaba_3
GABA
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0805 PAG-PPN Pax5 Sox21 Gaba_4
[-]
3457 PAG-PPN Pax5 Sox21 Gaba_4
GABA
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0805 PAG-PPN Pax5 Sox21 Gaba_4
[-]
3458 PAG-PPN Pax5 Sox21 Gaba_4
GABA
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0805 PAG-PPN Pax5 Sox21 Gaba_4
[-]
3459 PAG-PPN Pax5 Sox21 Gaba_4
GABA
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0805 PAG-PPN Pax5 Sox21 Gaba_4
[-]
3460 PAG-PPN Pax5 Sox21 Gaba_4
GABA
20 MB GABA
[-]
197 SNr Six3 Gaba
[-]
0806 SNr Six3 Gaba_1
[-]
3461 SNr Six3 Gaba_1
GABA
20 MB GABA
[-]
197 SNr Six3 Gaba
[-]
0806 SNr Six3 Gaba_1
[-]
3462 SNr Six3 Gaba_1
GABA
20 MB GABA
[-]
197 SNr Six3 Gaba
[-]
0806 SNr Six3 Gaba_1
[-]
3463 SNr Six3 Gaba_1
GABA
20 MB GABA
[-]
197 SNr Six3 Gaba
[-]
0806 SNr Six3 Gaba_1
[-]
3464 SNr Six3 Gaba_1
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0807 IC Six3 En2 Gaba_1
[-]
3465 IC Six3 En2 Gaba_1
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0807 IC Six3 En2 Gaba_1
[-]
3466 IC Six3 En2 Gaba_1
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0807 IC Six3 En2 Gaba_1
[-]
3467 IC Six3 En2 Gaba_1
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0807 IC Six3 En2 Gaba_1
[-]
3468 IC Six3 En2 Gaba_1
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0807 IC Six3 En2 Gaba_1
[-]
3469 IC Six3 En2 Gaba_1
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0807 IC Six3 En2 Gaba_1
[-]
3470 IC Six3 En2 Gaba_1
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0807 IC Six3 En2 Gaba_1
[-]
3471 IC Six3 En2 Gaba_1
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0807 IC Six3 En2 Gaba_1
[-]
3472 IC Six3 En2 Gaba_1
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0807 IC Six3 En2 Gaba_1
[-]
3473 IC Six3 En2 Gaba_1
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0807 IC Six3 En2 Gaba_1
[-]
3474 IC Six3 En2 Gaba_1
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0807 IC Six3 En2 Gaba_1
[-]
3475 IC Six3 En2 Gaba_1
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0807 IC Six3 En2 Gaba_1
[-]
3476 IC Six3 En2 Gaba_1
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0808 IC Six3 En2 Gaba_2
[-]
3477 IC Six3 En2 Gaba_2
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0808 IC Six3 En2 Gaba_2
[-]
3478 IC Six3 En2 Gaba_2
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0808 IC Six3 En2 Gaba_2
[-]
3479 IC Six3 En2 Gaba_2
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0809 IC Six3 En2 Gaba_3
[-]
3480 IC Six3 En2 Gaba_3
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0809 IC Six3 En2 Gaba_3
[-]
3481 IC Six3 En2 Gaba_3
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0809 IC Six3 En2 Gaba_3
[-]
3482 IC Six3 En2 Gaba_3
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0809 IC Six3 En2 Gaba_3
[-]
3483 IC Six3 En2 Gaba_3
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0809 IC Six3 En2 Gaba_3
[-]
3484 IC Six3 En2 Gaba_3
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0809 IC Six3 En2 Gaba_3
[-]
3485 IC Six3 En2 Gaba_3
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0809 IC Six3 En2 Gaba_3
[-]
3486 IC Six3 En2 Gaba_3
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0809 IC Six3 En2 Gaba_3
[-]
3487 IC Six3 En2 Gaba_3
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0810 IC Six3 En2 Gaba_4
[-]
3488 IC Six3 En2 Gaba_4
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0810 IC Six3 En2 Gaba_4
[-]
3489 IC Six3 En2 Gaba_4
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0810 IC Six3 En2 Gaba_4
[-]
3490 IC Six3 En2 Gaba_4
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0810 IC Six3 En2 Gaba_4
[-]
3491 IC Six3 En2 Gaba_4
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0810 IC Six3 En2 Gaba_4
[-]
3492 IC Six3 En2 Gaba_4
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0810 IC Six3 En2 Gaba_4
[-]
3493 IC Six3 En2 Gaba_4
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0810 IC Six3 En2 Gaba_4
[-]
3494 IC Six3 En2 Gaba_4
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0811 IC Six3 En2 Gaba_5
[-]
3495 IC Six3 En2 Gaba_5
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0811 IC Six3 En2 Gaba_5
[-]
3496 IC Six3 En2 Gaba_5
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0811 IC Six3 En2 Gaba_5
[-]
3497 IC Six3 En2 Gaba_5
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0811 IC Six3 En2 Gaba_5
[-]
3498 IC Six3 En2 Gaba_5
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0811 IC Six3 En2 Gaba_5
[-]
3499 IC Six3 En2 Gaba_5
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0811 IC Six3 En2 Gaba_5
[-]
3500 IC Six3 En2 Gaba_5
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0812 IC Six3 En2 Gaba_6
[-]
3501 IC Six3 En2 Gaba_6
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0812 IC Six3 En2 Gaba_6
[-]
3502 IC Six3 En2 Gaba_6
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0812 IC Six3 En2 Gaba_6
[-]
3503 IC Six3 En2 Gaba_6
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0812 IC Six3 En2 Gaba_6
[-]
3504 IC Six3 En2 Gaba_6
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0812 IC Six3 En2 Gaba_6
[-]
3505 IC Six3 En2 Gaba_6
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0813 IC Six3 En2 Gaba_7
[-]
3506 IC Six3 En2 Gaba_7
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0813 IC Six3 En2 Gaba_7
[-]
3507 IC Six3 En2 Gaba_7
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0813 IC Six3 En2 Gaba_7
[-]
3508 IC Six3 En2 Gaba_7
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0814 PAG-MRN-RN Foxa2 Gaba_1
[-]
3509 PAG-MRN-RN Foxa2 Gaba_1
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0814 PAG-MRN-RN Foxa2 Gaba_1
[-]
3510 PAG-MRN-RN Foxa2 Gaba_1
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0814 PAG-MRN-RN Foxa2 Gaba_1
[-]
3511 PAG-MRN-RN Foxa2 Gaba_1
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0814 PAG-MRN-RN Foxa2 Gaba_1
[-]
3512 PAG-MRN-RN Foxa2 Gaba_1
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0814 PAG-MRN-RN Foxa2 Gaba_1
[-]
3513 PAG-MRN-RN Foxa2 Gaba_1
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0814 PAG-MRN-RN Foxa2 Gaba_1
[-]
3514 PAG-MRN-RN Foxa2 Gaba_1
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0815 PAG-MRN-RN Foxa2 Gaba_2
[-]
3515 PAG-MRN-RN Foxa2 Gaba_2
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0815 PAG-MRN-RN Foxa2 Gaba_2
[-]
3516 PAG-MRN-RN Foxa2 Gaba_2
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0815 PAG-MRN-RN Foxa2 Gaba_2
[-]
3517 PAG-MRN-RN Foxa2 Gaba_2
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0815 PAG-MRN-RN Foxa2 Gaba_2
[-]
3518 PAG-MRN-RN Foxa2 Gaba_2
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0815 PAG-MRN-RN Foxa2 Gaba_2
[-]
3519 PAG-MRN-RN Foxa2 Gaba_2
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0815 PAG-MRN-RN Foxa2 Gaba_2
[-]
3520 PAG-MRN-RN Foxa2 Gaba_2
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0816 PAG-MRN-RN Foxa2 Gaba_3
[-]
3521 PAG-MRN-RN Foxa2 Gaba_3
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0816 PAG-MRN-RN Foxa2 Gaba_3
[-]
3522 PAG-MRN-RN Foxa2 Gaba_3
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0816 PAG-MRN-RN Foxa2 Gaba_3
[-]
3523 PAG-MRN-RN Foxa2 Gaba_3
Glut-GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0816 PAG-MRN-RN Foxa2 Gaba_3
[-]
3524 PAG-MRN-RN Foxa2 Gaba_3
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0817 PAG-MRN-RN Foxa2 Gaba_4
[-]
3525 PAG-MRN-RN Foxa2 Gaba_4
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0817 PAG-MRN-RN Foxa2 Gaba_4
[-]
3526 PAG-MRN-RN Foxa2 Gaba_4
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0817 PAG-MRN-RN Foxa2 Gaba_4
[-]
3527 PAG-MRN-RN Foxa2 Gaba_4
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0817 PAG-MRN-RN Foxa2 Gaba_4
[-]
3528 PAG-MRN-RN Foxa2 Gaba_4
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0817 PAG-MRN-RN Foxa2 Gaba_4
[-]
3529 PAG-MRN-RN Foxa2 Gaba_4
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0817 PAG-MRN-RN Foxa2 Gaba_4
[-]
3530 PAG-MRN-RN Foxa2 Gaba_4
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0817 PAG-MRN-RN Foxa2 Gaba_4
[-]
3531 PAG-MRN-RN Foxa2 Gaba_4
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0818 PAG-ND-PCG Onecut1 Gaba_1
[-]
3532 PAG-ND-PCG Onecut1 Gaba_1
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0818 PAG-ND-PCG Onecut1 Gaba_1
[-]
3533 PAG-ND-PCG Onecut1 Gaba_1
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0818 PAG-ND-PCG Onecut1 Gaba_1
[-]
3534 PAG-ND-PCG Onecut1 Gaba_1
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0818 PAG-ND-PCG Onecut1 Gaba_1
[-]
3535 PAG-ND-PCG Onecut1 Gaba_1
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0818 PAG-ND-PCG Onecut1 Gaba_1
[-]
3536 PAG-ND-PCG Onecut1 Gaba_1
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0818 PAG-ND-PCG Onecut1 Gaba_1
[-]
3537 PAG-ND-PCG Onecut1 Gaba_1
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0818 PAG-ND-PCG Onecut1 Gaba_1
[-]
3538 PAG-ND-PCG Onecut1 Gaba_1
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0818 PAG-ND-PCG Onecut1 Gaba_1
[-]
3539 PAG-ND-PCG Onecut1 Gaba_1
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0818 PAG-ND-PCG Onecut1 Gaba_1
[-]
3540 PAG-ND-PCG Onecut1 Gaba_1
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0818 PAG-ND-PCG Onecut1 Gaba_1
[-]
3541 PAG-ND-PCG Onecut1 Gaba_1
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0818 PAG-ND-PCG Onecut1 Gaba_1
[-]
3542 PAG-ND-PCG Onecut1 Gaba_1
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0819 PAG-ND-PCG Onecut1 Gaba_2
[-]
3543 PAG-ND-PCG Onecut1 Gaba_2
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0819 PAG-ND-PCG Onecut1 Gaba_2
[-]
3544 PAG-ND-PCG Onecut1 Gaba_2
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0819 PAG-ND-PCG Onecut1 Gaba_2
[-]
3545 PAG-ND-PCG Onecut1 Gaba_2
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0819 PAG-ND-PCG Onecut1 Gaba_2
[-]
3546 PAG-ND-PCG Onecut1 Gaba_2
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0819 PAG-ND-PCG Onecut1 Gaba_2
[-]
3547 PAG-ND-PCG Onecut1 Gaba_2
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0819 PAG-ND-PCG Onecut1 Gaba_2
[-]
3548 PAG-ND-PCG Onecut1 Gaba_2
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0819 PAG-ND-PCG Onecut1 Gaba_2
[-]
3549 PAG-ND-PCG Onecut1 Gaba_2
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0820 PAG-ND-PCG Onecut1 Gaba_3
[-]
3550 PAG-ND-PCG Onecut1 Gaba_3
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0820 PAG-ND-PCG Onecut1 Gaba_3
[-]
3551 PAG-ND-PCG Onecut1 Gaba_3
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0820 PAG-ND-PCG Onecut1 Gaba_3
[-]
3552 PAG-ND-PCG Onecut1 Gaba_3
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0821 PAG-ND-PCG Onecut1 Gaba_4
[-]
3553 PAG-ND-PCG Onecut1 Gaba_4
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0822 PAG-ND-PCG Onecut1 Gaba_5
[-]
3554 PAG-ND-PCG Onecut1 Gaba_5
GABA-Glyc
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0822 PAG-ND-PCG Onecut1 Gaba_5
[-]
3555 PAG-ND-PCG Onecut1 Gaba_5
GABA-Glyc
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0822 PAG-ND-PCG Onecut1 Gaba_5
[-]
3556 PAG-ND-PCG Onecut1 Gaba_5
GABA-Glyc
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0822 PAG-ND-PCG Onecut1 Gaba_5
[-]
3557 PAG-ND-PCG Onecut1 Gaba_5
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0823 PAG-RN Nkx2-2 Otx1 Gaba_1
[-]
3558 PAG-RN Nkx2-2 Otx1 Gaba_1
GABA
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0823 PAG-RN Nkx2-2 Otx1 Gaba_1
[-]
3559 PAG-RN Nkx2-2 Otx1 Gaba_1
GABA
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0823 PAG-RN Nkx2-2 Otx1 Gaba_1
[-]
3560 PAG-RN Nkx2-2 Otx1 Gaba_1
GABA
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0823 PAG-RN Nkx2-2 Otx1 Gaba_1
[-]
3561 PAG-RN Nkx2-2 Otx1 Gaba_1
GABA
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0823 PAG-RN Nkx2-2 Otx1 Gaba_1
[-]
3562 PAG-RN Nkx2-2 Otx1 Gaba_1
GABA
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0823 PAG-RN Nkx2-2 Otx1 Gaba_1
[-]
3563 PAG-RN Nkx2-2 Otx1 Gaba_1
GABA
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0823 PAG-RN Nkx2-2 Otx1 Gaba_1
[-]
3564 PAG-RN Nkx2-2 Otx1 Gaba_1
GABA
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0824 PAG-RN Nkx2-2 Otx1 Gaba_2
[-]
3565 PAG-RN Nkx2-2 Otx1 Gaba_2
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0824 PAG-RN Nkx2-2 Otx1 Gaba_2
[-]
3566 PAG-RN Nkx2-2 Otx1 Gaba_2
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0824 PAG-RN Nkx2-2 Otx1 Gaba_2
[-]
3567 PAG-RN Nkx2-2 Otx1 Gaba_2
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0824 PAG-RN Nkx2-2 Otx1 Gaba_2
[-]
3568 PAG-RN Nkx2-2 Otx1 Gaba_2
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0824 PAG-RN Nkx2-2 Otx1 Gaba_2
[-]
3569 PAG-RN Nkx2-2 Otx1 Gaba_2
GABA
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0824 PAG-RN Nkx2-2 Otx1 Gaba_2
[-]
3570 PAG-RN Nkx2-2 Otx1 Gaba_2
GABA
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0824 PAG-RN Nkx2-2 Otx1 Gaba_2
[-]
3571 PAG-RN Nkx2-2 Otx1 Gaba_2
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0825 PAG-RN Nkx2-2 Otx1 Gaba_3
[-]
3572 PAG-RN Nkx2-2 Otx1 Gaba_3
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0825 PAG-RN Nkx2-2 Otx1 Gaba_3
[-]
3573 PAG-RN Nkx2-2 Otx1 Gaba_3
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0825 PAG-RN Nkx2-2 Otx1 Gaba_3
[-]
3574 PAG-RN Nkx2-2 Otx1 Gaba_3
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0825 PAG-RN Nkx2-2 Otx1 Gaba_3
[-]
3575 PAG-RN Nkx2-2 Otx1 Gaba_3
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0825 PAG-RN Nkx2-2 Otx1 Gaba_3
[-]
3576 PAG-RN Nkx2-2 Otx1 Gaba_3
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0825 PAG-RN Nkx2-2 Otx1 Gaba_3
[-]
3577 PAG-RN Nkx2-2 Otx1 Gaba_3
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0825 PAG-RN Nkx2-2 Otx1 Gaba_3
[-]
3578 PAG-RN Nkx2-2 Otx1 Gaba_3
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0825 PAG-RN Nkx2-2 Otx1 Gaba_3
[-]
3579 PAG-RN Nkx2-2 Otx1 Gaba_3
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0825 PAG-RN Nkx2-2 Otx1 Gaba_3
[-]
3580 PAG-RN Nkx2-2 Otx1 Gaba_3
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0825 PAG-RN Nkx2-2 Otx1 Gaba_3
[-]
3581 PAG-RN Nkx2-2 Otx1 Gaba_3
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0825 PAG-RN Nkx2-2 Otx1 Gaba_3
[-]
3582 PAG-RN Nkx2-2 Otx1 Gaba_3
GABA
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0825 PAG-RN Nkx2-2 Otx1 Gaba_3
[-]
3583 PAG-RN Nkx2-2 Otx1 Gaba_3
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0825 PAG-RN Nkx2-2 Otx1 Gaba_3
[-]
3584 PAG-RN Nkx2-2 Otx1 Gaba_3
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0826 PAG-RN Nkx2-2 Otx1 Gaba_4
[-]
3585 PAG-RN Nkx2-2 Otx1 Gaba_4
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0826 PAG-RN Nkx2-2 Otx1 Gaba_4
[-]
3586 PAG-RN Nkx2-2 Otx1 Gaba_4
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0826 PAG-RN Nkx2-2 Otx1 Gaba_4
[-]
3587 PAG-RN Nkx2-2 Otx1 Gaba_4
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0827 PAG-RN Nkx2-2 Otx1 Gaba_5
[-]
3588 PAG-RN Nkx2-2 Otx1 Gaba_5
GABA
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0827 PAG-RN Nkx2-2 Otx1 Gaba_5
[-]
3589 PAG-RN Nkx2-2 Otx1 Gaba_5
GABA
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0827 PAG-RN Nkx2-2 Otx1 Gaba_5
[-]
3590 PAG-RN Nkx2-2 Otx1 Gaba_5
GABA
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0827 PAG-RN Nkx2-2 Otx1 Gaba_5
[-]
3591 PAG-RN Nkx2-2 Otx1 Gaba_5
GABA
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0828 PAG-RN Nkx2-2 Otx1 Gaba_6
[-]
3592 PAG-RN Nkx2-2 Otx1 Gaba_6
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0828 PAG-RN Nkx2-2 Otx1 Gaba_6
[-]
3593 PAG-RN Nkx2-2 Otx1 Gaba_6
GABA
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0828 PAG-RN Nkx2-2 Otx1 Gaba_6
[-]
3594 PAG-RN Nkx2-2 Otx1 Gaba_6
GABA
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0828 PAG-RN Nkx2-2 Otx1 Gaba_6
[-]
3595 PAG-RN Nkx2-2 Otx1 Gaba_6
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0829 PRT Tcf7l2 Gaba_1
[-]
3596 PRT Tcf7l2 Gaba_1
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0829 PRT Tcf7l2 Gaba_1
[-]
3597 PRT Tcf7l2 Gaba_1
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0829 PRT Tcf7l2 Gaba_1
[-]
3598 PRT Tcf7l2 Gaba_1
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0829 PRT Tcf7l2 Gaba_1
[-]
3599 PRT Tcf7l2 Gaba_1
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0829 PRT Tcf7l2 Gaba_1
[-]
3600 PRT Tcf7l2 Gaba_1
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0829 PRT Tcf7l2 Gaba_1
[-]
3601 PRT Tcf7l2 Gaba_1
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0829 PRT Tcf7l2 Gaba_1
[-]
3602 PRT Tcf7l2 Gaba_1
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0829 PRT Tcf7l2 Gaba_1
[-]
3603 PRT Tcf7l2 Gaba_1
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0829 PRT Tcf7l2 Gaba_1
[-]
3604 PRT Tcf7l2 Gaba_1
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0829 PRT Tcf7l2 Gaba_1
[-]
3605 PRT Tcf7l2 Gaba_1
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0829 PRT Tcf7l2 Gaba_1
[-]
3606 PRT Tcf7l2 Gaba_1
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0830 PRT Tcf7l2 Gaba_2
[-]
3607 PRT Tcf7l2 Gaba_2
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0830 PRT Tcf7l2 Gaba_2
[-]
3608 PRT Tcf7l2 Gaba_2
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0830 PRT Tcf7l2 Gaba_2
[-]
3609 PRT Tcf7l2 Gaba_2
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0830 PRT Tcf7l2 Gaba_2
[-]
3610 PRT Tcf7l2 Gaba_2
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0830 PRT Tcf7l2 Gaba_2
[-]
3611 PRT Tcf7l2 Gaba_2
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0830 PRT Tcf7l2 Gaba_2
[-]
3612 PRT Tcf7l2 Gaba_2
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0831 PRT Tcf7l2 Gaba_3
[-]
3613 PRT Tcf7l2 Gaba_3
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0831 PRT Tcf7l2 Gaba_3
[-]
3614 PRT Tcf7l2 Gaba_3
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0831 PRT Tcf7l2 Gaba_3
[-]
3615 PRT Tcf7l2 Gaba_3
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0831 PRT Tcf7l2 Gaba_3
[-]
3616 PRT Tcf7l2 Gaba_3
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0831 PRT Tcf7l2 Gaba_3
[-]
3617 PRT Tcf7l2 Gaba_3
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0831 PRT Tcf7l2 Gaba_3
[-]
3618 PRT Tcf7l2 Gaba_3
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0831 PRT Tcf7l2 Gaba_3
[-]
3619 PRT Tcf7l2 Gaba_3
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0831 PRT Tcf7l2 Gaba_3
[-]
3620 PRT Tcf7l2 Gaba_3
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0831 PRT Tcf7l2 Gaba_3
[-]
3621 PRT Tcf7l2 Gaba_3
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0832 PRT Tcf7l2 Gaba_4
[-]
3622 PRT Tcf7l2 Gaba_4
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0832 PRT Tcf7l2 Gaba_4
[-]
3623 PRT Tcf7l2 Gaba_4
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0832 PRT Tcf7l2 Gaba_4
[-]
3624 PRT Tcf7l2 Gaba_4
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0832 PRT Tcf7l2 Gaba_4
[-]
3625 PRT Tcf7l2 Gaba_4
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0832 PRT Tcf7l2 Gaba_4
[-]
3626 PRT Tcf7l2 Gaba_4
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0832 PRT Tcf7l2 Gaba_4
[-]
3627 PRT Tcf7l2 Gaba_4
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0832 PRT Tcf7l2 Gaba_4
[-]
3628 PRT Tcf7l2 Gaba_4
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0832 PRT Tcf7l2 Gaba_4
[-]
3629 PRT Tcf7l2 Gaba_4
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0832 PRT Tcf7l2 Gaba_4
[-]
3630 PRT Tcf7l2 Gaba_4
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0833 PRT Tcf7l2 Gaba_5
[-]
3631 PRT Tcf7l2 Gaba_5
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0833 PRT Tcf7l2 Gaba_5
[-]
3632 PRT Tcf7l2 Gaba_5
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0834 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_1
[-]
3633 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_1
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0834 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_1
[-]
3634 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_1
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0834 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_1
[-]
3635 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_1
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0834 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_1
[-]
3636 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_1
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0834 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_1
[-]
3637 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_1
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0834 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_1
[-]
3638 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_1
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0834 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_1
[-]
3639 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_1
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0834 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_1
[-]
3640 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_1
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0835 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_2
[-]
3641 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_2
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0835 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_2
[-]
3642 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_2
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0835 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_2
[-]
3643 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_2
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0835 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_2
[-]
3644 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_2
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0835 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_2
[-]
3645 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_2
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0835 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_2
[-]
3646 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_2
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0836 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_3
[-]
3647 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_3
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0836 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_3
[-]
3648 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_3
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0836 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_3
[-]
3649 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_3
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0836 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_3
[-]
3650 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_3
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0836 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_3
[-]
3651 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_3
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0836 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_3
[-]
3652 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_3
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0837 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_4
[-]
3653 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_4
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0837 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_4
[-]
3654 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_4
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0837 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_4
[-]
3655 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_4
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0837 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_4
[-]
3656 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_4
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0837 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_4
[-]
3657 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_4
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0838 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_5
[-]
3658 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_5
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0838 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_5
[-]
3659 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_5
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0838 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_5
[-]
3660 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_5
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0838 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_5
[-]
3661 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_5
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0838 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_5
[-]
3662 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_5
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0839 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_6
[-]
3663 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_6
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0839 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_6
[-]
3664 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_6
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0839 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_6
[-]
3665 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_6
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0839 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_6
[-]
3666 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_6
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0840 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_7
[-]
3667 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_7
GABA
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0840 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_7
[-]
3668 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_7
GABA
20 MB GABA
[-]
204 SC Otx2 Gcnt4 Gaba
[-]
0841 SC Otx2 Gcnt4 Gaba_1
[-]
3669 SC Otx2 Gcnt4 Gaba_1
GABA
20 MB GABA
[-]
204 SC Otx2 Gcnt4 Gaba
[-]
0841 SC Otx2 Gcnt4 Gaba_1
[-]
3670 SC Otx2 Gcnt4 Gaba_1
GABA
20 MB GABA
[-]
204 SC Otx2 Gcnt4 Gaba
[-]
0841 SC Otx2 Gcnt4 Gaba_1
[-]
3671 SC Otx2 Gcnt4 Gaba_1
GABA
20 MB GABA
[-]
204 SC Otx2 Gcnt4 Gaba
[-]
0842 SC Otx2 Gcnt4 Gaba_2
[-]
3672 SC Otx2 Gcnt4 Gaba_2
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0843 SC-PAG Lef1 Emx2 Gaba_1
[-]
3673 SC-PAG Lef1 Emx2 Gaba_1
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0843 SC-PAG Lef1 Emx2 Gaba_1
[-]
3674 SC-PAG Lef1 Emx2 Gaba_1
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0843 SC-PAG Lef1 Emx2 Gaba_1
[-]
3675 SC-PAG Lef1 Emx2 Gaba_1
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0843 SC-PAG Lef1 Emx2 Gaba_1
[-]
3676 SC-PAG Lef1 Emx2 Gaba_1
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0843 SC-PAG Lef1 Emx2 Gaba_1
[-]
3677 SC-PAG Lef1 Emx2 Gaba_1
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0843 SC-PAG Lef1 Emx2 Gaba_1
[-]
3678 SC-PAG Lef1 Emx2 Gaba_1
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0843 SC-PAG Lef1 Emx2 Gaba_1
[-]
3679 SC-PAG Lef1 Emx2 Gaba_1
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0843 SC-PAG Lef1 Emx2 Gaba_1
[-]
3680 SC-PAG Lef1 Emx2 Gaba_1
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0844 SC-PAG Lef1 Emx2 Gaba_2
[-]
3681 SC-PAG Lef1 Emx2 Gaba_2
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0844 SC-PAG Lef1 Emx2 Gaba_2
[-]
3682 SC-PAG Lef1 Emx2 Gaba_2
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0844 SC-PAG Lef1 Emx2 Gaba_2
[-]
3683 SC-PAG Lef1 Emx2 Gaba_2
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0844 SC-PAG Lef1 Emx2 Gaba_2
[-]
3684 SC-PAG Lef1 Emx2 Gaba_2
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0844 SC-PAG Lef1 Emx2 Gaba_2
[-]
3685 SC-PAG Lef1 Emx2 Gaba_2
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0844 SC-PAG Lef1 Emx2 Gaba_2
[-]
3686 SC-PAG Lef1 Emx2 Gaba_2
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0844 SC-PAG Lef1 Emx2 Gaba_2
[-]
3687 SC-PAG Lef1 Emx2 Gaba_2
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0844 SC-PAG Lef1 Emx2 Gaba_2
[-]
3688 SC-PAG Lef1 Emx2 Gaba_2
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0844 SC-PAG Lef1 Emx2 Gaba_2
[-]
3689 SC-PAG Lef1 Emx2 Gaba_2
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0844 SC-PAG Lef1 Emx2 Gaba_2
[-]
3690 SC-PAG Lef1 Emx2 Gaba_2
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0845 SC-PAG Lef1 Emx2 Gaba_3
[-]
3691 SC-PAG Lef1 Emx2 Gaba_3
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0845 SC-PAG Lef1 Emx2 Gaba_3
[-]
3692 SC-PAG Lef1 Emx2 Gaba_3
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0845 SC-PAG Lef1 Emx2 Gaba_3
[-]
3693 SC-PAG Lef1 Emx2 Gaba_3
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0845 SC-PAG Lef1 Emx2 Gaba_3
[-]
3694 SC-PAG Lef1 Emx2 Gaba_3
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0846 SC-PAG Lef1 Emx2 Gaba_4
[-]
3695 SC-PAG Lef1 Emx2 Gaba_4
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0846 SC-PAG Lef1 Emx2 Gaba_4
[-]
3696 SC-PAG Lef1 Emx2 Gaba_4
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0846 SC-PAG Lef1 Emx2 Gaba_4
[-]
3697 SC-PAG Lef1 Emx2 Gaba_4
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0846 SC-PAG Lef1 Emx2 Gaba_4
[-]
3698 SC-PAG Lef1 Emx2 Gaba_4
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0847 SC-PAG Lef1 Emx2 Gaba_5
[-]
3699 SC-PAG Lef1 Emx2 Gaba_5
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0847 SC-PAG Lef1 Emx2 Gaba_5
[-]
3700 SC-PAG Lef1 Emx2 Gaba_5
GABA
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0848 SCm-PAG Cdh23 Gaba_1
[-]
3701 SCm-PAG Cdh23 Gaba_1
GABA
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0848 SCm-PAG Cdh23 Gaba_1
[-]
3702 SCm-PAG Cdh23 Gaba_1
GABA
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0848 SCm-PAG Cdh23 Gaba_1
[-]
3703 SCm-PAG Cdh23 Gaba_1
GABA
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0848 SCm-PAG Cdh23 Gaba_1
[-]
3704 SCm-PAG Cdh23 Gaba_1
GABA
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0848 SCm-PAG Cdh23 Gaba_1
[-]
3705 SCm-PAG Cdh23 Gaba_1
GABA
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0848 SCm-PAG Cdh23 Gaba_1
[-]
3706 SCm-PAG Cdh23 Gaba_1
GABA
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0848 SCm-PAG Cdh23 Gaba_1
[-]
3707 SCm-PAG Cdh23 Gaba_1
GABA
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0848 SCm-PAG Cdh23 Gaba_1
[-]
3708 SCm-PAG Cdh23 Gaba_1
GABA
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0848 SCm-PAG Cdh23 Gaba_1
[-]
3709 SCm-PAG Cdh23 Gaba_1
GABA
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0849 SCm-PAG Cdh23 Gaba_2
[-]
3710 SCm-PAG Cdh23 Gaba_2
GABA
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0849 SCm-PAG Cdh23 Gaba_2
[-]
3711 SCm-PAG Cdh23 Gaba_2
GABA
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0849 SCm-PAG Cdh23 Gaba_2
[-]
3712 SCm-PAG Cdh23 Gaba_2
GABA
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0849 SCm-PAG Cdh23 Gaba_2
[-]
3713 SCm-PAG Cdh23 Gaba_2
GABA
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0850 SCm-PAG Cdh23 Gaba_3
[-]
3714 SCm-PAG Cdh23 Gaba_3
GABA
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0850 SCm-PAG Cdh23 Gaba_3
[-]
3715 SCm-PAG Cdh23 Gaba_3
GABA
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0850 SCm-PAG Cdh23 Gaba_3
[-]
3716 SCm-PAG Cdh23 Gaba_3
GABA
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0850 SCm-PAG Cdh23 Gaba_3
[-]
3717 SCm-PAG Cdh23 Gaba_3
GABA
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0850 SCm-PAG Cdh23 Gaba_3
[-]
3718 SCm-PAG Cdh23 Gaba_3
GABA
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0850 SCm-PAG Cdh23 Gaba_3
[-]
3719 SCm-PAG Cdh23 Gaba_3
GABA
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0851 SCm-PAG Cdh23 Gaba_4
[-]
3720 SCm-PAG Cdh23 Gaba_4
GABA
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0851 SCm-PAG Cdh23 Gaba_4
[-]
3721 SCm-PAG Cdh23 Gaba_4
GABA
20 MB GABA
[-]
207 SCs Dmbx1 Gaba
[-]
0852 SCs Dmbx1 Gaba_1
[-]
3722 SCs Dmbx1 Gaba_1
GABA
20 MB GABA
[-]
207 SCs Dmbx1 Gaba
[-]
0852 SCs Dmbx1 Gaba_1
[-]
3723 SCs Dmbx1 Gaba_1
GABA
20 MB GABA
[-]
207 SCs Dmbx1 Gaba
[-]
0852 SCs Dmbx1 Gaba_1
[-]
3724 SCs Dmbx1 Gaba_1
GABA
20 MB GABA
[-]
207 SCs Dmbx1 Gaba
[-]
0852 SCs Dmbx1 Gaba_1
[-]
3725 SCs Dmbx1 Gaba_1
GABA
20 MB GABA
[-]
207 SCs Dmbx1 Gaba
[-]
0852 SCs Dmbx1 Gaba_1
[-]
3726 SCs Dmbx1 Gaba_1
GABA
20 MB GABA
[-]
207 SCs Dmbx1 Gaba
[-]
0852 SCs Dmbx1 Gaba_1
[-]
3727 SCs Dmbx1 Gaba_1
GABA
20 MB GABA
[-]
207 SCs Dmbx1 Gaba
[-]
0852 SCs Dmbx1 Gaba_1
[-]
3728 SCs Dmbx1 Gaba_1
GABA
20 MB GABA
[-]
207 SCs Dmbx1 Gaba
[-]
0853 SCs Dmbx1 Gaba_2
[-]
3729 SCs Dmbx1 Gaba_2
GABA
20 MB GABA
[-]
207 SCs Dmbx1 Gaba
[-]
0853 SCs Dmbx1 Gaba_2
[-]
3730 SCs Dmbx1 Gaba_2
GABA
20 MB GABA
[-]
207 SCs Dmbx1 Gaba
[-]
0853 SCs Dmbx1 Gaba_2
[-]
3731 SCs Dmbx1 Gaba_2
GABA
20 MB GABA
[-]
207 SCs Dmbx1 Gaba
[-]
0854 SCs Dmbx1 Gaba_3
[-]
3732 SCs Dmbx1 Gaba_3
GABA
20 MB GABA
[-]
207 SCs Dmbx1 Gaba
[-]
0854 SCs Dmbx1 Gaba_3
[-]
3733 SCs Dmbx1 Gaba_3
GABA
20 MB GABA
[-]
207 SCs Dmbx1 Gaba
[-]
0855 SCs Dmbx1 Gaba_4
[-]
3734 SCs Dmbx1 Gaba_4
GABA
20 MB GABA
[-]
207 SCs Dmbx1 Gaba
[-]
0855 SCs Dmbx1 Gaba_4
[-]
3735 SCs Dmbx1 Gaba_4
GABA
20 MB GABA
[-]
207 SCs Dmbx1 Gaba
[-]
0855 SCs Dmbx1 Gaba_4
[-]
3736 SCs Dmbx1 Gaba_4
GABA
20 MB GABA
[-]
207 SCs Dmbx1 Gaba
[-]
0855 SCs Dmbx1 Gaba_4
[-]
3737 SCs Dmbx1 Gaba_4
GABA
20 MB GABA
[-]
207 SCs Dmbx1 Gaba
[-]
0855 SCs Dmbx1 Gaba_4
[-]
3738 SCs Dmbx1 Gaba_4
GABA
20 MB GABA
[-]
207 SCs Dmbx1 Gaba
[-]
0855 SCs Dmbx1 Gaba_4
[-]
3739 SCs Dmbx1 Gaba_4
GABA
20 MB GABA
[-]
207 SCs Dmbx1 Gaba
[-]
0856 SCs Dmbx1 Gaba_5
[-]
3740 SCs Dmbx1 Gaba_5
GABA
20 MB GABA
[-]
208 SC Lef1 Otx2 Gaba
[-]
0857 SC Lef1 Otx2 Gaba_1
[-]
3741 SC Lef1 Otx2 Gaba_1
GABA
20 MB GABA
[-]
208 SC Lef1 Otx2 Gaba
[-]
0857 SC Lef1 Otx2 Gaba_1
[-]
3742 SC Lef1 Otx2 Gaba_1
GABA
20 MB GABA
[-]
208 SC Lef1 Otx2 Gaba
[-]
0857 SC Lef1 Otx2 Gaba_1
[-]
3743 SC Lef1 Otx2 Gaba_1
GABA
20 MB GABA
[-]
208 SC Lef1 Otx2 Gaba
[-]
0857 SC Lef1 Otx2 Gaba_1
[-]
3744 SC Lef1 Otx2 Gaba_1
GABA
20 MB GABA
[-]
208 SC Lef1 Otx2 Gaba
[-]
0858 SC Lef1 Otx2 Gaba_2
[-]
3745 SC Lef1 Otx2 Gaba_2
GABA
20 MB GABA
[-]
209 SCs Pax7 Nfia Gaba
[-]
0859 SCs Pax7 Nfia Gaba_1
[-]
3746 SCs Pax7 Nfia Gaba_1
GABA
20 MB GABA
[-]
209 SCs Pax7 Nfia Gaba
[-]
0859 SCs Pax7 Nfia Gaba_1
[-]
3747 SCs Pax7 Nfia Gaba_1
GABA
20 MB GABA
[-]
209 SCs Pax7 Nfia Gaba
[-]
0859 SCs Pax7 Nfia Gaba_1
[-]
3748 SCs Pax7 Nfia Gaba_1
GABA
20 MB GABA
[-]
209 SCs Pax7 Nfia Gaba
[-]
0859 SCs Pax7 Nfia Gaba_1
[-]
3749 SCs Pax7 Nfia Gaba_1
GABA
20 MB GABA
[-]
209 SCs Pax7 Nfia Gaba
[-]
0859 SCs Pax7 Nfia Gaba_1
[-]
3750 SCs Pax7 Nfia Gaba_1
GABA
20 MB GABA
[-]
209 SCs Pax7 Nfia Gaba
[-]
0860 SCs Pax7 Nfia Gaba_2
[-]
3751 SCs Pax7 Nfia Gaba_2
GABA
20 MB GABA
[-]
209 SCs Pax7 Nfia Gaba
[-]
0860 SCs Pax7 Nfia Gaba_2
[-]
3752 SCs Pax7 Nfia Gaba_2
GABA
20 MB GABA
[-]
209 SCs Pax7 Nfia Gaba
[-]
0860 SCs Pax7 Nfia Gaba_2
[-]
3753 SCs Pax7 Nfia Gaba_2
GABA
20 MB GABA
[-]
209 SCs Pax7 Nfia Gaba
[-]
0860 SCs Pax7 Nfia Gaba_2
[-]
3754 SCs Pax7 Nfia Gaba_2
GABA
20 MB GABA
[-]
209 SCs Pax7 Nfia Gaba
[-]
0860 SCs Pax7 Nfia Gaba_2
[-]
3755 SCs Pax7 Nfia Gaba_2
GABA
20 MB GABA
[-]
209 SCs Pax7 Nfia Gaba
[-]
0861 SCs Pax7 Nfia Gaba_3
[-]
3756 SCs Pax7 Nfia Gaba_3
GABA
20 MB GABA
[-]
209 SCs Pax7 Nfia Gaba
[-]
0861 SCs Pax7 Nfia Gaba_3
[-]
3757 SCs Pax7 Nfia Gaba_3
GABA
20 MB GABA
[-]
209 SCs Pax7 Nfia Gaba
[-]
0862 SCs Pax7 Nfia Gaba_4
[-]
3758 SCs Pax7 Nfia Gaba_4
GABA
20 MB GABA
[-]
209 SCs Pax7 Nfia Gaba
[-]
0863 SCs Pax7 Nfia Gaba_5
[-]
3759 SCs Pax7 Nfia Gaba_5
GABA
20 MB GABA
[-]
210 PRT Mecom Gaba
[-]
0864 PRT Mecom Gaba_1
[-]
3760 PRT Mecom Gaba_1
GABA
20 MB GABA
[-]
210 PRT Mecom Gaba
[-]
0864 PRT Mecom Gaba_1
[-]
3761 PRT Mecom Gaba_1
GABA
20 MB GABA
[-]
210 PRT Mecom Gaba
[-]
0864 PRT Mecom Gaba_1
[-]
3762 PRT Mecom Gaba_1
GABA
20 MB GABA
[-]
210 PRT Mecom Gaba
[-]
0864 PRT Mecom Gaba_1
[-]
3763 PRT Mecom Gaba_1
GABA
20 MB GABA
[-]
210 PRT Mecom Gaba
[-]
0864 PRT Mecom Gaba_1
[-]
3764 PRT Mecom Gaba_1
GABA-Glyc
20 MB GABA
[-]
210 PRT Mecom Gaba
[-]
0864 PRT Mecom Gaba_1
[-]
3765 PRT Mecom Gaba_1
GABA
20 MB GABA
[-]
210 PRT Mecom Gaba
[-]
0864 PRT Mecom Gaba_1
[-]
3766 PRT Mecom Gaba_1
GABA
20 MB GABA
[-]
210 PRT Mecom Gaba
[-]
0864 PRT Mecom Gaba_1
[-]
3767 PRT Mecom Gaba_1
GABA-Glyc
20 MB GABA
[-]
210 PRT Mecom Gaba
[-]
0864 PRT Mecom Gaba_1
[-]
3768 PRT Mecom Gaba_1
GABA
20 MB GABA
[-]
210 PRT Mecom Gaba
[-]
0864 PRT Mecom Gaba_1
[-]
3769 PRT Mecom Gaba_1
GABA
20 MB GABA
[-]
210 PRT Mecom Gaba
[-]
0864 PRT Mecom Gaba_1
[-]
3770 PRT Mecom Gaba_1
GABA
20 MB GABA
[-]
210 PRT Mecom Gaba
[-]
0865 PRT Mecom Gaba_2
[-]
3771 PRT Mecom Gaba_2
GABA
20 MB GABA
[-]
210 PRT Mecom Gaba
[-]
0865 PRT Mecom Gaba_2
[-]
3772 PRT Mecom Gaba_2
GABA
20 MB GABA
[-]
210 PRT Mecom Gaba
[-]
0865 PRT Mecom Gaba_2
[-]
3773 PRT Mecom Gaba_2
GABA
20 MB GABA
[-]
210 PRT Mecom Gaba
[-]
0866 PRT Mecom Gaba_3
[-]
3774 PRT Mecom Gaba_3
GABA-Glyc
20 MB GABA
[-]
210 PRT Mecom Gaba
[-]
0866 PRT Mecom Gaba_3
[-]
3775 PRT Mecom Gaba_3
GABA-Glyc
20 MB GABA
[-]
210 PRT Mecom Gaba
[-]
0866 PRT Mecom Gaba_3
[-]
3776 PRT Mecom Gaba_3
GABA
20 MB GABA
[-]
210 PRT Mecom Gaba
[-]
0866 PRT Mecom Gaba_3
[-]
3777 PRT Mecom Gaba_3
GABA
20 MB GABA
[-]
210 PRT Mecom Gaba
[-]
0866 PRT Mecom Gaba_3
[-]
3778 PRT Mecom Gaba_3
GABA
20 MB GABA
[-]
210 PRT Mecom Gaba
[-]
0866 PRT Mecom Gaba_3
[-]
3779 PRT Mecom Gaba_3
GABA
20 MB GABA
[-]
210 PRT Mecom Gaba
[-]
0866 PRT Mecom Gaba_3
[-]
3780 PRT Mecom Gaba_3
GABA
20 MB GABA
[-]
211 SC Tnnt1 Gli3 Gaba
[-]
0867 SC Tnnt1 Gli3 Gaba_1
[-]
3781 SC Tnnt1 Gli3 Gaba_1
GABA
20 MB GABA
[-]
211 SC Tnnt1 Gli3 Gaba
[-]
0867 SC Tnnt1 Gli3 Gaba_1
[-]
3782 SC Tnnt1 Gli3 Gaba_1
GABA
20 MB GABA
[-]
211 SC Tnnt1 Gli3 Gaba
[-]
0868 SC Tnnt1 Gli3 Gaba_2
[-]
3783 SC Tnnt1 Gli3 Gaba_2
GABA
20 MB GABA
[-]
211 SC Tnnt1 Gli3 Gaba
[-]
0868 SC Tnnt1 Gli3 Gaba_2
[-]
3784 SC Tnnt1 Gli3 Gaba_2
GABA
20 MB GABA
[-]
211 SC Tnnt1 Gli3 Gaba
[-]
0868 SC Tnnt1 Gli3 Gaba_2
[-]
3785 SC Tnnt1 Gli3 Gaba_2
GABA
20 MB GABA
[-]
211 SC Tnnt1 Gli3 Gaba
[-]
0868 SC Tnnt1 Gli3 Gaba_2
[-]
3786 SC Tnnt1 Gli3 Gaba_2
GABA
20 MB GABA
[-]
211 SC Tnnt1 Gli3 Gaba
[-]
0868 SC Tnnt1 Gli3 Gaba_2
[-]
3787 SC Tnnt1 Gli3 Gaba_2
GABA
20 MB GABA
[-]
211 SC Tnnt1 Gli3 Gaba
[-]
0868 SC Tnnt1 Gli3 Gaba_2
[-]
3788 SC Tnnt1 Gli3 Gaba_2
GABA
20 MB GABA
[-]
212 SCs Lef1 Gli3 Gaba
[-]
0869 SCs Lef1 Gli3 Gaba_1
[-]
3789 SCs Lef1 Gli3 Gaba_1
GABA
20 MB GABA
[-]
212 SCs Lef1 Gli3 Gaba
[-]
0869 SCs Lef1 Gli3 Gaba_1
[-]
3790 SCs Lef1 Gli3 Gaba_1
GABA
20 MB GABA
[-]
212 SCs Lef1 Gli3 Gaba
[-]
0869 SCs Lef1 Gli3 Gaba_1
[-]
3791 SCs Lef1 Gli3 Gaba_1
GABA
20 MB GABA
[-]
212 SCs Lef1 Gli3 Gaba
[-]
0869 SCs Lef1 Gli3 Gaba_1
[-]
3792 SCs Lef1 Gli3 Gaba_1
GABA
20 MB GABA
[-]
212 SCs Lef1 Gli3 Gaba
[-]
0870 SCs Lef1 Gli3 Gaba_2
[-]
3793 SCs Lef1 Gli3 Gaba_2
GABA
20 MB GABA
[-]
212 SCs Lef1 Gli3 Gaba
[-]
0870 SCs Lef1 Gli3 Gaba_2
[-]
3794 SCs Lef1 Gli3 Gaba_2
GABA
20 MB GABA
[-]
212 SCs Lef1 Gli3 Gaba
[-]
0871 SCs Lef1 Gli3 Gaba_3
[-]
3795 SCs Lef1 Gli3 Gaba_3
GABA
20 MB GABA
[-]
212 SCs Lef1 Gli3 Gaba
[-]
0871 SCs Lef1 Gli3 Gaba_3
[-]
3796 SCs Lef1 Gli3 Gaba_3
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0872 SCsg Gabrr2 Gaba_1
[-]
3797 SCsg Gabrr2 Gaba_1
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0872 SCsg Gabrr2 Gaba_1
[-]
3798 SCsg Gabrr2 Gaba_1
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0872 SCsg Gabrr2 Gaba_1
[-]
3799 SCsg Gabrr2 Gaba_1
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0872 SCsg Gabrr2 Gaba_1
[-]
3800 SCsg Gabrr2 Gaba_1
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0872 SCsg Gabrr2 Gaba_1
[-]
3801 SCsg Gabrr2 Gaba_1
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0872 SCsg Gabrr2 Gaba_1
[-]
3802 SCsg Gabrr2 Gaba_1
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0872 SCsg Gabrr2 Gaba_1
[-]
3803 SCsg Gabrr2 Gaba_1
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0872 SCsg Gabrr2 Gaba_1
[-]
3804 SCsg Gabrr2 Gaba_1
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0872 SCsg Gabrr2 Gaba_1
[-]
3805 SCsg Gabrr2 Gaba_1
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0872 SCsg Gabrr2 Gaba_1
[-]
3806 SCsg Gabrr2 Gaba_1
Glut-GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0872 SCsg Gabrr2 Gaba_1
[-]
3807 SCsg Gabrr2 Gaba_1
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0873 SCsg Gabrr2 Gaba_2
[-]
3808 SCsg Gabrr2 Gaba_2
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0873 SCsg Gabrr2 Gaba_2
[-]
3809 SCsg Gabrr2 Gaba_2
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0873 SCsg Gabrr2 Gaba_2
[-]
3810 SCsg Gabrr2 Gaba_2
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0873 SCsg Gabrr2 Gaba_2
[-]
3811 SCsg Gabrr2 Gaba_2
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0873 SCsg Gabrr2 Gaba_2
[-]
3812 SCsg Gabrr2 Gaba_2
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0873 SCsg Gabrr2 Gaba_2
[-]
3813 SCsg Gabrr2 Gaba_2
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0873 SCsg Gabrr2 Gaba_2
[-]
3814 SCsg Gabrr2 Gaba_2
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0874 SCsg Gabrr2 Gaba_3
[-]
3815 SCsg Gabrr2 Gaba_3
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0874 SCsg Gabrr2 Gaba_3
[-]
3816 SCsg Gabrr2 Gaba_3
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0874 SCsg Gabrr2 Gaba_3
[-]
3817 SCsg Gabrr2 Gaba_3
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0874 SCsg Gabrr2 Gaba_3
[-]
3818 SCsg Gabrr2 Gaba_3
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0874 SCsg Gabrr2 Gaba_3
[-]
3819 SCsg Gabrr2 Gaba_3
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0874 SCsg Gabrr2 Gaba_3
[-]
3820 SCsg Gabrr2 Gaba_3
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0875 SCsg Gabrr2 Gaba_4
[-]
3821 SCsg Gabrr2 Gaba_4
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0875 SCsg Gabrr2 Gaba_4
[-]
3822 SCsg Gabrr2 Gaba_4
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0875 SCsg Gabrr2 Gaba_4
[-]
3823 SCsg Gabrr2 Gaba_4
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0875 SCsg Gabrr2 Gaba_4
[-]
3824 SCsg Gabrr2 Gaba_4
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0875 SCsg Gabrr2 Gaba_4
[-]
3825 SCsg Gabrr2 Gaba_4
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0876 SCsg Gabrr2 Gaba_5
[-]
3826 SCsg Gabrr2 Gaba_5
GABA
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0876 SCsg Gabrr2 Gaba_5
[-]
3827 SCsg Gabrr2 Gaba_5
GABA
20 MB GABA
[-]
214 IPN Otp Crisp1 Gaba
[-]
0877 IPN Otp Crisp1 Gaba_1
[-]
3828 IPN Otp Crisp1 Gaba_1
Glut-GABA
20 MB GABA
[-]
214 IPN Otp Crisp1 Gaba
[-]
0877 IPN Otp Crisp1 Gaba_1
[-]
3829 IPN Otp Crisp1 Gaba_1
GABA
20 MB GABA
[-]
214 IPN Otp Crisp1 Gaba
[-]
0877 IPN Otp Crisp1 Gaba_1
[-]
3830 IPN Otp Crisp1 Gaba_1
GABA
20 MB GABA
[-]
214 IPN Otp Crisp1 Gaba
[-]
0878 IPN Otp Crisp1 Gaba_2
[-]
3831 IPN Otp Crisp1 Gaba_2
GABA
20 MB GABA
[-]
214 IPN Otp Crisp1 Gaba
[-]
0878 IPN Otp Crisp1 Gaba_2
[-]
3832 IPN Otp Crisp1 Gaba_2
GABA
20 MB GABA
[-]
214 IPN Otp Crisp1 Gaba
[-]
0878 IPN Otp Crisp1 Gaba_2
[-]
3833 IPN Otp Crisp1 Gaba_2
GABA
20 MB GABA
[-]
214 IPN Otp Crisp1 Gaba
[-]
0878 IPN Otp Crisp1 Gaba_2
[-]
3834 IPN Otp Crisp1 Gaba_2
GABA
20 MB GABA
[-]
214 IPN Otp Crisp1 Gaba
[-]
0878 IPN Otp Crisp1 Gaba_2
[-]
3835 IPN Otp Crisp1 Gaba_2
GABA
20 MB GABA
[-]
214 IPN Otp Crisp1 Gaba
[-]
0879 IPN Otp Crisp1 Gaba_3
[-]
3836 IPN Otp Crisp1 Gaba_3
GABA
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0880 SNc-VTA-RAmb Foxa1 Dopa_1
[-]
3837 SNc-VTA-RAmb Foxa1 Dopa_1
Glut-GABA
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0880 SNc-VTA-RAmb Foxa1 Dopa_1
[-]
3838 SNc-VTA-RAmb Foxa1 Dopa_1
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0880 SNc-VTA-RAmb Foxa1 Dopa_1
[-]
3839 SNc-VTA-RAmb Foxa1 Dopa_1
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0880 SNc-VTA-RAmb Foxa1 Dopa_1
[-]
3840 SNc-VTA-RAmb Foxa1 Dopa_1
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0880 SNc-VTA-RAmb Foxa1 Dopa_1
[-]
3841 SNc-VTA-RAmb Foxa1 Dopa_1
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0880 SNc-VTA-RAmb Foxa1 Dopa_1
[-]
3842 SNc-VTA-RAmb Foxa1 Dopa_1
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0880 SNc-VTA-RAmb Foxa1 Dopa_1
[-]
3843 SNc-VTA-RAmb Foxa1 Dopa_1
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0880 SNc-VTA-RAmb Foxa1 Dopa_1
[-]
3844 SNc-VTA-RAmb Foxa1 Dopa_1
Glut-GABA
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0881 SNc-VTA-RAmb Foxa1 Dopa_2
[-]
3845 SNc-VTA-RAmb Foxa1 Dopa_2
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0881 SNc-VTA-RAmb Foxa1 Dopa_2
[-]
3846 SNc-VTA-RAmb Foxa1 Dopa_2
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0881 SNc-VTA-RAmb Foxa1 Dopa_2
[-]
3847 SNc-VTA-RAmb Foxa1 Dopa_2
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0881 SNc-VTA-RAmb Foxa1 Dopa_2
[-]
3848 SNc-VTA-RAmb Foxa1 Dopa_2
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0881 SNc-VTA-RAmb Foxa1 Dopa_2
[-]
3849 SNc-VTA-RAmb Foxa1 Dopa_2
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0881 SNc-VTA-RAmb Foxa1 Dopa_2
[-]
3850 SNc-VTA-RAmb Foxa1 Dopa_2
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0881 SNc-VTA-RAmb Foxa1 Dopa_2
[-]
3851 SNc-VTA-RAmb Foxa1 Dopa_2
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0881 SNc-VTA-RAmb Foxa1 Dopa_2
[-]
3852 SNc-VTA-RAmb Foxa1 Dopa_2
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0882 SNc-VTA-RAmb Foxa1 Dopa_3
[-]
3853 SNc-VTA-RAmb Foxa1 Dopa_3
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0882 SNc-VTA-RAmb Foxa1 Dopa_3
[-]
3854 SNc-VTA-RAmb Foxa1 Dopa_3
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0882 SNc-VTA-RAmb Foxa1 Dopa_3
[-]
3855 SNc-VTA-RAmb Foxa1 Dopa_3
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0882 SNc-VTA-RAmb Foxa1 Dopa_3
[-]
3856 SNc-VTA-RAmb Foxa1 Dopa_3
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0882 SNc-VTA-RAmb Foxa1 Dopa_3
[-]
3857 SNc-VTA-RAmb Foxa1 Dopa_3
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0882 SNc-VTA-RAmb Foxa1 Dopa_3
[-]
3858 SNc-VTA-RAmb Foxa1 Dopa_3
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0882 SNc-VTA-RAmb Foxa1 Dopa_3
[-]
3859 SNc-VTA-RAmb Foxa1 Dopa_3
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0883 SNc-VTA-RAmb Foxa1 Dopa_4
[-]
3860 SNc-VTA-RAmb Foxa1 Dopa_4
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0883 SNc-VTA-RAmb Foxa1 Dopa_4
[-]
3861 SNc-VTA-RAmb Foxa1 Dopa_4
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0883 SNc-VTA-RAmb Foxa1 Dopa_4
[-]
3862 SNc-VTA-RAmb Foxa1 Dopa_4
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0883 SNc-VTA-RAmb Foxa1 Dopa_4
[-]
3863 SNc-VTA-RAmb Foxa1 Dopa_4
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0883 SNc-VTA-RAmb Foxa1 Dopa_4
[-]
3864 SNc-VTA-RAmb Foxa1 Dopa_4
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0883 SNc-VTA-RAmb Foxa1 Dopa_4
[-]
3865 SNc-VTA-RAmb Foxa1 Dopa_4
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0883 SNc-VTA-RAmb Foxa1 Dopa_4
[-]
3866 SNc-VTA-RAmb Foxa1 Dopa_4
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0884 SNc-VTA-RAmb Foxa1 Dopa_5
[-]
3867 SNc-VTA-RAmb Foxa1 Dopa_5
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0884 SNc-VTA-RAmb Foxa1 Dopa_5
[-]
3868 SNc-VTA-RAmb Foxa1 Dopa_5
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0884 SNc-VTA-RAmb Foxa1 Dopa_5
[-]
3869 SNc-VTA-RAmb Foxa1 Dopa_5
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0884 SNc-VTA-RAmb Foxa1 Dopa_5
[-]
3870 SNc-VTA-RAmb Foxa1 Dopa_5
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0885 SNc-VTA-RAmb Foxa1 Dopa_6
[-]
3871 SNc-VTA-RAmb Foxa1 Dopa_6
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0885 SNc-VTA-RAmb Foxa1 Dopa_6
[-]
3872 SNc-VTA-RAmb Foxa1 Dopa_6
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0885 SNc-VTA-RAmb Foxa1 Dopa_6
[-]
3873 SNc-VTA-RAmb Foxa1 Dopa_6
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0885 SNc-VTA-RAmb Foxa1 Dopa_6
[-]
3874 SNc-VTA-RAmb Foxa1 Dopa_6
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0886 SNc-VTA-RAmb Foxa1 Dopa_7
[-]
3875 SNc-VTA-RAmb Foxa1 Dopa_7
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0886 SNc-VTA-RAmb Foxa1 Dopa_7
[-]
3876 SNc-VTA-RAmb Foxa1 Dopa_7
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0887 SNc-VTA-RAmb Foxa1 Dopa_8
[-]
3877 SNc-VTA-RAmb Foxa1 Dopa_8
Glut-GABA
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0887 SNc-VTA-RAmb Foxa1 Dopa_8
[-]
3878 SNc-VTA-RAmb Foxa1 Dopa_8
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0887 SNc-VTA-RAmb Foxa1 Dopa_8
[-]
3879 SNc-VTA-RAmb Foxa1 Dopa_8
Glut-GABA
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0888 MB-MY Tph2 Glut-Sero_1
[-]
3880 MB-MY Tph2 Glut-Sero_1
Sero
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0888 MB-MY Tph2 Glut-Sero_1
[-]
3881 MB-MY Tph2 Glut-Sero_1
Sero
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0888 MB-MY Tph2 Glut-Sero_1
[-]
3882 MB-MY Tph2 Glut-Sero_1
Sero
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0888 MB-MY Tph2 Glut-Sero_1
[-]
3883 MB-MY Tph2 Glut-Sero_1
Sero
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0888 MB-MY Tph2 Glut-Sero_1
[-]
3884 MB-MY Tph2 Glut-Sero_1
Sero
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0888 MB-MY Tph2 Glut-Sero_1
[-]
3885 MB-MY Tph2 Glut-Sero_1
Sero
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0888 MB-MY Tph2 Glut-Sero_1
[-]
3886 MB-MY Tph2 Glut-Sero_1
Sero
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0888 MB-MY Tph2 Glut-Sero_1
[-]
3887 MB-MY Tph2 Glut-Sero_1
Sero
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0889 MB-MY Tph2 Glut-Sero_2
[-]
3888 MB-MY Tph2 Glut-Sero_2
Sero
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0889 MB-MY Tph2 Glut-Sero_2
[-]
3889 MB-MY Tph2 Glut-Sero_2
Sero
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0889 MB-MY Tph2 Glut-Sero_2
[-]
3890 MB-MY Tph2 Glut-Sero_2
Glut
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0889 MB-MY Tph2 Glut-Sero_2
[-]
3891 MB-MY Tph2 Glut-Sero_2
Glut
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0889 MB-MY Tph2 Glut-Sero_2
[-]
3892 MB-MY Tph2 Glut-Sero_2
Glut
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0889 MB-MY Tph2 Glut-Sero_2
[-]
3893 MB-MY Tph2 Glut-Sero_2
Glut
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0889 MB-MY Tph2 Glut-Sero_2
[-]
3894 MB-MY Tph2 Glut-Sero_2
Glut
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0889 MB-MY Tph2 Glut-Sero_2
[-]
3895 MB-MY Tph2 Glut-Sero_2
Glut
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0890 MB-MY Tph2 Glut-Sero_3
[-]
3896 MB-MY Tph2 Glut-Sero_3
Sero
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0890 MB-MY Tph2 Glut-Sero_3
[-]
3897 MB-MY Tph2 Glut-Sero_3
Glut
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0890 MB-MY Tph2 Glut-Sero_3
[-]
3898 MB-MY Tph2 Glut-Sero_3
Glut
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0890 MB-MY Tph2 Glut-Sero_3
[-]
3899 MB-MY Tph2 Glut-Sero_3
Glut
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0890 MB-MY Tph2 Glut-Sero_3
[-]
3900 MB-MY Tph2 Glut-Sero_3
Glut
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0890 MB-MY Tph2 Glut-Sero_3
[-]
3901 MB-MY Tph2 Glut-Sero_3
Glut
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0891 MB-MY Tph2 Glut-Sero_4
[-]
3902 MB-MY Tph2 Glut-Sero_4
Sero
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0891 MB-MY Tph2 Glut-Sero_4
[-]
3903 MB-MY Tph2 Glut-Sero_4
Sero
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0891 MB-MY Tph2 Glut-Sero_4
[-]
3904 MB-MY Tph2 Glut-Sero_4
Sero
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0891 MB-MY Tph2 Glut-Sero_4
[-]
3905 MB-MY Tph2 Glut-Sero_4
Sero
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0891 MB-MY Tph2 Glut-Sero_4
[-]
3906 MB-MY Tph2 Glut-Sero_4
Sero
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0892 MB-MY Tph2 Glut-Sero_5
[-]
3907 MB-MY Tph2 Glut-Sero_5
Sero
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0892 MB-MY Tph2 Glut-Sero_5
[-]
3908 MB-MY Tph2 Glut-Sero_5
Glut
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0892 MB-MY Tph2 Glut-Sero_5
[-]
3909 MB-MY Tph2 Glut-Sero_5
Sero
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0893 MB-MY Tph2 Glut-Sero_6
[-]
3910 MB-MY Tph2 Glut-Sero_6
Sero
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0894 MB-MY Tph2 Glut-Sero_7
[-]
3911 MB-MY Tph2 Glut-Sero_7
Sero
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0895 PB Lmx1a Glut_1
[-]
3912 PB Lmx1a Glut_1
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0895 PB Lmx1a Glut_1
[-]
3913 PB Lmx1a Glut_1
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0895 PB Lmx1a Glut_1
[-]
3914 PB Lmx1a Glut_1
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0895 PB Lmx1a Glut_1
[-]
3915 PB Lmx1a Glut_1
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0895 PB Lmx1a Glut_1
[-]
3916 PB Lmx1a Glut_1
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0895 PB Lmx1a Glut_1
[-]
3917 PB Lmx1a Glut_1
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0895 PB Lmx1a Glut_1
[-]
3918 PB Lmx1a Glut_1
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0895 PB Lmx1a Glut_1
[-]
3919 PB Lmx1a Glut_1
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0895 PB Lmx1a Glut_1
[-]
3920 PB Lmx1a Glut_1
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0895 PB Lmx1a Glut_1
[-]
3921 PB Lmx1a Glut_1
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0895 PB Lmx1a Glut_1
[-]
3922 PB Lmx1a Glut_1
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0895 PB Lmx1a Glut_1
[-]
3923 PB Lmx1a Glut_1
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0895 PB Lmx1a Glut_1
[-]
3924 PB Lmx1a Glut_1
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0895 PB Lmx1a Glut_1
[-]
3925 PB Lmx1a Glut_1
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0896 PB Lmx1a Glut_2
[-]
3926 PB Lmx1a Glut_2
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0897 PB Lmx1a Glut_3
[-]
3927 PB Lmx1a Glut_3
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0897 PB Lmx1a Glut_3
[-]
3928 PB Lmx1a Glut_3
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0897 PB Lmx1a Glut_3
[-]
3929 PB Lmx1a Glut_3
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0897 PB Lmx1a Glut_3
[-]
3930 PB Lmx1a Glut_3
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0897 PB Lmx1a Glut_3
[-]
3931 PB Lmx1a Glut_3
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0897 PB Lmx1a Glut_3
[-]
3932 PB Lmx1a Glut_3
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0897 PB Lmx1a Glut_3
[-]
3933 PB Lmx1a Glut_3
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0897 PB Lmx1a Glut_3
[-]
3934 PB Lmx1a Glut_3
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0897 PB Lmx1a Glut_3
[-]
3935 PB Lmx1a Glut_3
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0898 PB Lmx1a Glut_4
[-]
3936 PB Lmx1a Glut_4
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0898 PB Lmx1a Glut_4
[-]
3937 PB Lmx1a Glut_4
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0898 PB Lmx1a Glut_4
[-]
3938 PB Lmx1a Glut_4
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0898 PB Lmx1a Glut_4
[-]
3939 PB Lmx1a Glut_4
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0898 PB Lmx1a Glut_4
[-]
3940 PB Lmx1a Glut_4
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0898 PB Lmx1a Glut_4
[-]
3941 PB Lmx1a Glut_4
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0898 PB Lmx1a Glut_4
[-]
3942 PB Lmx1a Glut_4
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0898 PB Lmx1a Glut_4
[-]
3943 PB Lmx1a Glut_4
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0899 PB Lmx1a Glut_5
[-]
3944 PB Lmx1a Glut_5
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0899 PB Lmx1a Glut_5
[-]
3945 PB Lmx1a Glut_5
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0899 PB Lmx1a Glut_5
[-]
3946 PB Lmx1a Glut_5
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0899 PB Lmx1a Glut_5
[-]
3947 PB Lmx1a Glut_5
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0899 PB Lmx1a Glut_5
[-]
3948 PB Lmx1a Glut_5
Chol
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0899 PB Lmx1a Glut_5
[-]
3949 PB Lmx1a Glut_5
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0899 PB Lmx1a Glut_5
[-]
3950 PB Lmx1a Glut_5
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0900 PB Lmx1a Glut_6
[-]
3951 PB Lmx1a Glut_6
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0900 PB Lmx1a Glut_6
[-]
3952 PB Lmx1a Glut_6
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0900 PB Lmx1a Glut_6
[-]
3953 PB Lmx1a Glut_6
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0900 PB Lmx1a Glut_6
[-]
3954 PB Lmx1a Glut_6
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0900 PB Lmx1a Glut_6
[-]
3955 PB Lmx1a Glut_6
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0901 PB Lmx1a Glut_7
[-]
3956 PB Lmx1a Glut_7
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0901 PB Lmx1a Glut_7
[-]
3957 PB Lmx1a Glut_7
Glut
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0901 PB Lmx1a Glut_7
[-]
3958 PB Lmx1a Glut_7
Glut
23 P Glut
[-]
218 PSV Lmx1a Trpv6 Glut
[-]
0902 PSV Lmx1a Trpv6 Glut_1
[-]
3959 PSV Lmx1a Trpv6 Glut_1
Glut
23 P Glut
[-]
218 PSV Lmx1a Trpv6 Glut
[-]
0902 PSV Lmx1a Trpv6 Glut_1
[-]
3960 PSV Lmx1a Trpv6 Glut_1
Glut
23 P Glut
[-]
218 PSV Lmx1a Trpv6 Glut
[-]
0902 PSV Lmx1a Trpv6 Glut_1
[-]
3961 PSV Lmx1a Trpv6 Glut_1
Glut
23 P Glut
[-]
218 PSV Lmx1a Trpv6 Glut
[-]
0902 PSV Lmx1a Trpv6 Glut_1
[-]
3962 PSV Lmx1a Trpv6 Glut_1
Glut
23 P Glut
[-]
219 PB-SUT Tlx3 Lhx2 Glut
[-]
0903 PB-SUT Tlx3 Lhx2 Glut_1
[-]
3963 PB-SUT Tlx3 Lhx2 Glut_1
Glut
23 P Glut
[-]
219 PB-SUT Tlx3 Lhx2 Glut
[-]
0903 PB-SUT Tlx3 Lhx2 Glut_1
[-]
3964 PB-SUT Tlx3 Lhx2 Glut_1
Glut
23 P Glut
[-]
220 PB Pax5 Glut
[-]
0904 PB Pax5 Glut_1
[-]
3965 PB Pax5 Glut_1
Glut
23 P Glut
[-]
220 PB Pax5 Glut
[-]
0904 PB Pax5 Glut_1
[-]
3966 PB Pax5 Glut_1
Glut
23 P Glut
[-]
220 PB Pax5 Glut
[-]
0904 PB Pax5 Glut_1
[-]
3967 PB Pax5 Glut_1
Glut
23 P Glut
[-]
220 PB Pax5 Glut
[-]
0904 PB Pax5 Glut_1
[-]
3968 PB Pax5 Glut_1
Glut
23 P Glut
[-]
220 PB Pax5 Glut
[-]
0904 PB Pax5 Glut_1
[-]
3969 PB Pax5 Glut_1
Glut
23 P Glut
[-]
220 PB Pax5 Glut
[-]
0904 PB Pax5 Glut_1
[-]
3970 PB Pax5 Glut_1
Glut
23 P Glut
[-]
220 PB Pax5 Glut
[-]
0904 PB Pax5 Glut_1
[-]
3971 PB Pax5 Glut_1
Glut
23 P Glut
[-]
220 PB Pax5 Glut
[-]
0905 PB Pax5 Glut_2
[-]
3972 PB Pax5 Glut_2
Glut
23 P Glut
[-]
220 PB Pax5 Glut
[-]
0905 PB Pax5 Glut_2
[-]
3973 PB Pax5 Glut_2
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0906 LDT-PCG Vsx2 Lhx4 Glut_1
[-]
3974 LDT-PCG Vsx2 Lhx4 Glut_1
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0906 LDT-PCG Vsx2 Lhx4 Glut_1
[-]
3975 LDT-PCG Vsx2 Lhx4 Glut_1
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0906 LDT-PCG Vsx2 Lhx4 Glut_1
[-]
3976 LDT-PCG Vsx2 Lhx4 Glut_1
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0906 LDT-PCG Vsx2 Lhx4 Glut_1
[-]
3977 LDT-PCG Vsx2 Lhx4 Glut_1
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0906 LDT-PCG Vsx2 Lhx4 Glut_1
[-]
3978 LDT-PCG Vsx2 Lhx4 Glut_1
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0906 LDT-PCG Vsx2 Lhx4 Glut_1
[-]
3979 LDT-PCG Vsx2 Lhx4 Glut_1
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0907 LDT-PCG Vsx2 Lhx4 Glut_2
[-]
3980 LDT-PCG Vsx2 Lhx4 Glut_2
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0907 LDT-PCG Vsx2 Lhx4 Glut_2
[-]
3981 LDT-PCG Vsx2 Lhx4 Glut_2
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0907 LDT-PCG Vsx2 Lhx4 Glut_2
[-]
3982 LDT-PCG Vsx2 Lhx4 Glut_2
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0907 LDT-PCG Vsx2 Lhx4 Glut_2
[-]
3983 LDT-PCG Vsx2 Lhx4 Glut_2
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0907 LDT-PCG Vsx2 Lhx4 Glut_2
[-]
3984 LDT-PCG Vsx2 Lhx4 Glut_2
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0907 LDT-PCG Vsx2 Lhx4 Glut_2
[-]
3985 LDT-PCG Vsx2 Lhx4 Glut_2
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0907 LDT-PCG Vsx2 Lhx4 Glut_2
[-]
3986 LDT-PCG Vsx2 Lhx4 Glut_2
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0908 LDT-PCG Vsx2 Lhx4 Glut_3
[-]
3987 LDT-PCG Vsx2 Lhx4 Glut_3
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0908 LDT-PCG Vsx2 Lhx4 Glut_3
[-]
3988 LDT-PCG Vsx2 Lhx4 Glut_3
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0908 LDT-PCG Vsx2 Lhx4 Glut_3
[-]
3989 LDT-PCG Vsx2 Lhx4 Glut_3
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0908 LDT-PCG Vsx2 Lhx4 Glut_3
[-]
3990 LDT-PCG Vsx2 Lhx4 Glut_3
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0908 LDT-PCG Vsx2 Lhx4 Glut_3
[-]
3991 LDT-PCG Vsx2 Lhx4 Glut_3
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0909 LDT-PCG Vsx2 Lhx4 Glut_4
[-]
3992 LDT-PCG Vsx2 Lhx4 Glut_4
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0909 LDT-PCG Vsx2 Lhx4 Glut_4
[-]
3993 LDT-PCG Vsx2 Lhx4 Glut_4
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0909 LDT-PCG Vsx2 Lhx4 Glut_4
[-]
3994 LDT-PCG Vsx2 Lhx4 Glut_4
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0909 LDT-PCG Vsx2 Lhx4 Glut_4
[-]
3995 LDT-PCG Vsx2 Lhx4 Glut_4
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0909 LDT-PCG Vsx2 Lhx4 Glut_4
[-]
3996 LDT-PCG Vsx2 Lhx4 Glut_4
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0909 LDT-PCG Vsx2 Lhx4 Glut_4
[-]
3997 LDT-PCG Vsx2 Lhx4 Glut_4
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0909 LDT-PCG Vsx2 Lhx4 Glut_4
[-]
3998 LDT-PCG Vsx2 Lhx4 Glut_4
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0910 LDT-PCG Vsx2 Lhx4 Glut_5
[-]
3999 LDT-PCG Vsx2 Lhx4 Glut_5
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0910 LDT-PCG Vsx2 Lhx4 Glut_5
[-]
4000 LDT-PCG Vsx2 Lhx4 Glut_5
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0910 LDT-PCG Vsx2 Lhx4 Glut_5
[-]
4001 LDT-PCG Vsx2 Lhx4 Glut_5
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0910 LDT-PCG Vsx2 Lhx4 Glut_5
[-]
4002 LDT-PCG Vsx2 Lhx4 Glut_5
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0910 LDT-PCG Vsx2 Lhx4 Glut_5
[-]
4003 LDT-PCG Vsx2 Lhx4 Glut_5
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0910 LDT-PCG Vsx2 Lhx4 Glut_5
[-]
4004 LDT-PCG Vsx2 Lhx4 Glut_5
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0911 LDT-PCG Vsx2 Lhx4 Glut_6
[-]
4005 LDT-PCG Vsx2 Lhx4 Glut_6
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0911 LDT-PCG Vsx2 Lhx4 Glut_6
[-]
4006 LDT-PCG Vsx2 Lhx4 Glut_6
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0911 LDT-PCG Vsx2 Lhx4 Glut_6
[-]
4007 LDT-PCG Vsx2 Lhx4 Glut_6
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0911 LDT-PCG Vsx2 Lhx4 Glut_6
[-]
4008 LDT-PCG Vsx2 Lhx4 Glut_6
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0912 LDT-PCG Vsx2 Lhx4 Glut_7
[-]
4009 LDT-PCG Vsx2 Lhx4 Glut_7
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0912 LDT-PCG Vsx2 Lhx4 Glut_7
[-]
4010 LDT-PCG Vsx2 Lhx4 Glut_7
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0912 LDT-PCG Vsx2 Lhx4 Glut_7
[-]
4011 LDT-PCG Vsx2 Lhx4 Glut_7
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0912 LDT-PCG Vsx2 Lhx4 Glut_7
[-]
4012 LDT-PCG Vsx2 Lhx4 Glut_7
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0912 LDT-PCG Vsx2 Lhx4 Glut_7
[-]
4013 LDT-PCG Vsx2 Lhx4 Glut_7
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0912 LDT-PCG Vsx2 Lhx4 Glut_7
[-]
4014 LDT-PCG Vsx2 Lhx4 Glut_7
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0913 LDT-PCG Vsx2 Lhx4 Glut_8
[-]
4015 LDT-PCG Vsx2 Lhx4 Glut_8
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0913 LDT-PCG Vsx2 Lhx4 Glut_8
[-]
4016 LDT-PCG Vsx2 Lhx4 Glut_8
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0913 LDT-PCG Vsx2 Lhx4 Glut_8
[-]
4017 LDT-PCG Vsx2 Lhx4 Glut_8
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0914 PB Evx2 Glut_1
[-]
4018 PB Evx2 Glut_1
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0914 PB Evx2 Glut_1
[-]
4019 PB Evx2 Glut_1
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0914 PB Evx2 Glut_1
[-]
4020 PB Evx2 Glut_1
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0914 PB Evx2 Glut_1
[-]
4021 PB Evx2 Glut_1
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0914 PB Evx2 Glut_1
[-]
4022 PB Evx2 Glut_1
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0914 PB Evx2 Glut_1
[-]
4023 PB Evx2 Glut_1
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0915 PB Evx2 Glut_2
[-]
4024 PB Evx2 Glut_2
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0915 PB Evx2 Glut_2
[-]
4025 PB Evx2 Glut_2
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0915 PB Evx2 Glut_2
[-]
4026 PB Evx2 Glut_2
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0915 PB Evx2 Glut_2
[-]
4027 PB Evx2 Glut_2
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0915 PB Evx2 Glut_2
[-]
4028 PB Evx2 Glut_2
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0915 PB Evx2 Glut_2
[-]
4029 PB Evx2 Glut_2
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0915 PB Evx2 Glut_2
[-]
4030 PB Evx2 Glut_2
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0915 PB Evx2 Glut_2
[-]
4031 PB Evx2 Glut_2
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0915 PB Evx2 Glut_2
[-]
4032 PB Evx2 Glut_2
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0916 PB Evx2 Glut_3
[-]
4033 PB Evx2 Glut_3
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0916 PB Evx2 Glut_3
[-]
4034 PB Evx2 Glut_3
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0916 PB Evx2 Glut_3
[-]
4035 PB Evx2 Glut_3
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0916 PB Evx2 Glut_3
[-]
4036 PB Evx2 Glut_3
Glut-GABA
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0916 PB Evx2 Glut_3
[-]
4037 PB Evx2 Glut_3
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0916 PB Evx2 Glut_3
[-]
4038 PB Evx2 Glut_3
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0916 PB Evx2 Glut_3
[-]
4039 PB Evx2 Glut_3
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0916 PB Evx2 Glut_3
[-]
4040 PB Evx2 Glut_3
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0916 PB Evx2 Glut_3
[-]
4041 PB Evx2 Glut_3
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0916 PB Evx2 Glut_3
[-]
4042 PB Evx2 Glut_3
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0916 PB Evx2 Glut_3
[-]
4043 PB Evx2 Glut_3
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0916 PB Evx2 Glut_3
[-]
4044 PB Evx2 Glut_3
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0916 PB Evx2 Glut_3
[-]
4045 PB Evx2 Glut_3
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0916 PB Evx2 Glut_3
[-]
4046 PB Evx2 Glut_3
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0916 PB Evx2 Glut_3
[-]
4047 PB Evx2 Glut_3
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0916 PB Evx2 Glut_3
[-]
4048 PB Evx2 Glut_3
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0917 PB Evx2 Glut_4
[-]
4049 PB Evx2 Glut_4
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0917 PB Evx2 Glut_4
[-]
4050 PB Evx2 Glut_4
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0917 PB Evx2 Glut_4
[-]
4051 PB Evx2 Glut_4
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0917 PB Evx2 Glut_4
[-]
4052 PB Evx2 Glut_4
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0917 PB Evx2 Glut_4
[-]
4053 PB Evx2 Glut_4
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0917 PB Evx2 Glut_4
[-]
4054 PB Evx2 Glut_4
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0918 PB Evx2 Glut_5
[-]
4055 PB Evx2 Glut_5
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0918 PB Evx2 Glut_5
[-]
4056 PB Evx2 Glut_5
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0918 PB Evx2 Glut_5
[-]
4057 PB Evx2 Glut_5
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0918 PB Evx2 Glut_5
[-]
4058 PB Evx2 Glut_5
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0918 PB Evx2 Glut_5
[-]
4059 PB Evx2 Glut_5
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0918 PB Evx2 Glut_5
[-]
4060 PB Evx2 Glut_5
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0918 PB Evx2 Glut_5
[-]
4061 PB Evx2 Glut_5
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0918 PB Evx2 Glut_5
[-]
4062 PB Evx2 Glut_5
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0919 PB Evx2 Glut_6
[-]
4063 PB Evx2 Glut_6
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0919 PB Evx2 Glut_6
[-]
4064 PB Evx2 Glut_6
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0919 PB Evx2 Glut_6
[-]
4065 PB Evx2 Glut_6
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0919 PB Evx2 Glut_6
[-]
4066 PB Evx2 Glut_6
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0919 PB Evx2 Glut_6
[-]
4067 PB Evx2 Glut_6
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0919 PB Evx2 Glut_6
[-]
4068 PB Evx2 Glut_6
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0919 PB Evx2 Glut_6
[-]
4069 PB Evx2 Glut_6
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0919 PB Evx2 Glut_6
[-]
4070 PB Evx2 Glut_6
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0919 PB Evx2 Glut_6
[-]
4071 PB Evx2 Glut_6
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0920 PB Evx2 Glut_7
[-]
4072 PB Evx2 Glut_7
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0920 PB Evx2 Glut_7
[-]
4073 PB Evx2 Glut_7
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0920 PB Evx2 Glut_7
[-]
4074 PB Evx2 Glut_7
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0920 PB Evx2 Glut_7
[-]
4075 PB Evx2 Glut_7
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0921 PB Evx2 Glut_8
[-]
4076 PB Evx2 Glut_8
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0921 PB Evx2 Glut_8
[-]
4077 PB Evx2 Glut_8
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0921 PB Evx2 Glut_8
[-]
4078 PB Evx2 Glut_8
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0921 PB Evx2 Glut_8
[-]
4079 PB Evx2 Glut_8
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0921 PB Evx2 Glut_8
[-]
4080 PB Evx2 Glut_8
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0921 PB Evx2 Glut_8
[-]
4081 PB Evx2 Glut_8
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0921 PB Evx2 Glut_8
[-]
4082 PB Evx2 Glut_8
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0922 PB Evx2 Glut_9
[-]
4083 PB Evx2 Glut_9
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0922 PB Evx2 Glut_9
[-]
4084 PB Evx2 Glut_9
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0922 PB Evx2 Glut_9
[-]
4085 PB Evx2 Glut_9
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0922 PB Evx2 Glut_9
[-]
4086 PB Evx2 Glut_9
Chol
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0922 PB Evx2 Glut_9
[-]
4087 PB Evx2 Glut_9
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0922 PB Evx2 Glut_9
[-]
4088 PB Evx2 Glut_9
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0922 PB Evx2 Glut_9
[-]
4089 PB Evx2 Glut_9
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0922 PB Evx2 Glut_9
[-]
4090 PB Evx2 Glut_9
Glut
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0922 PB Evx2 Glut_9
[-]
4091 PB Evx2 Glut_9
Glut
23 P Glut
[-]
223 B-PB Nr4a2 Glut
[-]
0923 B-PB Nr4a2 Glut_1
[-]
4092 B-PB Nr4a2 Glut_1
Glut
23 P Glut
[-]
223 B-PB Nr4a2 Glut
[-]
0923 B-PB Nr4a2 Glut_1
[-]
4093 B-PB Nr4a2 Glut_1
Glut
23 P Glut
[-]
223 B-PB Nr4a2 Glut
[-]
0923 B-PB Nr4a2 Glut_1
[-]
4094 B-PB Nr4a2 Glut_1
Glut
23 P Glut
[-]
223 B-PB Nr4a2 Glut
[-]
0923 B-PB Nr4a2 Glut_1
[-]
4095 B-PB Nr4a2 Glut_1
Glut
23 P Glut
[-]
223 B-PB Nr4a2 Glut
[-]
0923 B-PB Nr4a2 Glut_1
[-]
4096 B-PB Nr4a2 Glut_1
Glut
23 P Glut
[-]
223 B-PB Nr4a2 Glut
[-]
0923 B-PB Nr4a2 Glut_1
[-]
4097 B-PB Nr4a2 Glut_1
Glut
23 P Glut
[-]
223 B-PB Nr4a2 Glut
[-]
0923 B-PB Nr4a2 Glut_1
[-]
4098 B-PB Nr4a2 Glut_1
Glut
23 P Glut
[-]
223 B-PB Nr4a2 Glut
[-]
0924 B-PB Nr4a2 Glut_2
[-]
4099 B-PB Nr4a2 Glut_2
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0925 PCG-PRNr Vsx2 Nkx6-1 Glut_1
[-]
4100 PCG-PRNr Vsx2 Nkx6-1 Glut_1
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0925 PCG-PRNr Vsx2 Nkx6-1 Glut_1
[-]
4101 PCG-PRNr Vsx2 Nkx6-1 Glut_1
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0926 PCG-PRNr Vsx2 Nkx6-1 Glut_2
[-]
4102 PCG-PRNr Vsx2 Nkx6-1 Glut_2
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0926 PCG-PRNr Vsx2 Nkx6-1 Glut_2
[-]
4103 PCG-PRNr Vsx2 Nkx6-1 Glut_2
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0926 PCG-PRNr Vsx2 Nkx6-1 Glut_2
[-]
4104 PCG-PRNr Vsx2 Nkx6-1 Glut_2
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0926 PCG-PRNr Vsx2 Nkx6-1 Glut_2
[-]
4105 PCG-PRNr Vsx2 Nkx6-1 Glut_2
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0926 PCG-PRNr Vsx2 Nkx6-1 Glut_2
[-]
4106 PCG-PRNr Vsx2 Nkx6-1 Glut_2
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0926 PCG-PRNr Vsx2 Nkx6-1 Glut_2
[-]
4107 PCG-PRNr Vsx2 Nkx6-1 Glut_2
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0926 PCG-PRNr Vsx2 Nkx6-1 Glut_2
[-]
4108 PCG-PRNr Vsx2 Nkx6-1 Glut_2
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0926 PCG-PRNr Vsx2 Nkx6-1 Glut_2
[-]
4109 PCG-PRNr Vsx2 Nkx6-1 Glut_2
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0927 PCG-PRNr Vsx2 Nkx6-1 Glut_3
[-]
4110 PCG-PRNr Vsx2 Nkx6-1 Glut_3
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0927 PCG-PRNr Vsx2 Nkx6-1 Glut_3
[-]
4111 PCG-PRNr Vsx2 Nkx6-1 Glut_3
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0927 PCG-PRNr Vsx2 Nkx6-1 Glut_3
[-]
4112 PCG-PRNr Vsx2 Nkx6-1 Glut_3
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0927 PCG-PRNr Vsx2 Nkx6-1 Glut_3
[-]
4113 PCG-PRNr Vsx2 Nkx6-1 Glut_3
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0927 PCG-PRNr Vsx2 Nkx6-1 Glut_3
[-]
4114 PCG-PRNr Vsx2 Nkx6-1 Glut_3
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0927 PCG-PRNr Vsx2 Nkx6-1 Glut_3
[-]
4115 PCG-PRNr Vsx2 Nkx6-1 Glut_3
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0928 PCG-PRNr Vsx2 Nkx6-1 Glut_4
[-]
4116 PCG-PRNr Vsx2 Nkx6-1 Glut_4
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0929 PCG-PRNr Vsx2 Nkx6-1 Glut_5
[-]
4117 PCG-PRNr Vsx2 Nkx6-1 Glut_5
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0929 PCG-PRNr Vsx2 Nkx6-1 Glut_5
[-]
4118 PCG-PRNr Vsx2 Nkx6-1 Glut_5
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0929 PCG-PRNr Vsx2 Nkx6-1 Glut_5
[-]
4119 PCG-PRNr Vsx2 Nkx6-1 Glut_5
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0929 PCG-PRNr Vsx2 Nkx6-1 Glut_5
[-]
4120 PCG-PRNr Vsx2 Nkx6-1 Glut_5
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0930 PCG-PRNr Vsx2 Nkx6-1 Glut_6
[-]
4121 PCG-PRNr Vsx2 Nkx6-1 Glut_6
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0930 PCG-PRNr Vsx2 Nkx6-1 Glut_6
[-]
4122 PCG-PRNr Vsx2 Nkx6-1 Glut_6
Glut
23 P Glut
[-]
225 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut
[-]
0931 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_1
[-]
4123 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_1
Glut
23 P Glut
[-]
225 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut
[-]
0931 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_1
[-]
4124 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_1
Glut
23 P Glut
[-]
225 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut
[-]
0931 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_1
[-]
4125 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_1
Glut
23 P Glut
[-]
225 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut
[-]
0932 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_2
[-]
4126 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_2
Glut
23 P Glut
[-]
225 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut
[-]
0932 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_2
[-]
4127 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_2
Glut
23 P Glut
[-]
225 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut
[-]
0932 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_2
[-]
4128 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_2
Glut
23 P Glut
[-]
225 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut
[-]
0932 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_2
[-]
4129 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_2
Glut
23 P Glut
[-]
225 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut
[-]
0932 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_2
[-]
4130 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_2
Glut
23 P Glut
[-]
225 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut
[-]
0932 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_2
[-]
4131 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_2
Glut
23 P Glut
[-]
225 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut
[-]
0933 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_3
[-]
4132 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_3
Glut
23 P Glut
[-]
225 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut
[-]
0933 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_3
[-]
4133 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_3
Glut
23 P Glut
[-]
225 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut
[-]
0934 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_4
[-]
4134 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_4
Glut
23 P Glut
[-]
225 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut
[-]
0934 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_4
[-]
4135 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_4
Glut
23 P Glut
[-]
226 PRNc-PARN Tlx1 Glut
[-]
0935 PRNc-PARN Tlx1 Glut_1
[-]
4136 PRNc-PARN Tlx1 Glut_1
Glut
23 P Glut
[-]
226 PRNc-PARN Tlx1 Glut
[-]
0935 PRNc-PARN Tlx1 Glut_1
[-]
4137 PRNc-PARN Tlx1 Glut_1
Glut
23 P Glut
[-]
226 PRNc-PARN Tlx1 Glut
[-]
0935 PRNc-PARN Tlx1 Glut_1
[-]
4138 PRNc-PARN Tlx1 Glut_1
Glut
23 P Glut
[-]
226 PRNc-PARN Tlx1 Glut
[-]
0935 PRNc-PARN Tlx1 Glut_1
[-]
4139 PRNc-PARN Tlx1 Glut_1
Glut
23 P Glut
[-]
226 PRNc-PARN Tlx1 Glut
[-]
0936 PRNc-PARN Tlx1 Glut_2
[-]
4140 PRNc-PARN Tlx1 Glut_2
Glut
23 P Glut
[-]
226 PRNc-PARN Tlx1 Glut
[-]
0936 PRNc-PARN Tlx1 Glut_2
[-]
4141 PRNc-PARN Tlx1 Glut_2
Glut
23 P Glut
[-]
226 PRNc-PARN Tlx1 Glut
[-]
0937 PRNc-PARN Tlx1 Glut_3
[-]
4142 PRNc-PARN Tlx1 Glut_3
Glut
23 P Glut
[-]
226 PRNc-PARN Tlx1 Glut
[-]
0937 PRNc-PARN Tlx1 Glut_3
[-]
4143 PRNc-PARN Tlx1 Glut_3
Glut
23 P Glut
[-]
227 PB-PSV Phox2b Glut
[-]
0938 PB-PSV Phox2b Glut_1
[-]
4144 PB-PSV Phox2b Glut_1
Glut
23 P Glut
[-]
227 PB-PSV Phox2b Glut
[-]
0938 PB-PSV Phox2b Glut_1
[-]
4145 PB-PSV Phox2b Glut_1
Glut
23 P Glut
[-]
227 PB-PSV Phox2b Glut
[-]
0938 PB-PSV Phox2b Glut_1
[-]
4146 PB-PSV Phox2b Glut_1
Glut
23 P Glut
[-]
228 PSV Pvalb Lhx2 Glut
[-]
0939 PSV Pvalb Lhx2 Glut_1
[-]
4147 PSV Pvalb Lhx2 Glut_1
Glut
23 P Glut
[-]
228 PSV Pvalb Lhx2 Glut
[-]
0939 PSV Pvalb Lhx2 Glut_1
[-]
4148 PSV Pvalb Lhx2 Glut_1
Glut
23 P Glut
[-]
228 PSV Pvalb Lhx2 Glut
[-]
0939 PSV Pvalb Lhx2 Glut_1
[-]
4149 PSV Pvalb Lhx2 Glut_1
Glut
23 P Glut
[-]
228 PSV Pvalb Lhx2 Glut
[-]
0940 PSV Pvalb Lhx2 Glut_2
[-]
4150 PSV Pvalb Lhx2 Glut_2
Glut
23 P Glut
[-]
228 PSV Pvalb Lhx2 Glut
[-]
0940 PSV Pvalb Lhx2 Glut_2
[-]
4151 PSV Pvalb Lhx2 Glut_2
Glut
23 P Glut
[-]
228 PSV Pvalb Lhx2 Glut
[-]
0941 PSV Pvalb Lhx2 Glut_3
[-]
4152 PSV Pvalb Lhx2 Glut_3
Glut
23 P Glut
[-]
228 PSV Pvalb Lhx2 Glut
[-]
0942 PSV Pvalb Lhx2 Glut_4
[-]
4153 PSV Pvalb Lhx2 Glut_4
Glut
23 P Glut
[-]
229 PB-NTS Phox2b Ebf3 Lmx1b Glut
[-]
0943 PB-NTS Phox2b Ebf3 Lmx1b Glut_1
[-]
4154 PB-NTS Phox2b Ebf3 Lmx1b Glut_1
Glut
23 P Glut
[-]
229 PB-NTS Phox2b Ebf3 Lmx1b Glut
[-]
0943 PB-NTS Phox2b Ebf3 Lmx1b Glut_1
[-]
4155 PB-NTS Phox2b Ebf3 Lmx1b Glut_1
Glut
23 P Glut
[-]
229 PB-NTS Phox2b Ebf3 Lmx1b Glut
[-]
0943 PB-NTS Phox2b Ebf3 Lmx1b Glut_1
[-]
4156 PB-NTS Phox2b Ebf3 Lmx1b Glut_1
Glut
23 P Glut
[-]
229 PB-NTS Phox2b Ebf3 Lmx1b Glut
[-]
0943 PB-NTS Phox2b Ebf3 Lmx1b Glut_1
[-]
4157 PB-NTS Phox2b Ebf3 Lmx1b Glut_1
Glut
23 P Glut
[-]
229 PB-NTS Phox2b Ebf3 Lmx1b Glut
[-]
0943 PB-NTS Phox2b Ebf3 Lmx1b Glut_1
[-]
4158 PB-NTS Phox2b Ebf3 Lmx1b Glut_1
Glut
23 P Glut
[-]
229 PB-NTS Phox2b Ebf3 Lmx1b Glut
[-]
0943 PB-NTS Phox2b Ebf3 Lmx1b Glut_1
[-]
4159 PB-NTS Phox2b Ebf3 Lmx1b Glut_1
Glut
23 P Glut
[-]
229 PB-NTS Phox2b Ebf3 Lmx1b Glut
[-]
0943 PB-NTS Phox2b Ebf3 Lmx1b Glut_1
[-]
4160 PB-NTS Phox2b Ebf3 Lmx1b Glut_1
Glut
23 P Glut
[-]
229 PB-NTS Phox2b Ebf3 Lmx1b Glut
[-]
0943 PB-NTS Phox2b Ebf3 Lmx1b Glut_1
[-]
4161 PB-NTS Phox2b Ebf3 Lmx1b Glut_1
Glut
23 P Glut
[-]
229 PB-NTS Phox2b Ebf3 Lmx1b Glut
[-]
0943 PB-NTS Phox2b Ebf3 Lmx1b Glut_1
[-]
4162 PB-NTS Phox2b Ebf3 Lmx1b Glut_1
Glut
23 P Glut
[-]
229 PB-NTS Phox2b Ebf3 Lmx1b Glut
[-]
0944 PB-NTS Phox2b Ebf3 Lmx1b Glut_2
[-]
4163 PB-NTS Phox2b Ebf3 Lmx1b Glut_2
Glut
23 P Glut
[-]
229 PB-NTS Phox2b Ebf3 Lmx1b Glut
[-]
0944 PB-NTS Phox2b Ebf3 Lmx1b Glut_2
[-]
4164 PB-NTS Phox2b Ebf3 Lmx1b Glut_2
Glut
23 P Glut
[-]
229 PB-NTS Phox2b Ebf3 Lmx1b Glut
[-]
0944 PB-NTS Phox2b Ebf3 Lmx1b Glut_2
[-]
4165 PB-NTS Phox2b Ebf3 Lmx1b Glut_2
Glut
23 P Glut
[-]
229 PB-NTS Phox2b Ebf3 Lmx1b Glut
[-]
0944 PB-NTS Phox2b Ebf3 Lmx1b Glut_2
[-]
4166 PB-NTS Phox2b Ebf3 Lmx1b Glut_2
Glut
23 P Glut
[-]
229 PB-NTS Phox2b Ebf3 Lmx1b Glut
[-]
0944 PB-NTS Phox2b Ebf3 Lmx1b Glut_2
[-]
4167 PB-NTS Phox2b Ebf3 Lmx1b Glut_2
Glut
23 P Glut
[-]
229 PB-NTS Phox2b Ebf3 Lmx1b Glut
[-]
0944 PB-NTS Phox2b Ebf3 Lmx1b Glut_2
[-]
4168 PB-NTS Phox2b Ebf3 Lmx1b Glut_2
Glut
23 P Glut
[-]
229 PB-NTS Phox2b Ebf3 Lmx1b Glut
[-]
0944 PB-NTS Phox2b Ebf3 Lmx1b Glut_2
[-]
4169 PB-NTS Phox2b Ebf3 Lmx1b Glut_2
Glut
23 P Glut
[-]
229 PB-NTS Phox2b Ebf3 Lmx1b Glut
[-]
0944 PB-NTS Phox2b Ebf3 Lmx1b Glut_2
[-]
4170 PB-NTS Phox2b Ebf3 Lmx1b Glut_2
Glut
23 P Glut
[-]
230 PRNr Otp Nfib Glut
[-]
0945 PRNr Otp Nfib Glut_1
[-]
4171 PRNr Otp Nfib Glut_1
Glut
23 P Glut
[-]
230 PRNr Otp Nfib Glut
[-]
0945 PRNr Otp Nfib Glut_1
[-]
4172 PRNr Otp Nfib Glut_1
Glut
23 P Glut
[-]
230 PRNr Otp Nfib Glut
[-]
0945 PRNr Otp Nfib Glut_1
[-]
4173 PRNr Otp Nfib Glut_1
Glut
23 P Glut
[-]
231 IPN-LDT Vsx2 Nkx6-1 Glut
[-]
0946 IPN-LDT Vsx2 Nkx6-1 Glut_1
[-]
4174 IPN-LDT Vsx2 Nkx6-1 Glut_1
Glut
23 P Glut
[-]
231 IPN-LDT Vsx2 Nkx6-1 Glut
[-]
0946 IPN-LDT Vsx2 Nkx6-1 Glut_1
[-]
4175 IPN-LDT Vsx2 Nkx6-1 Glut_1
Glut
23 P Glut
[-]
231 IPN-LDT Vsx2 Nkx6-1 Glut
[-]
0946 IPN-LDT Vsx2 Nkx6-1 Glut_1
[-]
4176 IPN-LDT Vsx2 Nkx6-1 Glut_1
Glut
23 P Glut
[-]
231 IPN-LDT Vsx2 Nkx6-1 Glut
[-]
0946 IPN-LDT Vsx2 Nkx6-1 Glut_1
[-]
4177 IPN-LDT Vsx2 Nkx6-1 Glut_1
Glut
23 P Glut
[-]
231 IPN-LDT Vsx2 Nkx6-1 Glut
[-]
0946 IPN-LDT Vsx2 Nkx6-1 Glut_1
[-]
4178 IPN-LDT Vsx2 Nkx6-1 Glut_1
Glut
23 P Glut
[-]
231 IPN-LDT Vsx2 Nkx6-1 Glut
[-]
0946 IPN-LDT Vsx2 Nkx6-1 Glut_1
[-]
4179 IPN-LDT Vsx2 Nkx6-1 Glut_1
Glut
23 P Glut
[-]
231 IPN-LDT Vsx2 Nkx6-1 Glut
[-]
0946 IPN-LDT Vsx2 Nkx6-1 Glut_1
[-]
4180 IPN-LDT Vsx2 Nkx6-1 Glut_1
Glut
23 P Glut
[-]
231 IPN-LDT Vsx2 Nkx6-1 Glut
[-]
0947 IPN-LDT Vsx2 Nkx6-1 Glut_2
[-]
4181 IPN-LDT Vsx2 Nkx6-1 Glut_2
Glut
23 P Glut
[-]
231 IPN-LDT Vsx2 Nkx6-1 Glut
[-]
0947 IPN-LDT Vsx2 Nkx6-1 Glut_2
[-]
4182 IPN-LDT Vsx2 Nkx6-1 Glut_2
Glut
23 P Glut
[-]
231 IPN-LDT Vsx2 Nkx6-1 Glut
[-]
0947 IPN-LDT Vsx2 Nkx6-1 Glut_2
[-]
4183 IPN-LDT Vsx2 Nkx6-1 Glut_2
Glut
23 P Glut
[-]
231 IPN-LDT Vsx2 Nkx6-1 Glut
[-]
0947 IPN-LDT Vsx2 Nkx6-1 Glut_2
[-]
4184 IPN-LDT Vsx2 Nkx6-1 Glut_2
Glut
23 P Glut
[-]
231 IPN-LDT Vsx2 Nkx6-1 Glut
[-]
0947 IPN-LDT Vsx2 Nkx6-1 Glut_2
[-]
4185 IPN-LDT Vsx2 Nkx6-1 Glut_2
Glut
23 P Glut
[-]
232 LDT Vsx2 Nkx6-1 Nfib Glut
[-]
0948 LDT Vsx2 Nkx6-1 Nfib Glut_1
[-]
4186 LDT Vsx2 Nkx6-1 Nfib Glut_1
Glut
23 P Glut
[-]
232 LDT Vsx2 Nkx6-1 Nfib Glut
[-]
0948 LDT Vsx2 Nkx6-1 Nfib Glut_1
[-]
4187 LDT Vsx2 Nkx6-1 Nfib Glut_1
Glut
23 P Glut
[-]
232 LDT Vsx2 Nkx6-1 Nfib Glut
[-]
0948 LDT Vsx2 Nkx6-1 Nfib Glut_1
[-]
4188 LDT Vsx2 Nkx6-1 Nfib Glut_1
Glut
23 P Glut
[-]
232 LDT Vsx2 Nkx6-1 Nfib Glut
[-]
0948 LDT Vsx2 Nkx6-1 Nfib Glut_1
[-]
4189 LDT Vsx2 Nkx6-1 Nfib Glut_1
Glut
23 P Glut
[-]
232 LDT Vsx2 Nkx6-1 Nfib Glut
[-]
0948 LDT Vsx2 Nkx6-1 Nfib Glut_1
[-]
4190 LDT Vsx2 Nkx6-1 Nfib Glut_1
Glut
23 P Glut
[-]
232 LDT Vsx2 Nkx6-1 Nfib Glut
[-]
0948 LDT Vsx2 Nkx6-1 Nfib Glut_1
[-]
4191 LDT Vsx2 Nkx6-1 Nfib Glut_1
Glut
23 P Glut
[-]
232 LDT Vsx2 Nkx6-1 Nfib Glut
[-]
0948 LDT Vsx2 Nkx6-1 Nfib Glut_1
[-]
4192 LDT Vsx2 Nkx6-1 Nfib Glut_1
Glut
23 P Glut
[-]
232 LDT Vsx2 Nkx6-1 Nfib Glut
[-]
0948 LDT Vsx2 Nkx6-1 Nfib Glut_1
[-]
4193 LDT Vsx2 Nkx6-1 Nfib Glut_1
Glut
23 P Glut
[-]
232 LDT Vsx2 Nkx6-1 Nfib Glut
[-]
0949 LDT Vsx2 Nkx6-1 Nfib Glut_2
[-]
4194 LDT Vsx2 Nkx6-1 Nfib Glut_2
Glut
23 P Glut
[-]
233 NLL-SOC Spp1 Glut
[-]
0950 NLL-SOC Spp1 Glut_1
[-]
4195 NLL-SOC Spp1 Glut_1
Glut
23 P Glut
[-]
233 NLL-SOC Spp1 Glut
[-]
0951 NLL-SOC Spp1 Glut_2
[-]
4196 NLL-SOC Spp1 Glut_2
Glut
23 P Glut
[-]
235 PG-TRN-LRN Fat2 Glut
[-]
0953 PG-TRN-LRN Fat2 Glut_1
[-]
4198 PG-TRN-LRN Fat2 Glut_1
Glut
23 P Glut
[-]
235 PG-TRN-LRN Fat2 Glut
[-]
0953 PG-TRN-LRN Fat2 Glut_1
[-]
4199 PG-TRN-LRN Fat2 Glut_1
Glut
23 P Glut
[-]
235 PG-TRN-LRN Fat2 Glut
[-]
0953 PG-TRN-LRN Fat2 Glut_1
[-]
4200 PG-TRN-LRN Fat2 Glut_1
Glut
24 MY Glut
[-]
236 IRN Vip Glut
[-]
0954 IRN Vip Glut_1
[-]
4201 IRN Vip Glut_1
Glut
24 MY Glut
[-]
236 IRN Vip Glut
[-]
0954 IRN Vip Glut_1
[-]
4202 IRN Vip Glut_1
Glut
24 MY Glut
[-]
236 IRN Vip Glut
[-]
0954 IRN Vip Glut_1
[-]
4203 IRN Vip Glut_1
Glut
24 MY Glut
[-]
236 IRN Vip Glut
[-]
0954 IRN Vip Glut_1
[-]
4204 IRN Vip Glut_1
Glut
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0955 PRP-NI-PRNc-GRN Otp Glut_1
[-]
4205 PRP-NI-PRNc-GRN Otp Glut_1
Glut
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0955 PRP-NI-PRNc-GRN Otp Glut_1
[-]
4206 PRP-NI-PRNc-GRN Otp Glut_1
Glut
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0956 PRP-NI-PRNc-GRN Otp Glut_2
[-]
4207 PRP-NI-PRNc-GRN Otp Glut_2
Glut
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0956 PRP-NI-PRNc-GRN Otp Glut_2
[-]
4208 PRP-NI-PRNc-GRN Otp Glut_2
Glut
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0956 PRP-NI-PRNc-GRN Otp Glut_2
[-]
4209 PRP-NI-PRNc-GRN Otp Glut_2
Glut
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0956 PRP-NI-PRNc-GRN Otp Glut_2
[-]
4210 PRP-NI-PRNc-GRN Otp Glut_2
Glut
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0956 PRP-NI-PRNc-GRN Otp Glut_2
[-]
4211 PRP-NI-PRNc-GRN Otp Glut_2
Glut
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0956 PRP-NI-PRNc-GRN Otp Glut_2
[-]
4212 PRP-NI-PRNc-GRN Otp Glut_2
Glut
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0957 PRP-NI-PRNc-GRN Otp Glut_3
[-]
4213 PRP-NI-PRNc-GRN Otp Glut_3
Glut
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0957 PRP-NI-PRNc-GRN Otp Glut_3
[-]
4214 PRP-NI-PRNc-GRN Otp Glut_3
Glut
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0957 PRP-NI-PRNc-GRN Otp Glut_3
[-]
4215 PRP-NI-PRNc-GRN Otp Glut_3
Glut
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0957 PRP-NI-PRNc-GRN Otp Glut_3
[-]
4216 PRP-NI-PRNc-GRN Otp Glut_3
Glut
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0957 PRP-NI-PRNc-GRN Otp Glut_3
[-]
4217 PRP-NI-PRNc-GRN Otp Glut_3
Glut
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0957 PRP-NI-PRNc-GRN Otp Glut_3
[-]
4218 PRP-NI-PRNc-GRN Otp Glut_3
Glut
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0957 PRP-NI-PRNc-GRN Otp Glut_3
[-]
4219 PRP-NI-PRNc-GRN Otp Glut_3
Glut
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0957 PRP-NI-PRNc-GRN Otp Glut_3
[-]
4220 PRP-NI-PRNc-GRN Otp Glut_3
Glut
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0958 PRP-NI-PRNc-GRN Otp Glut_4
[-]
4221 PRP-NI-PRNc-GRN Otp Glut_4
Glut
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0958 PRP-NI-PRNc-GRN Otp Glut_4
[-]
4222 PRP-NI-PRNc-GRN Otp Glut_4
Glut
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0958 PRP-NI-PRNc-GRN Otp Glut_4
[-]
4223 PRP-NI-PRNc-GRN Otp Glut_4
Glut
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0958 PRP-NI-PRNc-GRN Otp Glut_4
[-]
4224 PRP-NI-PRNc-GRN Otp Glut_4
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0959 NTS Phox2b Glut_1
[-]
4225 NTS Phox2b Glut_1
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0959 NTS Phox2b Glut_1
[-]
4226 NTS Phox2b Glut_1
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0959 NTS Phox2b Glut_1
[-]
4227 NTS Phox2b Glut_1
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0959 NTS Phox2b Glut_1
[-]
4228 NTS Phox2b Glut_1
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0959 NTS Phox2b Glut_1
[-]
4229 NTS Phox2b Glut_1
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0959 NTS Phox2b Glut_1
[-]
4230 NTS Phox2b Glut_1
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0959 NTS Phox2b Glut_1
[-]
4231 NTS Phox2b Glut_1
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0959 NTS Phox2b Glut_1
[-]
4232 NTS Phox2b Glut_1
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0959 NTS Phox2b Glut_1
[-]
4233 NTS Phox2b Glut_1
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0959 NTS Phox2b Glut_1
[-]
4234 NTS Phox2b Glut_1
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0959 NTS Phox2b Glut_1
[-]
4235 NTS Phox2b Glut_1
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0959 NTS Phox2b Glut_1
[-]
4236 NTS Phox2b Glut_1
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0960 NTS Phox2b Glut_2
[-]
4237 NTS Phox2b Glut_2
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0960 NTS Phox2b Glut_2
[-]
4238 NTS Phox2b Glut_2
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0960 NTS Phox2b Glut_2
[-]
4239 NTS Phox2b Glut_2
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0960 NTS Phox2b Glut_2
[-]
4240 NTS Phox2b Glut_2
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0960 NTS Phox2b Glut_2
[-]
4241 NTS Phox2b Glut_2
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0960 NTS Phox2b Glut_2
[-]
4242 NTS Phox2b Glut_2
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0960 NTS Phox2b Glut_2
[-]
4243 NTS Phox2b Glut_2
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0960 NTS Phox2b Glut_2
[-]
4244 NTS Phox2b Glut_2
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0961 NTS Phox2b Glut_3
[-]
4245 NTS Phox2b Glut_3
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0961 NTS Phox2b Glut_3
[-]
4246 NTS Phox2b Glut_3
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0961 NTS Phox2b Glut_3
[-]
4247 NTS Phox2b Glut_3
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0961 NTS Phox2b Glut_3
[-]
4248 NTS Phox2b Glut_3
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0961 NTS Phox2b Glut_3
[-]
4249 NTS Phox2b Glut_3
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0961 NTS Phox2b Glut_3
[-]
4250 NTS Phox2b Glut_3
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0961 NTS Phox2b Glut_3
[-]
4251 NTS Phox2b Glut_3
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0961 NTS Phox2b Glut_3
[-]
4252 NTS Phox2b Glut_3
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0961 NTS Phox2b Glut_3
[-]
4253 NTS Phox2b Glut_3
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0961 NTS Phox2b Glut_3
[-]
4254 NTS Phox2b Glut_3
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0961 NTS Phox2b Glut_3
[-]
4255 NTS Phox2b Glut_3
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0962 NTS Phox2b Glut_4
[-]
4256 NTS Phox2b Glut_4
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0962 NTS Phox2b Glut_4
[-]
4257 NTS Phox2b Glut_4
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0962 NTS Phox2b Glut_4
[-]
4258 NTS Phox2b Glut_4
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0962 NTS Phox2b Glut_4
[-]
4259 NTS Phox2b Glut_4
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0962 NTS Phox2b Glut_4
[-]
4260 NTS Phox2b Glut_4
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0962 NTS Phox2b Glut_4
[-]
4261 NTS Phox2b Glut_4
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0962 NTS Phox2b Glut_4
[-]
4262 NTS Phox2b Glut_4
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0962 NTS Phox2b Glut_4
[-]
4263 NTS Phox2b Glut_4
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0962 NTS Phox2b Glut_4
[-]
4264 NTS Phox2b Glut_4
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0962 NTS Phox2b Glut_4
[-]
4265 NTS Phox2b Glut_4
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0963 NTS Phox2b Glut_5
[-]
4266 NTS Phox2b Glut_5
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0963 NTS Phox2b Glut_5
[-]
4267 NTS Phox2b Glut_5
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0963 NTS Phox2b Glut_5
[-]
4268 NTS Phox2b Glut_5
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0963 NTS Phox2b Glut_5
[-]
4269 NTS Phox2b Glut_5
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0963 NTS Phox2b Glut_5
[-]
4270 NTS Phox2b Glut_5
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0963 NTS Phox2b Glut_5
[-]
4271 NTS Phox2b Glut_5
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0963 NTS Phox2b Glut_5
[-]
4272 NTS Phox2b Glut_5
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0963 NTS Phox2b Glut_5
[-]
4273 NTS Phox2b Glut_5
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0963 NTS Phox2b Glut_5
[-]
4274 NTS Phox2b Glut_5
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0963 NTS Phox2b Glut_5
[-]
4275 NTS Phox2b Glut_5
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0963 NTS Phox2b Glut_5
[-]
4276 NTS Phox2b Glut_5
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0963 NTS Phox2b Glut_5
[-]
4277 NTS Phox2b Glut_5
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0964 NTS Phox2b Glut_6
[-]
4278 NTS Phox2b Glut_6
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0964 NTS Phox2b Glut_6
[-]
4279 NTS Phox2b Glut_6
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0964 NTS Phox2b Glut_6
[-]
4280 NTS Phox2b Glut_6
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0964 NTS Phox2b Glut_6
[-]
4281 NTS Phox2b Glut_6
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0964 NTS Phox2b Glut_6
[-]
4282 NTS Phox2b Glut_6
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0964 NTS Phox2b Glut_6
[-]
4283 NTS Phox2b Glut_6
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0965 NTS Phox2b Glut_7
[-]
4284 NTS Phox2b Glut_7
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0965 NTS Phox2b Glut_7
[-]
4285 NTS Phox2b Glut_7
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0965 NTS Phox2b Glut_7
[-]
4286 NTS Phox2b Glut_7
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0965 NTS Phox2b Glut_7
[-]
4287 NTS Phox2b Glut_7
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0965 NTS Phox2b Glut_7
[-]
4288 NTS Phox2b Glut_7
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0965 NTS Phox2b Glut_7
[-]
4289 NTS Phox2b Glut_7
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0966 NTS Phox2b Glut_8
[-]
4290 NTS Phox2b Glut_8
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0966 NTS Phox2b Glut_8
[-]
4291 NTS Phox2b Glut_8
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0966 NTS Phox2b Glut_8
[-]
4292 NTS Phox2b Glut_8
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0966 NTS Phox2b Glut_8
[-]
4293 NTS Phox2b Glut_8
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0966 NTS Phox2b Glut_8
[-]
4294 NTS Phox2b Glut_8
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0966 NTS Phox2b Glut_8
[-]
4295 NTS Phox2b Glut_8
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0967 NTS Phox2b Glut_9
[-]
4296 NTS Phox2b Glut_9
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0967 NTS Phox2b Glut_9
[-]
4297 NTS Phox2b Glut_9
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0967 NTS Phox2b Glut_9
[-]
4298 NTS Phox2b Glut_9
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0967 NTS Phox2b Glut_9
[-]
4299 NTS Phox2b Glut_9
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0967 NTS Phox2b Glut_9
[-]
4300 NTS Phox2b Glut_9
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0967 NTS Phox2b Glut_9
[-]
4301 NTS Phox2b Glut_9
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0968 NTS Phox2b Glut_10
[-]
4302 NTS Phox2b Glut_10
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0968 NTS Phox2b Glut_10
[-]
4303 NTS Phox2b Glut_10
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0968 NTS Phox2b Glut_10
[-]
4304 NTS Phox2b Glut_10
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0968 NTS Phox2b Glut_10
[-]
4305 NTS Phox2b Glut_10
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0968 NTS Phox2b Glut_10
[-]
4306 NTS Phox2b Glut_10
Glut
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0968 NTS Phox2b Glut_10
[-]
4307 NTS Phox2b Glut_10
Glut
24 MY Glut
[-]
239 MARN-GRN Pyy Glut
[-]
0969 MARN-GRN Pyy Glut_1
[-]
4308 MARN-GRN Pyy Glut_1
Glut
24 MY Glut
[-]
240 MDRNv Lhx4 Qrfprl Glut
[-]
0970 MDRNv Lhx4 Qrfprl Glut_1
[-]
4309 MDRNv Lhx4 Qrfprl Glut_1
Glut
24 MY Glut
[-]
241 NTS Mbnl3 Glut
[-]
0971 NTS Mbnl3 Glut_1
[-]
4310 NTS Mbnl3 Glut_1
Glut
24 MY Glut
[-]
242 PGRNd Dmbx1 Glut
[-]
0972 PGRNd Dmbx1 Glut_1
[-]
4311 PGRNd Dmbx1 Glut_1
Chol
24 MY Glut
[-]
242 PGRNd Dmbx1 Glut
[-]
0972 PGRNd Dmbx1 Glut_1
[-]
4312 PGRNd Dmbx1 Glut_1
Glut
24 MY Glut
[-]
242 PGRNd Dmbx1 Glut
[-]
0972 PGRNd Dmbx1 Glut_1
[-]
4313 PGRNd Dmbx1 Glut_1
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0973 PGRN-PARN-MDRN Hoxb5 Glut_1
[-]
4314 PGRN-PARN-MDRN Hoxb5 Glut_1
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0973 PGRN-PARN-MDRN Hoxb5 Glut_1
[-]
4315 PGRN-PARN-MDRN Hoxb5 Glut_1
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0973 PGRN-PARN-MDRN Hoxb5 Glut_1
[-]
4316 PGRN-PARN-MDRN Hoxb5 Glut_1
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0973 PGRN-PARN-MDRN Hoxb5 Glut_1
[-]
4317 PGRN-PARN-MDRN Hoxb5 Glut_1
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0973 PGRN-PARN-MDRN Hoxb5 Glut_1
[-]
4318 PGRN-PARN-MDRN Hoxb5 Glut_1
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0973 PGRN-PARN-MDRN Hoxb5 Glut_1
[-]
4319 PGRN-PARN-MDRN Hoxb5 Glut_1
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0973 PGRN-PARN-MDRN Hoxb5 Glut_1
[-]
4320 PGRN-PARN-MDRN Hoxb5 Glut_1
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0973 PGRN-PARN-MDRN Hoxb5 Glut_1
[-]
4321 PGRN-PARN-MDRN Hoxb5 Glut_1
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0973 PGRN-PARN-MDRN Hoxb5 Glut_1
[-]
4322 PGRN-PARN-MDRN Hoxb5 Glut_1
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0973 PGRN-PARN-MDRN Hoxb5 Glut_1
[-]
4323 PGRN-PARN-MDRN Hoxb5 Glut_1
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0973 PGRN-PARN-MDRN Hoxb5 Glut_1
[-]
4324 PGRN-PARN-MDRN Hoxb5 Glut_1
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0973 PGRN-PARN-MDRN Hoxb5 Glut_1
[-]
4325 PGRN-PARN-MDRN Hoxb5 Glut_1
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0973 PGRN-PARN-MDRN Hoxb5 Glut_1
[-]
4326 PGRN-PARN-MDRN Hoxb5 Glut_1
Chol
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0973 PGRN-PARN-MDRN Hoxb5 Glut_1
[-]
4327 PGRN-PARN-MDRN Hoxb5 Glut_1
Chol
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0973 PGRN-PARN-MDRN Hoxb5 Glut_1
[-]
4328 PGRN-PARN-MDRN Hoxb5 Glut_1
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0973 PGRN-PARN-MDRN Hoxb5 Glut_1
[-]
4329 PGRN-PARN-MDRN Hoxb5 Glut_1
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0973 PGRN-PARN-MDRN Hoxb5 Glut_1
[-]
4330 PGRN-PARN-MDRN Hoxb5 Glut_1
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0973 PGRN-PARN-MDRN Hoxb5 Glut_1
[-]
4331 PGRN-PARN-MDRN Hoxb5 Glut_1
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0973 PGRN-PARN-MDRN Hoxb5 Glut_1
[-]
4332 PGRN-PARN-MDRN Hoxb5 Glut_1
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0973 PGRN-PARN-MDRN Hoxb5 Glut_1
[-]
4333 PGRN-PARN-MDRN Hoxb5 Glut_1
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0974 PGRN-PARN-MDRN Hoxb5 Glut_2
[-]
4334 PGRN-PARN-MDRN Hoxb5 Glut_2
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0974 PGRN-PARN-MDRN Hoxb5 Glut_2
[-]
4335 PGRN-PARN-MDRN Hoxb5 Glut_2
Chol
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0974 PGRN-PARN-MDRN Hoxb5 Glut_2
[-]
4336 PGRN-PARN-MDRN Hoxb5 Glut_2
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0974 PGRN-PARN-MDRN Hoxb5 Glut_2
[-]
4337 PGRN-PARN-MDRN Hoxb5 Glut_2
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0974 PGRN-PARN-MDRN Hoxb5 Glut_2
[-]
4338 PGRN-PARN-MDRN Hoxb5 Glut_2
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0974 PGRN-PARN-MDRN Hoxb5 Glut_2
[-]
4339 PGRN-PARN-MDRN Hoxb5 Glut_2
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0974 PGRN-PARN-MDRN Hoxb5 Glut_2
[-]
4340 PGRN-PARN-MDRN Hoxb5 Glut_2
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0974 PGRN-PARN-MDRN Hoxb5 Glut_2
[-]
4341 PGRN-PARN-MDRN Hoxb5 Glut_2
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0974 PGRN-PARN-MDRN Hoxb5 Glut_2
[-]
4342 PGRN-PARN-MDRN Hoxb5 Glut_2
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0974 PGRN-PARN-MDRN Hoxb5 Glut_2
[-]
4343 PGRN-PARN-MDRN Hoxb5 Glut_2
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0974 PGRN-PARN-MDRN Hoxb5 Glut_2
[-]
4344 PGRN-PARN-MDRN Hoxb5 Glut_2
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0974 PGRN-PARN-MDRN Hoxb5 Glut_2
[-]
4345 PGRN-PARN-MDRN Hoxb5 Glut_2
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0974 PGRN-PARN-MDRN Hoxb5 Glut_2
[-]
4346 PGRN-PARN-MDRN Hoxb5 Glut_2
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0974 PGRN-PARN-MDRN Hoxb5 Glut_2
[-]
4347 PGRN-PARN-MDRN Hoxb5 Glut_2
Glut-GABA
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0974 PGRN-PARN-MDRN Hoxb5 Glut_2
[-]
4348 PGRN-PARN-MDRN Hoxb5 Glut_2
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0975 PGRN-PARN-MDRN Hoxb5 Glut_3
[-]
4349 PGRN-PARN-MDRN Hoxb5 Glut_3
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0975 PGRN-PARN-MDRN Hoxb5 Glut_3
[-]
4350 PGRN-PARN-MDRN Hoxb5 Glut_3
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0975 PGRN-PARN-MDRN Hoxb5 Glut_3
[-]
4351 PGRN-PARN-MDRN Hoxb5 Glut_3
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0975 PGRN-PARN-MDRN Hoxb5 Glut_3
[-]
4352 PGRN-PARN-MDRN Hoxb5 Glut_3
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0975 PGRN-PARN-MDRN Hoxb5 Glut_3
[-]
4353 PGRN-PARN-MDRN Hoxb5 Glut_3
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0975 PGRN-PARN-MDRN Hoxb5 Glut_3
[-]
4354 PGRN-PARN-MDRN Hoxb5 Glut_3
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0975 PGRN-PARN-MDRN Hoxb5 Glut_3
[-]
4355 PGRN-PARN-MDRN Hoxb5 Glut_3
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0975 PGRN-PARN-MDRN Hoxb5 Glut_3
[-]
4356 PGRN-PARN-MDRN Hoxb5 Glut_3
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0975 PGRN-PARN-MDRN Hoxb5 Glut_3
[-]
4357 PGRN-PARN-MDRN Hoxb5 Glut_3
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0975 PGRN-PARN-MDRN Hoxb5 Glut_3
[-]
4358 PGRN-PARN-MDRN Hoxb5 Glut_3
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0976 PGRN-PARN-MDRN Hoxb5 Glut_4
[-]
4359 PGRN-PARN-MDRN Hoxb5 Glut_4
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0976 PGRN-PARN-MDRN Hoxb5 Glut_4
[-]
4360 PGRN-PARN-MDRN Hoxb5 Glut_4
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0976 PGRN-PARN-MDRN Hoxb5 Glut_4
[-]
4361 PGRN-PARN-MDRN Hoxb5 Glut_4
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0976 PGRN-PARN-MDRN Hoxb5 Glut_4
[-]
4362 PGRN-PARN-MDRN Hoxb5 Glut_4
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0976 PGRN-PARN-MDRN Hoxb5 Glut_4
[-]
4363 PGRN-PARN-MDRN Hoxb5 Glut_4
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0976 PGRN-PARN-MDRN Hoxb5 Glut_4
[-]
4364 PGRN-PARN-MDRN Hoxb5 Glut_4
Chol
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0976 PGRN-PARN-MDRN Hoxb5 Glut_4
[-]
4365 PGRN-PARN-MDRN Hoxb5 Glut_4
Chol
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0976 PGRN-PARN-MDRN Hoxb5 Glut_4
[-]
4366 PGRN-PARN-MDRN Hoxb5 Glut_4
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0976 PGRN-PARN-MDRN Hoxb5 Glut_4
[-]
4367 PGRN-PARN-MDRN Hoxb5 Glut_4
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0976 PGRN-PARN-MDRN Hoxb5 Glut_4
[-]
4368 PGRN-PARN-MDRN Hoxb5 Glut_4
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0976 PGRN-PARN-MDRN Hoxb5 Glut_4
[-]
4369 PGRN-PARN-MDRN Hoxb5 Glut_4
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0976 PGRN-PARN-MDRN Hoxb5 Glut_4
[-]
4370 PGRN-PARN-MDRN Hoxb5 Glut_4
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0977 PGRN-PARN-MDRN Hoxb5 Glut_5
[-]
4371 PGRN-PARN-MDRN Hoxb5 Glut_5
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0977 PGRN-PARN-MDRN Hoxb5 Glut_5
[-]
4372 PGRN-PARN-MDRN Hoxb5 Glut_5
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0977 PGRN-PARN-MDRN Hoxb5 Glut_5
[-]
4373 PGRN-PARN-MDRN Hoxb5 Glut_5
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0977 PGRN-PARN-MDRN Hoxb5 Glut_5
[-]
4374 PGRN-PARN-MDRN Hoxb5 Glut_5
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0977 PGRN-PARN-MDRN Hoxb5 Glut_5
[-]
4375 PGRN-PARN-MDRN Hoxb5 Glut_5
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0977 PGRN-PARN-MDRN Hoxb5 Glut_5
[-]
4376 PGRN-PARN-MDRN Hoxb5 Glut_5
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0977 PGRN-PARN-MDRN Hoxb5 Glut_5
[-]
4377 PGRN-PARN-MDRN Hoxb5 Glut_5
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0977 PGRN-PARN-MDRN Hoxb5 Glut_5
[-]
4378 PGRN-PARN-MDRN Hoxb5 Glut_5
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0977 PGRN-PARN-MDRN Hoxb5 Glut_5
[-]
4379 PGRN-PARN-MDRN Hoxb5 Glut_5
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0977 PGRN-PARN-MDRN Hoxb5 Glut_5
[-]
4380 PGRN-PARN-MDRN Hoxb5 Glut_5
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0977 PGRN-PARN-MDRN Hoxb5 Glut_5
[-]
4381 PGRN-PARN-MDRN Hoxb5 Glut_5
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0977 PGRN-PARN-MDRN Hoxb5 Glut_5
[-]
4382 PGRN-PARN-MDRN Hoxb5 Glut_5
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0977 PGRN-PARN-MDRN Hoxb5 Glut_5
[-]
4383 PGRN-PARN-MDRN Hoxb5 Glut_5
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0977 PGRN-PARN-MDRN Hoxb5 Glut_5
[-]
4384 PGRN-PARN-MDRN Hoxb5 Glut_5
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0978 PGRN-PARN-MDRN Hoxb5 Glut_6
[-]
4385 PGRN-PARN-MDRN Hoxb5 Glut_6
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0978 PGRN-PARN-MDRN Hoxb5 Glut_6
[-]
4386 PGRN-PARN-MDRN Hoxb5 Glut_6
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0978 PGRN-PARN-MDRN Hoxb5 Glut_6
[-]
4387 PGRN-PARN-MDRN Hoxb5 Glut_6
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0978 PGRN-PARN-MDRN Hoxb5 Glut_6
[-]
4388 PGRN-PARN-MDRN Hoxb5 Glut_6
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0978 PGRN-PARN-MDRN Hoxb5 Glut_6
[-]
4389 PGRN-PARN-MDRN Hoxb5 Glut_6
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0978 PGRN-PARN-MDRN Hoxb5 Glut_6
[-]
4390 PGRN-PARN-MDRN Hoxb5 Glut_6
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0978 PGRN-PARN-MDRN Hoxb5 Glut_6
[-]
4391 PGRN-PARN-MDRN Hoxb5 Glut_6
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0978 PGRN-PARN-MDRN Hoxb5 Glut_6
[-]
4392 PGRN-PARN-MDRN Hoxb5 Glut_6
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0978 PGRN-PARN-MDRN Hoxb5 Glut_6
[-]
4393 PGRN-PARN-MDRN Hoxb5 Glut_6
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0978 PGRN-PARN-MDRN Hoxb5 Glut_6
[-]
4394 PGRN-PARN-MDRN Hoxb5 Glut_6
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0978 PGRN-PARN-MDRN Hoxb5 Glut_6
[-]
4395 PGRN-PARN-MDRN Hoxb5 Glut_6
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0978 PGRN-PARN-MDRN Hoxb5 Glut_6
[-]
4396 PGRN-PARN-MDRN Hoxb5 Glut_6
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0979 PGRN-PARN-MDRN Hoxb5 Glut_7
[-]
4397 PGRN-PARN-MDRN Hoxb5 Glut_7
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0979 PGRN-PARN-MDRN Hoxb5 Glut_7
[-]
4398 PGRN-PARN-MDRN Hoxb5 Glut_7
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0979 PGRN-PARN-MDRN Hoxb5 Glut_7
[-]
4399 PGRN-PARN-MDRN Hoxb5 Glut_7
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0979 PGRN-PARN-MDRN Hoxb5 Glut_7
[-]
4400 PGRN-PARN-MDRN Hoxb5 Glut_7
Glut-GABA
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0979 PGRN-PARN-MDRN Hoxb5 Glut_7
[-]
4401 PGRN-PARN-MDRN Hoxb5 Glut_7
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0979 PGRN-PARN-MDRN Hoxb5 Glut_7
[-]
4402 PGRN-PARN-MDRN Hoxb5 Glut_7
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0979 PGRN-PARN-MDRN Hoxb5 Glut_7
[-]
4403 PGRN-PARN-MDRN Hoxb5 Glut_7
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0979 PGRN-PARN-MDRN Hoxb5 Glut_7
[-]
4404 PGRN-PARN-MDRN Hoxb5 Glut_7
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0979 PGRN-PARN-MDRN Hoxb5 Glut_7
[-]
4405 PGRN-PARN-MDRN Hoxb5 Glut_7
Glut
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0979 PGRN-PARN-MDRN Hoxb5 Glut_7
[-]
4868 PGRN-PARN-MDRN Hoxb5 Glut_7
Glut
24 MY Glut
[-]
244 MV-SPIV Slc6a2 Glut
[-]
0980 MV-SPIV Slc6a2 Glut_1
[-]
4406 MV-SPIV Slc6a2 Glut_1
Glut
24 MY Glut
[-]
244 MV-SPIV Slc6a2 Glut
[-]
0980 MV-SPIV Slc6a2 Glut_1
[-]
4407 MV-SPIV Slc6a2 Glut_1
Glut
24 MY Glut
[-]
244 MV-SPIV Slc6a2 Glut
[-]
0980 MV-SPIV Slc6a2 Glut_1
[-]
4408 MV-SPIV Slc6a2 Glut_1
Glut
24 MY Glut
[-]
244 MV-SPIV Slc6a2 Glut
[-]
0980 MV-SPIV Slc6a2 Glut_1
[-]
4409 MV-SPIV Slc6a2 Glut_1
Glut
24 MY Glut
[-]
244 MV-SPIV Slc6a2 Glut
[-]
0980 MV-SPIV Slc6a2 Glut_1
[-]
4410 MV-SPIV Slc6a2 Glut_1
Glut
24 MY Glut
[-]
244 MV-SPIV Slc6a2 Glut
[-]
0980 MV-SPIV Slc6a2 Glut_1
[-]
4411 MV-SPIV Slc6a2 Glut_1
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0981 SPVI-SPVC Tlx3 Ebf3 Glut_1
[-]
4412 SPVI-SPVC Tlx3 Ebf3 Glut_1
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0981 SPVI-SPVC Tlx3 Ebf3 Glut_1
[-]
4413 SPVI-SPVC Tlx3 Ebf3 Glut_1
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0981 SPVI-SPVC Tlx3 Ebf3 Glut_1
[-]
4414 SPVI-SPVC Tlx3 Ebf3 Glut_1
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0981 SPVI-SPVC Tlx3 Ebf3 Glut_1
[-]
4415 SPVI-SPVC Tlx3 Ebf3 Glut_1
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0981 SPVI-SPVC Tlx3 Ebf3 Glut_1
[-]
4416 SPVI-SPVC Tlx3 Ebf3 Glut_1
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0982 SPVI-SPVC Tlx3 Ebf3 Glut_2
[-]
4417 SPVI-SPVC Tlx3 Ebf3 Glut_2
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0982 SPVI-SPVC Tlx3 Ebf3 Glut_2
[-]
4418 SPVI-SPVC Tlx3 Ebf3 Glut_2
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0982 SPVI-SPVC Tlx3 Ebf3 Glut_2
[-]
4419 SPVI-SPVC Tlx3 Ebf3 Glut_2
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0982 SPVI-SPVC Tlx3 Ebf3 Glut_2
[-]
4420 SPVI-SPVC Tlx3 Ebf3 Glut_2
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0982 SPVI-SPVC Tlx3 Ebf3 Glut_2
[-]
4421 SPVI-SPVC Tlx3 Ebf3 Glut_2
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0982 SPVI-SPVC Tlx3 Ebf3 Glut_2
[-]
4422 SPVI-SPVC Tlx3 Ebf3 Glut_2
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0982 SPVI-SPVC Tlx3 Ebf3 Glut_2
[-]
4423 SPVI-SPVC Tlx3 Ebf3 Glut_2
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0983 SPVI-SPVC Tlx3 Ebf3 Glut_3
[-]
4424 SPVI-SPVC Tlx3 Ebf3 Glut_3
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0983 SPVI-SPVC Tlx3 Ebf3 Glut_3
[-]
4425 SPVI-SPVC Tlx3 Ebf3 Glut_3
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0983 SPVI-SPVC Tlx3 Ebf3 Glut_3
[-]
4426 SPVI-SPVC Tlx3 Ebf3 Glut_3
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0983 SPVI-SPVC Tlx3 Ebf3 Glut_3
[-]
4427 SPVI-SPVC Tlx3 Ebf3 Glut_3
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0983 SPVI-SPVC Tlx3 Ebf3 Glut_3
[-]
4428 SPVI-SPVC Tlx3 Ebf3 Glut_3
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0983 SPVI-SPVC Tlx3 Ebf3 Glut_3
[-]
4429 SPVI-SPVC Tlx3 Ebf3 Glut_3
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0983 SPVI-SPVC Tlx3 Ebf3 Glut_3
[-]
4430 SPVI-SPVC Tlx3 Ebf3 Glut_3
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0984 SPVI-SPVC Tlx3 Ebf3 Glut_4
[-]
4431 SPVI-SPVC Tlx3 Ebf3 Glut_4
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0984 SPVI-SPVC Tlx3 Ebf3 Glut_4
[-]
4432 SPVI-SPVC Tlx3 Ebf3 Glut_4
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0984 SPVI-SPVC Tlx3 Ebf3 Glut_4
[-]
4433 SPVI-SPVC Tlx3 Ebf3 Glut_4
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0984 SPVI-SPVC Tlx3 Ebf3 Glut_4
[-]
4434 SPVI-SPVC Tlx3 Ebf3 Glut_4
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0984 SPVI-SPVC Tlx3 Ebf3 Glut_4
[-]
4435 SPVI-SPVC Tlx3 Ebf3 Glut_4
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0984 SPVI-SPVC Tlx3 Ebf3 Glut_4
[-]
4436 SPVI-SPVC Tlx3 Ebf3 Glut_4
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0984 SPVI-SPVC Tlx3 Ebf3 Glut_4
[-]
4437 SPVI-SPVC Tlx3 Ebf3 Glut_4
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0985 SPVI-SPVC Tlx3 Ebf3 Glut_5
[-]
4438 SPVI-SPVC Tlx3 Ebf3 Glut_5
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0985 SPVI-SPVC Tlx3 Ebf3 Glut_5
[-]
4439 SPVI-SPVC Tlx3 Ebf3 Glut_5
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0985 SPVI-SPVC Tlx3 Ebf3 Glut_5
[-]
4440 SPVI-SPVC Tlx3 Ebf3 Glut_5
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0986 SPVI-SPVC Tlx3 Ebf3 Glut_6
[-]
4441 SPVI-SPVC Tlx3 Ebf3 Glut_6
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0986 SPVI-SPVC Tlx3 Ebf3 Glut_6
[-]
4442 SPVI-SPVC Tlx3 Ebf3 Glut_6
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0986 SPVI-SPVC Tlx3 Ebf3 Glut_6
[-]
4443 SPVI-SPVC Tlx3 Ebf3 Glut_6
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0986 SPVI-SPVC Tlx3 Ebf3 Glut_6
[-]
4444 SPVI-SPVC Tlx3 Ebf3 Glut_6
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0987 SPVI-SPVC Tlx3 Ebf3 Glut_7
[-]
4445 SPVI-SPVC Tlx3 Ebf3 Glut_7
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0987 SPVI-SPVC Tlx3 Ebf3 Glut_7
[-]
4446 SPVI-SPVC Tlx3 Ebf3 Glut_7
Glut
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0987 SPVI-SPVC Tlx3 Ebf3 Glut_7
[-]
4447 SPVI-SPVC Tlx3 Ebf3 Glut_7
Glut
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0988 CU-ECU-SPVI Foxb1 Glut_1
[-]
4448 CU-ECU-SPVI Foxb1 Glut_1
Glut
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0988 CU-ECU-SPVI Foxb1 Glut_1
[-]
4449 CU-ECU-SPVI Foxb1 Glut_1
Glut
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0988 CU-ECU-SPVI Foxb1 Glut_1
[-]
4450 CU-ECU-SPVI Foxb1 Glut_1
Glut
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0988 CU-ECU-SPVI Foxb1 Glut_1
[-]
4451 CU-ECU-SPVI Foxb1 Glut_1
Glut
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0988 CU-ECU-SPVI Foxb1 Glut_1
[-]
4452 CU-ECU-SPVI Foxb1 Glut_1
Glut
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0988 CU-ECU-SPVI Foxb1 Glut_1
[-]
4453 CU-ECU-SPVI Foxb1 Glut_1
Glut
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0988 CU-ECU-SPVI Foxb1 Glut_1
[-]
4454 CU-ECU-SPVI Foxb1 Glut_1
Glut
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0988 CU-ECU-SPVI Foxb1 Glut_1
[-]
4455 CU-ECU-SPVI Foxb1 Glut_1
Glut
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0988 CU-ECU-SPVI Foxb1 Glut_1
[-]
4456 CU-ECU-SPVI Foxb1 Glut_1
Glut
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0988 CU-ECU-SPVI Foxb1 Glut_1
[-]
4457 CU-ECU-SPVI Foxb1 Glut_1
Glut
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0988 CU-ECU-SPVI Foxb1 Glut_1
[-]
4458 CU-ECU-SPVI Foxb1 Glut_1
Glut
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0988 CU-ECU-SPVI Foxb1 Glut_1
[-]
4459 CU-ECU-SPVI Foxb1 Glut_1
Glut
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0988 CU-ECU-SPVI Foxb1 Glut_1
[-]
4460 CU-ECU-SPVI Foxb1 Glut_1
Glut
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0988 CU-ECU-SPVI Foxb1 Glut_1
[-]
4461 CU-ECU-SPVI Foxb1 Glut_1
Glut
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0988 CU-ECU-SPVI Foxb1 Glut_1
[-]
4462 CU-ECU-SPVI Foxb1 Glut_1
Glut
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0988 CU-ECU-SPVI Foxb1 Glut_1
[-]
4463 CU-ECU-SPVI Foxb1 Glut_1
Glut
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0988 CU-ECU-SPVI Foxb1 Glut_1
[-]
4464 CU-ECU-SPVI Foxb1 Glut_1
Glut
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0988 CU-ECU-SPVI Foxb1 Glut_1
[-]
4465 CU-ECU-SPVI Foxb1 Glut_1
Glut
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0988 CU-ECU-SPVI Foxb1 Glut_1
[-]
4466 CU-ECU-SPVI Foxb1 Glut_1
Glut
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0988 CU-ECU-SPVI Foxb1 Glut_1
[-]
4467 CU-ECU-SPVI Foxb1 Glut_1
Glut
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0989 CU-ECU-SPVI Foxb1 Glut_2
[-]
4468 CU-ECU-SPVI Foxb1 Glut_2
Glut
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0989 CU-ECU-SPVI Foxb1 Glut_2
[-]
4469 CU-ECU-SPVI Foxb1 Glut_2
Glut
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0989 CU-ECU-SPVI Foxb1 Glut_2
[-]
4470 CU-ECU-SPVI Foxb1 Glut_2
Glut
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0989 CU-ECU-SPVI Foxb1 Glut_2
[-]
4471 CU-ECU-SPVI Foxb1 Glut_2
Glut
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0990 CU-ECU-SPVI Foxb1 Glut_3
[-]
4472 CU-ECU-SPVI Foxb1 Glut_3
Glut
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0990 CU-ECU-SPVI Foxb1 Glut_3
[-]
4473 CU-ECU-SPVI Foxb1 Glut_3
Glut
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0991 CU-ECU-SPVI Foxb1 Glut_4
[-]
4474 CU-ECU-SPVI Foxb1 Glut_4
Glut
24 MY Glut
[-]
247 MV-SPIV Phox2b Ebf3 Lbx1 Glut
[-]
0992 MV-SPIV Phox2b Ebf3 Lbx1 Glut_1
[-]
4475 MV-SPIV Phox2b Ebf3 Lbx1 Glut_1
Glut
24 MY Glut
[-]
247 MV-SPIV Phox2b Ebf3 Lbx1 Glut
[-]
0992 MV-SPIV Phox2b Ebf3 Lbx1 Glut_1
[-]
4476 MV-SPIV Phox2b Ebf3 Lbx1 Glut_1
Glut
24 MY Glut
[-]
247 MV-SPIV Phox2b Ebf3 Lbx1 Glut
[-]
0992 MV-SPIV Phox2b Ebf3 Lbx1 Glut_1
[-]
4477 MV-SPIV Phox2b Ebf3 Lbx1 Glut_1
Glut
24 MY Glut
[-]
247 MV-SPIV Phox2b Ebf3 Lbx1 Glut
[-]
0992 MV-SPIV Phox2b Ebf3 Lbx1 Glut_1
[-]
4478 MV-SPIV Phox2b Ebf3 Lbx1 Glut_1
Glut
24 MY Glut
[-]
247 MV-SPIV Phox2b Ebf3 Lbx1 Glut
[-]
0992 MV-SPIV Phox2b Ebf3 Lbx1 Glut_1
[-]
4479 MV-SPIV Phox2b Ebf3 Lbx1 Glut_1
Glut
24 MY Glut
[-]
247 MV-SPIV Phox2b Ebf3 Lbx1 Glut
[-]
0992 MV-SPIV Phox2b Ebf3 Lbx1 Glut_1
[-]
4480 MV-SPIV Phox2b Ebf3 Lbx1 Glut_1
Glut
24 MY Glut
[-]
247 MV-SPIV Phox2b Ebf3 Lbx1 Glut
[-]
0992 MV-SPIV Phox2b Ebf3 Lbx1 Glut_1
[-]
4481 MV-SPIV Phox2b Ebf3 Lbx1 Glut_1
Glut
24 MY Glut
[-]
247 MV-SPIV Phox2b Ebf3 Lbx1 Glut
[-]
0992 MV-SPIV Phox2b Ebf3 Lbx1 Glut_1
[-]
4482 MV-SPIV Phox2b Ebf3 Lbx1 Glut_1
Glut
24 MY Glut
[-]
247 MV-SPIV Phox2b Ebf3 Lbx1 Glut
[-]
0992 MV-SPIV Phox2b Ebf3 Lbx1 Glut_1
[-]
4483 MV-SPIV Phox2b Ebf3 Lbx1 Glut_1
Glut
24 MY Glut
[-]
247 MV-SPIV Phox2b Ebf3 Lbx1 Glut
[-]
0992 MV-SPIV Phox2b Ebf3 Lbx1 Glut_1
[-]
4484 MV-SPIV Phox2b Ebf3 Lbx1 Glut_1
Glut
24 MY Glut
[-]
247 MV-SPIV Phox2b Ebf3 Lbx1 Glut
[-]
0992 MV-SPIV Phox2b Ebf3 Lbx1 Glut_1
[-]
4485 MV-SPIV Phox2b Ebf3 Lbx1 Glut_1
Glut
24 MY Glut
[-]
247 MV-SPIV Phox2b Ebf3 Lbx1 Glut
[-]
0993 MV-SPIV Phox2b Ebf3 Lbx1 Glut_2
[-]
4486 MV-SPIV Phox2b Ebf3 Lbx1 Glut_2
Glut
24 MY Glut
[-]
247 MV-SPIV Phox2b Ebf3 Lbx1 Glut
[-]
0994 MV-SPIV Phox2b Ebf3 Lbx1 Glut_3
[-]
4487 MV-SPIV Phox2b Ebf3 Lbx1 Glut_3
Glut
24 MY Glut
[-]
247 MV-SPIV Phox2b Ebf3 Lbx1 Glut
[-]
0995 MV-SPIV Phox2b Ebf3 Lbx1 Glut_4
[-]
4488 MV-SPIV Phox2b Ebf3 Lbx1 Glut_4
Glut
24 MY Glut
[-]
247 MV-SPIV Phox2b Ebf3 Lbx1 Glut
[-]
0996 MV-SPIV Phox2b Ebf3 Lbx1 Glut_5
[-]
4489 MV-SPIV Phox2b Ebf3 Lbx1 Glut_5
Glut
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
0997 MV-SPIV Zic4 Neurod2 Glut_1
[-]
4490 MV-SPIV Zic4 Neurod2 Glut_1
Glut
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
0997 MV-SPIV Zic4 Neurod2 Glut_1
[-]
4491 MV-SPIV Zic4 Neurod2 Glut_1
Glut
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
0997 MV-SPIV Zic4 Neurod2 Glut_1
[-]
4492 MV-SPIV Zic4 Neurod2 Glut_1
Glut
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
0997 MV-SPIV Zic4 Neurod2 Glut_1
[-]
4493 MV-SPIV Zic4 Neurod2 Glut_1
Glut
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
0997 MV-SPIV Zic4 Neurod2 Glut_1
[-]
4494 MV-SPIV Zic4 Neurod2 Glut_1
Glut
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
0997 MV-SPIV Zic4 Neurod2 Glut_1
[-]
4495 MV-SPIV Zic4 Neurod2 Glut_1
Glut
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
0997 MV-SPIV Zic4 Neurod2 Glut_1
[-]
4496 MV-SPIV Zic4 Neurod2 Glut_1
Glut
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
0997 MV-SPIV Zic4 Neurod2 Glut_1
[-]
4497 MV-SPIV Zic4 Neurod2 Glut_1
Glut
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
0997 MV-SPIV Zic4 Neurod2 Glut_1
[-]
4498 MV-SPIV Zic4 Neurod2 Glut_1
Glut
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
0998 MV-SPIV Zic4 Neurod2 Glut_2
[-]
4499 MV-SPIV Zic4 Neurod2 Glut_2
Glut
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
0998 MV-SPIV Zic4 Neurod2 Glut_2
[-]
4500 MV-SPIV Zic4 Neurod2 Glut_2
Glut
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
0998 MV-SPIV Zic4 Neurod2 Glut_2
[-]
4501 MV-SPIV Zic4 Neurod2 Glut_2
Glut
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
0998 MV-SPIV Zic4 Neurod2 Glut_2
[-]
4502 MV-SPIV Zic4 Neurod2 Glut_2
Glut
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
0998 MV-SPIV Zic4 Neurod2 Glut_2
[-]
4503 MV-SPIV Zic4 Neurod2 Glut_2
Glut
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
0998 MV-SPIV Zic4 Neurod2 Glut_2
[-]
4504 MV-SPIV Zic4 Neurod2 Glut_2
Glut
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
0999 MV-SPIV Zic4 Neurod2 Glut_3
[-]
4505 MV-SPIV Zic4 Neurod2 Glut_3
Glut
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
0999 MV-SPIV Zic4 Neurod2 Glut_3
[-]
4506 MV-SPIV Zic4 Neurod2 Glut_3
Glut
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
0999 MV-SPIV Zic4 Neurod2 Glut_3
[-]
4507 MV-SPIV Zic4 Neurod2 Glut_3
Glut
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
0999 MV-SPIV Zic4 Neurod2 Glut_3
[-]
4508 MV-SPIV Zic4 Neurod2 Glut_3
Glut
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
0999 MV-SPIV Zic4 Neurod2 Glut_3
[-]
4509 MV-SPIV Zic4 Neurod2 Glut_3
Glut
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
0999 MV-SPIV Zic4 Neurod2 Glut_3
[-]
4510 MV-SPIV Zic4 Neurod2 Glut_3
Chol
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
1000 MV-SPIV Zic4 Neurod2 Glut_4
[-]
4511 MV-SPIV Zic4 Neurod2 Glut_4
Glut
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
1000 MV-SPIV Zic4 Neurod2 Glut_4
[-]
4512 MV-SPIV Zic4 Neurod2 Glut_4
Glut
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
1000 MV-SPIV Zic4 Neurod2 Glut_4
[-]
4513 MV-SPIV Zic4 Neurod2 Glut_4
Glut
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
1000 MV-SPIV Zic4 Neurod2 Glut_4
[-]
4514 MV-SPIV Zic4 Neurod2 Glut_4
Glut
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
1001 MV-SPIV Zic4 Neurod2 Glut_5
[-]
4515 MV-SPIV Zic4 Neurod2 Glut_5
Glut
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
1001 MV-SPIV Zic4 Neurod2 Glut_5
[-]
4516 MV-SPIV Zic4 Neurod2 Glut_5
Glut
24 MY Glut
[-]
249 NTS Aldh1a2 Glut
[-]
1002 NTS Aldh1a2 Glut_1
[-]
4517 NTS Aldh1a2 Glut_1
Glut
24 MY Glut
[-]
249 NTS Aldh1a2 Glut
[-]
1002 NTS Aldh1a2 Glut_1
[-]
4518 NTS Aldh1a2 Glut_1
Glut
24 MY Glut
[-]
249 NTS Aldh1a2 Glut
[-]
1002 NTS Aldh1a2 Glut_1
[-]
4519 NTS Aldh1a2 Glut_1
Glut
24 MY Glut
[-]
249 NTS Aldh1a2 Glut
[-]
1002 NTS Aldh1a2 Glut_1
[-]
4520 NTS Aldh1a2 Glut_1
Glut
24 MY Glut
[-]
250 CBN Neurod2 Pvalb Glut
[-]
1003 CBN Neurod2 Pvalb Glut_1
[-]
4521 CBN Neurod2 Pvalb Glut_1
Glut
24 MY Glut
[-]
250 CBN Neurod2 Pvalb Glut
[-]
1003 CBN Neurod2 Pvalb Glut_1
[-]
4522 CBN Neurod2 Pvalb Glut_1
Glut
24 MY Glut
[-]
250 CBN Neurod2 Pvalb Glut
[-]
1003 CBN Neurod2 Pvalb Glut_1
[-]
4523 CBN Neurod2 Pvalb Glut_1
Glut
24 MY Glut
[-]
250 CBN Neurod2 Pvalb Glut
[-]
1003 CBN Neurod2 Pvalb Glut_1
[-]
4524 CBN Neurod2 Pvalb Glut_1
Glut
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1004 NTS Dbh Glut_1
[-]
4525 NTS Dbh Glut_1
Glut
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1004 NTS Dbh Glut_1
[-]
4526 NTS Dbh Glut_1
Nora
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1004 NTS Dbh Glut_1
[-]
4527 NTS Dbh Glut_1
Nora
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1004 NTS Dbh Glut_1
[-]
4528 NTS Dbh Glut_1
Glut
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1004 NTS Dbh Glut_1
[-]
4529 NTS Dbh Glut_1
Nora
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1004 NTS Dbh Glut_1
[-]
4530 NTS Dbh Glut_1
Nora
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1004 NTS Dbh Glut_1
[-]
4531 NTS Dbh Glut_1
Nora
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1004 NTS Dbh Glut_1
[-]
4532 NTS Dbh Glut_1
Nora
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1005 NTS Dbh Glut_2
[-]
4533 NTS Dbh Glut_2
Nora
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1005 NTS Dbh Glut_2
[-]
4534 NTS Dbh Glut_2
Glut
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1005 NTS Dbh Glut_2
[-]
4535 NTS Dbh Glut_2
Nora
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1005 NTS Dbh Glut_2
[-]
4536 NTS Dbh Glut_2
Glut
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1005 NTS Dbh Glut_2
[-]
4537 NTS Dbh Glut_2
Glut
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1005 NTS Dbh Glut_2
[-]
4538 NTS Dbh Glut_2
Glut
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1005 NTS Dbh Glut_2
[-]
4539 NTS Dbh Glut_2
Nora
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1005 NTS Dbh Glut_2
[-]
4540 NTS Dbh Glut_2
Nora
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1005 NTS Dbh Glut_2
[-]
4541 NTS Dbh Glut_2
Glut
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1006 NTS Dbh Glut_3
[-]
4542 NTS Dbh Glut_3
Glut
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1006 NTS Dbh Glut_3
[-]
4543 NTS Dbh Glut_3
Nora
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1006 NTS Dbh Glut_3
[-]
4544 NTS Dbh Glut_3
Glut
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1006 NTS Dbh Glut_3
[-]
4545 NTS Dbh Glut_3
Glut
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1006 NTS Dbh Glut_3
[-]
4546 NTS Dbh Glut_3
Glut
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1007 NTS Dbh Glut_4
[-]
4547 NTS Dbh Glut_4
Glut
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1007 NTS Dbh Glut_4
[-]
4548 NTS Dbh Glut_4
Nora
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1008 NTS Dbh Glut_5
[-]
4549 NTS Dbh Glut_5
Glut
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1009 NTS Dbh Glut_6
[-]
4550 NTS Dbh Glut_6
Glut
24 MY Glut
[-]
252 DMX VII Tbx20 Chol
[-]
1010 DMX VII Tbx20 Chol_1
[-]
4551 DMX VII Tbx20 Chol_1
Chol
24 MY Glut
[-]
252 DMX VII Tbx20 Chol
[-]
1010 DMX VII Tbx20 Chol_1
[-]
4552 DMX VII Tbx20 Chol_1
Chol
24 MY Glut
[-]
252 DMX VII Tbx20 Chol
[-]
1010 DMX VII Tbx20 Chol_1
[-]
4553 DMX VII Tbx20 Chol_1
Chol
24 MY Glut
[-]
252 DMX VII Tbx20 Chol
[-]
1010 DMX VII Tbx20 Chol_1
[-]
4554 DMX VII Tbx20 Chol_1
Chol
24 MY Glut
[-]
252 DMX VII Tbx20 Chol
[-]
1010 DMX VII Tbx20 Chol_1
[-]
4555 DMX VII Tbx20 Chol_1
Chol
24 MY Glut
[-]
252 DMX VII Tbx20 Chol
[-]
1011 DMX VII Tbx20 Chol_2
[-]
4556 DMX VII Tbx20 Chol_2
Chol
24 MY Glut
[-]
253 IO Fgl2 Glut
[-]
1012 IO Fgl2 Glut_1
[-]
4557 IO Fgl2 Glut_1
Glut
24 MY Glut
[-]
254 VCO Mafa Meis2 Glut
[-]
1013 VCO Mafa Meis2 Glut_1
[-]
4558 VCO Mafa Meis2 Glut_1
Glut
24 MY Glut
[-]
254 VCO Mafa Meis2 Glut
[-]
1013 VCO Mafa Meis2 Glut_1
[-]
4559 VCO Mafa Meis2 Glut_1
Glut
24 MY Glut
[-]
254 VCO Mafa Meis2 Glut
[-]
1013 VCO Mafa Meis2 Glut_1
[-]
4560 VCO Mafa Meis2 Glut_1
Glut
24 MY Glut
[-]
254 VCO Mafa Meis2 Glut
[-]
1014 VCO Mafa Meis2 Glut_2
[-]
4561 VCO Mafa Meis2 Glut_2
Glut
24 MY Glut
[-]
254 VCO Mafa Meis2 Glut
[-]
1015 VCO Mafa Meis2 Glut_3
[-]
4562 VCO Mafa Meis2 Glut_3
Glut
24 MY Glut
[-]
254 VCO Mafa Meis2 Glut
[-]
1015 VCO Mafa Meis2 Glut_3
[-]
4563 VCO Mafa Meis2 Glut_3
Glut
24 MY Glut
[-]
254 VCO Mafa Meis2 Glut
[-]
1015 VCO Mafa Meis2 Glut_3
[-]
4564 VCO Mafa Meis2 Glut_3
Glut
24 MY Glut
[-]
254 VCO Mafa Meis2 Glut
[-]
1015 VCO Mafa Meis2 Glut_3
[-]
4565 VCO Mafa Meis2 Glut_3
Glut
24 MY Glut
[-]
254 VCO Mafa Meis2 Glut
[-]
1016 VCO Mafa Meis2 Glut_4
[-]
4566 VCO Mafa Meis2 Glut_4
Glut
24 MY Glut
[-]
255 SPVO Mafa Meis2 Glut
[-]
1017 SPVO Mafa Meis2 Glut_1
[-]
4567 SPVO Mafa Meis2 Glut_1
Glut
24 MY Glut
[-]
255 SPVO Mafa Meis2 Glut
[-]
1017 SPVO Mafa Meis2 Glut_1
[-]
4568 SPVO Mafa Meis2 Glut_1
Glut
24 MY Glut
[-]
256 SPVC Mafa Glut
[-]
1018 SPVC Mafa Glut_1
[-]
4569 SPVC Mafa Glut_1
Glut
24 MY Glut
[-]
256 SPVC Mafa Glut
[-]
1018 SPVC Mafa Glut_1
[-]
4570 SPVC Mafa Glut_1
Glut
24 MY Glut
[-]
256 SPVC Mafa Glut
[-]
1018 SPVC Mafa Glut_1
[-]
4571 SPVC Mafa Glut_1
Glut
24 MY Glut
[-]
256 SPVC Mafa Glut
[-]
1018 SPVC Mafa Glut_1
[-]
4572 SPVC Mafa Glut_1
Glut
24 MY Glut
[-]
256 SPVC Mafa Glut
[-]
1018 SPVC Mafa Glut_1
[-]
4573 SPVC Mafa Glut_1
Glut
24 MY Glut
[-]
256 SPVC Mafa Glut
[-]
1019 SPVC Mafa Glut_2
[-]
4574 SPVC Mafa Glut_2
Glut
24 MY Glut
[-]
256 SPVC Mafa Glut
[-]
1019 SPVC Mafa Glut_2
[-]
4575 SPVC Mafa Glut_2
Glut
24 MY Glut
[-]
256 SPVC Mafa Glut
[-]
1019 SPVC Mafa Glut_2
[-]
4576 SPVC Mafa Glut_2
Glut
24 MY Glut
[-]
256 SPVC Mafa Glut
[-]
1019 SPVC Mafa Glut_2
[-]
4577 SPVC Mafa Glut_2
Glut
24 MY Glut
[-]
257 SPVC Ccdc172 Glut
[-]
1020 SPVC Ccdc172 Glut_1
[-]
4578 SPVC Ccdc172 Glut_1
Glut
24 MY Glut
[-]
257 SPVC Ccdc172 Glut
[-]
1020 SPVC Ccdc172 Glut_1
[-]
4579 SPVC Ccdc172 Glut_1
Glut
24 MY Glut
[-]
257 SPVC Ccdc172 Glut
[-]
1020 SPVC Ccdc172 Glut_1
[-]
4580 SPVC Ccdc172 Glut_1
Glut
24 MY Glut
[-]
257 SPVC Ccdc172 Glut
[-]
1020 SPVC Ccdc172 Glut_1
[-]
4581 SPVC Ccdc172 Glut_1
Glut
24 MY Glut
[-]
257 SPVC Ccdc172 Glut
[-]
1020 SPVC Ccdc172 Glut_1
[-]
4582 SPVC Ccdc172 Glut_1
Glut
24 MY Glut
[-]
257 SPVC Ccdc172 Glut
[-]
1020 SPVC Ccdc172 Glut_1
[-]
4583 SPVC Ccdc172 Glut_1
Glut
24 MY Glut
[-]
257 SPVC Ccdc172 Glut
[-]
1020 SPVC Ccdc172 Glut_1
[-]
4584 SPVC Ccdc172 Glut_1
Glut
24 MY Glut
[-]
257 SPVC Ccdc172 Glut
[-]
1020 SPVC Ccdc172 Glut_1
[-]
4585 SPVC Ccdc172 Glut_1
Glut
24 MY Glut
[-]
257 SPVC Ccdc172 Glut
[-]
1020 SPVC Ccdc172 Glut_1
[-]
4586 SPVC Ccdc172 Glut_1
Glut
24 MY Glut
[-]
258 SPVC Nmu Glut
[-]
1021 SPVC Nmu Glut_1
[-]
4587 SPVC Nmu Glut_1
Glut
24 MY Glut
[-]
258 SPVC Nmu Glut
[-]
1021 SPVC Nmu Glut_1
[-]
4588 SPVC Nmu Glut_1
Glut
24 MY Glut
[-]
258 SPVC Nmu Glut
[-]
1021 SPVC Nmu Glut_1
[-]
4589 SPVC Nmu Glut_1
Glut
24 MY Glut
[-]
258 SPVC Nmu Glut
[-]
1021 SPVC Nmu Glut_1
[-]
4590 SPVC Nmu Glut_1
Glut
24 MY Glut
[-]
258 SPVC Nmu Glut
[-]
1021 SPVC Nmu Glut_1
[-]
4591 SPVC Nmu Glut_1
Glut
24 MY Glut
[-]
258 SPVC Nmu Glut
[-]
1022 SPVC Nmu Glut_2
[-]
4592 SPVC Nmu Glut_2
Glut
24 MY Glut
[-]
258 SPVC Nmu Glut
[-]
1022 SPVC Nmu Glut_2
[-]
4593 SPVC Nmu Glut_2
Glut
24 MY Glut
[-]
259 MDRNd Bves Glut
[-]
1023 MDRNd Bves Glut_1
[-]
4594 MDRNd Bves Glut_1
Glut
24 MY Glut
[-]
259 MDRNd Bves Glut
[-]
1023 MDRNd Bves Glut_1
[-]
4595 MDRNd Bves Glut_1
Glut
24 MY Glut
[-]
259 MDRNd Bves Glut
[-]
1023 MDRNd Bves Glut_1
[-]
4596 MDRNd Bves Glut_1
Glut
24 MY Glut
[-]
260 MDRNv Crp Glut
[-]
1024 MDRNv Crp Glut_1
[-]
4597 MDRNv Crp Glut_1
Glut
24 MY Glut
[-]
260 MDRNv Crp Glut
[-]
1024 MDRNv Crp Glut_1
[-]
4598 MDRNv Crp Glut_1
Glut
24 MY Glut
[-]
260 MDRNv Crp Glut
[-]
1024 MDRNv Crp Glut_1
[-]
4599 MDRNv Crp Glut_1
Glut
24 MY Glut
[-]
260 MDRNv Crp Glut
[-]
1024 MDRNv Crp Glut_1
[-]
4600 MDRNv Crp Glut_1
Glut
24 MY Glut
[-]
261 HB Calcb Chol
[-]
1025 HB Calcb Chol_1
[-]
4601 HB Calcb Chol_1
Chol
24 MY Glut
[-]
261 HB Calcb Chol
[-]
1026 HB Calcb Chol_2
[-]
4602 HB Calcb Chol_2
Chol
24 MY Glut
[-]
261 HB Calcb Chol
[-]
1027 HB Calcb Chol_3
[-]
4603 HB Calcb Chol_3
Chol
24 MY Glut
[-]
261 HB Calcb Chol
[-]
1028 HB Calcb Chol_4
[-]
4604 HB Calcb Chol_4
Chol
24 MY Glut
[-]
261 HB Calcb Chol
[-]
1029 HB Calcb Chol_5
[-]
4605 HB Calcb Chol_5
Chol
25 Pineal Glut
[-]
262 Pineal Crx Glut
[-]
1030 Pineal Crx Glut_1
[-]
4606 Pineal Crx Glut_1
Glut
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1031 CS-RPO Meis2 Gaba_1
[-]
4607 CS-RPO Meis2 Gaba_1
GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1031 CS-RPO Meis2 Gaba_1
[-]
4608 CS-RPO Meis2 Gaba_1
GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1031 CS-RPO Meis2 Gaba_1
[-]
4609 CS-RPO Meis2 Gaba_1
GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1031 CS-RPO Meis2 Gaba_1
[-]
4610 CS-RPO Meis2 Gaba_1
GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1031 CS-RPO Meis2 Gaba_1
[-]
4611 CS-RPO Meis2 Gaba_1
GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1031 CS-RPO Meis2 Gaba_1
[-]
4612 CS-RPO Meis2 Gaba_1
GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1032 CS-RPO Meis2 Gaba_2
[-]
4613 CS-RPO Meis2 Gaba_2
GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1032 CS-RPO Meis2 Gaba_2
[-]
4614 CS-RPO Meis2 Gaba_2
GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1032 CS-RPO Meis2 Gaba_2
[-]
4615 CS-RPO Meis2 Gaba_2
GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1032 CS-RPO Meis2 Gaba_2
[-]
4616 CS-RPO Meis2 Gaba_2
GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1032 CS-RPO Meis2 Gaba_2
[-]
4617 CS-RPO Meis2 Gaba_2
GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1033 CS-RPO Meis2 Gaba_3
[-]
4618 CS-RPO Meis2 Gaba_3
Glut-GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1033 CS-RPO Meis2 Gaba_3
[-]
4619 CS-RPO Meis2 Gaba_3
Glut-GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1033 CS-RPO Meis2 Gaba_3
[-]
4620 CS-RPO Meis2 Gaba_3
GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1033 CS-RPO Meis2 Gaba_3
[-]
4621 CS-RPO Meis2 Gaba_3
Glut-GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1034 CS-RPO Meis2 Gaba_4
[-]
4622 CS-RPO Meis2 Gaba_4
GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1034 CS-RPO Meis2 Gaba_4
[-]
4623 CS-RPO Meis2 Gaba_4
GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1034 CS-RPO Meis2 Gaba_4
[-]
4624 CS-RPO Meis2 Gaba_4
GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1034 CS-RPO Meis2 Gaba_4
[-]
4625 CS-RPO Meis2 Gaba_4
GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1034 CS-RPO Meis2 Gaba_4
[-]
4626 CS-RPO Meis2 Gaba_4
GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1034 CS-RPO Meis2 Gaba_4
[-]
4627 CS-RPO Meis2 Gaba_4
GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1035 CS-RPO Meis2 Gaba_5
[-]
4628 CS-RPO Meis2 Gaba_5
GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1035 CS-RPO Meis2 Gaba_5
[-]
4629 CS-RPO Meis2 Gaba_5
GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1035 CS-RPO Meis2 Gaba_5
[-]
4630 CS-RPO Meis2 Gaba_5
GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1035 CS-RPO Meis2 Gaba_5
[-]
4631 CS-RPO Meis2 Gaba_5
GABA-Glyc
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1035 CS-RPO Meis2 Gaba_5
[-]
4632 CS-RPO Meis2 Gaba_5
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1036 PRNc Otp Gly-Gaba_1
[-]
4633 PRNc Otp Gly-Gaba_1
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1036 PRNc Otp Gly-Gaba_1
[-]
4634 PRNc Otp Gly-Gaba_1
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1036 PRNc Otp Gly-Gaba_1
[-]
4635 PRNc Otp Gly-Gaba_1
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1036 PRNc Otp Gly-Gaba_1
[-]
4636 PRNc Otp Gly-Gaba_1
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1036 PRNc Otp Gly-Gaba_1
[-]
4637 PRNc Otp Gly-Gaba_1
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1036 PRNc Otp Gly-Gaba_1
[-]
4638 PRNc Otp Gly-Gaba_1
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1036 PRNc Otp Gly-Gaba_1
[-]
4639 PRNc Otp Gly-Gaba_1
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1037 PRNc Otp Gly-Gaba_2
[-]
4640 PRNc Otp Gly-Gaba_2
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1037 PRNc Otp Gly-Gaba_2
[-]
4641 PRNc Otp Gly-Gaba_2
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1037 PRNc Otp Gly-Gaba_2
[-]
4642 PRNc Otp Gly-Gaba_2
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1037 PRNc Otp Gly-Gaba_2
[-]
4643 PRNc Otp Gly-Gaba_2
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1037 PRNc Otp Gly-Gaba_2
[-]
4644 PRNc Otp Gly-Gaba_2
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1037 PRNc Otp Gly-Gaba_2
[-]
4645 PRNc Otp Gly-Gaba_2
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1037 PRNc Otp Gly-Gaba_2
[-]
4646 PRNc Otp Gly-Gaba_2
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1038 PRNc Otp Gly-Gaba_3
[-]
4647 PRNc Otp Gly-Gaba_3
GABA
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1038 PRNc Otp Gly-Gaba_3
[-]
4648 PRNc Otp Gly-Gaba_3
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1038 PRNc Otp Gly-Gaba_3
[-]
4649 PRNc Otp Gly-Gaba_3
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1038 PRNc Otp Gly-Gaba_3
[-]
4650 PRNc Otp Gly-Gaba_3
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1038 PRNc Otp Gly-Gaba_3
[-]
4651 PRNc Otp Gly-Gaba_3
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1038 PRNc Otp Gly-Gaba_3
[-]
4652 PRNc Otp Gly-Gaba_3
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1038 PRNc Otp Gly-Gaba_3
[-]
4653 PRNc Otp Gly-Gaba_3
GABA
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1038 PRNc Otp Gly-Gaba_3
[-]
4654 PRNc Otp Gly-Gaba_3
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1039 PRNc Otp Gly-Gaba_4
[-]
4655 PRNc Otp Gly-Gaba_4
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1039 PRNc Otp Gly-Gaba_4
[-]
4656 PRNc Otp Gly-Gaba_4
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1039 PRNc Otp Gly-Gaba_4
[-]
4657 PRNc Otp Gly-Gaba_4
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1039 PRNc Otp Gly-Gaba_4
[-]
4658 PRNc Otp Gly-Gaba_4
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1039 PRNc Otp Gly-Gaba_4
[-]
4659 PRNc Otp Gly-Gaba_4
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1039 PRNc Otp Gly-Gaba_4
[-]
4660 PRNc Otp Gly-Gaba_4
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1040 PRNc Otp Gly-Gaba_5
[-]
4661 PRNc Otp Gly-Gaba_5
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1040 PRNc Otp Gly-Gaba_5
[-]
4662 PRNc Otp Gly-Gaba_5
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1040 PRNc Otp Gly-Gaba_5
[-]
4663 PRNc Otp Gly-Gaba_5
GABA-Glyc
26 P GABA
[-]
265 PB Sst Gly-Gaba
[-]
1041 PB Sst Gly-Gaba_1
[-]
4664 PB Sst Gly-Gaba_1
GABA-Glyc
26 P GABA
[-]
265 PB Sst Gly-Gaba
[-]
1041 PB Sst Gly-Gaba_1
[-]
4665 PB Sst Gly-Gaba_1
GABA-Glyc
26 P GABA
[-]
265 PB Sst Gly-Gaba
[-]
1041 PB Sst Gly-Gaba_1
[-]
4666 PB Sst Gly-Gaba_1
GABA-Glyc
26 P GABA
[-]
265 PB Sst Gly-Gaba
[-]
1041 PB Sst Gly-Gaba_1
[-]
4667 PB Sst Gly-Gaba_1
GABA-Glyc
26 P GABA
[-]
265 PB Sst Gly-Gaba
[-]
1042 PB Sst Gly-Gaba_2
[-]
4668 PB Sst Gly-Gaba_2
GABA-Glyc
26 P GABA
[-]
266 PRNc Prox1 Brs3 Gly-Gaba
[-]
1043 PRNc Prox1 Brs3 Gly-Gaba_1
[-]
4669 PRNc Prox1 Brs3 Gly-Gaba_1
GABA-Glyc
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1044 CS-PRNr-PCG Tmem163 Otp Gaba_1
[-]
4670 CS-PRNr-PCG Tmem163 Otp Gaba_1
GABA
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1044 CS-PRNr-PCG Tmem163 Otp Gaba_1
[-]
4671 CS-PRNr-PCG Tmem163 Otp Gaba_1
GABA
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1044 CS-PRNr-PCG Tmem163 Otp Gaba_1
[-]
4672 CS-PRNr-PCG Tmem163 Otp Gaba_1
GABA
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1044 CS-PRNr-PCG Tmem163 Otp Gaba_1
[-]
4673 CS-PRNr-PCG Tmem163 Otp Gaba_1
GABA
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1044 CS-PRNr-PCG Tmem163 Otp Gaba_1
[-]
4674 CS-PRNr-PCG Tmem163 Otp Gaba_1
GABA
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1044 CS-PRNr-PCG Tmem163 Otp Gaba_1
[-]
4675 CS-PRNr-PCG Tmem163 Otp Gaba_1
GABA
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1044 CS-PRNr-PCG Tmem163 Otp Gaba_1
[-]
4676 CS-PRNr-PCG Tmem163 Otp Gaba_1
GABA
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1044 CS-PRNr-PCG Tmem163 Otp Gaba_1
[-]
4677 CS-PRNr-PCG Tmem163 Otp Gaba_1
GABA
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1044 CS-PRNr-PCG Tmem163 Otp Gaba_1
[-]
4678 CS-PRNr-PCG Tmem163 Otp Gaba_1
GABA
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1044 CS-PRNr-PCG Tmem163 Otp Gaba_1
[-]
4679 CS-PRNr-PCG Tmem163 Otp Gaba_1
GABA
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1044 CS-PRNr-PCG Tmem163 Otp Gaba_1
[-]
4680 CS-PRNr-PCG Tmem163 Otp Gaba_1
GABA
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1044 CS-PRNr-PCG Tmem163 Otp Gaba_1
[-]
4681 CS-PRNr-PCG Tmem163 Otp Gaba_1
GABA
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1044 CS-PRNr-PCG Tmem163 Otp Gaba_1
[-]
4682 CS-PRNr-PCG Tmem163 Otp Gaba_1
GABA
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1045 CS-PRNr-PCG Tmem163 Otp Gaba_2
[-]
4683 CS-PRNr-PCG Tmem163 Otp Gaba_2
GABA
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1045 CS-PRNr-PCG Tmem163 Otp Gaba_2
[-]
4684 CS-PRNr-PCG Tmem163 Otp Gaba_2
GABA
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1045 CS-PRNr-PCG Tmem163 Otp Gaba_2
[-]
4685 CS-PRNr-PCG Tmem163 Otp Gaba_2
GABA
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1046 CS-PRNr-PCG Tmem163 Otp Gaba_3
[-]
4686 CS-PRNr-PCG Tmem163 Otp Gaba_3
GABA
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[-]
1047 CS-PRNr-DR En1 Sox2 Gaba_1
[-]
4687 CS-PRNr-DR En1 Sox2 Gaba_1
GABA
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[-]
1047 CS-PRNr-DR En1 Sox2 Gaba_1
[-]
4688 CS-PRNr-DR En1 Sox2 Gaba_1
GABA
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[-]
1047 CS-PRNr-DR En1 Sox2 Gaba_1
[-]
4689 CS-PRNr-DR En1 Sox2 Gaba_1
GABA
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[-]
1047 CS-PRNr-DR En1 Sox2 Gaba_1
[-]
4690 CS-PRNr-DR En1 Sox2 Gaba_1
GABA
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[-]
1047 CS-PRNr-DR En1 Sox2 Gaba_1
[-]
4691 CS-PRNr-DR En1 Sox2 Gaba_1
GABA
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[-]
1047 CS-PRNr-DR En1 Sox2 Gaba_1
[-]
4692 CS-PRNr-DR En1 Sox2 Gaba_1
GABA
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[-]
1047 CS-PRNr-DR En1 Sox2 Gaba_1
[-]
4693 CS-PRNr-DR En1 Sox2 Gaba_1
GABA
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[-]
1048 CS-PRNr-DR En1 Sox2 Gaba_2
[-]
4694 CS-PRNr-DR En1 Sox2 Gaba_2
GABA
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[-]
1048 CS-PRNr-DR En1 Sox2 Gaba_2
[-]
4695 CS-PRNr-DR En1 Sox2 Gaba_2
GABA
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[-]
1048 CS-PRNr-DR En1 Sox2 Gaba_2
[-]
4696 CS-PRNr-DR En1 Sox2 Gaba_2
GABA
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[-]
1048 CS-PRNr-DR En1 Sox2 Gaba_2
[-]
4697 CS-PRNr-DR En1 Sox2 Gaba_2
GABA
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[-]
1048 CS-PRNr-DR En1 Sox2 Gaba_2
[-]
4698 CS-PRNr-DR En1 Sox2 Gaba_2
GABA
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[-]
1048 CS-PRNr-DR En1 Sox2 Gaba_2
[-]
4699 CS-PRNr-DR En1 Sox2 Gaba_2
GABA
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[-]
1048 CS-PRNr-DR En1 Sox2 Gaba_2
[-]
4700 CS-PRNr-DR En1 Sox2 Gaba_2
GABA
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[-]
1048 CS-PRNr-DR En1 Sox2 Gaba_2
[-]
4701 CS-PRNr-DR En1 Sox2 Gaba_2
GABA
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[-]
1048 CS-PRNr-DR En1 Sox2 Gaba_2
[-]
4702 CS-PRNr-DR En1 Sox2 Gaba_2
GABA
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[-]
1048 CS-PRNr-DR En1 Sox2 Gaba_2
[-]
4703 CS-PRNr-DR En1 Sox2 Gaba_2
GABA
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[-]
1048 CS-PRNr-DR En1 Sox2 Gaba_2
[-]
4704 CS-PRNr-DR En1 Sox2 Gaba_2
GABA
26 P GABA
[-]
269 LDT Fgf7 Gaba
[-]
1049 LDT Fgf7 Gaba_1
[-]
4705 LDT Fgf7 Gaba_1
GABA
26 P GABA
[-]
269 LDT Fgf7 Gaba
[-]
1049 LDT Fgf7 Gaba_1
[-]
4706 LDT Fgf7 Gaba_1
GABA
26 P GABA
[-]
269 LDT Fgf7 Gaba
[-]
1049 LDT Fgf7 Gaba_1
[-]
4707 LDT Fgf7 Gaba_1
GABA
26 P GABA
[-]
270 LDT-DTN Gata3 Nfix Gaba
[-]
1050 LDT-DTN Gata3 Nfix Gaba_1
[-]
4708 LDT-DTN Gata3 Nfix Gaba_1
GABA
26 P GABA
[-]
270 LDT-DTN Gata3 Nfix Gaba
[-]
1050 LDT-DTN Gata3 Nfix Gaba_1
[-]
4709 LDT-DTN Gata3 Nfix Gaba_1
GABA
26 P GABA
[-]
270 LDT-DTN Gata3 Nfix Gaba
[-]
1050 LDT-DTN Gata3 Nfix Gaba_1
[-]
4710 LDT-DTN Gata3 Nfix Gaba_1
GABA
26 P GABA
[-]
270 LDT-DTN Gata3 Nfix Gaba
[-]
1050 LDT-DTN Gata3 Nfix Gaba_1
[-]
4711 LDT-DTN Gata3 Nfix Gaba_1
GABA
26 P GABA
[-]
270 LDT-DTN Gata3 Nfix Gaba
[-]
1051 LDT-DTN Gata3 Nfix Gaba_2
[-]
4712 LDT-DTN Gata3 Nfix Gaba_2
GABA
26 P GABA
[-]
270 LDT-DTN Gata3 Nfix Gaba
[-]
1051 LDT-DTN Gata3 Nfix Gaba_2
[-]
4713 LDT-DTN Gata3 Nfix Gaba_2
GABA
26 P GABA
[-]
270 LDT-DTN Gata3 Nfix Gaba
[-]
1051 LDT-DTN Gata3 Nfix Gaba_2
[-]
4714 LDT-DTN Gata3 Nfix Gaba_2
GABA
26 P GABA
[-]
270 LDT-DTN Gata3 Nfix Gaba
[-]
1051 LDT-DTN Gata3 Nfix Gaba_2
[-]
4715 LDT-DTN Gata3 Nfix Gaba_2
GABA
26 P GABA
[-]
270 LDT-DTN Gata3 Nfix Gaba
[-]
1051 LDT-DTN Gata3 Nfix Gaba_2
[-]
4716 LDT-DTN Gata3 Nfix Gaba_2
GABA
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1052 NI-RPO Gata3 Nr4a2 Gaba_1
[-]
4717 NI-RPO Gata3 Nr4a2 Gaba_1
Glut-GABA
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1052 NI-RPO Gata3 Nr4a2 Gaba_1
[-]
4718 NI-RPO Gata3 Nr4a2 Gaba_1
GABA
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1052 NI-RPO Gata3 Nr4a2 Gaba_1
[-]
4719 NI-RPO Gata3 Nr4a2 Gaba_1
GABA
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1052 NI-RPO Gata3 Nr4a2 Gaba_1
[-]
4720 NI-RPO Gata3 Nr4a2 Gaba_1
Glut-GABA
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1052 NI-RPO Gata3 Nr4a2 Gaba_1
[-]
4721 NI-RPO Gata3 Nr4a2 Gaba_1
Glut-GABA
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1053 NI-RPO Gata3 Nr4a2 Gaba_2
[-]
4722 NI-RPO Gata3 Nr4a2 Gaba_2
Glut-GABA
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1053 NI-RPO Gata3 Nr4a2 Gaba_2
[-]
4723 NI-RPO Gata3 Nr4a2 Gaba_2
GABA
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1053 NI-RPO Gata3 Nr4a2 Gaba_2
[-]
4724 NI-RPO Gata3 Nr4a2 Gaba_2
Glut-GABA
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1053 NI-RPO Gata3 Nr4a2 Gaba_2
[-]
4725 NI-RPO Gata3 Nr4a2 Gaba_2
Glut-GABA
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1053 NI-RPO Gata3 Nr4a2 Gaba_2
[-]
4726 NI-RPO Gata3 Nr4a2 Gaba_2
GABA
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1053 NI-RPO Gata3 Nr4a2 Gaba_2
[-]
4727 NI-RPO Gata3 Nr4a2 Gaba_2
Glut
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1053 NI-RPO Gata3 Nr4a2 Gaba_2
[-]
4728 NI-RPO Gata3 Nr4a2 Gaba_2
Glut-GABA
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1054 NI-RPO Gata3 Nr4a2 Gaba_3
[-]
4729 NI-RPO Gata3 Nr4a2 Gaba_3
GABA
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1055 NI-RPO Gata3 Nr4a2 Gaba_4
[-]
4730 NI-RPO Gata3 Nr4a2 Gaba_4
GABA
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1055 NI-RPO Gata3 Nr4a2 Gaba_4
[-]
4731 NI-RPO Gata3 Nr4a2 Gaba_4
GABA
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1055 NI-RPO Gata3 Nr4a2 Gaba_4
[-]
4732 NI-RPO Gata3 Nr4a2 Gaba_4
Glut-GABA
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1055 NI-RPO Gata3 Nr4a2 Gaba_4
[-]
4733 NI-RPO Gata3 Nr4a2 Gaba_4
Glut
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[-]
1056 LDT-PCG-CS Gata3 Lhx1 Gaba_1
[-]
4734 LDT-PCG-CS Gata3 Lhx1 Gaba_1
GABA
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[-]
1056 LDT-PCG-CS Gata3 Lhx1 Gaba_1
[-]
4735 LDT-PCG-CS Gata3 Lhx1 Gaba_1
GABA
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[-]
1056 LDT-PCG-CS Gata3 Lhx1 Gaba_1
[-]
4736 LDT-PCG-CS Gata3 Lhx1 Gaba_1
GABA
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[-]
1056 LDT-PCG-CS Gata3 Lhx1 Gaba_1
[-]
4737 LDT-PCG-CS Gata3 Lhx1 Gaba_1
GABA
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[-]
1056 LDT-PCG-CS Gata3 Lhx1 Gaba_1
[-]
4738 LDT-PCG-CS Gata3 Lhx1 Gaba_1
Glut-GABA
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[-]
1057 LDT-PCG-CS Gata3 Lhx1 Gaba_2
[-]
4739 LDT-PCG-CS Gata3 Lhx1 Gaba_2
GABA
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[-]
1057 LDT-PCG-CS Gata3 Lhx1 Gaba_2
[-]
4740 LDT-PCG-CS Gata3 Lhx1 Gaba_2
GABA
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[-]
1057 LDT-PCG-CS Gata3 Lhx1 Gaba_2
[-]
4741 LDT-PCG-CS Gata3 Lhx1 Gaba_2
GABA
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[-]
1057 LDT-PCG-CS Gata3 Lhx1 Gaba_2
[-]
4742 LDT-PCG-CS Gata3 Lhx1 Gaba_2
GABA
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[-]
1058 LDT-PCG-CS Gata3 Lhx1 Gaba_3
[-]
4743 LDT-PCG-CS Gata3 Lhx1 Gaba_3
GABA
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[-]
1058 LDT-PCG-CS Gata3 Lhx1 Gaba_3
[-]
4744 LDT-PCG-CS Gata3 Lhx1 Gaba_3
Glut-GABA
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[-]
1059 LDT-PCG-CS Gata3 Lhx1 Gaba_4
[-]
4745 LDT-PCG-CS Gata3 Lhx1 Gaba_4
Glut-GABA
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[-]
1060 LDT-PCG-CS Gata3 Lhx1 Gaba_5
[-]
4746 LDT-PCG-CS Gata3 Lhx1 Gaba_5
GABA
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[-]
1060 LDT-PCG-CS Gata3 Lhx1 Gaba_5
[-]
4747 LDT-PCG-CS Gata3 Lhx1 Gaba_5
GABA
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[-]
1060 LDT-PCG-CS Gata3 Lhx1 Gaba_5
[-]
4748 LDT-PCG-CS Gata3 Lhx1 Gaba_5
GABA
26 P GABA
[-]
273 PDTg-PCG Pax6 Gaba
[-]
1061 PDTg-PCG Pax6 Gaba_1
[-]
4749 PDTg-PCG Pax6 Gaba_1
GABA
26 P GABA
[-]
273 PDTg-PCG Pax6 Gaba
[-]
1061 PDTg-PCG Pax6 Gaba_1
[-]
4750 PDTg-PCG Pax6 Gaba_1
GABA
26 P GABA
[-]
273 PDTg-PCG Pax6 Gaba
[-]
1061 PDTg-PCG Pax6 Gaba_1
[-]
4751 PDTg-PCG Pax6 Gaba_1
GABA
26 P GABA
[-]
273 PDTg-PCG Pax6 Gaba
[-]
1061 PDTg-PCG Pax6 Gaba_1
[-]
4752 PDTg-PCG Pax6 Gaba_1
GABA
26 P GABA
[-]
273 PDTg-PCG Pax6 Gaba
[-]
1062 PDTg-PCG Pax6 Gaba_2
[-]
4753 PDTg-PCG Pax6 Gaba_2
Glut-GABA
26 P GABA
[-]
273 PDTg-PCG Pax6 Gaba
[-]
1063 PDTg-PCG Pax6 Gaba_3
[-]
4754 PDTg-PCG Pax6 Gaba_3
GABA
26 P GABA
[-]
273 PDTg-PCG Pax6 Gaba
[-]
1063 PDTg-PCG Pax6 Gaba_3
[-]
4755 PDTg-PCG Pax6 Gaba_3
GABA
26 P GABA
[-]
273 PDTg-PCG Pax6 Gaba
[-]
1064 PDTg-PCG Pax6 Gaba_4
[-]
4756 PDTg-PCG Pax6 Gaba_4
Glut-GABA
26 P GABA
[-]
273 PDTg-PCG Pax6 Gaba
[-]
1064 PDTg-PCG Pax6 Gaba_4
[-]
4757 PDTg-PCG Pax6 Gaba_4
Glut-GABA
26 P GABA
[-]
274 PDTg Otp Shroom3 Gaba
[-]
1065 PDTg Otp Shroom3 Gaba_1
[-]
4758 PDTg Otp Shroom3 Gaba_1
GABA
26 P GABA
[-]
274 PDTg Otp Shroom3 Gaba
[-]
1065 PDTg Otp Shroom3 Gaba_1
[-]
4759 PDTg Otp Shroom3 Gaba_1
GABA
26 P GABA
[-]
275 PDTg Otp Olig3 Gaba
[-]
1066 PDTg Otp Olig3 Gaba_1
[-]
4760 PDTg Otp Olig3 Gaba_1
GABA
26 P GABA
[-]
275 PDTg Otp Olig3 Gaba
[-]
1066 PDTg Otp Olig3 Gaba_1
[-]
4761 PDTg Otp Olig3 Gaba_1
GABA
26 P GABA
[-]
275 PDTg Otp Olig3 Gaba
[-]
1066 PDTg Otp Olig3 Gaba_1
[-]
4762 PDTg Otp Olig3 Gaba_1
GABA
26 P GABA
[-]
276 LDT-PCG St18 Gaba
[-]
1067 LDT-PCG St18 Gaba_1
[-]
4763 LDT-PCG St18 Gaba_1
GABA
26 P GABA
[-]
276 LDT-PCG St18 Gaba
[-]
1067 LDT-PCG St18 Gaba_1
[-]
4764 LDT-PCG St18 Gaba_1
GABA
26 P GABA
[-]
276 LDT-PCG St18 Gaba
[-]
1067 LDT-PCG St18 Gaba_1
[-]
4765 LDT-PCG St18 Gaba_1
GABA
26 P GABA
[-]
276 LDT-PCG St18 Gaba
[-]
1067 LDT-PCG St18 Gaba_1
[-]
4766 LDT-PCG St18 Gaba_1
GABA
26 P GABA
[-]
276 LDT-PCG St18 Gaba
[-]
1067 LDT-PCG St18 Gaba_1
[-]
4767 LDT-PCG St18 Gaba_1
GABA
26 P GABA
[-]
276 LDT-PCG St18 Gaba
[-]
1067 LDT-PCG St18 Gaba_1
[-]
4768 LDT-PCG St18 Gaba_1
GABA
26 P GABA
[-]
276 LDT-PCG St18 Gaba
[-]
1067 LDT-PCG St18 Gaba_1
[-]
4769 LDT-PCG St18 Gaba_1
GABA
26 P GABA
[-]
276 LDT-PCG St18 Gaba
[-]
1067 LDT-PCG St18 Gaba_1
[-]
4770 LDT-PCG St18 Gaba_1
GABA-Glyc
26 P GABA
[-]
276 LDT-PCG St18 Gaba
[-]
1067 LDT-PCG St18 Gaba_1
[-]
4771 LDT-PCG St18 Gaba_1
GABA-Glyc
26 P GABA
[-]
276 LDT-PCG St18 Gaba
[-]
1068 LDT-PCG St18 Gaba_2
[-]
4772 LDT-PCG St18 Gaba_2
GABA
26 P GABA
[-]
276 LDT-PCG St18 Gaba
[-]
1068 LDT-PCG St18 Gaba_2
[-]
4773 LDT-PCG St18 Gaba_2
GABA
26 P GABA
[-]
276 LDT-PCG St18 Gaba
[-]
1068 LDT-PCG St18 Gaba_2
[-]
4774 LDT-PCG St18 Gaba_2
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1069 DTN-LDT-IPN Otp Pax3 Gaba_1
[-]
4775 DTN-LDT-IPN Otp Pax3 Gaba_1
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1069 DTN-LDT-IPN Otp Pax3 Gaba_1
[-]
4776 DTN-LDT-IPN Otp Pax3 Gaba_1
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1069 DTN-LDT-IPN Otp Pax3 Gaba_1
[-]
4777 DTN-LDT-IPN Otp Pax3 Gaba_1
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1069 DTN-LDT-IPN Otp Pax3 Gaba_1
[-]
4778 DTN-LDT-IPN Otp Pax3 Gaba_1
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1070 DTN-LDT-IPN Otp Pax3 Gaba_2
[-]
4779 DTN-LDT-IPN Otp Pax3 Gaba_2
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1070 DTN-LDT-IPN Otp Pax3 Gaba_2
[-]
4780 DTN-LDT-IPN Otp Pax3 Gaba_2
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1070 DTN-LDT-IPN Otp Pax3 Gaba_2
[-]
4781 DTN-LDT-IPN Otp Pax3 Gaba_2
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1070 DTN-LDT-IPN Otp Pax3 Gaba_2
[-]
4782 DTN-LDT-IPN Otp Pax3 Gaba_2
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1070 DTN-LDT-IPN Otp Pax3 Gaba_2
[-]
4783 DTN-LDT-IPN Otp Pax3 Gaba_2
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1071 DTN-LDT-IPN Otp Pax3 Gaba_3
[-]
4784 DTN-LDT-IPN Otp Pax3 Gaba_3
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1071 DTN-LDT-IPN Otp Pax3 Gaba_3
[-]
4785 DTN-LDT-IPN Otp Pax3 Gaba_3
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1071 DTN-LDT-IPN Otp Pax3 Gaba_3
[-]
4786 DTN-LDT-IPN Otp Pax3 Gaba_3
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1071 DTN-LDT-IPN Otp Pax3 Gaba_3
[-]
4787 DTN-LDT-IPN Otp Pax3 Gaba_3
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1071 DTN-LDT-IPN Otp Pax3 Gaba_3
[-]
4788 DTN-LDT-IPN Otp Pax3 Gaba_3
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1071 DTN-LDT-IPN Otp Pax3 Gaba_3
[-]
4789 DTN-LDT-IPN Otp Pax3 Gaba_3
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1072 DTN-LDT-IPN Otp Pax3 Gaba_4
[-]
4790 DTN-LDT-IPN Otp Pax3 Gaba_4
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1072 DTN-LDT-IPN Otp Pax3 Gaba_4
[-]
4791 DTN-LDT-IPN Otp Pax3 Gaba_4
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1072 DTN-LDT-IPN Otp Pax3 Gaba_4
[-]
4792 DTN-LDT-IPN Otp Pax3 Gaba_4
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1072 DTN-LDT-IPN Otp Pax3 Gaba_4
[-]
4793 DTN-LDT-IPN Otp Pax3 Gaba_4
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1072 DTN-LDT-IPN Otp Pax3 Gaba_4
[-]
4794 DTN-LDT-IPN Otp Pax3 Gaba_4
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1073 DTN-LDT-IPN Otp Pax3 Gaba_5
[-]
4795 DTN-LDT-IPN Otp Pax3 Gaba_5
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1073 DTN-LDT-IPN Otp Pax3 Gaba_5
[-]
4796 DTN-LDT-IPN Otp Pax3 Gaba_5
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1073 DTN-LDT-IPN Otp Pax3 Gaba_5
[-]
4797 DTN-LDT-IPN Otp Pax3 Gaba_5
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1073 DTN-LDT-IPN Otp Pax3 Gaba_5
[-]
4798 DTN-LDT-IPN Otp Pax3 Gaba_5
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1073 DTN-LDT-IPN Otp Pax3 Gaba_5
[-]
4799 DTN-LDT-IPN Otp Pax3 Gaba_5
GABA
26 P GABA
[-]
278 NLL Gata3 Gly-Gaba
[-]
1074 NLL Gata3 Gly-Gaba_1
[-]
4800 NLL Gata3 Gly-Gaba_1
GABA-Glyc
26 P GABA
[-]
278 NLL Gata3 Gly-Gaba
[-]
1074 NLL Gata3 Gly-Gaba_1
[-]
4801 NLL Gata3 Gly-Gaba_1
GABA-Glyc
26 P GABA
[-]
278 NLL Gata3 Gly-Gaba
[-]
1074 NLL Gata3 Gly-Gaba_1
[-]
4802 NLL Gata3 Gly-Gaba_1
GABA-Glyc
26 P GABA
[-]
278 NLL Gata3 Gly-Gaba
[-]
1074 NLL Gata3 Gly-Gaba_1
[-]
4803 NLL Gata3 Gly-Gaba_1
GABA-Glyc
26 P GABA
[-]
278 NLL Gata3 Gly-Gaba
[-]
1074 NLL Gata3 Gly-Gaba_1
[-]
4804 NLL Gata3 Gly-Gaba_1
GABA-Glyc
26 P GABA
[-]
278 NLL Gata3 Gly-Gaba
[-]
1075 NLL Gata3 Gly-Gaba_2
[-]
4805 NLL Gata3 Gly-Gaba_2
GABA-Glyc
26 P GABA
[-]
278 NLL Gata3 Gly-Gaba
[-]
1076 NLL Gata3 Gly-Gaba_3
[-]
4806 NLL Gata3 Gly-Gaba_3
GABA-Glyc
26 P GABA
[-]
278 NLL Gata3 Gly-Gaba
[-]
1077 NLL Gata3 Gly-Gaba_4
[-]
4807 NLL Gata3 Gly-Gaba_4
GABA-Glyc
26 P GABA
[-]
279 PSV Pax2 Gly-Gaba
[-]
1078 PSV Pax2 Gly-Gaba_1
[-]
4808 PSV Pax2 Gly-Gaba_1
GABA-Glyc
26 P GABA
[-]
279 PSV Pax2 Gly-Gaba
[-]
1079 PSV Pax2 Gly-Gaba_2
[-]
4809 PSV Pax2 Gly-Gaba_2
GABA-Glyc
26 P GABA
[-]
280 NLL-po Pax7 Gaba
[-]
1080 NLL-po Pax7 Gaba_1
[-]
4810 NLL-po Pax7 Gaba_1
GABA
26 P GABA
[-]
281 POR Gata3 Gly-Gaba
[-]
1081 POR Gata3 Gly-Gaba_1
[-]
4811 POR Gata3 Gly-Gaba_1
GABA-Glyc
26 P GABA
[-]
282 POR Spp1 Gly-Gaba
[-]
1082 POR Spp1 Gly-Gaba_1
[-]
4812 POR Spp1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1083 PRP Otp Gly-Gaba_1
[-]
4813 PRP Otp Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1083 PRP Otp Gly-Gaba_1
[-]
4814 PRP Otp Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1083 PRP Otp Gly-Gaba_1
[-]
4815 PRP Otp Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1083 PRP Otp Gly-Gaba_1
[-]
4816 PRP Otp Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1083 PRP Otp Gly-Gaba_1
[-]
4817 PRP Otp Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1083 PRP Otp Gly-Gaba_1
[-]
4818 PRP Otp Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1083 PRP Otp Gly-Gaba_1
[-]
4819 PRP Otp Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1083 PRP Otp Gly-Gaba_1
[-]
4820 PRP Otp Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1083 PRP Otp Gly-Gaba_1
[-]
4821 PRP Otp Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1084 PRP Otp Gly-Gaba_2
[-]
4822 PRP Otp Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1084 PRP Otp Gly-Gaba_2
[-]
4823 PRP Otp Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1084 PRP Otp Gly-Gaba_2
[-]
4824 PRP Otp Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1085 PRP Otp Gly-Gaba_3
[-]
4825 PRP Otp Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1085 PRP Otp Gly-Gaba_3
[-]
4826 PRP Otp Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1085 PRP Otp Gly-Gaba_3
[-]
4827 PRP Otp Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1085 PRP Otp Gly-Gaba_3
[-]
4828 PRP Otp Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1085 PRP Otp Gly-Gaba_3
[-]
4829 PRP Otp Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1085 PRP Otp Gly-Gaba_3
[-]
4830 PRP Otp Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1085 PRP Otp Gly-Gaba_3
[-]
4831 PRP Otp Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1086 PRP Otp Gly-Gaba_4
[-]
4832 PRP Otp Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1086 PRP Otp Gly-Gaba_4
[-]
4833 PRP Otp Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1086 PRP Otp Gly-Gaba_4
[-]
4834 PRP Otp Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1086 PRP Otp Gly-Gaba_4
[-]
4835 PRP Otp Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1086 PRP Otp Gly-Gaba_4
[-]
4836 PRP Otp Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1086 PRP Otp Gly-Gaba_4
[-]
4837 PRP Otp Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1087 PRP Otp Gly-Gaba_5
[-]
4838 PRP Otp Gly-Gaba_5
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1087 PRP Otp Gly-Gaba_5
[-]
4839 PRP Otp Gly-Gaba_5
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1087 PRP Otp Gly-Gaba_5
[-]
4840 PRP Otp Gly-Gaba_5
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1087 PRP Otp Gly-Gaba_5
[-]
4841 PRP Otp Gly-Gaba_5
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1087 PRP Otp Gly-Gaba_5
[-]
4842 PRP Otp Gly-Gaba_5
GABA-Glyc
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1087 PRP Otp Gly-Gaba_5
[-]
4843 PRP Otp Gly-Gaba_5
GABA-Glyc
27 MY GABA
[-]
284 GRN-IRN-MDRNd Ikzf1 Gly-Gaba
[-]
1088 GRN-IRN-MDRNd Ikzf1 Gly-Gaba_1
[-]
4844 GRN-IRN-MDRNd Ikzf1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
284 GRN-IRN-MDRNd Ikzf1 Gly-Gaba
[-]
1088 GRN-IRN-MDRNd Ikzf1 Gly-Gaba_1
[-]
4845 GRN-IRN-MDRNd Ikzf1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
284 GRN-IRN-MDRNd Ikzf1 Gly-Gaba
[-]
1088 GRN-IRN-MDRNd Ikzf1 Gly-Gaba_1
[-]
4846 GRN-IRN-MDRNd Ikzf1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1089 MY Lhx1 Gly-Gaba_1
[-]
4847 MY Lhx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1089 MY Lhx1 Gly-Gaba_1
[-]
4848 MY Lhx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1089 MY Lhx1 Gly-Gaba_1
[-]
4849 MY Lhx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1089 MY Lhx1 Gly-Gaba_1
[-]
4850 MY Lhx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1089 MY Lhx1 Gly-Gaba_1
[-]
4851 MY Lhx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1089 MY Lhx1 Gly-Gaba_1
[-]
4852 MY Lhx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1089 MY Lhx1 Gly-Gaba_1
[-]
4853 MY Lhx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1089 MY Lhx1 Gly-Gaba_1
[-]
4854 MY Lhx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1089 MY Lhx1 Gly-Gaba_1
[-]
4855 MY Lhx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1089 MY Lhx1 Gly-Gaba_1
[-]
4856 MY Lhx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1089 MY Lhx1 Gly-Gaba_1
[-]
4857 MY Lhx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1089 MY Lhx1 Gly-Gaba_1
[-]
4858 MY Lhx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1089 MY Lhx1 Gly-Gaba_1
[-]
4859 MY Lhx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1089 MY Lhx1 Gly-Gaba_1
[-]
4860 MY Lhx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1089 MY Lhx1 Gly-Gaba_1
[-]
4861 MY Lhx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1089 MY Lhx1 Gly-Gaba_1
[-]
4862 MY Lhx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1089 MY Lhx1 Gly-Gaba_1
[-]
4863 MY Lhx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1089 MY Lhx1 Gly-Gaba_1
[-]
4864 MY Lhx1 Gly-Gaba_1
GABA
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1089 MY Lhx1 Gly-Gaba_1
[-]
4865 MY Lhx1 Gly-Gaba_1
GABA
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1089 MY Lhx1 Gly-Gaba_1
[-]
4866 MY Lhx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1089 MY Lhx1 Gly-Gaba_1
[-]
4867 MY Lhx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1089 MY Lhx1 Gly-Gaba_1
[-]
4869 MY Lhx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1089 MY Lhx1 Gly-Gaba_1
[-]
4870 MY Lhx1 Gly-Gaba_1
Chol
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1090 MY Lhx1 Gly-Gaba_2
[-]
4871 MY Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1090 MY Lhx1 Gly-Gaba_2
[-]
4872 MY Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1090 MY Lhx1 Gly-Gaba_2
[-]
4873 MY Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1090 MY Lhx1 Gly-Gaba_2
[-]
4874 MY Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1090 MY Lhx1 Gly-Gaba_2
[-]
4875 MY Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1090 MY Lhx1 Gly-Gaba_2
[-]
4876 MY Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1090 MY Lhx1 Gly-Gaba_2
[-]
4877 MY Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1090 MY Lhx1 Gly-Gaba_2
[-]
4878 MY Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1090 MY Lhx1 Gly-Gaba_2
[-]
4879 MY Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1090 MY Lhx1 Gly-Gaba_2
[-]
4880 MY Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1090 MY Lhx1 Gly-Gaba_2
[-]
4881 MY Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1090 MY Lhx1 Gly-Gaba_2
[-]
4882 MY Lhx1 Gly-Gaba_2
Glut-GABA
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1090 MY Lhx1 Gly-Gaba_2
[-]
4883 MY Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1090 MY Lhx1 Gly-Gaba_2
[-]
4884 MY Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1090 MY Lhx1 Gly-Gaba_2
[-]
4885 MY Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1090 MY Lhx1 Gly-Gaba_2
[-]
4886 MY Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1090 MY Lhx1 Gly-Gaba_2
[-]
4887 MY Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1090 MY Lhx1 Gly-Gaba_2
[-]
4888 MY Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1090 MY Lhx1 Gly-Gaba_2
[-]
4889 MY Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1091 MY Lhx1 Gly-Gaba_3
[-]
4890 MY Lhx1 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1091 MY Lhx1 Gly-Gaba_3
[-]
4891 MY Lhx1 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1091 MY Lhx1 Gly-Gaba_3
[-]
4892 MY Lhx1 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1091 MY Lhx1 Gly-Gaba_3
[-]
4893 MY Lhx1 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1091 MY Lhx1 Gly-Gaba_3
[-]
4894 MY Lhx1 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1091 MY Lhx1 Gly-Gaba_3
[-]
4895 MY Lhx1 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1091 MY Lhx1 Gly-Gaba_3
[-]
4896 MY Lhx1 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1091 MY Lhx1 Gly-Gaba_3
[-]
4897 MY Lhx1 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1091 MY Lhx1 Gly-Gaba_3
[-]
4898 MY Lhx1 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1091 MY Lhx1 Gly-Gaba_3
[-]
4899 MY Lhx1 Gly-Gaba_3
GABA
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1091 MY Lhx1 Gly-Gaba_3
[-]
4900 MY Lhx1 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1091 MY Lhx1 Gly-Gaba_3
[-]
4901 MY Lhx1 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1091 MY Lhx1 Gly-Gaba_3
[-]
4902 MY Lhx1 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1091 MY Lhx1 Gly-Gaba_3
[-]
4903 MY Lhx1 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1092 MY Lhx1 Gly-Gaba_4
[-]
4904 MY Lhx1 Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1092 MY Lhx1 Gly-Gaba_4
[-]
4905 MY Lhx1 Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1092 MY Lhx1 Gly-Gaba_4
[-]
4906 MY Lhx1 Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1092 MY Lhx1 Gly-Gaba_4
[-]
4907 MY Lhx1 Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1092 MY Lhx1 Gly-Gaba_4
[-]
4908 MY Lhx1 Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1092 MY Lhx1 Gly-Gaba_4
[-]
4909 MY Lhx1 Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1092 MY Lhx1 Gly-Gaba_4
[-]
4910 MY Lhx1 Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1092 MY Lhx1 Gly-Gaba_4
[-]
4911 MY Lhx1 Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1093 MY Lhx1 Gly-Gaba_5
[-]
4912 MY Lhx1 Gly-Gaba_5
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1093 MY Lhx1 Gly-Gaba_5
[-]
4913 MY Lhx1 Gly-Gaba_5
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1093 MY Lhx1 Gly-Gaba_5
[-]
4914 MY Lhx1 Gly-Gaba_5
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1093 MY Lhx1 Gly-Gaba_5
[-]
4915 MY Lhx1 Gly-Gaba_5
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1093 MY Lhx1 Gly-Gaba_5
[-]
4916 MY Lhx1 Gly-Gaba_5
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1093 MY Lhx1 Gly-Gaba_5
[-]
4917 MY Lhx1 Gly-Gaba_5
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1093 MY Lhx1 Gly-Gaba_5
[-]
4918 MY Lhx1 Gly-Gaba_5
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1093 MY Lhx1 Gly-Gaba_5
[-]
4919 MY Lhx1 Gly-Gaba_5
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1093 MY Lhx1 Gly-Gaba_5
[-]
4920 MY Lhx1 Gly-Gaba_5
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1094 MY Lhx1 Gly-Gaba_6
[-]
4921 MY Lhx1 Gly-Gaba_6
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1094 MY Lhx1 Gly-Gaba_6
[-]
4922 MY Lhx1 Gly-Gaba_6
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1095 MY Lhx1 Gly-Gaba_7
[-]
4923 MY Lhx1 Gly-Gaba_7
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1095 MY Lhx1 Gly-Gaba_7
[-]
4924 MY Lhx1 Gly-Gaba_7
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1096 MY Lhx1 Gly-Gaba_8
[-]
4925 MY Lhx1 Gly-Gaba_8
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1097 MY Lhx1 Gly-Gaba_9
[-]
4926 MY Lhx1 Gly-Gaba_9
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1097 MY Lhx1 Gly-Gaba_9
[-]
4927 MY Lhx1 Gly-Gaba_9
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1097 MY Lhx1 Gly-Gaba_9
[-]
4928 MY Lhx1 Gly-Gaba_9
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1097 MY Lhx1 Gly-Gaba_9
[-]
4929 MY Lhx1 Gly-Gaba_9
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1097 MY Lhx1 Gly-Gaba_9
[-]
4930 MY Lhx1 Gly-Gaba_9
GABA-Glyc
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1097 MY Lhx1 Gly-Gaba_9
[-]
4931 MY Lhx1 Gly-Gaba_9
GABA-Glyc
27 MY GABA
[-]
286 PPY-PGRNl Vip Glyc-Gaba
[-]
1098 PPY-PGRNl Vip Glyc-Gaba_1
[-]
4932 PPY-PGRNl Vip Glyc-Gaba_1
GABA-Glyc
27 MY GABA
[-]
286 PPY-PGRNl Vip Glyc-Gaba
[-]
1098 PPY-PGRNl Vip Glyc-Gaba_1
[-]
4933 PPY-PGRNl Vip Glyc-Gaba_1
GABA-Glyc
27 MY GABA
[-]
286 PPY-PGRNl Vip Glyc-Gaba
[-]
1098 PPY-PGRNl Vip Glyc-Gaba_1
[-]
4934 PPY-PGRNl Vip Glyc-Gaba_1
GABA-Glyc
27 MY GABA
[-]
287 MV-SPIV-PRP Dmbx1 Gly-Gaba
[-]
1099 MV-SPIV-PRP Dmbx1 Gly-Gaba_1
[-]
4935 MV-SPIV-PRP Dmbx1 Gly-Gaba_1
GABA
27 MY GABA
[-]
287 MV-SPIV-PRP Dmbx1 Gly-Gaba
[-]
1099 MV-SPIV-PRP Dmbx1 Gly-Gaba_1
[-]
4936 MV-SPIV-PRP Dmbx1 Gly-Gaba_1
GABA
27 MY GABA
[-]
287 MV-SPIV-PRP Dmbx1 Gly-Gaba
[-]
1099 MV-SPIV-PRP Dmbx1 Gly-Gaba_1
[-]
4937 MV-SPIV-PRP Dmbx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
287 MV-SPIV-PRP Dmbx1 Gly-Gaba
[-]
1099 MV-SPIV-PRP Dmbx1 Gly-Gaba_1
[-]
4938 MV-SPIV-PRP Dmbx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
287 MV-SPIV-PRP Dmbx1 Gly-Gaba
[-]
1099 MV-SPIV-PRP Dmbx1 Gly-Gaba_1
[-]
4939 MV-SPIV-PRP Dmbx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
287 MV-SPIV-PRP Dmbx1 Gly-Gaba
[-]
1099 MV-SPIV-PRP Dmbx1 Gly-Gaba_1
[-]
4940 MV-SPIV-PRP Dmbx1 Gly-Gaba_1
Glut-GABA
27 MY GABA
[-]
287 MV-SPIV-PRP Dmbx1 Gly-Gaba
[-]
1099 MV-SPIV-PRP Dmbx1 Gly-Gaba_1
[-]
4941 MV-SPIV-PRP Dmbx1 Gly-Gaba_1
Glut-GABA
27 MY GABA
[-]
287 MV-SPIV-PRP Dmbx1 Gly-Gaba
[-]
1099 MV-SPIV-PRP Dmbx1 Gly-Gaba_1
[-]
4942 MV-SPIV-PRP Dmbx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
287 MV-SPIV-PRP Dmbx1 Gly-Gaba
[-]
1099 MV-SPIV-PRP Dmbx1 Gly-Gaba_1
[-]
4943 MV-SPIV-PRP Dmbx1 Gly-Gaba_1
Glut-GABA
27 MY GABA
[-]
287 MV-SPIV-PRP Dmbx1 Gly-Gaba
[-]
1099 MV-SPIV-PRP Dmbx1 Gly-Gaba_1
[-]
4944 MV-SPIV-PRP Dmbx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
287 MV-SPIV-PRP Dmbx1 Gly-Gaba
[-]
1099 MV-SPIV-PRP Dmbx1 Gly-Gaba_1
[-]
4945 MV-SPIV-PRP Dmbx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
287 MV-SPIV-PRP Dmbx1 Gly-Gaba
[-]
1100 MV-SPIV-PRP Dmbx1 Gly-Gaba_2
[-]
4946 MV-SPIV-PRP Dmbx1 Gly-Gaba_2
GABA
27 MY GABA
[-]
287 MV-SPIV-PRP Dmbx1 Gly-Gaba
[-]
1100 MV-SPIV-PRP Dmbx1 Gly-Gaba_2
[-]
4947 MV-SPIV-PRP Dmbx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
287 MV-SPIV-PRP Dmbx1 Gly-Gaba
[-]
1101 MV-SPIV-PRP Dmbx1 Gly-Gaba_3
[-]
4948 MV-SPIV-PRP Dmbx1 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
287 MV-SPIV-PRP Dmbx1 Gly-Gaba
[-]
1101 MV-SPIV-PRP Dmbx1 Gly-Gaba_3
[-]
4949 MV-SPIV-PRP Dmbx1 Gly-Gaba_3
GABA
27 MY GABA
[-]
288 MDRN Hoxb5 Ebf2 Gly-Gaba
[-]
1102 MDRN Hoxb5 Ebf2 Gly-Gaba_1
[-]
4950 MDRN Hoxb5 Ebf2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
288 MDRN Hoxb5 Ebf2 Gly-Gaba
[-]
1102 MDRN Hoxb5 Ebf2 Gly-Gaba_1
[-]
4951 MDRN Hoxb5 Ebf2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
288 MDRN Hoxb5 Ebf2 Gly-Gaba
[-]
1102 MDRN Hoxb5 Ebf2 Gly-Gaba_1
[-]
4952 MDRN Hoxb5 Ebf2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
288 MDRN Hoxb5 Ebf2 Gly-Gaba
[-]
1102 MDRN Hoxb5 Ebf2 Gly-Gaba_1
[-]
4953 MDRN Hoxb5 Ebf2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
288 MDRN Hoxb5 Ebf2 Gly-Gaba
[-]
1102 MDRN Hoxb5 Ebf2 Gly-Gaba_1
[-]
4954 MDRN Hoxb5 Ebf2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
288 MDRN Hoxb5 Ebf2 Gly-Gaba
[-]
1102 MDRN Hoxb5 Ebf2 Gly-Gaba_1
[-]
4955 MDRN Hoxb5 Ebf2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
289 MDRNd Prox1 Pax6 Gly-Gaba
[-]
1103 MDRNd Prox1 Pax6 Gly-Gaba_1
[-]
4956 MDRNd Prox1 Pax6 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
289 MDRNd Prox1 Pax6 Gly-Gaba
[-]
1103 MDRNd Prox1 Pax6 Gly-Gaba_1
[-]
4957 MDRNd Prox1 Pax6 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
289 MDRNd Prox1 Pax6 Gly-Gaba
[-]
1103 MDRNd Prox1 Pax6 Gly-Gaba_1
[-]
4958 MDRNd Prox1 Pax6 Gly-Gaba_1
GABA
27 MY GABA
[-]
290 MY Prox1 Lmo7 Gly-Gaba
[-]
1104 MY Prox1 Lmo7 Gly-Gaba_1
[-]
4959 MY Prox1 Lmo7 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
290 MY Prox1 Lmo7 Gly-Gaba
[-]
1104 MY Prox1 Lmo7 Gly-Gaba_1
[-]
4960 MY Prox1 Lmo7 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
290 MY Prox1 Lmo7 Gly-Gaba
[-]
1104 MY Prox1 Lmo7 Gly-Gaba_1
[-]
4961 MY Prox1 Lmo7 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
290 MY Prox1 Lmo7 Gly-Gaba
[-]
1104 MY Prox1 Lmo7 Gly-Gaba_1
[-]
4962 MY Prox1 Lmo7 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
290 MY Prox1 Lmo7 Gly-Gaba
[-]
1104 MY Prox1 Lmo7 Gly-Gaba_1
[-]
4963 MY Prox1 Lmo7 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
290 MY Prox1 Lmo7 Gly-Gaba
[-]
1104 MY Prox1 Lmo7 Gly-Gaba_1
[-]
4964 MY Prox1 Lmo7 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
291 NTS-MDRNd Prox1 Zic1 Gly-Gaba
[-]
1105 NTS-MDRNd Prox1 Zic1 Gly-Gaba_1
[-]
4965 NTS-MDRNd Prox1 Zic1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
291 NTS-MDRNd Prox1 Zic1 Gly-Gaba
[-]
1105 NTS-MDRNd Prox1 Zic1 Gly-Gaba_1
[-]
4966 NTS-MDRNd Prox1 Zic1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
291 NTS-MDRNd Prox1 Zic1 Gly-Gaba
[-]
1105 NTS-MDRNd Prox1 Zic1 Gly-Gaba_1
[-]
4967 NTS-MDRNd Prox1 Zic1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
291 NTS-MDRNd Prox1 Zic1 Gly-Gaba
[-]
1105 NTS-MDRNd Prox1 Zic1 Gly-Gaba_1
[-]
4968 NTS-MDRNd Prox1 Zic1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
291 NTS-MDRNd Prox1 Zic1 Gly-Gaba
[-]
1106 NTS-MDRNd Prox1 Zic1 Gly-Gaba_2
[-]
4969 NTS-MDRNd Prox1 Zic1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
291 NTS-MDRNd Prox1 Zic1 Gly-Gaba
[-]
1106 NTS-MDRNd Prox1 Zic1 Gly-Gaba_2
[-]
4970 NTS-MDRNd Prox1 Zic1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
292 MV Nkx6-1 Gly-Gaba
[-]
1107 MV Nkx6-1 Gly-Gaba_1
[-]
4971 MV Nkx6-1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
292 MV Nkx6-1 Gly-Gaba
[-]
1107 MV Nkx6-1 Gly-Gaba_1
[-]
4972 MV Nkx6-1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
292 MV Nkx6-1 Gly-Gaba
[-]
1107 MV Nkx6-1 Gly-Gaba_1
[-]
4973 MV Nkx6-1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
292 MV Nkx6-1 Gly-Gaba
[-]
1107 MV Nkx6-1 Gly-Gaba_1
[-]
4974 MV Nkx6-1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
292 MV Nkx6-1 Gly-Gaba
[-]
1107 MV Nkx6-1 Gly-Gaba_1
[-]
4975 MV Nkx6-1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
292 MV Nkx6-1 Gly-Gaba
[-]
1107 MV Nkx6-1 Gly-Gaba_1
[-]
4976 MV Nkx6-1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
292 MV Nkx6-1 Gly-Gaba
[-]
1108 MV Nkx6-1 Gly-Gaba_2
[-]
4977 MV Nkx6-1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
292 MV Nkx6-1 Gly-Gaba
[-]
1108 MV Nkx6-1 Gly-Gaba_2
[-]
4978 MV Nkx6-1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
293 PAS-MV Ebf2 Gly-Gaba
[-]
1109 PAS-MV Ebf2 Gly-Gaba_1
[-]
4979 PAS-MV Ebf2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
293 PAS-MV Ebf2 Gly-Gaba
[-]
1109 PAS-MV Ebf2 Gly-Gaba_1
[-]
4980 PAS-MV Ebf2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
293 PAS-MV Ebf2 Gly-Gaba
[-]
1109 PAS-MV Ebf2 Gly-Gaba_1
[-]
4981 PAS-MV Ebf2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
293 PAS-MV Ebf2 Gly-Gaba
[-]
1109 PAS-MV Ebf2 Gly-Gaba_1
[-]
4982 PAS-MV Ebf2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
293 PAS-MV Ebf2 Gly-Gaba
[-]
1110 PAS-MV Ebf2 Gly-Gaba_2
[-]
4983 PAS-MV Ebf2 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
293 PAS-MV Ebf2 Gly-Gaba
[-]
1110 PAS-MV Ebf2 Gly-Gaba_2
[-]
4984 PAS-MV Ebf2 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
293 PAS-MV Ebf2 Gly-Gaba
[-]
1110 PAS-MV Ebf2 Gly-Gaba_2
[-]
4985 PAS-MV Ebf2 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
293 PAS-MV Ebf2 Gly-Gaba
[-]
1110 PAS-MV Ebf2 Gly-Gaba_2
[-]
4986 PAS-MV Ebf2 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
293 PAS-MV Ebf2 Gly-Gaba
[-]
1110 PAS-MV Ebf2 Gly-Gaba_2
[-]
4987 PAS-MV Ebf2 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
293 PAS-MV Ebf2 Gly-Gaba
[-]
1111 PAS-MV Ebf2 Gly-Gaba_3
[-]
4988 PAS-MV Ebf2 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
293 PAS-MV Ebf2 Gly-Gaba
[-]
1111 PAS-MV Ebf2 Gly-Gaba_3
[-]
4989 PAS-MV Ebf2 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
293 PAS-MV Ebf2 Gly-Gaba
[-]
1111 PAS-MV Ebf2 Gly-Gaba_3
[-]
4990 PAS-MV Ebf2 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
293 PAS-MV Ebf2 Gly-Gaba
[-]
1111 PAS-MV Ebf2 Gly-Gaba_3
[-]
4991 PAS-MV Ebf2 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
293 PAS-MV Ebf2 Gly-Gaba
[-]
1111 PAS-MV Ebf2 Gly-Gaba_3
[-]
4992 PAS-MV Ebf2 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
293 PAS-MV Ebf2 Gly-Gaba
[-]
1112 PAS-MV Ebf2 Gly-Gaba_4
[-]
4993 PAS-MV Ebf2 Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
294 MV Pax6 Gly-Gaba
[-]
1113 MV Pax6 Gly-Gaba_1
[-]
4994 MV Pax6 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
294 MV Pax6 Gly-Gaba
[-]
1113 MV Pax6 Gly-Gaba_1
[-]
4995 MV Pax6 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
294 MV Pax6 Gly-Gaba
[-]
1113 MV Pax6 Gly-Gaba_1
[-]
4996 MV Pax6 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
294 MV Pax6 Gly-Gaba
[-]
1113 MV Pax6 Gly-Gaba_1
[-]
4997 MV Pax6 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
294 MV Pax6 Gly-Gaba
[-]
1114 MV Pax6 Gly-Gaba_2
[-]
4998 MV Pax6 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
294 MV Pax6 Gly-Gaba
[-]
1114 MV Pax6 Gly-Gaba_2
[-]
4999 MV Pax6 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
295 CBN Dmbx1 Gaba
[-]
1115 CBN Dmbx1 Gaba_1
[-]
5000 CBN Dmbx1 Gaba_1
GABA
27 MY GABA
[-]
295 CBN Dmbx1 Gaba
[-]
1115 CBN Dmbx1 Gaba_1
[-]
5001 CBN Dmbx1 Gaba_1
GABA
27 MY GABA
[-]
296 RPA Pax6 Hoxb5 Gly-Gaba
[-]
1116 RPA Pax6 Hoxb5 Gly-Gaba_1
[-]
5002 RPA Pax6 Hoxb5 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
296 RPA Pax6 Hoxb5 Gly-Gaba
[-]
1116 RPA Pax6 Hoxb5 Gly-Gaba_1
[-]
5003 RPA Pax6 Hoxb5 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
296 RPA Pax6 Hoxb5 Gly-Gaba
[-]
1116 RPA Pax6 Hoxb5 Gly-Gaba_1
[-]
5004 RPA Pax6 Hoxb5 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
296 RPA Pax6 Hoxb5 Gly-Gaba
[-]
1116 RPA Pax6 Hoxb5 Gly-Gaba_1
[-]
5005 RPA Pax6 Hoxb5 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
296 RPA Pax6 Hoxb5 Gly-Gaba
[-]
1116 RPA Pax6 Hoxb5 Gly-Gaba_1
[-]
5006 RPA Pax6 Hoxb5 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
296 RPA Pax6 Hoxb5 Gly-Gaba
[-]
1116 RPA Pax6 Hoxb5 Gly-Gaba_1
[-]
5007 RPA Pax6 Hoxb5 Gly-Gaba_1
GABA
27 MY GABA
[-]
296 RPA Pax6 Hoxb5 Gly-Gaba
[-]
1116 RPA Pax6 Hoxb5 Gly-Gaba_1
[-]
5008 RPA Pax6 Hoxb5 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
297 CU-ECU Pax2 Gly-Gaba
[-]
1117 CU-ECU Pax2 Gly-Gaba_1
[-]
5009 CU-ECU Pax2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
298 PRP Gata3 Slc6a5 Gly-Gaba
[-]
1118 PRP Gata3 Slc6a5 Gly-Gaba_1
[-]
5010 PRP Gata3 Slc6a5 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
298 PRP Gata3 Slc6a5 Gly-Gaba
[-]
1118 PRP Gata3 Slc6a5 Gly-Gaba_1
[-]
5011 PRP Gata3 Slc6a5 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
298 PRP Gata3 Slc6a5 Gly-Gaba
[-]
1118 PRP Gata3 Slc6a5 Gly-Gaba_1
[-]
5012 PRP Gata3 Slc6a5 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
298 PRP Gata3 Slc6a5 Gly-Gaba
[-]
1118 PRP Gata3 Slc6a5 Gly-Gaba_1
[-]
5013 PRP Gata3 Slc6a5 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
298 PRP Gata3 Slc6a5 Gly-Gaba
[-]
1118 PRP Gata3 Slc6a5 Gly-Gaba_1
[-]
5014 PRP Gata3 Slc6a5 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
298 PRP Gata3 Slc6a5 Gly-Gaba
[-]
1118 PRP Gata3 Slc6a5 Gly-Gaba_1
[-]
5015 PRP Gata3 Slc6a5 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
299 MARN-PPY Ngfr Gly-Gaba
[-]
1119 MARN-PPY Ngfr Gly-Gaba_1
[-]
5016 MARN-PPY Ngfr Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
299 MARN-PPY Ngfr Gly-Gaba
[-]
1119 MARN-PPY Ngfr Gly-Gaba_1
[-]
5017 MARN-PPY Ngfr Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1120 PARN-MDRNd-NTS Gbx2 Gly-Gaba_1
[-]
5018 PARN-MDRNd-NTS Gbx2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1120 PARN-MDRNd-NTS Gbx2 Gly-Gaba_1
[-]
5019 PARN-MDRNd-NTS Gbx2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1120 PARN-MDRNd-NTS Gbx2 Gly-Gaba_1
[-]
5020 PARN-MDRNd-NTS Gbx2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1120 PARN-MDRNd-NTS Gbx2 Gly-Gaba_1
[-]
5021 PARN-MDRNd-NTS Gbx2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1120 PARN-MDRNd-NTS Gbx2 Gly-Gaba_1
[-]
5022 PARN-MDRNd-NTS Gbx2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1120 PARN-MDRNd-NTS Gbx2 Gly-Gaba_1
[-]
5023 PARN-MDRNd-NTS Gbx2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1120 PARN-MDRNd-NTS Gbx2 Gly-Gaba_1
[-]
5024 PARN-MDRNd-NTS Gbx2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1120 PARN-MDRNd-NTS Gbx2 Gly-Gaba_1
[-]
5025 PARN-MDRNd-NTS Gbx2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1120 PARN-MDRNd-NTS Gbx2 Gly-Gaba_1
[-]
5026 PARN-MDRNd-NTS Gbx2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1121 PARN-MDRNd-NTS Gbx2 Gly-Gaba_2
[-]
5027 PARN-MDRNd-NTS Gbx2 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1121 PARN-MDRNd-NTS Gbx2 Gly-Gaba_2
[-]
5028 PARN-MDRNd-NTS Gbx2 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1121 PARN-MDRNd-NTS Gbx2 Gly-Gaba_2
[-]
5029 PARN-MDRNd-NTS Gbx2 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1121 PARN-MDRNd-NTS Gbx2 Gly-Gaba_2
[-]
5030 PARN-MDRNd-NTS Gbx2 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1121 PARN-MDRNd-NTS Gbx2 Gly-Gaba_2
[-]
5031 PARN-MDRNd-NTS Gbx2 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1121 PARN-MDRNd-NTS Gbx2 Gly-Gaba_2
[-]
5032 PARN-MDRNd-NTS Gbx2 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1121 PARN-MDRNd-NTS Gbx2 Gly-Gaba_2
[-]
5033 PARN-MDRNd-NTS Gbx2 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1121 PARN-MDRNd-NTS Gbx2 Gly-Gaba_2
[-]
5034 PARN-MDRNd-NTS Gbx2 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1121 PARN-MDRNd-NTS Gbx2 Gly-Gaba_2
[-]
5035 PARN-MDRNd-NTS Gbx2 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1121 PARN-MDRNd-NTS Gbx2 Gly-Gaba_2
[-]
5036 PARN-MDRNd-NTS Gbx2 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1121 PARN-MDRNd-NTS Gbx2 Gly-Gaba_2
[-]
5037 PARN-MDRNd-NTS Gbx2 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1122 PARN-MDRNd-NTS Gbx2 Gly-Gaba_3
[-]
5038 PARN-MDRNd-NTS Gbx2 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1122 PARN-MDRNd-NTS Gbx2 Gly-Gaba_3
[-]
5039 PARN-MDRNd-NTS Gbx2 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1122 PARN-MDRNd-NTS Gbx2 Gly-Gaba_3
[-]
5040 PARN-MDRNd-NTS Gbx2 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1122 PARN-MDRNd-NTS Gbx2 Gly-Gaba_3
[-]
5041 PARN-MDRNd-NTS Gbx2 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1122 PARN-MDRNd-NTS Gbx2 Gly-Gaba_3
[-]
5042 PARN-MDRNd-NTS Gbx2 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1122 PARN-MDRNd-NTS Gbx2 Gly-Gaba_3
[-]
5043 PARN-MDRNd-NTS Gbx2 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1122 PARN-MDRNd-NTS Gbx2 Gly-Gaba_3
[-]
5044 PARN-MDRNd-NTS Gbx2 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1122 PARN-MDRNd-NTS Gbx2 Gly-Gaba_3
[-]
5045 PARN-MDRNd-NTS Gbx2 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1123 PARN-MDRNd-NTS Gbx2 Gly-Gaba_4
[-]
5046 PARN-MDRNd-NTS Gbx2 Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1123 PARN-MDRNd-NTS Gbx2 Gly-Gaba_4
[-]
5047 PARN-MDRNd-NTS Gbx2 Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1123 PARN-MDRNd-NTS Gbx2 Gly-Gaba_4
[-]
5048 PARN-MDRNd-NTS Gbx2 Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1123 PARN-MDRNd-NTS Gbx2 Gly-Gaba_4
[-]
5049 PARN-MDRNd-NTS Gbx2 Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1123 PARN-MDRNd-NTS Gbx2 Gly-Gaba_4
[-]
5050 PARN-MDRNd-NTS Gbx2 Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1123 PARN-MDRNd-NTS Gbx2 Gly-Gaba_4
[-]
5051 PARN-MDRNd-NTS Gbx2 Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1124 PARN-MDRNd-NTS Gbx2 Gly-Gaba_5
[-]
5052 PARN-MDRNd-NTS Gbx2 Gly-Gaba_5
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1124 PARN-MDRNd-NTS Gbx2 Gly-Gaba_5
[-]
5053 PARN-MDRNd-NTS Gbx2 Gly-Gaba_5
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1124 PARN-MDRNd-NTS Gbx2 Gly-Gaba_5
[-]
5054 PARN-MDRNd-NTS Gbx2 Gly-Gaba_5
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1124 PARN-MDRNd-NTS Gbx2 Gly-Gaba_5
[-]
5055 PARN-MDRNd-NTS Gbx2 Gly-Gaba_5
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1124 PARN-MDRNd-NTS Gbx2 Gly-Gaba_5
[-]
5056 PARN-MDRNd-NTS Gbx2 Gly-Gaba_5
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1125 PARN-MDRNd-NTS Gbx2 Gly-Gaba_6
[-]
5057 PARN-MDRNd-NTS Gbx2 Gly-Gaba_6
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1125 PARN-MDRNd-NTS Gbx2 Gly-Gaba_6
[-]
5058 PARN-MDRNd-NTS Gbx2 Gly-Gaba_6
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1125 PARN-MDRNd-NTS Gbx2 Gly-Gaba_6
[-]
5059 PARN-MDRNd-NTS Gbx2 Gly-Gaba_6
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1125 PARN-MDRNd-NTS Gbx2 Gly-Gaba_6
[-]
5060 PARN-MDRNd-NTS Gbx2 Gly-Gaba_6
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1125 PARN-MDRNd-NTS Gbx2 Gly-Gaba_6
[-]
5061 PARN-MDRNd-NTS Gbx2 Gly-Gaba_6
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1126 PARN-MDRNd-NTS Gbx2 Gly-Gaba_7
[-]
5062 PARN-MDRNd-NTS Gbx2 Gly-Gaba_7
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1126 PARN-MDRNd-NTS Gbx2 Gly-Gaba_7
[-]
5063 PARN-MDRNd-NTS Gbx2 Gly-Gaba_7
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1126 PARN-MDRNd-NTS Gbx2 Gly-Gaba_7
[-]
5064 PARN-MDRNd-NTS Gbx2 Gly-Gaba_7
GABA-Glyc
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1126 PARN-MDRNd-NTS Gbx2 Gly-Gaba_7
[-]
5065 PARN-MDRNd-NTS Gbx2 Gly-Gaba_7
GABA-Glyc
27 MY GABA
[-]
301 MV Nr4a2 Gly-Gaba
[-]
1127 MV Nr4a2 Gly-Gaba_1
[-]
5066 MV Nr4a2 Gly-Gaba_1
Dopa
27 MY GABA
[-]
302 MV Xdh Gly-Gaba
[-]
1128 MV Xdh Gly-Gaba_1
[-]
5067 MV Xdh Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
303 IRN Dmbx1 Pax2 Gly-Gaba
[-]
1129 IRN Dmbx1 Pax2 Gly-Gaba_1
[-]
5068 IRN Dmbx1 Pax2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
303 IRN Dmbx1 Pax2 Gly-Gaba
[-]
1129 IRN Dmbx1 Pax2 Gly-Gaba_1
[-]
5069 IRN Dmbx1 Pax2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
303 IRN Dmbx1 Pax2 Gly-Gaba
[-]
1129 IRN Dmbx1 Pax2 Gly-Gaba_1
[-]
5070 IRN Dmbx1 Pax2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
303 IRN Dmbx1 Pax2 Gly-Gaba
[-]
1129 IRN Dmbx1 Pax2 Gly-Gaba_1
[-]
5071 IRN Dmbx1 Pax2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1130 NTS-PARN Neurod2 Gly-Gaba_1
[-]
5072 NTS-PARN Neurod2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1130 NTS-PARN Neurod2 Gly-Gaba_1
[-]
5073 NTS-PARN Neurod2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1130 NTS-PARN Neurod2 Gly-Gaba_1
[-]
5074 NTS-PARN Neurod2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1130 NTS-PARN Neurod2 Gly-Gaba_1
[-]
5075 NTS-PARN Neurod2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1130 NTS-PARN Neurod2 Gly-Gaba_1
[-]
5076 NTS-PARN Neurod2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1130 NTS-PARN Neurod2 Gly-Gaba_1
[-]
5077 NTS-PARN Neurod2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1130 NTS-PARN Neurod2 Gly-Gaba_1
[-]
5078 NTS-PARN Neurod2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1130 NTS-PARN Neurod2 Gly-Gaba_1
[-]
5079 NTS-PARN Neurod2 Gly-Gaba_1
GABA
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1130 NTS-PARN Neurod2 Gly-Gaba_1
[-]
5080 NTS-PARN Neurod2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1130 NTS-PARN Neurod2 Gly-Gaba_1
[-]
5081 NTS-PARN Neurod2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1130 NTS-PARN Neurod2 Gly-Gaba_1
[-]
5082 NTS-PARN Neurod2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1130 NTS-PARN Neurod2 Gly-Gaba_1
[-]
5083 NTS-PARN Neurod2 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1131 NTS-PARN Neurod2 Gly-Gaba_2
[-]
5084 NTS-PARN Neurod2 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1131 NTS-PARN Neurod2 Gly-Gaba_2
[-]
5085 NTS-PARN Neurod2 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1131 NTS-PARN Neurod2 Gly-Gaba_2
[-]
5086 NTS-PARN Neurod2 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1131 NTS-PARN Neurod2 Gly-Gaba_2
[-]
5087 NTS-PARN Neurod2 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1131 NTS-PARN Neurod2 Gly-Gaba_2
[-]
5088 NTS-PARN Neurod2 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1131 NTS-PARN Neurod2 Gly-Gaba_2
[-]
5089 NTS-PARN Neurod2 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1131 NTS-PARN Neurod2 Gly-Gaba_2
[-]
5090 NTS-PARN Neurod2 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1131 NTS-PARN Neurod2 Gly-Gaba_2
[-]
5091 NTS-PARN Neurod2 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1132 NTS-PARN Neurod2 Gly-Gaba_3
[-]
5092 NTS-PARN Neurod2 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1132 NTS-PARN Neurod2 Gly-Gaba_3
[-]
5093 NTS-PARN Neurod2 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1132 NTS-PARN Neurod2 Gly-Gaba_3
[-]
5094 NTS-PARN Neurod2 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1132 NTS-PARN Neurod2 Gly-Gaba_3
[-]
5095 NTS-PARN Neurod2 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1132 NTS-PARN Neurod2 Gly-Gaba_3
[-]
5096 NTS-PARN Neurod2 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1132 NTS-PARN Neurod2 Gly-Gaba_3
[-]
5097 NTS-PARN Neurod2 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1132 NTS-PARN Neurod2 Gly-Gaba_3
[-]
5098 NTS-PARN Neurod2 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1132 NTS-PARN Neurod2 Gly-Gaba_3
[-]
5099 NTS-PARN Neurod2 Gly-Gaba_3
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1133 NTS-PARN Neurod2 Gly-Gaba_4
[-]
5100 NTS-PARN Neurod2 Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1133 NTS-PARN Neurod2 Gly-Gaba_4
[-]
5101 NTS-PARN Neurod2 Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1133 NTS-PARN Neurod2 Gly-Gaba_4
[-]
5102 NTS-PARN Neurod2 Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1133 NTS-PARN Neurod2 Gly-Gaba_4
[-]
5103 NTS-PARN Neurod2 Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1133 NTS-PARN Neurod2 Gly-Gaba_4
[-]
5104 NTS-PARN Neurod2 Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1133 NTS-PARN Neurod2 Gly-Gaba_4
[-]
5105 NTS-PARN Neurod2 Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1133 NTS-PARN Neurod2 Gly-Gaba_4
[-]
5106 NTS-PARN Neurod2 Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1133 NTS-PARN Neurod2 Gly-Gaba_4
[-]
5107 NTS-PARN Neurod2 Gly-Gaba_4
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1134 NTS-PARN Neurod2 Gly-Gaba_5
[-]
5108 NTS-PARN Neurod2 Gly-Gaba_5
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1134 NTS-PARN Neurod2 Gly-Gaba_5
[-]
5109 NTS-PARN Neurod2 Gly-Gaba_5
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1134 NTS-PARN Neurod2 Gly-Gaba_5
[-]
5110 NTS-PARN Neurod2 Gly-Gaba_5
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1134 NTS-PARN Neurod2 Gly-Gaba_5
[-]
5111 NTS-PARN Neurod2 Gly-Gaba_5
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1134 NTS-PARN Neurod2 Gly-Gaba_5
[-]
5112 NTS-PARN Neurod2 Gly-Gaba_5
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1134 NTS-PARN Neurod2 Gly-Gaba_5
[-]
5113 NTS-PARN Neurod2 Gly-Gaba_5
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1135 NTS-PARN Neurod2 Gly-Gaba_6
[-]
5114 NTS-PARN Neurod2 Gly-Gaba_6
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1135 NTS-PARN Neurod2 Gly-Gaba_6
[-]
5115 NTS-PARN Neurod2 Gly-Gaba_6
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1135 NTS-PARN Neurod2 Gly-Gaba_6
[-]
5116 NTS-PARN Neurod2 Gly-Gaba_6
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1135 NTS-PARN Neurod2 Gly-Gaba_6
[-]
5117 NTS-PARN Neurod2 Gly-Gaba_6
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1135 NTS-PARN Neurod2 Gly-Gaba_6
[-]
5118 NTS-PARN Neurod2 Gly-Gaba_6
GABA-Glyc
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1135 NTS-PARN Neurod2 Gly-Gaba_6
[-]
5119 NTS-PARN Neurod2 Gly-Gaba_6
GABA-Glyc
27 MY GABA
[-]
305 SPVI-SPVC Sall3 Nfib Gly-Gaba
[-]
1136 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
[-]
5120 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
305 SPVI-SPVC Sall3 Nfib Gly-Gaba
[-]
1136 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
[-]
5121 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
305 SPVI-SPVC Sall3 Nfib Gly-Gaba
[-]
1136 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
[-]
5122 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
305 SPVI-SPVC Sall3 Nfib Gly-Gaba
[-]
1136 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
[-]
5123 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
305 SPVI-SPVC Sall3 Nfib Gly-Gaba
[-]
1136 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
[-]
5124 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
305 SPVI-SPVC Sall3 Nfib Gly-Gaba
[-]
1136 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
[-]
5125 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
305 SPVI-SPVC Sall3 Nfib Gly-Gaba
[-]
1136 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
[-]
5126 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
305 SPVI-SPVC Sall3 Nfib Gly-Gaba
[-]
1136 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
[-]
5127 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
305 SPVI-SPVC Sall3 Nfib Gly-Gaba
[-]
1136 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
[-]
5128 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
305 SPVI-SPVC Sall3 Nfib Gly-Gaba
[-]
1136 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
[-]
5129 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
305 SPVI-SPVC Sall3 Nfib Gly-Gaba
[-]
1136 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
[-]
5130 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
305 SPVI-SPVC Sall3 Nfib Gly-Gaba
[-]
1136 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
[-]
5131 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
305 SPVI-SPVC Sall3 Nfib Gly-Gaba
[-]
1136 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
[-]
5132 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
305 SPVI-SPVC Sall3 Nfib Gly-Gaba
[-]
1136 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
[-]
5133 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
305 SPVI-SPVC Sall3 Nfib Gly-Gaba
[-]
1136 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
[-]
5134 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
305 SPVI-SPVC Sall3 Nfib Gly-Gaba
[-]
1136 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
[-]
5135 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
305 SPVI-SPVC Sall3 Nfib Gly-Gaba
[-]
1136 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
[-]
5136 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
305 SPVI-SPVC Sall3 Nfib Gly-Gaba
[-]
1137 SPVI-SPVC Sall3 Nfib Gly-Gaba_2
[-]
5137 SPVI-SPVC Sall3 Nfib Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
305 SPVI-SPVC Sall3 Nfib Gly-Gaba
[-]
1137 SPVI-SPVC Sall3 Nfib Gly-Gaba_2
[-]
5138 SPVI-SPVC Sall3 Nfib Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
305 SPVI-SPVC Sall3 Nfib Gly-Gaba
[-]
1137 SPVI-SPVC Sall3 Nfib Gly-Gaba_2
[-]
5139 SPVI-SPVC Sall3 Nfib Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
305 SPVI-SPVC Sall3 Nfib Gly-Gaba
[-]
1137 SPVI-SPVC Sall3 Nfib Gly-Gaba_2
[-]
5140 SPVI-SPVC Sall3 Nfib Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
305 SPVI-SPVC Sall3 Nfib Gly-Gaba
[-]
1137 SPVI-SPVC Sall3 Nfib Gly-Gaba_2
[-]
5141 SPVI-SPVC Sall3 Nfib Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
305 SPVI-SPVC Sall3 Nfib Gly-Gaba
[-]
1137 SPVI-SPVC Sall3 Nfib Gly-Gaba_2
[-]
5142 SPVI-SPVC Sall3 Nfib Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
305 SPVI-SPVC Sall3 Nfib Gly-Gaba
[-]
1137 SPVI-SPVC Sall3 Nfib Gly-Gaba_2
[-]
5143 SPVI-SPVC Sall3 Nfib Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
306 SPVI-SPVC Sall3 Lhx1 Gly-Gaba
[-]
1138 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_1
[-]
5144 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
306 SPVI-SPVC Sall3 Lhx1 Gly-Gaba
[-]
1138 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_1
[-]
5145 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
306 SPVI-SPVC Sall3 Lhx1 Gly-Gaba
[-]
1138 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_1
[-]
5146 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_1
GABA
27 MY GABA
[-]
306 SPVI-SPVC Sall3 Lhx1 Gly-Gaba
[-]
1138 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_1
[-]
5147 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_1
GABA
27 MY GABA
[-]
306 SPVI-SPVC Sall3 Lhx1 Gly-Gaba
[-]
1138 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_1
[-]
5148 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
306 SPVI-SPVC Sall3 Lhx1 Gly-Gaba
[-]
1138 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_1
[-]
5149 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
306 SPVI-SPVC Sall3 Lhx1 Gly-Gaba
[-]
1138 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_1
[-]
5150 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
306 SPVI-SPVC Sall3 Lhx1 Gly-Gaba
[-]
1138 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_1
[-]
5151 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_1
GABA-Glyc
27 MY GABA
[-]
306 SPVI-SPVC Sall3 Lhx1 Gly-Gaba
[-]
1139 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_2
[-]
5152 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
306 SPVI-SPVC Sall3 Lhx1 Gly-Gaba
[-]
1139 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_2
[-]
5153 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
306 SPVI-SPVC Sall3 Lhx1 Gly-Gaba
[-]
1139 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_2
[-]
5154 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
306 SPVI-SPVC Sall3 Lhx1 Gly-Gaba
[-]
1139 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_2
[-]
5155 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
306 SPVI-SPVC Sall3 Lhx1 Gly-Gaba
[-]
1139 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_2
[-]
5156 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
306 SPVI-SPVC Sall3 Lhx1 Gly-Gaba
[-]
1139 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_2
[-]
5157 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
306 SPVI-SPVC Sall3 Lhx1 Gly-Gaba
[-]
1139 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_2
[-]
5158 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_2
GABA
27 MY GABA
[-]
306 SPVI-SPVC Sall3 Lhx1 Gly-Gaba
[-]
1139 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_2
[-]
5159 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
306 SPVI-SPVC Sall3 Lhx1 Gly-Gaba
[-]
1139 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_2
[-]
5160 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
306 SPVI-SPVC Sall3 Lhx1 Gly-Gaba
[-]
1139 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_2
[-]
5161 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
306 SPVI-SPVC Sall3 Lhx1 Gly-Gaba
[-]
1139 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_2
[-]
5162 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
306 SPVI-SPVC Sall3 Lhx1 Gly-Gaba
[-]
1139 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_2
[-]
5163 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_2
GABA-Glyc
27 MY GABA
[-]
307 RO-RPA Pkd2l1 Gaba
[-]
1140 RO-RPA Pkd2l1 Gaba_1
[-]
5164 RO-RPA Pkd2l1 Gaba_1
GABA
27 MY GABA
[-]
307 RO-RPA Pkd2l1 Gaba
[-]
1140 RO-RPA Pkd2l1 Gaba_1
[-]
5165 RO-RPA Pkd2l1 Gaba_1
GABA
27 MY GABA
[-]
307 RO-RPA Pkd2l1 Gaba
[-]
1140 RO-RPA Pkd2l1 Gaba_1
[-]
5166 RO-RPA Pkd2l1 Gaba_1
GABA
28 CB GABA
[-]
308 DCO Il22 Gly-Gaba
[-]
1141 DCO Il22 Gly-Gaba_1
[-]
5167 DCO Il22 Gly-Gaba_1
GABA-Glyc
28 CB GABA
[-]
308 DCO Il22 Gly-Gaba
[-]
1141 DCO Il22 Gly-Gaba_1
[-]
5168 DCO Il22 Gly-Gaba_1
GABA-Glyc
28 CB GABA
[-]
308 DCO Il22 Gly-Gaba
[-]
1141 DCO Il22 Gly-Gaba_1
[-]
5169 DCO Il22 Gly-Gaba_1
GABA-Glyc
28 CB GABA
[-]
308 DCO Il22 Gly-Gaba
[-]
1141 DCO Il22 Gly-Gaba_1
[-]
5170 DCO Il22 Gly-Gaba_1
GABA-Glyc
28 CB GABA
[-]
308 DCO Il22 Gly-Gaba
[-]
1141 DCO Il22 Gly-Gaba_1
[-]
5171 DCO Il22 Gly-Gaba_1
GABA-Glyc
28 CB GABA
[-]
308 DCO Il22 Gly-Gaba
[-]
1142 DCO Il22 Gly-Gaba_2
[-]
5172 DCO Il22 Gly-Gaba_2
GABA-Glyc
28 CB GABA
[-]
308 DCO Il22 Gly-Gaba
[-]
1143 DCO Il22 Gly-Gaba_3
[-]
5173 DCO Il22 Gly-Gaba_3
GABA-Glyc
28 CB GABA
[-]
308 DCO Il22 Gly-Gaba
[-]
1143 DCO Il22 Gly-Gaba_3
[-]
5174 DCO Il22 Gly-Gaba_3
GABA-Glyc
28 CB GABA
[-]
308 DCO Il22 Gly-Gaba
[-]
1143 DCO Il22 Gly-Gaba_3
[-]
5175 DCO Il22 Gly-Gaba_3
GABA-Glyc
28 CB GABA
[-]
308 DCO Il22 Gly-Gaba
[-]
1143 DCO Il22 Gly-Gaba_3
[-]
5176 DCO Il22 Gly-Gaba_3
GABA-Glyc
28 CB GABA
[-]
309 CB PLI Gly-Gaba
[-]
1144 CB PLI Gly-Gaba_1
[-]
5177 CB PLI Gly-Gaba_1
GABA-Glyc
28 CB GABA
[-]
309 CB PLI Gly-Gaba
[-]
1144 CB PLI Gly-Gaba_1
[-]
5178 CB PLI Gly-Gaba_1
GABA
28 CB GABA
[-]
309 CB PLI Gly-Gaba
[-]
1144 CB PLI Gly-Gaba_1
[-]
5179 CB PLI Gly-Gaba_1
GABA-Glyc
28 CB GABA
[-]
309 CB PLI Gly-Gaba
[-]
1145 CB PLI Gly-Gaba_2
[-]
5180 CB PLI Gly-Gaba_2
GABA-Glyc
28 CB GABA
[-]
309 CB PLI Gly-Gaba
[-]
1145 CB PLI Gly-Gaba_2
[-]
5181 CB PLI Gly-Gaba_2
GABA-Glyc
28 CB GABA
[-]
309 CB PLI Gly-Gaba
[-]
1145 CB PLI Gly-Gaba_2
[-]
5182 CB PLI Gly-Gaba_2
GABA-Glyc
28 CB GABA
[-]
309 CB PLI Gly-Gaba
[-]
1146 CB PLI Gly-Gaba_3
[-]
5183 CB PLI Gly-Gaba_3
GABA-Glyc
28 CB GABA
[-]
309 CB PLI Gly-Gaba
[-]
1146 CB PLI Gly-Gaba_3
[-]
5184 CB PLI Gly-Gaba_3
GABA
28 CB GABA
[-]
309 CB PLI Gly-Gaba
[-]
1147 CB PLI Gly-Gaba_4
[-]
5185 CB PLI Gly-Gaba_4
GABA
28 CB GABA
[-]
310 CBX Golgi Gly-Gaba
[-]
1148 CBX Golgi Gly-Gaba_1
[-]
5186 CBX Golgi Gly-Gaba_1
GABA-Glyc
28 CB GABA
[-]
310 CBX Golgi Gly-Gaba
[-]
1148 CBX Golgi Gly-Gaba_1
[-]
5187 CBX Golgi Gly-Gaba_1
GABA-Glyc
28 CB GABA
[-]
311 CBX MLI Megf11 Gaba
[-]
1149 CBX MLI Megf11 Gaba_1
[-]
5188 CBX MLI Megf11 Gaba_1
GABA
28 CB GABA
[-]
311 CBX MLI Megf11 Gaba
[-]
1149 CBX MLI Megf11 Gaba_1
[-]
5189 CBX MLI Megf11 Gaba_1
GABA
28 CB GABA
[-]
311 CBX MLI Megf11 Gaba
[-]
1150 CBX MLI Megf11 Gaba_2
[-]
5190 CBX MLI Megf11 Gaba_2
GABA
28 CB GABA
[-]
311 CBX MLI Megf11 Gaba
[-]
1150 CBX MLI Megf11 Gaba_2
[-]
5191 CBX MLI Megf11 Gaba_2
GABA
28 CB GABA
[-]
312 CBX MLI Cdh22 Gaba
[-]
1151 CBX MLI Cdh22 Gaba_1
[-]
5192 CBX MLI Cdh22 Gaba_1
GABA
28 CB GABA
[-]
313 CBX Purkinje Gaba
[-]
1152 CBX Purkinje Gaba_1
[-]
5193 CBX Purkinje Gaba_1
GABA
28 CB GABA
[-]
313 CBX Purkinje Gaba
[-]
1152 CBX Purkinje Gaba_1
[-]
5194 CBX Purkinje Gaba_1
GABA
28 CB GABA
[-]
313 CBX Purkinje Gaba
[-]
1153 CBX Purkinje Gaba_2
[-]
5195 CBX Purkinje Gaba_2
GABA
28 CB GABA
[-]
313 CBX Purkinje Gaba
[-]
1153 CBX Purkinje Gaba_2
[-]
5196 CBX Purkinje Gaba_2
GABA
29 CB Glut
[-]
314 CB Granule Glut
[-]
1154 CB Granule Glut_1
[-]
5197 CB Granule Glut_1
Glut
29 CB Glut
[-]
314 CB Granule Glut
[-]
1154 CB Granule Glut_1
[-]
5198 CB Granule Glut_1
Glut
29 CB Glut
[-]
314 CB Granule Glut
[-]
1154 CB Granule Glut_1
[-]
5199 CB Granule Glut_1
Glut
29 CB Glut
[-]
314 CB Granule Glut
[-]
1155 CB Granule Glut_2
[-]
5200 CB Granule Glut_2
Glut
29 CB Glut
[-]
314 CB Granule Glut
[-]
1155 CB Granule Glut_2
[-]
5201 CB Granule Glut_2
Glut
29 CB Glut
[-]
315 DCO UBC Glut
[-]
1156 DCO UBC Glut_1
[-]
5202 DCO UBC Glut_1
Glut
29 CB Glut
[-]
315 DCO UBC Glut
[-]
1156 DCO UBC Glut_1
[-]
5203 DCO UBC Glut_1
Glut
29 CB Glut
[-]
315 DCO UBC Glut
[-]
1156 DCO UBC Glut_1
[-]
5204 DCO UBC Glut_1
Glut
29 CB Glut
[-]
315 DCO UBC Glut
[-]
1156 DCO UBC Glut_1
[-]
5205 DCO UBC Glut_1
Glut
30 Astro-Epen
[-]
316 Bergmann NN
[-]
1157 Bergmann NN_1
[-]
5206 Bergmann NN_1
Other
30 Astro-Epen
[-]
317 Astro-CB NN
[-]
1158 Astro-CB NN_1
[-]
5207 Astro-CB NN_1
Other
30 Astro-Epen
[-]
318 Astro-NT NN
[-]
1159 Astro-NT NN_1
[-]
5208 Astro-NT NN_1
Other
30 Astro-Epen
[-]
318 Astro-NT NN
[-]
1159 Astro-NT NN_1
[-]
5209 Astro-NT NN_1
Other
30 Astro-Epen
[-]
318 Astro-NT NN
[-]
1159 Astro-NT NN_1
[-]
5210 Astro-NT NN_1
Other
30 Astro-Epen
[-]
318 Astro-NT NN
[-]
1159 Astro-NT NN_1
[-]
5211 Astro-NT NN_1
Other
30 Astro-Epen
[-]
318 Astro-NT NN
[-]
1159 Astro-NT NN_1
[-]
5212 Astro-NT NN_1
Other
30 Astro-Epen
[-]
318 Astro-NT NN
[-]
1159 Astro-NT NN_1
[-]
5213 Astro-NT NN_1
Other
30 Astro-Epen
[-]
318 Astro-NT NN
[-]
1160 Astro-NT NN_2
[-]
5214 Astro-NT NN_2
Other
30 Astro-Epen
[-]
318 Astro-NT NN
[-]
1160 Astro-NT NN_2
[-]
5215 Astro-NT NN_2
Other
30 Astro-Epen
[-]
318 Astro-NT NN
[-]
1160 Astro-NT NN_2
[-]
5216 Astro-NT NN_2
Other
30 Astro-Epen
[-]
318 Astro-NT NN
[-]
1160 Astro-NT NN_2
[-]
5217 Astro-NT NN_2
Other
30 Astro-Epen
[-]
319 Astro-TE NN
[-]
1161 Astro-TE NN_1
[-]
5218 Astro-TE NN_1
Other
30 Astro-Epen
[-]
319 Astro-TE NN
[-]
1161 Astro-TE NN_1
[-]
5219 Astro-TE NN_1
Other
30 Astro-Epen
[-]
319 Astro-TE NN
[-]
1161 Astro-TE NN_1
[-]
5220 Astro-TE NN_1
Other
30 Astro-Epen
[-]
319 Astro-TE NN
[-]
1161 Astro-TE NN_1
[-]
5221 Astro-TE NN_1
Glut
30 Astro-Epen
[-]
319 Astro-TE NN
[-]
1162 Astro-TE NN_2
[-]
5222 Astro-TE NN_2
Other
30 Astro-Epen
[-]
319 Astro-TE NN
[-]
1162 Astro-TE NN_2
[-]
5223 Astro-TE NN_2
Other
30 Astro-Epen
[-]
319 Astro-TE NN
[-]
1163 Astro-TE NN_3
[-]
5224 Astro-TE NN_3
Other
30 Astro-Epen
[-]
319 Astro-TE NN
[-]
1163 Astro-TE NN_3
[-]
5225 Astro-TE NN_3
Other
30 Astro-Epen
[-]
319 Astro-TE NN
[-]
1163 Astro-TE NN_3
[-]
5226 Astro-TE NN_3
Other
30 Astro-Epen
[-]
319 Astro-TE NN
[-]
1163 Astro-TE NN_3
[-]
5227 Astro-TE NN_3
Other
30 Astro-Epen
[-]
319 Astro-TE NN
[-]
1164 Astro-TE NN_4
[-]
5228 Astro-TE NN_4
Other
30 Astro-Epen
[-]
319 Astro-TE NN
[-]
1165 Astro-TE NN_5
[-]
5229 Astro-TE NN_5
Other
30 Astro-Epen
[-]
319 Astro-TE NN
[-]
1165 Astro-TE NN_5
[-]
5230 Astro-TE NN_5
Other
30 Astro-Epen
[-]
320 Astro-OLF NN
[-]
1166 Astro-OLF NN_1
[-]
5231 Astro-OLF NN_1
Other
30 Astro-Epen
[-]
320 Astro-OLF NN
[-]
1166 Astro-OLF NN_1
[-]
5232 Astro-OLF NN_1
Other
30 Astro-Epen
[-]
320 Astro-OLF NN
[-]
1167 Astro-OLF NN_2
[-]
5233 Astro-OLF NN_2
Other
30 Astro-Epen
[-]
320 Astro-OLF NN
[-]
1167 Astro-OLF NN_2
[-]
5234 Astro-OLF NN_2
Other
30 Astro-Epen
[-]
320 Astro-OLF NN
[-]
1168 Astro-OLF NN_3
[-]
5235 Astro-OLF NN_3
Other
30 Astro-Epen
[-]
320 Astro-OLF NN
[-]
1168 Astro-OLF NN_3
[-]
5236 Astro-OLF NN_3
Other
30 Astro-Epen
[-]
321 Astroependymal NN
[-]
1169 Astroependymal NN_1
[-]
5237 Astroependymal NN_1
Other
30 Astro-Epen
[-]
321 Astroependymal NN
[-]
1169 Astroependymal NN_1
[-]
5238 Astroependymal NN_1
Other
30 Astro-Epen
[-]
321 Astroependymal NN
[-]
1169 Astroependymal NN_1
[-]
5239 Astroependymal NN_1
Other
30 Astro-Epen
[-]
321 Astroependymal NN
[-]
1170 Astroependymal NN_2
[-]
5240 Astroependymal NN_2
Other
30 Astro-Epen
[-]
321 Astroependymal NN
[-]
1171 Astroependymal NN_3
[-]
5241 Astroependymal NN_3
Other
30 Astro-Epen
[-]
321 Astroependymal NN
[-]
1171 Astroependymal NN_3
[-]
5242 Astroependymal NN_3
Other
30 Astro-Epen
[-]
322 Tanycyte NN
[-]
1172 Tanycyte NN_1
[-]
5243 Tanycyte NN_1
Other
30 Astro-Epen
[-]
322 Tanycyte NN
[-]
1172 Tanycyte NN_1
[-]
5244 Tanycyte NN_1
Other
30 Astro-Epen
[-]
322 Tanycyte NN
[-]
1173 Tanycyte NN_2
[-]
5245 Tanycyte NN_2
Glut
30 Astro-Epen
[-]
322 Tanycyte NN
[-]
1173 Tanycyte NN_2
[-]
5246 Tanycyte NN_2
Other
30 Astro-Epen
[-]
322 Tanycyte NN
[-]
1173 Tanycyte NN_2
[-]
5247 Tanycyte NN_2
Other
30 Astro-Epen
[-]
322 Tanycyte NN
[-]
1173 Tanycyte NN_2
[-]
5248 Tanycyte NN_2
Other
30 Astro-Epen
[-]
322 Tanycyte NN
[-]
1173 Tanycyte NN_2
[-]
5249 Tanycyte NN_2
Other
30 Astro-Epen
[-]
322 Tanycyte NN
[-]
1174 Tanycyte NN_3
[-]
5250 Tanycyte NN_3
Other
30 Astro-Epen
[-]
323 Ependymal NN
[-]
1175 Ependymal NN_1
[-]
5251 Ependymal NN_1
Other
30 Astro-Epen
[-]
323 Ependymal NN
[-]
1175 Ependymal NN_1
[-]
5252 Ependymal NN_1
Other
30 Astro-Epen
[-]
323 Ependymal NN
[-]
1175 Ependymal NN_1
[-]
5253 Ependymal NN_1
Other
30 Astro-Epen
[-]
323 Ependymal NN
[-]
1175 Ependymal NN_1
[-]
5254 Ependymal NN_1
Other
30 Astro-Epen
[-]
323 Ependymal NN
[-]
1175 Ependymal NN_1
[-]
5255 Ependymal NN_1
Other
30 Astro-Epen
[-]
323 Ependymal NN
[-]
1175 Ependymal NN_1
[-]
5256 Ependymal NN_1
Other
30 Astro-Epen
[-]
323 Ependymal NN
[-]
1175 Ependymal NN_1
[-]
5257 Ependymal NN_1
Other
30 Astro-Epen
[-]
323 Ependymal NN
[-]
1175 Ependymal NN_1
[-]
5258 Ependymal NN_1
Other
30 Astro-Epen
[-]
323 Ependymal NN
[-]
1175 Ependymal NN_1
[-]
5259 Ependymal NN_1
Other
30 Astro-Epen
[-]
323 Ependymal NN
[-]
1176 Ependymal NN_2
[-]
5260 Ependymal NN_2
Other
30 Astro-Epen
[-]
323 Ependymal NN
[-]
1176 Ependymal NN_2
[-]
5261 Ependymal NN_2
Other
30 Astro-Epen
[-]
323 Ependymal NN
[-]
1176 Ependymal NN_2
[-]
5262 Ependymal NN_2
Other
30 Astro-Epen
[-]
324 Hypendymal NN
[-]
1177 Hypendymal NN_1
[-]
5263 Hypendymal NN_1
Other
30 Astro-Epen
[-]
325 CHOR NN
[-]
1178 CHOR NN_1
[-]
5264 CHOR NN_1
Other
30 Astro-Epen
[-]
325 CHOR NN
[-]
1178 CHOR NN_1
[-]
5265 CHOR NN_1
Glut
31 OPC-Oligo
[-]
326 OPC NN
[-]
1179 OPC NN_1
[-]
5266 OPC NN_1
Other
31 OPC-Oligo
[-]
326 OPC NN
[-]
1179 OPC NN_1
[-]
5267 OPC NN_1
Other
31 OPC-Oligo
[-]
326 OPC NN
[-]
1179 OPC NN_1
[-]
5268 OPC NN_1
Other
31 OPC-Oligo
[-]
326 OPC NN
[-]
1179 OPC NN_1
[-]
5269 OPC NN_1
Other
31 OPC-Oligo
[-]
326 OPC NN
[-]
1179 OPC NN_1
[-]
5270 OPC NN_1
Other
31 OPC-Oligo
[-]
326 OPC NN
[-]
1180 OPC NN_2
[-]
5271 OPC NN_2
Other
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1181 COP NN_1
[-]
5272 COP NN_1
Other
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1181 COP NN_1
[-]
5273 COP NN_1
Other
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1181 COP NN_1
[-]
5274 COP NN_1
Other
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1181 COP NN_1
[-]
5275 COP NN_1
Other
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1181 COP NN_1
[-]
5276 COP NN_1
Other
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1181 COP NN_1
[-]
5277 COP NN_1
Other
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1182 NFOL NN_2
[-]
5278 NFOL NN_2
Other
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1182 NFOL NN_2
[-]
5279 NFOL NN_2
Other
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1182 NFOL NN_2
[-]
5280 NFOL NN_2
Other
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1182 NFOL NN_2
[-]
5281 NFOL NN_2
Other
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1183 MFOL NN_3
[-]
5282 MFOL NN_3
Other
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1183 MFOL NN_3
[-]
5283 MFOL NN_3
Other
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1184 MOL NN_4
[-]
5284 MOL NN_4
Other
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1184 MOL NN_4
[-]
5285 MOL NN_4
Other
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1184 MOL NN_4
[-]
5286 MOL NN_4
Other
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1184 MOL NN_4
[-]
5287 MOL NN_4
Other
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1184 MOL NN_4
[-]
5288 MOL NN_4
Other
32 OEC
[-]
328 OEC NN
[-]
1185 OEC NN_1
[-]
5289 OEC NN_1
Other
32 OEC
[-]
328 OEC NN
[-]
1185 OEC NN_1
[-]
5290 OEC NN_1
Other
32 OEC
[-]
328 OEC NN
[-]
1185 OEC NN_1
[-]
5291 OEC NN_1
Other
32 OEC
[-]
328 OEC NN
[-]
1185 OEC NN_1
[-]
5292 OEC NN_1
Glut
33 Vascular
[-]
329 ABC NN
[-]
1186 ABC NN_1
[-]
5293 ABC NN_1
Other
33 Vascular
[-]
329 ABC NN
[-]
1186 ABC NN_1
[-]
5294 ABC NN_1
Other
33 Vascular
[-]
329 ABC NN
[-]
1186 ABC NN_1
[-]
5295 ABC NN_1
Other
33 Vascular
[-]
330 VLMC NN
[-]
1187 VLMC NN_1
[-]
5296 VLMC NN_1
Other
33 Vascular
[-]
330 VLMC NN
[-]
1187 VLMC NN_1
[-]
5297 VLMC NN_1
Other
33 Vascular
[-]
330 VLMC NN
[-]
1187 VLMC NN_1
[-]
5298 VLMC NN_1
Other
33 Vascular
[-]
330 VLMC NN
[-]
1187 VLMC NN_1
[-]
5299 VLMC NN_1
Other
33 Vascular
[-]
330 VLMC NN
[-]
1188 VLMC NN_2
[-]
5300 VLMC NN_2
Other
33 Vascular
[-]
330 VLMC NN
[-]
1188 VLMC NN_2
[-]
5301 VLMC NN_2
Other
33 Vascular
[-]
330 VLMC NN
[-]
1189 VLMC NN_3
[-]
5302 VLMC NN_3
Other
33 Vascular
[-]
330 VLMC NN
[-]
1190 VLMC NN_4
[-]
5303 VLMC NN_4
Other
33 Vascular
[-]
331 Peri NN
[-]
1191 Peri NN_1
[-]
5304 Peri NN_1
Other
33 Vascular
[-]
331 Peri NN
[-]
1191 Peri NN_1
[-]
5305 Peri NN_1
Other
33 Vascular
[-]
332 SMC NN
[-]
1192 SMC NN_1
[-]
5306 SMC NN_1
Other
33 Vascular
[-]
332 SMC NN
[-]
1192 SMC NN_1
[-]
5307 SMC NN_1
Other
33 Vascular
[-]
332 SMC NN
[-]
1192 SMC NN_1
[-]
5308 SMC NN_1
Other
33 Vascular
[-]
333 Endo NN
[-]
1193 Endo NN_1
[-]
5309 Endo NN_1
Other
33 Vascular
[-]
333 Endo NN
[-]
1193 Endo NN_1
[-]
5310 Endo NN_1
Other
33 Vascular
[-]
333 Endo NN
[-]
1193 Endo NN_1
[-]
5311 Endo NN_1
Other
34 Immune
[-]
334 Microglia NN
[-]
1194 Microglia NN_1
[-]
5312 Microglia NN_1
Other
34 Immune
[-]
335 BAM NN
[-]
1195 BAM NN_1
[-]
5313 BAM NN_1
Other
34 Immune
[-]
335 BAM NN
[-]
1195 BAM NN_1
[-]
5314 BAM NN_1
Other
34 Immune
[-]
336 Monocytes NN
[-]
1196 Monocytes NN_1
[-]
5315 Monocytes NN_1
Other
34 Immune
[-]
337 DC NN
[-]
1197 DC NN_1
[-]
5316 DC NN_1
Other
34 Immune
[-]
337 DC NN
[-]
1197 DC NN_1
[-]
5317 DC NN_1
Other
34 Immune
[-]
337 DC NN
[-]
1197 DC NN_1
[-]
5318 DC NN_1
Other
34 Immune
[-]
338 Lymphoid NN
[-]
1198 B cells NN_1
[-]
5319 B cells NN_1
Other
34 Immune
[-]
338 Lymphoid NN
[-]
1199 ILC NN_2
[-]
5320 ILC NN_2
Other
34 Immune
[-]
338 Lymphoid NN
[-]
1200 NK cells NN_3
[-]
5321 NK cells NN_3
Other
34 Immune
[-]
338 Lymphoid NN
[-]
1201 T cells NN_4
[-]
5322 T cells NN_4
Other
+ + . + \ No newline at end of file diff --git a/_static/WMB-taxonomy/20231215/neurotransmitter.html b/_static/WMB-taxonomy/20231215/neurotransmitter.html new file mode 100644 index 0000000..26b0029 --- /dev/null +++ b/_static/WMB-taxonomy/20231215/neurotransmitter.html @@ -0,0 +1,47 @@ + + + WMB-taxonmy: neurotransmitter types + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
neurotransmitter
Glut
Other
GABA
Dopa
Glut-GABA
Chol
Hist
GABA-Glyc
Sero
Nora
+ + . + \ No newline at end of file diff --git a/_static/WMB-taxonomy/20231215/subclass.html b/_static/WMB-taxonomy/20231215/subclass.html new file mode 100644 index 0000000..2c0ebf5 --- /dev/null +++ b/_static/WMB-taxonomy/20231215/subclass.html @@ -0,0 +1,1370 @@ + + + WMB-taxonmy: cell type subclasses + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
classsubclass
01 IT-ET Glut
[-]
001 CLA-EPd-CTX Car3 Glut
[+]
01 IT-ET Glut
[-]
002 IT EP-CLA Glut
[+]
01 IT-ET Glut
[-]
003 L5/6 IT TPE-ENT Glut
[+]
01 IT-ET Glut
[-]
004 L6 IT CTX Glut
[+]
01 IT-ET Glut
[-]
005 L5 IT CTX Glut
[+]
01 IT-ET Glut
[-]
006 L4/5 IT CTX Glut
[+]
01 IT-ET Glut
[-]
007 L2/3 IT CTX Glut
[+]
01 IT-ET Glut
[-]
008 L2/3 IT ENT Glut
[+]
01 IT-ET Glut
[-]
009 L2/3 IT PIR-ENTl Glut
[+]
01 IT-ET Glut
[-]
010 IT AON-TT-DP Glut
[+]
01 IT-ET Glut
[-]
011 L2 IT ENT-po Glut
[+]
01 IT-ET Glut
[-]
012 MEA Slc17a7 Glut
[+]
01 IT-ET Glut
[-]
013 COAp Grxcr2 Glut
[+]
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[+]
01 IT-ET Glut
[-]
015 ENTmv-PA-COAp Glut
[+]
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[+]
01 IT-ET Glut
[-]
017 CA3 Glut
[+]
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[+]
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[+]
01 IT-ET Glut
[-]
020 L2/3 IT RSP Glut
[+]
01 IT-ET Glut
[-]
021 L4 RSP-ACA Glut
[+]
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[+]
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[+]
01 IT-ET Glut
[-]
024 L5 PPP Glut
[+]
01 IT-ET Glut
[-]
025 CA2-FC-IG Glut
[+]
01 IT-ET Glut
[-]
026 NLOT Rho Glut
[+]
02 NP-CT-L6b Glut
[-]
027 L6b EPd Glut
[+]
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[+]
02 NP-CT-L6b Glut
[-]
029 L6b CTX Glut
[+]
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[+]
02 NP-CT-L6b Glut
[-]
031 CT SUB Glut
[+]
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[+]
02 NP-CT-L6b Glut
[-]
033 NP SUB Glut
[+]
02 NP-CT-L6b Glut
[-]
034 NP PPP Glut
[+]
03 OB-CR Glut
[-]
035 OB Eomes Ms4a15 Glut
[+]
03 OB-CR Glut
[-]
036 HPF CR Glut
[+]
04 DG-IMN Glut
[-]
037 DG Glut
[+]
04 DG-IMN Glut
[-]
038 DG-PIR Ex IMN
[+]
05 OB-IMN GABA
[-]
039 OB Meis2 Thsd7b Gaba
[+]
05 OB-IMN GABA
[-]
040 OB Trdn Gaba
[+]
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[+]
05 OB-IMN GABA
[-]
042 OB-out Frmd7 Gaba
[+]
05 OB-IMN GABA
[-]
043 OB-mi Frmd7 Gaba
[+]
05 OB-IMN GABA
[-]
044 OB Dopa-Gaba
[+]
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[+]
06 CTX-CGE GABA
[-]
046 Vip Gaba
[+]
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[+]
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[+]
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[+]
07 CTX-MGE GABA
[-]
050 Lamp5 Lhx6 Gaba
[+]
07 CTX-MGE GABA
[-]
051 Pvalb chandelier Gaba
[+]
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[+]
08 CNU-MGE GABA
[-]
054 STR Prox1 Lhx6 Gaba
[+]
08 CNU-MGE GABA
[-]
055 STR Lhx8 Gaba
[+]
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[+]
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[+]
08 CNU-MGE GABA
[-]
058 PAL-STR Gaba-Chol
[+]
09 CNU-LGE GABA
[-]
059 GPe-SI Sox6 Cyp26b1 Gaba
[+]
09 CNU-LGE GABA
[-]
060 OT D3 Folh1 Gaba
[+]
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[+]
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[+]
09 CNU-LGE GABA
[-]
063 STR D1 Sema5a Gaba
[+]
09 CNU-LGE GABA
[-]
064 STR-PAL Chst9 Gaba
[+]
09 CNU-LGE GABA
[-]
065 IA Mgp Gaba
[+]
10 LSX GABA
[-]
067 LSX Sall3 Pax6 Gaba
[+]
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[+]
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[+]
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[+]
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[+]
10 LSX GABA
[-]
072 LSX Sall3 Lmo1 Gaba
[+]
11 CNU-HYa GABA
[-]
066 NDB-SI-ant Prdm12 Gaba
[+]
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[+]
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[+]
11 CNU-HYa GABA
[-]
075 MEA-BST Lhx6 Nr2e1 Gaba
[+]
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[+]
11 CNU-HYa GABA
[-]
077 CEA-BST Gal Avp Gaba
[+]
11 CNU-HYa GABA
[-]
078 SI-MA-ACB Ebf1 Bnc2 Gaba
[+]
11 CNU-HYa GABA
[-]
079 CEA-BST Six3 Cyp26b1 Gaba
[+]
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[+]
11 CNU-HYa GABA
[-]
081 ACB-BST-FS D1 Gaba
[+]
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[+]
11 CNU-HYa GABA
[-]
083 CEA-BST Rai14 Pdyn Crh Gaba
[+]
11 CNU-HYa GABA
[-]
084 BST-SI-AAA Six3 Slc22a3 Gaba
[+]
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[+]
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[+]
11 CNU-HYa GABA
[-]
087 MPN-MPO-LPO Lhx6 Zfhx3 Gaba
[+]
11 CNU-HYa GABA
[-]
088 BST Tac2 Gaba
[+]
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[+]
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[+]
12 HY GABA
[-]
091 ARH-PVi Six6 Dopa-Gaba
[+]
12 HY GABA
[-]
092 TMv-PMv Tbx3 Hist-Gaba
[+]
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[+]
12 HY GABA
[-]
094 SCH Six6 Cdc14a Gaba
[+]
12 HY GABA
[-]
095 DMH Prdm13 Gaba
[+]
12 HY GABA
[-]
096 PVHd Gsc Gaba
[+]
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[+]
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[+]
12 HY GABA
[-]
099 SBPV-PVa Six6 Satb2 Gaba
[+]
12 HY GABA
[-]
100 AHN Onecut3 Gaba
[+]
12 HY GABA
[-]
101 ZI Pax6 Gaba
[+]
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[+]
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[+]
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[+]
12 HY GABA
[-]
105 TMd-DMH Foxd2 Gaba
[+]
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[+]
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[+]
12 HY GABA
[-]
108 ARH-PVp Tbx3 Gaba
[+]
12 HY GABA
[-]
109 LGv-ZI Otx2 Gaba
[+]
13 CNU-HYa Glut
[-]
110 BST-po Iigp1 Glut
[+]
13 CNU-HYa Glut
[-]
111 TRS-BAC Sln Glut
[+]
13 CNU-HYa Glut
[-]
112 GPi Tbr1 Cngb3 Gaba-Glut
[+]
13 CNU-HYa Glut
[-]
113 MEA-COA-BMA Ccdc42 Glut
[+]
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[+]
13 CNU-HYa Glut
[-]
115 MS-SF Bsx Glut
[+]
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[+]
13 CNU-HYa Glut
[-]
117 LHA Barhl2 Glut
[+]
13 CNU-HYa Glut
[-]
118 ADP-MPO Trp73 Glut
[+]
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[+]
13 CNU-HYa Glut
[-]
120 MEA Otp Foxp2 Glut
[+]
13 CNU-HYa Glut
[-]
121 MEA-BST Otp Zic2 Glut
[+]
13 CNU-HYa Glut
[-]
122 LHA-MEA Otp Glut
[+]
14 HY Glut
[-]
123 DMH Nkx2-4 Glut
[+]
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[+]
14 HY Glut
[-]
125 DMH Hmx2 Glut
[+]
14 HY Glut
[-]
126 ARH-PVp Tbx3 Glut
[+]
14 HY Glut
[-]
127 DMH-LHA Vgll2 Glut
[+]
14 HY Glut
[-]
128 VMH Fezf1 Glut
[+]
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[+]
14 HY Glut
[-]
130 LHA Pmch Glut
[+]
14 HY Glut
[-]
131 LHA-AHN-PVH Otp Trh Glut
[+]
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[+]
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[+]
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[+]
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[+]
14 HY Glut
[-]
136 PMv-TMv Pitx2 Glut
[+]
14 HY Glut
[-]
137 PH-an Pitx2 Glut
[+]
14 HY Glut
[-]
138 PH Pitx2 Glut
[+]
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[+]
14 HY Glut
[-]
140 PMd-LHA Foxb1 Glut
[+]
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[+]
15 HY Gnrh1 Glut
[-]
142 HY Gnrh1 Glut
[+]
16 HY MM Glut
[-]
143 MM-ant Foxb1 Glut
[+]
16 HY MM Glut
[-]
144 MM Foxb1 Glut
[+]
17 MH-LH Glut
[-]
145 MH Tac2 Glut
[+]
17 MH-LH Glut
[-]
146 LH Pou4f1 Sox1 Glut
[+]
18 TH Glut
[-]
147 AD Serpinb7 Glut
[+]
18 TH Glut
[-]
148 AV Col27a1 Glut
[+]
18 TH Glut
[-]
149 PVT-PT Ntrk1 Glut
[+]
18 TH Glut
[-]
150 CM-IAD-CL-PCN Sema5b Glut
[+]
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[+]
18 TH Glut
[-]
152 RE-Xi Nox4 Glut
[+]
18 TH Glut
[-]
153 MG-POL-SGN Nts Glut
[+]
18 TH Glut
[-]
154 PF Fzd5 Glut
[+]
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[+]
19 MB Glut
[-]
156 MB-ant-ve Dmrta2 Glut
[+]
19 MB Glut
[-]
157 RN Spp1 Glut
[+]
19 MB Glut
[-]
158 MRN-PAG Nkx6-1 Glut
[+]
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[+]
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[+]
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[+]
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[+]
19 MB Glut
[-]
163 APN C1ql2 Glut
[+]
19 MB Glut
[-]
164 APN C1ql4 Glut
[+]
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[+]
19 MB Glut
[-]
166 MRN Pou3f1 C1ql4 Glut
[+]
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[+]
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[+]
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[+]
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[+]
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[+]
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[+]
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[+]
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[+]
19 MB Glut
[-]
175 SC Bnc2 Glut
[+]
19 MB Glut
[-]
176 SCig Foxb1 Glut
[+]
19 MB Glut
[-]
177 SCig-an-PPT Foxb1 Glut
[+]
19 MB Glut
[-]
178 SCig Foxb1 Otx2 Glut
[+]
19 MB Glut
[-]
179 SCdg-PAG Tfap2b Glut
[+]
19 MB Glut
[-]
180 SCiw Pitx2 Glut
[+]
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[+]
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[+]
19 MB Glut
[-]
183 PBG Mtnr1a Glut-Chol
[+]
19 MB Glut
[-]
184 PAG Tcf24 Glut
[+]
19 MB Glut
[-]
185 SCig Tfap2b Chrnb3 Glut
[+]
19 MB Glut
[-]
186 SCop Pou4f2 Neurod2 Glut
[+]
19 MB Glut
[-]
187 SCsg Pde5a Glut
[+]
19 MB Glut
[-]
188 SCop Sln Glut
[+]
19 MB Glut
[-]
189 PAG Ucn Glut
[+]
19 MB Glut
[-]
190 ND-INC Foxd2 Glut
[+]
19 MB Glut
[-]
234 MEV Ppp1r1c Glut
[+]
20 MB GABA
[-]
191 PAG-MRN Rln3 Gaba
[+]
20 MB GABA
[-]
192 PPN-CUN-PCG Otp En1 Gaba
[+]
20 MB GABA
[-]
193 MRN-PPN-CUN Pax8 Gaba
[+]
20 MB GABA
[-]
194 MRN-VTN-PPN Pax5 Cdh23 Gaba
[+]
20 MB GABA
[-]
195 SNr-VTA Pax5 Npas1 Gaba
[+]
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[+]
20 MB GABA
[-]
197 SNr Six3 Gaba
[+]
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[+]
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[+]
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[+]
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[+]
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[+]
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[+]
20 MB GABA
[-]
204 SC Otx2 Gcnt4 Gaba
[+]
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[+]
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[+]
20 MB GABA
[-]
207 SCs Dmbx1 Gaba
[+]
20 MB GABA
[-]
208 SC Lef1 Otx2 Gaba
[+]
20 MB GABA
[-]
209 SCs Pax7 Nfia Gaba
[+]
20 MB GABA
[-]
210 PRT Mecom Gaba
[+]
20 MB GABA
[-]
211 SC Tnnt1 Gli3 Gaba
[+]
20 MB GABA
[-]
212 SCs Lef1 Gli3 Gaba
[+]
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[+]
20 MB GABA
[-]
214 IPN Otp Crisp1 Gaba
[+]
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[+]
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[+]
23 P Glut
[-]
217 PB Lmx1a Glut
[+]
23 P Glut
[-]
218 PSV Lmx1a Trpv6 Glut
[+]
23 P Glut
[-]
219 PB-SUT Tlx3 Lhx2 Glut
[+]
23 P Glut
[-]
220 PB Pax5 Glut
[+]
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[+]
23 P Glut
[-]
222 PB Evx2 Glut
[+]
23 P Glut
[-]
223 B-PB Nr4a2 Glut
[+]
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[+]
23 P Glut
[-]
225 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut
[+]
23 P Glut
[-]
226 PRNc-PARN Tlx1 Glut
[+]
23 P Glut
[-]
227 PB-PSV Phox2b Glut
[+]
23 P Glut
[-]
228 PSV Pvalb Lhx2 Glut
[+]
23 P Glut
[-]
229 PB-NTS Phox2b Ebf3 Lmx1b Glut
[+]
23 P Glut
[-]
230 PRNr Otp Nfib Glut
[+]
23 P Glut
[-]
231 IPN-LDT Vsx2 Nkx6-1 Glut
[+]
23 P Glut
[-]
232 LDT Vsx2 Nkx6-1 Nfib Glut
[+]
23 P Glut
[-]
233 NLL-SOC Spp1 Glut
[+]
23 P Glut
[-]
235 PG-TRN-LRN Fat2 Glut
[+]
24 MY Glut
[-]
236 IRN Vip Glut
[+]
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[+]
24 MY Glut
[-]
238 NTS Phox2b Glut
[+]
24 MY Glut
[-]
239 MARN-GRN Pyy Glut
[+]
24 MY Glut
[-]
240 MDRNv Lhx4 Qrfprl Glut
[+]
24 MY Glut
[-]
241 NTS Mbnl3 Glut
[+]
24 MY Glut
[-]
242 PGRNd Dmbx1 Glut
[+]
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[+]
24 MY Glut
[-]
244 MV-SPIV Slc6a2 Glut
[+]
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[+]
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[+]
24 MY Glut
[-]
247 MV-SPIV Phox2b Ebf3 Lbx1 Glut
[+]
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[+]
24 MY Glut
[-]
249 NTS Aldh1a2 Glut
[+]
24 MY Glut
[-]
250 CBN Neurod2 Pvalb Glut
[+]
24 MY Glut
[-]
251 NTS Dbh Glut
[+]
24 MY Glut
[-]
252 DMX VII Tbx20 Chol
[+]
24 MY Glut
[-]
253 IO Fgl2 Glut
[+]
24 MY Glut
[-]
254 VCO Mafa Meis2 Glut
[+]
24 MY Glut
[-]
255 SPVO Mafa Meis2 Glut
[+]
24 MY Glut
[-]
256 SPVC Mafa Glut
[+]
24 MY Glut
[-]
257 SPVC Ccdc172 Glut
[+]
24 MY Glut
[-]
258 SPVC Nmu Glut
[+]
24 MY Glut
[-]
259 MDRNd Bves Glut
[+]
24 MY Glut
[-]
260 MDRNv Crp Glut
[+]
24 MY Glut
[-]
261 HB Calcb Chol
[+]
25 Pineal Glut
[-]
262 Pineal Crx Glut
[+]
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[+]
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[+]
26 P GABA
[-]
265 PB Sst Gly-Gaba
[+]
26 P GABA
[-]
266 PRNc Prox1 Brs3 Gly-Gaba
[+]
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[+]
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[+]
26 P GABA
[-]
269 LDT Fgf7 Gaba
[+]
26 P GABA
[-]
270 LDT-DTN Gata3 Nfix Gaba
[+]
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[+]
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[+]
26 P GABA
[-]
273 PDTg-PCG Pax6 Gaba
[+]
26 P GABA
[-]
274 PDTg Otp Shroom3 Gaba
[+]
26 P GABA
[-]
275 PDTg Otp Olig3 Gaba
[+]
26 P GABA
[-]
276 LDT-PCG St18 Gaba
[+]
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[+]
26 P GABA
[-]
278 NLL Gata3 Gly-Gaba
[+]
26 P GABA
[-]
279 PSV Pax2 Gly-Gaba
[+]
26 P GABA
[-]
280 NLL-po Pax7 Gaba
[+]
26 P GABA
[-]
281 POR Gata3 Gly-Gaba
[+]
26 P GABA
[-]
282 POR Spp1 Gly-Gaba
[+]
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[+]
27 MY GABA
[-]
284 GRN-IRN-MDRNd Ikzf1 Gly-Gaba
[+]
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[+]
27 MY GABA
[-]
286 PPY-PGRNl Vip Glyc-Gaba
[+]
27 MY GABA
[-]
287 MV-SPIV-PRP Dmbx1 Gly-Gaba
[+]
27 MY GABA
[-]
288 MDRN Hoxb5 Ebf2 Gly-Gaba
[+]
27 MY GABA
[-]
289 MDRNd Prox1 Pax6 Gly-Gaba
[+]
27 MY GABA
[-]
290 MY Prox1 Lmo7 Gly-Gaba
[+]
27 MY GABA
[-]
291 NTS-MDRNd Prox1 Zic1 Gly-Gaba
[+]
27 MY GABA
[-]
292 MV Nkx6-1 Gly-Gaba
[+]
27 MY GABA
[-]
293 PAS-MV Ebf2 Gly-Gaba
[+]
27 MY GABA
[-]
294 MV Pax6 Gly-Gaba
[+]
27 MY GABA
[-]
295 CBN Dmbx1 Gaba
[+]
27 MY GABA
[-]
296 RPA Pax6 Hoxb5 Gly-Gaba
[+]
27 MY GABA
[-]
297 CU-ECU Pax2 Gly-Gaba
[+]
27 MY GABA
[-]
298 PRP Gata3 Slc6a5 Gly-Gaba
[+]
27 MY GABA
[-]
299 MARN-PPY Ngfr Gly-Gaba
[+]
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[+]
27 MY GABA
[-]
301 MV Nr4a2 Gly-Gaba
[+]
27 MY GABA
[-]
302 MV Xdh Gly-Gaba
[+]
27 MY GABA
[-]
303 IRN Dmbx1 Pax2 Gly-Gaba
[+]
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[+]
27 MY GABA
[-]
305 SPVI-SPVC Sall3 Nfib Gly-Gaba
[+]
27 MY GABA
[-]
306 SPVI-SPVC Sall3 Lhx1 Gly-Gaba
[+]
27 MY GABA
[-]
307 RO-RPA Pkd2l1 Gaba
[+]
28 CB GABA
[-]
308 DCO Il22 Gly-Gaba
[+]
28 CB GABA
[-]
309 CB PLI Gly-Gaba
[+]
28 CB GABA
[-]
310 CBX Golgi Gly-Gaba
[+]
28 CB GABA
[-]
311 CBX MLI Megf11 Gaba
[+]
28 CB GABA
[-]
312 CBX MLI Cdh22 Gaba
[+]
28 CB GABA
[-]
313 CBX Purkinje Gaba
[+]
29 CB Glut
[-]
314 CB Granule Glut
[+]
29 CB Glut
[-]
315 DCO UBC Glut
[+]
30 Astro-Epen
[-]
316 Bergmann NN
[+]
30 Astro-Epen
[-]
317 Astro-CB NN
[+]
30 Astro-Epen
[-]
318 Astro-NT NN
[+]
30 Astro-Epen
[-]
319 Astro-TE NN
[+]
30 Astro-Epen
[-]
320 Astro-OLF NN
[+]
30 Astro-Epen
[-]
321 Astroependymal NN
[+]
30 Astro-Epen
[-]
322 Tanycyte NN
[+]
30 Astro-Epen
[-]
323 Ependymal NN
[+]
30 Astro-Epen
[-]
324 Hypendymal NN
[+]
30 Astro-Epen
[-]
325 CHOR NN
[+]
31 OPC-Oligo
[-]
326 OPC NN
[+]
31 OPC-Oligo
[-]
327 Oligo NN
[+]
32 OEC
[-]
328 OEC NN
[+]
33 Vascular
[-]
329 ABC NN
[+]
33 Vascular
[-]
330 VLMC NN
[+]
33 Vascular
[-]
331 Peri NN
[+]
33 Vascular
[-]
332 SMC NN
[+]
33 Vascular
[-]
333 Endo NN
[+]
34 Immune
[-]
334 Microglia NN
[+]
34 Immune
[-]
335 BAM NN
[+]
34 Immune
[-]
336 Monocytes NN
[+]
34 Immune
[-]
337 DC NN
[+]
34 Immune
[-]
338 Lymphoid NN
[+]
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[+]
01 IT-ET Glut
[-]
009 L2/3 IT PIR-ENTl Glut
[-]
0044 L2/3 IT PIR-ENTl Glut_6
[+]
01 IT-ET Glut
[-]
009 L2/3 IT PIR-ENTl Glut
[-]
0045 L2/3 IT PIR-ENTl Glut_7
[+]
01 IT-ET Glut
[-]
010 IT AON-TT-DP Glut
[-]
0046 IT AON-TT-DP Glut_1
[+]
01 IT-ET Glut
[-]
010 IT AON-TT-DP Glut
[-]
0047 IT AON-TT-DP Glut_2
[+]
01 IT-ET Glut
[-]
010 IT AON-TT-DP Glut
[-]
0048 IT AON-TT-DP Glut_3
[+]
01 IT-ET Glut
[-]
010 IT AON-TT-DP Glut
[-]
0049 IT AON-TT-DP Glut_4
[+]
01 IT-ET Glut
[-]
010 IT AON-TT-DP Glut
[-]
0050 IT AON-TT-DP Glut_5
[+]
01 IT-ET Glut
[-]
011 L2 IT ENT-po Glut
[-]
0051 L2 IT ENT-po Glut_1
[+]
01 IT-ET Glut
[-]
011 L2 IT ENT-po Glut
[-]
0052 L2 IT ENT-po Glut_2
[+]
01 IT-ET Glut
[-]
011 L2 IT ENT-po Glut
[-]
0053 L2 IT ENT-po Glut_3
[+]
01 IT-ET Glut
[-]
011 L2 IT ENT-po Glut
[-]
0054 L2 IT ENT-po Glut_4
[+]
01 IT-ET Glut
[-]
012 MEA Slc17a7 Glut
[-]
0055 MEA Slc17a7 Glut_1
[+]
01 IT-ET Glut
[-]
012 MEA Slc17a7 Glut
[-]
0056 MEA Slc17a7 Glut_2
[+]
01 IT-ET Glut
[-]
012 MEA Slc17a7 Glut
[-]
0057 MEA Slc17a7 Glut_3
[+]
01 IT-ET Glut
[-]
013 COAp Grxcr2 Glut
[-]
0058 COAp Grxcr2 Glut_1
[+]
01 IT-ET Glut
[-]
013 COAp Grxcr2 Glut
[-]
0059 COAp Grxcr2 Glut_2
[+]
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0060 LA-BLA-BMA-PA Glut_1
[+]
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0061 LA-BLA-BMA-PA Glut_2
[+]
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0062 LA-BLA-BMA-PA Glut_3
[+]
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0063 LA-BLA-BMA-PA Glut_4
[+]
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0064 LA-BLA-BMA-PA Glut_5
[+]
01 IT-ET Glut
[-]
014 LA-BLA-BMA-PA Glut
[-]
0065 LA-BLA-BMA-PA Glut_6
[+]
01 IT-ET Glut
[-]
015 ENTmv-PA-COAp Glut
[-]
0066 ENTmv-PA-COAp Glut_1
[+]
01 IT-ET Glut
[-]
015 ENTmv-PA-COAp Glut
[-]
0067 ENTmv-PA-COAp Glut_2
[+]
01 IT-ET Glut
[-]
015 ENTmv-PA-COAp Glut
[-]
0068 ENTmv-PA-COAp Glut_3
[+]
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0069 CA1-ProS Glut_1
[+]
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0070 CA1-ProS Glut_2
[+]
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0071 CA1-ProS Glut_3
[+]
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0072 CA1-ProS Glut_4
[+]
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0073 CA1-ProS Glut_5
[+]
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0074 CA1-ProS Glut_6
[+]
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0075 CA3 Glut_1
[+]
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0076 CA3 Glut_2
[+]
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0077 CA3 Glut_3
[+]
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0078 CA3 Glut_4
[+]
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0079 CA3 Glut_5
[+]
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[-]
0080 L2 IT PPP-APr Glut_1
[+]
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[-]
0081 L2 IT PPP-APr Glut_2
[+]
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[-]
0082 L2 IT PPP-APr Glut_3
[+]
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[-]
0083 L2 IT PPP-APr Glut_4
[+]
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[-]
0084 L2/3 IT PPP Glut_1
[+]
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[-]
0085 L2/3 IT PPP Glut_2
[+]
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[-]
0086 L2/3 IT PPP Glut_3
[+]
01 IT-ET Glut
[-]
020 L2/3 IT RSP Glut
[-]
0087 L2/3 IT RSP Glut_1
[+]
01 IT-ET Glut
[-]
020 L2/3 IT RSP Glut
[-]
0088 L2/3 IT RSP Glut_2
[+]
01 IT-ET Glut
[-]
021 L4 RSP-ACA Glut
[-]
0089 L4 RSP-ACA Glut_1
[+]
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0090 L5 ET CTX Glut_1
[+]
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0091 L5 ET CTX Glut_2
[+]
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0092 L5 ET CTX Glut_3
[+]
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0093 L5 ET CTX Glut_4
[+]
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0094 L5 ET CTX Glut_5
[+]
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0095 L5 ET CTX Glut_6
[+]
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0096 SUB-ProS Glut_1
[+]
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0097 SUB-ProS Glut_2
[+]
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0098 SUB-ProS Glut_3
[+]
01 IT-ET Glut
[-]
024 L5 PPP Glut
[-]
0099 L5 PPP Glut_1
[+]
01 IT-ET Glut
[-]
025 CA2-FC-IG Glut
[-]
0100 CA2-FC-IG Glut_1
[+]
01 IT-ET Glut
[-]
025 CA2-FC-IG Glut
[-]
0101 CA2-FC-IG Glut_2
[+]
01 IT-ET Glut
[-]
026 NLOT Rho Glut
[-]
0102 NLOT Rho Glut_1
[+]
02 NP-CT-L6b Glut
[-]
027 L6b EPd Glut
[-]
0103 L6b EPd Glut_1
[+]
02 NP-CT-L6b Glut
[-]
027 L6b EPd Glut
[-]
0104 L6b EPd Glut_2
[+]
02 NP-CT-L6b Glut
[-]
027 L6b EPd Glut
[-]
0105 L6b EPd Glut_3
[+]
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0106 L6b/CT ENT Glut_1
[+]
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0107 L6b/CT ENT Glut_2
[+]
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0108 L6b/CT ENT Glut_3
[+]
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0109 L6b/CT ENT Glut_4
[+]
02 NP-CT-L6b Glut
[-]
029 L6b CTX Glut
[-]
0110 L6b CTX Glut_1
[+]
02 NP-CT-L6b Glut
[-]
029 L6b CTX Glut
[-]
0111 L6b CTX Glut_2
[+]
02 NP-CT-L6b Glut
[-]
029 L6b CTX Glut
[-]
0112 L6b CTX Glut_3
[+]
02 NP-CT-L6b Glut
[-]
029 L6b CTX Glut
[-]
0113 L6b CTX Glut_4
[+]
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0114 L6 CT CTX Glut_1
[+]
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0115 L6 CT CTX Glut_2
[+]
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0116 L6 CT CTX Glut_3
[+]
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0117 L6 CT CTX Glut_4
[+]
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0118 L6 CT CTX Glut_5
[+]
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0119 L6 CT CTX Glut_6
[+]
02 NP-CT-L6b Glut
[-]
031 CT SUB Glut
[-]
0120 CT SUB Glut_1
[+]
02 NP-CT-L6b Glut
[-]
031 CT SUB Glut
[-]
0121 CT SUB Glut_2
[+]
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0122 L5 NP CTX Glut_1
[+]
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0123 L5 NP CTX Glut_2
[+]
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0124 L5 NP CTX Glut_3
[+]
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0125 L5 NP CTX Glut_4
[+]
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0126 L5 NP CTX Glut_5
[+]
02 NP-CT-L6b Glut
[-]
033 NP SUB Glut
[-]
0127 NP SUB Glut_1
[+]
02 NP-CT-L6b Glut
[-]
033 NP SUB Glut
[-]
0128 NP SUB Glut_2
[+]
02 NP-CT-L6b Glut
[-]
034 NP PPP Glut
[-]
0129 NP PPP Glut_1
[+]
03 OB-CR Glut
[-]
035 OB Eomes Ms4a15 Glut
[-]
0130 OB Eomes Ms4a15 Glut_1
[+]
03 OB-CR Glut
[-]
035 OB Eomes Ms4a15 Glut
[-]
0131 OB Eomes Ms4a15 Glut_2
[+]
03 OB-CR Glut
[-]
035 OB Eomes Ms4a15 Glut
[-]
0132 OB Eomes Ms4a15 Glut_3
[+]
03 OB-CR Glut
[-]
035 OB Eomes Ms4a15 Glut
[-]
0133 OB Eomes Ms4a15 Glut_4
[+]
03 OB-CR Glut
[-]
035 OB Eomes Ms4a15 Glut
[-]
0134 OB Eomes Ms4a15 Glut_5
[+]
03 OB-CR Glut
[-]
036 HPF CR Glut
[-]
0135 HPF CR Glut_1
[+]
04 DG-IMN Glut
[-]
037 DG Glut
[-]
0136 DG Glut_1
[+]
04 DG-IMN Glut
[-]
037 DG Glut
[-]
0137 DG Glut_2
[+]
04 DG-IMN Glut
[-]
037 DG Glut
[-]
0138 DG Glut_3
[+]
04 DG-IMN Glut
[-]
037 DG Glut
[-]
0139 DG Glut_4
[+]
04 DG-IMN Glut
[-]
038 DG-PIR Ex IMN
[-]
0140 DG-PIR Ex IMN_1
[+]
04 DG-IMN Glut
[-]
038 DG-PIR Ex IMN
[-]
0141 DG-PIR Ex IMN_2
[+]
04 DG-IMN Glut
[-]
038 DG-PIR Ex IMN
[-]
0142 DG-PIR Ex IMN_3
[+]
05 OB-IMN GABA
[-]
039 OB Meis2 Thsd7b Gaba
[-]
0143 OB Meis2 Thsd7b Gaba_1
[+]
05 OB-IMN GABA
[-]
039 OB Meis2 Thsd7b Gaba
[-]
0144 OB Meis2 Thsd7b Gaba_2
[+]
05 OB-IMN GABA
[-]
039 OB Meis2 Thsd7b Gaba
[-]
0145 OB Meis2 Thsd7b Gaba_3
[+]
05 OB-IMN GABA
[-]
039 OB Meis2 Thsd7b Gaba
[-]
0146 OB Meis2 Thsd7b Gaba_4
[+]
05 OB-IMN GABA
[-]
039 OB Meis2 Thsd7b Gaba
[-]
0147 OB Meis2 Thsd7b Gaba_5
[+]
05 OB-IMN GABA
[-]
040 OB Trdn Gaba
[-]
0148 OB Trdn Gaba_1
[+]
05 OB-IMN GABA
[-]
040 OB Trdn Gaba
[-]
0149 OB Trdn Gaba_2
[+]
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0150 OB-in Frmd7 Gaba_1
[+]
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0151 OB-in Frmd7 Gaba_2
[+]
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0152 OB-in Frmd7 Gaba_3
[+]
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0153 OB-in Frmd7 Gaba_4
[+]
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0154 OB-in Frmd7 Gaba_5
[+]
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0155 OB-in Frmd7 Gaba_6
[+]
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0156 OB-in Frmd7 Gaba_7
[+]
05 OB-IMN GABA
[-]
041 OB-in Frmd7 Gaba
[-]
0157 OB-in Frmd7 Gaba_8
[+]
05 OB-IMN GABA
[-]
042 OB-out Frmd7 Gaba
[-]
0158 OB-out Frmd7 Gaba_1
[+]
05 OB-IMN GABA
[-]
042 OB-out Frmd7 Gaba
[-]
0159 OB-out Frmd7 Gaba_2
[+]
05 OB-IMN GABA
[-]
042 OB-out Frmd7 Gaba
[-]
0160 OB-out Frmd7 Gaba_3
[+]
05 OB-IMN GABA
[-]
043 OB-mi Frmd7 Gaba
[-]
0161 OB-mi Frmd7 Gaba_1
[+]
05 OB-IMN GABA
[-]
044 OB Dopa-Gaba
[-]
0162 OB Dopa-Gaba_1
[+]
05 OB-IMN GABA
[-]
044 OB Dopa-Gaba
[-]
0163 OB Dopa-Gaba_2
[+]
05 OB-IMN GABA
[-]
044 OB Dopa-Gaba
[-]
0164 OB Dopa-Gaba_3
[+]
05 OB-IMN GABA
[-]
044 OB Dopa-Gaba
[-]
0165 OB Dopa-Gaba_4
[+]
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0166 OB-STR-CTX Inh IMN_1
[+]
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0167 OB-STR-CTX Inh IMN_2
[+]
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0168 OB-STR-CTX Inh IMN_3
[+]
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0169 OB-STR-CTX Inh IMN_4
[+]
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0170 OB-STR-CTX Inh IMN_5
[+]
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0171 OB-STR-CTX Inh IMN_6
[+]
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0172 OB-STR-CTX Inh IMN_7
[+]
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0173 Vip Gaba_1
[+]
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0174 Vip Gaba_2
[+]
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0175 Vip Gaba_3
[+]
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0176 Vip Gaba_4
[+]
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0177 Vip Gaba_5
[+]
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0178 Vip Gaba_6
[+]
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0179 Vip Gaba_7
[+]
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0180 Vip Gaba_8
[+]
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0181 Vip Gaba_9
[+]
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0182 Vip Gaba_10
[+]
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0183 Vip Gaba_11
[+]
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0184 Vip Gaba_12
[+]
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0185 Sncg Gaba_1
[+]
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0186 Sncg Gaba_2
[+]
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0187 Sncg Gaba_3
[+]
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0188 Sncg Gaba_4
[+]
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0189 Sncg Gaba_5
[+]
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0190 Sncg Gaba_6
[+]
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0191 Sncg Gaba_7
[+]
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0192 Sncg Gaba_8
[+]
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0193 RHP-COA Ndnf Gaba_1
[+]
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0194 RHP-COA Ndnf Gaba_2
[+]
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0195 RHP-COA Ndnf Gaba_3
[+]
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0196 RHP-COA Ndnf Gaba_4
[+]
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0197 RHP-COA Ndnf Gaba_5
[+]
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0198 RHP-COA Ndnf Gaba_6
[+]
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0199 Lamp5 Gaba_1
[+]
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0200 Lamp5 Gaba_2
[+]
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0201 Lamp5 Gaba_3
[+]
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0202 Lamp5 Gaba_4
[+]
07 CTX-MGE GABA
[-]
050 Lamp5 Lhx6 Gaba
[-]
0203 Lamp5 Lhx6 Gaba_1
[+]
07 CTX-MGE GABA
[-]
051 Pvalb chandelier Gaba
[-]
0204 Pvalb chandelier Gaba_1
[+]
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0205 Pvalb Gaba_1
[+]
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0206 Pvalb Gaba_2
[+]
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0207 Pvalb Gaba_3
[+]
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0208 Pvalb Gaba_4
[+]
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0209 Pvalb Gaba_5
[+]
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0210 Pvalb Gaba_6
[+]
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0211 Pvalb Gaba_7
[+]
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0212 Pvalb Gaba_8
[+]
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0213 Pvalb Gaba_9
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0214 Sst Gaba_1
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0215 Sst Gaba_2
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0216 Sst Gaba_3
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0217 Sst Gaba_4
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0218 Sst Gaba_5
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0219 Sst Gaba_6
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0220 Sst Gaba_7
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0221 Sst Gaba_8
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0222 Sst Gaba_9
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0223 Sst Gaba_10
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0224 Sst Gaba_11
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0225 Sst Gaba_12
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0226 Sst Gaba_13
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0227 Sst Gaba_14
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0228 Sst Gaba_15
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0229 Sst Gaba_16
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0230 Sst Gaba_17
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0231 Sst Gaba_18
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0232 Sst Gaba_19
[+]
08 CNU-MGE GABA
[-]
054 STR Prox1 Lhx6 Gaba
[-]
0233 STR Prox1 Lhx6 Gaba_1
[+]
08 CNU-MGE GABA
[-]
054 STR Prox1 Lhx6 Gaba
[-]
0234 STR Prox1 Lhx6 Gaba_2
[+]
08 CNU-MGE GABA
[-]
054 STR Prox1 Lhx6 Gaba
[-]
0235 STR Prox1 Lhx6 Gaba_3
[+]
08 CNU-MGE GABA
[-]
055 STR Lhx8 Gaba
[-]
0236 STR Lhx8 Gaba_1
[+]
08 CNU-MGE GABA
[-]
055 STR Lhx8 Gaba
[-]
0237 STR Lhx8 Gaba_2
[+]
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0238 Sst Chodl Gaba_1
[+]
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0239 Sst Chodl Gaba_2
[+]
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0240 Sst Chodl Gaba_3
[+]
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0241 Sst Chodl Gaba_4
[+]
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0242 Sst Chodl Gaba_5
[+]
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0243 Sst Chodl Gaba_6
[+]
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0244 NDB-SI-MA-STRv Lhx8 Gaba_1
[+]
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0245 NDB-SI-MA-STRv Lhx8 Gaba_2
[+]
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0246 NDB-SI-MA-STRv Lhx8 Gaba_3
[+]
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0247 NDB-SI-MA-STRv Lhx8 Gaba_4
[+]
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0248 NDB-SI-MA-STRv Lhx8 Gaba_5
[+]
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0249 NDB-SI-MA-STRv Lhx8 Gaba_6
[+]
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0250 NDB-SI-MA-STRv Lhx8 Gaba_7
[+]
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0251 NDB-SI-MA-STRv Lhx8 Gaba_8
[+]
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0252 NDB-SI-MA-STRv Lhx8 Gaba_9
[+]
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0253 NDB-SI-MA-STRv Lhx8 Gaba_10
[+]
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0254 NDB-SI-MA-STRv Lhx8 Gaba_11
[+]
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0255 NDB-SI-MA-STRv Lhx8 Gaba_12
[+]
08 CNU-MGE GABA
[-]
057 NDB-SI-MA-STRv Lhx8 Gaba
[-]
0256 NDB-SI-MA-STRv Lhx8 Gaba_13
[+]
08 CNU-MGE GABA
[-]
058 PAL-STR Gaba-Chol
[-]
0259 PAL-STR Gaba-Chol_1
[+]
08 CNU-MGE GABA
[-]
058 PAL-STR Gaba-Chol
[-]
0260 PAL-STR Gaba-Chol_2
[+]
08 CNU-MGE GABA
[-]
058 PAL-STR Gaba-Chol
[-]
0261 PAL-STR Gaba-Chol_3
[+]
09 CNU-LGE GABA
[-]
059 GPe-SI Sox6 Cyp26b1 Gaba
[-]
0257 GPe-SI Sox6 Cyp26b1 Gaba_1
[+]
09 CNU-LGE GABA
[-]
059 GPe-SI Sox6 Cyp26b1 Gaba
[-]
0258 GPe-SI Sox6 Cyp26b1 Gaba_2
[+]
09 CNU-LGE GABA
[-]
060 OT D3 Folh1 Gaba
[-]
0262 OT D3 Folh1 Gaba_1
[+]
09 CNU-LGE GABA
[-]
060 OT D3 Folh1 Gaba
[-]
0263 OT D3 Folh1 Gaba_2
[+]
09 CNU-LGE GABA
[-]
060 OT D3 Folh1 Gaba
[-]
0264 OT D3 Folh1 Gaba_3
[+]
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0265 STR D1 Gaba_1
[+]
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0266 STR D1 Gaba_2
[+]
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0267 STR D1 Gaba_3
[+]
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0268 STR D1 Gaba_4
[+]
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0269 STR D1 Gaba_5
[+]
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0270 STR D1 Gaba_6
[+]
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0271 STR D1 Gaba_7
[+]
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0272 STR D1 Gaba_8
[+]
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0273 STR D1 Gaba_9
[+]
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0274 STR D2 Gaba_1
[+]
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0275 STR D2 Gaba_2
[+]
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0276 STR D2 Gaba_3
[+]
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0277 STR D2 Gaba_4
[+]
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0278 STR D2 Gaba_5
[+]
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0279 STR D2 Gaba_6
[+]
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0280 STR D2 Gaba_7
[+]
09 CNU-LGE GABA
[-]
063 STR D1 Sema5a Gaba
[-]
0281 STR D1 Sema5a Gaba_1
[+]
09 CNU-LGE GABA
[-]
063 STR D1 Sema5a Gaba
[-]
0282 STR D1 Sema5a Gaba_2
[+]
09 CNU-LGE GABA
[-]
063 STR D1 Sema5a Gaba
[-]
0283 STR D1 Sema5a Gaba_3
[+]
09 CNU-LGE GABA
[-]
063 STR D1 Sema5a Gaba
[-]
0284 STR D1 Sema5a Gaba_4
[+]
09 CNU-LGE GABA
[-]
064 STR-PAL Chst9 Gaba
[-]
0285 STR-PAL Chst9 Gaba_1
[+]
09 CNU-LGE GABA
[-]
064 STR-PAL Chst9 Gaba
[-]
0286 STR-PAL Chst9 Gaba_2
[+]
09 CNU-LGE GABA
[-]
064 STR-PAL Chst9 Gaba
[-]
0287 STR-PAL Chst9 Gaba_3
[+]
09 CNU-LGE GABA
[-]
064 STR-PAL Chst9 Gaba
[-]
0288 STR-PAL Chst9 Gaba_4
[+]
09 CNU-LGE GABA
[-]
064 STR-PAL Chst9 Gaba
[-]
0289 STR-PAL Chst9 Gaba_5
[+]
09 CNU-LGE GABA
[-]
065 IA Mgp Gaba
[-]
0290 IA Mgp Gaba_1
[+]
09 CNU-LGE GABA
[-]
065 IA Mgp Gaba
[-]
0291 IA Mgp Gaba_2
[+]
09 CNU-LGE GABA
[-]
065 IA Mgp Gaba
[-]
0292 IA Mgp Gaba_3
[+]
09 CNU-LGE GABA
[-]
065 IA Mgp Gaba
[-]
0293 IA Mgp Gaba_4
[+]
09 CNU-LGE GABA
[-]
065 IA Mgp Gaba
[-]
0294 IA Mgp Gaba_5
[+]
10 LSX GABA
[-]
067 LSX Sall3 Pax6 Gaba
[-]
0299 LSX Sall3 Pax6 Gaba_1
[+]
10 LSX GABA
[-]
067 LSX Sall3 Pax6 Gaba
[-]
0300 LSX Sall3 Pax6 Gaba_2
[+]
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0301 LSX Otx2 Gaba_1
[+]
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0302 LSX Otx2 Gaba_2
[+]
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0303 LSX Otx2 Gaba_3
[+]
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0304 LSX Otx2 Gaba_4
[+]
10 LSX GABA
[-]
068 LSX Otx2 Gaba
[-]
0305 LSX Otx2 Gaba_5
[+]
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0306 LSX Nkx2-1 Gaba_1
[+]
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0307 LSX Nkx2-1 Gaba_2
[+]
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0308 LSX Nkx2-1 Gaba_3
[+]
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0309 LSX Nkx2-1 Gaba_4
[+]
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0310 LSX Nkx2-1 Gaba_5
[+]
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0311 LSX Nkx2-1 Gaba_6
[+]
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0312 LSX Nkx2-1 Gaba_7
[+]
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0313 LSX Nkx2-1 Gaba_8
[+]
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0314 LSX Nkx2-1 Gaba_9
[+]
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0315 LSX Nkx2-1 Gaba_10
[+]
10 LSX GABA
[-]
069 LSX Nkx2-1 Gaba
[-]
0316 LSX Nkx2-1 Gaba_11
[+]
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0317 LSX Prdm12 Slit2 Gaba_1
[+]
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0318 LSX Prdm12 Slit2 Gaba_2
[+]
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0319 LSX Prdm12 Slit2 Gaba_3
[+]
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0320 LSX Prdm12 Slit2 Gaba_4
[+]
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0321 LSX Prdm12 Slit2 Gaba_5
[+]
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0322 LSX Prdm12 Slit2 Gaba_6
[+]
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0323 LSX Prdm12 Slit2 Gaba_7
[+]
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0324 LSX Prdm12 Slit2 Gaba_8
[+]
10 LSX GABA
[-]
070 LSX Prdm12 Slit2 Gaba
[-]
0325 LSX Prdm12 Slit2 Gaba_9
[+]
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0326 LSX Prdm12 Zeb2 Gaba_1
[+]
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0327 LSX Prdm12 Zeb2 Gaba_2
[+]
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0328 LSX Prdm12 Zeb2 Gaba_3
[+]
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0329 LSX Prdm12 Zeb2 Gaba_4
[+]
10 LSX GABA
[-]
071 LSX Prdm12 Zeb2 Gaba
[-]
0330 LSX Prdm12 Zeb2 Gaba_5
[+]
10 LSX GABA
[-]
072 LSX Sall3 Lmo1 Gaba
[-]
0331 LSX Sall3 Lmo1 Gaba_1
[+]
10 LSX GABA
[-]
072 LSX Sall3 Lmo1 Gaba
[-]
0332 LSX Sall3 Lmo1 Gaba_2
[+]
10 LSX GABA
[-]
072 LSX Sall3 Lmo1 Gaba
[-]
0333 LSX Sall3 Lmo1 Gaba_3
[+]
10 LSX GABA
[-]
072 LSX Sall3 Lmo1 Gaba
[-]
0334 LSX Sall3 Lmo1 Gaba_4
[+]
10 LSX GABA
[-]
072 LSX Sall3 Lmo1 Gaba
[-]
0335 LSX Sall3 Lmo1 Gaba_5
[+]
10 LSX GABA
[-]
072 LSX Sall3 Lmo1 Gaba
[-]
0336 LSX Sall3 Lmo1 Gaba_6
[+]
11 CNU-HYa GABA
[-]
066 NDB-SI-ant Prdm12 Gaba
[-]
0295 NDB-SI-ant Prdm12 Gaba_1
[+]
11 CNU-HYa GABA
[-]
066 NDB-SI-ant Prdm12 Gaba
[-]
0296 NDB-SI-ant Prdm12 Gaba_2
[+]
11 CNU-HYa GABA
[-]
066 NDB-SI-ant Prdm12 Gaba
[-]
0297 NDB-SI-ant Prdm12 Gaba_3
[+]
11 CNU-HYa GABA
[-]
066 NDB-SI-ant Prdm12 Gaba
[-]
0298 NDB-SI-ant Prdm12 Gaba_4
[+]
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0337 MEA-BST Sox6 Gaba_1
[+]
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0338 MEA-BST Sox6 Gaba_2
[+]
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0339 MEA-BST Sox6 Gaba_3
[+]
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0340 MEA-BST Sox6 Gaba_4
[+]
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0341 MEA-BST Sox6 Gaba_5
[+]
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0342 MEA-BST Sox6 Gaba_6
[+]
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0343 MEA-BST Sox6 Gaba_7
[+]
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0344 MEA-BST Sox6 Gaba_8
[+]
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0345 MEA-BST Sox6 Gaba_9
[+]
11 CNU-HYa GABA
[-]
073 MEA-BST Sox6 Gaba
[-]
0346 MEA-BST Sox6 Gaba_10
[+]
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0347 MEA-BST Lhx6 Sp9 Gaba_1
[+]
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0348 MEA-BST Lhx6 Sp9 Gaba_2
[+]
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0349 MEA-BST Lhx6 Sp9 Gaba_3
[+]
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0350 MEA-BST Lhx6 Sp9 Gaba_4
[+]
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0351 MEA-BST Lhx6 Sp9 Gaba_5
[+]
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0352 MEA-BST Lhx6 Sp9 Gaba_6
[+]
11 CNU-HYa GABA
[-]
074 MEA-BST Lhx6 Sp9 Gaba
[-]
0353 MEA-BST Lhx6 Sp9 Gaba_7
[+]
11 CNU-HYa GABA
[-]
075 MEA-BST Lhx6 Nr2e1 Gaba
[-]
0354 MEA-BST Lhx6 Nr2e1 Gaba_1
[+]
11 CNU-HYa GABA
[-]
075 MEA-BST Lhx6 Nr2e1 Gaba
[-]
0355 MEA-BST Lhx6 Nr2e1 Gaba_2
[+]
11 CNU-HYa GABA
[-]
075 MEA-BST Lhx6 Nr2e1 Gaba
[-]
0356 MEA-BST Lhx6 Nr2e1 Gaba_3
[+]
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0357 MEA-BST Lhx6 Nfib Gaba_1
[+]
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0358 MEA-BST Lhx6 Nfib Gaba_2
[+]
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0359 MEA-BST Lhx6 Nfib Gaba_3
[+]
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0360 MEA-BST Lhx6 Nfib Gaba_4
[+]
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0361 MEA-BST Lhx6 Nfib Gaba_5
[+]
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0362 MEA-BST Lhx6 Nfib Gaba_6
[+]
11 CNU-HYa GABA
[-]
077 CEA-BST Gal Avp Gaba
[-]
0363 CEA-BST Gal Avp Gaba_1
[+]
11 CNU-HYa GABA
[-]
078 SI-MA-ACB Ebf1 Bnc2 Gaba
[-]
0364 SI-MA-ACB Ebf1 Bnc2 Gaba_1
[+]
11 CNU-HYa GABA
[-]
078 SI-MA-ACB Ebf1 Bnc2 Gaba
[-]
0365 SI-MA-ACB Ebf1 Bnc2 Gaba_2
[+]
11 CNU-HYa GABA
[-]
078 SI-MA-ACB Ebf1 Bnc2 Gaba
[-]
0366 SI-MA-ACB Ebf1 Bnc2 Gaba_3
[+]
11 CNU-HYa GABA
[-]
079 CEA-BST Six3 Cyp26b1 Gaba
[-]
0367 CEA-BST Six3 Cyp26b1 Gaba_1
[+]
11 CNU-HYa GABA
[-]
079 CEA-BST Six3 Cyp26b1 Gaba
[-]
0368 CEA-BST Six3 Cyp26b1 Gaba_2
[+]
11 CNU-HYa GABA
[-]
079 CEA-BST Six3 Cyp26b1 Gaba
[-]
0369 CEA-BST Six3 Cyp26b1 Gaba_3
[+]
11 CNU-HYa GABA
[-]
079 CEA-BST Six3 Cyp26b1 Gaba
[-]
0370 CEA-BST Six3 Cyp26b1 Gaba_4
[+]
11 CNU-HYa GABA
[-]
079 CEA-BST Six3 Cyp26b1 Gaba
[-]
0371 CEA-BST Six3 Cyp26b1 Gaba_5
[+]
11 CNU-HYa GABA
[-]
079 CEA-BST Six3 Cyp26b1 Gaba
[-]
0372 CEA-BST Six3 Cyp26b1 Gaba_6
[+]
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0373 CEA-AAA-BST Six3 Sp9 Gaba_1
[+]
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0374 CEA-AAA-BST Six3 Sp9 Gaba_2
[+]
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0375 CEA-AAA-BST Six3 Sp9 Gaba_3
[+]
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0376 CEA-AAA-BST Six3 Sp9 Gaba_4
[+]
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0377 CEA-AAA-BST Six3 Sp9 Gaba_5
[+]
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0378 CEA-AAA-BST Six3 Sp9 Gaba_6
[+]
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0379 CEA-AAA-BST Six3 Sp9 Gaba_7
[+]
11 CNU-HYa GABA
[-]
080 CEA-AAA-BST Six3 Sp9 Gaba
[-]
0380 CEA-AAA-BST Six3 Sp9 Gaba_8
[+]
11 CNU-HYa GABA
[-]
081 ACB-BST-FS D1 Gaba
[-]
0381 ACB-BST-FS D1 Gaba_1
[+]
11 CNU-HYa GABA
[-]
081 ACB-BST-FS D1 Gaba
[-]
0382 ACB-BST-FS D1 Gaba_2
[+]
11 CNU-HYa GABA
[-]
081 ACB-BST-FS D1 Gaba
[-]
0383 ACB-BST-FS D1 Gaba_3
[+]
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0384 CEA-BST Ebf1 Pdyn Gaba_1
[+]
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0385 CEA-BST Ebf1 Pdyn Gaba_2
[+]
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0386 CEA-BST Ebf1 Pdyn Gaba_3
[+]
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0387 CEA-BST Ebf1 Pdyn Gaba_4
[+]
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0388 CEA-BST Ebf1 Pdyn Gaba_5
[+]
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0389 CEA-BST Ebf1 Pdyn Gaba_6
[+]
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0390 CEA-BST Ebf1 Pdyn Gaba_7
[+]
11 CNU-HYa GABA
[-]
082 CEA-BST Ebf1 Pdyn Gaba
[-]
0391 CEA-BST Ebf1 Pdyn Gaba_8
[+]
11 CNU-HYa GABA
[-]
083 CEA-BST Rai14 Pdyn Crh Gaba
[-]
0392 CEA-BST Rai14 Pdyn Crh Gaba_1
[+]
11 CNU-HYa GABA
[-]
083 CEA-BST Rai14 Pdyn Crh Gaba
[-]
0393 CEA-BST Rai14 Pdyn Crh Gaba_2
[+]
11 CNU-HYa GABA
[-]
084 BST-SI-AAA Six3 Slc22a3 Gaba
[-]
0394 BST-SI-AAA Six3 Slc22a3 Gaba_1
[+]
11 CNU-HYa GABA
[-]
084 BST-SI-AAA Six3 Slc22a3 Gaba
[-]
0395 BST-SI-AAA Six3 Slc22a3 Gaba_2
[+]
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0396 SI-MPO-LPO Lhx8 Gaba_1
[+]
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0397 SI-MPO-LPO Lhx8 Gaba_2
[+]
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0398 SI-MPO-LPO Lhx8 Gaba_3
[+]
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0399 SI-MPO-LPO Lhx8 Gaba_4
[+]
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0400 SI-MPO-LPO Lhx8 Gaba_5
[+]
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0401 SI-MPO-LPO Lhx8 Gaba_6
[+]
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0402 MPO-ADP Lhx8 Gaba_1
[+]
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0403 MPO-ADP Lhx8 Gaba_2
[+]
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0404 MPO-ADP Lhx8 Gaba_3
[+]
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0405 MPO-ADP Lhx8 Gaba_4
[+]
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0406 MPO-ADP Lhx8 Gaba_5
[+]
11 CNU-HYa GABA
[-]
087 MPN-MPO-LPO Lhx6 Zfhx3 Gaba
[-]
0407 MPN-MPO-LPO Lhx6 Zfhx3 Gaba_1
[+]
11 CNU-HYa GABA
[-]
087 MPN-MPO-LPO Lhx6 Zfhx3 Gaba
[-]
0408 MPN-MPO-LPO Lhx6 Zfhx3 Gaba_2
[+]
11 CNU-HYa GABA
[-]
088 BST Tac2 Gaba
[-]
0409 BST Tac2 Gaba_1
[+]
11 CNU-HYa GABA
[-]
088 BST Tac2 Gaba
[-]
0410 BST Tac2 Gaba_2
[+]
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0411 PVR Six3 Sox3 Gaba_1
[+]
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0412 PVR Six3 Sox3 Gaba_2
[+]
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0413 PVR Six3 Sox3 Gaba_3
[+]
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0414 PVR Six3 Sox3 Gaba_4
[+]
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0415 PVR Six3 Sox3 Gaba_5
[+]
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0416 PVR Six3 Sox3 Gaba_6
[+]
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0417 PVR Six3 Sox3 Gaba_7
[+]
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0418 PVR Six3 Sox3 Gaba_8
[+]
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0419 PVR Six3 Sox3 Gaba_9
[+]
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0420 BST-MPN Six3 Nrgn Gaba_1
[+]
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0421 BST-MPN Six3 Nrgn Gaba_2
[+]
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0422 BST-MPN Six3 Nrgn Gaba_3
[+]
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0423 BST-MPN Six3 Nrgn Gaba_4
[+]
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0424 BST-MPN Six3 Nrgn Gaba_5
[+]
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0425 BST-MPN Six3 Nrgn Gaba_6
[+]
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0426 BST-MPN Six3 Nrgn Gaba_7
[+]
12 HY GABA
[-]
091 ARH-PVi Six6 Dopa-Gaba
[-]
0427 ARH-PVi Six6 Dopa-Gaba_1
[+]
12 HY GABA
[-]
091 ARH-PVi Six6 Dopa-Gaba
[-]
0428 ARH-PVi Six6 Dopa-Gaba_2
[+]
12 HY GABA
[-]
092 TMv-PMv Tbx3 Hist-Gaba
[-]
0429 TMv-PMv Tbx3 Hist-Gaba_1
[+]
12 HY GABA
[-]
092 TMv-PMv Tbx3 Hist-Gaba
[-]
0430 TMv-PMv Tbx3 Hist-Gaba_2
[+]
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0431 RT-ZI Gnb3 Gaba_1
[+]
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0432 RT-ZI Gnb3 Gaba_2
[+]
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0433 RT-ZI Gnb3 Gaba_3
[+]
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0434 RT-ZI Gnb3 Gaba_4
[+]
12 HY GABA
[-]
093 RT-ZI Gnb3 Gaba
[-]
0435 RT-ZI Gnb3 Gaba_5
[+]
12 HY GABA
[-]
094 SCH Six6 Cdc14a Gaba
[-]
0436 SCH Six6 Cdc14a Gaba_1
[+]
12 HY GABA
[-]
094 SCH Six6 Cdc14a Gaba
[-]
0437 SCH Six6 Cdc14a Gaba_2
[+]
12 HY GABA
[-]
094 SCH Six6 Cdc14a Gaba
[-]
0438 SCH Six6 Cdc14a Gaba_3
[+]
12 HY GABA
[-]
095 DMH Prdm13 Gaba
[-]
0439 DMH Prdm13 Gaba_1
[+]
12 HY GABA
[-]
095 DMH Prdm13 Gaba
[-]
0440 DMH Prdm13 Gaba_2
[+]
12 HY GABA
[-]
096 PVHd Gsc Gaba
[-]
0441 PVHd Gsc Gaba_1
[+]
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0442 PVHd-SBPV Six3 Prox1 Gaba_1
[+]
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0443 PVHd-SBPV Six3 Prox1 Gaba_2
[+]
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0444 PVHd-SBPV Six3 Prox1 Gaba_3
[+]
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0445 PVHd-SBPV Six3 Prox1 Gaba_4
[+]
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0446 AHN-SBPV-PVHd Pdrm12 Gaba_1
[+]
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0447 AHN-SBPV-PVHd Pdrm12 Gaba_2
[+]
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0448 AHN-SBPV-PVHd Pdrm12 Gaba_3
[+]
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0449 AHN-SBPV-PVHd Pdrm12 Gaba_4
[+]
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0450 AHN-SBPV-PVHd Pdrm12 Gaba_5
[+]
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0451 AHN-SBPV-PVHd Pdrm12 Gaba_6
[+]
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0452 AHN-SBPV-PVHd Pdrm12 Gaba_7
[+]
12 HY GABA
[-]
099 SBPV-PVa Six6 Satb2 Gaba
[-]
0453 SBPV-PVa Six6 Satb2 Gaba_1
[+]
12 HY GABA
[-]
099 SBPV-PVa Six6 Satb2 Gaba
[-]
0454 SBPV-PVa Six6 Satb2 Gaba_2
[+]
12 HY GABA
[-]
099 SBPV-PVa Six6 Satb2 Gaba
[-]
0455 SBPV-PVa Six6 Satb2 Gaba_3
[+]
12 HY GABA
[-]
100 AHN Onecut3 Gaba
[-]
0456 AHN Onecut3 Gaba_1
[+]
12 HY GABA
[-]
100 AHN Onecut3 Gaba
[-]
0457 AHN Onecut3 Gaba_2
[+]
12 HY GABA
[-]
100 AHN Onecut3 Gaba
[-]
0458 AHN Onecut3 Gaba_3
[+]
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0459 ZI Pax6 Gaba_1
[+]
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0460 ZI Pax6 Gaba_2
[+]
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0461 ZI Pax6 Gaba_3
[+]
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0462 ZI Pax6 Gaba_4
[+]
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0463 ZI Pax6 Gaba_5
[+]
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0464 ZI Pax6 Gaba_6
[+]
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0465 ZI Pax6 Gaba_7
[+]
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0466 ZI Pax6 Gaba_8
[+]
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0467 ZI Pax6 Gaba_9
[+]
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0468 ZI Pax6 Gaba_10
[+]
12 HY GABA
[-]
101 ZI Pax6 Gaba
[-]
0469 ZI Pax6 Gaba_11
[+]
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0470 DMH-LHA Gsx1 Gaba_1
[+]
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0471 DMH-LHA Gsx1 Gaba_2
[+]
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0472 DMH-LHA Gsx1 Gaba_3
[+]
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0473 DMH-LHA Gsx1 Gaba_4
[+]
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0474 PVHd-DMH Lhx6 Gaba_1
[+]
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0475 PVHd-DMH Lhx6 Gaba_2
[+]
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0476 PVHd-DMH Lhx6 Gaba_3
[+]
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0477 PVHd-DMH Lhx6 Gaba_4
[+]
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0478 TU-ARH Otp Six6 Gaba_1
[+]
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0479 TU-ARH Otp Six6 Gaba_2
[+]
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0480 TU-ARH Otp Six6 Gaba_3
[+]
12 HY GABA
[-]
105 TMd-DMH Foxd2 Gaba
[-]
0481 TMd-DMH Foxd2 Gaba_1
[+]
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0482 PVpo-VMPO-MPN Hmx2 Gaba_1
[+]
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0483 PVpo-VMPO-MPN Hmx2 Gaba_2
[+]
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0484 PVpo-VMPO-MPN Hmx2 Gaba_3
[+]
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0485 PVpo-VMPO-MPN Hmx2 Gaba_4
[+]
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0486 PVpo-VMPO-MPN Hmx2 Gaba_5
[+]
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0487 DMH Hmx2 Gaba_1
[+]
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0488 DMH Hmx2 Gaba_2
[+]
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0489 DMH Hmx2 Gaba_3
[+]
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0490 DMH Hmx2 Gaba_4
[+]
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0491 DMH Hmx2 Gaba_5
[+]
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0492 DMH Hmx2 Gaba_6
[+]
12 HY GABA
[-]
108 ARH-PVp Tbx3 Gaba
[-]
0493 ARH-PVp Tbx3 Gaba_1
[+]
12 HY GABA
[-]
108 ARH-PVp Tbx3 Gaba
[-]
0494 ARH-PVp Tbx3 Gaba_2
[+]
12 HY GABA
[-]
108 ARH-PVp Tbx3 Gaba
[-]
0495 ARH-PVp Tbx3 Gaba_3
[+]
12 HY GABA
[-]
109 LGv-ZI Otx2 Gaba
[-]
0496 LGv-ZI Otx2 Gaba_1
[+]
12 HY GABA
[-]
109 LGv-ZI Otx2 Gaba
[-]
0497 LGv-ZI Otx2 Gaba_2
[+]
12 HY GABA
[-]
109 LGv-ZI Otx2 Gaba
[-]
0498 LGv-ZI Otx2 Gaba_3
[+]
12 HY GABA
[-]
109 LGv-ZI Otx2 Gaba
[-]
0499 LGv-ZI Otx2 Gaba_4
[+]
12 HY GABA
[-]
109 LGv-ZI Otx2 Gaba
[-]
0500 LGv-ZI Otx2 Gaba_5
[+]
13 CNU-HYa Glut
[-]
110 BST-po Iigp1 Glut
[-]
0501 BST-po Iigp1 Glut_1
[+]
13 CNU-HYa Glut
[-]
111 TRS-BAC Sln Glut
[-]
0502 TRS-BAC Sln Glut_1
[+]
13 CNU-HYa Glut
[-]
111 TRS-BAC Sln Glut
[-]
0503 TRS-BAC Sln Glut_2
[+]
13 CNU-HYa Glut
[-]
112 GPi Tbr1 Cngb3 Gaba-Glut
[-]
0504 GPi Tbr1 Cngb3 Gaba-Glut_1
[+]
13 CNU-HYa Glut
[-]
113 MEA-COA-BMA Ccdc42 Glut
[-]
0505 MEA-COA-BMA Ccdc42 Glut_1
[+]
13 CNU-HYa Glut
[-]
113 MEA-COA-BMA Ccdc42 Glut
[-]
0506 MEA-COA-BMA Ccdc42 Glut_2
[+]
13 CNU-HYa Glut
[-]
113 MEA-COA-BMA Ccdc42 Glut
[-]
0507 MEA-COA-BMA Ccdc42 Glut_3
[+]
13 CNU-HYa Glut
[-]
113 MEA-COA-BMA Ccdc42 Glut
[-]
0508 MEA-COA-BMA Ccdc42 Glut_4
[+]
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0509 COAa-PAA-MEA Barhl2 Glut_1
[+]
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0510 COAa-PAA-MEA Barhl2 Glut_2
[+]
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0511 COAa-PAA-MEA Barhl2 Glut_3
[+]
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0512 COAa-PAA-MEA Barhl2 Glut_4
[+]
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0513 COAa-PAA-MEA Barhl2 Glut_5
[+]
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0514 COAa-PAA-MEA Barhl2 Glut_6
[+]
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0515 COAa-PAA-MEA Barhl2 Glut_7
[+]
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0516 COAa-PAA-MEA Barhl2 Glut_8
[+]
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0517 COAa-PAA-MEA Barhl2 Glut_9
[+]
13 CNU-HYa Glut
[-]
115 MS-SF Bsx Glut
[-]
0518 MS-SF Bsx Glut_1
[+]
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0519 AVPV-MEPO-SFO Tbr1 Glut_1
[+]
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0520 AVPV-MEPO-SFO Tbr1 Glut_2
[+]
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0521 AVPV-MEPO-SFO Tbr1 Glut_3
[+]
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0522 AVPV-MEPO-SFO Tbr1 Glut_4
[+]
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0523 AVPV-MEPO-SFO Tbr1 Glut_5
[+]
13 CNU-HYa Glut
[-]
117 LHA Barhl2 Glut
[-]
0524 LHA Barhl2 Glut_1
[+]
13 CNU-HYa Glut
[-]
117 LHA Barhl2 Glut
[-]
0525 LHA Barhl2 Glut_2
[+]
13 CNU-HYa Glut
[-]
117 LHA Barhl2 Glut
[-]
0526 LHA Barhl2 Glut_3
[+]
13 CNU-HYa Glut
[-]
118 ADP-MPO Trp73 Glut
[-]
0527 ADP-MPO Trp73 Glut_1
[+]
13 CNU-HYa Glut
[-]
118 ADP-MPO Trp73 Glut
[-]
0528 ADP-MPO Trp73 Glut_2
[+]
13 CNU-HYa Glut
[-]
118 ADP-MPO Trp73 Glut
[-]
0529 ADP-MPO Trp73 Glut_3
[+]
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0530 SI-MA-LPO-LHA Skor1 Glut_1
[+]
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0531 SI-MA-LPO-LHA Skor1 Glut_2
[+]
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0532 SI-MA-LPO-LHA Skor1 Glut_3
[+]
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0533 SI-MA-LPO-LHA Skor1 Glut_4
[+]
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0534 SI-MA-LPO-LHA Skor1 Glut_5
[+]
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0535 SI-MA-LPO-LHA Skor1 Glut_6
[+]
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0536 SI-MA-LPO-LHA Skor1 Glut_7
[+]
13 CNU-HYa Glut
[-]
119 SI-MA-LPO-LHA Skor1 Glut
[-]
0537 SI-MA-LPO-LHA Skor1 Glut_8
[+]
13 CNU-HYa Glut
[-]
120 MEA Otp Foxp2 Glut
[-]
0538 MEA Otp Foxp2 Glut_1
[+]
13 CNU-HYa Glut
[-]
121 MEA-BST Otp Zic2 Glut
[-]
0539 MEA-BST Otp Zic2 Glut_1
[+]
13 CNU-HYa Glut
[-]
121 MEA-BST Otp Zic2 Glut
[-]
0540 MEA-BST Otp Zic2 Glut_2
[+]
13 CNU-HYa Glut
[-]
121 MEA-BST Otp Zic2 Glut
[-]
0541 MEA-BST Otp Zic2 Glut_3
[+]
13 CNU-HYa Glut
[-]
122 LHA-MEA Otp Glut
[-]
0542 LHA-MEA Otp Glut_1
[+]
13 CNU-HYa Glut
[-]
122 LHA-MEA Otp Glut
[-]
0543 LHA-MEA Otp Glut_2
[+]
14 HY Glut
[-]
123 DMH Nkx2-4 Glut
[-]
0544 DMH Nkx2-4 Glut_1
[+]
14 HY Glut
[-]
123 DMH Nkx2-4 Glut
[-]
0545 DMH Nkx2-4 Glut_2
[+]
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0546 MPN-MPO-PVpo Hmx2 Glut_1
[+]
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0547 MPN-MPO-PVpo Hmx2 Glut_2
[+]
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0548 MPN-MPO-PVpo Hmx2 Glut_3
[+]
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0549 MPN-MPO-PVpo Hmx2 Glut_4
[+]
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0550 MPN-MPO-PVpo Hmx2 Glut_5
[+]
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0551 MPN-MPO-PVpo Hmx2 Glut_6
[+]
14 HY Glut
[-]
125 DMH Hmx2 Glut
[-]
0552 DMH Hmx2 Glut_1
[+]
14 HY Glut
[-]
125 DMH Hmx2 Glut
[-]
0553 DMH Hmx2 Glut_2
[+]
14 HY Glut
[-]
126 ARH-PVp Tbx3 Glut
[-]
0554 ARH-PVp Tbx3 Glut_1
[+]
14 HY Glut
[-]
126 ARH-PVp Tbx3 Glut
[-]
0555 ARH-PVp Tbx3 Glut_2
[+]
14 HY Glut
[-]
126 ARH-PVp Tbx3 Glut
[-]
0556 ARH-PVp Tbx3 Glut_3
[+]
14 HY Glut
[-]
126 ARH-PVp Tbx3 Glut
[-]
0557 ARH-PVp Tbx3 Glut_4
[+]
14 HY Glut
[-]
126 ARH-PVp Tbx3 Glut
[-]
0558 ARH-PVp Tbx3 Glut_5
[+]
14 HY Glut
[-]
127 DMH-LHA Vgll2 Glut
[-]
0559 DMH-LHA Vgll2 Glut_1
[+]
14 HY Glut
[-]
127 DMH-LHA Vgll2 Glut
[-]
0560 DMH-LHA Vgll2 Glut_2
[+]
14 HY Glut
[-]
127 DMH-LHA Vgll2 Glut
[-]
0561 DMH-LHA Vgll2 Glut_3
[+]
14 HY Glut
[-]
127 DMH-LHA Vgll2 Glut
[-]
0562 DMH-LHA Vgll2 Glut_4
[+]
14 HY Glut
[-]
128 VMH Fezf1 Glut
[-]
0563 VMH Fezf1 Glut_1
[+]
14 HY Glut
[-]
128 VMH Fezf1 Glut
[-]
0564 VMH Fezf1 Glut_2
[+]
14 HY Glut
[-]
128 VMH Fezf1 Glut
[-]
0565 VMH Fezf1 Glut_3
[+]
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0566 VMH Nr5a1 Glut_1
[+]
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0567 VMH Nr5a1 Glut_2
[+]
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0568 VMH Nr5a1 Glut_3
[+]
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0569 VMH Nr5a1 Glut_4
[+]
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0570 VMH Nr5a1 Glut_5
[+]
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0571 VMH Nr5a1 Glut_6
[+]
14 HY Glut
[-]
130 LHA Pmch Glut
[-]
0572 LHA Pmch Glut_1
[+]
14 HY Glut
[-]
130 LHA Pmch Glut
[-]
0573 LHA Pmch Glut_2
[+]
14 HY Glut
[-]
131 LHA-AHN-PVH Otp Trh Glut
[-]
0574 LHA-AHN-PVH Otp Trh Glut_1
[+]
14 HY Glut
[-]
131 LHA-AHN-PVH Otp Trh Glut
[-]
0575 LHA-AHN-PVH Otp Trh Glut_2
[+]
14 HY Glut
[-]
131 LHA-AHN-PVH Otp Trh Glut
[-]
0576 LHA-AHN-PVH Otp Trh Glut_3
[+]
14 HY Glut
[-]
131 LHA-AHN-PVH Otp Trh Glut
[-]
0577 LHA-AHN-PVH Otp Trh Glut_4
[+]
14 HY Glut
[-]
131 LHA-AHN-PVH Otp Trh Glut
[-]
0578 LHA-AHN-PVH Otp Trh Glut_5
[+]
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0579 AHN-RCH-LHA Otp Fezf1 Glut_1
[+]
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0580 AHN-RCH-LHA Otp Fezf1 Glut_2
[+]
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0581 AHN-RCH-LHA Otp Fezf1 Glut_3
[+]
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0582 AHN-RCH-LHA Otp Fezf1 Glut_4
[+]
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0583 AHN-RCH-LHA Otp Fezf1 Glut_5
[+]
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0584 AHN-RCH-LHA Otp Fezf1 Glut_6
[+]
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0585 PVH-SO-PVa Otp Glut_1
[+]
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0586 PVH-SO-PVa Otp Glut_2
[+]
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0587 PVH-SO-PVa Otp Glut_3
[+]
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0588 PVH-SO-PVa Otp Glut_4
[+]
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0589 PVH-SO-PVa Otp Glut_5
[+]
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0590 PVH-SO-PVa Otp Glut_6
[+]
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0591 PH-ant-LHA Otp Bsx Glut_1
[+]
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0592 PH-ant-LHA Otp Bsx Glut_2
[+]
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0593 PH-ant-LHA Otp Bsx Glut_3
[+]
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0594 PH-ant-LHA Otp Bsx Glut_4
[+]
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0595 PH-ant-LHA Otp Bsx Glut_5
[+]
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0596 PH-ant-LHA Otp Bsx Glut_6
[+]
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0597 PH-ant-LHA Otp Bsx Glut_7
[+]
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0598 STN-PSTN Pitx2 Glut_1
[+]
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0599 STN-PSTN Pitx2 Glut_2
[+]
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0600 STN-PSTN Pitx2 Glut_3
[+]
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0601 STN-PSTN Pitx2 Glut_4
[+]
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0602 STN-PSTN Pitx2 Glut_5
[+]
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0603 STN-PSTN Pitx2 Glut_6
[+]
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0604 STN-PSTN Pitx2 Glut_7
[+]
14 HY Glut
[-]
136 PMv-TMv Pitx2 Glut
[-]
0605 PMv-TMv Pitx2 Glut_1
[+]
14 HY Glut
[-]
136 PMv-TMv Pitx2 Glut
[-]
0606 PMv-TMv Pitx2 Glut_2
[+]
14 HY Glut
[-]
136 PMv-TMv Pitx2 Glut
[-]
0607 PMv-TMv Pitx2 Glut_3
[+]
14 HY Glut
[-]
137 PH-an Pitx2 Glut
[-]
0608 PH-an Pitx2 Glut_1
[+]
14 HY Glut
[-]
137 PH-an Pitx2 Glut
[-]
0609 PH-an Pitx2 Glut_2
[+]
14 HY Glut
[-]
138 PH Pitx2 Glut
[-]
0610 PH Pitx2 Glut_1
[+]
14 HY Glut
[-]
138 PH Pitx2 Glut
[-]
0611 PH Pitx2 Glut_2
[+]
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0612 PH-LHA Foxb1 Glut_1
[+]
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0613 PH-LHA Foxb1 Glut_2
[+]
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0614 PH-LHA Foxb1 Glut_3
[+]
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0615 PH-LHA Foxb1 Glut_4
[+]
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0616 PH-LHA Foxb1 Glut_5
[+]
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0617 PH-LHA Foxb1 Glut_6
[+]
14 HY Glut
[-]
139 PH-LHA Foxb1 Glut
[-]
0618 PH-LHA Foxb1 Glut_7
[+]
14 HY Glut
[-]
140 PMd-LHA Foxb1 Glut
[-]
0619 PMd-LHA Foxb1 Glut_1
[+]
14 HY Glut
[-]
140 PMd-LHA Foxb1 Glut
[-]
0620 PMd-LHA Foxb1 Glut_2
[+]
14 HY Glut
[-]
140 PMd-LHA Foxb1 Glut
[-]
0621 PMd-LHA Foxb1 Glut_3
[+]
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0622 PH-SUM Foxa1 Glut_1
[+]
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0623 PH-SUM Foxa1 Glut_2
[+]
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0624 PH-SUM Foxa1 Glut_3
[+]
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0625 PH-SUM Foxa1 Glut_4
[+]
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0626 PH-SUM Foxa1 Glut_5
[+]
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0627 PH-SUM Foxa1 Glut_6
[+]
15 HY Gnrh1 Glut
[-]
142 HY Gnrh1 Glut
[-]
0628 HY Gnrh1 Glut_1
[+]
16 HY MM Glut
[-]
143 MM-ant Foxb1 Glut
[-]
0629 MM-ant Foxb1 Glut_1
[+]
16 HY MM Glut
[-]
144 MM Foxb1 Glut
[-]
0630 MM Foxb1 Glut_1
[+]
16 HY MM Glut
[-]
144 MM Foxb1 Glut
[-]
0631 MM Foxb1 Glut_2
[+]
17 MH-LH Glut
[-]
145 MH Tac2 Glut
[-]
0632 MH Tac2 Glut_1
[+]
17 MH-LH Glut
[-]
145 MH Tac2 Glut
[-]
0633 MH Tac2 Glut_2
[+]
17 MH-LH Glut
[-]
145 MH Tac2 Glut
[-]
0634 MH Tac2 Glut_3
[+]
17 MH-LH Glut
[-]
145 MH Tac2 Glut
[-]
0635 MH Tac2 Glut_4
[+]
17 MH-LH Glut
[-]
145 MH Tac2 Glut
[-]
0636 MH Tac2 Glut_5
[+]
17 MH-LH Glut
[-]
146 LH Pou4f1 Sox1 Glut
[-]
0637 LH Pou4f1 Sox1 Glut_1
[+]
17 MH-LH Glut
[-]
146 LH Pou4f1 Sox1 Glut
[-]
0638 LH Pou4f1 Sox1 Glut_2
[+]
17 MH-LH Glut
[-]
146 LH Pou4f1 Sox1 Glut
[-]
0639 LH Pou4f1 Sox1 Glut_3
[+]
17 MH-LH Glut
[-]
146 LH Pou4f1 Sox1 Glut
[-]
0640 LH Pou4f1 Sox1 Glut_4
[+]
18 TH Glut
[-]
147 AD Serpinb7 Glut
[-]
0641 AD Serpinb7 Glut_1
[+]
18 TH Glut
[-]
148 AV Col27a1 Glut
[-]
0642 AV Col27a1 Glut_1
[+]
18 TH Glut
[-]
149 PVT-PT Ntrk1 Glut
[-]
0643 PVT-PT Ntrk1 Glut_1
[+]
18 TH Glut
[-]
149 PVT-PT Ntrk1 Glut
[-]
0644 PVT-PT Ntrk1 Glut_2
[+]
18 TH Glut
[-]
149 PVT-PT Ntrk1 Glut
[-]
0645 PVT-PT Ntrk1 Glut_3
[+]
18 TH Glut
[-]
149 PVT-PT Ntrk1 Glut
[-]
0646 PVT-PT Ntrk1 Glut_4
[+]
18 TH Glut
[-]
149 PVT-PT Ntrk1 Glut
[-]
0647 PVT-PT Ntrk1 Glut_5
[+]
18 TH Glut
[-]
149 PVT-PT Ntrk1 Glut
[-]
0648 PVT-PT Ntrk1 Glut_6
[+]
18 TH Glut
[-]
150 CM-IAD-CL-PCN Sema5b Glut
[-]
0649 CM-IAD-CL-PCN Sema5b Glut_1
[+]
18 TH Glut
[-]
150 CM-IAD-CL-PCN Sema5b Glut
[-]
0650 CM-IAD-CL-PCN Sema5b Glut_2
[+]
18 TH Glut
[-]
150 CM-IAD-CL-PCN Sema5b Glut
[-]
0651 CM-IAD-CL-PCN Sema5b Glut_3
[+]
18 TH Glut
[-]
150 CM-IAD-CL-PCN Sema5b Glut
[-]
0652 CM-IAD-CL-PCN Sema5b Glut_4
[+]
18 TH Glut
[-]
150 CM-IAD-CL-PCN Sema5b Glut
[-]
0653 CM-IAD-CL-PCN Sema5b Glut_5
[+]
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0654 TH Prkcd Grin2c Glut_1
[+]
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0655 TH Prkcd Grin2c Glut_2
[+]
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0656 TH Prkcd Grin2c Glut_3
[+]
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0657 TH Prkcd Grin2c Glut_4
[+]
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0658 TH Prkcd Grin2c Glut_5
[+]
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0659 TH Prkcd Grin2c Glut_6
[+]
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0660 TH Prkcd Grin2c Glut_7
[+]
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0661 TH Prkcd Grin2c Glut_8
[+]
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0662 TH Prkcd Grin2c Glut_9
[+]
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0663 TH Prkcd Grin2c Glut_10
[+]
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0664 TH Prkcd Grin2c Glut_11
[+]
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0665 TH Prkcd Grin2c Glut_12
[+]
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0666 TH Prkcd Grin2c Glut_13
[+]
18 TH Glut
[-]
151 TH Prkcd Grin2c Glut
[-]
0667 TH Prkcd Grin2c Glut_14
[+]
18 TH Glut
[-]
152 RE-Xi Nox4 Glut
[-]
0668 RE-Xi Nox4 Glut_1
[+]
18 TH Glut
[-]
152 RE-Xi Nox4 Glut
[-]
0669 RE-Xi Nox4 Glut_2
[+]
18 TH Glut
[-]
152 RE-Xi Nox4 Glut
[-]
0670 RE-Xi Nox4 Glut_3
[+]
18 TH Glut
[-]
152 RE-Xi Nox4 Glut
[-]
0671 RE-Xi Nox4 Glut_4
[+]
18 TH Glut
[-]
153 MG-POL-SGN Nts Glut
[-]
0672 MG-POL-SGN Nts Glut_1
[+]
18 TH Glut
[-]
153 MG-POL-SGN Nts Glut
[-]
0673 MG-POL-SGN Nts Glut_2
[+]
18 TH Glut
[-]
154 PF Fzd5 Glut
[-]
0674 PF Fzd5 Glut_1
[+]
18 TH Glut
[-]
154 PF Fzd5 Glut
[-]
0675 PF Fzd5 Glut_2
[+]
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0676 PRC-PAG Pax6 Glut_1
[+]
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0677 PRC-PAG Pax6 Glut_2
[+]
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0678 PRC-PAG Pax6 Glut_3
[+]
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0679 PRC-PAG Pax6 Glut_4
[+]
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0680 PRC-PAG Pax6 Glut_5
[+]
19 MB Glut
[-]
156 MB-ant-ve Dmrta2 Glut
[-]
0681 MB-ant-ve Dmrta2 Glut_1
[+]
19 MB Glut
[-]
157 RN Spp1 Glut
[-]
0682 RN Spp1 Glut_1
[+]
19 MB Glut
[-]
158 MRN-PAG Nkx6-1 Glut
[-]
0683 MRN-PAG Nkx6-1 Glut_1
[+]
19 MB Glut
[-]
158 MRN-PAG Nkx6-1 Glut
[-]
0684 MRN-PAG Nkx6-1 Glut_2
[+]
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0685 IF-RL-CLI-PAG Foxa1 Glut_1
[+]
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0686 IF-RL-CLI-PAG Foxa1 Glut_2
[+]
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0687 IF-RL-CLI-PAG Foxa1 Glut_3
[+]
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0688 IF-RL-CLI-PAG Foxa1 Glut_4
[+]
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0689 IF-RL-CLI-PAG Foxa1 Glut_5
[+]
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[-]
0690 PAG-SC Neurod2 Meis2 Glut_1
[+]
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[-]
0691 PAG-SC Neurod2 Meis2 Glut_2
[+]
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[-]
0692 PAG-SC Neurod2 Meis2 Glut_3
[+]
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[-]
0693 PAG-SC Neurod2 Meis2 Glut_4
[+]
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[-]
0694 PAG Pou4f3 Glut_1
[+]
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[-]
0695 PAG Pou4f3 Glut_2
[+]
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[-]
0696 PAG Pou4f3 Glut_3
[+]
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0697 CUN Evx2 Lhx2 Glut_1
[+]
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0698 CUN Evx2 Lhx2 Glut_2
[+]
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0699 CUN Evx2 Lhx2 Glut_3
[+]
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0700 CUN Evx2 Lhx2 Glut_4
[+]
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0701 CUN Evx2 Lhx2 Glut_5
[+]
19 MB Glut
[-]
163 APN C1ql2 Glut
[-]
0702 APN C1ql2 Glut_1
[+]
19 MB Glut
[-]
164 APN C1ql4 Glut
[-]
0703 APN C1ql4 Glut_1
[+]
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0704 PAG-MRN Pou3f1 Glut_1
[+]
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0705 PAG-MRN Pou3f1 Glut_2
[+]
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0706 PAG-MRN Pou3f1 Glut_3
[+]
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0707 PAG-MRN Pou3f1 Glut_4
[+]
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0708 PAG-MRN Pou3f1 Glut_5
[+]
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0709 PAG-MRN Pou3f1 Glut_6
[+]
19 MB Glut
[-]
166 MRN Pou3f1 C1ql4 Glut
[-]
0710 MRN Pou3f1 C1ql4 Glut_1
[+]
19 MB Glut
[-]
166 MRN Pou3f1 C1ql4 Glut
[-]
0711 MRN Pou3f1 C1ql4 Glut_2
[+]
19 MB Glut
[-]
166 MRN Pou3f1 C1ql4 Glut
[-]
0712 MRN Pou3f1 C1ql4 Glut_3
[+]
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0713 PRC-PAG Tcf7l2 Irx2 Glut_1
[+]
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0714 PRC-PAG Tcf7l2 Irx2 Glut_2
[+]
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0715 PRC-PAG Tcf7l2 Irx2 Glut_3
[+]
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0716 PRC-PAG Tcf7l2 Irx2 Glut_4
[+]
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0717 PRC-PAG Tcf7l2 Irx2 Glut_5
[+]
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0718 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_1
[+]
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0719 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_2
[+]
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0720 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_3
[+]
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0721 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_4
[+]
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0722 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_5
[+]
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0723 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_6
[+]
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0724 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_7
[+]
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0725 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_8
[+]
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0726 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_9
[+]
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0727 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_10
[+]
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0728 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_11
[+]
19 MB Glut
[-]
168 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut
[-]
0729 SPA-SPFm-SPFp-POL-PIL-PoT Sp9 Glut_12
[+]
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0730 PAG-SC Pou4f1 Zic1 Glut_1
[+]
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0731 PAG-SC Pou4f1 Zic1 Glut_2
[+]
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0732 PAG-SC Pou4f1 Zic1 Glut_3
[+]
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[+]
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0734 PAG-MRN Tfap2b Glut_2
[+]
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0735 PAG Pou4f1 Bnc2 Glut_1
[+]
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0736 PAG Pou4f1 Bnc2 Glut_2
[+]
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0737 PAG Pou4f1 Ebf2 Glut_1
[+]
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0738 PAG Pou4f1 Ebf2 Glut_2
[+]
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0739 PAG Pou4f1 Ebf2 Glut_3
[+]
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0740 PAG Pou4f1 Ebf2 Glut_4
[+]
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0741 PAG Pou4f1 Ebf2 Glut_5
[+]
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0742 PAG Pou4f1 Ebf2 Glut_6
[+]
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0743 PAG Pou4f1 Ebf2 Glut_7
[+]
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0744 PAG Pou4f1 Ebf2 Glut_8
[+]
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0745 PAG Pou4f2 Glut_1
[+]
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0746 PAG Pou4f2 Glut_2
[+]
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0747 PAG Pou4f2 Glut_3
[+]
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0748 PAG Pou4f2 Glut_4
[+]
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0749 PAG Pou4f2 Glut_5
[+]
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0750 PAG Pou4f2 Mesi2 Glut_1
[+]
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0751 PAG Pou4f2 Mesi2 Glut_2
[+]
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0752 PAG Pou4f2 Mesi2 Glut_3
[+]
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0753 PAG Pou4f2 Mesi2 Glut_4
[+]
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0754 PAG Pou4f2 Mesi2 Glut_5
[+]
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0755 PAG Pou4f2 Mesi2 Glut_6
[+]
19 MB Glut
[-]
175 SC Bnc2 Glut
[-]
0756 SC Bnc2 Glut_1
[+]
19 MB Glut
[-]
175 SC Bnc2 Glut
[-]
0757 SC Bnc2 Glut_2
[+]
19 MB Glut
[-]
175 SC Bnc2 Glut
[-]
0758 SC Bnc2 Glut_3
[+]
19 MB Glut
[-]
175 SC Bnc2 Glut
[-]
0759 SC Bnc2 Glut_4
[+]
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0760 SCig Foxb1 Glut_1
[+]
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0761 SCig Foxb1 Glut_2
[+]
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0762 SCig Foxb1 Glut_3
[+]
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0763 SCig Foxb1 Glut_4
[+]
19 MB Glut
[-]
177 SCig-an-PPT Foxb1 Glut
[-]
0764 SCig-an-PPT Foxb1 Glut_1
[+]
19 MB Glut
[-]
178 SCig Foxb1 Otx2 Glut
[-]
0765 SCig Foxb1 Otx2 Glut_1
[+]
19 MB Glut
[-]
179 SCdg-PAG Tfap2b Glut
[-]
0766 SCdg-PAG Tfap2b Glut_1
[+]
19 MB Glut
[-]
180 SCiw Pitx2 Glut
[-]
0767 SCiw Pitx2 Glut_1
[+]
19 MB Glut
[-]
180 SCiw Pitx2 Glut
[-]
0768 SCiw Pitx2 Glut_2
[+]
19 MB Glut
[-]
180 SCiw Pitx2 Glut
[-]
0769 SCiw Pitx2 Glut_3
[+]
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0770 IC Tfap2d Maf Glut_1
[+]
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0771 IC Tfap2d Maf Glut_2
[+]
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0772 IC Tfap2d Maf Glut_3
[+]
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0773 IC Tfap2d Maf Glut_4
[+]
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0774 IC Tfap2d Maf Glut_5
[+]
19 MB Glut
[-]
181 IC Tfap2d Maf Glut
[-]
0775 IC Tfap2d Maf Glut_6
[+]
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0776 CUN-PPN Evx2 Meis2 Glut_1
[+]
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0777 CUN-PPN Evx2 Meis2 Glut_2
[+]
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0778 CUN-PPN Evx2 Meis2 Glut_3
[+]
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0779 CUN-PPN Evx2 Meis2 Glut_4
[+]
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0780 CUN-PPN Evx2 Meis2 Glut_5
[+]
19 MB Glut
[-]
183 PBG Mtnr1a Glut-Chol
[-]
0781 PBG Mtnr1a Glut-Chol_1
[+]
19 MB Glut
[-]
184 PAG Tcf24 Glut
[-]
0782 PAG Tcf24 Glut_1
[+]
19 MB Glut
[-]
185 SCig Tfap2b Chrnb3 Glut
[-]
0783 SCig Tfap2b Chrnb3 Glut_1
[+]
19 MB Glut
[-]
186 SCop Pou4f2 Neurod2 Glut
[-]
0784 SCop Pou4f2 Neurod2 Glut_1
[+]
19 MB Glut
[-]
187 SCsg Pde5a Glut
[-]
0785 SCsg Pde5a Glut_1
[+]
19 MB Glut
[-]
187 SCsg Pde5a Glut
[-]
0786 SCsg Pde5a Glut_2
[+]
19 MB Glut
[-]
187 SCsg Pde5a Glut
[-]
0787 SCsg Pde5a Glut_3
[+]
19 MB Glut
[-]
188 SCop Sln Glut
[-]
0788 SCop Sln Glut_1
[+]
19 MB Glut
[-]
189 PAG Ucn Glut
[-]
0789 PAG Ucn Glut_1
[+]
19 MB Glut
[-]
190 ND-INC Foxd2 Glut
[-]
0790 ND-INC Foxd2 Glut_1
[+]
19 MB Glut
[-]
234 MEV Ppp1r1c Glut
[-]
0952 MEV Ppp1r1c Glut_1
[+]
20 MB GABA
[-]
191 PAG-MRN Rln3 Gaba
[-]
0791 PAG-MRN Rln3 Gaba_1
[+]
20 MB GABA
[-]
192 PPN-CUN-PCG Otp En1 Gaba
[-]
0792 PPN-CUN-PCG Otp En1 Gaba_1
[+]
20 MB GABA
[-]
192 PPN-CUN-PCG Otp En1 Gaba
[-]
0793 PPN-CUN-PCG Otp En1 Gaba_2
[+]
20 MB GABA
[-]
192 PPN-CUN-PCG Otp En1 Gaba
[-]
0794 PPN-CUN-PCG Otp En1 Gaba_3
[+]
20 MB GABA
[-]
193 MRN-PPN-CUN Pax8 Gaba
[-]
0795 MRN-PPN-CUN Pax8 Gaba_1
[+]
20 MB GABA
[-]
193 MRN-PPN-CUN Pax8 Gaba
[-]
0796 MRN-PPN-CUN Pax8 Gaba_2
[+]
20 MB GABA
[-]
193 MRN-PPN-CUN Pax8 Gaba
[-]
0797 MRN-PPN-CUN Pax8 Gaba_3
[+]
20 MB GABA
[-]
194 MRN-VTN-PPN Pax5 Cdh23 Gaba
[-]
0798 MRN-VTN-PPN Pax5 Cdh23 Gaba_1
[+]
20 MB GABA
[-]
194 MRN-VTN-PPN Pax5 Cdh23 Gaba
[-]
0799 MRN-VTN-PPN Pax5 Cdh23 Gaba_2
[+]
20 MB GABA
[-]
195 SNr-VTA Pax5 Npas1 Gaba
[-]
0800 SNr-VTA Pax5 Npas1 Gaba_1
[+]
20 MB GABA
[-]
195 SNr-VTA Pax5 Npas1 Gaba
[-]
0801 SNr-VTA Pax5 Npas1 Gaba_2
[+]
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0802 PAG-PPN Pax5 Sox21 Gaba_1
[+]
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0803 PAG-PPN Pax5 Sox21 Gaba_2
[+]
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0804 PAG-PPN Pax5 Sox21 Gaba_3
[+]
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0805 PAG-PPN Pax5 Sox21 Gaba_4
[+]
20 MB GABA
[-]
197 SNr Six3 Gaba
[-]
0806 SNr Six3 Gaba_1
[+]
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0807 IC Six3 En2 Gaba_1
[+]
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0808 IC Six3 En2 Gaba_2
[+]
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0809 IC Six3 En2 Gaba_3
[+]
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0810 IC Six3 En2 Gaba_4
[+]
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0811 IC Six3 En2 Gaba_5
[+]
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0812 IC Six3 En2 Gaba_6
[+]
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0813 IC Six3 En2 Gaba_7
[+]
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0814 PAG-MRN-RN Foxa2 Gaba_1
[+]
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0815 PAG-MRN-RN Foxa2 Gaba_2
[+]
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0816 PAG-MRN-RN Foxa2 Gaba_3
[+]
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0817 PAG-MRN-RN Foxa2 Gaba_4
[+]
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0818 PAG-ND-PCG Onecut1 Gaba_1
[+]
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0819 PAG-ND-PCG Onecut1 Gaba_2
[+]
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0820 PAG-ND-PCG Onecut1 Gaba_3
[+]
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0821 PAG-ND-PCG Onecut1 Gaba_4
[+]
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0822 PAG-ND-PCG Onecut1 Gaba_5
[+]
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0823 PAG-RN Nkx2-2 Otx1 Gaba_1
[+]
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0824 PAG-RN Nkx2-2 Otx1 Gaba_2
[+]
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0825 PAG-RN Nkx2-2 Otx1 Gaba_3
[+]
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0826 PAG-RN Nkx2-2 Otx1 Gaba_4
[+]
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0827 PAG-RN Nkx2-2 Otx1 Gaba_5
[+]
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0828 PAG-RN Nkx2-2 Otx1 Gaba_6
[+]
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0829 PRT Tcf7l2 Gaba_1
[+]
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0830 PRT Tcf7l2 Gaba_2
[+]
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0831 PRT Tcf7l2 Gaba_3
[+]
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0832 PRT Tcf7l2 Gaba_4
[+]
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0833 PRT Tcf7l2 Gaba_5
[+]
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0834 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_1
[+]
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0835 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_2
[+]
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0836 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_3
[+]
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0837 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_4
[+]
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0838 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_5
[+]
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0839 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_6
[+]
20 MB GABA
[-]
203 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba
[-]
0840 LGv-SPFp-SPFm Nkx2-2 Tcf7l2 Gaba_7
[+]
20 MB GABA
[-]
204 SC Otx2 Gcnt4 Gaba
[-]
0841 SC Otx2 Gcnt4 Gaba_1
[+]
20 MB GABA
[-]
204 SC Otx2 Gcnt4 Gaba
[-]
0842 SC Otx2 Gcnt4 Gaba_2
[+]
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0843 SC-PAG Lef1 Emx2 Gaba_1
[+]
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0844 SC-PAG Lef1 Emx2 Gaba_2
[+]
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0845 SC-PAG Lef1 Emx2 Gaba_3
[+]
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0846 SC-PAG Lef1 Emx2 Gaba_4
[+]
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0847 SC-PAG Lef1 Emx2 Gaba_5
[+]
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0848 SCm-PAG Cdh23 Gaba_1
[+]
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0849 SCm-PAG Cdh23 Gaba_2
[+]
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0850 SCm-PAG Cdh23 Gaba_3
[+]
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0851 SCm-PAG Cdh23 Gaba_4
[+]
20 MB GABA
[-]
207 SCs Dmbx1 Gaba
[-]
0852 SCs Dmbx1 Gaba_1
[+]
20 MB GABA
[-]
207 SCs Dmbx1 Gaba
[-]
0853 SCs Dmbx1 Gaba_2
[+]
20 MB GABA
[-]
207 SCs Dmbx1 Gaba
[-]
0854 SCs Dmbx1 Gaba_3
[+]
20 MB GABA
[-]
207 SCs Dmbx1 Gaba
[-]
0855 SCs Dmbx1 Gaba_4
[+]
20 MB GABA
[-]
207 SCs Dmbx1 Gaba
[-]
0856 SCs Dmbx1 Gaba_5
[+]
20 MB GABA
[-]
208 SC Lef1 Otx2 Gaba
[-]
0857 SC Lef1 Otx2 Gaba_1
[+]
20 MB GABA
[-]
208 SC Lef1 Otx2 Gaba
[-]
0858 SC Lef1 Otx2 Gaba_2
[+]
20 MB GABA
[-]
209 SCs Pax7 Nfia Gaba
[-]
0859 SCs Pax7 Nfia Gaba_1
[+]
20 MB GABA
[-]
209 SCs Pax7 Nfia Gaba
[-]
0860 SCs Pax7 Nfia Gaba_2
[+]
20 MB GABA
[-]
209 SCs Pax7 Nfia Gaba
[-]
0861 SCs Pax7 Nfia Gaba_3
[+]
20 MB GABA
[-]
209 SCs Pax7 Nfia Gaba
[-]
0862 SCs Pax7 Nfia Gaba_4
[+]
20 MB GABA
[-]
209 SCs Pax7 Nfia Gaba
[-]
0863 SCs Pax7 Nfia Gaba_5
[+]
20 MB GABA
[-]
210 PRT Mecom Gaba
[-]
0864 PRT Mecom Gaba_1
[+]
20 MB GABA
[-]
210 PRT Mecom Gaba
[-]
0865 PRT Mecom Gaba_2
[+]
20 MB GABA
[-]
210 PRT Mecom Gaba
[-]
0866 PRT Mecom Gaba_3
[+]
20 MB GABA
[-]
211 SC Tnnt1 Gli3 Gaba
[-]
0867 SC Tnnt1 Gli3 Gaba_1
[+]
20 MB GABA
[-]
211 SC Tnnt1 Gli3 Gaba
[-]
0868 SC Tnnt1 Gli3 Gaba_2
[+]
20 MB GABA
[-]
212 SCs Lef1 Gli3 Gaba
[-]
0869 SCs Lef1 Gli3 Gaba_1
[+]
20 MB GABA
[-]
212 SCs Lef1 Gli3 Gaba
[-]
0870 SCs Lef1 Gli3 Gaba_2
[+]
20 MB GABA
[-]
212 SCs Lef1 Gli3 Gaba
[-]
0871 SCs Lef1 Gli3 Gaba_3
[+]
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0872 SCsg Gabrr2 Gaba_1
[+]
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0873 SCsg Gabrr2 Gaba_2
[+]
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0874 SCsg Gabrr2 Gaba_3
[+]
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0875 SCsg Gabrr2 Gaba_4
[+]
20 MB GABA
[-]
213 SCsg Gabrr2 Gaba
[-]
0876 SCsg Gabrr2 Gaba_5
[+]
20 MB GABA
[-]
214 IPN Otp Crisp1 Gaba
[-]
0877 IPN Otp Crisp1 Gaba_1
[+]
20 MB GABA
[-]
214 IPN Otp Crisp1 Gaba
[-]
0878 IPN Otp Crisp1 Gaba_2
[+]
20 MB GABA
[-]
214 IPN Otp Crisp1 Gaba
[-]
0879 IPN Otp Crisp1 Gaba_3
[+]
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0880 SNc-VTA-RAmb Foxa1 Dopa_1
[+]
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0881 SNc-VTA-RAmb Foxa1 Dopa_2
[+]
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0882 SNc-VTA-RAmb Foxa1 Dopa_3
[+]
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0883 SNc-VTA-RAmb Foxa1 Dopa_4
[+]
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0884 SNc-VTA-RAmb Foxa1 Dopa_5
[+]
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0885 SNc-VTA-RAmb Foxa1 Dopa_6
[+]
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0886 SNc-VTA-RAmb Foxa1 Dopa_7
[+]
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0887 SNc-VTA-RAmb Foxa1 Dopa_8
[+]
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0888 MB-MY Tph2 Glut-Sero_1
[+]
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0889 MB-MY Tph2 Glut-Sero_2
[+]
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0890 MB-MY Tph2 Glut-Sero_3
[+]
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0891 MB-MY Tph2 Glut-Sero_4
[+]
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0892 MB-MY Tph2 Glut-Sero_5
[+]
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0893 MB-MY Tph2 Glut-Sero_6
[+]
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0894 MB-MY Tph2 Glut-Sero_7
[+]
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0895 PB Lmx1a Glut_1
[+]
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0896 PB Lmx1a Glut_2
[+]
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0897 PB Lmx1a Glut_3
[+]
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0898 PB Lmx1a Glut_4
[+]
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0899 PB Lmx1a Glut_5
[+]
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0900 PB Lmx1a Glut_6
[+]
23 P Glut
[-]
217 PB Lmx1a Glut
[-]
0901 PB Lmx1a Glut_7
[+]
23 P Glut
[-]
218 PSV Lmx1a Trpv6 Glut
[-]
0902 PSV Lmx1a Trpv6 Glut_1
[+]
23 P Glut
[-]
219 PB-SUT Tlx3 Lhx2 Glut
[-]
0903 PB-SUT Tlx3 Lhx2 Glut_1
[+]
23 P Glut
[-]
220 PB Pax5 Glut
[-]
0904 PB Pax5 Glut_1
[+]
23 P Glut
[-]
220 PB Pax5 Glut
[-]
0905 PB Pax5 Glut_2
[+]
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0906 LDT-PCG Vsx2 Lhx4 Glut_1
[+]
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0907 LDT-PCG Vsx2 Lhx4 Glut_2
[+]
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0908 LDT-PCG Vsx2 Lhx4 Glut_3
[+]
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0909 LDT-PCG Vsx2 Lhx4 Glut_4
[+]
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0910 LDT-PCG Vsx2 Lhx4 Glut_5
[+]
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0911 LDT-PCG Vsx2 Lhx4 Glut_6
[+]
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0912 LDT-PCG Vsx2 Lhx4 Glut_7
[+]
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0913 LDT-PCG Vsx2 Lhx4 Glut_8
[+]
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0914 PB Evx2 Glut_1
[+]
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0915 PB Evx2 Glut_2
[+]
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0916 PB Evx2 Glut_3
[+]
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0917 PB Evx2 Glut_4
[+]
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0918 PB Evx2 Glut_5
[+]
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0919 PB Evx2 Glut_6
[+]
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0920 PB Evx2 Glut_7
[+]
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0921 PB Evx2 Glut_8
[+]
23 P Glut
[-]
222 PB Evx2 Glut
[-]
0922 PB Evx2 Glut_9
[+]
23 P Glut
[-]
223 B-PB Nr4a2 Glut
[-]
0923 B-PB Nr4a2 Glut_1
[+]
23 P Glut
[-]
223 B-PB Nr4a2 Glut
[-]
0924 B-PB Nr4a2 Glut_2
[+]
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0925 PCG-PRNr Vsx2 Nkx6-1 Glut_1
[+]
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0926 PCG-PRNr Vsx2 Nkx6-1 Glut_2
[+]
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0927 PCG-PRNr Vsx2 Nkx6-1 Glut_3
[+]
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0928 PCG-PRNr Vsx2 Nkx6-1 Glut_4
[+]
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0929 PCG-PRNr Vsx2 Nkx6-1 Glut_5
[+]
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0930 PCG-PRNr Vsx2 Nkx6-1 Glut_6
[+]
23 P Glut
[-]
225 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut
[-]
0931 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_1
[+]
23 P Glut
[-]
225 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut
[-]
0932 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_2
[+]
23 P Glut
[-]
225 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut
[-]
0933 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_3
[+]
23 P Glut
[-]
225 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut
[-]
0934 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_4
[+]
23 P Glut
[-]
226 PRNc-PARN Tlx1 Glut
[-]
0935 PRNc-PARN Tlx1 Glut_1
[+]
23 P Glut
[-]
226 PRNc-PARN Tlx1 Glut
[-]
0936 PRNc-PARN Tlx1 Glut_2
[+]
23 P Glut
[-]
226 PRNc-PARN Tlx1 Glut
[-]
0937 PRNc-PARN Tlx1 Glut_3
[+]
23 P Glut
[-]
227 PB-PSV Phox2b Glut
[-]
0938 PB-PSV Phox2b Glut_1
[+]
23 P Glut
[-]
228 PSV Pvalb Lhx2 Glut
[-]
0939 PSV Pvalb Lhx2 Glut_1
[+]
23 P Glut
[-]
228 PSV Pvalb Lhx2 Glut
[-]
0940 PSV Pvalb Lhx2 Glut_2
[+]
23 P Glut
[-]
228 PSV Pvalb Lhx2 Glut
[-]
0941 PSV Pvalb Lhx2 Glut_3
[+]
23 P Glut
[-]
228 PSV Pvalb Lhx2 Glut
[-]
0942 PSV Pvalb Lhx2 Glut_4
[+]
23 P Glut
[-]
229 PB-NTS Phox2b Ebf3 Lmx1b Glut
[-]
0943 PB-NTS Phox2b Ebf3 Lmx1b Glut_1
[+]
23 P Glut
[-]
229 PB-NTS Phox2b Ebf3 Lmx1b Glut
[-]
0944 PB-NTS Phox2b Ebf3 Lmx1b Glut_2
[+]
23 P Glut
[-]
230 PRNr Otp Nfib Glut
[-]
0945 PRNr Otp Nfib Glut_1
[+]
23 P Glut
[-]
231 IPN-LDT Vsx2 Nkx6-1 Glut
[-]
0946 IPN-LDT Vsx2 Nkx6-1 Glut_1
[+]
23 P Glut
[-]
231 IPN-LDT Vsx2 Nkx6-1 Glut
[-]
0947 IPN-LDT Vsx2 Nkx6-1 Glut_2
[+]
23 P Glut
[-]
232 LDT Vsx2 Nkx6-1 Nfib Glut
[-]
0948 LDT Vsx2 Nkx6-1 Nfib Glut_1
[+]
23 P Glut
[-]
232 LDT Vsx2 Nkx6-1 Nfib Glut
[-]
0949 LDT Vsx2 Nkx6-1 Nfib Glut_2
[+]
23 P Glut
[-]
233 NLL-SOC Spp1 Glut
[-]
0950 NLL-SOC Spp1 Glut_1
[+]
23 P Glut
[-]
233 NLL-SOC Spp1 Glut
[-]
0951 NLL-SOC Spp1 Glut_2
[+]
23 P Glut
[-]
235 PG-TRN-LRN Fat2 Glut
[-]
0953 PG-TRN-LRN Fat2 Glut_1
[+]
24 MY Glut
[-]
236 IRN Vip Glut
[-]
0954 IRN Vip Glut_1
[+]
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0955 PRP-NI-PRNc-GRN Otp Glut_1
[+]
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0956 PRP-NI-PRNc-GRN Otp Glut_2
[+]
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0957 PRP-NI-PRNc-GRN Otp Glut_3
[+]
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0958 PRP-NI-PRNc-GRN Otp Glut_4
[+]
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0959 NTS Phox2b Glut_1
[+]
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0960 NTS Phox2b Glut_2
[+]
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0961 NTS Phox2b Glut_3
[+]
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0962 NTS Phox2b Glut_4
[+]
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0963 NTS Phox2b Glut_5
[+]
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0964 NTS Phox2b Glut_6
[+]
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0965 NTS Phox2b Glut_7
[+]
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0966 NTS Phox2b Glut_8
[+]
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0967 NTS Phox2b Glut_9
[+]
24 MY Glut
[-]
238 NTS Phox2b Glut
[-]
0968 NTS Phox2b Glut_10
[+]
24 MY Glut
[-]
239 MARN-GRN Pyy Glut
[-]
0969 MARN-GRN Pyy Glut_1
[+]
24 MY Glut
[-]
240 MDRNv Lhx4 Qrfprl Glut
[-]
0970 MDRNv Lhx4 Qrfprl Glut_1
[+]
24 MY Glut
[-]
241 NTS Mbnl3 Glut
[-]
0971 NTS Mbnl3 Glut_1
[+]
24 MY Glut
[-]
242 PGRNd Dmbx1 Glut
[-]
0972 PGRNd Dmbx1 Glut_1
[+]
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0973 PGRN-PARN-MDRN Hoxb5 Glut_1
[+]
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0974 PGRN-PARN-MDRN Hoxb5 Glut_2
[+]
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0975 PGRN-PARN-MDRN Hoxb5 Glut_3
[+]
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0976 PGRN-PARN-MDRN Hoxb5 Glut_4
[+]
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0977 PGRN-PARN-MDRN Hoxb5 Glut_5
[+]
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0978 PGRN-PARN-MDRN Hoxb5 Glut_6
[+]
24 MY Glut
[-]
243 PGRN-PARN-MDRN Hoxb5 Glut
[-]
0979 PGRN-PARN-MDRN Hoxb5 Glut_7
[+]
24 MY Glut
[-]
244 MV-SPIV Slc6a2 Glut
[-]
0980 MV-SPIV Slc6a2 Glut_1
[+]
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0981 SPVI-SPVC Tlx3 Ebf3 Glut_1
[+]
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0982 SPVI-SPVC Tlx3 Ebf3 Glut_2
[+]
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0983 SPVI-SPVC Tlx3 Ebf3 Glut_3
[+]
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0984 SPVI-SPVC Tlx3 Ebf3 Glut_4
[+]
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0985 SPVI-SPVC Tlx3 Ebf3 Glut_5
[+]
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0986 SPVI-SPVC Tlx3 Ebf3 Glut_6
[+]
24 MY Glut
[-]
245 SPVI-SPVC Tlx3 Ebf3 Glut
[-]
0987 SPVI-SPVC Tlx3 Ebf3 Glut_7
[+]
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0988 CU-ECU-SPVI Foxb1 Glut_1
[+]
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0989 CU-ECU-SPVI Foxb1 Glut_2
[+]
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0990 CU-ECU-SPVI Foxb1 Glut_3
[+]
24 MY Glut
[-]
246 CU-ECU-SPVI Foxb1 Glut
[-]
0991 CU-ECU-SPVI Foxb1 Glut_4
[+]
24 MY Glut
[-]
247 MV-SPIV Phox2b Ebf3 Lbx1 Glut
[-]
0992 MV-SPIV Phox2b Ebf3 Lbx1 Glut_1
[+]
24 MY Glut
[-]
247 MV-SPIV Phox2b Ebf3 Lbx1 Glut
[-]
0993 MV-SPIV Phox2b Ebf3 Lbx1 Glut_2
[+]
24 MY Glut
[-]
247 MV-SPIV Phox2b Ebf3 Lbx1 Glut
[-]
0994 MV-SPIV Phox2b Ebf3 Lbx1 Glut_3
[+]
24 MY Glut
[-]
247 MV-SPIV Phox2b Ebf3 Lbx1 Glut
[-]
0995 MV-SPIV Phox2b Ebf3 Lbx1 Glut_4
[+]
24 MY Glut
[-]
247 MV-SPIV Phox2b Ebf3 Lbx1 Glut
[-]
0996 MV-SPIV Phox2b Ebf3 Lbx1 Glut_5
[+]
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
0997 MV-SPIV Zic4 Neurod2 Glut_1
[+]
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
0998 MV-SPIV Zic4 Neurod2 Glut_2
[+]
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
0999 MV-SPIV Zic4 Neurod2 Glut_3
[+]
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
1000 MV-SPIV Zic4 Neurod2 Glut_4
[+]
24 MY Glut
[-]
248 MV-SPIV Zic4 Neurod2 Glut
[-]
1001 MV-SPIV Zic4 Neurod2 Glut_5
[+]
24 MY Glut
[-]
249 NTS Aldh1a2 Glut
[-]
1002 NTS Aldh1a2 Glut_1
[+]
24 MY Glut
[-]
250 CBN Neurod2 Pvalb Glut
[-]
1003 CBN Neurod2 Pvalb Glut_1
[+]
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1004 NTS Dbh Glut_1
[+]
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1005 NTS Dbh Glut_2
[+]
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1006 NTS Dbh Glut_3
[+]
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1007 NTS Dbh Glut_4
[+]
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1008 NTS Dbh Glut_5
[+]
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1009 NTS Dbh Glut_6
[+]
24 MY Glut
[-]
252 DMX VII Tbx20 Chol
[-]
1010 DMX VII Tbx20 Chol_1
[+]
24 MY Glut
[-]
252 DMX VII Tbx20 Chol
[-]
1011 DMX VII Tbx20 Chol_2
[+]
24 MY Glut
[-]
253 IO Fgl2 Glut
[-]
1012 IO Fgl2 Glut_1
[+]
24 MY Glut
[-]
254 VCO Mafa Meis2 Glut
[-]
1013 VCO Mafa Meis2 Glut_1
[+]
24 MY Glut
[-]
254 VCO Mafa Meis2 Glut
[-]
1014 VCO Mafa Meis2 Glut_2
[+]
24 MY Glut
[-]
254 VCO Mafa Meis2 Glut
[-]
1015 VCO Mafa Meis2 Glut_3
[+]
24 MY Glut
[-]
254 VCO Mafa Meis2 Glut
[-]
1016 VCO Mafa Meis2 Glut_4
[+]
24 MY Glut
[-]
255 SPVO Mafa Meis2 Glut
[-]
1017 SPVO Mafa Meis2 Glut_1
[+]
24 MY Glut
[-]
256 SPVC Mafa Glut
[-]
1018 SPVC Mafa Glut_1
[+]
24 MY Glut
[-]
256 SPVC Mafa Glut
[-]
1019 SPVC Mafa Glut_2
[+]
24 MY Glut
[-]
257 SPVC Ccdc172 Glut
[-]
1020 SPVC Ccdc172 Glut_1
[+]
24 MY Glut
[-]
258 SPVC Nmu Glut
[-]
1021 SPVC Nmu Glut_1
[+]
24 MY Glut
[-]
258 SPVC Nmu Glut
[-]
1022 SPVC Nmu Glut_2
[+]
24 MY Glut
[-]
259 MDRNd Bves Glut
[-]
1023 MDRNd Bves Glut_1
[+]
24 MY Glut
[-]
260 MDRNv Crp Glut
[-]
1024 MDRNv Crp Glut_1
[+]
24 MY Glut
[-]
261 HB Calcb Chol
[-]
1025 HB Calcb Chol_1
[+]
24 MY Glut
[-]
261 HB Calcb Chol
[-]
1026 HB Calcb Chol_2
[+]
24 MY Glut
[-]
261 HB Calcb Chol
[-]
1027 HB Calcb Chol_3
[+]
24 MY Glut
[-]
261 HB Calcb Chol
[-]
1028 HB Calcb Chol_4
[+]
24 MY Glut
[-]
261 HB Calcb Chol
[-]
1029 HB Calcb Chol_5
[+]
25 Pineal Glut
[-]
262 Pineal Crx Glut
[-]
1030 Pineal Crx Glut_1
[+]
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1031 CS-RPO Meis2 Gaba_1
[+]
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1032 CS-RPO Meis2 Gaba_2
[+]
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1033 CS-RPO Meis2 Gaba_3
[+]
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1034 CS-RPO Meis2 Gaba_4
[+]
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1035 CS-RPO Meis2 Gaba_5
[+]
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1036 PRNc Otp Gly-Gaba_1
[+]
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1037 PRNc Otp Gly-Gaba_2
[+]
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1038 PRNc Otp Gly-Gaba_3
[+]
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1039 PRNc Otp Gly-Gaba_4
[+]
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1040 PRNc Otp Gly-Gaba_5
[+]
26 P GABA
[-]
265 PB Sst Gly-Gaba
[-]
1041 PB Sst Gly-Gaba_1
[+]
26 P GABA
[-]
265 PB Sst Gly-Gaba
[-]
1042 PB Sst Gly-Gaba_2
[+]
26 P GABA
[-]
266 PRNc Prox1 Brs3 Gly-Gaba
[-]
1043 PRNc Prox1 Brs3 Gly-Gaba_1
[+]
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1044 CS-PRNr-PCG Tmem163 Otp Gaba_1
[+]
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1045 CS-PRNr-PCG Tmem163 Otp Gaba_2
[+]
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1046 CS-PRNr-PCG Tmem163 Otp Gaba_3
[+]
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[-]
1047 CS-PRNr-DR En1 Sox2 Gaba_1
[+]
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[-]
1048 CS-PRNr-DR En1 Sox2 Gaba_2
[+]
26 P GABA
[-]
269 LDT Fgf7 Gaba
[-]
1049 LDT Fgf7 Gaba_1
[+]
26 P GABA
[-]
270 LDT-DTN Gata3 Nfix Gaba
[-]
1050 LDT-DTN Gata3 Nfix Gaba_1
[+]
26 P GABA
[-]
270 LDT-DTN Gata3 Nfix Gaba
[-]
1051 LDT-DTN Gata3 Nfix Gaba_2
[+]
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1052 NI-RPO Gata3 Nr4a2 Gaba_1
[+]
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1053 NI-RPO Gata3 Nr4a2 Gaba_2
[+]
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1054 NI-RPO Gata3 Nr4a2 Gaba_3
[+]
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1055 NI-RPO Gata3 Nr4a2 Gaba_4
[+]
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[-]
1056 LDT-PCG-CS Gata3 Lhx1 Gaba_1
[+]
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[-]
1057 LDT-PCG-CS Gata3 Lhx1 Gaba_2
[+]
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[-]
1058 LDT-PCG-CS Gata3 Lhx1 Gaba_3
[+]
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[-]
1059 LDT-PCG-CS Gata3 Lhx1 Gaba_4
[+]
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[-]
1060 LDT-PCG-CS Gata3 Lhx1 Gaba_5
[+]
26 P GABA
[-]
273 PDTg-PCG Pax6 Gaba
[-]
1061 PDTg-PCG Pax6 Gaba_1
[+]
26 P GABA
[-]
273 PDTg-PCG Pax6 Gaba
[-]
1062 PDTg-PCG Pax6 Gaba_2
[+]
26 P GABA
[-]
273 PDTg-PCG Pax6 Gaba
[-]
1063 PDTg-PCG Pax6 Gaba_3
[+]
26 P GABA
[-]
273 PDTg-PCG Pax6 Gaba
[-]
1064 PDTg-PCG Pax6 Gaba_4
[+]
26 P GABA
[-]
274 PDTg Otp Shroom3 Gaba
[-]
1065 PDTg Otp Shroom3 Gaba_1
[+]
26 P GABA
[-]
275 PDTg Otp Olig3 Gaba
[-]
1066 PDTg Otp Olig3 Gaba_1
[+]
26 P GABA
[-]
276 LDT-PCG St18 Gaba
[-]
1067 LDT-PCG St18 Gaba_1
[+]
26 P GABA
[-]
276 LDT-PCG St18 Gaba
[-]
1068 LDT-PCG St18 Gaba_2
[+]
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1069 DTN-LDT-IPN Otp Pax3 Gaba_1
[+]
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1070 DTN-LDT-IPN Otp Pax3 Gaba_2
[+]
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1071 DTN-LDT-IPN Otp Pax3 Gaba_3
[+]
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1072 DTN-LDT-IPN Otp Pax3 Gaba_4
[+]
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1073 DTN-LDT-IPN Otp Pax3 Gaba_5
[+]
26 P GABA
[-]
278 NLL Gata3 Gly-Gaba
[-]
1074 NLL Gata3 Gly-Gaba_1
[+]
26 P GABA
[-]
278 NLL Gata3 Gly-Gaba
[-]
1075 NLL Gata3 Gly-Gaba_2
[+]
26 P GABA
[-]
278 NLL Gata3 Gly-Gaba
[-]
1076 NLL Gata3 Gly-Gaba_3
[+]
26 P GABA
[-]
278 NLL Gata3 Gly-Gaba
[-]
1077 NLL Gata3 Gly-Gaba_4
[+]
26 P GABA
[-]
279 PSV Pax2 Gly-Gaba
[-]
1078 PSV Pax2 Gly-Gaba_1
[+]
26 P GABA
[-]
279 PSV Pax2 Gly-Gaba
[-]
1079 PSV Pax2 Gly-Gaba_2
[+]
26 P GABA
[-]
280 NLL-po Pax7 Gaba
[-]
1080 NLL-po Pax7 Gaba_1
[+]
26 P GABA
[-]
281 POR Gata3 Gly-Gaba
[-]
1081 POR Gata3 Gly-Gaba_1
[+]
26 P GABA
[-]
282 POR Spp1 Gly-Gaba
[-]
1082 POR Spp1 Gly-Gaba_1
[+]
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1083 PRP Otp Gly-Gaba_1
[+]
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1084 PRP Otp Gly-Gaba_2
[+]
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1085 PRP Otp Gly-Gaba_3
[+]
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1086 PRP Otp Gly-Gaba_4
[+]
27 MY GABA
[-]
283 PRP Otp Gly-Gaba
[-]
1087 PRP Otp Gly-Gaba_5
[+]
27 MY GABA
[-]
284 GRN-IRN-MDRNd Ikzf1 Gly-Gaba
[-]
1088 GRN-IRN-MDRNd Ikzf1 Gly-Gaba_1
[+]
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1089 MY Lhx1 Gly-Gaba_1
[+]
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1090 MY Lhx1 Gly-Gaba_2
[+]
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1091 MY Lhx1 Gly-Gaba_3
[+]
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1092 MY Lhx1 Gly-Gaba_4
[+]
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1093 MY Lhx1 Gly-Gaba_5
[+]
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1094 MY Lhx1 Gly-Gaba_6
[+]
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1095 MY Lhx1 Gly-Gaba_7
[+]
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1096 MY Lhx1 Gly-Gaba_8
[+]
27 MY GABA
[-]
285 MY Lhx1 Gly-Gaba
[-]
1097 MY Lhx1 Gly-Gaba_9
[+]
27 MY GABA
[-]
286 PPY-PGRNl Vip Glyc-Gaba
[-]
1098 PPY-PGRNl Vip Glyc-Gaba_1
[+]
27 MY GABA
[-]
287 MV-SPIV-PRP Dmbx1 Gly-Gaba
[-]
1099 MV-SPIV-PRP Dmbx1 Gly-Gaba_1
[+]
27 MY GABA
[-]
287 MV-SPIV-PRP Dmbx1 Gly-Gaba
[-]
1100 MV-SPIV-PRP Dmbx1 Gly-Gaba_2
[+]
27 MY GABA
[-]
287 MV-SPIV-PRP Dmbx1 Gly-Gaba
[-]
1101 MV-SPIV-PRP Dmbx1 Gly-Gaba_3
[+]
27 MY GABA
[-]
288 MDRN Hoxb5 Ebf2 Gly-Gaba
[-]
1102 MDRN Hoxb5 Ebf2 Gly-Gaba_1
[+]
27 MY GABA
[-]
289 MDRNd Prox1 Pax6 Gly-Gaba
[-]
1103 MDRNd Prox1 Pax6 Gly-Gaba_1
[+]
27 MY GABA
[-]
290 MY Prox1 Lmo7 Gly-Gaba
[-]
1104 MY Prox1 Lmo7 Gly-Gaba_1
[+]
27 MY GABA
[-]
291 NTS-MDRNd Prox1 Zic1 Gly-Gaba
[-]
1105 NTS-MDRNd Prox1 Zic1 Gly-Gaba_1
[+]
27 MY GABA
[-]
291 NTS-MDRNd Prox1 Zic1 Gly-Gaba
[-]
1106 NTS-MDRNd Prox1 Zic1 Gly-Gaba_2
[+]
27 MY GABA
[-]
292 MV Nkx6-1 Gly-Gaba
[-]
1107 MV Nkx6-1 Gly-Gaba_1
[+]
27 MY GABA
[-]
292 MV Nkx6-1 Gly-Gaba
[-]
1108 MV Nkx6-1 Gly-Gaba_2
[+]
27 MY GABA
[-]
293 PAS-MV Ebf2 Gly-Gaba
[-]
1109 PAS-MV Ebf2 Gly-Gaba_1
[+]
27 MY GABA
[-]
293 PAS-MV Ebf2 Gly-Gaba
[-]
1110 PAS-MV Ebf2 Gly-Gaba_2
[+]
27 MY GABA
[-]
293 PAS-MV Ebf2 Gly-Gaba
[-]
1111 PAS-MV Ebf2 Gly-Gaba_3
[+]
27 MY GABA
[-]
293 PAS-MV Ebf2 Gly-Gaba
[-]
1112 PAS-MV Ebf2 Gly-Gaba_4
[+]
27 MY GABA
[-]
294 MV Pax6 Gly-Gaba
[-]
1113 MV Pax6 Gly-Gaba_1
[+]
27 MY GABA
[-]
294 MV Pax6 Gly-Gaba
[-]
1114 MV Pax6 Gly-Gaba_2
[+]
27 MY GABA
[-]
295 CBN Dmbx1 Gaba
[-]
1115 CBN Dmbx1 Gaba_1
[+]
27 MY GABA
[-]
296 RPA Pax6 Hoxb5 Gly-Gaba
[-]
1116 RPA Pax6 Hoxb5 Gly-Gaba_1
[+]
27 MY GABA
[-]
297 CU-ECU Pax2 Gly-Gaba
[-]
1117 CU-ECU Pax2 Gly-Gaba_1
[+]
27 MY GABA
[-]
298 PRP Gata3 Slc6a5 Gly-Gaba
[-]
1118 PRP Gata3 Slc6a5 Gly-Gaba_1
[+]
27 MY GABA
[-]
299 MARN-PPY Ngfr Gly-Gaba
[-]
1119 MARN-PPY Ngfr Gly-Gaba_1
[+]
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1120 PARN-MDRNd-NTS Gbx2 Gly-Gaba_1
[+]
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1121 PARN-MDRNd-NTS Gbx2 Gly-Gaba_2
[+]
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1122 PARN-MDRNd-NTS Gbx2 Gly-Gaba_3
[+]
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1123 PARN-MDRNd-NTS Gbx2 Gly-Gaba_4
[+]
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1124 PARN-MDRNd-NTS Gbx2 Gly-Gaba_5
[+]
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1125 PARN-MDRNd-NTS Gbx2 Gly-Gaba_6
[+]
27 MY GABA
[-]
300 PARN-MDRNd-NTS Gbx2 Gly-Gaba
[-]
1126 PARN-MDRNd-NTS Gbx2 Gly-Gaba_7
[+]
27 MY GABA
[-]
301 MV Nr4a2 Gly-Gaba
[-]
1127 MV Nr4a2 Gly-Gaba_1
[+]
27 MY GABA
[-]
302 MV Xdh Gly-Gaba
[-]
1128 MV Xdh Gly-Gaba_1
[+]
27 MY GABA
[-]
303 IRN Dmbx1 Pax2 Gly-Gaba
[-]
1129 IRN Dmbx1 Pax2 Gly-Gaba_1
[+]
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1130 NTS-PARN Neurod2 Gly-Gaba_1
[+]
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1131 NTS-PARN Neurod2 Gly-Gaba_2
[+]
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1132 NTS-PARN Neurod2 Gly-Gaba_3
[+]
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1133 NTS-PARN Neurod2 Gly-Gaba_4
[+]
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1134 NTS-PARN Neurod2 Gly-Gaba_5
[+]
27 MY GABA
[-]
304 NTS-PARN Neurod2 Gly-Gaba
[-]
1135 NTS-PARN Neurod2 Gly-Gaba_6
[+]
27 MY GABA
[-]
305 SPVI-SPVC Sall3 Nfib Gly-Gaba
[-]
1136 SPVI-SPVC Sall3 Nfib Gly-Gaba_1
[+]
27 MY GABA
[-]
305 SPVI-SPVC Sall3 Nfib Gly-Gaba
[-]
1137 SPVI-SPVC Sall3 Nfib Gly-Gaba_2
[+]
27 MY GABA
[-]
306 SPVI-SPVC Sall3 Lhx1 Gly-Gaba
[-]
1138 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_1
[+]
27 MY GABA
[-]
306 SPVI-SPVC Sall3 Lhx1 Gly-Gaba
[-]
1139 SPVI-SPVC Sall3 Lhx1 Gly-Gaba_2
[+]
27 MY GABA
[-]
307 RO-RPA Pkd2l1 Gaba
[-]
1140 RO-RPA Pkd2l1 Gaba_1
[+]
28 CB GABA
[-]
308 DCO Il22 Gly-Gaba
[-]
1141 DCO Il22 Gly-Gaba_1
[+]
28 CB GABA
[-]
308 DCO Il22 Gly-Gaba
[-]
1142 DCO Il22 Gly-Gaba_2
[+]
28 CB GABA
[-]
308 DCO Il22 Gly-Gaba
[-]
1143 DCO Il22 Gly-Gaba_3
[+]
28 CB GABA
[-]
309 CB PLI Gly-Gaba
[-]
1144 CB PLI Gly-Gaba_1
[+]
28 CB GABA
[-]
309 CB PLI Gly-Gaba
[-]
1145 CB PLI Gly-Gaba_2
[+]
28 CB GABA
[-]
309 CB PLI Gly-Gaba
[-]
1146 CB PLI Gly-Gaba_3
[+]
28 CB GABA
[-]
309 CB PLI Gly-Gaba
[-]
1147 CB PLI Gly-Gaba_4
[+]
28 CB GABA
[-]
310 CBX Golgi Gly-Gaba
[-]
1148 CBX Golgi Gly-Gaba_1
[+]
28 CB GABA
[-]
311 CBX MLI Megf11 Gaba
[-]
1149 CBX MLI Megf11 Gaba_1
[+]
28 CB GABA
[-]
311 CBX MLI Megf11 Gaba
[-]
1150 CBX MLI Megf11 Gaba_2
[+]
28 CB GABA
[-]
312 CBX MLI Cdh22 Gaba
[-]
1151 CBX MLI Cdh22 Gaba_1
[+]
28 CB GABA
[-]
313 CBX Purkinje Gaba
[-]
1152 CBX Purkinje Gaba_1
[+]
28 CB GABA
[-]
313 CBX Purkinje Gaba
[-]
1153 CBX Purkinje Gaba_2
[+]
29 CB Glut
[-]
314 CB Granule Glut
[-]
1154 CB Granule Glut_1
[+]
29 CB Glut
[-]
314 CB Granule Glut
[-]
1155 CB Granule Glut_2
[+]
29 CB Glut
[-]
315 DCO UBC Glut
[-]
1156 DCO UBC Glut_1
[+]
30 Astro-Epen
[-]
316 Bergmann NN
[-]
1157 Bergmann NN_1
[+]
30 Astro-Epen
[-]
317 Astro-CB NN
[-]
1158 Astro-CB NN_1
[+]
30 Astro-Epen
[-]
318 Astro-NT NN
[-]
1159 Astro-NT NN_1
[+]
30 Astro-Epen
[-]
318 Astro-NT NN
[-]
1160 Astro-NT NN_2
[+]
30 Astro-Epen
[-]
319 Astro-TE NN
[-]
1161 Astro-TE NN_1
[+]
30 Astro-Epen
[-]
319 Astro-TE NN
[-]
1162 Astro-TE NN_2
[+]
30 Astro-Epen
[-]
319 Astro-TE NN
[-]
1163 Astro-TE NN_3
[+]
30 Astro-Epen
[-]
319 Astro-TE NN
[-]
1164 Astro-TE NN_4
[+]
30 Astro-Epen
[-]
319 Astro-TE NN
[-]
1165 Astro-TE NN_5
[+]
30 Astro-Epen
[-]
320 Astro-OLF NN
[-]
1166 Astro-OLF NN_1
[+]
30 Astro-Epen
[-]
320 Astro-OLF NN
[-]
1167 Astro-OLF NN_2
[+]
30 Astro-Epen
[-]
320 Astro-OLF NN
[-]
1168 Astro-OLF NN_3
[+]
30 Astro-Epen
[-]
321 Astroependymal NN
[-]
1169 Astroependymal NN_1
[+]
30 Astro-Epen
[-]
321 Astroependymal NN
[-]
1170 Astroependymal NN_2
[+]
30 Astro-Epen
[-]
321 Astroependymal NN
[-]
1171 Astroependymal NN_3
[+]
30 Astro-Epen
[-]
322 Tanycyte NN
[-]
1172 Tanycyte NN_1
[+]
30 Astro-Epen
[-]
322 Tanycyte NN
[-]
1173 Tanycyte NN_2
[+]
30 Astro-Epen
[-]
322 Tanycyte NN
[-]
1174 Tanycyte NN_3
[+]
30 Astro-Epen
[-]
323 Ependymal NN
[-]
1175 Ependymal NN_1
[+]
30 Astro-Epen
[-]
323 Ependymal NN
[-]
1176 Ependymal NN_2
[+]
30 Astro-Epen
[-]
324 Hypendymal NN
[-]
1177 Hypendymal NN_1
[+]
30 Astro-Epen
[-]
325 CHOR NN
[-]
1178 CHOR NN_1
[+]
31 OPC-Oligo
[-]
326 OPC NN
[-]
1179 OPC NN_1
[+]
31 OPC-Oligo
[-]
326 OPC NN
[-]
1180 OPC NN_2
[+]
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1181 COP NN_1
[+]
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1182 NFOL NN_2
[+]
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1183 MFOL NN_3
[+]
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1184 MOL NN_4
[+]
32 OEC
[-]
328 OEC NN
[-]
1185 OEC NN_1
[+]
33 Vascular
[-]
329 ABC NN
[-]
1186 ABC NN_1
[+]
33 Vascular
[-]
330 VLMC NN
[-]
1187 VLMC NN_1
[+]
33 Vascular
[-]
330 VLMC NN
[-]
1188 VLMC NN_2
[+]
33 Vascular
[-]
330 VLMC NN
[-]
1189 VLMC NN_3
[+]
33 Vascular
[-]
330 VLMC NN
[-]
1190 VLMC NN_4
[+]
33 Vascular
[-]
331 Peri NN
[-]
1191 Peri NN_1
[+]
33 Vascular
[-]
332 SMC NN
[-]
1192 SMC NN_1
[+]
33 Vascular
[-]
333 Endo NN
[-]
1193 Endo NN_1
[+]
34 Immune
[-]
334 Microglia NN
[-]
1194 Microglia NN_1
[+]
34 Immune
[-]
335 BAM NN
[-]
1195 BAM NN_1
[+]
34 Immune
[-]
336 Monocytes NN
[-]
1196 Monocytes NN_1
[+]
34 Immune
[-]
337 DC NN
[-]
1197 DC NN_1
[+]
34 Immune
[-]
338 Lymphoid NN
[-]
1198 B cells NN_1
[+]
34 Immune
[-]
338 Lymphoid NN
[-]
1199 ILC NN_2
[+]
34 Immune
[-]
338 Lymphoid NN
[-]
1200 NK cells NN_3
[+]
34 Immune
[-]
338 Lymphoid NN
[-]
1201 T cells NN_4
[+]
+ + . + \ No newline at end of file diff --git a/_static/Zeng-Aging-Mouse-taxonomy/20241130/class.html b/_static/Zeng-Aging-Mouse-taxonomy/20241130/class.html new file mode 100644 index 0000000..3b7c508 --- /dev/null +++ b/_static/Zeng-Aging-Mouse-taxonomy/20241130/class.html @@ -0,0 +1,92 @@ + + + Zeng-Aging-Mouse-taxonmy: cell type classes + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
class
01 IT-ET Glut
[+]
02 NP-CT-L6b Glut
[+]
03 OB-CR Glut
[+]
04 DG-IMN Glut
[+]
05 OB-IMN GABA
[+]
06 CTX-CGE GABA
[+]
07 CTX-MGE GABA
[+]
08 CNU-MGE GABA
[+]
09 CNU-LGE GABA
[+]
11 CNU-HYa GABA
[+]
12 HY GABA
[+]
13 CNU-HYa Glut
[+]
14 HY Glut
[+]
16 HY MM Glut
[+]
19 MB Glut
[+]
20 MB GABA
[+]
21 MB Dopa
[+]
22 MB-HB Sero
[+]
23 P Glut
[+]
24 MY Glut
[+]
26 P GABA
[+]
30 Astro-Epen
[+]
31 OPC-Oligo
[+]
33 Vascular
[+]
34 Immune
[+]
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[-]
0025 L4/5 IT CTX Glut_3
[-]
34_L4/5 IT CTX Glut_3
Glut
01 IT-ET Glut
[-]
006 L4/5 IT CTX Glut
[-]
0025 L4/5 IT CTX Glut_3
[-]
35_L4/5 IT CTX Glut_3
Glut
01 IT-ET Glut
[-]
006 L4/5 IT CTX Glut
[-]
0025 L4/5 IT CTX Glut_3
[-]
36_L4/5 IT CTX Glut_3
Glut
01 IT-ET Glut
[-]
006 L4/5 IT CTX Glut
[-]
0026 L4/5 IT CTX Glut_4
[-]
37_L4/5 IT CTX Glut_4
Glut
01 IT-ET Glut
[-]
006 L4/5 IT CTX Glut
[-]
0026 L4/5 IT CTX Glut_4
[-]
38_L4/5 IT CTX Glut_4
Glut
01 IT-ET Glut
[-]
006 L4/5 IT CTX Glut
[-]
0026 L4/5 IT CTX Glut_4
[-]
39_L4/5 IT CTX Glut_4
Glut
01 IT-ET Glut
[-]
006 L4/5 IT CTX Glut
[-]
0026 L4/5 IT CTX Glut_4
[-]
40_L4/5 IT CTX Glut_4
Glut
01 IT-ET Glut
[-]
006 L4/5 IT CTX Glut
[-]
0027 L4/5 IT CTX Glut_5
[-]
41_L4/5 IT CTX Glut_5
Glut
01 IT-ET Glut
[-]
006 L4/5 IT CTX Glut
[-]
0027 L4/5 IT CTX Glut_5
[-]
42_L4/5 IT CTX Glut_5
Glut
01 IT-ET Glut
[-]
006 L4/5 IT CTX Glut
[-]
0027 L4/5 IT CTX Glut_5
[-]
43_L4/5 IT CTX Glut_5
Glut
01 IT-ET Glut
[-]
006 L4/5 IT CTX Glut
[-]
0028 L4/5 IT CTX Glut_6
[-]
44_L4/5 IT CTX Glut_6
Glut
01 IT-ET Glut
[-]
006 L4/5 IT CTX Glut
[-]
0028 L4/5 IT CTX Glut_6
[-]
45_L4/5 IT CTX Glut_6
Glut
01 IT-ET Glut
[-]
007 L2/3 IT CTX Glut
[-]
0029 L2/3 IT CTX Glut_1
[-]
46_L2/3 IT CTX Glut_1
Glut
01 IT-ET Glut
[-]
007 L2/3 IT CTX Glut
[-]
0029 L2/3 IT CTX Glut_1
[-]
47_L2/3 IT CTX Glut_1
Glut
01 IT-ET Glut
[-]
007 L2/3 IT CTX Glut
[-]
0030 L2/3 IT CTX Glut_2
[-]
48_L2/3 IT CTX Glut_2
Glut
01 IT-ET Glut
[-]
007 L2/3 IT CTX Glut
[-]
0030 L2/3 IT CTX Glut_2
[-]
49_L2/3 IT CTX Glut_2
Glut
01 IT-ET Glut
[-]
007 L2/3 IT CTX Glut
[-]
0030 L2/3 IT CTX Glut_2
[-]
50_L2/3 IT CTX Glut_2
Glut
01 IT-ET Glut
[-]
007 L2/3 IT CTX Glut
[-]
0030 L2/3 IT CTX Glut_2
[-]
51_L2/3 IT CTX Glut_2
Glut
01 IT-ET Glut
[-]
007 L2/3 IT CTX Glut
[-]
0031 L2/3 IT CTX Glut_3
[-]
52_L2/3 IT CTX Glut_3
Glut
01 IT-ET Glut
[-]
007 L2/3 IT CTX Glut
[-]
0031 L2/3 IT CTX Glut_3
[-]
53_L2/3 IT CTX Glut_3
Glut
01 IT-ET Glut
[-]
007 L2/3 IT CTX Glut
[-]
0031 L2/3 IT CTX Glut_3
[-]
54_L2/3 IT CTX Glut_3
Glut
01 IT-ET Glut
[-]
008 L2/3 IT ENT Glut
[-]
0033 L2/3 IT ENT Glut_1
[-]
55_L2/3 IT ENT Glut_1
Glut
01 IT-ET Glut
[-]
008 L2/3 IT ENT Glut
[-]
0033 L2/3 IT ENT Glut_1
[-]
56_L2/3 IT ENT Glut_1
Glut
01 IT-ET Glut
[-]
008 L2/3 IT ENT Glut
[-]
0035 L2/3 IT ENT Glut_3
[-]
57_L2/3 IT ENT Glut_3
Glut
01 IT-ET Glut
[-]
008 L2/3 IT ENT Glut
[-]
0035 L2/3 IT ENT Glut_3
[-]
58_L2/3 IT ENT Glut_3
Glut
01 IT-ET Glut
[-]
008 L2/3 IT ENT Glut
[-]
0035 L2/3 IT ENT Glut_3
[-]
59_L2/3 IT ENT Glut_3
Glut
01 IT-ET Glut
[-]
008 L2/3 IT ENT Glut
[-]
0036 L2/3 IT ENT Glut_4
[-]
60_L2/3 IT ENT Glut_4
Glut
01 IT-ET Glut
[-]
008 L2/3 IT ENT Glut
[-]
0037 L2/3 IT ENT Glut_5
[-]
61_L2/3 IT ENT Glut_5
Glut
01 IT-ET Glut
[-]
008 L2/3 IT ENT Glut
[-]
0037 L2/3 IT ENT Glut_5
[-]
62_L2/3 IT ENT Glut_5
Glut
01 IT-ET Glut
[-]
008 L2/3 IT ENT Glut
[-]
0038 L2/3 IT ENT Glut_6
[-]
63_L2/3 IT ENT Glut_6
Glut
01 IT-ET Glut
[-]
008 L2/3 IT ENT Glut
[-]
0038 L2/3 IT ENT Glut_6
[-]
64_L2/3 IT ENT Glut_6
Glut
01 IT-ET Glut
[-]
009 L2/3 IT PIR-ENTl Glut
[-]
0039 L2/3 IT PIR-ENTl Glut_1
[-]
65_L2/3 IT PIR-ENTl Glut_1
Glut
01 IT-ET Glut
[-]
009 L2/3 IT PIR-ENTl Glut
[-]
0039 L2/3 IT PIR-ENTl Glut_1
[-]
66_L2/3 IT PIR-ENTl Glut_1
Glut
01 IT-ET Glut
[-]
009 L2/3 IT PIR-ENTl Glut
[-]
0042 L2/3 IT PIR-ENTl Glut_4
[-]
67_L2/3 IT PIR-ENTl Glut_4
Glut
01 IT-ET Glut
[-]
009 L2/3 IT PIR-ENTl Glut
[-]
0042 L2/3 IT PIR-ENTl Glut_4
[-]
68_L2/3 IT PIR-ENTl Glut_4
Glut
01 IT-ET Glut
[-]
009 L2/3 IT PIR-ENTl Glut
[-]
0042 L2/3 IT PIR-ENTl Glut_4
[-]
69_L2/3 IT PIR-ENTl Glut_4
Glut
01 IT-ET Glut
[-]
009 L2/3 IT PIR-ENTl Glut
[-]
0042 L2/3 IT PIR-ENTl Glut_4
[-]
70_L2/3 IT PIR-ENTl Glut_4
Glut
01 IT-ET Glut
[-]
009 L2/3 IT PIR-ENTl Glut
[-]
0042 L2/3 IT PIR-ENTl Glut_4
[-]
71_L2/3 IT PIR-ENTl Glut_4
Glut
01 IT-ET Glut
[-]
009 L2/3 IT PIR-ENTl Glut
[-]
0042 L2/3 IT PIR-ENTl Glut_4
[-]
72_L2/3 IT PIR-ENTl Glut_4
Glut
01 IT-ET Glut
[-]
009 L2/3 IT PIR-ENTl Glut
[-]
0043 L2/3 IT PIR-ENTl Glut_5
[-]
73_L2/3 IT PIR-ENTl Glut_5
Glut
01 IT-ET Glut
[-]
011 L2 IT ENT-po Glut
[-]
0051 L2 IT ENT-po Glut_1
[-]
74_L2 IT ENT-po Glut_1
Glut
01 IT-ET Glut
[-]
011 L2 IT ENT-po Glut
[-]
0052 L2 IT ENT-po Glut_2
[-]
75_L2 IT ENT-po Glut_2
Glut
01 IT-ET Glut
[-]
011 L2 IT ENT-po Glut
[-]
0054 L2 IT ENT-po Glut_4
[-]
76_L2 IT ENT-po Glut_4
Glut
01 IT-ET Glut
[-]
015 ENTmv-PA-COAp Glut
[-]
0066 ENTmv-PA-COAp Glut_1
[-]
77_ENTmv-PA-COAp Glut_1
Glut
01 IT-ET Glut
[-]
015 ENTmv-PA-COAp Glut
[-]
0067 ENTmv-PA-COAp Glut_2
[-]
78_ENTmv-PA-COAp Glut_2
Glut
01 IT-ET Glut
[-]
015 ENTmv-PA-COAp Glut
[-]
0068 ENTmv-PA-COAp Glut_3
[-]
79_ENTmv-PA-COAp Glut_3
Glut
01 IT-ET Glut
[-]
015 ENTmv-PA-COAp Glut
[-]
0068 ENTmv-PA-COAp Glut_3
[-]
80_ENTmv-PA-COAp Glut_3
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0069 CA1-ProS Glut_1
[-]
81_CA1-ProS Glut_1
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0069 CA1-ProS Glut_1
[-]
82_CA1-ProS Glut_1
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0069 CA1-ProS Glut_1
[-]
83_CA1-ProS Glut_1
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0069 CA1-ProS Glut_1
[-]
84_CA1-ProS Glut_1
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0069 CA1-ProS Glut_1
[-]
85_CA1-ProS Glut_1
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0069 CA1-ProS Glut_1
[-]
86_CA1-ProS Glut_1
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0069 CA1-ProS Glut_1
[-]
87_CA1-ProS Glut_1
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0069 CA1-ProS Glut_1
[-]
88_CA1-ProS Glut_1
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0070 CA1-ProS Glut_2
[-]
89_CA1-ProS Glut_2
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0070 CA1-ProS Glut_2
[-]
90_CA1-ProS Glut_2
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0070 CA1-ProS Glut_2
[-]
91_CA1-ProS Glut_2
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0070 CA1-ProS Glut_2
[-]
92_CA1-ProS Glut_2
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0071 CA1-ProS Glut_3
[-]
93_CA1-ProS Glut_3
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0072 CA1-ProS Glut_4
[-]
94_CA1-ProS Glut_4
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0072 CA1-ProS Glut_4
[-]
95_CA1-ProS Glut_4
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0072 CA1-ProS Glut_4
[-]
96_CA1-ProS Glut_4
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0073 CA1-ProS Glut_5
[-]
97_CA1-ProS Glut_5
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0073 CA1-ProS Glut_5
[-]
98_CA1-ProS Glut_5
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0074 CA1-ProS Glut_6
[-]
100_CA1-ProS Glut_6
Glut
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0074 CA1-ProS Glut_6
[-]
99_CA1-ProS Glut_6
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0075 CA3 Glut_1
[-]
101_CA3 Glut_1
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0075 CA3 Glut_1
[-]
102_CA3 Glut_1
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0076 CA3 Glut_2
[-]
103_CA3 Glut_2
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0076 CA3 Glut_2
[-]
104_CA3 Glut_2
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0077 CA3 Glut_3
[-]
105_CA3 Glut_3
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0077 CA3 Glut_3
[-]
106_CA3 Glut_3
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0078 CA3 Glut_4
[-]
107_CA3 Glut_4
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0078 CA3 Glut_4
[-]
108_CA3 Glut_4
Glut
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0079 CA3 Glut_5
[-]
109_CA3 Glut_5
Glut
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[-]
0080 L2 IT PPP-APr Glut_1
[-]
110_L2 IT PPP-APr Glut_1
Glut
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[-]
0080 L2 IT PPP-APr Glut_1
[-]
111_L2 IT PPP-APr Glut_1
Glut
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[-]
0080 L2 IT PPP-APr Glut_1
[-]
112_L2 IT PPP-APr Glut_1
Glut
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[-]
0080 L2 IT PPP-APr Glut_1
[-]
113_L2 IT PPP-APr Glut_1
Glut
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[-]
0081 L2 IT PPP-APr Glut_2
[-]
114_L2 IT PPP-APr Glut_2
Glut
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[-]
0081 L2 IT PPP-APr Glut_2
[-]
115_L2 IT PPP-APr Glut_2
Glut
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[-]
0081 L2 IT PPP-APr Glut_2
[-]
116_L2 IT PPP-APr Glut_2
Glut
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[-]
0082 L2 IT PPP-APr Glut_3
[-]
117_L2 IT PPP-APr Glut_3
Glut
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[-]
0083 L2 IT PPP-APr Glut_4
[-]
118_L2 IT PPP-APr Glut_4
Glut
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[-]
0084 L2/3 IT PPP Glut_1
[-]
119_L2/3 IT PPP Glut_1
Glut
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[-]
0084 L2/3 IT PPP Glut_1
[-]
120_L2/3 IT PPP Glut_1
Glut
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[-]
0084 L2/3 IT PPP Glut_1
[-]
121_L2/3 IT PPP Glut_1
Glut
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[-]
0085 L2/3 IT PPP Glut_2
[-]
122_L2/3 IT PPP Glut_2
Glut
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[-]
0085 L2/3 IT PPP Glut_2
[-]
123_L2/3 IT PPP Glut_2
Glut
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[-]
0086 L2/3 IT PPP Glut_3
[-]
124_L2/3 IT PPP Glut_3
Glut
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[-]
0086 L2/3 IT PPP Glut_3
[-]
125_L2/3 IT PPP Glut_3
Glut
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[-]
0086 L2/3 IT PPP Glut_3
[-]
126_L2/3 IT PPP Glut_3
Glut
01 IT-ET Glut
[-]
020 L2/3 IT RSP Glut
[-]
0087 L2/3 IT RSP Glut_1
[-]
127_L2/3 IT RSP Glut_1
Glut
01 IT-ET Glut
[-]
020 L2/3 IT RSP Glut
[-]
0088 L2/3 IT RSP Glut_2
[-]
128_L2/3 IT RSP Glut_2
Glut
01 IT-ET Glut
[-]
021 L4 RSP-ACA Glut
[-]
0089 L4 RSP-ACA Glut_1
[-]
129_L4 RSP-ACA Glut_1
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0090 L5 ET CTX Glut_1
[-]
130_L5 ET CTX Glut_1
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0090 L5 ET CTX Glut_1
[-]
131_L5 ET CTX Glut_1
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0091 L5 ET CTX Glut_2
[-]
132_L5 ET CTX Glut_2
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0091 L5 ET CTX Glut_2
[-]
133_L5 ET CTX Glut_2
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0091 L5 ET CTX Glut_2
[-]
134_L5 ET CTX Glut_2
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0091 L5 ET CTX Glut_2
[-]
135_L5 ET CTX Glut_2
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0094 L5 ET CTX Glut_5
[-]
136_L5 ET CTX Glut_5
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0094 L5 ET CTX Glut_5
[-]
137_L5 ET CTX Glut_5
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0095 L5 ET CTX Glut_6
[-]
138_L5 ET CTX Glut_6
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0095 L5 ET CTX Glut_6
[-]
139_L5 ET CTX Glut_6
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0095 L5 ET CTX Glut_6
[-]
140_L5 ET CTX Glut_6
Glut
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0095 L5 ET CTX Glut_6
[-]
141_L5 ET CTX Glut_6
Glut
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0096 SUB-ProS Glut_1
[-]
142_SUB-ProS Glut_1
Glut
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0096 SUB-ProS Glut_1
[-]
143_SUB-ProS Glut_1
Glut
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0096 SUB-ProS Glut_1
[-]
144_SUB-ProS Glut_1
Glut
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0097 SUB-ProS Glut_2
[-]
145_SUB-ProS Glut_2
Glut
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0097 SUB-ProS Glut_2
[-]
146_SUB-ProS Glut_2
Glut
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0097 SUB-ProS Glut_2
[-]
147_SUB-ProS Glut_2
Glut
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0097 SUB-ProS Glut_2
[-]
148_SUB-ProS Glut_2
Glut
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0097 SUB-ProS Glut_2
[-]
149_SUB-ProS Glut_2
Glut
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0097 SUB-ProS Glut_2
[-]
150_SUB-ProS Glut_2
Glut
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0098 SUB-ProS Glut_3
[-]
151_SUB-ProS Glut_3
Glut
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0098 SUB-ProS Glut_3
[-]
152_SUB-ProS Glut_3
Glut
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0098 SUB-ProS Glut_3
[-]
153_SUB-ProS Glut_3
Glut
01 IT-ET Glut
[-]
024 L5 PPP Glut
[-]
0099 L5 PPP Glut_1
[-]
154_L5 PPP Glut_1
Glut
01 IT-ET Glut
[-]
024 L5 PPP Glut
[-]
0099 L5 PPP Glut_1
[-]
155_L5 PPP Glut_1
Glut
01 IT-ET Glut
[-]
025 CA2-FC-IG Glut
[-]
0101 CA2-FC-IG Glut_2
[-]
156_CA2-FC-IG Glut_2
Glut
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0106 L6b/CT ENT Glut_1
[-]
157_L6b/CT ENT Glut_1
Glut
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0106 L6b/CT ENT Glut_1
[-]
158_L6b/CT ENT Glut_1
Glut
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0106 L6b/CT ENT Glut_1
[-]
159_L6b/CT ENT Glut_1
Glut
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0106 L6b/CT ENT Glut_1
[-]
160_L6b/CT ENT Glut_1
Glut
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0107 L6b/CT ENT Glut_2
[-]
161_L6b/CT ENT Glut_2
Glut
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0107 L6b/CT ENT Glut_2
[-]
162_L6b/CT ENT Glut_2
Glut
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0108 L6b/CT ENT Glut_3
[-]
163_L6b/CT ENT Glut_3
Glut
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0108 L6b/CT ENT Glut_3
[-]
164_L6b/CT ENT Glut_3
Glut
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0109 L6b/CT ENT Glut_4
[-]
165_L6b/CT ENT Glut_4
Glut
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0109 L6b/CT ENT Glut_4
[-]
166_L6b/CT ENT Glut_4
Glut
02 NP-CT-L6b Glut
[-]
029 L6b CTX Glut
[-]
0112 L6b CTX Glut_3
[-]
167_L6b CTX Glut_3
Glut
02 NP-CT-L6b Glut
[-]
029 L6b CTX Glut
[-]
0113 L6b CTX Glut_4
[-]
168_L6b CTX Glut_4
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0114 L6 CT CTX Glut_1
[-]
169_L6 CT CTX Glut_1
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0115 L6 CT CTX Glut_2
[-]
170_L6 CT CTX Glut_2
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0116 L6 CT CTX Glut_3
[-]
171_L6 CT CTX Glut_3
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0116 L6 CT CTX Glut_3
[-]
172_L6 CT CTX Glut_3
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0116 L6 CT CTX Glut_3
[-]
173_L6 CT CTX Glut_3
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0116 L6 CT CTX Glut_3
[-]
174_L6 CT CTX Glut_3
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0117 L6 CT CTX Glut_4
[-]
175_L6 CT CTX Glut_4
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0118 L6 CT CTX Glut_5
[-]
176_L6 CT CTX Glut_5
Glut
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0118 L6 CT CTX Glut_5
[-]
177_L6 CT CTX Glut_5
Glut
02 NP-CT-L6b Glut
[-]
031 CT SUB Glut
[-]
0120 CT SUB Glut_1
[-]
178_CT SUB Glut_1
Glut
02 NP-CT-L6b Glut
[-]
031 CT SUB Glut
[-]
0121 CT SUB Glut_2
[-]
179_CT SUB Glut_2
Glut
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0122 L5 NP CTX Glut_1
[-]
180_L5 NP CTX Glut_1
Glut
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0122 L5 NP CTX Glut_1
[-]
181_L5 NP CTX Glut_1
Glut
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0123 L5 NP CTX Glut_2
[-]
182_L5 NP CTX Glut_2
Glut
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0124 L5 NP CTX Glut_3
[-]
183_L5 NP CTX Glut_3
Glut
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0124 L5 NP CTX Glut_3
[-]
184_L5 NP CTX Glut_3
Glut
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0125 L5 NP CTX Glut_4
[-]
185_L5 NP CTX Glut_4
Glut
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0125 L5 NP CTX Glut_4
[-]
186_L5 NP CTX Glut_4
Glut
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0126 L5 NP CTX Glut_5
[-]
187_L5 NP CTX Glut_5
Glut
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0126 L5 NP CTX Glut_5
[-]
188_L5 NP CTX Glut_5
Glut
02 NP-CT-L6b Glut
[-]
033 NP SUB Glut
[-]
0127 NP SUB Glut_1
[-]
189_NP SUB Glut_1
Glut
02 NP-CT-L6b Glut
[-]
033 NP SUB Glut
[-]
0128 NP SUB Glut_2
[-]
190_NP SUB Glut_2
Glut
02 NP-CT-L6b Glut
[-]
033 NP SUB Glut
[-]
0128 NP SUB Glut_2
[-]
191_NP SUB Glut_2
Glut
02 NP-CT-L6b Glut
[-]
033 NP SUB Glut
[-]
0128 NP SUB Glut_2
[-]
192_NP SUB Glut_2
Glut
02 NP-CT-L6b Glut
[-]
034 NP PPP Glut
[-]
0129 NP PPP Glut_1
[-]
193_NP PPP Glut_1
Glut
02 NP-CT-L6b Glut
[-]
034 NP PPP Glut
[-]
0129 NP PPP Glut_1
[-]
194_NP PPP Glut_1
Glut
03 OB-CR Glut
[-]
036 HPF CR Glut
[-]
0135 HPF CR Glut_1
[-]
195_HPF CR Glut_1
Glut
04 DG-IMN Glut
[-]
037 DG Glut
[-]
0137 DG Glut_2
[-]
196_DG Glut_2
Glut
04 DG-IMN Glut
[-]
037 DG Glut
[-]
0137 DG Glut_2
[-]
197_DG Glut_2
Glut
04 DG-IMN Glut
[-]
037 DG Glut
[-]
0137 DG Glut_2
[-]
198_DG Glut_2
Glut
04 DG-IMN Glut
[-]
037 DG Glut
[-]
0139 DG Glut_4
[-]
199_DG Glut_4
Glut
04 DG-IMN Glut
[-]
037 DG Glut
[-]
0139 DG Glut_4
[-]
200_DG Glut_4
Glut
04 DG-IMN Glut
[-]
038 DG-PIR Ex IMN
[-]
0141 DG-PIR Ex IMN_2
[-]
201_DG-PIR Ex IMN_2
Glut
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0166 OB-STR-CTX Inh IMN_1
[-]
202_OB-STR-CTX Inh IMN_1
No-NT
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0166 OB-STR-CTX Inh IMN_1
[-]
203_OB-STR-CTX Inh IMN_1
No-NT
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0166 OB-STR-CTX Inh IMN_1
[-]
204_OB-STR-CTX Inh IMN_1
No-NT
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0166 OB-STR-CTX Inh IMN_1
[-]
205_OB-STR-CTX Inh IMN_1
No-NT
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0173 Vip Gaba_1
[-]
206_Vip Gaba_1
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0173 Vip Gaba_1
[-]
207_Vip Gaba_1
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0174 Vip Gaba_2
[-]
208_Vip Gaba_2
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0175 Vip Gaba_3
[-]
209_Vip Gaba_3
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0176 Vip Gaba_4
[-]
210_Vip Gaba_4
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0177 Vip Gaba_5
[-]
211_Vip Gaba_5
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0177 Vip Gaba_5
[-]
212_Vip Gaba_5
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0178 Vip Gaba_6
[-]
213_Vip Gaba_6
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0179 Vip Gaba_7
[-]
214_Vip Gaba_7
GABA
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0181 Vip Gaba_9
[-]
215_Vip Gaba_9
GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0185 Sncg Gaba_1
[-]
216_Sncg Gaba_1
GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0187 Sncg Gaba_3
[-]
217_Sncg Gaba_3
GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0187 Sncg Gaba_3
[-]
218_Sncg Gaba_3
GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0187 Sncg Gaba_3
[-]
219_Sncg Gaba_3
GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0188 Sncg Gaba_4
[-]
220_Sncg Gaba_4
Glut-GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0190 Sncg Gaba_6
[-]
221_Sncg Gaba_6
GABA
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0192 Sncg Gaba_8
[-]
222_Sncg Gaba_8
GABA
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0193 RHP-COA Ndnf Gaba_1
[-]
223_RHP-COA Ndnf Gaba_1
GABA
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0198 RHP-COA Ndnf Gaba_6
[-]
224_RHP-COA Ndnf Gaba_6
GABA
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0199 Lamp5 Gaba_1
[-]
225_Lamp5 Gaba_1
GABA
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0199 Lamp5 Gaba_1
[-]
226_Lamp5 Gaba_1
GABA
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0200 Lamp5 Gaba_2
[-]
227_Lamp5 Gaba_2
GABA
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0201 Lamp5 Gaba_3
[-]
228_Lamp5 Gaba_3
GABA
07 CTX-MGE GABA
[-]
050 Lamp5 Lhx6 Gaba
[-]
0203 Lamp5 Lhx6 Gaba_1
[-]
229_Lamp5 Lhx6 Gaba_1
GABA
07 CTX-MGE GABA
[-]
050 Lamp5 Lhx6 Gaba
[-]
0203 Lamp5 Lhx6 Gaba_1
[-]
230_Lamp5 Lhx6 Gaba_1
GABA
07 CTX-MGE GABA
[-]
051 Pvalb chandelier Gaba
[-]
0204 Pvalb chandelier Gaba_1
[-]
231_Pvalb chandelier Gaba_1
GABA
07 CTX-MGE GABA
[-]
051 Pvalb chandelier Gaba
[-]
0204 Pvalb chandelier Gaba_1
[-]
232_Pvalb chandelier Gaba_1
GABA
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0205 Pvalb Gaba_1
[-]
233_Pvalb Gaba_1
GABA
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0207 Pvalb Gaba_3
[-]
234_Pvalb Gaba_3
GABA
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0208 Pvalb Gaba_4
[-]
235_Pvalb Gaba_4
GABA
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0209 Pvalb Gaba_5
[-]
236_Pvalb Gaba_5
GABA
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0209 Pvalb Gaba_5
[-]
237_Pvalb Gaba_5
GABA
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0212 Pvalb Gaba_8
[-]
238_Pvalb Gaba_8
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0214 Sst Gaba_1
[-]
239_Sst Gaba_1
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0214 Sst Gaba_1
[-]
240_Sst Gaba_1
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0215 Sst Gaba_2
[-]
249_Sst Gaba_2
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0216 Sst Gaba_3
[-]
250_Sst Gaba_3
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0216 Sst Gaba_3
[-]
251_Sst Gaba_3
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0216 Sst Gaba_3
[-]
252_Sst Gaba_3
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0216 Sst Gaba_3
[-]
253_Sst Gaba_3
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0217 Sst Gaba_4
[-]
254_Sst Gaba_4
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0217 Sst Gaba_4
[-]
255_Sst Gaba_4
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0218 Sst Gaba_5
[-]
256_Sst Gaba_5
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0218 Sst Gaba_5
[-]
257_Sst Gaba_5
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0220 Sst Gaba_7
[-]
258_Sst Gaba_7
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0221 Sst Gaba_8
[-]
259_Sst Gaba_8
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0223 Sst Gaba_10
[-]
241_Sst Gaba_10
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0224 Sst Gaba_11
[-]
242_Sst Gaba_11
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0225 Sst Gaba_12
[-]
243_Sst Gaba_12
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0226 Sst Gaba_13
[-]
244_Sst Gaba_13
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0227 Sst Gaba_14
[-]
245_Sst Gaba_14
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0228 Sst Gaba_15
[-]
246_Sst Gaba_15
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0229 Sst Gaba_16
[-]
247_Sst Gaba_16
GABA
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0232 Sst Gaba_19
[-]
248_Sst Gaba_19
GABA
08 CNU-MGE GABA
[-]
054 STR Prox1 Lhx6 Gaba
[-]
0234 STR Prox1 Lhx6 Gaba_2
[-]
260_STR Prox1 Lhx6 Gaba_2
GABA
08 CNU-MGE GABA
[-]
054 STR Prox1 Lhx6 Gaba
[-]
0234 STR Prox1 Lhx6 Gaba_2
[-]
261_STR Prox1 Lhx6 Gaba_2
GABA
08 CNU-MGE GABA
[-]
055 STR Lhx8 Gaba
[-]
0237 STR Lhx8 Gaba_2
[-]
262_STR Lhx8 Gaba_2
GABA
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0239 Sst Chodl Gaba_2
[-]
263_Sst Chodl Gaba_2
GABA
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0239 Sst Chodl Gaba_2
[-]
264_Sst Chodl Gaba_2
GABA
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0241 Sst Chodl Gaba_4
[-]
265_Sst Chodl Gaba_4
GABA
08 CNU-MGE GABA
[-]
058 PAL-STR Gaba-Chol
[-]
0260 PAL-STR Gaba-Chol_2
[-]
267_PAL-STR Gaba-Chol_2
Chol
09 CNU-LGE GABA
[-]
059 GPe-SI Sox6 Cyp26b1 Gaba
[-]
0258 GPe-SI Sox6 Cyp26b1 Gaba_2
[-]
266_GPe-SI Sox6 Cyp26b1 Gaba_2
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0265 STR D1 Gaba_1
[-]
268_STR D1 Gaba_1
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0265 STR D1 Gaba_1
[-]
269_STR D1 Gaba_1
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0266 STR D1 Gaba_2
[-]
270_STR D1 Gaba_2
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0266 STR D1 Gaba_2
[-]
271_STR D1 Gaba_2
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0270 STR D1 Gaba_6
[-]
272_STR D1 Gaba_6
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0272 STR D1 Gaba_8
[-]
273_STR D1 Gaba_8
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0272 STR D1 Gaba_8
[-]
274_STR D1 Gaba_8
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0272 STR D1 Gaba_8
[-]
275_STR D1 Gaba_8
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0273 STR D1 Gaba_9
[-]
276_STR D1 Gaba_9
GABA
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0273 STR D1 Gaba_9
[-]
277_STR D1 Gaba_9
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0275 STR D2 Gaba_2
[-]
278_STR D2 Gaba_2
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0275 STR D2 Gaba_2
[-]
279_STR D2 Gaba_2
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0275 STR D2 Gaba_2
[-]
280_STR D2 Gaba_2
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0275 STR D2 Gaba_2
[-]
281_STR D2 Gaba_2
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0275 STR D2 Gaba_2
[-]
282_STR D2 Gaba_2
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0275 STR D2 Gaba_2
[-]
283_STR D2 Gaba_2
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0276 STR D2 Gaba_3
[-]
284_STR D2 Gaba_3
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0278 STR D2 Gaba_5
[-]
285_STR D2 Gaba_5
GABA
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0279 STR D2 Gaba_6
[-]
286_STR D2 Gaba_6
GABA
09 CNU-LGE GABA
[-]
063 STR D1 Sema5a Gaba
[-]
0282 STR D1 Sema5a Gaba_2
[-]
287_STR D1 Sema5a Gaba_2
GABA
09 CNU-LGE GABA
[-]
063 STR D1 Sema5a Gaba
[-]
0282 STR D1 Sema5a Gaba_2
[-]
288_STR D1 Sema5a Gaba_2
GABA
09 CNU-LGE GABA
[-]
063 STR D1 Sema5a Gaba
[-]
0284 STR D1 Sema5a Gaba_4
[-]
289_STR D1 Sema5a Gaba_4
GABA
11 CNU-HYa GABA
[-]
066 NDB-SI-ant Prdm12 Gaba
[-]
0295 NDB-SI-ant Prdm12 Gaba_1
[-]
290_NDB-SI-ant Prdm12 Gaba_1
GABA
11 CNU-HYa GABA
[-]
066 NDB-SI-ant Prdm12 Gaba
[-]
0295 NDB-SI-ant Prdm12 Gaba_1
[-]
291_NDB-SI-ant Prdm12 Gaba_1
GABA
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0361 MEA-BST Lhx6 Nfib Gaba_5
[-]
292_MEA-BST Lhx6 Nfib Gaba_5
GABA
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0398 SI-MPO-LPO Lhx8 Gaba_3
[-]
293_SI-MPO-LPO Lhx8 Gaba_3
GABA
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0403 MPO-ADP Lhx8 Gaba_2
[-]
294_MPO-ADP Lhx8 Gaba_2
GABA
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0406 MPO-ADP Lhx8 Gaba_5
[-]
295_MPO-ADP Lhx8 Gaba_5
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0412 PVR Six3 Sox3 Gaba_2
[-]
296_PVR Six3 Sox3 Gaba_2
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0412 PVR Six3 Sox3 Gaba_2
[-]
297_PVR Six3 Sox3 Gaba_2
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0418 PVR Six3 Sox3 Gaba_8
[-]
298_PVR Six3 Sox3 Gaba_8
GABA
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0419 PVR Six3 Sox3 Gaba_9
[-]
299_PVR Six3 Sox3 Gaba_9
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0420 BST-MPN Six3 Nrgn Gaba_1
[-]
300_BST-MPN Six3 Nrgn Gaba_1
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0422 BST-MPN Six3 Nrgn Gaba_3
[-]
301_BST-MPN Six3 Nrgn Gaba_3
GABA
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0426 BST-MPN Six3 Nrgn Gaba_7
[-]
302_BST-MPN Six3 Nrgn Gaba_7
GABA
12 HY GABA
[-]
091 ARH-PVi Six6 Dopa-Gaba
[-]
0427 ARH-PVi Six6 Dopa-Gaba_1
[-]
303_ARH-PVi Six6 Dopa-Gaba_1
Dopa
12 HY GABA
[-]
092 TMv-PMv Tbx3 Hist-Gaba
[-]
0429 TMv-PMv Tbx3 Hist-Gaba_1
[-]
304_TMv-PMv Tbx3 Hist-Gaba_1
Hist
12 HY GABA
[-]
094 SCH Six6 Cdc14a Gaba
[-]
0436 SCH Six6 Cdc14a Gaba_1
[-]
305_SCH Six6 Cdc14a Gaba_1
GABA
12 HY GABA
[-]
094 SCH Six6 Cdc14a Gaba
[-]
0437 SCH Six6 Cdc14a Gaba_2
[-]
306_SCH Six6 Cdc14a Gaba_2
GABA
12 HY GABA
[-]
094 SCH Six6 Cdc14a Gaba
[-]
0438 SCH Six6 Cdc14a Gaba_3
[-]
307_SCH Six6 Cdc14a Gaba_3
GABA
12 HY GABA
[-]
095 DMH Prdm13 Gaba
[-]
0439 DMH Prdm13 Gaba_1
[-]
308_DMH Prdm13 Gaba_1
GABA
12 HY GABA
[-]
095 DMH Prdm13 Gaba
[-]
0439 DMH Prdm13 Gaba_1
[-]
309_DMH Prdm13 Gaba_1
GABA
12 HY GABA
[-]
095 DMH Prdm13 Gaba
[-]
0440 DMH Prdm13 Gaba_2
[-]
310_DMH Prdm13 Gaba_2
GABA
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0442 PVHd-SBPV Six3 Prox1 Gaba_1
[-]
311_PVHd-SBPV Six3 Prox1 Gaba_1
GABA
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0443 PVHd-SBPV Six3 Prox1 Gaba_2
[-]
312_PVHd-SBPV Six3 Prox1 Gaba_2
GABA
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0444 PVHd-SBPV Six3 Prox1 Gaba_3
[-]
313_PVHd-SBPV Six3 Prox1 Gaba_3
GABA
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0445 PVHd-SBPV Six3 Prox1 Gaba_4
[-]
314_PVHd-SBPV Six3 Prox1 Gaba_4
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0447 AHN-SBPV-PVHd Pdrm12 Gaba_2
[-]
315_AHN-SBPV-PVHd Pdrm12 Gaba_2
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0448 AHN-SBPV-PVHd Pdrm12 Gaba_3
[-]
316_AHN-SBPV-PVHd Pdrm12 Gaba_3
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0448 AHN-SBPV-PVHd Pdrm12 Gaba_3
[-]
317_AHN-SBPV-PVHd Pdrm12 Gaba_3
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0449 AHN-SBPV-PVHd Pdrm12 Gaba_4
[-]
318_AHN-SBPV-PVHd Pdrm12 Gaba_4
GABA
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0450 AHN-SBPV-PVHd Pdrm12 Gaba_5
[-]
319_AHN-SBPV-PVHd Pdrm12 Gaba_5
GABA
12 HY GABA
[-]
099 SBPV-PVa Six6 Satb2 Gaba
[-]
0453 SBPV-PVa Six6 Satb2 Gaba_1
[-]
320_SBPV-PVa Six6 Satb2 Gaba_1
GABA
12 HY GABA
[-]
099 SBPV-PVa Six6 Satb2 Gaba
[-]
0453 SBPV-PVa Six6 Satb2 Gaba_1
[-]
321_SBPV-PVa Six6 Satb2 Gaba_1
GABA
12 HY GABA
[-]
099 SBPV-PVa Six6 Satb2 Gaba
[-]
0454 SBPV-PVa Six6 Satb2 Gaba_2
[-]
322_SBPV-PVa Six6 Satb2 Gaba_2
GABA
12 HY GABA
[-]
099 SBPV-PVa Six6 Satb2 Gaba
[-]
0455 SBPV-PVa Six6 Satb2 Gaba_3
[-]
323_SBPV-PVa Six6 Satb2 Gaba_3
GABA
12 HY GABA
[-]
100 AHN Onecut3 Gaba
[-]
0456 AHN Onecut3 Gaba_1
[-]
324_AHN Onecut3 Gaba_1
GABA
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0470 DMH-LHA Gsx1 Gaba_1
[-]
325_DMH-LHA Gsx1 Gaba_1
GABA
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0472 DMH-LHA Gsx1 Gaba_3
[-]
326_DMH-LHA Gsx1 Gaba_3
Chol
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0473 DMH-LHA Gsx1 Gaba_4
[-]
327_DMH-LHA Gsx1 Gaba_4
GABA
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0475 PVHd-DMH Lhx6 Gaba_2
[-]
328_PVHd-DMH Lhx6 Gaba_2
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0478 TU-ARH Otp Six6 Gaba_1
[-]
329_TU-ARH Otp Six6 Gaba_1
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0478 TU-ARH Otp Six6 Gaba_1
[-]
330_TU-ARH Otp Six6 Gaba_1
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0478 TU-ARH Otp Six6 Gaba_1
[-]
331_TU-ARH Otp Six6 Gaba_1
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0479 TU-ARH Otp Six6 Gaba_2
[-]
332_TU-ARH Otp Six6 Gaba_2
GABA
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0479 TU-ARH Otp Six6 Gaba_2
[-]
333_TU-ARH Otp Six6 Gaba_2
GABA
12 HY GABA
[-]
105 TMd-DMH Foxd2 Gaba
[-]
0481 TMd-DMH Foxd2 Gaba_1
[-]
334_TMd-DMH Foxd2 Gaba_1
GABA
12 HY GABA
[-]
105 TMd-DMH Foxd2 Gaba
[-]
0481 TMd-DMH Foxd2 Gaba_1
[-]
335_TMd-DMH Foxd2 Gaba_1
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0482 PVpo-VMPO-MPN Hmx2 Gaba_1
[-]
336_PVpo-VMPO-MPN Hmx2 Gaba_1
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0482 PVpo-VMPO-MPN Hmx2 Gaba_1
[-]
337_PVpo-VMPO-MPN Hmx2 Gaba_1
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0482 PVpo-VMPO-MPN Hmx2 Gaba_1
[-]
338_PVpo-VMPO-MPN Hmx2 Gaba_1
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0483 PVpo-VMPO-MPN Hmx2 Gaba_2
[-]
339_PVpo-VMPO-MPN Hmx2 Gaba_2
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0483 PVpo-VMPO-MPN Hmx2 Gaba_2
[-]
340_PVpo-VMPO-MPN Hmx2 Gaba_2
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0483 PVpo-VMPO-MPN Hmx2 Gaba_2
[-]
341_PVpo-VMPO-MPN Hmx2 Gaba_2
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0484 PVpo-VMPO-MPN Hmx2 Gaba_3
[-]
342_PVpo-VMPO-MPN Hmx2 Gaba_3
Dopa
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0484 PVpo-VMPO-MPN Hmx2 Gaba_3
[-]
343_PVpo-VMPO-MPN Hmx2 Gaba_3
Dopa
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0486 PVpo-VMPO-MPN Hmx2 Gaba_5
[-]
344_PVpo-VMPO-MPN Hmx2 Gaba_5
GABA
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0486 PVpo-VMPO-MPN Hmx2 Gaba_5
[-]
345_PVpo-VMPO-MPN Hmx2 Gaba_5
Dopa
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0487 DMH Hmx2 Gaba_1
[-]
346_DMH Hmx2 Gaba_1
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0489 DMH Hmx2 Gaba_3
[-]
347_DMH Hmx2 Gaba_3
Dopa
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0489 DMH Hmx2 Gaba_3
[-]
348_DMH Hmx2 Gaba_3
GABA
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0492 DMH Hmx2 Gaba_6
[-]
349_DMH Hmx2 Gaba_6
GABA
12 HY GABA
[-]
108 ARH-PVp Tbx3 Gaba
[-]
0493 ARH-PVp Tbx3 Gaba_1
[-]
350_ARH-PVp Tbx3 Gaba_1
GABA
12 HY GABA
[-]
108 ARH-PVp Tbx3 Gaba
[-]
0494 ARH-PVp Tbx3 Gaba_2
[-]
351_ARH-PVp Tbx3 Gaba_2
GABA
12 HY GABA
[-]
108 ARH-PVp Tbx3 Gaba
[-]
0495 ARH-PVp Tbx3 Gaba_3
[-]
352_ARH-PVp Tbx3 Gaba_3
GABA
12 HY GABA
[-]
108 ARH-PVp Tbx3 Gaba
[-]
0495 ARH-PVp Tbx3 Gaba_3
[-]
353_ARH-PVp Tbx3 Gaba_3
GABA
13 CNU-HYa Glut
[-]
111 TRS-BAC Sln Glut
[-]
0502 TRS-BAC Sln Glut_1
[-]
354_TRS-BAC Sln Glut_1
Glut
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0515 COAa-PAA-MEA Barhl2 Glut_7
[-]
355_COAa-PAA-MEA Barhl2 Glut_7
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0520 AVPV-MEPO-SFO Tbr1 Glut_2
[-]
356_AVPV-MEPO-SFO Tbr1 Glut_2
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0521 AVPV-MEPO-SFO Tbr1 Glut_3
[-]
357_AVPV-MEPO-SFO Tbr1 Glut_3
Glut
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0522 AVPV-MEPO-SFO Tbr1 Glut_4
[-]
358_AVPV-MEPO-SFO Tbr1 Glut_4
Glut
13 CNU-HYa Glut
[-]
118 ADP-MPO Trp73 Glut
[-]
0527 ADP-MPO Trp73 Glut_1
[-]
359_ADP-MPO Trp73 Glut_1
Glut
14 HY Glut
[-]
123 DMH Nkx2-4 Glut
[-]
0544 DMH Nkx2-4 Glut_1
[-]
360_DMH Nkx2-4 Glut_1
Glut
14 HY Glut
[-]
123 DMH Nkx2-4 Glut
[-]
0545 DMH Nkx2-4 Glut_2
[-]
361_DMH Nkx2-4 Glut_2
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0546 MPN-MPO-PVpo Hmx2 Glut_1
[-]
362_MPN-MPO-PVpo Hmx2 Glut_1
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0546 MPN-MPO-PVpo Hmx2 Glut_1
[-]
363_MPN-MPO-PVpo Hmx2 Glut_1
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0547 MPN-MPO-PVpo Hmx2 Glut_2
[-]
364_MPN-MPO-PVpo Hmx2 Glut_2
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0548 MPN-MPO-PVpo Hmx2 Glut_3
[-]
365_MPN-MPO-PVpo Hmx2 Glut_3
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0548 MPN-MPO-PVpo Hmx2 Glut_3
[-]
366_MPN-MPO-PVpo Hmx2 Glut_3
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0549 MPN-MPO-PVpo Hmx2 Glut_4
[-]
367_MPN-MPO-PVpo Hmx2 Glut_4
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0550 MPN-MPO-PVpo Hmx2 Glut_5
[-]
368_MPN-MPO-PVpo Hmx2 Glut_5
Glut
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0551 MPN-MPO-PVpo Hmx2 Glut_6
[-]
369_MPN-MPO-PVpo Hmx2 Glut_6
Glut
14 HY Glut
[-]
125 DMH Hmx2 Glut
[-]
0552 DMH Hmx2 Glut_1
[-]
370_DMH Hmx2 Glut_1
Glut
14 HY Glut
[-]
125 DMH Hmx2 Glut
[-]
0552 DMH Hmx2 Glut_1
[-]
371_DMH Hmx2 Glut_1
Glut
14 HY Glut
[-]
125 DMH Hmx2 Glut
[-]
0553 DMH Hmx2 Glut_2
[-]
372_DMH Hmx2 Glut_2
Glut
14 HY Glut
[-]
126 ARH-PVp Tbx3 Glut
[-]
0554 ARH-PVp Tbx3 Glut_1
[-]
373_ARH-PVp Tbx3 Glut_1
Glut
14 HY Glut
[-]
126 ARH-PVp Tbx3 Glut
[-]
0555 ARH-PVp Tbx3 Glut_2
[-]
374_ARH-PVp Tbx3 Glut_2
Glut-GABA
14 HY Glut
[-]
126 ARH-PVp Tbx3 Glut
[-]
0555 ARH-PVp Tbx3 Glut_2
[-]
375_ARH-PVp Tbx3 Glut_2
Glut
14 HY Glut
[-]
126 ARH-PVp Tbx3 Glut
[-]
0556 ARH-PVp Tbx3 Glut_3
[-]
376_ARH-PVp Tbx3 Glut_3
Glut
14 HY Glut
[-]
127 DMH-LHA Vgll2 Glut
[-]
0562 DMH-LHA Vgll2 Glut_4
[-]
377_DMH-LHA Vgll2 Glut_4
Glut
14 HY Glut
[-]
128 VMH Fezf1 Glut
[-]
0564 VMH Fezf1 Glut_2
[-]
378_VMH Fezf1 Glut_2
Glut
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0566 VMH Nr5a1 Glut_1
[-]
379_VMH Nr5a1 Glut_1
Glut
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0567 VMH Nr5a1 Glut_2
[-]
380_VMH Nr5a1 Glut_2
Glut
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0568 VMH Nr5a1 Glut_3
[-]
381_VMH Nr5a1 Glut_3
Glut
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0570 VMH Nr5a1 Glut_5
[-]
382_VMH Nr5a1 Glut_5
Glut
14 HY Glut
[-]
131 LHA-AHN-PVH Otp Trh Glut
[-]
0575 LHA-AHN-PVH Otp Trh Glut_2
[-]
383_LHA-AHN-PVH Otp Trh Glut_2
Glut
14 HY Glut
[-]
131 LHA-AHN-PVH Otp Trh Glut
[-]
0577 LHA-AHN-PVH Otp Trh Glut_4
[-]
384_LHA-AHN-PVH Otp Trh Glut_4
Glut
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0580 AHN-RCH-LHA Otp Fezf1 Glut_2
[-]
385_AHN-RCH-LHA Otp Fezf1 Glut_2
Glut
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0581 AHN-RCH-LHA Otp Fezf1 Glut_3
[-]
386_AHN-RCH-LHA Otp Fezf1 Glut_3
Glut-GABA
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0587 PVH-SO-PVa Otp Glut_3
[-]
387_PVH-SO-PVa Otp Glut_3
Glut
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0587 PVH-SO-PVa Otp Glut_3
[-]
388_PVH-SO-PVa Otp Glut_3
Glut
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0588 PVH-SO-PVa Otp Glut_4
[-]
389_PVH-SO-PVa Otp Glut_4
Glut
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0588 PVH-SO-PVa Otp Glut_4
[-]
390_PVH-SO-PVa Otp Glut_4
Glut
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0589 PVH-SO-PVa Otp Glut_5
[-]
391_PVH-SO-PVa Otp Glut_5
Glut
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0589 PVH-SO-PVa Otp Glut_5
[-]
392_PVH-SO-PVa Otp Glut_5
Glut
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0595 PH-ant-LHA Otp Bsx Glut_5
[-]
393_PH-ant-LHA Otp Bsx Glut_5
Glut
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0599 STN-PSTN Pitx2 Glut_2
[-]
394_STN-PSTN Pitx2 Glut_2
Glut
14 HY Glut
[-]
136 PMv-TMv Pitx2 Glut
[-]
0607 PMv-TMv Pitx2 Glut_3
[-]
395_PMv-TMv Pitx2 Glut_3
Glut
14 HY Glut
[-]
137 PH-an Pitx2 Glut
[-]
0608 PH-an Pitx2 Glut_1
[-]
396_PH-an Pitx2 Glut_1
Glut
14 HY Glut
[-]
138 PH Pitx2 Glut
[-]
0610 PH Pitx2 Glut_1
[-]
397_PH Pitx2 Glut_1
Glut
14 HY Glut
[-]
138 PH Pitx2 Glut
[-]
0611 PH Pitx2 Glut_2
[-]
398_PH Pitx2 Glut_2
Glut
14 HY Glut
[-]
140 PMd-LHA Foxb1 Glut
[-]
0620 PMd-LHA Foxb1 Glut_2
[-]
399_PMd-LHA Foxb1 Glut_2
Glut
14 HY Glut
[-]
140 PMd-LHA Foxb1 Glut
[-]
0620 PMd-LHA Foxb1 Glut_2
[-]
400_PMd-LHA Foxb1 Glut_2
Glut
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0623 PH-SUM Foxa1 Glut_2
[-]
401_PH-SUM Foxa1 Glut_2
Glut
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0626 PH-SUM Foxa1 Glut_5
[-]
402_PH-SUM Foxa1 Glut_5
Glut
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0627 PH-SUM Foxa1 Glut_6
[-]
403_PH-SUM Foxa1 Glut_6
Glut
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0627 PH-SUM Foxa1 Glut_6
[-]
404_PH-SUM Foxa1 Glut_6
Glut
16 HY MM Glut
[-]
143 MM-ant Foxb1 Glut
[-]
0629 MM-ant Foxb1 Glut_1
[-]
405_MM-ant Foxb1 Glut_1
Glut
16 HY MM Glut
[-]
143 MM-ant Foxb1 Glut
[-]
0629 MM-ant Foxb1 Glut_1
[-]
406_MM-ant Foxb1 Glut_1
Glut
16 HY MM Glut
[-]
143 MM-ant Foxb1 Glut
[-]
0629 MM-ant Foxb1 Glut_1
[-]
407_MM-ant Foxb1 Glut_1
Glut
16 HY MM Glut
[-]
143 MM-ant Foxb1 Glut
[-]
0629 MM-ant Foxb1 Glut_1
[-]
408_MM-ant Foxb1 Glut_1
Glut
16 HY MM Glut
[-]
144 MM Foxb1 Glut
[-]
0630 MM Foxb1 Glut_1
[-]
409_MM Foxb1 Glut_1
Glut
16 HY MM Glut
[-]
144 MM Foxb1 Glut
[-]
0631 MM Foxb1 Glut_2
[-]
410_MM Foxb1 Glut_2
Glut
16 HY MM Glut
[-]
144 MM Foxb1 Glut
[-]
0631 MM Foxb1 Glut_2
[-]
411_MM Foxb1 Glut_2
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0676 PRC-PAG Pax6 Glut_1
[-]
412_PRC-PAG Pax6 Glut_1
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0676 PRC-PAG Pax6 Glut_1
[-]
413_PRC-PAG Pax6 Glut_1
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0677 PRC-PAG Pax6 Glut_2
[-]
414_PRC-PAG Pax6 Glut_2
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0677 PRC-PAG Pax6 Glut_2
[-]
415_PRC-PAG Pax6 Glut_2
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0678 PRC-PAG Pax6 Glut_3
[-]
416_PRC-PAG Pax6 Glut_3
Glut
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0678 PRC-PAG Pax6 Glut_3
[-]
417_PRC-PAG Pax6 Glut_3
Glut
19 MB Glut
[-]
156 MB-ant-ve Dmrta2 Glut
[-]
0681 MB-ant-ve Dmrta2 Glut_1
[-]
418_MB-ant-ve Dmrta2 Glut_1
Glut
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0685 IF-RL-CLI-PAG Foxa1 Glut_1
[-]
419_IF-RL-CLI-PAG Foxa1 Glut_1
Glut
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0686 IF-RL-CLI-PAG Foxa1 Glut_2
[-]
420_IF-RL-CLI-PAG Foxa1 Glut_2
Glut
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0686 IF-RL-CLI-PAG Foxa1 Glut_2
[-]
421_IF-RL-CLI-PAG Foxa1 Glut_2
Glut
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0687 IF-RL-CLI-PAG Foxa1 Glut_3
[-]
422_IF-RL-CLI-PAG Foxa1 Glut_3
Glut
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0688 IF-RL-CLI-PAG Foxa1 Glut_4
[-]
423_IF-RL-CLI-PAG Foxa1 Glut_4
Dopa
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0688 IF-RL-CLI-PAG Foxa1 Glut_4
[-]
424_IF-RL-CLI-PAG Foxa1 Glut_4
Dopa
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0688 IF-RL-CLI-PAG Foxa1 Glut_4
[-]
425_IF-RL-CLI-PAG Foxa1 Glut_4
Glut
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[-]
0691 PAG-SC Neurod2 Meis2 Glut_2
[-]
426_PAG-SC Neurod2 Meis2 Glut_2
Glut
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[-]
0693 PAG-SC Neurod2 Meis2 Glut_4
[-]
427_PAG-SC Neurod2 Meis2 Glut_4
Glut
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[-]
0693 PAG-SC Neurod2 Meis2 Glut_4
[-]
428_PAG-SC Neurod2 Meis2 Glut_4
Glut
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[-]
0693 PAG-SC Neurod2 Meis2 Glut_4
[-]
429_PAG-SC Neurod2 Meis2 Glut_4
Glut
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[-]
0693 PAG-SC Neurod2 Meis2 Glut_4
[-]
430_PAG-SC Neurod2 Meis2 Glut_4
Glut
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[-]
0694 PAG Pou4f3 Glut_1
[-]
431_PAG Pou4f3 Glut_1
Glut
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[-]
0694 PAG Pou4f3 Glut_1
[-]
432_PAG Pou4f3 Glut_1
Glut
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[-]
0694 PAG Pou4f3 Glut_1
[-]
433_PAG Pou4f3 Glut_1
Glut
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[-]
0694 PAG Pou4f3 Glut_1
[-]
434_PAG Pou4f3 Glut_1
Glut
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[-]
0694 PAG Pou4f3 Glut_1
[-]
435_PAG Pou4f3 Glut_1
Glut
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[-]
0694 PAG Pou4f3 Glut_1
[-]
436_PAG Pou4f3 Glut_1
Glut
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[-]
0695 PAG Pou4f3 Glut_2
[-]
437_PAG Pou4f3 Glut_2
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0697 CUN Evx2 Lhx2 Glut_1
[-]
438_CUN Evx2 Lhx2 Glut_1
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0697 CUN Evx2 Lhx2 Glut_1
[-]
439_CUN Evx2 Lhx2 Glut_1
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0698 CUN Evx2 Lhx2 Glut_2
[-]
440_CUN Evx2 Lhx2 Glut_2
Glut
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0700 CUN Evx2 Lhx2 Glut_4
[-]
441_CUN Evx2 Lhx2 Glut_4
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0704 PAG-MRN Pou3f1 Glut_1
[-]
442_PAG-MRN Pou3f1 Glut_1
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0704 PAG-MRN Pou3f1 Glut_1
[-]
443_PAG-MRN Pou3f1 Glut_1
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0704 PAG-MRN Pou3f1 Glut_1
[-]
444_PAG-MRN Pou3f1 Glut_1
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0704 PAG-MRN Pou3f1 Glut_1
[-]
445_PAG-MRN Pou3f1 Glut_1
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0704 PAG-MRN Pou3f1 Glut_1
[-]
446_PAG-MRN Pou3f1 Glut_1
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0704 PAG-MRN Pou3f1 Glut_1
[-]
447_PAG-MRN Pou3f1 Glut_1
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0705 PAG-MRN Pou3f1 Glut_2
[-]
448_PAG-MRN Pou3f1 Glut_2
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0706 PAG-MRN Pou3f1 Glut_3
[-]
449_PAG-MRN Pou3f1 Glut_3
Glut
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0709 PAG-MRN Pou3f1 Glut_6
[-]
450_PAG-MRN Pou3f1 Glut_6
Glut
19 MB Glut
[-]
166 MRN Pou3f1 C1ql4 Glut
[-]
0710 MRN Pou3f1 C1ql4 Glut_1
[-]
451_MRN Pou3f1 C1ql4 Glut_1
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0713 PRC-PAG Tcf7l2 Irx2 Glut_1
[-]
452_PRC-PAG Tcf7l2 Irx2 Glut_1
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0713 PRC-PAG Tcf7l2 Irx2 Glut_1
[-]
453_PRC-PAG Tcf7l2 Irx2 Glut_1
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0713 PRC-PAG Tcf7l2 Irx2 Glut_1
[-]
454_PRC-PAG Tcf7l2 Irx2 Glut_1
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0713 PRC-PAG Tcf7l2 Irx2 Glut_1
[-]
455_PRC-PAG Tcf7l2 Irx2 Glut_1
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0713 PRC-PAG Tcf7l2 Irx2 Glut_1
[-]
456_PRC-PAG Tcf7l2 Irx2 Glut_1
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0714 PRC-PAG Tcf7l2 Irx2 Glut_2
[-]
457_PRC-PAG Tcf7l2 Irx2 Glut_2
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0714 PRC-PAG Tcf7l2 Irx2 Glut_2
[-]
458_PRC-PAG Tcf7l2 Irx2 Glut_2
Glut
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0714 PRC-PAG Tcf7l2 Irx2 Glut_2
[-]
459_PRC-PAG Tcf7l2 Irx2 Glut_2
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0730 PAG-SC Pou4f1 Zic1 Glut_1
[-]
460_PAG-SC Pou4f1 Zic1 Glut_1
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0730 PAG-SC Pou4f1 Zic1 Glut_1
[-]
461_PAG-SC Pou4f1 Zic1 Glut_1
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0730 PAG-SC Pou4f1 Zic1 Glut_1
[-]
462_PAG-SC Pou4f1 Zic1 Glut_1
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0730 PAG-SC Pou4f1 Zic1 Glut_1
[-]
463_PAG-SC Pou4f1 Zic1 Glut_1
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0730 PAG-SC Pou4f1 Zic1 Glut_1
[-]
464_PAG-SC Pou4f1 Zic1 Glut_1
Glut
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0730 PAG-SC Pou4f1 Zic1 Glut_1
[-]
465_PAG-SC Pou4f1 Zic1 Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
466_PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
467_PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
468_PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
469_PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
470_PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
471_PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
472_PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
473_PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[-]
474_PAG-MRN Tfap2b Glut_1
Glut
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0735 PAG Pou4f1 Bnc2 Glut_1
[-]
475_PAG Pou4f1 Bnc2 Glut_1
Glut
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0736 PAG Pou4f1 Bnc2 Glut_2
[-]
476_PAG Pou4f1 Bnc2 Glut_2
Glut
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0736 PAG Pou4f1 Bnc2 Glut_2
[-]
477_PAG Pou4f1 Bnc2 Glut_2
Glut
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0736 PAG Pou4f1 Bnc2 Glut_2
[-]
478_PAG Pou4f1 Bnc2 Glut_2
Glut
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0736 PAG Pou4f1 Bnc2 Glut_2
[-]
479_PAG Pou4f1 Bnc2 Glut_2
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0737 PAG Pou4f1 Ebf2 Glut_1
[-]
480_PAG Pou4f1 Ebf2 Glut_1
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0737 PAG Pou4f1 Ebf2 Glut_1
[-]
481_PAG Pou4f1 Ebf2 Glut_1
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0737 PAG Pou4f1 Ebf2 Glut_1
[-]
482_PAG Pou4f1 Ebf2 Glut_1
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0737 PAG Pou4f1 Ebf2 Glut_1
[-]
483_PAG Pou4f1 Ebf2 Glut_1
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0738 PAG Pou4f1 Ebf2 Glut_2
[-]
484_PAG Pou4f1 Ebf2 Glut_2
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0738 PAG Pou4f1 Ebf2 Glut_2
[-]
485_PAG Pou4f1 Ebf2 Glut_2
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0738 PAG Pou4f1 Ebf2 Glut_2
[-]
486_PAG Pou4f1 Ebf2 Glut_2
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0738 PAG Pou4f1 Ebf2 Glut_2
[-]
487_PAG Pou4f1 Ebf2 Glut_2
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0739 PAG Pou4f1 Ebf2 Glut_3
[-]
488_PAG Pou4f1 Ebf2 Glut_3
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0739 PAG Pou4f1 Ebf2 Glut_3
[-]
489_PAG Pou4f1 Ebf2 Glut_3
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0739 PAG Pou4f1 Ebf2 Glut_3
[-]
490_PAG Pou4f1 Ebf2 Glut_3
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0739 PAG Pou4f1 Ebf2 Glut_3
[-]
491_PAG Pou4f1 Ebf2 Glut_3
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0740 PAG Pou4f1 Ebf2 Glut_4
[-]
492_PAG Pou4f1 Ebf2 Glut_4
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0740 PAG Pou4f1 Ebf2 Glut_4
[-]
493_PAG Pou4f1 Ebf2 Glut_4
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0740 PAG Pou4f1 Ebf2 Glut_4
[-]
494_PAG Pou4f1 Ebf2 Glut_4
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0740 PAG Pou4f1 Ebf2 Glut_4
[-]
495_PAG Pou4f1 Ebf2 Glut_4
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0740 PAG Pou4f1 Ebf2 Glut_4
[-]
496_PAG Pou4f1 Ebf2 Glut_4
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0741 PAG Pou4f1 Ebf2 Glut_5
[-]
497_PAG Pou4f1 Ebf2 Glut_5
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0741 PAG Pou4f1 Ebf2 Glut_5
[-]
498_PAG Pou4f1 Ebf2 Glut_5
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0742 PAG Pou4f1 Ebf2 Glut_6
[-]
499_PAG Pou4f1 Ebf2 Glut_6
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0742 PAG Pou4f1 Ebf2 Glut_6
[-]
500_PAG Pou4f1 Ebf2 Glut_6
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0743 PAG Pou4f1 Ebf2 Glut_7
[-]
501_PAG Pou4f1 Ebf2 Glut_7
Glut
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0743 PAG Pou4f1 Ebf2 Glut_7
[-]
502_PAG Pou4f1 Ebf2 Glut_7
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0745 PAG Pou4f2 Glut_1
[-]
503_PAG Pou4f2 Glut_1
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0745 PAG Pou4f2 Glut_1
[-]
504_PAG Pou4f2 Glut_1
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0745 PAG Pou4f2 Glut_1
[-]
505_PAG Pou4f2 Glut_1
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0745 PAG Pou4f2 Glut_1
[-]
506_PAG Pou4f2 Glut_1
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0745 PAG Pou4f2 Glut_1
[-]
507_PAG Pou4f2 Glut_1
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0745 PAG Pou4f2 Glut_1
[-]
508_PAG Pou4f2 Glut_1
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0746 PAG Pou4f2 Glut_2
[-]
509_PAG Pou4f2 Glut_2
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0746 PAG Pou4f2 Glut_2
[-]
510_PAG Pou4f2 Glut_2
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0746 PAG Pou4f2 Glut_2
[-]
511_PAG Pou4f2 Glut_2
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0746 PAG Pou4f2 Glut_2
[-]
512_PAG Pou4f2 Glut_2
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0747 PAG Pou4f2 Glut_3
[-]
513_PAG Pou4f2 Glut_3
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0747 PAG Pou4f2 Glut_3
[-]
514_PAG Pou4f2 Glut_3
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0747 PAG Pou4f2 Glut_3
[-]
515_PAG Pou4f2 Glut_3
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0748 PAG Pou4f2 Glut_4
[-]
516_PAG Pou4f2 Glut_4
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0748 PAG Pou4f2 Glut_4
[-]
517_PAG Pou4f2 Glut_4
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0749 PAG Pou4f2 Glut_5
[-]
518_PAG Pou4f2 Glut_5
Glut
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0749 PAG Pou4f2 Glut_5
[-]
519_PAG Pou4f2 Glut_5
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0750 PAG Pou4f2 Mesi2 Glut_1
[-]
520_PAG Pou4f2 Mesi2 Glut_1
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0750 PAG Pou4f2 Mesi2 Glut_1
[-]
521_PAG Pou4f2 Mesi2 Glut_1
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0750 PAG Pou4f2 Mesi2 Glut_1
[-]
522_PAG Pou4f2 Mesi2 Glut_1
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0751 PAG Pou4f2 Mesi2 Glut_2
[-]
523_PAG Pou4f2 Mesi2 Glut_2
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0751 PAG Pou4f2 Mesi2 Glut_2
[-]
524_PAG Pou4f2 Mesi2 Glut_2
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0751 PAG Pou4f2 Mesi2 Glut_2
[-]
525_PAG Pou4f2 Mesi2 Glut_2
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0751 PAG Pou4f2 Mesi2 Glut_2
[-]
526_PAG Pou4f2 Mesi2 Glut_2
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0751 PAG Pou4f2 Mesi2 Glut_2
[-]
527_PAG Pou4f2 Mesi2 Glut_2
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0751 PAG Pou4f2 Mesi2 Glut_2
[-]
528_PAG Pou4f2 Mesi2 Glut_2
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0752 PAG Pou4f2 Mesi2 Glut_3
[-]
529_PAG Pou4f2 Mesi2 Glut_3
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0752 PAG Pou4f2 Mesi2 Glut_3
[-]
530_PAG Pou4f2 Mesi2 Glut_3
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0752 PAG Pou4f2 Mesi2 Glut_3
[-]
531_PAG Pou4f2 Mesi2 Glut_3
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0752 PAG Pou4f2 Mesi2 Glut_3
[-]
532_PAG Pou4f2 Mesi2 Glut_3
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0754 PAG Pou4f2 Mesi2 Glut_5
[-]
533_PAG Pou4f2 Mesi2 Glut_5
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0755 PAG Pou4f2 Mesi2 Glut_6
[-]
534_PAG Pou4f2 Mesi2 Glut_6
Glut
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0755 PAG Pou4f2 Mesi2 Glut_6
[-]
535_PAG Pou4f2 Mesi2 Glut_6
Glut
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0763 SCig Foxb1 Glut_4
[-]
536_SCig Foxb1 Glut_4
Glut
19 MB Glut
[-]
179 SCdg-PAG Tfap2b Glut
[-]
0766 SCdg-PAG Tfap2b Glut_1
[-]
537_SCdg-PAG Tfap2b Glut_1
Glut
19 MB Glut
[-]
179 SCdg-PAG Tfap2b Glut
[-]
0766 SCdg-PAG Tfap2b Glut_1
[-]
538_SCdg-PAG Tfap2b Glut_1
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0777 CUN-PPN Evx2 Meis2 Glut_2
[-]
539_CUN-PPN Evx2 Meis2 Glut_2
Glut
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0778 CUN-PPN Evx2 Meis2 Glut_3
[-]
540_CUN-PPN Evx2 Meis2 Glut_3
Chol
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0779 CUN-PPN Evx2 Meis2 Glut_4
[-]
541_CUN-PPN Evx2 Meis2 Glut_4
Dopa
19 MB Glut
[-]
190 ND-INC Foxd2 Glut
[-]
0790 ND-INC Foxd2 Glut_1
[-]
542_ND-INC Foxd2 Glut_1
Glut
20 MB GABA
[-]
191 PAG-MRN Rln3 Gaba
[-]
0791 PAG-MRN Rln3 Gaba_1
[-]
543_PAG-MRN Rln3 Gaba_1
GABA
20 MB GABA
[-]
192 PPN-CUN-PCG Otp En1 Gaba
[-]
0792 PPN-CUN-PCG Otp En1 Gaba_1
[-]
544_PPN-CUN-PCG Otp En1 Gaba_1
GABA
20 MB GABA
[-]
193 MRN-PPN-CUN Pax8 Gaba
[-]
0795 MRN-PPN-CUN Pax8 Gaba_1
[-]
545_MRN-PPN-CUN Pax8 Gaba_1
GABA
20 MB GABA
[-]
193 MRN-PPN-CUN Pax8 Gaba
[-]
0796 MRN-PPN-CUN Pax8 Gaba_2
[-]
546_MRN-PPN-CUN Pax8 Gaba_2
GABA
20 MB GABA
[-]
193 MRN-PPN-CUN Pax8 Gaba
[-]
0796 MRN-PPN-CUN Pax8 Gaba_2
[-]
547_MRN-PPN-CUN Pax8 Gaba_2
GABA
20 MB GABA
[-]
194 MRN-VTN-PPN Pax5 Cdh23 Gaba
[-]
0798 MRN-VTN-PPN Pax5 Cdh23 Gaba_1
[-]
548_MRN-VTN-PPN Pax5 Cdh23 Gaba_1
GABA
20 MB GABA
[-]
194 MRN-VTN-PPN Pax5 Cdh23 Gaba
[-]
0799 MRN-VTN-PPN Pax5 Cdh23 Gaba_2
[-]
549_MRN-VTN-PPN Pax5 Cdh23 Gaba_2
GABA
20 MB GABA
[-]
194 MRN-VTN-PPN Pax5 Cdh23 Gaba
[-]
0799 MRN-VTN-PPN Pax5 Cdh23 Gaba_2
[-]
550_MRN-VTN-PPN Pax5 Cdh23 Gaba_2
GABA
20 MB GABA
[-]
195 SNr-VTA Pax5 Npas1 Gaba
[-]
0800 SNr-VTA Pax5 Npas1 Gaba_1
[-]
551_SNr-VTA Pax5 Npas1 Gaba_1
GABA
20 MB GABA
[-]
195 SNr-VTA Pax5 Npas1 Gaba
[-]
0800 SNr-VTA Pax5 Npas1 Gaba_1
[-]
552_SNr-VTA Pax5 Npas1 Gaba_1
GABA
20 MB GABA
[-]
195 SNr-VTA Pax5 Npas1 Gaba
[-]
0800 SNr-VTA Pax5 Npas1 Gaba_1
[-]
553_SNr-VTA Pax5 Npas1 Gaba_1
GABA
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0802 PAG-PPN Pax5 Sox21 Gaba_1
[-]
554_PAG-PPN Pax5 Sox21 Gaba_1
GABA
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0802 PAG-PPN Pax5 Sox21 Gaba_1
[-]
555_PAG-PPN Pax5 Sox21 Gaba_1
GABA
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0802 PAG-PPN Pax5 Sox21 Gaba_1
[-]
556_PAG-PPN Pax5 Sox21 Gaba_1
GABA
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0803 PAG-PPN Pax5 Sox21 Gaba_2
[-]
557_PAG-PPN Pax5 Sox21 Gaba_2
GABA
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0803 PAG-PPN Pax5 Sox21 Gaba_2
[-]
558_PAG-PPN Pax5 Sox21 Gaba_2
GABA
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0803 PAG-PPN Pax5 Sox21 Gaba_2
[-]
559_PAG-PPN Pax5 Sox21 Gaba_2
GABA
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0804 PAG-PPN Pax5 Sox21 Gaba_3
[-]
560_PAG-PPN Pax5 Sox21 Gaba_3
GABA
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0805 PAG-PPN Pax5 Sox21 Gaba_4
[-]
561_PAG-PPN Pax5 Sox21 Gaba_4
GABA
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0805 PAG-PPN Pax5 Sox21 Gaba_4
[-]
562_PAG-PPN Pax5 Sox21 Gaba_4
GABA
20 MB GABA
[-]
197 SNr Six3 Gaba
[-]
0806 SNr Six3 Gaba_1
[-]
563_SNr Six3 Gaba_1
GABA
20 MB GABA
[-]
197 SNr Six3 Gaba
[-]
0806 SNr Six3 Gaba_1
[-]
564_SNr Six3 Gaba_1
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0808 IC Six3 En2 Gaba_2
[-]
565_IC Six3 En2 Gaba_2
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0808 IC Six3 En2 Gaba_2
[-]
566_IC Six3 En2 Gaba_2
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0808 IC Six3 En2 Gaba_2
[-]
567_IC Six3 En2 Gaba_2
GABA
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0812 IC Six3 En2 Gaba_6
[-]
568_IC Six3 En2 Gaba_6
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0814 PAG-MRN-RN Foxa2 Gaba_1
[-]
569_PAG-MRN-RN Foxa2 Gaba_1
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0814 PAG-MRN-RN Foxa2 Gaba_1
[-]
570_PAG-MRN-RN Foxa2 Gaba_1
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0815 PAG-MRN-RN Foxa2 Gaba_2
[-]
571_PAG-MRN-RN Foxa2 Gaba_2
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0816 PAG-MRN-RN Foxa2 Gaba_3
[-]
572_PAG-MRN-RN Foxa2 Gaba_3
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0817 PAG-MRN-RN Foxa2 Gaba_4
[-]
573_PAG-MRN-RN Foxa2 Gaba_4
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0817 PAG-MRN-RN Foxa2 Gaba_4
[-]
574_PAG-MRN-RN Foxa2 Gaba_4
GABA
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0817 PAG-MRN-RN Foxa2 Gaba_4
[-]
575_PAG-MRN-RN Foxa2 Gaba_4
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0818 PAG-ND-PCG Onecut1 Gaba_1
[-]
576_PAG-ND-PCG Onecut1 Gaba_1
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0818 PAG-ND-PCG Onecut1 Gaba_1
[-]
577_PAG-ND-PCG Onecut1 Gaba_1
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0819 PAG-ND-PCG Onecut1 Gaba_2
[-]
578_PAG-ND-PCG Onecut1 Gaba_2
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0819 PAG-ND-PCG Onecut1 Gaba_2
[-]
579_PAG-ND-PCG Onecut1 Gaba_2
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0819 PAG-ND-PCG Onecut1 Gaba_2
[-]
580_PAG-ND-PCG Onecut1 Gaba_2
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0820 PAG-ND-PCG Onecut1 Gaba_3
[-]
581_PAG-ND-PCG Onecut1 Gaba_3
GABA
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0821 PAG-ND-PCG Onecut1 Gaba_4
[-]
582_PAG-ND-PCG Onecut1 Gaba_4
GABA
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0824 PAG-RN Nkx2-2 Otx1 Gaba_2
[-]
583_PAG-RN Nkx2-2 Otx1 Gaba_2
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0824 PAG-RN Nkx2-2 Otx1 Gaba_2
[-]
584_PAG-RN Nkx2-2 Otx1 Gaba_2
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0825 PAG-RN Nkx2-2 Otx1 Gaba_3
[-]
585_PAG-RN Nkx2-2 Otx1 Gaba_3
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0825 PAG-RN Nkx2-2 Otx1 Gaba_3
[-]
586_PAG-RN Nkx2-2 Otx1 Gaba_3
GABA
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0825 PAG-RN Nkx2-2 Otx1 Gaba_3
[-]
587_PAG-RN Nkx2-2 Otx1 Gaba_3
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0825 PAG-RN Nkx2-2 Otx1 Gaba_3
[-]
588_PAG-RN Nkx2-2 Otx1 Gaba_3
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0825 PAG-RN Nkx2-2 Otx1 Gaba_3
[-]
589_PAG-RN Nkx2-2 Otx1 Gaba_3
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0825 PAG-RN Nkx2-2 Otx1 Gaba_3
[-]
590_PAG-RN Nkx2-2 Otx1 Gaba_3
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0826 PAG-RN Nkx2-2 Otx1 Gaba_4
[-]
591_PAG-RN Nkx2-2 Otx1 Gaba_4
GABA-Glyc
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0827 PAG-RN Nkx2-2 Otx1 Gaba_5
[-]
592_PAG-RN Nkx2-2 Otx1 Gaba_5
GABA
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0828 PAG-RN Nkx2-2 Otx1 Gaba_6
[-]
593_PAG-RN Nkx2-2 Otx1 Gaba_6
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0829 PRT Tcf7l2 Gaba_1
[-]
594_PRT Tcf7l2 Gaba_1
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0829 PRT Tcf7l2 Gaba_1
[-]
595_PRT Tcf7l2 Gaba_1
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0829 PRT Tcf7l2 Gaba_1
[-]
596_PRT Tcf7l2 Gaba_1
GABA
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0829 PRT Tcf7l2 Gaba_1
[-]
597_PRT Tcf7l2 Gaba_1
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0844 SC-PAG Lef1 Emx2 Gaba_2
[-]
598_SC-PAG Lef1 Emx2 Gaba_2
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0844 SC-PAG Lef1 Emx2 Gaba_2
[-]
599_SC-PAG Lef1 Emx2 Gaba_2
GABA
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0846 SC-PAG Lef1 Emx2 Gaba_4
[-]
600_SC-PAG Lef1 Emx2 Gaba_4
GABA
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0848 SCm-PAG Cdh23 Gaba_1
[-]
601_SCm-PAG Cdh23 Gaba_1
GABA
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0848 SCm-PAG Cdh23 Gaba_1
[-]
602_SCm-PAG Cdh23 Gaba_1
GABA
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0848 SCm-PAG Cdh23 Gaba_1
[-]
603_SCm-PAG Cdh23 Gaba_1
GABA
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0848 SCm-PAG Cdh23 Gaba_1
[-]
604_SCm-PAG Cdh23 Gaba_1
GABA
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0848 SCm-PAG Cdh23 Gaba_1
[-]
605_SCm-PAG Cdh23 Gaba_1
GABA
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0850 SCm-PAG Cdh23 Gaba_3
[-]
606_SCm-PAG Cdh23 Gaba_3
GABA
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0850 SCm-PAG Cdh23 Gaba_3
[-]
607_SCm-PAG Cdh23 Gaba_3
GABA
20 MB GABA
[-]
214 IPN Otp Crisp1 Gaba
[-]
0877 IPN Otp Crisp1 Gaba_1
[-]
608_IPN Otp Crisp1 Gaba_1
GABA
20 MB GABA
[-]
214 IPN Otp Crisp1 Gaba
[-]
0877 IPN Otp Crisp1 Gaba_1
[-]
609_IPN Otp Crisp1 Gaba_1
GABA
20 MB GABA
[-]
214 IPN Otp Crisp1 Gaba
[-]
0878 IPN Otp Crisp1 Gaba_2
[-]
610_IPN Otp Crisp1 Gaba_2
GABA
20 MB GABA
[-]
214 IPN Otp Crisp1 Gaba
[-]
0878 IPN Otp Crisp1 Gaba_2
[-]
611_IPN Otp Crisp1 Gaba_2
GABA
20 MB GABA
[-]
214 IPN Otp Crisp1 Gaba
[-]
0879 IPN Otp Crisp1 Gaba_3
[-]
612_IPN Otp Crisp1 Gaba_3
GABA
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0880 SNc-VTA-RAmb Foxa1 Dopa_1
[-]
613_SNc-VTA-RAmb Foxa1 Dopa_1
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0880 SNc-VTA-RAmb Foxa1 Dopa_1
[-]
614_SNc-VTA-RAmb Foxa1 Dopa_1
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0881 SNc-VTA-RAmb Foxa1 Dopa_2
[-]
615_SNc-VTA-RAmb Foxa1 Dopa_2
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0881 SNc-VTA-RAmb Foxa1 Dopa_2
[-]
616_SNc-VTA-RAmb Foxa1 Dopa_2
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0882 SNc-VTA-RAmb Foxa1 Dopa_3
[-]
617_SNc-VTA-RAmb Foxa1 Dopa_3
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0882 SNc-VTA-RAmb Foxa1 Dopa_3
[-]
618_SNc-VTA-RAmb Foxa1 Dopa_3
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0882 SNc-VTA-RAmb Foxa1 Dopa_3
[-]
619_SNc-VTA-RAmb Foxa1 Dopa_3
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0883 SNc-VTA-RAmb Foxa1 Dopa_4
[-]
620_SNc-VTA-RAmb Foxa1 Dopa_4
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0883 SNc-VTA-RAmb Foxa1 Dopa_4
[-]
621_SNc-VTA-RAmb Foxa1 Dopa_4
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0883 SNc-VTA-RAmb Foxa1 Dopa_4
[-]
622_SNc-VTA-RAmb Foxa1 Dopa_4
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0883 SNc-VTA-RAmb Foxa1 Dopa_4
[-]
623_SNc-VTA-RAmb Foxa1 Dopa_4
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0884 SNc-VTA-RAmb Foxa1 Dopa_5
[-]
624_SNc-VTA-RAmb Foxa1 Dopa_5
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0884 SNc-VTA-RAmb Foxa1 Dopa_5
[-]
625_SNc-VTA-RAmb Foxa1 Dopa_5
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0885 SNc-VTA-RAmb Foxa1 Dopa_6
[-]
626_SNc-VTA-RAmb Foxa1 Dopa_6
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0886 SNc-VTA-RAmb Foxa1 Dopa_7
[-]
627_SNc-VTA-RAmb Foxa1 Dopa_7
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0887 SNc-VTA-RAmb Foxa1 Dopa_8
[-]
628_SNc-VTA-RAmb Foxa1 Dopa_8
Dopa
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0887 SNc-VTA-RAmb Foxa1 Dopa_8
[-]
629_SNc-VTA-RAmb Foxa1 Dopa_8
Glut-GABA
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0888 MB-MY Tph2 Glut-Sero_1
[-]
630_MB-MY Tph2 Glut-Sero_1
Sero
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0888 MB-MY Tph2 Glut-Sero_1
[-]
631_MB-MY Tph2 Glut-Sero_1
Sero
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0888 MB-MY Tph2 Glut-Sero_1
[-]
632_MB-MY Tph2 Glut-Sero_1
Sero
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0888 MB-MY Tph2 Glut-Sero_1
[-]
633_MB-MY Tph2 Glut-Sero_1
Sero
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0889 MB-MY Tph2 Glut-Sero_2
[-]
634_MB-MY Tph2 Glut-Sero_2
Glut
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0889 MB-MY Tph2 Glut-Sero_2
[-]
635_MB-MY Tph2 Glut-Sero_2
Glut
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0890 MB-MY Tph2 Glut-Sero_3
[-]
636_MB-MY Tph2 Glut-Sero_3
Glut
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0890 MB-MY Tph2 Glut-Sero_3
[-]
637_MB-MY Tph2 Glut-Sero_3
Glut
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0891 MB-MY Tph2 Glut-Sero_4
[-]
638_MB-MY Tph2 Glut-Sero_4
Sero
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0891 MB-MY Tph2 Glut-Sero_4
[-]
639_MB-MY Tph2 Glut-Sero_4
Sero
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0892 MB-MY Tph2 Glut-Sero_5
[-]
640_MB-MY Tph2 Glut-Sero_5
Glut
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0893 MB-MY Tph2 Glut-Sero_6
[-]
641_MB-MY Tph2 Glut-Sero_6
Sero
23 P Glut
[-]
220 PB Pax5 Glut
[-]
0904 PB Pax5 Glut_1
[-]
642_PB Pax5 Glut_1
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0906 LDT-PCG Vsx2 Lhx4 Glut_1
[-]
643_LDT-PCG Vsx2 Lhx4 Glut_1
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0906 LDT-PCG Vsx2 Lhx4 Glut_1
[-]
644_LDT-PCG Vsx2 Lhx4 Glut_1
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0906 LDT-PCG Vsx2 Lhx4 Glut_1
[-]
645_LDT-PCG Vsx2 Lhx4 Glut_1
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0907 LDT-PCG Vsx2 Lhx4 Glut_2
[-]
646_LDT-PCG Vsx2 Lhx4 Glut_2
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0907 LDT-PCG Vsx2 Lhx4 Glut_2
[-]
647_LDT-PCG Vsx2 Lhx4 Glut_2
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0907 LDT-PCG Vsx2 Lhx4 Glut_2
[-]
648_LDT-PCG Vsx2 Lhx4 Glut_2
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0908 LDT-PCG Vsx2 Lhx4 Glut_3
[-]
649_LDT-PCG Vsx2 Lhx4 Glut_3
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0908 LDT-PCG Vsx2 Lhx4 Glut_3
[-]
650_LDT-PCG Vsx2 Lhx4 Glut_3
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0908 LDT-PCG Vsx2 Lhx4 Glut_3
[-]
651_LDT-PCG Vsx2 Lhx4 Glut_3
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0909 LDT-PCG Vsx2 Lhx4 Glut_4
[-]
652_LDT-PCG Vsx2 Lhx4 Glut_4
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0909 LDT-PCG Vsx2 Lhx4 Glut_4
[-]
653_LDT-PCG Vsx2 Lhx4 Glut_4
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0909 LDT-PCG Vsx2 Lhx4 Glut_4
[-]
654_LDT-PCG Vsx2 Lhx4 Glut_4
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0909 LDT-PCG Vsx2 Lhx4 Glut_4
[-]
655_LDT-PCG Vsx2 Lhx4 Glut_4
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0910 LDT-PCG Vsx2 Lhx4 Glut_5
[-]
656_LDT-PCG Vsx2 Lhx4 Glut_5
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0911 LDT-PCG Vsx2 Lhx4 Glut_6
[-]
657_LDT-PCG Vsx2 Lhx4 Glut_6
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0912 LDT-PCG Vsx2 Lhx4 Glut_7
[-]
658_LDT-PCG Vsx2 Lhx4 Glut_7
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0912 LDT-PCG Vsx2 Lhx4 Glut_7
[-]
659_LDT-PCG Vsx2 Lhx4 Glut_7
Glut
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0912 LDT-PCG Vsx2 Lhx4 Glut_7
[-]
660_LDT-PCG Vsx2 Lhx4 Glut_7
Glut
23 P Glut
[-]
223 B-PB Nr4a2 Glut
[-]
0923 B-PB Nr4a2 Glut_1
[-]
661_B-PB Nr4a2 Glut_1
Glut
23 P Glut
[-]
223 B-PB Nr4a2 Glut
[-]
0923 B-PB Nr4a2 Glut_1
[-]
662_B-PB Nr4a2 Glut_1
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0925 PCG-PRNr Vsx2 Nkx6-1 Glut_1
[-]
663_PCG-PRNr Vsx2 Nkx6-1 Glut_1
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0926 PCG-PRNr Vsx2 Nkx6-1 Glut_2
[-]
664_PCG-PRNr Vsx2 Nkx6-1 Glut_2
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0926 PCG-PRNr Vsx2 Nkx6-1 Glut_2
[-]
665_PCG-PRNr Vsx2 Nkx6-1 Glut_2
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0926 PCG-PRNr Vsx2 Nkx6-1 Glut_2
[-]
666_PCG-PRNr Vsx2 Nkx6-1 Glut_2
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0927 PCG-PRNr Vsx2 Nkx6-1 Glut_3
[-]
667_PCG-PRNr Vsx2 Nkx6-1 Glut_3
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0927 PCG-PRNr Vsx2 Nkx6-1 Glut_3
[-]
668_PCG-PRNr Vsx2 Nkx6-1 Glut_3
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0927 PCG-PRNr Vsx2 Nkx6-1 Glut_3
[-]
669_PCG-PRNr Vsx2 Nkx6-1 Glut_3
Glut
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0928 PCG-PRNr Vsx2 Nkx6-1 Glut_4
[-]
670_PCG-PRNr Vsx2 Nkx6-1 Glut_4
Glut
23 P Glut
[-]
225 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut
[-]
0931 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_1
[-]
671_PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_1
Glut
23 P Glut
[-]
225 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut
[-]
0931 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_1
[-]
672_PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_1
Glut
23 P Glut
[-]
225 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut
[-]
0932 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_2
[-]
673_PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_2
Glut
23 P Glut
[-]
225 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut
[-]
0932 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_2
[-]
674_PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_2
Glut
23 P Glut
[-]
225 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut
[-]
0933 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_3
[-]
675_PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_3
Glut
23 P Glut
[-]
226 PRNc-PARN Tlx1 Glut
[-]
0935 PRNc-PARN Tlx1 Glut_1
[-]
676_PRNc-PARN Tlx1 Glut_1
Glut
23 P Glut
[-]
230 PRNr Otp Nfib Glut
[-]
0945 PRNr Otp Nfib Glut_1
[-]
677_PRNr Otp Nfib Glut_1
Glut
23 P Glut
[-]
231 IPN-LDT Vsx2 Nkx6-1 Glut
[-]
0946 IPN-LDT Vsx2 Nkx6-1 Glut_1
[-]
678_IPN-LDT Vsx2 Nkx6-1 Glut_1
Glut
23 P Glut
[-]
231 IPN-LDT Vsx2 Nkx6-1 Glut
[-]
0946 IPN-LDT Vsx2 Nkx6-1 Glut_1
[-]
679_IPN-LDT Vsx2 Nkx6-1 Glut_1
Glut
23 P Glut
[-]
231 IPN-LDT Vsx2 Nkx6-1 Glut
[-]
0947 IPN-LDT Vsx2 Nkx6-1 Glut_2
[-]
680_IPN-LDT Vsx2 Nkx6-1 Glut_2
Glut
23 P Glut
[-]
231 IPN-LDT Vsx2 Nkx6-1 Glut
[-]
0947 IPN-LDT Vsx2 Nkx6-1 Glut_2
[-]
681_IPN-LDT Vsx2 Nkx6-1 Glut_2
Glut
23 P Glut
[-]
232 LDT Vsx2 Nkx6-1 Nfib Glut
[-]
0948 LDT Vsx2 Nkx6-1 Nfib Glut_1
[-]
682_LDT Vsx2 Nkx6-1 Nfib Glut_1
Glut
23 P Glut
[-]
232 LDT Vsx2 Nkx6-1 Nfib Glut
[-]
0948 LDT Vsx2 Nkx6-1 Nfib Glut_1
[-]
683_LDT Vsx2 Nkx6-1 Nfib Glut_1
Glut
23 P Glut
[-]
232 LDT Vsx2 Nkx6-1 Nfib Glut
[-]
0948 LDT Vsx2 Nkx6-1 Nfib Glut_1
[-]
684_LDT Vsx2 Nkx6-1 Nfib Glut_1
Glut
23 P Glut
[-]
232 LDT Vsx2 Nkx6-1 Nfib Glut
[-]
0948 LDT Vsx2 Nkx6-1 Nfib Glut_1
[-]
685_LDT Vsx2 Nkx6-1 Nfib Glut_1
Glut
23 P Glut
[-]
232 LDT Vsx2 Nkx6-1 Nfib Glut
[-]
0949 LDT Vsx2 Nkx6-1 Nfib Glut_2
[-]
686_LDT Vsx2 Nkx6-1 Nfib Glut_2
Glut
23 P Glut
[-]
235 PG-TRN-LRN Fat2 Glut
[-]
0953 PG-TRN-LRN Fat2 Glut_1
[-]
687_PG-TRN-LRN Fat2 Glut_1
Glut
23 P Glut
[-]
235 PG-TRN-LRN Fat2 Glut
[-]
0953 PG-TRN-LRN Fat2 Glut_1
[-]
688_PG-TRN-LRN Fat2 Glut_1
Glut
23 P Glut
[-]
235 PG-TRN-LRN Fat2 Glut
[-]
0953 PG-TRN-LRN Fat2 Glut_1
[-]
689_PG-TRN-LRN Fat2 Glut_1
Glut
23 P Glut
[-]
235 PG-TRN-LRN Fat2 Glut
[-]
0953 PG-TRN-LRN Fat2 Glut_1
[-]
690_PG-TRN-LRN Fat2 Glut_1
Glut
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0956 PRP-NI-PRNc-GRN Otp Glut_2
[-]
691_PRP-NI-PRNc-GRN Otp Glut_2
Glut
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0957 PRP-NI-PRNc-GRN Otp Glut_3
[-]
692_PRP-NI-PRNc-GRN Otp Glut_3
Glut
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0958 PRP-NI-PRNc-GRN Otp Glut_4
[-]
693_PRP-NI-PRNc-GRN Otp Glut_4
Glut
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0958 PRP-NI-PRNc-GRN Otp Glut_4
[-]
694_PRP-NI-PRNc-GRN Otp Glut_4
Glut
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1007 NTS Dbh Glut_4
[-]
695_NTS Dbh Glut_4
Glut
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1031 CS-RPO Meis2 Gaba_1
[-]
696_CS-RPO Meis2 Gaba_1
GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1032 CS-RPO Meis2 Gaba_2
[-]
697_CS-RPO Meis2 Gaba_2
GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1033 CS-RPO Meis2 Gaba_3
[-]
698_CS-RPO Meis2 Gaba_3
Glut-GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1033 CS-RPO Meis2 Gaba_3
[-]
699_CS-RPO Meis2 Gaba_3
GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1034 CS-RPO Meis2 Gaba_4
[-]
700_CS-RPO Meis2 Gaba_4
GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1034 CS-RPO Meis2 Gaba_4
[-]
701_CS-RPO Meis2 Gaba_4
GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1034 CS-RPO Meis2 Gaba_4
[-]
702_CS-RPO Meis2 Gaba_4
GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1035 CS-RPO Meis2 Gaba_5
[-]
703_CS-RPO Meis2 Gaba_5
GABA
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1035 CS-RPO Meis2 Gaba_5
[-]
704_CS-RPO Meis2 Gaba_5
GABA
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1036 PRNc Otp Gly-Gaba_1
[-]
705_PRNc Otp Gly-Gaba_1
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1036 PRNc Otp Gly-Gaba_1
[-]
706_PRNc Otp Gly-Gaba_1
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1036 PRNc Otp Gly-Gaba_1
[-]
707_PRNc Otp Gly-Gaba_1
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1036 PRNc Otp Gly-Gaba_1
[-]
708_PRNc Otp Gly-Gaba_1
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1037 PRNc Otp Gly-Gaba_2
[-]
709_PRNc Otp Gly-Gaba_2
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1038 PRNc Otp Gly-Gaba_3
[-]
710_PRNc Otp Gly-Gaba_3
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1039 PRNc Otp Gly-Gaba_4
[-]
711_PRNc Otp Gly-Gaba_4
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1039 PRNc Otp Gly-Gaba_4
[-]
712_PRNc Otp Gly-Gaba_4
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1039 PRNc Otp Gly-Gaba_4
[-]
713_PRNc Otp Gly-Gaba_4
GABA-Glyc
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1040 PRNc Otp Gly-Gaba_5
[-]
714_PRNc Otp Gly-Gaba_5
GABA-Glyc
26 P GABA
[-]
265 PB Sst Gly-Gaba
[-]
1041 PB Sst Gly-Gaba_1
[-]
715_PB Sst Gly-Gaba_1
Glut-GABA
26 P GABA
[-]
266 PRNc Prox1 Brs3 Gly-Gaba
[-]
1043 PRNc Prox1 Brs3 Gly-Gaba_1
[-]
716_PRNc Prox1 Brs3 Gly-Gaba_1
GABA-Glyc
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1044 CS-PRNr-PCG Tmem163 Otp Gaba_1
[-]
717_CS-PRNr-PCG Tmem163 Otp Gaba_1
GABA
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1044 CS-PRNr-PCG Tmem163 Otp Gaba_1
[-]
718_CS-PRNr-PCG Tmem163 Otp Gaba_1
GABA
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1044 CS-PRNr-PCG Tmem163 Otp Gaba_1
[-]
719_CS-PRNr-PCG Tmem163 Otp Gaba_1
GABA
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1044 CS-PRNr-PCG Tmem163 Otp Gaba_1
[-]
720_CS-PRNr-PCG Tmem163 Otp Gaba_1
GABA
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1044 CS-PRNr-PCG Tmem163 Otp Gaba_1
[-]
721_CS-PRNr-PCG Tmem163 Otp Gaba_1
GABA
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1044 CS-PRNr-PCG Tmem163 Otp Gaba_1
[-]
722_CS-PRNr-PCG Tmem163 Otp Gaba_1
GABA
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1044 CS-PRNr-PCG Tmem163 Otp Gaba_1
[-]
723_CS-PRNr-PCG Tmem163 Otp Gaba_1
GABA
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1045 CS-PRNr-PCG Tmem163 Otp Gaba_2
[-]
724_CS-PRNr-PCG Tmem163 Otp Gaba_2
GABA
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[-]
1047 CS-PRNr-DR En1 Sox2 Gaba_1
[-]
725_CS-PRNr-DR En1 Sox2 Gaba_1
GABA
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[-]
1047 CS-PRNr-DR En1 Sox2 Gaba_1
[-]
726_CS-PRNr-DR En1 Sox2 Gaba_1
GABA
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[-]
1047 CS-PRNr-DR En1 Sox2 Gaba_1
[-]
727_CS-PRNr-DR En1 Sox2 Gaba_1
GABA
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[-]
1048 CS-PRNr-DR En1 Sox2 Gaba_2
[-]
728_CS-PRNr-DR En1 Sox2 Gaba_2
GABA
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[-]
1048 CS-PRNr-DR En1 Sox2 Gaba_2
[-]
729_CS-PRNr-DR En1 Sox2 Gaba_2
GABA
26 P GABA
[-]
269 LDT Fgf7 Gaba
[-]
1049 LDT Fgf7 Gaba_1
[-]
730_LDT Fgf7 Gaba_1
GABA
26 P GABA
[-]
270 LDT-DTN Gata3 Nfix Gaba
[-]
1050 LDT-DTN Gata3 Nfix Gaba_1
[-]
731_LDT-DTN Gata3 Nfix Gaba_1
GABA
26 P GABA
[-]
270 LDT-DTN Gata3 Nfix Gaba
[-]
1050 LDT-DTN Gata3 Nfix Gaba_1
[-]
732_LDT-DTN Gata3 Nfix Gaba_1
GABA
26 P GABA
[-]
270 LDT-DTN Gata3 Nfix Gaba
[-]
1051 LDT-DTN Gata3 Nfix Gaba_2
[-]
733_LDT-DTN Gata3 Nfix Gaba_2
GABA
26 P GABA
[-]
270 LDT-DTN Gata3 Nfix Gaba
[-]
1051 LDT-DTN Gata3 Nfix Gaba_2
[-]
734_LDT-DTN Gata3 Nfix Gaba_2
GABA
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1052 NI-RPO Gata3 Nr4a2 Gaba_1
[-]
735_NI-RPO Gata3 Nr4a2 Gaba_1
GABA
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1052 NI-RPO Gata3 Nr4a2 Gaba_1
[-]
736_NI-RPO Gata3 Nr4a2 Gaba_1
Glut-GABA
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1053 NI-RPO Gata3 Nr4a2 Gaba_2
[-]
737_NI-RPO Gata3 Nr4a2 Gaba_2
Glut-GABA
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1053 NI-RPO Gata3 Nr4a2 Gaba_2
[-]
738_NI-RPO Gata3 Nr4a2 Gaba_2
Glut-GABA
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1055 NI-RPO Gata3 Nr4a2 Gaba_4
[-]
739_NI-RPO Gata3 Nr4a2 Gaba_4
Glut
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[-]
1056 LDT-PCG-CS Gata3 Lhx1 Gaba_1
[-]
740_LDT-PCG-CS Gata3 Lhx1 Gaba_1
GABA
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[-]
1057 LDT-PCG-CS Gata3 Lhx1 Gaba_2
[-]
741_LDT-PCG-CS Gata3 Lhx1 Gaba_2
GABA
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[-]
1057 LDT-PCG-CS Gata3 Lhx1 Gaba_2
[-]
742_LDT-PCG-CS Gata3 Lhx1 Gaba_2
GABA
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[-]
1058 LDT-PCG-CS Gata3 Lhx1 Gaba_3
[-]
743_LDT-PCG-CS Gata3 Lhx1 Gaba_3
Glut-GABA
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[-]
1059 LDT-PCG-CS Gata3 Lhx1 Gaba_4
[-]
744_LDT-PCG-CS Gata3 Lhx1 Gaba_4
GABA
26 P GABA
[-]
273 PDTg-PCG Pax6 Gaba
[-]
1061 PDTg-PCG Pax6 Gaba_1
[-]
745_PDTg-PCG Pax6 Gaba_1
GABA
26 P GABA
[-]
273 PDTg-PCG Pax6 Gaba
[-]
1061 PDTg-PCG Pax6 Gaba_1
[-]
746_PDTg-PCG Pax6 Gaba_1
GABA
26 P GABA
[-]
273 PDTg-PCG Pax6 Gaba
[-]
1061 PDTg-PCG Pax6 Gaba_1
[-]
747_PDTg-PCG Pax6 Gaba_1
GABA
26 P GABA
[-]
273 PDTg-PCG Pax6 Gaba
[-]
1061 PDTg-PCG Pax6 Gaba_1
[-]
748_PDTg-PCG Pax6 Gaba_1
GABA
26 P GABA
[-]
273 PDTg-PCG Pax6 Gaba
[-]
1061 PDTg-PCG Pax6 Gaba_1
[-]
749_PDTg-PCG Pax6 Gaba_1
GABA
26 P GABA
[-]
273 PDTg-PCG Pax6 Gaba
[-]
1061 PDTg-PCG Pax6 Gaba_1
[-]
750_PDTg-PCG Pax6 Gaba_1
GABA
26 P GABA
[-]
273 PDTg-PCG Pax6 Gaba
[-]
1062 PDTg-PCG Pax6 Gaba_2
[-]
751_PDTg-PCG Pax6 Gaba_2
Glut-GABA
26 P GABA
[-]
273 PDTg-PCG Pax6 Gaba
[-]
1062 PDTg-PCG Pax6 Gaba_2
[-]
752_PDTg-PCG Pax6 Gaba_2
Glut-GABA
26 P GABA
[-]
273 PDTg-PCG Pax6 Gaba
[-]
1063 PDTg-PCG Pax6 Gaba_3
[-]
753_PDTg-PCG Pax6 Gaba_3
GABA
26 P GABA
[-]
273 PDTg-PCG Pax6 Gaba
[-]
1063 PDTg-PCG Pax6 Gaba_3
[-]
754_PDTg-PCG Pax6 Gaba_3
GABA
26 P GABA
[-]
273 PDTg-PCG Pax6 Gaba
[-]
1064 PDTg-PCG Pax6 Gaba_4
[-]
755_PDTg-PCG Pax6 Gaba_4
Glut-GABA
26 P GABA
[-]
274 PDTg Otp Shroom3 Gaba
[-]
1065 PDTg Otp Shroom3 Gaba_1
[-]
756_PDTg Otp Shroom3 Gaba_1
GABA
26 P GABA
[-]
275 PDTg Otp Olig3 Gaba
[-]
1066 PDTg Otp Olig3 Gaba_1
[-]
757_PDTg Otp Olig3 Gaba_1
GABA
26 P GABA
[-]
276 LDT-PCG St18 Gaba
[-]
1067 LDT-PCG St18 Gaba_1
[-]
758_LDT-PCG St18 Gaba_1
GABA
26 P GABA
[-]
276 LDT-PCG St18 Gaba
[-]
1067 LDT-PCG St18 Gaba_1
[-]
759_LDT-PCG St18 Gaba_1
GABA
26 P GABA
[-]
276 LDT-PCG St18 Gaba
[-]
1067 LDT-PCG St18 Gaba_1
[-]
760_LDT-PCG St18 Gaba_1
GABA
26 P GABA
[-]
276 LDT-PCG St18 Gaba
[-]
1067 LDT-PCG St18 Gaba_1
[-]
761_LDT-PCG St18 Gaba_1
GABA
26 P GABA
[-]
276 LDT-PCG St18 Gaba
[-]
1067 LDT-PCG St18 Gaba_1
[-]
762_LDT-PCG St18 Gaba_1
GABA-Glyc
26 P GABA
[-]
276 LDT-PCG St18 Gaba
[-]
1067 LDT-PCG St18 Gaba_1
[-]
763_LDT-PCG St18 Gaba_1
GABA
26 P GABA
[-]
276 LDT-PCG St18 Gaba
[-]
1068 LDT-PCG St18 Gaba_2
[-]
764_LDT-PCG St18 Gaba_2
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1069 DTN-LDT-IPN Otp Pax3 Gaba_1
[-]
765_DTN-LDT-IPN Otp Pax3 Gaba_1
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1069 DTN-LDT-IPN Otp Pax3 Gaba_1
[-]
766_DTN-LDT-IPN Otp Pax3 Gaba_1
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1070 DTN-LDT-IPN Otp Pax3 Gaba_2
[-]
767_DTN-LDT-IPN Otp Pax3 Gaba_2
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1070 DTN-LDT-IPN Otp Pax3 Gaba_2
[-]
768_DTN-LDT-IPN Otp Pax3 Gaba_2
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1071 DTN-LDT-IPN Otp Pax3 Gaba_3
[-]
769_DTN-LDT-IPN Otp Pax3 Gaba_3
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1071 DTN-LDT-IPN Otp Pax3 Gaba_3
[-]
770_DTN-LDT-IPN Otp Pax3 Gaba_3
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1071 DTN-LDT-IPN Otp Pax3 Gaba_3
[-]
771_DTN-LDT-IPN Otp Pax3 Gaba_3
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1072 DTN-LDT-IPN Otp Pax3 Gaba_4
[-]
772_DTN-LDT-IPN Otp Pax3 Gaba_4
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1072 DTN-LDT-IPN Otp Pax3 Gaba_4
[-]
773_DTN-LDT-IPN Otp Pax3 Gaba_4
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1072 DTN-LDT-IPN Otp Pax3 Gaba_4
[-]
774_DTN-LDT-IPN Otp Pax3 Gaba_4
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1073 DTN-LDT-IPN Otp Pax3 Gaba_5
[-]
775_DTN-LDT-IPN Otp Pax3 Gaba_5
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1073 DTN-LDT-IPN Otp Pax3 Gaba_5
[-]
776_DTN-LDT-IPN Otp Pax3 Gaba_5
GABA
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[-]
1073 DTN-LDT-IPN Otp Pax3 Gaba_5
[-]
777_DTN-LDT-IPN Otp Pax3 Gaba_5
GABA
30 Astro-Epen
[-]
318 Astro-NT NN
[-]
1159 Astro-NT NN_1
[-]
778_Astro-NT NN_1
No-NT
30 Astro-Epen
[-]
318 Astro-NT NN
[-]
1159 Astro-NT NN_1
[-]
779_Astro-NT NN_1
No-NT
30 Astro-Epen
[-]
318 Astro-NT NN
[-]
1160 Astro-NT NN_2
[-]
780_Astro-NT NN_2
No-NT
30 Astro-Epen
[-]
318 Astro-NT NN
[-]
1160 Astro-NT NN_2
[-]
781_Astro-NT NN_2
No-NT
30 Astro-Epen
[-]
318 Astro-NT NN
[-]
1160 Astro-NT NN_2
[-]
782_Astro-NT NN_2
No-NT
30 Astro-Epen
[-]
318 Astro-NT NN
[-]
1160 Astro-NT NN_2
[-]
783_Astro-NT NN_2
No-NT
30 Astro-Epen
[-]
318 Astro-NT NN
[-]
1160 Astro-NT NN_2
[-]
784_Astro-NT NN_2
No-NT
30 Astro-Epen
[-]
319 Astro-TE NN
[-]
1161 Astro-TE NN_1
[-]
785_Astro-TE NN_1
No-NT
30 Astro-Epen
[-]
319 Astro-TE NN
[-]
1162 Astro-TE NN_2
[-]
786_Astro-TE NN_2
No-NT
30 Astro-Epen
[-]
319 Astro-TE NN
[-]
1163 Astro-TE NN_3
[-]
787_Astro-TE NN_3
No-NT
30 Astro-Epen
[-]
319 Astro-TE NN
[-]
1163 Astro-TE NN_3
[-]
788_Astro-TE NN_3
Glut
30 Astro-Epen
[-]
319 Astro-TE NN
[-]
1165 Astro-TE NN_5
[-]
789_Astro-TE NN_5
No-NT
30 Astro-Epen
[-]
321 Astroependymal NN
[-]
1171 Astroependymal NN_3
[-]
790_Astroependymal NN_3
No-NT
30 Astro-Epen
[-]
321 Astroependymal NN
[-]
1171 Astroependymal NN_3
[-]
791_Astroependymal NN_3
No-NT
30 Astro-Epen
[-]
322 Tanycyte NN
[-]
1173 Tanycyte NN_2
[-]
792_Tanycyte NN_2
No-NT
30 Astro-Epen
[-]
322 Tanycyte NN
[-]
1173 Tanycyte NN_2
[-]
793_Tanycyte NN_2
No-NT
30 Astro-Epen
[-]
322 Tanycyte NN
[-]
1173 Tanycyte NN_2
[-]
794_Tanycyte NN_2
Glut
30 Astro-Epen
[-]
322 Tanycyte NN
[-]
1173 Tanycyte NN_2
[-]
795_Tanycyte NN_2
No-NT
30 Astro-Epen
[-]
322 Tanycyte NN
[-]
1173 Tanycyte NN_2
[-]
796_Tanycyte NN_2
No-NT
30 Astro-Epen
[-]
322 Tanycyte NN
[-]
1173 Tanycyte NN_2
[-]
797_Tanycyte NN_2
No-NT
30 Astro-Epen
[-]
323 Ependymal NN
[-]
1175 Ependymal NN_1
[-]
798_Ependymal NN_1
No-NT
30 Astro-Epen
[-]
323 Ependymal NN
[-]
1175 Ependymal NN_1
[-]
799_Ependymal NN_1
No-NT
30 Astro-Epen
[-]
323 Ependymal NN
[-]
1175 Ependymal NN_1
[-]
800_Ependymal NN_1
No-NT
30 Astro-Epen
[-]
324 Hypendymal NN
[-]
1177 Hypendymal NN_1
[-]
801_Hypendymal NN_1
No-NT
31 OPC-Oligo
[-]
326 OPC NN
[-]
1179 OPC NN_1
[-]
802_OPC NN_1
No-NT
31 OPC-Oligo
[-]
326 OPC NN
[-]
1179 OPC NN_1
[-]
803_OPC NN_1
No-NT
31 OPC-Oligo
[-]
326 OPC NN
[-]
1179 OPC NN_1
[-]
804_OPC NN_1
No-NT
31 OPC-Oligo
[-]
326 OPC NN
[-]
1179 OPC NN_1
[-]
805_OPC NN_1
No-NT
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1181 COP NN_1
[-]
806_COP NN_1
No-NT
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1181 COP NN_1
[-]
807_COP NN_1
No-NT
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1182 NFOL NN_2
[-]
808_NFOL NN_2
No-NT
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1182 NFOL NN_2
[-]
809_NFOL NN_2
No-NT
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1182 NFOL NN_2
[-]
810_NFOL NN_2
No-NT
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1183 MFOL NN_3
[-]
811_MFOL NN_3
No-NT
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1183 MFOL NN_3
[-]
812_MFOL NN_3
No-NT
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1183 MFOL NN_3
[-]
813_MFOL NN_3
No-NT
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1184 MOL NN_4
[-]
814_MOL NN_4
No-NT
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1184 MOL NN_4
[-]
815_MOL NN_4
No-NT
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1184 MOL NN_4
[-]
816_MOL NN_4
No-NT
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1184 MOL NN_4
[-]
817_MOL NN_4
No-NT
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1184 MOL NN_4
[-]
818_MOL NN_4
No-NT
31 OPC-Oligo
[-]
327 Oligo NN
[-]
1184 MOL NN_4
[-]
819_MOL NN_4
No-NT
33 Vascular
[-]
329 ABC NN
[-]
1186 ABC NN_1
[-]
820_ABC NN_1
No-NT
33 Vascular
[-]
330 VLMC NN
[-]
1187 VLMC NN_1
[-]
821_VLMC NN_1
No-NT
33 Vascular
[-]
330 VLMC NN
[-]
1187 VLMC NN_1
[-]
822_VLMC NN_1
No-NT
33 Vascular
[-]
330 VLMC NN
[-]
1188 VLMC NN_2
[-]
823_VLMC NN_2
No-NT
33 Vascular
[-]
330 VLMC NN
[-]
1188 VLMC NN_2
[-]
824_VLMC NN_2
No-NT
33 Vascular
[-]
331 Peri NN
[-]
1191 Peri NN_1
[-]
825_Peri NN_1
No-NT
33 Vascular
[-]
331 Peri NN
[-]
1191 Peri NN_1
[-]
826_Peri NN_1
No-NT
33 Vascular
[-]
331 Peri NN
[-]
1191 Peri NN_1
[-]
827_Peri NN_1
No-NT
33 Vascular
[-]
331 Peri NN
[-]
1191 Peri NN_1
[-]
828_Peri NN_1
No-NT
33 Vascular
[-]
332 SMC NN
[-]
1192 SMC NN_1
[-]
829_SMC NN_1
No-NT
33 Vascular
[-]
332 SMC NN
[-]
1192 SMC NN_1
[-]
830_SMC NN_1
No-NT
33 Vascular
[-]
332 SMC NN
[-]
1192 SMC NN_1
[-]
831_SMC NN_1
No-NT
33 Vascular
[-]
332 SMC NN
[-]
1192 SMC NN_1
[-]
832_SMC NN_1
No-NT
33 Vascular
[-]
333 Endo NN
[-]
1193 Endo NN_1
[-]
833_Endo NN_1
No-NT
33 Vascular
[-]
333 Endo NN
[-]
1193 Endo NN_1
[-]
834_Endo NN_1
No-NT
33 Vascular
[-]
333 Endo NN
[-]
1193 Endo NN_1
[-]
835_Endo NN_1
No-NT
33 Vascular
[-]
333 Endo NN
[-]
1193 Endo NN_1
[-]
836_Endo NN_1
No-NT
33 Vascular
[-]
333 Endo NN
[-]
1193 Endo NN_1
[-]
837_Endo NN_1
No-NT
33 Vascular
[-]
333 Endo NN
[-]
1193 Endo NN_1
[-]
838_Endo NN_1
No-NT
33 Vascular
[-]
333 Endo NN
[-]
1193 Endo NN_1
[-]
839_Endo NN_1
Glut
34 Immune
[-]
334 Microglia NN
[-]
1194 Microglia NN_1
[-]
840_Microglia NN_1
No-NT
34 Immune
[-]
334 Microglia NN
[-]
1194 Microglia NN_1
[-]
841_Microglia NN_1
No-NT
34 Immune
[-]
334 Microglia NN
[-]
1194 Microglia NN_1
[-]
842_Microglia NN_1
No-NT
34 Immune
[-]
334 Microglia NN
[-]
1194 Microglia NN_1
[-]
843_Microglia NN_1
No-NT
34 Immune
[-]
334 Microglia NN
[-]
1194 Microglia NN_1
[-]
844_Microglia NN_1
No-NT
34 Immune
[-]
335 BAM NN
[-]
1195 BAM NN_1
[-]
845_BAM NN_1
No-NT
34 Immune
[-]
337 DC NN
[-]
1197 DC NN_1
[-]
846_DC NN_1
No-NT
34 Immune
[-]
338 Lymphoid NN
[-]
1201 T cells NN_4
[-]
847_T cells NN_4
No-NT
+ + . + \ No newline at end of file diff --git a/_static/Zeng-Aging-Mouse-taxonomy/20241130/neurotransmitter.html b/_static/Zeng-Aging-Mouse-taxonomy/20241130/neurotransmitter.html new file mode 100644 index 0000000..8f6e89d --- /dev/null +++ b/_static/Zeng-Aging-Mouse-taxonomy/20241130/neurotransmitter.html @@ -0,0 +1,44 @@ + + + Zeng-Aging-Mouse-taxonmy: neurotransmitter types + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
neurotransmitter
Glut
No-NT
GABA
Glut-GABA
Chol
Dopa
Hist
GABA-Glyc
Sero
+ + . + \ No newline at end of file diff --git a/_static/Zeng-Aging-Mouse-taxonomy/20241130/subclass.html b/_static/Zeng-Aging-Mouse-taxonomy/20241130/subclass.html new file mode 100644 index 0000000..64df6ac --- /dev/null +++ b/_static/Zeng-Aging-Mouse-taxonomy/20241130/subclass.html @@ -0,0 +1,706 @@ + + + Zeng-Aging-Mouse-taxonmy: cell type subclasses + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
classsubclass
01 IT-ET Glut
[-]
001 CLA-EPd-CTX Car3 Glut
[+]
01 IT-ET Glut
[-]
002 IT EP-CLA Glut
[+]
01 IT-ET Glut
[-]
003 L5/6 IT TPE-ENT Glut
[+]
01 IT-ET Glut
[-]
004 L6 IT CTX Glut
[+]
01 IT-ET Glut
[-]
005 L5 IT CTX Glut
[+]
01 IT-ET Glut
[-]
006 L4/5 IT CTX Glut
[+]
01 IT-ET Glut
[-]
007 L2/3 IT CTX Glut
[+]
01 IT-ET Glut
[-]
008 L2/3 IT ENT Glut
[+]
01 IT-ET Glut
[-]
009 L2/3 IT PIR-ENTl Glut
[+]
01 IT-ET Glut
[-]
011 L2 IT ENT-po Glut
[+]
01 IT-ET Glut
[-]
015 ENTmv-PA-COAp Glut
[+]
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[+]
01 IT-ET Glut
[-]
017 CA3 Glut
[+]
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[+]
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[+]
01 IT-ET Glut
[-]
020 L2/3 IT RSP Glut
[+]
01 IT-ET Glut
[-]
021 L4 RSP-ACA Glut
[+]
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[+]
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[+]
01 IT-ET Glut
[-]
024 L5 PPP Glut
[+]
01 IT-ET Glut
[-]
025 CA2-FC-IG Glut
[+]
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[+]
02 NP-CT-L6b Glut
[-]
029 L6b CTX Glut
[+]
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[+]
02 NP-CT-L6b Glut
[-]
031 CT SUB Glut
[+]
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[+]
02 NP-CT-L6b Glut
[-]
033 NP SUB Glut
[+]
02 NP-CT-L6b Glut
[-]
034 NP PPP Glut
[+]
03 OB-CR Glut
[-]
036 HPF CR Glut
[+]
04 DG-IMN Glut
[-]
037 DG Glut
[+]
04 DG-IMN Glut
[-]
038 DG-PIR Ex IMN
[+]
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[+]
06 CTX-CGE GABA
[-]
046 Vip Gaba
[+]
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[+]
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[+]
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[+]
07 CTX-MGE GABA
[-]
050 Lamp5 Lhx6 Gaba
[+]
07 CTX-MGE GABA
[-]
051 Pvalb chandelier Gaba
[+]
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[+]
08 CNU-MGE GABA
[-]
054 STR Prox1 Lhx6 Gaba
[+]
08 CNU-MGE GABA
[-]
055 STR Lhx8 Gaba
[+]
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[+]
08 CNU-MGE GABA
[-]
058 PAL-STR Gaba-Chol
[+]
09 CNU-LGE GABA
[-]
059 GPe-SI Sox6 Cyp26b1 Gaba
[+]
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[+]
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[+]
09 CNU-LGE GABA
[-]
063 STR D1 Sema5a Gaba
[+]
11 CNU-HYa GABA
[-]
066 NDB-SI-ant Prdm12 Gaba
[+]
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[+]
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[+]
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[+]
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[+]
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[+]
12 HY GABA
[-]
091 ARH-PVi Six6 Dopa-Gaba
[+]
12 HY GABA
[-]
092 TMv-PMv Tbx3 Hist-Gaba
[+]
12 HY GABA
[-]
094 SCH Six6 Cdc14a Gaba
[+]
12 HY GABA
[-]
095 DMH Prdm13 Gaba
[+]
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[+]
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[+]
12 HY GABA
[-]
099 SBPV-PVa Six6 Satb2 Gaba
[+]
12 HY GABA
[-]
100 AHN Onecut3 Gaba
[+]
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[+]
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[+]
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[+]
12 HY GABA
[-]
105 TMd-DMH Foxd2 Gaba
[+]
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[+]
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[+]
12 HY GABA
[-]
108 ARH-PVp Tbx3 Gaba
[+]
13 CNU-HYa Glut
[-]
111 TRS-BAC Sln Glut
[+]
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[+]
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[+]
13 CNU-HYa Glut
[-]
118 ADP-MPO Trp73 Glut
[+]
14 HY Glut
[-]
123 DMH Nkx2-4 Glut
[+]
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[+]
14 HY Glut
[-]
125 DMH Hmx2 Glut
[+]
14 HY Glut
[-]
126 ARH-PVp Tbx3 Glut
[+]
14 HY Glut
[-]
127 DMH-LHA Vgll2 Glut
[+]
14 HY Glut
[-]
128 VMH Fezf1 Glut
[+]
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[+]
14 HY Glut
[-]
131 LHA-AHN-PVH Otp Trh Glut
[+]
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[+]
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[+]
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[+]
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[+]
14 HY Glut
[-]
136 PMv-TMv Pitx2 Glut
[+]
14 HY Glut
[-]
137 PH-an Pitx2 Glut
[+]
14 HY Glut
[-]
138 PH Pitx2 Glut
[+]
14 HY Glut
[-]
140 PMd-LHA Foxb1 Glut
[+]
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[+]
16 HY MM Glut
[-]
143 MM-ant Foxb1 Glut
[+]
16 HY MM Glut
[-]
144 MM Foxb1 Glut
[+]
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[+]
19 MB Glut
[-]
156 MB-ant-ve Dmrta2 Glut
[+]
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[+]
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[+]
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[+]
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[+]
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[+]
19 MB Glut
[-]
166 MRN Pou3f1 C1ql4 Glut
[+]
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[+]
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[+]
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[+]
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[+]
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[+]
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[+]
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[+]
19 MB Glut
[-]
176 SCig Foxb1 Glut
[+]
19 MB Glut
[-]
179 SCdg-PAG Tfap2b Glut
[+]
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[+]
19 MB Glut
[-]
190 ND-INC Foxd2 Glut
[+]
20 MB GABA
[-]
191 PAG-MRN Rln3 Gaba
[+]
20 MB GABA
[-]
192 PPN-CUN-PCG Otp En1 Gaba
[+]
20 MB GABA
[-]
193 MRN-PPN-CUN Pax8 Gaba
[+]
20 MB GABA
[-]
194 MRN-VTN-PPN Pax5 Cdh23 Gaba
[+]
20 MB GABA
[-]
195 SNr-VTA Pax5 Npas1 Gaba
[+]
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[+]
20 MB GABA
[-]
197 SNr Six3 Gaba
[+]
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[+]
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[+]
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[+]
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[+]
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[+]
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[+]
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[+]
20 MB GABA
[-]
214 IPN Otp Crisp1 Gaba
[+]
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[+]
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[+]
23 P Glut
[-]
220 PB Pax5 Glut
[+]
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[+]
23 P Glut
[-]
223 B-PB Nr4a2 Glut
[+]
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[+]
23 P Glut
[-]
225 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut
[+]
23 P Glut
[-]
226 PRNc-PARN Tlx1 Glut
[+]
23 P Glut
[-]
230 PRNr Otp Nfib Glut
[+]
23 P Glut
[-]
231 IPN-LDT Vsx2 Nkx6-1 Glut
[+]
23 P Glut
[-]
232 LDT Vsx2 Nkx6-1 Nfib Glut
[+]
23 P Glut
[-]
235 PG-TRN-LRN Fat2 Glut
[+]
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[+]
24 MY Glut
[-]
251 NTS Dbh Glut
[+]
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[+]
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[+]
26 P GABA
[-]
265 PB Sst Gly-Gaba
[+]
26 P GABA
[-]
266 PRNc Prox1 Brs3 Gly-Gaba
[+]
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[+]
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[+]
26 P GABA
[-]
269 LDT Fgf7 Gaba
[+]
26 P GABA
[-]
270 LDT-DTN Gata3 Nfix Gaba
[+]
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[+]
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[+]
26 P GABA
[-]
273 PDTg-PCG Pax6 Gaba
[+]
26 P GABA
[-]
274 PDTg Otp Shroom3 Gaba
[+]
26 P GABA
[-]
275 PDTg Otp Olig3 Gaba
[+]
26 P GABA
[-]
276 LDT-PCG St18 Gaba
[+]
26 P GABA
[-]
277 DTN-LDT-IPN Otp Pax3 Gaba
[+]
30 Astro-Epen
[-]
318 Astro-NT NN
[+]
30 Astro-Epen
[-]
319 Astro-TE NN
[+]
30 Astro-Epen
[-]
321 Astroependymal NN
[+]
30 Astro-Epen
[-]
322 Tanycyte NN
[+]
30 Astro-Epen
[-]
323 Ependymal NN
[+]
30 Astro-Epen
[-]
324 Hypendymal NN
[+]
31 OPC-Oligo
[-]
326 OPC NN
[+]
31 OPC-Oligo
[-]
327 Oligo NN
[+]
33 Vascular
[-]
329 ABC NN
[+]
33 Vascular
[-]
330 VLMC NN
[+]
33 Vascular
[-]
331 Peri NN
[+]
33 Vascular
[-]
332 SMC NN
[+]
33 Vascular
[-]
333 Endo NN
[+]
34 Immune
[-]
334 Microglia NN
[+]
34 Immune
[-]
335 BAM NN
[+]
34 Immune
[-]
337 DC NN
[+]
34 Immune
[-]
338 Lymphoid NN
[+]
+ + . + \ No newline at end of file diff --git a/_static/Zeng-Aging-Mouse-taxonomy/20241130/supertype.html b/_static/Zeng-Aging-Mouse-taxonomy/20241130/supertype.html new file mode 100644 index 0000000..71f0eec --- /dev/null +++ b/_static/Zeng-Aging-Mouse-taxonomy/20241130/supertype.html @@ -0,0 +1,2179 @@ + + + Zeng-Aging-Mouse-taxonmy: cell type supertypes + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
classsubclasssupertype
01 IT-ET Glut
[-]
001 CLA-EPd-CTX Car3 Glut
[-]
0001 CLA-EPd-CTX Car3 Glut_1
[+]
01 IT-ET Glut
[-]
002 IT EP-CLA Glut
[-]
0003 IT EP-CLA Glut_1
[+]
01 IT-ET Glut
[-]
002 IT EP-CLA Glut
[-]
0004 IT EP-CLA Glut_2
[+]
01 IT-ET Glut
[-]
003 L5/6 IT TPE-ENT Glut
[-]
0007 L5/6 IT TPE-ENT Glut_1
[+]
01 IT-ET Glut
[-]
003 L5/6 IT TPE-ENT Glut
[-]
0009 L5/6 IT TPE-ENT Glut_3
[+]
01 IT-ET Glut
[-]
003 L5/6 IT TPE-ENT Glut
[-]
0010 L5/6 IT TPE-ENT Glut_4
[+]
01 IT-ET Glut
[-]
003 L5/6 IT TPE-ENT Glut
[-]
0011 L5/6 IT TPE-ENT Glut_5
[+]
01 IT-ET Glut
[-]
004 L6 IT CTX Glut
[-]
0013 L6 IT CTX Glut_1
[+]
01 IT-ET Glut
[-]
004 L6 IT CTX Glut
[-]
0014 L6 IT CTX Glut_2
[+]
01 IT-ET Glut
[-]
004 L6 IT CTX Glut
[-]
0015 L6 IT CTX Glut_3
[+]
01 IT-ET Glut
[-]
004 L6 IT CTX Glut
[-]
0016 L6 IT CTX Glut_4
[+]
01 IT-ET Glut
[-]
004 L6 IT CTX Glut
[-]
0017 L6 IT CTX Glut_5
[+]
01 IT-ET Glut
[-]
005 L5 IT CTX Glut
[-]
0018 L5 IT CTX Glut_1
[+]
01 IT-ET Glut
[-]
005 L5 IT CTX Glut
[-]
0019 L5 IT CTX Glut_2
[+]
01 IT-ET Glut
[-]
005 L5 IT CTX Glut
[-]
0022 L5 IT CTX Glut_5
[+]
01 IT-ET Glut
[-]
006 L4/5 IT CTX Glut
[-]
0023 L4/5 IT CTX Glut_1
[+]
01 IT-ET Glut
[-]
006 L4/5 IT CTX Glut
[-]
0024 L4/5 IT CTX Glut_2
[+]
01 IT-ET Glut
[-]
006 L4/5 IT CTX Glut
[-]
0025 L4/5 IT CTX Glut_3
[+]
01 IT-ET Glut
[-]
006 L4/5 IT CTX Glut
[-]
0026 L4/5 IT CTX Glut_4
[+]
01 IT-ET Glut
[-]
006 L4/5 IT CTX Glut
[-]
0027 L4/5 IT CTX Glut_5
[+]
01 IT-ET Glut
[-]
006 L4/5 IT CTX Glut
[-]
0028 L4/5 IT CTX Glut_6
[+]
01 IT-ET Glut
[-]
007 L2/3 IT CTX Glut
[-]
0029 L2/3 IT CTX Glut_1
[+]
01 IT-ET Glut
[-]
007 L2/3 IT CTX Glut
[-]
0030 L2/3 IT CTX Glut_2
[+]
01 IT-ET Glut
[-]
007 L2/3 IT CTX Glut
[-]
0031 L2/3 IT CTX Glut_3
[+]
01 IT-ET Glut
[-]
008 L2/3 IT ENT Glut
[-]
0033 L2/3 IT ENT Glut_1
[+]
01 IT-ET Glut
[-]
008 L2/3 IT ENT Glut
[-]
0035 L2/3 IT ENT Glut_3
[+]
01 IT-ET Glut
[-]
008 L2/3 IT ENT Glut
[-]
0036 L2/3 IT ENT Glut_4
[+]
01 IT-ET Glut
[-]
008 L2/3 IT ENT Glut
[-]
0037 L2/3 IT ENT Glut_5
[+]
01 IT-ET Glut
[-]
008 L2/3 IT ENT Glut
[-]
0038 L2/3 IT ENT Glut_6
[+]
01 IT-ET Glut
[-]
009 L2/3 IT PIR-ENTl Glut
[-]
0039 L2/3 IT PIR-ENTl Glut_1
[+]
01 IT-ET Glut
[-]
009 L2/3 IT PIR-ENTl Glut
[-]
0042 L2/3 IT PIR-ENTl Glut_4
[+]
01 IT-ET Glut
[-]
009 L2/3 IT PIR-ENTl Glut
[-]
0043 L2/3 IT PIR-ENTl Glut_5
[+]
01 IT-ET Glut
[-]
011 L2 IT ENT-po Glut
[-]
0051 L2 IT ENT-po Glut_1
[+]
01 IT-ET Glut
[-]
011 L2 IT ENT-po Glut
[-]
0052 L2 IT ENT-po Glut_2
[+]
01 IT-ET Glut
[-]
011 L2 IT ENT-po Glut
[-]
0054 L2 IT ENT-po Glut_4
[+]
01 IT-ET Glut
[-]
015 ENTmv-PA-COAp Glut
[-]
0066 ENTmv-PA-COAp Glut_1
[+]
01 IT-ET Glut
[-]
015 ENTmv-PA-COAp Glut
[-]
0067 ENTmv-PA-COAp Glut_2
[+]
01 IT-ET Glut
[-]
015 ENTmv-PA-COAp Glut
[-]
0068 ENTmv-PA-COAp Glut_3
[+]
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0069 CA1-ProS Glut_1
[+]
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0070 CA1-ProS Glut_2
[+]
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0071 CA1-ProS Glut_3
[+]
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0072 CA1-ProS Glut_4
[+]
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0073 CA1-ProS Glut_5
[+]
01 IT-ET Glut
[-]
016 CA1-ProS Glut
[-]
0074 CA1-ProS Glut_6
[+]
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0075 CA3 Glut_1
[+]
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0076 CA3 Glut_2
[+]
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0077 CA3 Glut_3
[+]
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0078 CA3 Glut_4
[+]
01 IT-ET Glut
[-]
017 CA3 Glut
[-]
0079 CA3 Glut_5
[+]
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[-]
0080 L2 IT PPP-APr Glut_1
[+]
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[-]
0081 L2 IT PPP-APr Glut_2
[+]
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[-]
0082 L2 IT PPP-APr Glut_3
[+]
01 IT-ET Glut
[-]
018 L2 IT PPP-APr Glut
[-]
0083 L2 IT PPP-APr Glut_4
[+]
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[-]
0084 L2/3 IT PPP Glut_1
[+]
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[-]
0085 L2/3 IT PPP Glut_2
[+]
01 IT-ET Glut
[-]
019 L2/3 IT PPP Glut
[-]
0086 L2/3 IT PPP Glut_3
[+]
01 IT-ET Glut
[-]
020 L2/3 IT RSP Glut
[-]
0087 L2/3 IT RSP Glut_1
[+]
01 IT-ET Glut
[-]
020 L2/3 IT RSP Glut
[-]
0088 L2/3 IT RSP Glut_2
[+]
01 IT-ET Glut
[-]
021 L4 RSP-ACA Glut
[-]
0089 L4 RSP-ACA Glut_1
[+]
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0090 L5 ET CTX Glut_1
[+]
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0091 L5 ET CTX Glut_2
[+]
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0094 L5 ET CTX Glut_5
[+]
01 IT-ET Glut
[-]
022 L5 ET CTX Glut
[-]
0095 L5 ET CTX Glut_6
[+]
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0096 SUB-ProS Glut_1
[+]
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0097 SUB-ProS Glut_2
[+]
01 IT-ET Glut
[-]
023 SUB-ProS Glut
[-]
0098 SUB-ProS Glut_3
[+]
01 IT-ET Glut
[-]
024 L5 PPP Glut
[-]
0099 L5 PPP Glut_1
[+]
01 IT-ET Glut
[-]
025 CA2-FC-IG Glut
[-]
0101 CA2-FC-IG Glut_2
[+]
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0106 L6b/CT ENT Glut_1
[+]
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0107 L6b/CT ENT Glut_2
[+]
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0108 L6b/CT ENT Glut_3
[+]
02 NP-CT-L6b Glut
[-]
028 L6b/CT ENT Glut
[-]
0109 L6b/CT ENT Glut_4
[+]
02 NP-CT-L6b Glut
[-]
029 L6b CTX Glut
[-]
0112 L6b CTX Glut_3
[+]
02 NP-CT-L6b Glut
[-]
029 L6b CTX Glut
[-]
0113 L6b CTX Glut_4
[+]
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0114 L6 CT CTX Glut_1
[+]
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0115 L6 CT CTX Glut_2
[+]
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0116 L6 CT CTX Glut_3
[+]
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0117 L6 CT CTX Glut_4
[+]
02 NP-CT-L6b Glut
[-]
030 L6 CT CTX Glut
[-]
0118 L6 CT CTX Glut_5
[+]
02 NP-CT-L6b Glut
[-]
031 CT SUB Glut
[-]
0120 CT SUB Glut_1
[+]
02 NP-CT-L6b Glut
[-]
031 CT SUB Glut
[-]
0121 CT SUB Glut_2
[+]
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0122 L5 NP CTX Glut_1
[+]
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0123 L5 NP CTX Glut_2
[+]
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0124 L5 NP CTX Glut_3
[+]
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0125 L5 NP CTX Glut_4
[+]
02 NP-CT-L6b Glut
[-]
032 L5 NP CTX Glut
[-]
0126 L5 NP CTX Glut_5
[+]
02 NP-CT-L6b Glut
[-]
033 NP SUB Glut
[-]
0127 NP SUB Glut_1
[+]
02 NP-CT-L6b Glut
[-]
033 NP SUB Glut
[-]
0128 NP SUB Glut_2
[+]
02 NP-CT-L6b Glut
[-]
034 NP PPP Glut
[-]
0129 NP PPP Glut_1
[+]
03 OB-CR Glut
[-]
036 HPF CR Glut
[-]
0135 HPF CR Glut_1
[+]
04 DG-IMN Glut
[-]
037 DG Glut
[-]
0137 DG Glut_2
[+]
04 DG-IMN Glut
[-]
037 DG Glut
[-]
0139 DG Glut_4
[+]
04 DG-IMN Glut
[-]
038 DG-PIR Ex IMN
[-]
0141 DG-PIR Ex IMN_2
[+]
05 OB-IMN GABA
[-]
045 OB-STR-CTX Inh IMN
[-]
0166 OB-STR-CTX Inh IMN_1
[+]
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0173 Vip Gaba_1
[+]
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0174 Vip Gaba_2
[+]
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0175 Vip Gaba_3
[+]
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0176 Vip Gaba_4
[+]
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0177 Vip Gaba_5
[+]
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0178 Vip Gaba_6
[+]
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0179 Vip Gaba_7
[+]
06 CTX-CGE GABA
[-]
046 Vip Gaba
[-]
0181 Vip Gaba_9
[+]
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0185 Sncg Gaba_1
[+]
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0187 Sncg Gaba_3
[+]
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0188 Sncg Gaba_4
[+]
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0190 Sncg Gaba_6
[+]
06 CTX-CGE GABA
[-]
047 Sncg Gaba
[-]
0192 Sncg Gaba_8
[+]
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0193 RHP-COA Ndnf Gaba_1
[+]
06 CTX-CGE GABA
[-]
048 RHP-COA Ndnf Gaba
[-]
0198 RHP-COA Ndnf Gaba_6
[+]
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0199 Lamp5 Gaba_1
[+]
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0200 Lamp5 Gaba_2
[+]
06 CTX-CGE GABA
[-]
049 Lamp5 Gaba
[-]
0201 Lamp5 Gaba_3
[+]
07 CTX-MGE GABA
[-]
050 Lamp5 Lhx6 Gaba
[-]
0203 Lamp5 Lhx6 Gaba_1
[+]
07 CTX-MGE GABA
[-]
051 Pvalb chandelier Gaba
[-]
0204 Pvalb chandelier Gaba_1
[+]
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0205 Pvalb Gaba_1
[+]
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0207 Pvalb Gaba_3
[+]
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0208 Pvalb Gaba_4
[+]
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0209 Pvalb Gaba_5
[+]
07 CTX-MGE GABA
[-]
052 Pvalb Gaba
[-]
0212 Pvalb Gaba_8
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0214 Sst Gaba_1
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0215 Sst Gaba_2
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0216 Sst Gaba_3
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0217 Sst Gaba_4
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0218 Sst Gaba_5
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0220 Sst Gaba_7
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0221 Sst Gaba_8
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0223 Sst Gaba_10
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0224 Sst Gaba_11
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0225 Sst Gaba_12
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0226 Sst Gaba_13
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0227 Sst Gaba_14
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0228 Sst Gaba_15
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0229 Sst Gaba_16
[+]
07 CTX-MGE GABA
[-]
053 Sst Gaba
[-]
0232 Sst Gaba_19
[+]
08 CNU-MGE GABA
[-]
054 STR Prox1 Lhx6 Gaba
[-]
0234 STR Prox1 Lhx6 Gaba_2
[+]
08 CNU-MGE GABA
[-]
055 STR Lhx8 Gaba
[-]
0237 STR Lhx8 Gaba_2
[+]
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0239 Sst Chodl Gaba_2
[+]
08 CNU-MGE GABA
[-]
056 Sst Chodl Gaba
[-]
0241 Sst Chodl Gaba_4
[+]
08 CNU-MGE GABA
[-]
058 PAL-STR Gaba-Chol
[-]
0260 PAL-STR Gaba-Chol_2
[+]
09 CNU-LGE GABA
[-]
059 GPe-SI Sox6 Cyp26b1 Gaba
[-]
0258 GPe-SI Sox6 Cyp26b1 Gaba_2
[+]
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0265 STR D1 Gaba_1
[+]
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0266 STR D1 Gaba_2
[+]
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0270 STR D1 Gaba_6
[+]
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0272 STR D1 Gaba_8
[+]
09 CNU-LGE GABA
[-]
061 STR D1 Gaba
[-]
0273 STR D1 Gaba_9
[+]
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0275 STR D2 Gaba_2
[+]
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0276 STR D2 Gaba_3
[+]
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0278 STR D2 Gaba_5
[+]
09 CNU-LGE GABA
[-]
062 STR D2 Gaba
[-]
0279 STR D2 Gaba_6
[+]
09 CNU-LGE GABA
[-]
063 STR D1 Sema5a Gaba
[-]
0282 STR D1 Sema5a Gaba_2
[+]
09 CNU-LGE GABA
[-]
063 STR D1 Sema5a Gaba
[-]
0284 STR D1 Sema5a Gaba_4
[+]
11 CNU-HYa GABA
[-]
066 NDB-SI-ant Prdm12 Gaba
[-]
0295 NDB-SI-ant Prdm12 Gaba_1
[+]
11 CNU-HYa GABA
[-]
076 MEA-BST Lhx6 Nfib Gaba
[-]
0361 MEA-BST Lhx6 Nfib Gaba_5
[+]
11 CNU-HYa GABA
[-]
085 SI-MPO-LPO Lhx8 Gaba
[-]
0398 SI-MPO-LPO Lhx8 Gaba_3
[+]
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0403 MPO-ADP Lhx8 Gaba_2
[+]
11 CNU-HYa GABA
[-]
086 MPO-ADP Lhx8 Gaba
[-]
0406 MPO-ADP Lhx8 Gaba_5
[+]
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0412 PVR Six3 Sox3 Gaba_2
[+]
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0418 PVR Six3 Sox3 Gaba_8
[+]
11 CNU-HYa GABA
[-]
089 PVR Six3 Sox3 Gaba
[-]
0419 PVR Six3 Sox3 Gaba_9
[+]
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0420 BST-MPN Six3 Nrgn Gaba_1
[+]
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0422 BST-MPN Six3 Nrgn Gaba_3
[+]
11 CNU-HYa GABA
[-]
090 BST-MPN Six3 Nrgn Gaba
[-]
0426 BST-MPN Six3 Nrgn Gaba_7
[+]
12 HY GABA
[-]
091 ARH-PVi Six6 Dopa-Gaba
[-]
0427 ARH-PVi Six6 Dopa-Gaba_1
[+]
12 HY GABA
[-]
092 TMv-PMv Tbx3 Hist-Gaba
[-]
0429 TMv-PMv Tbx3 Hist-Gaba_1
[+]
12 HY GABA
[-]
094 SCH Six6 Cdc14a Gaba
[-]
0436 SCH Six6 Cdc14a Gaba_1
[+]
12 HY GABA
[-]
094 SCH Six6 Cdc14a Gaba
[-]
0437 SCH Six6 Cdc14a Gaba_2
[+]
12 HY GABA
[-]
094 SCH Six6 Cdc14a Gaba
[-]
0438 SCH Six6 Cdc14a Gaba_3
[+]
12 HY GABA
[-]
095 DMH Prdm13 Gaba
[-]
0439 DMH Prdm13 Gaba_1
[+]
12 HY GABA
[-]
095 DMH Prdm13 Gaba
[-]
0440 DMH Prdm13 Gaba_2
[+]
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0442 PVHd-SBPV Six3 Prox1 Gaba_1
[+]
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0443 PVHd-SBPV Six3 Prox1 Gaba_2
[+]
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0444 PVHd-SBPV Six3 Prox1 Gaba_3
[+]
12 HY GABA
[-]
097 PVHd-SBPV Six3 Prox1 Gaba
[-]
0445 PVHd-SBPV Six3 Prox1 Gaba_4
[+]
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0447 AHN-SBPV-PVHd Pdrm12 Gaba_2
[+]
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0448 AHN-SBPV-PVHd Pdrm12 Gaba_3
[+]
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0449 AHN-SBPV-PVHd Pdrm12 Gaba_4
[+]
12 HY GABA
[-]
098 AHN-SBPV-PVHd Pdrm12 Gaba
[-]
0450 AHN-SBPV-PVHd Pdrm12 Gaba_5
[+]
12 HY GABA
[-]
099 SBPV-PVa Six6 Satb2 Gaba
[-]
0453 SBPV-PVa Six6 Satb2 Gaba_1
[+]
12 HY GABA
[-]
099 SBPV-PVa Six6 Satb2 Gaba
[-]
0454 SBPV-PVa Six6 Satb2 Gaba_2
[+]
12 HY GABA
[-]
099 SBPV-PVa Six6 Satb2 Gaba
[-]
0455 SBPV-PVa Six6 Satb2 Gaba_3
[+]
12 HY GABA
[-]
100 AHN Onecut3 Gaba
[-]
0456 AHN Onecut3 Gaba_1
[+]
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0470 DMH-LHA Gsx1 Gaba_1
[+]
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0472 DMH-LHA Gsx1 Gaba_3
[+]
12 HY GABA
[-]
102 DMH-LHA Gsx1 Gaba
[-]
0473 DMH-LHA Gsx1 Gaba_4
[+]
12 HY GABA
[-]
103 PVHd-DMH Lhx6 Gaba
[-]
0475 PVHd-DMH Lhx6 Gaba_2
[+]
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0478 TU-ARH Otp Six6 Gaba_1
[+]
12 HY GABA
[-]
104 TU-ARH Otp Six6 Gaba
[-]
0479 TU-ARH Otp Six6 Gaba_2
[+]
12 HY GABA
[-]
105 TMd-DMH Foxd2 Gaba
[-]
0481 TMd-DMH Foxd2 Gaba_1
[+]
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0482 PVpo-VMPO-MPN Hmx2 Gaba_1
[+]
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0483 PVpo-VMPO-MPN Hmx2 Gaba_2
[+]
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0484 PVpo-VMPO-MPN Hmx2 Gaba_3
[+]
12 HY GABA
[-]
106 PVpo-VMPO-MPN Hmx2 Gaba
[-]
0486 PVpo-VMPO-MPN Hmx2 Gaba_5
[+]
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0487 DMH Hmx2 Gaba_1
[+]
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0489 DMH Hmx2 Gaba_3
[+]
12 HY GABA
[-]
107 DMH Hmx2 Gaba
[-]
0492 DMH Hmx2 Gaba_6
[+]
12 HY GABA
[-]
108 ARH-PVp Tbx3 Gaba
[-]
0493 ARH-PVp Tbx3 Gaba_1
[+]
12 HY GABA
[-]
108 ARH-PVp Tbx3 Gaba
[-]
0494 ARH-PVp Tbx3 Gaba_2
[+]
12 HY GABA
[-]
108 ARH-PVp Tbx3 Gaba
[-]
0495 ARH-PVp Tbx3 Gaba_3
[+]
13 CNU-HYa Glut
[-]
111 TRS-BAC Sln Glut
[-]
0502 TRS-BAC Sln Glut_1
[+]
13 CNU-HYa Glut
[-]
114 COAa-PAA-MEA Barhl2 Glut
[-]
0515 COAa-PAA-MEA Barhl2 Glut_7
[+]
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0520 AVPV-MEPO-SFO Tbr1 Glut_2
[+]
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0521 AVPV-MEPO-SFO Tbr1 Glut_3
[+]
13 CNU-HYa Glut
[-]
116 AVPV-MEPO-SFO Tbr1 Glut
[-]
0522 AVPV-MEPO-SFO Tbr1 Glut_4
[+]
13 CNU-HYa Glut
[-]
118 ADP-MPO Trp73 Glut
[-]
0527 ADP-MPO Trp73 Glut_1
[+]
14 HY Glut
[-]
123 DMH Nkx2-4 Glut
[-]
0544 DMH Nkx2-4 Glut_1
[+]
14 HY Glut
[-]
123 DMH Nkx2-4 Glut
[-]
0545 DMH Nkx2-4 Glut_2
[+]
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0546 MPN-MPO-PVpo Hmx2 Glut_1
[+]
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0547 MPN-MPO-PVpo Hmx2 Glut_2
[+]
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0548 MPN-MPO-PVpo Hmx2 Glut_3
[+]
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0549 MPN-MPO-PVpo Hmx2 Glut_4
[+]
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0550 MPN-MPO-PVpo Hmx2 Glut_5
[+]
14 HY Glut
[-]
124 MPN-MPO-PVpo Hmx2 Glut
[-]
0551 MPN-MPO-PVpo Hmx2 Glut_6
[+]
14 HY Glut
[-]
125 DMH Hmx2 Glut
[-]
0552 DMH Hmx2 Glut_1
[+]
14 HY Glut
[-]
125 DMH Hmx2 Glut
[-]
0553 DMH Hmx2 Glut_2
[+]
14 HY Glut
[-]
126 ARH-PVp Tbx3 Glut
[-]
0554 ARH-PVp Tbx3 Glut_1
[+]
14 HY Glut
[-]
126 ARH-PVp Tbx3 Glut
[-]
0555 ARH-PVp Tbx3 Glut_2
[+]
14 HY Glut
[-]
126 ARH-PVp Tbx3 Glut
[-]
0556 ARH-PVp Tbx3 Glut_3
[+]
14 HY Glut
[-]
127 DMH-LHA Vgll2 Glut
[-]
0562 DMH-LHA Vgll2 Glut_4
[+]
14 HY Glut
[-]
128 VMH Fezf1 Glut
[-]
0564 VMH Fezf1 Glut_2
[+]
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0566 VMH Nr5a1 Glut_1
[+]
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0567 VMH Nr5a1 Glut_2
[+]
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0568 VMH Nr5a1 Glut_3
[+]
14 HY Glut
[-]
129 VMH Nr5a1 Glut
[-]
0570 VMH Nr5a1 Glut_5
[+]
14 HY Glut
[-]
131 LHA-AHN-PVH Otp Trh Glut
[-]
0575 LHA-AHN-PVH Otp Trh Glut_2
[+]
14 HY Glut
[-]
131 LHA-AHN-PVH Otp Trh Glut
[-]
0577 LHA-AHN-PVH Otp Trh Glut_4
[+]
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0580 AHN-RCH-LHA Otp Fezf1 Glut_2
[+]
14 HY Glut
[-]
132 AHN-RCH-LHA Otp Fezf1 Glut
[-]
0581 AHN-RCH-LHA Otp Fezf1 Glut_3
[+]
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0587 PVH-SO-PVa Otp Glut_3
[+]
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0588 PVH-SO-PVa Otp Glut_4
[+]
14 HY Glut
[-]
133 PVH-SO-PVa Otp Glut
[-]
0589 PVH-SO-PVa Otp Glut_5
[+]
14 HY Glut
[-]
134 PH-ant-LHA Otp Bsx Glut
[-]
0595 PH-ant-LHA Otp Bsx Glut_5
[+]
14 HY Glut
[-]
135 STN-PSTN Pitx2 Glut
[-]
0599 STN-PSTN Pitx2 Glut_2
[+]
14 HY Glut
[-]
136 PMv-TMv Pitx2 Glut
[-]
0607 PMv-TMv Pitx2 Glut_3
[+]
14 HY Glut
[-]
137 PH-an Pitx2 Glut
[-]
0608 PH-an Pitx2 Glut_1
[+]
14 HY Glut
[-]
138 PH Pitx2 Glut
[-]
0610 PH Pitx2 Glut_1
[+]
14 HY Glut
[-]
138 PH Pitx2 Glut
[-]
0611 PH Pitx2 Glut_2
[+]
14 HY Glut
[-]
140 PMd-LHA Foxb1 Glut
[-]
0620 PMd-LHA Foxb1 Glut_2
[+]
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0623 PH-SUM Foxa1 Glut_2
[+]
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0626 PH-SUM Foxa1 Glut_5
[+]
14 HY Glut
[-]
141 PH-SUM Foxa1 Glut
[-]
0627 PH-SUM Foxa1 Glut_6
[+]
16 HY MM Glut
[-]
143 MM-ant Foxb1 Glut
[-]
0629 MM-ant Foxb1 Glut_1
[+]
16 HY MM Glut
[-]
144 MM Foxb1 Glut
[-]
0630 MM Foxb1 Glut_1
[+]
16 HY MM Glut
[-]
144 MM Foxb1 Glut
[-]
0631 MM Foxb1 Glut_2
[+]
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0676 PRC-PAG Pax6 Glut_1
[+]
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0677 PRC-PAG Pax6 Glut_2
[+]
19 MB Glut
[-]
155 PRC-PAG Pax6 Glut
[-]
0678 PRC-PAG Pax6 Glut_3
[+]
19 MB Glut
[-]
156 MB-ant-ve Dmrta2 Glut
[-]
0681 MB-ant-ve Dmrta2 Glut_1
[+]
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0685 IF-RL-CLI-PAG Foxa1 Glut_1
[+]
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0686 IF-RL-CLI-PAG Foxa1 Glut_2
[+]
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0687 IF-RL-CLI-PAG Foxa1 Glut_3
[+]
19 MB Glut
[-]
159 IF-RL-CLI-PAG Foxa1 Glut
[-]
0688 IF-RL-CLI-PAG Foxa1 Glut_4
[+]
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[-]
0691 PAG-SC Neurod2 Meis2 Glut_2
[+]
19 MB Glut
[-]
160 PAG-SC Neurod2 Meis2 Glut
[-]
0693 PAG-SC Neurod2 Meis2 Glut_4
[+]
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[-]
0694 PAG Pou4f3 Glut_1
[+]
19 MB Glut
[-]
161 PAG Pou4f3 Glut
[-]
0695 PAG Pou4f3 Glut_2
[+]
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0697 CUN Evx2 Lhx2 Glut_1
[+]
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0698 CUN Evx2 Lhx2 Glut_2
[+]
19 MB Glut
[-]
162 CUN Evx2 Lhx2 Glut
[-]
0700 CUN Evx2 Lhx2 Glut_4
[+]
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0704 PAG-MRN Pou3f1 Glut_1
[+]
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0705 PAG-MRN Pou3f1 Glut_2
[+]
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0706 PAG-MRN Pou3f1 Glut_3
[+]
19 MB Glut
[-]
165 PAG-MRN Pou3f1 Glut
[-]
0709 PAG-MRN Pou3f1 Glut_6
[+]
19 MB Glut
[-]
166 MRN Pou3f1 C1ql4 Glut
[-]
0710 MRN Pou3f1 C1ql4 Glut_1
[+]
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0713 PRC-PAG Tcf7l2 Irx2 Glut_1
[+]
19 MB Glut
[-]
167 PRC-PAG Tcf7l2 Irx2 Glut
[-]
0714 PRC-PAG Tcf7l2 Irx2 Glut_2
[+]
19 MB Glut
[-]
169 PAG-SC Pou4f1 Zic1 Glut
[-]
0730 PAG-SC Pou4f1 Zic1 Glut_1
[+]
19 MB Glut
[-]
170 PAG-MRN Tfap2b Glut
[-]
0733 PAG-MRN Tfap2b Glut_1
[+]
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0735 PAG Pou4f1 Bnc2 Glut_1
[+]
19 MB Glut
[-]
171 PAG Pou4f1 Bnc2 Glut
[-]
0736 PAG Pou4f1 Bnc2 Glut_2
[+]
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0737 PAG Pou4f1 Ebf2 Glut_1
[+]
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0738 PAG Pou4f1 Ebf2 Glut_2
[+]
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0739 PAG Pou4f1 Ebf2 Glut_3
[+]
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0740 PAG Pou4f1 Ebf2 Glut_4
[+]
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0741 PAG Pou4f1 Ebf2 Glut_5
[+]
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0742 PAG Pou4f1 Ebf2 Glut_6
[+]
19 MB Glut
[-]
172 PAG Pou4f1 Ebf2 Glut
[-]
0743 PAG Pou4f1 Ebf2 Glut_7
[+]
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0745 PAG Pou4f2 Glut_1
[+]
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0746 PAG Pou4f2 Glut_2
[+]
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0747 PAG Pou4f2 Glut_3
[+]
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0748 PAG Pou4f2 Glut_4
[+]
19 MB Glut
[-]
173 PAG Pou4f2 Glut
[-]
0749 PAG Pou4f2 Glut_5
[+]
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0750 PAG Pou4f2 Mesi2 Glut_1
[+]
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0751 PAG Pou4f2 Mesi2 Glut_2
[+]
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0752 PAG Pou4f2 Mesi2 Glut_3
[+]
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0754 PAG Pou4f2 Mesi2 Glut_5
[+]
19 MB Glut
[-]
174 PAG Pou4f2 Mesi2 Glut
[-]
0755 PAG Pou4f2 Mesi2 Glut_6
[+]
19 MB Glut
[-]
176 SCig Foxb1 Glut
[-]
0763 SCig Foxb1 Glut_4
[+]
19 MB Glut
[-]
179 SCdg-PAG Tfap2b Glut
[-]
0766 SCdg-PAG Tfap2b Glut_1
[+]
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0777 CUN-PPN Evx2 Meis2 Glut_2
[+]
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0778 CUN-PPN Evx2 Meis2 Glut_3
[+]
19 MB Glut
[-]
182 CUN-PPN Evx2 Meis2 Glut
[-]
0779 CUN-PPN Evx2 Meis2 Glut_4
[+]
19 MB Glut
[-]
190 ND-INC Foxd2 Glut
[-]
0790 ND-INC Foxd2 Glut_1
[+]
20 MB GABA
[-]
191 PAG-MRN Rln3 Gaba
[-]
0791 PAG-MRN Rln3 Gaba_1
[+]
20 MB GABA
[-]
192 PPN-CUN-PCG Otp En1 Gaba
[-]
0792 PPN-CUN-PCG Otp En1 Gaba_1
[+]
20 MB GABA
[-]
193 MRN-PPN-CUN Pax8 Gaba
[-]
0795 MRN-PPN-CUN Pax8 Gaba_1
[+]
20 MB GABA
[-]
193 MRN-PPN-CUN Pax8 Gaba
[-]
0796 MRN-PPN-CUN Pax8 Gaba_2
[+]
20 MB GABA
[-]
194 MRN-VTN-PPN Pax5 Cdh23 Gaba
[-]
0798 MRN-VTN-PPN Pax5 Cdh23 Gaba_1
[+]
20 MB GABA
[-]
194 MRN-VTN-PPN Pax5 Cdh23 Gaba
[-]
0799 MRN-VTN-PPN Pax5 Cdh23 Gaba_2
[+]
20 MB GABA
[-]
195 SNr-VTA Pax5 Npas1 Gaba
[-]
0800 SNr-VTA Pax5 Npas1 Gaba_1
[+]
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0802 PAG-PPN Pax5 Sox21 Gaba_1
[+]
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0803 PAG-PPN Pax5 Sox21 Gaba_2
[+]
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0804 PAG-PPN Pax5 Sox21 Gaba_3
[+]
20 MB GABA
[-]
196 PAG-PPN Pax5 Sox21 Gaba
[-]
0805 PAG-PPN Pax5 Sox21 Gaba_4
[+]
20 MB GABA
[-]
197 SNr Six3 Gaba
[-]
0806 SNr Six3 Gaba_1
[+]
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0808 IC Six3 En2 Gaba_2
[+]
20 MB GABA
[-]
198 IC Six3 En2 Gaba
[-]
0812 IC Six3 En2 Gaba_6
[+]
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0814 PAG-MRN-RN Foxa2 Gaba_1
[+]
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0815 PAG-MRN-RN Foxa2 Gaba_2
[+]
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0816 PAG-MRN-RN Foxa2 Gaba_3
[+]
20 MB GABA
[-]
199 PAG-MRN-RN Foxa2 Gaba
[-]
0817 PAG-MRN-RN Foxa2 Gaba_4
[+]
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0818 PAG-ND-PCG Onecut1 Gaba_1
[+]
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0819 PAG-ND-PCG Onecut1 Gaba_2
[+]
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0820 PAG-ND-PCG Onecut1 Gaba_3
[+]
20 MB GABA
[-]
200 PAG-ND-PCG Onecut1 Gaba
[-]
0821 PAG-ND-PCG Onecut1 Gaba_4
[+]
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0824 PAG-RN Nkx2-2 Otx1 Gaba_2
[+]
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0825 PAG-RN Nkx2-2 Otx1 Gaba_3
[+]
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0826 PAG-RN Nkx2-2 Otx1 Gaba_4
[+]
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0827 PAG-RN Nkx2-2 Otx1 Gaba_5
[+]
20 MB GABA
[-]
201 PAG-RN Nkx2-2 Otx1 Gaba
[-]
0828 PAG-RN Nkx2-2 Otx1 Gaba_6
[+]
20 MB GABA
[-]
202 PRT Tcf7l2 Gaba
[-]
0829 PRT Tcf7l2 Gaba_1
[+]
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0844 SC-PAG Lef1 Emx2 Gaba_2
[+]
20 MB GABA
[-]
205 SC-PAG Lef1 Emx2 Gaba
[-]
0846 SC-PAG Lef1 Emx2 Gaba_4
[+]
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0848 SCm-PAG Cdh23 Gaba_1
[+]
20 MB GABA
[-]
206 SCm-PAG Cdh23 Gaba
[-]
0850 SCm-PAG Cdh23 Gaba_3
[+]
20 MB GABA
[-]
214 IPN Otp Crisp1 Gaba
[-]
0877 IPN Otp Crisp1 Gaba_1
[+]
20 MB GABA
[-]
214 IPN Otp Crisp1 Gaba
[-]
0878 IPN Otp Crisp1 Gaba_2
[+]
20 MB GABA
[-]
214 IPN Otp Crisp1 Gaba
[-]
0879 IPN Otp Crisp1 Gaba_3
[+]
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0880 SNc-VTA-RAmb Foxa1 Dopa_1
[+]
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0881 SNc-VTA-RAmb Foxa1 Dopa_2
[+]
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0882 SNc-VTA-RAmb Foxa1 Dopa_3
[+]
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0883 SNc-VTA-RAmb Foxa1 Dopa_4
[+]
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0884 SNc-VTA-RAmb Foxa1 Dopa_5
[+]
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0885 SNc-VTA-RAmb Foxa1 Dopa_6
[+]
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0886 SNc-VTA-RAmb Foxa1 Dopa_7
[+]
21 MB Dopa
[-]
215 SNc-VTA-RAmb Foxa1 Dopa
[-]
0887 SNc-VTA-RAmb Foxa1 Dopa_8
[+]
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0888 MB-MY Tph2 Glut-Sero_1
[+]
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0889 MB-MY Tph2 Glut-Sero_2
[+]
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0890 MB-MY Tph2 Glut-Sero_3
[+]
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0891 MB-MY Tph2 Glut-Sero_4
[+]
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0892 MB-MY Tph2 Glut-Sero_5
[+]
22 MB-HB Sero
[-]
216 MB-MY Tph2 Glut-Sero
[-]
0893 MB-MY Tph2 Glut-Sero_6
[+]
23 P Glut
[-]
220 PB Pax5 Glut
[-]
0904 PB Pax5 Glut_1
[+]
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0906 LDT-PCG Vsx2 Lhx4 Glut_1
[+]
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0907 LDT-PCG Vsx2 Lhx4 Glut_2
[+]
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0908 LDT-PCG Vsx2 Lhx4 Glut_3
[+]
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0909 LDT-PCG Vsx2 Lhx4 Glut_4
[+]
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0910 LDT-PCG Vsx2 Lhx4 Glut_5
[+]
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0911 LDT-PCG Vsx2 Lhx4 Glut_6
[+]
23 P Glut
[-]
221 LDT-PCG Vsx2 Lhx4 Glut
[-]
0912 LDT-PCG Vsx2 Lhx4 Glut_7
[+]
23 P Glut
[-]
223 B-PB Nr4a2 Glut
[-]
0923 B-PB Nr4a2 Glut_1
[+]
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0925 PCG-PRNr Vsx2 Nkx6-1 Glut_1
[+]
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0926 PCG-PRNr Vsx2 Nkx6-1 Glut_2
[+]
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0927 PCG-PRNr Vsx2 Nkx6-1 Glut_3
[+]
23 P Glut
[-]
224 PCG-PRNr Vsx2 Nkx6-1 Glut
[-]
0928 PCG-PRNr Vsx2 Nkx6-1 Glut_4
[+]
23 P Glut
[-]
225 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut
[-]
0931 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_1
[+]
23 P Glut
[-]
225 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut
[-]
0932 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_2
[+]
23 P Glut
[-]
225 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut
[-]
0933 PRNc-NI-SG-RPO Vsx2 Nr4a2 Glut_3
[+]
23 P Glut
[-]
226 PRNc-PARN Tlx1 Glut
[-]
0935 PRNc-PARN Tlx1 Glut_1
[+]
23 P Glut
[-]
230 PRNr Otp Nfib Glut
[-]
0945 PRNr Otp Nfib Glut_1
[+]
23 P Glut
[-]
231 IPN-LDT Vsx2 Nkx6-1 Glut
[-]
0946 IPN-LDT Vsx2 Nkx6-1 Glut_1
[+]
23 P Glut
[-]
231 IPN-LDT Vsx2 Nkx6-1 Glut
[-]
0947 IPN-LDT Vsx2 Nkx6-1 Glut_2
[+]
23 P Glut
[-]
232 LDT Vsx2 Nkx6-1 Nfib Glut
[-]
0948 LDT Vsx2 Nkx6-1 Nfib Glut_1
[+]
23 P Glut
[-]
232 LDT Vsx2 Nkx6-1 Nfib Glut
[-]
0949 LDT Vsx2 Nkx6-1 Nfib Glut_2
[+]
23 P Glut
[-]
235 PG-TRN-LRN Fat2 Glut
[-]
0953 PG-TRN-LRN Fat2 Glut_1
[+]
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0956 PRP-NI-PRNc-GRN Otp Glut_2
[+]
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0957 PRP-NI-PRNc-GRN Otp Glut_3
[+]
24 MY Glut
[-]
237 PRP-NI-PRNc-GRN Otp Glut
[-]
0958 PRP-NI-PRNc-GRN Otp Glut_4
[+]
24 MY Glut
[-]
251 NTS Dbh Glut
[-]
1007 NTS Dbh Glut_4
[+]
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1031 CS-RPO Meis2 Gaba_1
[+]
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1032 CS-RPO Meis2 Gaba_2
[+]
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1033 CS-RPO Meis2 Gaba_3
[+]
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1034 CS-RPO Meis2 Gaba_4
[+]
26 P GABA
[-]
263 CS-RPO Meis2 Gaba
[-]
1035 CS-RPO Meis2 Gaba_5
[+]
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1036 PRNc Otp Gly-Gaba_1
[+]
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1037 PRNc Otp Gly-Gaba_2
[+]
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1038 PRNc Otp Gly-Gaba_3
[+]
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1039 PRNc Otp Gly-Gaba_4
[+]
26 P GABA
[-]
264 PRNc Otp Gly-Gaba
[-]
1040 PRNc Otp Gly-Gaba_5
[+]
26 P GABA
[-]
265 PB Sst Gly-Gaba
[-]
1041 PB Sst Gly-Gaba_1
[+]
26 P GABA
[-]
266 PRNc Prox1 Brs3 Gly-Gaba
[-]
1043 PRNc Prox1 Brs3 Gly-Gaba_1
[+]
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1044 CS-PRNr-PCG Tmem163 Otp Gaba_1
[+]
26 P GABA
[-]
267 CS-PRNr-PCG Tmem163 Otp Gaba
[-]
1045 CS-PRNr-PCG Tmem163 Otp Gaba_2
[+]
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[-]
1047 CS-PRNr-DR En1 Sox2 Gaba_1
[+]
26 P GABA
[-]
268 CS-PRNr-DR En1 Sox2 Gaba
[-]
1048 CS-PRNr-DR En1 Sox2 Gaba_2
[+]
26 P GABA
[-]
269 LDT Fgf7 Gaba
[-]
1049 LDT Fgf7 Gaba_1
[+]
26 P GABA
[-]
270 LDT-DTN Gata3 Nfix Gaba
[-]
1050 LDT-DTN Gata3 Nfix Gaba_1
[+]
26 P GABA
[-]
270 LDT-DTN Gata3 Nfix Gaba
[-]
1051 LDT-DTN Gata3 Nfix Gaba_2
[+]
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1052 NI-RPO Gata3 Nr4a2 Gaba_1
[+]
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1053 NI-RPO Gata3 Nr4a2 Gaba_2
[+]
26 P GABA
[-]
271 NI-RPO Gata3 Nr4a2 Gaba
[-]
1055 NI-RPO Gata3 Nr4a2 Gaba_4
[+]
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[-]
1056 LDT-PCG-CS Gata3 Lhx1 Gaba_1
[+]
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
[-]
1057 LDT-PCG-CS Gata3 Lhx1 Gaba_2
[+]
26 P GABA
[-]
272 LDT-PCG-CS Gata3 Lhx1 Gaba
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+ + . + \ No newline at end of file diff --git a/_toc.yml b/_toc.yml index 9049074..8419fec 100644 --- a/_toc.yml +++ b/_toc.yml @@ -23,6 +23,11 @@ parts: - file: descriptions/WMB-neighborhoods - file: descriptions/Allen-CCF-2020 - file: descriptions/MERFISH-C57BL6J-638850-CCF + - file: descriptions/Zeng_Aging_Mouse_dataset + sections: + - file: descriptions/Zeng_Aging_Mouse_10Xv3 + - file: descriptions/Zeng_Aging_Mouse_clustering + - file: descriptions/Zeng_Aging_Mouse_taxonomy - file: descriptions/Zhuang_dataset sections: - file: descriptions/Zhuang-ABCA-1 @@ -55,6 +60,10 @@ parts: - file: notebooks/cluster_neighborhood_gallery - file: notebooks/ccf_and_parcellation_annotation_tutorial - file: notebooks/merfish_ccf_registration_tutorial + - file: descriptions/Zeng_Aging_Mouse_notebooks + sections: + - file: notebooks/Zeng_Aging_Mouse_clustering_analysis_and_annotation + - file: notebooks/Zeng_Aging_Mouse_10x_snRNASeq_tutorial - file: descriptions/notebook_subtitle4 sections: - file: notebooks/zhuang_merfish_tutorial diff --git a/descriptions/WHB-taxonomy.md b/descriptions/WHB-taxonomy.md index 9a4b440..e89395b 100644 --- a/descriptions/WHB-taxonomy.md +++ b/descriptions/WHB-taxonomy.md @@ -1,7 +1,7 @@ # Human brain taxonomy of cell types The data presented here from [Siletti et al. 2023](https://www.science.org/doi/10.1126/science.add7046), -consists of nuclei collect from over three million single cells (apprixmately +consists of nuclei collect from over three million single cells (approximately two million neurons and one million non-neurons) from 100 locations across the forebrain, midbrain, and hindbrain. The integrated transcriptomic taxonomy contains 31 superclusters, 461 clusters, and 3313 subclusters. diff --git a/descriptions/WMB-10XMulti.md b/descriptions/WMB-10XMulti.md index a5cb67a..f6ed2e7 100644 --- a/descriptions/WMB-10XMulti.md +++ b/descriptions/WMB-10XMulti.md @@ -19,7 +19,7 @@ Related resources : * Whole mouse brain mouse taxonomy of cell types ([WMB-taxonomy](WMB-taxonomy.md)) Associated notebooks: -* [**Getting started**](../notebooks/getting_started.ipynb): learn how to use the AbcProjecctCache to +* [**Getting started**](../notebooks/getting_started.ipynb): learn how to use the AbcProjectCache to facilitate data download and usage. * [**10x scRNA-seq clustering analysis and annotation**](../notebooks/cluster_annotation_tutorial.ipynb): learn about the whole mouse brain taxonomy through some example use cases and visualization. diff --git a/descriptions/WMB-10Xv2.md b/descriptions/WMB-10Xv2.md index d611e1c..de4e24d 100644 --- a/descriptions/WMB-10Xv2.md +++ b/descriptions/WMB-10Xv2.md @@ -19,7 +19,7 @@ Related resources : * Whole mouse brain mouse taxonomy of cell types ([WMB-taxonomy](WMB-taxonomy.md)) Associated notebooks: -* [**Getting started**](../notebooks/getting_started.ipynb): learn how to use the AbcPorjectCache to +* [**Getting started**](../notebooks/getting_started.ipynb): learn how to use the AbcProjectCache to facilitate data download and usage. * [**10x scRNA-seq clustering analysis and annotation**](../notebooks/cluster_annotation_tutorial.ipynb): learn about the whole mouse brain taxonomy through some example use cases and visualization. diff --git a/descriptions/WMB-10Xv3.md b/descriptions/WMB-10Xv3.md index dcf0eac..fa75443 100644 --- a/descriptions/WMB-10Xv3.md +++ b/descriptions/WMB-10Xv3.md @@ -20,7 +20,7 @@ Related resources : * Whole mouse brain mouse taxonomy of cell types ([WMB-taxonomy](WMB-taxonomy.md)) Associated notebooks: -* [**Getting started**](../notebooks/getting_started.ipynb): learn how to use the AbcPorjectCache to +* [**Getting started**](../notebooks/getting_started.ipynb): learn how to use the AbcProjectCache to facilitate data download and usage. * [**10x scRNA-seq clustering analysis and annotation**](../notebooks/cluster_annotation_tutorial.ipynb): learn about the whole mouse brain taxonomy through some example use cases and visualization. diff --git a/descriptions/Zeng_Aging_Mouse_10Xv3.md b/descriptions/Zeng_Aging_Mouse_10Xv3.md new file mode 100644 index 0000000..dbe05ff --- /dev/null +++ b/descriptions/Zeng_Aging_Mouse_10Xv3.md @@ -0,0 +1,32 @@ +# Zeng Aging Mouse 10Xv3 single cell transcriptomes + +The Mouse Aging dataset [Jin et al] is a comprehensive single-cell RNA +sequencing (scRNA-seq) dataset containing ~1.2 million high-quality single-cell +transcriptomes of brain cells from young adult and aged mice of both sexes, +from regions spanning the forebrain, midbrain, and hindbrain. + +The adult mouse portion of the dataset is a subset of the [Whole Mouse Brain +Data](WMB-10Xv3.md). + +The expression matrices and associated metadata is hosted on AWS S3 bucket as a +AWS Public Dataset: + +| Component | Current Version | Size | +|---------------------|--------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------|--------| +| Expression Matrices | [s3://allen-brain-cell-atlas/expression_matrices/Zeng-Aging-Mouse-10Xv3/20241130](https://allen-brain-cell-atlas.s3.us-west-2.amazonaws.com/index.html#expression_matrices/Zeng-Aging-Mouse-10Xv3/20241130/) | 26 GB | +| Cell and gene metadata | [s3://allen-brain-cell-atlas/metadata/Zeng-Aging-Mouse-10Xv3/20241130](https://allen-brain-cell-atlas.s3.us-west-2.amazonaws.com/index.html#metadata/Zeng-Aging-Mouse-10Xv3/20241130/) | 702 MB | + +Data is being share under the CC BY NC 4.0 license. + +Related resources : +* 847 clusters that are mappped into Whole Mouse Brain Taxonomy [Zeng Aging Mouse Taxonomy](Zeng_Aging_Mouse_taxonomy)) + +Associated notebooks: +* [**Getting started**](../notebooks/getting_started.ipynb): Learn how to use + the AbcProjectCache to facilitate data download and usage. +* [**10x scRNA-seq clustering analysis and annotation**](../notebooks/Zeng_Aging_Mouse_clustering_analysis_and_annotation.ipynb): + Learn the aging mouse dataset metadata through some example use cases and + visualization. +* [**10x scRNA-seq gene expression and ageDE genes**](../notebooks/Zeng_Aging_Mouse_10x_snRNASeq_tutorial.ipynb): + Learn about the aging mouse gene expression and age differential expression + genes through some example use cases and visualization. diff --git a/descriptions/Zeng_Aging_Mouse_dataset.md b/descriptions/Zeng_Aging_Mouse_dataset.md new file mode 100644 index 0000000..52a7098 --- /dev/null +++ b/descriptions/Zeng_Aging_Mouse_dataset.md @@ -0,0 +1,7 @@ +# Aging Mouse dataset (Hongkui Zeng) + +* 1.2 million single cell transcriptomes of adult and aged mouse cells + across select regions of the brain ([Zeng Aging Mouse 10Xv3](Zeng_Aging_Mouse_10Xv3.md)) +* 847 cluster taxonomy of cells with identified associations into the supertype + and above levels of the Whole Mouse Brain taxonomy. + ([Zeng Aging Mouse Taxonomy](Zeng_Aging_Mouse_taxonomy.md)) \ No newline at end of file diff --git a/descriptions/Zeng_Aging_Mouse_notebooks.md b/descriptions/Zeng_Aging_Mouse_notebooks.md new file mode 100644 index 0000000..371d924 --- /dev/null +++ b/descriptions/Zeng_Aging_Mouse_notebooks.md @@ -0,0 +1,6 @@ +# Aging Mouse Notebooks (Hongkui Zeng) + +* [**10x scRNA-seq clustering analysis and annotation**](../notebooks/Zeng_Aging_Mouse_clustering_analysis_and_annotation.ipynb): + Learn the aging mouse dataset metadata through some example use cases and visualization. +* [**10x scRNA-seq gene expression and ageDE genes**](../notebooks/Zeng_Aging_Mouse_10x_snRNASeq_tutorial.ipynb): + Learn about the aging mouse gene expression and age differential expression genes through some example use cases and visualization. diff --git a/descriptions/Zeng_Aging_Mouse_taxonomy.md b/descriptions/Zeng_Aging_Mouse_taxonomy.md new file mode 100644 index 0000000..6260035 --- /dev/null +++ b/descriptions/Zeng_Aging_Mouse_taxonomy.md @@ -0,0 +1,35 @@ +# Zeng Aging Mouse clustering and mapping to the WMB taxonomy of cell types + +The Mouse Aging dataset [Jin et al] is a comprehensive single-cell RNA +sequencing (scRNA-seq) dataset containing ~1.2 million high-quality single-cell +transcriptomes of brain cells from young adult and aged mice of both sexes, +from regions spanning the forebrain, midbrain, and hindbrain. High-resolution +de novo clustering of all cells results in 847 cell clusters and reveals at +least 14 age-biased clusters that are mostly glial types. Clusters in the study +were mapped to the Whole Mouse Brain taxonomy ([WMB-taxonomy](WMB-taxonomy.md)) +to provide class, subclass and supertype annotations. At the broader cell +subclass and supertype levels, age-associated gene expression signatures were +analyzed resulting in a list of 2,449 differentially expressed genes (age-DE +genes) for many neuronal and non-neuronal cell types. + +The associated metadata is hosted on AWS S3 bucket as a AWS Public Dataset: + +| Component | Current Version | Size | +|---|------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------|--------| +| Metadata | [s3://allen-brain-cell-atlas/metadata/Zeng-Aging-Mouse-WMB-taxonomy/20241130](https://allen-brain-cell-atlas.s3.us-west-2.amazonaws.com/index.html#metadata/Zeng-Aging-Mouse-WMB-taxonomy/20241130/) | 286 MB | + +Data is being share under the CC BY NC 4.0 license. + +Related resources : +* Gene expression data and metadata ([Zeng Aging Mouse 10Xv3](Zeng_Aging_Mouse_10Xv3)) + +Associated notebooks: +* [**Getting started**](../notebooks/getting_started.ipynb): Learn how to use + the AbcProjectCache to facilitate data download and usage. +* [**clustering analysis and annotation**](../notebooks/Zeng_Aging_Mouse_clustering_analysis_and_annotation.ipynb): + Learn the aging mouse dataset metadata through some example use cases and + visualization. +* [**10x scRNA-seq gene expression and ageDE genes**](../notebooks/Zeng_Aging_Mouse_10x_snRNASeq_tutorial.ipynb): + Learn about the aging mouse gene expression and age differential expression + genes through some example use cases and visualization. + diff --git a/docs/cluster_annotations/README.md b/docs/cluster_annotations/README.md index 9ef1b83..665b29c 100644 --- a/docs/cluster_annotations/README.md +++ b/docs/cluster_annotations/README.md @@ -2,4 +2,5 @@ * [WMB-taxonomy (CCN20230504)](cluster_redirect_20230630.html) * [WMB-taxonomy (CCN20230722)](cluster_redirect_20230830.html) +* [Zeng-Aging-Mouse-WMB-taxonomy (CCN20230722+CS20241021)](aging_cluster_redirect.html) * [WHB-taxonomy](whb_cluster_redirect.html) \ No newline at end of file diff --git a/docs/cluster_annotations/aging_cluster_redirect.html b/docs/cluster_annotations/aging_cluster_redirect.html new file mode 100644 index 0000000..af9a7fc --- /dev/null +++ b/docs/cluster_annotations/aging_cluster_redirect.html @@ -0,0 +1,11 @@ + + + + Cluster 20230630 redirect + + + + + Redirecting to the cluster annotations page. + + \ No newline at end of file diff --git a/docs/cluster_annotations/cluster_redirect_20230830.html b/docs/cluster_annotations/cluster_redirect_20230830.html index 7e1b312..dcd102c 100644 --- a/docs/cluster_annotations/cluster_redirect_20230830.html +++ b/docs/cluster_annotations/cluster_redirect_20230830.html @@ -3,9 +3,9 @@ Cluster 20230630 redirect - + - Redirecting to the cluster annotations page. + Redirecting to the cluster annotations page. \ No newline at end of file diff --git a/docs/cluster_annotations/create_aging_cluster_annotation_html.ipynb b/docs/cluster_annotations/create_aging_cluster_annotation_html.ipynb new file mode 100644 index 0000000..18ae231 --- /dev/null +++ b/docs/cluster_annotations/create_aging_cluster_annotation_html.ipynb @@ -0,0 +1,2776 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "5fd40a90", + "metadata": {}, + "outputs": [], + "source": [ + "import os\n", + "import pandas as pd\n", + "from pathlib import Path\n", + "import numpy as np\n", + "import anndata\n", + "import time\n", + "import matplotlib.pyplot as plt\n", + "import json\n", + "\n", + "from abc_atlas_access.abc_atlas_cache.abc_project_cache import AbcProjectCache\n", + "\n", + "pd.set_option('display.max_columns', 500)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "f724b1cc", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/allen/aibs/informatics/chris.morrison/miniconda/envs/abc_atlas_access/lib/python3.11/site-packages/abc_atlas_access/abc_atlas_cache/cloud_cache.py:630: OutdatedManifestWarning: You are loading releases/20230830/manifest.json. A more up to date version of the dataset -- releases/20241115/manifest.json -- exists online. To see the changes between the two versions of the dataset, run\n", + "type.compare_manifests('releases/20230830/manifest.json', 'releases/20241115/manifest.json')\n", + "To load another version of the dataset, run\n", + "type.load_manifest('releases/20241115/manifest.json')\n", + " warnings.warn(msg, OutdatedManifestWarning)\n" + ] + } + ], + "source": [ + "version = '20241130'\n", + "download_base = Path('../../../abc_download_root')\n", + "abc_cache = AbcProjectCache.from_s3_cache(download_base)\n", + "abc_cache.load_manifest(f'releases/20241115/manifest.json')" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "6e98fff3-a3c0-496c-af1e-169b21188a46", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "PosixPath('/allen/scratch/aibstemp/chris.morrison/src/abc_download_root')" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "download_base.resolve()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "a64dc5da-1741-4b83-86ca-560ced7531b4", + "metadata": {}, + "outputs": [], + "source": [ + "metadata_base = Path(\n", + " \"/allen/programs/celltypes/workgroups/rnaseqanalysis/lydian/mouse_aging_prep/staging/\"\n", + " \"metadata/Zeng-Aging-Mouse-10Xv3/20241130\"\n", + ")\n", + "taxonomy_base = Path(\n", + " \"/allen/programs/celltypes/workgroups/rnaseqanalysis/lydian/mouse_aging_prep/staging/\"\n", + " \"metadata/Zeng-Aging-Mouse-WMB-taxonomy/20241130\"\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "6783c606-da49-4561-8ae4-2ebafd216c7e", + "metadata": {}, + "source": [ + "Read in the two DataFrames from the aging dataset we'll need to create an equivalent cluster annotation terms and term set like the WMB and WHB taxonomies." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "81efb9ef-691a-4c1a-95cc-a8f0a98e1061", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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845846248CS20241021_0846845846_DC NN_1#9a5824981500.3951610.6048390.814133-0.296663unassigned#DADEDFNo-NTNo-NT#666666
846847330CS20241021_0847846847_T cells NN_4#e7e085682620.2060610.7939392.0566921.040326unassigned#DADEDFNo-NTNo-NT#666666
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847 rows × 17 columns

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" + ], + "text/plain": [ + " cluster_alias number_of_cells cluster_label cluster_order \\\n", + "0 1 851 CS20241021_0001 0 \n", + "1 2 330 CS20241021_0002 1 \n", + "2 3 589 CS20241021_0003 2 \n", + "3 4 207 CS20241021_0004 3 \n", + "4 5 2141 CS20241021_0005 4 \n", + ".. ... ... ... ... \n", + "842 843 2640 CS20241021_0843 842 \n", + "843 844 771 CS20241021_0844 843 \n", + "844 845 3030 CS20241021_0845 844 \n", + "845 846 248 CS20241021_0846 845 \n", + "846 847 330 CS20241021_0847 846 \n", + "\n", + " cluster_name cluster_color number_of_adult_cells \\\n", + "0 1_CLA-EPd-CTX Car3 Glut_1 #f7c27a 183 \n", + "1 2_IT EP-CLA Glut_1 #5c1a34 160 \n", + "2 3_IT EP-CLA Glut_1 #b96cf0 240 \n", + "3 4_IT EP-CLA Glut_1 #bff691 107 \n", + "4 5_IT EP-CLA Glut_1 #39fbfa 655 \n", + ".. ... ... ... \n", + "842 843_Microglia NN_1 #a88b30 71 \n", + "843 844_Microglia NN_1 #df92c3 284 \n", + "844 845_BAM NN_1 #a1adea 1462 \n", + "845 846_DC NN_1 #9a5824 98 \n", + "846 847_T cells NN_4 #e7e085 68 \n", + "\n", + " number_of_aged_cells proportion_adult_cells proportion_aged_cells \\\n", + "0 668 0.215041 0.784959 \n", + "1 170 0.484848 0.515152 \n", + "2 349 0.407470 0.592530 \n", + "3 100 0.516908 0.483092 \n", + "4 1486 0.305932 0.694068 \n", + ".. ... ... ... \n", + "842 2569 0.026894 0.973106 \n", + "843 487 0.368353 0.631647 \n", + "844 1568 0.482508 0.517492 \n", + "845 150 0.395161 0.604839 \n", + "846 262 0.206061 0.793939 \n", + "\n", + " odds_ratio log2_odds_ratio cluster_age_bias cluster_age_bias_color \\\n", + "0 1.453797 0.539826 unassigned #DADEDF \n", + "1 0.421595 -1.246071 unassigned #DADEDF \n", + "2 0.576896 -0.793616 unassigned #DADEDF \n", + "3 0.371035 -1.430373 unassigned #DADEDF \n", + "4 0.900735 -0.150825 unassigned #DADEDF \n", + ".. ... ... ... ... \n", + "842 20.304439 4.343723 aging-enriched #CD6828 \n", + "843 0.911851 -0.133131 unassigned #DADEDF \n", + "844 0.556218 -0.846279 unassigned #DADEDF \n", + "845 0.814133 -0.296663 unassigned #DADEDF \n", + "846 2.056692 1.040326 unassigned #DADEDF \n", + "\n", + " neurotransmitter_combined_label neurotransmitter_label \\\n", + "0 Glut Glut \n", + "1 Glut Glut \n", + "2 Glut Glut \n", + "3 Glut Glut \n", + "4 Glut Glut \n", + ".. ... ... \n", + "842 No-NT No-NT \n", + "843 No-NT No-NT \n", + "844 No-NT No-NT \n", + "845 No-NT No-NT \n", + "846 No-NT No-NT \n", + "\n", + " neurotransmitter_color \n", + "0 #2B93DF \n", + "1 #2B93DF \n", + "2 #2B93DF \n", + "3 #2B93DF \n", + "4 #2B93DF \n", + ".. ... \n", + "842 #666666 \n", + "843 #666666 \n", + "844 #666666 \n", + "845 #666666 \n", + "846 #666666 \n", + "\n", + "[847 rows x 17 columns]" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cluster = pd.read_csv(metadata_base / 'cluster.csv')\n", + "cluster" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "4a20900c-f86b-470f-b006-ce89ee9b73f8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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cluster_aliascluster_labelcluster_ordercluster_namecluster_colorcluster_annotation_term_labelcluster_annotation_term_namecluster_annotation_term_set_labelparent_term_labelparent_term_set_labelterm_set_orderterm_ordercluster_annotation_term_set_namecolor_hex_triplet
01CS20241021_000101_CLA-EPd-CTX Car3 Glut_1#f7c27aCS20230722_SUPT_00010001 CLA-EPd-CTX Car3 Glut_1CCN20230722_SUPTCS20230722_SUBC_001CCN20230722_SUBC30supertype#99822E
12CS20241021_000212_IT EP-CLA Glut_1#5c1a34CS20230722_SUPT_00030003 IT EP-CLA Glut_1CCN20230722_SUPTCS20230722_SUBC_002CCN20230722_SUBC32supertype#994563
23CS20241021_000323_IT EP-CLA Glut_1#b96cf0CS20230722_SUPT_00030003 IT EP-CLA Glut_1CCN20230722_SUPTCS20230722_SUBC_002CCN20230722_SUBC32supertype#994563
34CS20241021_000434_IT EP-CLA Glut_1#bff691CS20230722_SUPT_00030003 IT EP-CLA Glut_1CCN20230722_SUPTCS20230722_SUBC_002CCN20230722_SUBC32supertype#994563
45CS20241021_000545_IT EP-CLA Glut_1#39fbfaCS20230722_SUPT_00030003 IT EP-CLA Glut_1CCN20230722_SUPTCS20230722_SUBC_002CCN20230722_SUBC32supertype#994563
.............................................
2536843CS20241021_0843842843_Microglia NN_1#a88b30CS20230722_CLAS_3434 ImmuneCCN20230722_CLASNaNNaN133class#825f45
2537844CS20241021_0844843844_Microglia NN_1#df92c3CS20230722_CLAS_3434 ImmuneCCN20230722_CLASNaNNaN133class#825f45
2538845CS20241021_0845844845_BAM NN_1#a1adeaCS20230722_CLAS_3434 ImmuneCCN20230722_CLASNaNNaN133class#825f45
2539846CS20241021_0846845846_DC NN_1#9a5824CS20230722_CLAS_3434 ImmuneCCN20230722_CLASNaNNaN133class#825f45
2540847CS20241021_0847846847_T cells NN_4#e7e085CS20230722_CLAS_3434 ImmuneCCN20230722_CLASNaNNaN133class#825f45
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2541 rows × 14 columns

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" + ], + "text/plain": [ + " cluster_alias cluster_label cluster_order \\\n", + "0 1 CS20241021_0001 0 \n", + "1 2 CS20241021_0002 1 \n", + "2 3 CS20241021_0003 2 \n", + "3 4 CS20241021_0004 3 \n", + "4 5 CS20241021_0005 4 \n", + "... ... ... ... \n", + "2536 843 CS20241021_0843 842 \n", + "2537 844 CS20241021_0844 843 \n", + "2538 845 CS20241021_0845 844 \n", + "2539 846 CS20241021_0846 845 \n", + "2540 847 CS20241021_0847 846 \n", + "\n", + " cluster_name cluster_color cluster_annotation_term_label \\\n", + "0 1_CLA-EPd-CTX Car3 Glut_1 #f7c27a CS20230722_SUPT_0001 \n", + "1 2_IT EP-CLA Glut_1 #5c1a34 CS20230722_SUPT_0003 \n", + "2 3_IT EP-CLA Glut_1 #b96cf0 CS20230722_SUPT_0003 \n", + "3 4_IT EP-CLA Glut_1 #bff691 CS20230722_SUPT_0003 \n", + "4 5_IT EP-CLA Glut_1 #39fbfa CS20230722_SUPT_0003 \n", + "... ... ... ... \n", + "2536 843_Microglia NN_1 #a88b30 CS20230722_CLAS_34 \n", + "2537 844_Microglia NN_1 #df92c3 CS20230722_CLAS_34 \n", + "2538 845_BAM NN_1 #a1adea CS20230722_CLAS_34 \n", + "2539 846_DC NN_1 #9a5824 CS20230722_CLAS_34 \n", + "2540 847_T cells NN_4 #e7e085 CS20230722_CLAS_34 \n", + "\n", + " cluster_annotation_term_name cluster_annotation_term_set_label \\\n", + "0 0001 CLA-EPd-CTX Car3 Glut_1 CCN20230722_SUPT \n", + "1 0003 IT EP-CLA Glut_1 CCN20230722_SUPT \n", + "2 0003 IT EP-CLA Glut_1 CCN20230722_SUPT \n", + "3 0003 IT EP-CLA Glut_1 CCN20230722_SUPT \n", + "4 0003 IT EP-CLA Glut_1 CCN20230722_SUPT \n", + "... ... ... \n", + "2536 34 Immune CCN20230722_CLAS \n", + "2537 34 Immune CCN20230722_CLAS \n", + "2538 34 Immune CCN20230722_CLAS \n", + "2539 34 Immune CCN20230722_CLAS \n", + "2540 34 Immune CCN20230722_CLAS \n", + "\n", + " parent_term_label parent_term_set_label term_set_order term_order \\\n", + "0 CS20230722_SUBC_001 CCN20230722_SUBC 3 0 \n", + "1 CS20230722_SUBC_002 CCN20230722_SUBC 3 2 \n", + "2 CS20230722_SUBC_002 CCN20230722_SUBC 3 2 \n", + "3 CS20230722_SUBC_002 CCN20230722_SUBC 3 2 \n", + "4 CS20230722_SUBC_002 CCN20230722_SUBC 3 2 \n", + "... ... ... ... ... \n", + "2536 NaN NaN 1 33 \n", + "2537 NaN NaN 1 33 \n", + "2538 NaN NaN 1 33 \n", + "2539 NaN NaN 1 33 \n", + "2540 NaN NaN 1 33 \n", + "\n", + " cluster_annotation_term_set_name color_hex_triplet \n", + "0 supertype #99822E \n", + "1 supertype #994563 \n", + "2 supertype #994563 \n", + "3 supertype #994563 \n", + "4 supertype #994563 \n", + "... ... ... \n", + "2536 class #825f45 \n", + "2537 class #825f45 \n", + "2538 class #825f45 \n", + "2539 class #825f45 \n", + "2540 class #825f45 \n", + "\n", + "[2541 rows x 14 columns]" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "mapping = pd.read_csv(taxonomy_base / 'cluster_mapping.csv')\n", + "mapping" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "c13c464f-f4c0-41ad-b7ab-619a1aa9699f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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cluster_aliascluster_labelcluster_ordercluster_namecluster_colorcluster_annotation_term_labelcluster_annotation_term_namecluster_annotation_term_set_labelparent_term_labelparent_term_set_labelterm_set_orderterm_ordercluster_annotation_term_set_namecolor_hex_triplet
828829CS20241021_0829828829_SMC NN_1#9af732CS20230722_SUPT_11921192 SMC NN_1CCN20230722_SUPTCS20230722_SUBC_332CCN20230722_SUBC31191supertype#1F6566
829830CS20241021_0830829830_SMC NN_1#9bc1e9CS20230722_SUPT_11921192 SMC NN_1CCN20230722_SUPTCS20230722_SUBC_332CCN20230722_SUBC31191supertype#1F6566
830831CS20241021_0831830831_SMC NN_1#dbd491CS20230722_SUPT_11921192 SMC NN_1CCN20230722_SUPTCS20230722_SUBC_332CCN20230722_SUBC31191supertype#1F6566
831832CS20241021_0832831832_SMC NN_1#c987fcCS20230722_SUPT_11921192 SMC NN_1CCN20230722_SUPTCS20230722_SUBC_332CCN20230722_SUBC31191supertype#1F6566
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" + ], + "text/plain": [ + " cluster_alias cluster_label cluster_order cluster_name \\\n", + "828 829 CS20241021_0829 828 829_SMC NN_1 \n", + "829 830 CS20241021_0830 829 830_SMC NN_1 \n", + "830 831 CS20241021_0831 830 831_SMC NN_1 \n", + "831 832 CS20241021_0832 831 832_SMC NN_1 \n", + "\n", + " cluster_color cluster_annotation_term_label cluster_annotation_term_name \\\n", + "828 #9af732 CS20230722_SUPT_1192 1192 SMC NN_1 \n", + "829 #9bc1e9 CS20230722_SUPT_1192 1192 SMC NN_1 \n", + "830 #dbd491 CS20230722_SUPT_1192 1192 SMC NN_1 \n", + "831 #c987fc CS20230722_SUPT_1192 1192 SMC NN_1 \n", + "\n", + " cluster_annotation_term_set_label parent_term_label \\\n", + "828 CCN20230722_SUPT CS20230722_SUBC_332 \n", + "829 CCN20230722_SUPT CS20230722_SUBC_332 \n", + "830 CCN20230722_SUPT CS20230722_SUBC_332 \n", + "831 CCN20230722_SUPT CS20230722_SUBC_332 \n", + "\n", + " parent_term_set_label term_set_order term_order \\\n", + "828 CCN20230722_SUBC 3 1191 \n", + "829 CCN20230722_SUBC 3 1191 \n", + "830 CCN20230722_SUBC 3 1191 \n", + "831 CCN20230722_SUBC 3 1191 \n", + "\n", + " cluster_annotation_term_set_name color_hex_triplet \n", + "828 supertype #1F6566 \n", + "829 supertype #1F6566 \n", + "830 supertype #1F6566 \n", + "831 supertype #1F6566 " + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "mapping[mapping['cluster_annotation_term_label'] == 'CS20230722_SUPT_1192']" + ] + }, + { + "cell_type": "markdown", + "id": "8ed9ee4d-3262-4973-95c5-5e6bc8c6a00d", + "metadata": {}, + "source": [ + "We delare the name of the cluster taxonomy from the aging dataset." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "938e19fe-7aa7-453b-832b-6fe210e5fea9", + "metadata": {}, + "outputs": [], + "source": [ + "cluster_term_set = 'CS20241021'" + ] + }, + { + "cell_type": "markdown", + "id": "3db38183-967b-49da-9cca-2f6f78cacae7", + "metadata": {}, + "source": [ + "Firstly, we'll reuse the WMB term set, inserting new cluster taxonomy name. All other values can be reused." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "7cbbb9a7-15d3-47bd-834a-597abef745bc", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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namedescriptionorder
CCN20230722_NEURneurotransmitterClusters are assigned based on the average exp...0
CCN20230722_CLASclassThe top level of cell type definition in the m...1
CCN20230722_SUBCsubclassThe coarse level of cell type definition in th...2
CCN20230722_SUPTsupertypeThe second finest level of cell type definitio...3
CS20241021clusterThe finest level of cell type definition in th...4
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" + ], + "text/plain": [ + " name \\\n", + "CCN20230722_NEUR neurotransmitter \n", + "CCN20230722_CLAS class \n", + "CCN20230722_SUBC subclass \n", + "CCN20230722_SUPT supertype \n", + "CS20241021 cluster \n", + "\n", + " description order \n", + "CCN20230722_NEUR Clusters are assigned based on the average exp... 0 \n", + "CCN20230722_CLAS The top level of cell type definition in the m... 1 \n", + "CCN20230722_SUBC The coarse level of cell type definition in th... 2 \n", + "CCN20230722_SUPT The second finest level of cell type definitio... 3 \n", + "CS20241021 The finest level of cell type definition in th... 4 " + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "term_sets = abc_cache.get_metadata_dataframe(\n", + " directory='WMB-taxonomy',\n", + " file_name='cluster_annotation_term_set'\n", + ").set_index('label')\n", + "wmb_cluster = term_sets.loc['CCN20230722_CLUS']\n", + "term_sets.drop('CCN20230722_CLUS', inplace=True)\n", + "term_sets = pd.concat([\n", + " term_sets,\n", + " pd.DataFrame(data={'name': 'cluster',\n", + " 'description': wmb_cluster['description'],\n", + " 'order': wmb_cluster['order']},\n", + " index=[cluster_term_set])\n", + "])\n", + "term_sets" + ] + }, + { + "cell_type": "markdown", + "id": "91500e9a-4b8d-4825-82b1-4d4d000ca542", + "metadata": {}, + "source": [ + "Read in the WMB taxonomy annotation term set. We'll use this as our base and remove terms at the various are not part of the aginging data. Not as we load the data here and add our non-neuronal \"neurotransmitter\" to the set, we use the name and hex value from the `cluster` DataFrame." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "de43497e-a1fd-4cd1-9880-c62ee64046a8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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labelnamecluster_annotation_term_set_labelparent_term_labelparent_term_set_labelterm_set_orderterm_ordercluster_annotation_term_set_namecolor_hex_triplet
0CS20230722_NEUR_GlutGlutCCN20230722_NEURNaNNaN00neurotransmitter#2B93DF
1CS20230722_NEUR_NANaNCCN20230722_NEURNaNNaN01neurotransmitter#666666
2CS20230722_NEUR_GABAGABACCN20230722_NEURNaNNaN02neurotransmitter#FF3358
3CS20230722_NEUR_DopaDopaCCN20230722_NEURNaNNaN03neurotransmitter#fcf04b
4CS20230722_NEUR_Glut-GABAGlut-GABACCN20230722_NEURNaNNaN04neurotransmitter#0a9964
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" + ], + "text/plain": [ + " label name cluster_annotation_term_set_label \\\n", + "0 CS20230722_NEUR_Glut Glut CCN20230722_NEUR \n", + "1 CS20230722_NEUR_NA NaN CCN20230722_NEUR \n", + "2 CS20230722_NEUR_GABA GABA CCN20230722_NEUR \n", + "3 CS20230722_NEUR_Dopa Dopa CCN20230722_NEUR \n", + "4 CS20230722_NEUR_Glut-GABA Glut-GABA CCN20230722_NEUR \n", + "\n", + " parent_term_label parent_term_set_label term_set_order term_order \\\n", + "0 NaN NaN 0 0 \n", + "1 NaN NaN 0 1 \n", + "2 NaN NaN 0 2 \n", + "3 NaN NaN 0 3 \n", + "4 NaN NaN 0 4 \n", + "\n", + " cluster_annotation_term_set_name color_hex_triplet \n", + "0 neurotransmitter #2B93DF \n", + "1 neurotransmitter #666666 \n", + "2 neurotransmitter #FF3358 \n", + "3 neurotransmitter #fcf04b \n", + "4 neurotransmitter #0a9964 " + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "wmb_term = abc_cache.get_metadata_dataframe(directory='WMB-taxonomy', file_name='cluster_annotation_term')\n", + "\n", + "other_term = pd.DataFrame(columns=wmb_term.columns)\n", + "other_term.loc[0, 'name'] = 'No-NT'\n", + "other_term.loc[0, 'cluster_annotation_term_set_name'] = 'neurotransmitter'\n", + "other_term.loc[0, 'color_hex_triplet'] = '#666666'\n", + "other_term.loc[0, 'term_set_order'] = 0\n", + "other_term.loc[0, 'term_order'] = 9\n", + "wmb_term = pd.concat([wmb_term, other_term], ignore_index=True)\n", + "\n", + "wmb_term.sort_values(['term_set_order', 'term_order'], inplace=True)\n", + "wmb_term.head()" + ] + }, + { + "cell_type": "markdown", + "id": "038887a7-0f6f-4658-a5bc-9588af335019", + "metadata": {}, + "source": [ + "Now we create our `term` DataFrame for the aging dataset. We'll loop through the different term levels in the WMB dataset term sets to get our subselection of the terms in those sets that are in the aging dataset. We copy neurotrasnmitter fully." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "e6ae3301-60cc-4521-8ceb-4ae9acef271a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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labelnamecluster_annotation_term_set_labelparent_term_labelparent_term_set_labelterm_set_orderterm_ordercluster_annotation_term_set_namecolor_hex_triplet
0CS20230722_NEUR_GlutGlutCCN20230722_NEURNaNNaN00neurotransmitter#2B93DF
1CS20230722_NEUR_NANaNCCN20230722_NEURNaNNaN01neurotransmitter#666666
2CS20230722_NEUR_GABAGABACCN20230722_NEURNaNNaN02neurotransmitter#FF3358
3CS20230722_NEUR_DopaDopaCCN20230722_NEURNaNNaN03neurotransmitter#fcf04b
4CS20230722_NEUR_Glut-GABAGlut-GABACCN20230722_NEURNaNNaN04neurotransmitter#0a9964
\n", + "
" + ], + "text/plain": [ + " label name cluster_annotation_term_set_label \\\n", + "0 CS20230722_NEUR_Glut Glut CCN20230722_NEUR \n", + "1 CS20230722_NEUR_NA NaN CCN20230722_NEUR \n", + "2 CS20230722_NEUR_GABA GABA CCN20230722_NEUR \n", + "3 CS20230722_NEUR_Dopa Dopa CCN20230722_NEUR \n", + "4 CS20230722_NEUR_Glut-GABA Glut-GABA CCN20230722_NEUR \n", + "\n", + " parent_term_label parent_term_set_label term_set_order term_order \\\n", + "0 NaN NaN 0 0 \n", + "1 NaN NaN 0 1 \n", + "2 NaN NaN 0 2 \n", + "3 NaN NaN 0 3 \n", + "4 NaN NaN 0 4 \n", + "\n", + " cluster_annotation_term_set_name color_hex_triplet \n", + "0 neurotransmitter #2B93DF \n", + "1 neurotransmitter #666666 \n", + "2 neurotransmitter #FF3358 \n", + "3 neurotransmitter #fcf04b \n", + "4 neurotransmitter #0a9964 " + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "combined_term = []\n", + "for term_set_name in ['neurotransmitter', 'class', 'subclass', 'supertype']:\n", + " sub_term = wmb_term[wmb_term['cluster_annotation_term_set_name'] == term_set_name]\n", + " if term_set_name == 'neurotransmitter':\n", + " combined_term.append(sub_term)\n", + " else:\n", + " combined_term.append(\n", + " sub_term[sub_term['label'].isin(mapping['cluster_annotation_term_label']).values]\n", + " )\n", + "term = pd.concat(combined_term).reset_index(drop=True)\n", + "term.head()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b2d4aa8c-aeaa-44e7-a244-6fbb692aa6cd", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "628ce28e-7275-4845-a813-6887df2ea799", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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labelnamecluster_annotation_term_set_labelparent_term_labelparent_term_set_labelterm_set_orderterm_ordercluster_annotation_term_set_namecolor_hex_triplet
1573CS20230722_SUPT_11921192 SMC NN_1CCN20230722_SUPTCS20230722_SUBC_332CCN20230722_SUBC31191supertype#1F6566
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labelnamecluster_annotation_term_set_labelparent_term_labelparent_term_set_labelterm_set_orderterm_ordercluster_annotation_term_set_namecolor_hex_triplet
634CS20230722_SUPT_11921192 SMC NN_1CCN20230722_SUPTCS20230722_SUBC_332CCN20230722_SUBC31191supertype#1F6566
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" + ], + "text/plain": [ + " label name cluster_annotation_term_set_label \\\n", + "634 CS20230722_SUPT_1192 1192 SMC NN_1 CCN20230722_SUPT \n", + "\n", + " parent_term_label parent_term_set_label term_set_order term_order \\\n", + "634 CS20230722_SUBC_332 CCN20230722_SUBC 3 1191 \n", + "\n", + " cluster_annotation_term_set_name color_hex_triplet \n", + "634 supertype #1F6566 " + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "term[term['label'] == 'CS20230722_SUPT_1192']" + ] + }, + { + "cell_type": "markdown", + "id": "17fd9e5e-18d8-46ae-9729-9808c1b45fad", + "metadata": {}, + "source": [ + "The last step is extracting columns from the mapping dataset for the clusters to match the pattern of the term dataset we've created. Fortunately all the information we need is the mapping table at the supertype level with a bit of column renaming and data (`cluster_annotation_term_set_label` and `term_set_order` need our values set)." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "2d8f0d72-28a9-4b73-9c1f-3d023775a246", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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labelnamecluster_annotation_term_set_labelparent_term_labelparent_term_set_labelterm_set_orderterm_ordercluster_annotation_term_set_namecolor_hex_triplet
0CS20241021_00011_CLA-EPd-CTX Car3 Glut_1CS20241021CS20230722_SUPT_0001CCN20230722_SUPT40cluster#f7c27a
1CS20241021_00022_IT EP-CLA Glut_1CS20241021CS20230722_SUPT_0003CCN20230722_SUPT41cluster#5c1a34
2CS20241021_00033_IT EP-CLA Glut_1CS20241021CS20230722_SUPT_0003CCN20230722_SUPT42cluster#b96cf0
3CS20241021_00044_IT EP-CLA Glut_1CS20241021CS20230722_SUPT_0003CCN20230722_SUPT43cluster#bff691
4CS20241021_00055_IT EP-CLA Glut_1CS20241021CS20230722_SUPT_0003CCN20230722_SUPT44cluster#39fbfa
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" + ], + "text/plain": [ + " label name \\\n", + "0 CS20241021_0001 1_CLA-EPd-CTX Car3 Glut_1 \n", + "1 CS20241021_0002 2_IT EP-CLA Glut_1 \n", + "2 CS20241021_0003 3_IT EP-CLA Glut_1 \n", + "3 CS20241021_0004 4_IT EP-CLA Glut_1 \n", + "4 CS20241021_0005 5_IT EP-CLA Glut_1 \n", + "\n", + " cluster_annotation_term_set_label parent_term_label \\\n", + "0 CS20241021 CS20230722_SUPT_0001 \n", + "1 CS20241021 CS20230722_SUPT_0003 \n", + "2 CS20241021 CS20230722_SUPT_0003 \n", + "3 CS20241021 CS20230722_SUPT_0003 \n", + "4 CS20241021 CS20230722_SUPT_0003 \n", + "\n", + " parent_term_set_label term_set_order term_order \\\n", + "0 CCN20230722_SUPT 4 0 \n", + "1 CCN20230722_SUPT 4 1 \n", + "2 CCN20230722_SUPT 4 2 \n", + "3 CCN20230722_SUPT 4 3 \n", + "4 CCN20230722_SUPT 4 4 \n", + "\n", + " cluster_annotation_term_set_name color_hex_triplet \n", + "0 cluster #f7c27a \n", + "1 cluster #5c1a34 \n", + "2 cluster #b96cf0 \n", + "3 cluster #bff691 \n", + "4 cluster #39fbfa " + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "aging_term_set = pd.DataFrame()\n", + "supertype_mapping = mapping[mapping['cluster_annotation_term_set_name'] == 'supertype']\n", + "aging_term_set['label'] = supertype_mapping['cluster_label']\n", + "aging_term_set['name'] = supertype_mapping['cluster_name']\n", + "aging_term_set['cluster_annotation_term_set_label'] = str(cluster_term_set)\n", + "aging_term_set['parent_term_label'] = supertype_mapping['cluster_annotation_term_label']\n", + "aging_term_set['parent_term_set_label'] = supertype_mapping['cluster_annotation_term_set_label']\n", + "aging_term_set['term_set_order'] = 4\n", + "aging_term_set['term_order'] = supertype_mapping['cluster_order']\n", + "aging_term_set['cluster_annotation_term_set_name'] = 'cluster'\n", + "aging_term_set['color_hex_triplet'] = supertype_mapping['cluster_color']\n", + "aging_term_set.head()" + ] + }, + { + "cell_type": "markdown", + "id": "b9220439-5fd9-4b63-8c23-45eccc8ff93e", + "metadata": {}, + "source": [ + "Concatenate the again clusters into our term DataFrame to create the final set of data we need." + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "db4d238d-425c-42b5-9fa0-c9f2f55c9ba4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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labelnamecluster_annotation_term_set_labelparent_term_labelparent_term_set_labelterm_set_orderterm_ordercluster_annotation_term_set_namecolor_hex_triplet
0CS20230722_NEUR_GlutGlutCCN20230722_NEURNaNNaN00neurotransmitter#2B93DF
1CS20230722_NEUR_NANaNCCN20230722_NEURNaNNaN01neurotransmitter#666666
2CS20230722_NEUR_GABAGABACCN20230722_NEURNaNNaN02neurotransmitter#FF3358
3CS20230722_NEUR_DopaDopaCCN20230722_NEURNaNNaN03neurotransmitter#fcf04b
4CS20230722_NEUR_Glut-GABAGlut-GABACCN20230722_NEURNaNNaN04neurotransmitter#0a9964
..............................
1482CS20241021_0843843_Microglia NN_1CS20241021CS20230722_SUPT_1194CCN20230722_SUPT4842cluster#a88b30
1483CS20241021_0844844_Microglia NN_1CS20241021CS20230722_SUPT_1194CCN20230722_SUPT4843cluster#df92c3
1484CS20241021_0845845_BAM NN_1CS20241021CS20230722_SUPT_1195CCN20230722_SUPT4844cluster#a1adea
1485CS20241021_0846846_DC NN_1CS20241021CS20230722_SUPT_1197CCN20230722_SUPT4845cluster#9a5824
1486CS20241021_0847847_T cells NN_4CS20241021CS20230722_SUPT_1201CCN20230722_SUPT4846cluster#e7e085
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1487 rows × 9 columns

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" + ], + "text/plain": [ + " label name \\\n", + "0 CS20230722_NEUR_Glut Glut \n", + "1 CS20230722_NEUR_NA NaN \n", + "2 CS20230722_NEUR_GABA GABA \n", + "3 CS20230722_NEUR_Dopa Dopa \n", + "4 CS20230722_NEUR_Glut-GABA Glut-GABA \n", + "... ... ... \n", + "1482 CS20241021_0843 843_Microglia NN_1 \n", + "1483 CS20241021_0844 844_Microglia NN_1 \n", + "1484 CS20241021_0845 845_BAM NN_1 \n", + "1485 CS20241021_0846 846_DC NN_1 \n", + "1486 CS20241021_0847 847_T cells NN_4 \n", + "\n", + " cluster_annotation_term_set_label parent_term_label \\\n", + "0 CCN20230722_NEUR NaN \n", + "1 CCN20230722_NEUR NaN \n", + "2 CCN20230722_NEUR NaN \n", + "3 CCN20230722_NEUR NaN \n", + "4 CCN20230722_NEUR NaN \n", + "... ... ... \n", + "1482 CS20241021 CS20230722_SUPT_1194 \n", + "1483 CS20241021 CS20230722_SUPT_1194 \n", + "1484 CS20241021 CS20230722_SUPT_1195 \n", + "1485 CS20241021 CS20230722_SUPT_1197 \n", + "1486 CS20241021 CS20230722_SUPT_1201 \n", + "\n", + " parent_term_set_label term_set_order term_order \\\n", + "0 NaN 0 0 \n", + "1 NaN 0 1 \n", + "2 NaN 0 2 \n", + "3 NaN 0 3 \n", + "4 NaN 0 4 \n", + "... ... ... ... \n", + "1482 CCN20230722_SUPT 4 842 \n", + "1483 CCN20230722_SUPT 4 843 \n", + "1484 CCN20230722_SUPT 4 844 \n", + "1485 CCN20230722_SUPT 4 845 \n", + "1486 CCN20230722_SUPT 4 846 \n", + "\n", + " cluster_annotation_term_set_name color_hex_triplet \n", + "0 neurotransmitter #2B93DF \n", + "1 neurotransmitter #666666 \n", + "2 neurotransmitter #FF3358 \n", + "3 neurotransmitter #fcf04b \n", + "4 neurotransmitter #0a9964 \n", + "... ... ... \n", + "1482 cluster #a88b30 \n", + "1483 cluster #df92c3 \n", + "1484 cluster #a1adea \n", + "1485 cluster #9a5824 \n", + "1486 cluster #e7e085 \n", + "\n", + "[1487 rows x 9 columns]" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "term = pd.concat([term, aging_term_set]).reset_index(drop=True).sort_values(['term_set_order', 'term_order'])\n", + "term" + ] + }, + { + "cell_type": "markdown", + "id": "11f42379-681e-4a88-974d-0c4c3639b32e", + "metadata": {}, + "source": [ + "Find and store first child for each term" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "20880793", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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labelnameterm_ordercluster_annotation_term_set_name
parent_term_label
CS20230722_CLAS_01CS20230722_SUBC_001001 CLA-EPd-CTX Car3 Glut0subclass
CS20230722_CLAS_02CS20230722_SUBC_028028 L6b/CT ENT Glut27subclass
CS20230722_CLAS_03CS20230722_SUBC_036036 HPF CR Glut35subclass
CS20230722_CLAS_04CS20230722_SUBC_037037 DG Glut36subclass
CS20230722_CLAS_05CS20230722_SUBC_045045 OB-STR-CTX Inh IMN44subclass
...............
CS20230722_SUPT_1193CS20241021_0833833_Endo NN_1832cluster
CS20230722_SUPT_1194CS20241021_0840840_Microglia NN_1839cluster
CS20230722_SUPT_1195CS20241021_0845845_BAM NN_1844cluster
CS20230722_SUPT_1197CS20241021_0846846_DC NN_1845cluster
CS20230722_SUPT_1201CS20241021_0847847_T cells NN_4846cluster
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629 rows × 4 columns

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" + ], + "text/plain": [ + " label name \\\n", + "parent_term_label \n", + "CS20230722_CLAS_01 CS20230722_SUBC_001 001 CLA-EPd-CTX Car3 Glut \n", + "CS20230722_CLAS_02 CS20230722_SUBC_028 028 L6b/CT ENT Glut \n", + "CS20230722_CLAS_03 CS20230722_SUBC_036 036 HPF CR Glut \n", + "CS20230722_CLAS_04 CS20230722_SUBC_037 037 DG Glut \n", + "CS20230722_CLAS_05 CS20230722_SUBC_045 045 OB-STR-CTX Inh IMN \n", + "... ... ... \n", + "CS20230722_SUPT_1193 CS20241021_0833 833_Endo NN_1 \n", + "CS20230722_SUPT_1194 CS20241021_0840 840_Microglia NN_1 \n", + "CS20230722_SUPT_1195 CS20241021_0845 845_BAM NN_1 \n", + "CS20230722_SUPT_1197 CS20241021_0846 846_DC NN_1 \n", + "CS20230722_SUPT_1201 CS20241021_0847 847_T cells NN_4 \n", + "\n", + " term_order cluster_annotation_term_set_name \n", + "parent_term_label \n", + "CS20230722_CLAS_01 0 subclass \n", + "CS20230722_CLAS_02 27 subclass \n", + "CS20230722_CLAS_03 35 subclass \n", + "CS20230722_CLAS_04 36 subclass \n", + "CS20230722_CLAS_05 44 subclass \n", + "... ... ... \n", + "CS20230722_SUPT_1193 832 cluster \n", + "CS20230722_SUPT_1194 839 cluster \n", + "CS20230722_SUPT_1195 844 cluster \n", + "CS20230722_SUPT_1197 845 cluster \n", + "CS20230722_SUPT_1201 846 cluster \n", + "\n", + "[629 rows x 4 columns]" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "filtered = term[pd.notna(term['parent_term_label'])]\n", + "first_child = filtered.groupby('parent_term_label')[['label','name','term_order','cluster_annotation_term_set_name']].first()\n", + "first_child" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "139554a5", + "metadata": {}, + "outputs": [], + "source": [ + "term.set_index('label',inplace=True)\n", + "term.loc[first_child.index,'first_child_label'] = first_child['label']\n", + "term.loc[first_child.index,'first_child_term_set_name'] = first_child['cluster_annotation_term_set_name']\n", + "term.reset_index(inplace=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "bbfe5c98", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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labelnamecluster_annotation_term_set_labelparent_term_labelparent_term_set_labelterm_set_orderterm_ordercluster_annotation_term_set_namecolor_hex_tripletfirst_child_labelfirst_child_term_set_name
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13CS20230722_CLAS_0303 OB-CR GlutCCN20230722_CLASNaNNaN12class#D00000CS20230722_SUBC_036subclass
14CS20230722_CLAS_0404 DG-IMN GlutCCN20230722_CLASNaNNaN13class#16f2f2CS20230722_SUBC_037subclass
15CS20230722_CLAS_0505 OB-IMN GABACCN20230722_CLASNaNNaN14class#1b4332CS20230722_SUBC_045subclass
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" + ], + "text/plain": [ + " label name cluster_annotation_term_set_label \\\n", + "11 CS20230722_CLAS_01 01 IT-ET Glut CCN20230722_CLAS \n", + "12 CS20230722_CLAS_02 02 NP-CT-L6b Glut CCN20230722_CLAS \n", + "13 CS20230722_CLAS_03 03 OB-CR Glut CCN20230722_CLAS \n", + "14 CS20230722_CLAS_04 04 DG-IMN Glut CCN20230722_CLAS \n", + "15 CS20230722_CLAS_05 05 OB-IMN GABA CCN20230722_CLAS \n", + "\n", + " parent_term_label parent_term_set_label term_set_order term_order \\\n", + "11 NaN NaN 1 0 \n", + "12 NaN NaN 1 1 \n", + "13 NaN NaN 1 2 \n", + "14 NaN NaN 1 3 \n", + "15 NaN NaN 1 4 \n", + "\n", + " cluster_annotation_term_set_name color_hex_triplet first_child_label \\\n", + "11 class #FA0087 CS20230722_SUBC_001 \n", + "12 class #61e2a4 CS20230722_SUBC_028 \n", + "13 class #D00000 CS20230722_SUBC_036 \n", + "14 class #16f2f2 CS20230722_SUBC_037 \n", + "15 class #1b4332 CS20230722_SUBC_045 \n", + "\n", + " first_child_term_set_name \n", + "11 subclass \n", + "12 subclass \n", + "13 subclass \n", + "14 subclass \n", + "15 subclass " + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "term[pd.notna(term['first_child_label'])].head(5)" + ] + }, + { + "cell_type": "markdown", + "id": "8a5be5a0-35c7-4538-b735-2e66b2ce1d89", + "metadata": {}, + "source": [ + "Finally, we need to create an equivalent of the `cluster_to_cluster_annotation_membership_pivoted` for our dataset. Again we can join data from the `cluster` and `mapping` DataFrames to create an equivalent DataFrame for this after renaming columns and looping over the different levels." + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "0ce246b8-c1b2-46a0-a9bc-5e0b3e5da8f5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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cluster_aliasneurotransmitterclasssubclasssupertypecluster
01Glut01 IT-ET Glut001 CLA-EPd-CTX Car3 Glut0001 CLA-EPd-CTX Car3 Glut_11_CLA-EPd-CTX Car3 Glut_1
12Glut01 IT-ET Glut002 IT EP-CLA Glut0003 IT EP-CLA Glut_12_IT EP-CLA Glut_1
23Glut01 IT-ET Glut002 IT EP-CLA Glut0003 IT EP-CLA Glut_13_IT EP-CLA Glut_1
34Glut01 IT-ET Glut002 IT EP-CLA Glut0003 IT EP-CLA Glut_14_IT EP-CLA Glut_1
45Glut01 IT-ET Glut002 IT EP-CLA Glut0003 IT EP-CLA Glut_15_IT EP-CLA Glut_1
.....................
842843No-NT34 Immune334 Microglia NN1194 Microglia NN_1843_Microglia NN_1
843844No-NT34 Immune334 Microglia NN1194 Microglia NN_1844_Microglia NN_1
844845No-NT34 Immune335 BAM NN1195 BAM NN_1845_BAM NN_1
845846No-NT34 Immune337 DC NN1197 DC NN_1846_DC NN_1
846847No-NT34 Immune338 Lymphoid NN1201 T cells NN_4847_T cells NN_4
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847 rows × 6 columns

\n", + "
" + ], + "text/plain": [ + " cluster_alias neurotransmitter class subclass \\\n", + "0 1 Glut 01 IT-ET Glut 001 CLA-EPd-CTX Car3 Glut \n", + "1 2 Glut 01 IT-ET Glut 002 IT EP-CLA Glut \n", + "2 3 Glut 01 IT-ET Glut 002 IT EP-CLA Glut \n", + "3 4 Glut 01 IT-ET Glut 002 IT EP-CLA Glut \n", + "4 5 Glut 01 IT-ET Glut 002 IT EP-CLA Glut \n", + ".. ... ... ... ... \n", + "842 843 No-NT 34 Immune 334 Microglia NN \n", + "843 844 No-NT 34 Immune 334 Microglia NN \n", + "844 845 No-NT 34 Immune 335 BAM NN \n", + "845 846 No-NT 34 Immune 337 DC NN \n", + "846 847 No-NT 34 Immune 338 Lymphoid NN \n", + "\n", + " supertype cluster \n", + "0 0001 CLA-EPd-CTX Car3 Glut_1 1_CLA-EPd-CTX Car3 Glut_1 \n", + "1 0003 IT EP-CLA Glut_1 2_IT EP-CLA Glut_1 \n", + "2 0003 IT EP-CLA Glut_1 3_IT EP-CLA Glut_1 \n", + "3 0003 IT EP-CLA Glut_1 4_IT EP-CLA Glut_1 \n", + "4 0003 IT EP-CLA Glut_1 5_IT EP-CLA Glut_1 \n", + ".. ... ... \n", + "842 1194 Microglia NN_1 843_Microglia NN_1 \n", + "843 1194 Microglia NN_1 844_Microglia NN_1 \n", + "844 1195 BAM NN_1 845_BAM NN_1 \n", + "845 1197 DC NN_1 846_DC NN_1 \n", + "846 1201 T cells NN_4 847_T cells NN_4 \n", + "\n", + "[847 rows x 6 columns]" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cluster_to_cluster_annotation = pd.DataFrame()\n", + "cluster_to_cluster_annotation['cluster_alias'] = cluster['cluster_alias']\n", + "cluster_to_cluster_annotation['neurotransmitter'] = cluster['neurotransmitter_label']\n", + "for term_name in ['class', 'subclass', 'supertype']:\n", + " cluster_to_cluster_annotation[term_name] = mapping[\n", + " mapping['cluster_annotation_term_set_name'] == term_name\n", + " ]['cluster_annotation_term_name'].values\n", + "cluster_to_cluster_annotation['cluster'] = cluster['cluster_name']\n", + "cluster_to_cluster_annotation = cluster_to_cluster_annotation.sort_values(['class', 'subclass', 'supertype', 'cluster'])\n", + "cluster_to_cluster_annotation" + ] + }, + { + "cell_type": "markdown", + "id": "c19f2fe8-aceb-40b0-94bb-2cc1ab751997", + "metadata": {}, + "source": [ + "Now we can follow the same methodology as before." + ] + }, + { + "cell_type": "markdown", + "id": "54b2e9b1", + "metadata": {}, + "source": [ + "Create a lookup by name dataframes for each term set" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "e46b1340", + "metadata": {}, + "outputs": [], + "source": [ + "lookup = {}\n", + "for tag in term_sets['name']:\n", + " #print(tag)\n", + " pred = (term['cluster_annotation_term_set_name'] == tag)\n", + " filtered = term[pred].copy()\n", + " filtered.set_index('name', inplace=True)\n", + " lookup[tag] = filtered" + ] + }, + { + "cell_type": "markdown", + "id": "24fde774", + "metadata": {}, + "source": [ + "Helper functions to lookup an term attribut and format a cell in the html table" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "27828465", + "metadata": {}, + "outputs": [], + "source": [ + "def get_value(c, n, v) :\n", + " return lookup[c].loc[n][v]\n", + "\n", + "def format_cell (df,c,add_id=False,add_plus=False,add_minus=False) :\n", + "\n", + " divs = pd.DataFrame(index=df.index)\n", + " \n", + " pattern = '
'\n", + " divs['circle'] = [pattern % get_value(c,x,'color_hex_triplet') for x in df[c]]\n", + " \n", + " pattern = '
%s
'\n", + " divs['name'] = [pattern % x for x in df[c]]\n", + " \n", + " divs['id'] = ''\n", + " if add_id :\n", + " pattern = '
'\n", + " divs['id'] = [pattern % get_value(c,x,'label') for x in df[c]]\n", + " \n", + " divs['plus'] = ''\n", + " if add_plus :\n", + " pattern = '
[+]
'\n", + " divs['plus'] = [pattern % (get_value(c,x,'first_child_term_set_name'),\n", + " get_value(c,x,'first_child_label')) for x in df[c]]\n", + " \n", + " divs['minus'] = ''\n", + " if add_minus :\n", + " pattern = '
[-]
'\n", + " divs['minus'] = [pattern % (get_value(c,x,'cluster_annotation_term_set_name'),\n", + " get_value(c,x,'label')) for x in df[c]]\n", + " \n", + " cols = ['id','circle','name','plus','minus']\n", + " output = divs[cols].apply(lambda row: ''.join(row.values.astype(str)), axis=1)\n", + " return output\n" + ] + }, + { + "cell_type": "markdown", + "id": "4d68d33a", + "metadata": {}, + "source": [ + "Helper function to create html document" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "1cf1afdc", + "metadata": {}, + "outputs": [], + "source": [ + "def create_html(df, ts, file, title):\n", + " \n", + " # apply formatter to each term set\n", + " df_formatted = df.copy()\n", + " \n", + " for tag in term_sets['name'] :\n", + " if tag in df_formatted.columns :\n", + " \n", + " add_id = False\n", + " if tag == ts :\n", + " add_id = True\n", + " \n", + " add_plus = False\n", + " if tag == ts and tag not in ('cluster', 'neurotransmitter', 'division') :\n", + " add_plus = True\n", + " \n", + " add_minus = False\n", + " if tag != ts and tag not in ('neurotransmitter') :\n", + " add_minus = True\n", + " \n", + " df_formatted[tag] = format_cell(df,tag,add_id,add_plus,add_minus)\n", + " \n", + " \n", + " output = df_formatted.to_html(index=False, na_rep='',\n", + " render_links=True,escape=False,\n", + " classes=\"mystyle\")\n", + "\n", + " html_string = '''\n", + " \n", + " %s\n", + " \n", + " \n", + " {table}\n", + " \n", + " .\n", + " ''' % title\n", + "\n", + " # OUTPUT AN HTML FILE\n", + " with open(file, 'w') as f:\n", + " f.write(html_string.format(table=output))" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "f560131e", + "metadata": {}, + "outputs": [], + "source": [ + "# Write the data to the _static directory of the abc_atlas_access so that links work properly in the jupyter-book/sphinx page.\n", + "output_directory = os.path.join('../../_static', 'Zeng-Aging-Mouse-taxonomy', version)\n", + "os.makedirs(output_directory, exist_ok=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "e5668897", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "25\n" + ] + } + ], + "source": [ + "df_supertype = cluster_to_cluster_annotation[['class']].copy()\n", + "df_supertype.drop_duplicates(inplace=True)\n", + "\n", + "file = os.path.join(output_directory,'class.html')\n", + "title = 'Zeng-Aging-Mouse-taxonmy: cell type classes'\n", + "create_html(df_supertype, 'class',file, title)\n", + "print(len(df_supertype))" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "e7766814", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "172\n" + ] + } + ], + "source": [ + "df_supertype = cluster_to_cluster_annotation[['class','subclass']].copy()\n", + "df_supertype.drop_duplicates(inplace=True)\n", + "\n", + "file = os.path.join(output_directory,'subclass.html')\n", + "title = 'Zeng-Aging-Mouse-taxonmy: cell type subclasses'\n", + "create_html(df_supertype, 'subclass',file, title)\n", + "print(len(df_supertype))" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "74417b86", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "432\n" + ] + } + ], + "source": [ + "df_supertype = cluster_to_cluster_annotation[['class','subclass','supertype']].copy()\n", + "df_supertype.drop_duplicates(inplace=True)\n", + "\n", + "file = os.path.join(output_directory,'supertype.html')\n", + "title = 'Zeng-Aging-Mouse-taxonmy: cell type supertypes'\n", + "create_html(df_supertype, 'supertype',file, title)\n", + "print(len(df_supertype))" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "5040f7f2", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "847\n" + ] + } + ], + "source": [ + "df_supertype = cluster_to_cluster_annotation[['class','subclass','supertype','cluster','neurotransmitter']].copy()\n", + "df_supertype.drop_duplicates(inplace=True)\n", + "\n", + "file = os.path.join(output_directory,'cluster.html')\n", + "title = 'Zeng-Aging-Mouse-taxonmy: cell type clusters'\n", + "create_html(df_supertype,'cluster',file, title)\n", + "print(len(df_supertype))" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "bd36dd14", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "9\n" + ] + } + ], + "source": [ + "df_supertype = cluster_to_cluster_annotation[['neurotransmitter']].copy()\n", + "df_supertype.drop_duplicates(inplace=True)\n", + "\n", + "file = os.path.join(output_directory,'neurotransmitter.html')\n", + "title = 'Zeng-Aging-Mouse-taxonmy: neurotransmitter types'\n", + "create_html(df_supertype, 'neurotransmitter', file, title)\n", + "print(len(df_supertype))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "fc82e59c-94ac-4a4e-9ecf-067e1a458f61", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.10" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/docs/cluster_annotations/create_cluster_annotation_html.ipynb b/docs/cluster_annotations/create_cluster_annotation_html.ipynb index 8e9b317..ca7075e 100644 --- a/docs/cluster_annotations/create_cluster_annotation_html.ipynb +++ b/docs/cluster_annotations/create_cluster_annotation_html.ipynb @@ -29,16 +29,31 @@ "name": "stderr", "output_type": "stream", "text": [ - "/Users/chris.morrison/src/abc_atlas_access/src/abc_atlas_access/abc_atlas_cache/cloud_cache.py:622: OutdatedManifestWarning: You are loading releases/20230630/manifest.json. A more up to date version of the dataset -- releases/20231215/manifest.json -- exists online. To see the changes between the two versions of the dataset, run\n", - "type.compare_manifests('releases/20230630/manifest.json', 'releases/20231215/manifest.json')\n", - "To load another version of the dataset, run\n", - "type.load_manifest('releases/20231215/manifest.json')\n", + "/allen/aibs/informatics/chris.morrison/miniconda/envs/abc_atlas_access/lib/python3.11/site-packages/abc_atlas_access/abc_atlas_cache/cloud_cache.py:575: OutdatedManifestWarning: \n", + "\n", + "The manifest file you are loading is not the most up to date manifest file available for this dataset. The most up to data manifest file available for this dataset is \n", + "\n", + "releases/20241115/manifest.json\n", + "\n", + "To see the differences between these manifests,run\n", + "\n", + "type.compare_manifests('releases/20241115/manifest.json', 'releases/20231215/manifest.json')\n", + "\n", + "To see all of the manifest files currently downloaded onto your local system, run\n", + "\n", + "self.list_all_downloaded_manifests()\n", + "\n", + "If you just want to load the latest manifest, run\n", + "\n", + "self.load_latest_manifest()\n", + "\n", + "\n", " warnings.warn(msg, OutdatedManifestWarning)\n" ] } ], "source": [ - "version = '20230830'\n", + "version = '20231215'\n", "download_base = Path('../../../abc_download_root')\n", "abc_cache = AbcProjectCache.from_s3_cache(download_base)\n", "abc_cache.load_manifest(f'releases/{version}/manifest.json')" @@ -288,31 +303,121 @@ " neurotransmitter\n", " #0a9964\n", " \n", + " \n", + " 5\n", + " CS20230722_NEUR_Chol\n", + " Chol\n", + " CCN20230722_NEUR\n", + " NaN\n", + " NaN\n", + " 0\n", + " 5\n", + " neurotransmitter\n", + " #73E785\n", + " \n", + " \n", + " 6\n", + " CS20230722_NEUR_Hist\n", + " Hist\n", + " CCN20230722_NEUR\n", + " NaN\n", + " NaN\n", + " 0\n", + " 6\n", + " neurotransmitter\n", + " #ff7621\n", + " \n", + " \n", + " 7\n", + " CS20230722_NEUR_GABA-Glyc\n", + " GABA-Glyc\n", + " CCN20230722_NEUR\n", + " NaN\n", + " NaN\n", + " 0\n", + " 7\n", + " neurotransmitter\n", + " #820e57\n", + " \n", + " \n", + " 8\n", + " CS20230722_NEUR_Sero\n", + " Sero\n", + " CCN20230722_NEUR\n", + " NaN\n", + " NaN\n", + " 0\n", + " 8\n", + " neurotransmitter\n", + " #533691\n", + " \n", + " \n", + " 9\n", + " CS20230722_NEUR_Nora\n", + " Nora\n", + " CCN20230722_NEUR\n", + " NaN\n", + " NaN\n", + " 0\n", + " 9\n", + " neurotransmitter\n", + " #03EDFF\n", + " \n", + " \n", + " 6905\n", + " NaN\n", + " Other\n", + " NaN\n", + " NaN\n", + " NaN\n", + " 0\n", + " 9\n", + " neurotransmitter\n", + " #ebebeb\n", + " \n", " \n", "\n", "" ], "text/plain": [ - " label name cluster_annotation_term_set_label \\\n", - "0 CS20230722_NEUR_Glut Glut CCN20230722_NEUR \n", - "1 CS20230722_NEUR_NA NaN CCN20230722_NEUR \n", - "2 CS20230722_NEUR_GABA GABA CCN20230722_NEUR \n", - "3 CS20230722_NEUR_Dopa Dopa CCN20230722_NEUR \n", - "4 CS20230722_NEUR_Glut-GABA Glut-GABA CCN20230722_NEUR \n", + " label name cluster_annotation_term_set_label \\\n", + "0 CS20230722_NEUR_Glut Glut CCN20230722_NEUR \n", + "1 CS20230722_NEUR_NA NaN CCN20230722_NEUR \n", + "2 CS20230722_NEUR_GABA GABA CCN20230722_NEUR \n", + "3 CS20230722_NEUR_Dopa Dopa CCN20230722_NEUR \n", + "4 CS20230722_NEUR_Glut-GABA Glut-GABA CCN20230722_NEUR \n", + "5 CS20230722_NEUR_Chol Chol CCN20230722_NEUR \n", + "6 CS20230722_NEUR_Hist Hist CCN20230722_NEUR \n", + "7 CS20230722_NEUR_GABA-Glyc GABA-Glyc CCN20230722_NEUR \n", + "8 CS20230722_NEUR_Sero Sero CCN20230722_NEUR \n", + "9 CS20230722_NEUR_Nora Nora CCN20230722_NEUR \n", + "6905 NaN Other NaN \n", "\n", - " parent_term_label parent_term_set_label term_set_order term_order \\\n", - "0 NaN NaN 0 0 \n", - "1 NaN NaN 0 1 \n", - "2 NaN NaN 0 2 \n", - "3 NaN NaN 0 3 \n", - "4 NaN NaN 0 4 \n", + " parent_term_label parent_term_set_label term_set_order term_order \\\n", + "0 NaN NaN 0 0 \n", + "1 NaN NaN 0 1 \n", + "2 NaN NaN 0 2 \n", + "3 NaN NaN 0 3 \n", + "4 NaN NaN 0 4 \n", + "5 NaN NaN 0 5 \n", + "6 NaN NaN 0 6 \n", + "7 NaN NaN 0 7 \n", + "8 NaN NaN 0 8 \n", + "9 NaN NaN 0 9 \n", + "6905 NaN NaN 0 9 \n", "\n", - " cluster_annotation_term_set_name color_hex_triplet \n", - "0 neurotransmitter #2B93DF \n", - "1 neurotransmitter #666666 \n", - "2 neurotransmitter #FF3358 \n", - "3 neurotransmitter #fcf04b \n", - "4 neurotransmitter #0a9964 " + " cluster_annotation_term_set_name color_hex_triplet \n", + "0 neurotransmitter #2B93DF \n", + "1 neurotransmitter #666666 \n", + "2 neurotransmitter #FF3358 \n", + "3 neurotransmitter #fcf04b \n", + "4 neurotransmitter #0a9964 \n", + "5 neurotransmitter #73E785 \n", + "6 neurotransmitter #ff7621 \n", + "7 neurotransmitter #820e57 \n", + "8 neurotransmitter #533691 \n", + "9 neurotransmitter #03EDFF \n", + "6905 neurotransmitter #ebebeb " ] }, "execution_count": 5, @@ -321,7 +426,7 @@ } ], "source": [ - "term.head(5)" + "term[term['cluster_annotation_term_set_name'] == 'neurotransmitter']" ] }, { @@ -671,6 +776,13 @@ "id": "bb659473", "metadata": {}, "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "cluster_to_cluster_annotation_membership_pivoted.csv: 100%|██████████████████████████████████████| 531k/531k [00:00<00:00, 5.64MMB/s]\n" + ] + }, { "data": { "text/html": [ @@ -899,15 +1011,15 @@ "metadata": {}, "outputs": [], "source": [ - "def get_value( c, n, v ) :\n", + "def get_value(c, n, v) :\n", " return lookup[c].loc[n][v]\n", "\n", - "def format_cell (df,c,add_id=False,add_plus=False,add_minus=False) :\n", + "def format_cell(df, c, add_id=False, add_plus=False, add_minus=False) :\n", "\n", " divs = pd.DataFrame(index=df.index)\n", " \n", " pattern = '
'\n", - " divs['circle'] = [ pattern % get_value(c,x,'color_hex_triplet') for x in df[c] ]\n", + " divs['circle'] = [ pattern % get_value(c, x, 'color_hex_triplet') for x in df[c]]\n", " \n", " pattern = '
%s
'\n", " divs['name'] = [ pattern % x for x in df[c] ]\n", @@ -934,14 +1046,6 @@ " return output\n" ] }, - { - "cell_type": "markdown", - "id": "4d68d33a", - "metadata": {}, - "source": [ - "Helper function to create html document" - ] - }, { "cell_type": "code", "execution_count": 12, @@ -949,16 +1053,16 @@ "metadata": {}, "outputs": [], "source": [ - "def create_html (df,ts,file,title) :\n", + "def create_html(df, ts, file, title) :\n", " \n", " # apply formatter to each term set\n", " df_formatted = df.copy()\n", " \n", - " for tag in term_sets['name'] :\n", + " for tag in term_sets['name']:\n", " if tag in df_formatted.columns :\n", " \n", " add_id = False\n", - " if tag == ts :\n", + " if tag == ts:\n", " add_id = True\n", " \n", " add_plus = False\n", @@ -969,7 +1073,7 @@ " if tag != ts and tag not in ('neurotransmitter') :\n", " add_minus = True\n", " \n", - " df_formatted[tag] = format_cell(df,tag,add_id,add_plus,add_minus)\n", + " df_formatted[tag] = format_cell(df, tag, add_id, add_plus, add_minus)\n", " \n", " \n", " output = df_formatted.to_html(index=False, na_rep='',\n", @@ -991,6 +1095,14 @@ " f.write(html_string.format(table=output))" ] }, + { + "cell_type": "markdown", + "id": "4d68d33a", + "metadata": {}, + "source": [ + "Helper function to create html document" + ] + }, { "cell_type": "code", "execution_count": 13, @@ -1015,6 +1127,213 @@ "text": [ "34\n" ] + }, + { + "data": { + "text/html": [ + "
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281403 OB-CR Glut
137804 DG-IMN Glut
123805 OB-IMN GABA
63606 CTX-CGE GABA
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144915 HY Gnrh1 Glut
276716 HY MM Glut
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272123 P Glut
369124 MY Glut
496325 Pineal Glut
359326 P GABA
387727 MY GABA
398428 CB GABA
496429 CB Glut
508330 Astro-Epen
497531 OPC-Oligo
499632 OEC
500833 Vascular
502934 Immune
\n", + "
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classsubclass
12501 IT-ET Glut001 CLA-EPd-CTX Car3 Glut
11301 IT-ET Glut002 IT EP-CLA Glut
9401 IT-ET Glut003 L5/6 IT TPE-ENT Glut
9801 IT-ET Glut004 L6 IT CTX Glut
9501 IT-ET Glut005 L5 IT CTX Glut
.........
502934 Immune334 Microglia NN
501934 Immune335 BAM NN
502534 Immune336 Monocytes NN
502634 Immune337 DC NN
502434 Immune338 Lymphoid NN
\n", + "

338 rows × 2 columns

\n", + "
" + ], + "text/plain": [ + " class subclass\n", + "125 01 IT-ET Glut 001 CLA-EPd-CTX Car3 Glut\n", + "113 01 IT-ET Glut 002 IT EP-CLA Glut\n", + "94 01 IT-ET Glut 003 L5/6 IT TPE-ENT Glut\n", + "98 01 IT-ET Glut 004 L6 IT CTX Glut\n", + "95 01 IT-ET Glut 005 L5 IT CTX Glut\n", + "... ... ...\n", + "5029 34 Immune 334 Microglia NN\n", + "5019 34 Immune 335 BAM NN\n", + "5025 34 Immune 336 Monocytes NN\n", + "5026 34 Immune 337 DC NN\n", + "5024 34 Immune 338 Lymphoid NN\n", + "\n", + "[338 rows x 2 columns]" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" } ], "source": [ @@ -1048,7 +1475,8 @@ "file = os.path.join(output_directory,'subclass.html')\n", "title = 'WMB-taxonmy: cell type subclasses'\n", "create_html(df_supertype, 'subclass',file, title)\n", - "print(len(df_supertype))" + "print(len(df_supertype))\n", + "df_supertype" ] }, { @@ -1063,16 +1491,136 @@ "text": [ "1201\n" ] - } - ], - "source": [ - "df_supertype = df_sorted[['class','subclass','supertype']].copy()\n", - "df_supertype.drop_duplicates(inplace=True)\n", - "\n", + }, + { + "data": { + "text/html": [ + "
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12801 IT-ET Glut001 CLA-EPd-CTX Car3 Glut0002 CLA-EPd-CTX Car3 Glut_2
11301 IT-ET Glut002 IT EP-CLA Glut0003 IT EP-CLA Glut_1
11401 IT-ET Glut002 IT EP-CLA Glut0004 IT EP-CLA Glut_2
15401 IT-ET Glut002 IT EP-CLA Glut0005 IT EP-CLA Glut_3
............
502634 Immune337 DC NN1197 DC NN_1
502434 Immune338 Lymphoid NN1198 B cells NN_1
502134 Immune338 Lymphoid NN1199 ILC NN_2
502334 Immune338 Lymphoid NN1200 NK cells NN_3
502234 Immune338 Lymphoid NN1201 T cells NN_4
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" + ], + "text/plain": [ + " neurotransmitter\n", + "125 Glut\n", + "1351 Other\n", + "1238 GABA\n", + "1375 Dopa\n", + "1358 Glut-GABA\n", + "559 Chol\n", + "5035 Hist\n", + "2863 GABA-Glyc\n", + "2781 Sero\n", + "3813 Nora" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" } ], "source": [ @@ -1141,7 +1934,8 @@ "file = os.path.join(output_directory,'neurotransmitter.html')\n", "title = 'WMB-taxonmy: neurotransmitter types'\n", "create_html(df_supertype, 'neurotransmitter', file, title)\n", - "print(len(df_supertype))" + "print(len(df_supertype))\n", + "df_supertype" ] }, { @@ -1169,7 +1963,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.0" + "version": "3.11.10" } }, "nbformat": 4, diff --git a/docs/gene_lists/README.md b/docs/gene_lists/README.md index f3bbb59..46da553 100644 --- a/docs/gene_lists/README.md +++ b/docs/gene_lists/README.md @@ -1,6 +1,6 @@ # Gene lists -* [WMB-10X (32285 genes)](WMB-10X/gene_list.html) +* [WMB-10X and Zeng Aging Mouse (32285 genes)](WMB-10X/gene_list.html) * [WHB-10X (59357 genes)](WHB-10Xv3/gene_list.html) * [MERFISH-C57BL6J-638850 (500 genes)](MERFISH-C57BL6J-638850/gene_list.html) * [MERFISH-C57BL6J-638850-imputed (8460 genes)](MERFISH-C57BL6J-638850-imputed/gene_list.html) diff --git a/intro.md b/intro.md index 97c6ad7..123ec46 100644 --- a/intro.md +++ b/intro.md @@ -20,9 +20,11 @@ No account or login is required for access. ***The purpose of this repo is to provide an overview of the available data, how to download and use it through example use cases.*** -The spring 2024 public beta data release includes: +The Winter 2024 public beta data release includes: * **[Mouse whole-brain transcriptomic cell type atlas](descriptions/WMB_dataset.md) (Hongkui Zeng)** +* **[Aging Mouse transcriptomic cell type atlas](descriptions/Zeng_Aging_Mouse_dataset.md) + (Hongkui Zeng)** * **[A molecularly defined and spatially resolved cell atlas of the whole mouse brain](descriptions/Zhuang_dataset.md) (Xiaowei Zhuang)** * **[Human whole-brain transcriptomic cell type atlas](descriptions/WHB_dataset.md) @@ -58,6 +60,8 @@ notebook. the cell metadata. * **[Mouse whole-brain transcriptomic cell type atlas](descriptions/notebook_subtitle1.md) (Hongkui Zeng)** +* **[Aging Mouse transcriptomic cell type atlas](descriptions/Zeng_Aging_Mouse_notebooks.md) + (Hongkui Zeng)** * **[A molecularly defined and spatially resolved cell atlas of the whole mouse brain](descriptions/notebook_subtitle4.md) (Xiaowei Zhuang)** @@ -65,7 +69,16 @@ notebook. (Kimberly Siletti)** ## Release Notes -* **[ABC Sample ID update (version 20241115) ab_atlas_access (v0.3.0)]** +* **[Aging Mouse data (version 20241130), abc_atlas_access (v0.4.0)]** + * Add the Jin et al., aging mouse dataset. + * 1.2 million cells divided into adult and aged mouse cells. + * 847 cluster taxonomy with identified associations into the supertype and + above levels of the Whole Mouse Brain taxonomy. + * 2,449 age differential expression genes. + * Add aging mouse to create gene expression script. + * Update WMB cluster annotations to the latest version. + * Separate dependencies for notebooks and base, cache package. +* **[ABC Sample ID update (version 20241115) abc_atlas_access (v0.3.0)]** * Add abc_sample_id to cell_metadatas of the projects listed below. This allows users to use cell selections they've downloaded from the ABC Atlas visualization. @@ -74,14 +87,14 @@ notebook. * WMB-10X * Zhuang-ABCA-(1-4) * Added notebook showing how to use abc_sample_id. -* **[Summer 2024 Public Beta (version 20240831) ab_atlas_access (v0.2.0)]** +* **[Summer 2024 Public Beta (version 20240831) abc_atlas_access (v0.2.0)]** * Released ~8k imputed genes for the MERFISH-C57BL6J-638850 dataset. * Added new notebooks and pages for the imputed gene dataset. * Updated cache object for better compatibility across platforms. * Added automatic unittesting via GitHub Actions. * Modified cache to autodetect cache type (local or s3) for easier compatibility with CodeOcean/s3fs-fuse mounts. - * Simplified notebooks use of the cache. + * Simplified notebooks' use of the cache. * **[abc_atlas_access (v0.1.2)]** * Add matplotlib magic. * Fixed bugs in pathlib import in notebooks diff --git a/notebooks/10x_snRNASeq_tutorial_part_1.ipynb b/notebooks/10x_snRNASeq_tutorial_part_1.ipynb index 6562593..08c90eb 100644 --- a/notebooks/10x_snRNASeq_tutorial_part_1.ipynb +++ b/notebooks/10x_snRNASeq_tutorial_part_1.ipynb @@ -46,7 +46,7 @@ { "data": { "text/plain": [ - "'releases/20241115/manifest.json'" + "'releases/20241130/manifest.json'" ] }, "execution_count": 2, @@ -135,13 +135,13 @@ { "data": { "text/plain": [ - "[PosixPath('/allen/scratch/aibstemp/chris.morrison/src/data/abc_atlas/metadata/WMB-taxonomy/20231215/cluster.csv'),\n", - " PosixPath('/allen/scratch/aibstemp/chris.morrison/src/data/abc_atlas/metadata/WMB-taxonomy/20231215/cluster_annotation_term.csv'),\n", - " PosixPath('/allen/scratch/aibstemp/chris.morrison/src/data/abc_atlas/metadata/WMB-taxonomy/20231215/cluster_annotation_term_set.csv'),\n", - " PosixPath('/allen/scratch/aibstemp/chris.morrison/src/data/abc_atlas/metadata/WMB-taxonomy/20231215/views/cluster_annotation_term_with_counts.csv'),\n", - " PosixPath('/allen/scratch/aibstemp/chris.morrison/src/data/abc_atlas/metadata/WMB-taxonomy/20231215/cluster_to_cluster_annotation_membership.csv'),\n", - " PosixPath('/allen/scratch/aibstemp/chris.morrison/src/data/abc_atlas/metadata/WMB-taxonomy/20231215/views/cluster_to_cluster_annotation_membership_color.csv'),\n", - " PosixPath('/allen/scratch/aibstemp/chris.morrison/src/data/abc_atlas/metadata/WMB-taxonomy/20231215/views/cluster_to_cluster_annotation_membership_pivoted.csv')]" + "[PosixPath('/Users/chris.morrison/src/data/abc_atlas/metadata/WMB-taxonomy/20231215/cluster.csv'),\n", + " PosixPath('/Users/chris.morrison/src/data/abc_atlas/metadata/WMB-taxonomy/20231215/cluster_annotation_term.csv'),\n", + " PosixPath('/Users/chris.morrison/src/data/abc_atlas/metadata/WMB-taxonomy/20231215/cluster_annotation_term_set.csv'),\n", + " PosixPath('/Users/chris.morrison/src/data/abc_atlas/metadata/WMB-taxonomy/20231215/views/cluster_annotation_term_with_counts.csv'),\n", + " PosixPath('/Users/chris.morrison/src/data/abc_atlas/metadata/WMB-taxonomy/20231215/cluster_to_cluster_annotation_membership.csv'),\n", + " PosixPath('/Users/chris.morrison/src/data/abc_atlas/metadata/WMB-taxonomy/20231215/views/cluster_to_cluster_annotation_membership_color.csv'),\n", + " PosixPath('/Users/chris.morrison/src/data/abc_atlas/metadata/WMB-taxonomy/20231215/views/cluster_to_cluster_annotation_membership_pivoted.csv')]" ] }, "execution_count": 5, @@ -214,7 +214,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "cell_metadata.csv: 100%|█████████████████████████████████████████████████████████████████████| 1.01G/1.01G [00:38<00:00, 26.0MMB/s]\n" + "cell_metadata.csv: 100%|████████████████████████████████████████████████████████████████████████████████| 1.01G/1.01G [00:37<00:00, 26.8MMB/s]\n" ] }, { @@ -832,7 +832,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "region_of_interest_metadata.csv: 100%|███████████████████████████████████████████████████████| 1.40k/1.40k [00:00<00:00, 23.7kMB/s]\n" + "region_of_interest_metadata.csv: 100%|██████████████████████████████████████████████████████████████████| 1.40k/1.40k [00:00<00:00, 18.1kMB/s]\n" ] }, { @@ -1810,14 +1810,14 @@ "name": "stderr", "output_type": "stream", "text": [ - "WMB-10Xv2-TH-log2.h5ad: 100%|████████████████████████████████████████████████████████████████| 4.04G/4.04G [02:35<00:00, 25.9MMB/s]" + "WMB-10Xv2-TH-log2.h5ad: 100%|███████████████████████████████████████████████████████████████████████████| 4.04G/4.04G [02:22<00:00, 28.3MMB/s]" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "/allen/scratch/aibstemp/chris.morrison/src/data/abc_atlas/expression_matrices/WMB-10Xv2/20230630/WMB-10Xv2-TH-log2.h5ad\n" + "/Users/chris.morrison/src/data/abc_atlas/expression_matrices/WMB-10Xv2/20230630/WMB-10Xv2-TH-log2.h5ad\n" ] }, { @@ -1850,7 +1850,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "AnnData object with n_obs × n_vars = 131212 × 32285 backed at '/allen/scratch/aibstemp/chris.morrison/src/data/abc_atlas/expression_matrices/WMB-10Xv2/20230630/WMB-10Xv2-TH-log2.h5ad'\n", + "AnnData object with n_obs × n_vars = 131212 × 32285 backed at '/Users/chris.morrison/src/data/abc_atlas/expression_matrices/WMB-10Xv2/20230630/WMB-10Xv2-TH-log2.h5ad'\n", " obs: 'cell_barcode', 'library_label', 'anatomical_division_label'\n", " var: 'gene_symbol'\n", " uns: 'normalization', 'parent', 'parent_layer', 'parent_rows'\n" @@ -2095,7 +2095,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "time taken: 3.9703891139999996\n", + "time taken: 3.4611289999999997\n", "AnnData object with n_obs × n_vars = 131212 × 10\n", " obs: 'cell_barcode', 'library_label', 'anatomical_division_label'\n", " var: 'gene_symbol'\n", @@ -2246,7 +2246,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "/tmp/ipykernel_5015/199257058.py:4: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n", + "/var/folders/kc/7glrmt5n67x16yj_tg86t49c0000gp/T/ipykernel_59021/199257058.py:4: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n", " grouped = grouped.sort_values(by=gnames[0], ascending=False)\n" ] }, @@ -2283,7 +2283,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "/tmp/ipykernel_5015/199257058.py:4: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n", + "/var/folders/kc/7glrmt5n67x16yj_tg86t49c0000gp/T/ipykernel_59021/199257058.py:4: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n", " grouped = grouped.sort_values(by=gnames[0], ascending=False)\n" ] }, @@ -2320,7 +2320,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "/tmp/ipykernel_5015/199257058.py:4: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n", + "/var/folders/kc/7glrmt5n67x16yj_tg86t49c0000gp/T/ipykernel_59021/199257058.py:4: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n", " grouped = grouped.sort_values(by=gnames[0], ascending=False)\n" ] }, @@ -2357,7 +2357,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "/tmp/ipykernel_5015/199257058.py:4: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n", + "/var/folders/kc/7glrmt5n67x16yj_tg86t49c0000gp/T/ipykernel_59021/199257058.py:4: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n", " grouped = grouped.sort_values(by=gnames[0], ascending=False)\n" ] }, @@ -2419,7 +2419,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.10" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/notebooks/10x_snRNASeq_tutorial_part_2a.ipynb b/notebooks/10x_snRNASeq_tutorial_part_2a.ipynb index 316be54..b4210e4 100644 --- a/notebooks/10x_snRNASeq_tutorial_part_2a.ipynb +++ b/notebooks/10x_snRNASeq_tutorial_part_2a.ipynb @@ -45,7 +45,7 @@ { "data": { "text/plain": [ - "'releases/20241115/manifest.json'" + "'releases/20241130/manifest.json'" ] }, "execution_count": 2, @@ -302,7 +302,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "/allen/scratch/aibstemp/chris.morrison/src/data/abc_atlas/expression_matrices/WMB-10XMulti/20230830/WMB-10XMulti-log2.h5ad\n" + "/Users/chris.morrison/src/data/abc_atlas/expression_matrices/WMB-10XMulti/20230830/WMB-10XMulti-log2.h5ad\n" ] } ], @@ -438,7 +438,7 @@ "output_type": "stream", "text": [ "WMB-10XMulti\n", - " - time taken: 0.1917191869999968\n", + " - time taken: 0.14998999999999896\n", "WMB-10Xv2-CTXsp\n" ] }, @@ -446,14 +446,14 @@ "name": "stderr", "output_type": "stream", "text": [ - "WMB-10Xv2-CTXsp-log2.h5ad: 100%|█████████████████████████████████████████████████████████████| 1.74G/1.74G [01:06<00:00, 26.4MMB/s]\n" + "WMB-10Xv2-CTXsp-log2.h5ad: 100%|████████████████████████████████████████████████████████████████████████| 1.74G/1.74G [01:01<00:00, 28.3MMB/s]\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - " - time taken: 2.700235495000001\n", + " - time taken: 2.0309760000000026\n", "WMB-10Xv2-HPF\n" ] }, @@ -461,15 +461,15 @@ "name": "stderr", "output_type": "stream", "text": [ - "WMB-10Xv2-HPF-log2.h5ad: 100%|███████████████████████████████████████████████████████████████| 6.10G/6.10G [03:40<00:00, 27.7MMB/s]\n" + "WMB-10Xv2-HPF-log2.h5ad: 100%|██████████████████████████████████████████████████████████████████████████| 6.10G/6.10G [03:46<00:00, 26.9MMB/s]\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - " - time taken: 9.575340357000002\n", - "total time taken: 92.364425141\n" + " - time taken: 8.495839999999987\n", + "total time taken: 129.784312\n" ] } ], @@ -554,7 +554,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.10" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/notebooks/10x_snRNASeq_tutorial_part_2b.ipynb b/notebooks/10x_snRNASeq_tutorial_part_2b.ipynb index deb67a8..9e4f8e5 100644 --- a/notebooks/10x_snRNASeq_tutorial_part_2b.ipynb +++ b/notebooks/10x_snRNASeq_tutorial_part_2b.ipynb @@ -43,7 +43,7 @@ { "data": { "text/plain": [ - "'releases/20241115/manifest.json'" + "'releases/20241130/manifest.json'" ] }, "execution_count": 2, @@ -74,8 +74,8 @@ "name": "stderr", "output_type": "stream", "text": [ - "cell_metadata_with_cluster_annotation.csv: 100%|█████████████████████████████████████████████| 1.39G/1.39G [00:52<00:00, 26.3MMB/s]\n", - "/allen/aibs/informatics/chris.morrison/miniconda/envs/abc_atlas_access/lib/python3.11/site-packages/abc_atlas_access/abc_atlas_cache/abc_project_cache.py:429: DtypeWarning: Columns (16) have mixed types. Specify dtype option on import or set low_memory=False.\n", + "cell_metadata_with_cluster_annotation.csv: 100%|████████████████████████████████████████████████████████| 1.39G/1.39G [00:50<00:00, 27.5MMB/s]\n", + "/Users/chris.morrison/src/miniconda3/envs/abc_atlas_access/lib/python3.12/site-packages/abc_atlas_access/abc_atlas_cache/abc_project_cache.py:429: DtypeWarning: Columns (16) have mixed types. Specify dtype option on import or set low_memory=False.\n", " return pd.read_csv(path, **kwargs)\n" ] } @@ -101,7 +101,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "example_genes_all_cells_expression.csv: 100%|██████████████████████████████████████████████████| 318M/318M [00:13<00:00, 24.4MMB/s]\n" + "example_genes_all_cells_expression.csv: 100%|█████████████████████████████████████████████████████████████| 318M/318M [00:10<00:00, 29.7MMB/s]\n" ] } ], @@ -571,7 +571,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.10" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/notebooks/WHB-10x_snRNASeq_tutorial_part_1.ipynb b/notebooks/WHB-10x_snRNASeq_tutorial_part_1.ipynb index 240332a..6ce3a1d 100644 --- a/notebooks/WHB-10x_snRNASeq_tutorial_part_1.ipynb +++ b/notebooks/WHB-10x_snRNASeq_tutorial_part_1.ipynb @@ -47,7 +47,7 @@ { "data": { "text/plain": [ - "'releases/20241115/manifest.json'" + "'releases/20241130/manifest.json'" ] }, "execution_count": 2, @@ -136,13 +136,6 @@ "execution_count": 5, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "cell_metadata.csv: 100%|███████████████████████████████████████████████████████████████████████| 830M/830M [00:42<00:00, 19.7MMB/s]\n" - ] - }, { "name": "stdout", "output_type": "stream", @@ -653,7 +646,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "region_of_interest_structure_map.csv: 100%|██████████████████████████████████████████████████| 8.82k/8.82k [00:00<00:00, 90.7kMB/s]\n" + "region_of_interest_structure_map.csv: 100%|██████████████████████████████████████████████████████████████| 8.82k/8.82k [00:00<00:00, 118kMB/s]\n" ] }, { @@ -1350,7 +1343,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.10" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/notebooks/WHB-10x_snRNASeq_tutorial_part_2.ipynb b/notebooks/WHB-10x_snRNASeq_tutorial_part_2.ipynb index 370358d..221296e 100644 --- a/notebooks/WHB-10x_snRNASeq_tutorial_part_2.ipynb +++ b/notebooks/WHB-10x_snRNASeq_tutorial_part_2.ipynb @@ -43,7 +43,7 @@ { "data": { "text/plain": [ - "'releases/20241115/manifest.json'" + "'releases/20241130/manifest.json'" ] }, "execution_count": 2, @@ -440,13 +440,6 @@ "execution_count": 5, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "gene.csv: 100%|██████████████████████████████████████████████████████████████████████████████| 4.23M/4.23M [00:00<00:00, 17.1MMB/s]" - ] - }, { "name": "stdout", "output_type": "stream", @@ -454,13 +447,6 @@ "Number of genes = 59357\n" ] }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\n" - ] - }, { "data": { "text/html": [ @@ -576,7 +562,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "example_genes_all_cells_expression.csv: 100%|██████████████████████████████████████████████████| 233M/233M [00:18<00:00, 12.9MMB/s]\n" + "example_genes_all_cells_expression.csv: 100%|████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 233M/233M [00:09<00:00, 24.5MMB/s]\n" ] }, { @@ -1085,7 +1071,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.10" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/notebooks/WHB_cluster_annotation_tutorial.ipynb b/notebooks/WHB_cluster_annotation_tutorial.ipynb index 8a18da8..f0ab631 100644 --- a/notebooks/WHB_cluster_annotation_tutorial.ipynb +++ b/notebooks/WHB_cluster_annotation_tutorial.ipynb @@ -44,7 +44,7 @@ { "data": { "text/plain": [ - "'releases/20241115/manifest.json'" + "'releases/20241130/manifest.json'" ] }, "execution_count": 2, @@ -108,7 +108,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "cluster.csv: 100%|████████████████████████████████████████████████████████████████████████████| 84.8k/84.8k [00:00<00:00, 568kMB/s]" + "cluster.csv: 100%|███████████████████████████████████████████████████████████████████████████████████████| 84.8k/84.8k [00:00<00:00, 416kMB/s]" ] }, { @@ -268,7 +268,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "cluster_annotation_term_set.csv: 100%|███████████████████████████████████████████████████████| 1.33k/1.33k [00:00<00:00, 23.0kMB/s]\n" + "cluster_annotation_term_set.csv: 100%|██████████████████████████████████████████████████████████████████| 1.33k/1.33k [00:00<00:00, 14.8kMB/s]\n" ] }, { @@ -414,7 +414,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "cluster_annotation_term.csv: 100%|█████████████████████████████████████████████████████████████| 547k/547k [00:00<00:00, 4.19MMB/s]\n" + "cluster_annotation_term.csv: 100%|████████████████████████████████████████████████████████████████████████| 547k/547k [00:00<00:00, 2.12MMB/s]\n" ] }, { @@ -669,7 +669,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "cluster_to_cluster_annotation_membership.csv: 100%|██████████████████████████████████████████| 1.02M/1.02M [00:00<00:00, 5.60MMB/s]\n" + "cluster_to_cluster_annotation_membership.csv: 100%|█████████████████████████████████████████████████████| 1.02M/1.02M [00:00<00:00, 3.70MMB/s]\n" ] }, { @@ -1525,7 +1525,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "/tmp/ipykernel_7193/1772253940.py:9: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n", + "/var/folders/kc/7glrmt5n67x16yj_tg86t49c0000gp/T/ipykernel_59765/1772253940.py:9: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n", " ax.barh(AxB.index, AxB[col], left=bottom, label=col[1], color=B_colors[i])\n" ] }, @@ -1629,7 +1629,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.10" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/notebooks/Zeng_Aging_Mouse_10x_snRNASeq_tutorial.ipynb b/notebooks/Zeng_Aging_Mouse_10x_snRNASeq_tutorial.ipynb new file mode 100644 index 0000000..c67d639 --- /dev/null +++ b/notebooks/Zeng_Aging_Mouse_10x_snRNASeq_tutorial.ipynb @@ -0,0 +1,2064 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Mouse Aging 10X RNA-seq gene expression \n", + "\n", + "In this notebook we'll explore some gene expressions and combine them with the cell metadata we showed in the previous [clustering analysis tutorial](https://alleninstitute.github.io/abc_atlas_access/notebooks/Zeng_Aging_Mouse_clustering_analysis_and_annotation.html).\n", + "\n", + "You need to be either connected to the internet or connected to a cache that has the aging data downloaded already and have already downloaded the example data via the getting started notebook to run this notebook. " + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import numpy as np\n", + "import anndata\n", + "from pathlib import Path\n", + "import matplotlib.pyplot as plt\n", + "import matplotlib.colors as colors\n", + "from typing import Optional, Tuple\n", + "\n", + "from abc_atlas_access.abc_atlas_cache.abc_project_cache import AbcProjectCache" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We will interact with the data using the **AbcProjectCache**. This cache object tracks which data has been downloaded and serves the path to the requested data on disk. For metadata, the cache can also directly serve up a Pandas Dataframe. See the [``getting_started``](https://alleninstitute.github.io/abc_atlas_access/notebooks/getting_started.html) notebook for more details on using the cache including installing it if it has not already been. \n", + "\n", + "**Change the download_base variable to where you have downloaded the data in your system.** " + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'releases/20241130/manifest.json'" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "download_base = Path('../../data/abc_atlas')\n", + "abc_cache = AbcProjectCache.from_cache_dir(download_base)\n", + "\n", + "abc_cache.current_manifest" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Create the expanded cell metadata as was done previously in the [cluster annotation tutorial](https://alleninstitute.github.io/abc_atlas_access/notebooks/Zeng_Aging_Mouse_clustering_analysis_and_annotation.html). " + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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5 rows × 60 columns

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" + ], + "text/plain": [ + " cell_barcode gene_count umi_count \\\n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 GCCTGTTGTGAATTAG 6777 37834.0 \n", + "TCCGAAAGTGAAGCGT-761_A04 TCCGAAAGTGAAGCGT 3396 9585.0 \n", + "TTACCATGTCGTGGTC-327_A06 TTACCATGTCGTGGTC 4294 10527.0 \n", + "ACGGGTCGTACGAGCA-385_D06 ACGGGTCGTACGAGCA 2943 6957.0 \n", + "CTTAGGATCTGTCCCA-301_B04 CTTAGGATCTGTCCCA 7907 47406.0 \n", + "\n", + " doublet_score x y cluster_alias \\\n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 0.200000 -1.185296 1.881103 278 \n", + "TCCGAAAGTGAAGCGT-761_A04 0.030303 14.007499 -0.220336 817 \n", + "TTACCATGTCGTGGTC-327_A06 0.020000 6.550781 -1.378886 804 \n", + "ACGGGTCGTACGAGCA-385_D06 0.000000 13.650183 0.289086 817 \n", + "CTTAGGATCTGTCCCA-301_B04 0.037037 6.583878 -10.639808 152 \n", + "\n", + " cell_in_wmb_study wmb_cluster_alias \\\n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 True 1079 \n", + "TCCGAAAGTGAAGCGT-761_A04 False \n", + "TTACCATGTCGTGGTC-327_A06 False \n", + "ACGGGTCGTACGAGCA-385_D06 False \n", + "CTTAGGATCTGTCCCA-301_B04 False \n", + "\n", + " library_label ... proportion_adult_cells \\\n", + "cell_label ... \n", + "GCCTGTTGTGAATTAG-135_B01 L8TX_190716_01_D07 ... 0.577949 \n", + "TCCGAAAGTGAAGCGT-761_A04 L8TX_210805_01_H01 ... 0.454494 \n", + "TTACCATGTCGTGGTC-327_A06 L8TX_200813_01_H10 ... 0.370570 \n", + "ACGGGTCGTACGAGCA-385_D06 L8TX_201008_01_A12 ... 0.454494 \n", + "CTTAGGATCTGTCCCA-301_B04 L8TX_200723_01_B10 ... 0.403409 \n", + "\n", + " proportion_aged_cells odds_ratio log2_odds_ratio \\\n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 0.422051 1.013716 0.019653 \n", + "TCCGAAAGTGAAGCGT-761_A04 0.545506 1.046448 0.065500 \n", + "TTACCATGTCGTGGTC-327_A06 0.629430 1.741208 0.800089 \n", + "ACGGGTCGTACGAGCA-385_D06 0.545506 1.046448 0.065500 \n", + "CTTAGGATCTGTCCCA-301_B04 0.596591 0.587232 -0.767999 \n", + "\n", + " cluster_age_bias max_region_of_interest_color \\\n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 unassigned #80CDF8 \n", + "TCCGAAAGTGAAGCGT-761_A04 unassigned #8599CC \n", + "TTACCATGTCGTGGTC-327_A06 unassigned #80C0E2 \n", + "ACGGGTCGTACGAGCA-385_D06 unassigned #8599CC \n", + "CTTAGGATCTGTCCCA-301_B04 unassigned #72D569 \n", + "\n", + " cluster_age_bias_color \\\n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 #DADEDF \n", + "TCCGAAAGTGAAGCGT-761_A04 #DADEDF \n", + "TTACCATGTCGTGGTC-327_A06 #DADEDF \n", + "ACGGGTCGTACGAGCA-385_D06 #DADEDF \n", + "CTTAGGATCTGTCCCA-301_B04 #DADEDF \n", + "\n", + " neurotransmitter_combined_label \\\n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 GABA \n", + "TCCGAAAGTGAAGCGT-761_A04 No-NT \n", + "TTACCATGTCGTGGTC-327_A06 No-NT \n", + "ACGGGTCGTACGAGCA-385_D06 No-NT \n", + "CTTAGGATCTGTCCCA-301_B04 Glut \n", + "\n", + " neurotransmitter_label neurotransmitter_color \n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 GABA #FF3358 \n", + "TCCGAAAGTGAAGCGT-761_A04 No-NT #666666 \n", + "TTACCATGTCGTGGTC-327_A06 No-NT #666666 \n", + "ACGGGTCGTACGAGCA-385_D06 No-NT #666666 \n", + "CTTAGGATCTGTCCCA-301_B04 Glut #2B93DF \n", + "\n", + "[5 rows x 60 columns]" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Load the cell metadata.\n", + "cell = abc_cache.get_metadata_dataframe(\n", + " directory='Zeng-Aging-Mouse-10Xv3',\n", + " file_name='cell_metadata',\n", + " dtype={'cell_label': str,\n", + " 'wmb_cluster_alias': 'Int64'}\n", + ")\n", + "cell.set_index('cell_label', inplace=True)\n", + "\n", + "cell_colors = abc_cache.get_metadata_dataframe(\n", + " directory='Zeng-Aging-Mouse-10Xv3',\n", + " file_name='cell_annotation_colors'\n", + ").set_index('cell_label')\n", + "\n", + "cluster_info = abc_cache.get_metadata_dataframe(\n", + " directory='Zeng-Aging-Mouse-10Xv3',\n", + " file_name='cluster'\n", + ").set_index('cluster_alias')\n", + "\n", + "cell_cluster_mapping = abc_cache.get_metadata_dataframe(\n", + " directory='Zeng-Aging-Mouse-WMB-taxonomy',\n", + " file_name='cell_cluster_mapping_annotations'\n", + ").set_index('cell_label')\n", + "cell_cluster_mapping.head()\n", + "\n", + "# Join on the cell_label index.\n", + "cell_extended = cell.join(cell_cluster_mapping, rsuffix='_cl_map')\n", + "cell_extended = cell_extended.join(cell_colors, rsuffix='_cl_colors')\n", + "# Join the cluster information in by joining on the Aging dataset's cluster_alias column.\n", + "cell_extended = cell_extended.join(cluster_info, on='cluster_alias', rsuffix='_cl_info')\n", + "\n", + "# Quick run through to drop duplicated columns\n", + "drop_cols = []\n", + "for col in cell_extended.columns:\n", + " if col.endswith(('_cl_map', '_cl_colors', '_cl_info')):\n", + " drop_cols.append(col)\n", + "cell_extended.drop(columns=drop_cols, inplace=True)\n", + "\n", + "# The dataset is sorted on cell_label by default, this causes some plotting weirdness\n", + "# due to all \"adult\" cells being first in the order. Below we scrabble the DataFrame\n", + "# to better reproduce plots from the paper.\n", + "cell_extended = cell_extended.sample(frac=1, random_state=12345)\n", + "\n", + "del cell\n", + "del cell_colors\n", + "del cell_cluster_mapping\n", + "del cluster_info\n", + "\n", + "cell_extended.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Single cell transcriptomes \n", + "\n", + "The ~1.2 million cell dataset of Aging Mouse is contained in one gene expression matrix for each of the raw and log2 normalized data. Each matrix file is formatted as an annadata, h5ad file with minimal metadata. \n", + "\n", + "Below we show some interactions with data from the 10X expression matrices in the Aging Mouse dataset. For a deeper dive into how to access specific gene data from the expression matrices, se the [``general_acessing_10x_snRNASeq_tutorial.ipynb``](https://alleninstitute.github.io/abc_atlas_access/notebooks/general_accessing_10x_snRNASeq_tutorial.html) notebook. Below we will use precomputed metadata from these matrices to look at gene expression both in relation to different neurotransmitters and locations across the brain. \n", + "\n", + "First, we list the available metadata in the Zeng-Aging-Mouse-10Xv3 dataset again. The file we will be using in this part of the tutorial is the ``example_genes_all_cells_expression`` table. We will load the genes from the WMB-10X dataset as the genes for the aging data are identical.\n", + "\n", + "The table below holds metadata for all genes sequenced in the dataset." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of genes = 32285\n" + ] + }, + { + "data": { + "text/html": [ + "
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gene_symbolnamemapped_ncbi_identifiercomment
gene_identifier
ENSMUSG00000051951Xkr4X-linked Kx blood group related 4NCBIGene:497097NaN
ENSMUSG00000089699Gm1992predicted gene 1992NaNNaN
ENSMUSG00000102331Gm19938predicted gene, 19938NaNNaN
ENSMUSG00000102343Gm37381predicted gene, 37381NaNNaN
ENSMUSG00000025900Rp1retinitis pigmentosa 1 (human)NCBIGene:19888NaN
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" + ], + "text/plain": [ + " gene_symbol name \\\n", + "gene_identifier \n", + "ENSMUSG00000051951 Xkr4 X-linked Kx blood group related 4 \n", + "ENSMUSG00000089699 Gm1992 predicted gene 1992 \n", + "ENSMUSG00000102331 Gm19938 predicted gene, 19938 \n", + "ENSMUSG00000102343 Gm37381 predicted gene, 37381 \n", + "ENSMUSG00000025900 Rp1 retinitis pigmentosa 1 (human) \n", + "\n", + " mapped_ncbi_identifier comment \n", + "gene_identifier \n", + "ENSMUSG00000051951 NCBIGene:497097 NaN \n", + "ENSMUSG00000089699 NaN NaN \n", + "ENSMUSG00000102331 NaN NaN \n", + "ENSMUSG00000102343 NaN NaN \n", + "ENSMUSG00000025900 NCBIGene:19888 NaN " + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "gene = abc_cache.get_metadata_dataframe(directory='WMB-10X', file_name='gene').set_index('gene_identifier')\n", + "print(\"Number of genes = \", len(gene))\n", + "gene.head(5)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We'll skip accessing these data from the expression matrices specifically for now, however, users can learn how to access specific genes from the released expression matrices in the[``general_acessing_10x_snRNASeq_tutorial.ipynb``](https://alleninstitute.github.io/abc_atlas_access/notebooks/general_accessing_10x_snRNASeq_tutorial.html) notebook. \n", + "\n", + "The precomputed table below contains expressions for the genes Slc17a7, Slc17a6, Slc17a8, Slc32a1, Slc6a5, Slc6a3, Slc6a4, and 'Tac2 for all cells across the Aging Mouse dataset. We then join this with our previously created cell_extended pandas DataFrame from this tutorial. " + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "gene_names = ['Slc17a7', 'Slc17a6', 'Slc17a8', 'Slc32a1', 'Slc6a5', 'Slc6a3', 'Slc6a4', 'Tac2']\n", + "example_genes = abc_cache.get_metadata_dataframe(\n", + " directory='Zeng-Aging-Mouse-10Xv3',\n", + " file_name='example_genes_all_cells_expression'\n", + ").set_index('cell_label')" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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cell_barcodegene_countumi_countdoublet_scorexycluster_aliascell_in_wmb_studywmb_cluster_aliaslibrary_label...neurotransmitter_labelneurotransmitter_colorSlc32a1Slc17a7Slc6a5Slc17a6Slc17a8Tac2Slc6a4Slc6a3
cell_label
GCCTGTTGTGAATTAG-135_B01GCCTGTTGTGAATTAG677737834.00.200000-1.1852961.881103278True1079L8TX_190716_01_D07...GABA#FF33587.9001500.0000000.00.0000000.00.00.00.0
TCCGAAAGTGAAGCGT-761_A04TCCGAAAGTGAAGCGT33969585.00.03030314.007499-0.220336817False<NA>L8TX_210805_01_H01...No-NT#6666660.0000000.0000000.00.0000000.00.00.00.0
TTACCATGTCGTGGTC-327_A06TTACCATGTCGTGGTC429410527.00.0200006.550781-1.378886804False<NA>L8TX_200813_01_H10...No-NT#6666660.0000000.0000000.00.0000000.00.00.00.0
ACGGGTCGTACGAGCA-385_D06ACGGGTCGTACGAGCA29436957.00.00000013.6501830.289086817False<NA>L8TX_201008_01_A12...No-NT#6666660.0000000.0000000.00.0000000.00.00.00.0
CTTAGGATCTGTCCCA-301_B04CTTAGGATCTGTCCCA790747406.00.0370376.583878-10.639808152False<NA>L8TX_200723_01_B10...Glut#2B93DF4.4656078.7943570.07.8644220.00.00.00.0
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" + ], + "text/plain": [ + " cell_barcode gene_count umi_count \\\n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 GCCTGTTGTGAATTAG 6777 37834.0 \n", + "TCCGAAAGTGAAGCGT-761_A04 TCCGAAAGTGAAGCGT 3396 9585.0 \n", + "TTACCATGTCGTGGTC-327_A06 TTACCATGTCGTGGTC 4294 10527.0 \n", + "ACGGGTCGTACGAGCA-385_D06 ACGGGTCGTACGAGCA 2943 6957.0 \n", + "CTTAGGATCTGTCCCA-301_B04 CTTAGGATCTGTCCCA 7907 47406.0 \n", + "\n", + " doublet_score x y cluster_alias \\\n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 0.200000 -1.185296 1.881103 278 \n", + "TCCGAAAGTGAAGCGT-761_A04 0.030303 14.007499 -0.220336 817 \n", + "TTACCATGTCGTGGTC-327_A06 0.020000 6.550781 -1.378886 804 \n", + "ACGGGTCGTACGAGCA-385_D06 0.000000 13.650183 0.289086 817 \n", + "CTTAGGATCTGTCCCA-301_B04 0.037037 6.583878 -10.639808 152 \n", + "\n", + " cell_in_wmb_study wmb_cluster_alias \\\n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 True 1079 \n", + "TCCGAAAGTGAAGCGT-761_A04 False \n", + "TTACCATGTCGTGGTC-327_A06 False \n", + "ACGGGTCGTACGAGCA-385_D06 False \n", + "CTTAGGATCTGTCCCA-301_B04 False \n", + "\n", + " library_label ... neurotransmitter_label \\\n", + "cell_label ... \n", + "GCCTGTTGTGAATTAG-135_B01 L8TX_190716_01_D07 ... GABA \n", + "TCCGAAAGTGAAGCGT-761_A04 L8TX_210805_01_H01 ... No-NT \n", + "TTACCATGTCGTGGTC-327_A06 L8TX_200813_01_H10 ... No-NT \n", + "ACGGGTCGTACGAGCA-385_D06 L8TX_201008_01_A12 ... No-NT \n", + "CTTAGGATCTGTCCCA-301_B04 L8TX_200723_01_B10 ... Glut \n", + "\n", + " neurotransmitter_color Slc32a1 Slc17a7 Slc6a5 \\\n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 #FF3358 7.900150 0.000000 0.0 \n", + "TCCGAAAGTGAAGCGT-761_A04 #666666 0.000000 0.000000 0.0 \n", + "TTACCATGTCGTGGTC-327_A06 #666666 0.000000 0.000000 0.0 \n", + "ACGGGTCGTACGAGCA-385_D06 #666666 0.000000 0.000000 0.0 \n", + "CTTAGGATCTGTCCCA-301_B04 #2B93DF 4.465607 8.794357 0.0 \n", + "\n", + " Slc17a6 Slc17a8 Tac2 Slc6a4 Slc6a3 \n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 0.000000 0.0 0.0 0.0 0.0 \n", + "TCCGAAAGTGAAGCGT-761_A04 0.000000 0.0 0.0 0.0 0.0 \n", + "TTACCATGTCGTGGTC-327_A06 0.000000 0.0 0.0 0.0 0.0 \n", + "ACGGGTCGTACGAGCA-385_D06 0.000000 0.0 0.0 0.0 0.0 \n", + "CTTAGGATCTGTCCCA-301_B04 7.864422 0.0 0.0 0.0 0.0 \n", + "\n", + "[5 rows x 68 columns]" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cell_extended_with_genes = cell_extended.join(example_genes)\n", + "cell_extended_with_genes.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Example use cases" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "During analysis, clusters were assigned neurotransmitter identities based on the expression of canonical neurotransmitter transporter genes. In this example, we create a DataFrame comprising of expression of the 9 solute carrier family genes for all the cells in the dataset. We then group the cells by the assigned neurotransmitter class and compute the mean expression for each group. We will define a simple helper function to visualize the expression as a heatmap. \n", + "\n", + "Below we define a helper function *aggregate_by_metadata* to compute the average expression for a given category and later *plot_umap* to plot cells in a UMAP colorized by metadata or expression values like what was used in the [previous tutorial](https://alleninstitute.github.io/abc_atlas_access/notebooks/Zeng_Aging_Mouse_clustering_analysis_and_annotation.html)." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "def aggregate_by_metadata(df, gnames, value, sort = False):\n", + " grouped = df.groupby(value)[gnames].mean()\n", + " if sort:\n", + " grouped = grouped.sort_values(by=gnames[0], ascending=False)\n", + " return grouped" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Expression of selected genes in the whole brain\n", + "\n", + "The helper function below creates a heatmap showing the relation between various parameters in the combined cell metadata and the genes we loaded. For the default colormap used, darker colors equate to a higher expression." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "def plot_heatmap(df, fig_width=8, fig_height=4, cmap=plt.cm.magma_r, vmin=None, vmax=None) :\n", + "\n", + " arr = df.to_numpy().astype('float')\n", + "\n", + " fig, ax = plt.subplots()\n", + " fig.set_size_inches(fig_width, fig_height)\n", + "\n", + " im = ax.imshow(arr, cmap=cmap, aspect='auto', vmin=vmin, vmax=vmax)\n", + " xlabs = df.columns.values\n", + " ylabs = df.index.values\n", + "\n", + " ax.set_xticks(range(len(xlabs)))\n", + " ax.set_xticklabels(xlabs)\n", + "\n", + " ax.set_yticks(range(len(ylabs)))\n", + " res = ax.set_yticklabels(ylabs)\n", + " \n", + " return im" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Below, we plot the expression of the genes we’ve selected for this example. We show the genes vs neurotransmitter type/identity. As expected, the genes associated with the various neurotransmitter express as expected. " + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "agg = aggregate_by_metadata(cell_extended_with_genes, gene_names, 'neurotransmitter_label')\n", + "res = plot_heatmap(agg, 8, 8)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "By dissection region of interest shows that each of these genes are associated with distinct regions. " + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "agg = aggregate_by_metadata(cell_extended_with_genes, gene_names, 'anatomical_division_label')\n", + "res = plot_heatmap(agg, 8, 8)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "And finally, by class from the taxonomy. " + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "agg = aggregate_by_metadata(cell_extended_with_genes, gene_names, 'class_name')\n", + "res = plot_heatmap(agg, 8, 12)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can also visualize the relationship between these genes and their location in the UMAP." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "def plot_umap(xx, yy, cc=None, val=None, fig_width=8, fig_height=8, cmap=None):\n", + "\n", + " fig, ax = plt.subplots()\n", + " fig.set_size_inches(fig_width, fig_height)\n", + "\n", + " if cmap is not None :\n", + " plt.scatter(xx, yy, s=0.5, c=val, marker='.', cmap=cmap)\n", + " elif cc is not None :\n", + " plt.scatter(xx, yy, s=0.5, color=cc, marker='.')\n", + " \n", + " ax.axis('equal')\n", + " # ax.set_xlim(-18, 27)\n", + " # ax.set_ylim(-18, 27)\n", + " ax.set_xticks([])\n", + " ax.set_yticks([])\n", + " \n", + " return fig, ax" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "for gene_name in gene_names:\n", + " fig, ax = plot_umap(\n", + " cell_extended_with_genes['x'],\n", + " cell_extended_with_genes['y'],\n", + " val=cell_extended_with_genes[gene_name],\n", + " cmap=plt.cm.magma_r)\n", + " res = ax.set_title(f\"Gene {gene_name}\")\n", + " plt.show()\n", + " break # Remove break statement to see all selected genes" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## AgeDE Genes \n", + "\n", + "The Aging Mouse data also provides a set of aging Differential Expression (ageDE) genes at various levels of the taxonomy. The table is presented as a flattened set of ageDE genes found within a specific cell type where each row is a unique gene/celltype combination. Note that for a given level in the taxonomy, only certain cell types have significant ageDE genes reported. For instance, the supertype level in the aging_degenes table only contains non-neuronal cell types. \n", + "\n", + "Below we load and display this table. " + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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grouping_typegrouping_labelgrouping_namegene_identifiergene_symbolis_primary_iegage_effect_sizeunadjusted_pvalueadjusted_pvalueconfidence_interval_higher_boundconfidence_interval_lower_bound
0subclassCS20230722_SUBC_100100 AHN Onecut3 GabaENSMUSG000000735903222401L13RikFalse1.8129357.766049e-129.653199e-082.3460201.279850
1subclassCS20230722_SUBC_100100 AHN Onecut3 GabaENSMUSG00000095041AC149090.1False1.2895523.322308e-174.129629e-131.7934470.785656
2subclassCS20230722_SUBC_100100 AHN Onecut3 GabaENSMUSG00000086503XistFalse1.1850492.222176e-112.762165e-071.6458550.724244
3subclassCS20230722_SUBC_132132 AHN-RCH-LHA Otp Fezf1 GlutENSMUSG000000735903222401L13RikFalse1.8674991.532389e-151.963297e-112.3660931.368905
4subclassCS20230722_SUBC_132132 AHN-RCH-LHA Otp Fezf1 GlutENSMUSG00000095041AC149090.1False1.2294354.989205e-256.392170e-211.5896570.869213
\n", + "
" + ], + "text/plain": [ + " grouping_type grouping_label grouping_name \\\n", + "0 subclass CS20230722_SUBC_100 100 AHN Onecut3 Gaba \n", + "1 subclass CS20230722_SUBC_100 100 AHN Onecut3 Gaba \n", + "2 subclass CS20230722_SUBC_100 100 AHN Onecut3 Gaba \n", + "3 subclass CS20230722_SUBC_132 132 AHN-RCH-LHA Otp Fezf1 Glut \n", + "4 subclass CS20230722_SUBC_132 132 AHN-RCH-LHA Otp Fezf1 Glut \n", + "\n", + " gene_identifier gene_symbol is_primary_ieg age_effect_size \\\n", + "0 ENSMUSG00000073590 3222401L13Rik False 1.812935 \n", + "1 ENSMUSG00000095041 AC149090.1 False 1.289552 \n", + "2 ENSMUSG00000086503 Xist False 1.185049 \n", + "3 ENSMUSG00000073590 3222401L13Rik False 1.867499 \n", + "4 ENSMUSG00000095041 AC149090.1 False 1.229435 \n", + "\n", + " unadjusted_pvalue adjusted_pvalue confidence_interval_higher_bound \\\n", + "0 7.766049e-12 9.653199e-08 2.346020 \n", + "1 3.322308e-17 4.129629e-13 1.793447 \n", + "2 2.222176e-11 2.762165e-07 1.645855 \n", + "3 1.532389e-15 1.963297e-11 2.366093 \n", + "4 4.989205e-25 6.392170e-21 1.589657 \n", + "\n", + " confidence_interval_lower_bound \n", + "0 1.279850 \n", + "1 0.785656 \n", + "2 0.724244 \n", + "3 1.368905 \n", + "4 0.869213 " + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "degenes = abc_cache.get_metadata_dataframe(\n", + " directory='Zeng-Aging-Mouse-WMB-taxonomy',\n", + " file_name='aging_degenes'\n", + ")\n", + "degenes.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Additionally, we load a mapping of all clusters to the levels higher in the taxonomy complete with their colors." + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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cluster_aliascluster_labelcluster_ordercluster_namecluster_colorclass_namesubclass_namesupertype_nameclass_colorsubclass_colorsupertype_color
01CS20241021_000101_CLA-EPd-CTX Car3 Glut_1#f7c27a01 IT-ET Glut001 CLA-EPd-CTX Car3 Glut0001 CLA-EPd-CTX Car3 Glut_1#FA0087#64c2fc#99822E
12CS20241021_000212_IT EP-CLA Glut_1#5c1a3401 IT-ET Glut002 IT EP-CLA Glut0003 IT EP-CLA Glut_1#FA0087#1F665D#994563
23CS20241021_000323_IT EP-CLA Glut_1#b96cf001 IT-ET Glut002 IT EP-CLA Glut0003 IT EP-CLA Glut_1#FA0087#1F665D#994563
34CS20241021_000434_IT EP-CLA Glut_1#bff69101 IT-ET Glut002 IT EP-CLA Glut0003 IT EP-CLA Glut_1#FA0087#1F665D#994563
45CS20241021_000545_IT EP-CLA Glut_1#39fbfa01 IT-ET Glut002 IT EP-CLA Glut0003 IT EP-CLA Glut_1#FA0087#1F665D#994563
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" + ], + "text/plain": [ + " cluster_alias cluster_label cluster_order cluster_name \\\n", + "0 1 CS20241021_0001 0 1_CLA-EPd-CTX Car3 Glut_1 \n", + "1 2 CS20241021_0002 1 2_IT EP-CLA Glut_1 \n", + "2 3 CS20241021_0003 2 3_IT EP-CLA Glut_1 \n", + "3 4 CS20241021_0004 3 4_IT EP-CLA Glut_1 \n", + "4 5 CS20241021_0005 4 5_IT EP-CLA Glut_1 \n", + "\n", + " cluster_color class_name subclass_name \\\n", + "0 #f7c27a 01 IT-ET Glut 001 CLA-EPd-CTX Car3 Glut \n", + "1 #5c1a34 01 IT-ET Glut 002 IT EP-CLA Glut \n", + "2 #b96cf0 01 IT-ET Glut 002 IT EP-CLA Glut \n", + "3 #bff691 01 IT-ET Glut 002 IT EP-CLA Glut \n", + "4 #39fbfa 01 IT-ET Glut 002 IT EP-CLA Glut \n", + "\n", + " supertype_name class_color subclass_color supertype_color \n", + "0 0001 CLA-EPd-CTX Car3 Glut_1 #FA0087 #64c2fc #99822E \n", + "1 0003 IT EP-CLA Glut_1 #FA0087 #1F665D #994563 \n", + "2 0003 IT EP-CLA Glut_1 #FA0087 #1F665D #994563 \n", + "3 0003 IT EP-CLA Glut_1 #FA0087 #1F665D #994563 \n", + "4 0003 IT EP-CLA Glut_1 #FA0087 #1F665D #994563 " + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# mapping = pd.read_csv(taxonomy_base / 'cluster_mapping_pivot.csv' )\n", + "mapping = abc_cache.get_metadata_dataframe(\n", + " directory='Zeng-Aging-Mouse-WMB-taxonomy',\n", + " file_name='cluster_mapping_pivot'\n", + ")\n", + "mapping.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## ageDE vs supertype/subclass/cluster \n", + "\n", + "We declare a convenience function for working with our two tables above. This calculates the number of ageDE genes for a selected level in the taxonomy (cluster, supertype, subclass) and plots them as a bar graph. " + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "def plot_de_gene_count_by_taxonomy(\n", + " mapping_df: pd.DataFrame,\n", + " degene_df: pd.DataFrame,\n", + " level_name: str,\n", + " color_name: str,\n", + " title: Optional[str]=None,\n", + " classes: Optional[list[str]]=None,\n", + " xlim: Tuple[int, int]=(0, 400),\n", + " figsize: Tuple[int, int]=(3.5, 8)\n", + ") -> pd.DataFrame:\n", + " \"\"\"Plot ageDE genes grouped by cluser, supertype, subclass.\n", + "\n", + " Parameters\n", + " ----------\n", + " mapping_df: pandas.DataFrame\n", + " DataFrame mapping of cluster to higher taxonomy levels with colors.\n", + " degene_df: pandas.DataFrame\n", + " DataFrame of ageDE genes with their associated cell type.\n", + " level_name: str\n", + " Name of taxonomy level to plot.\n", + " color_name: str\n", + " The name of the column to color by.\n", + " title: str\n", + " Title to add to the plot\n", + " classes: list of str\n", + " Plot only selected classes instead of all data.\n", + " xlim: tuple of ints\n", + " Plot limit on the x axis.\n", + " figsize: tuple of float\n", + " Plot size in inches.\n", + " \"\"\"\n", + " # Get our colors\n", + " color_map = mapping_df[[level_name, color_name, 'class_name']].copy()\n", + " color_map.drop_duplicates(inplace=True)\n", + " color_map.set_index(level_name, inplace=True)\n", + "\n", + " # Get counts for level (e.g. supertype_name)\n", + " grouped = degene_df.groupby(['grouping_type', 'grouping_name'])['gene_symbol'].count()[level_name.split('_')[0]]\n", + "\n", + " # Setup our figure\n", + " fig, ax = plt.subplots(1, 1)\n", + " fig.set_size_inches(figsize[0], figsize[1])\n", + "\n", + " class_map = []\n", + " for name in grouped.index.values:\n", + " submapping = mapping[mapping[level_name] == name].iloc[0]\n", + " class_map.append({\n", + " \"grouping_name\": name,\n", + " \"class_name\": submapping['class_name'],\n", + " })\n", + " class_map = pd.DataFrame(data=class_map).set_index(\"grouping_name\")\n", + "\n", + " if classes:\n", + " class_mask = class_map[class_map['class_name'].isin(classes)].index.values\n", + " else:\n", + " class_mask = grouped.index.values\n", + " \n", + " counts = grouped.loc[class_mask].values[::-1]\n", + " names = grouped.loc[class_mask].index.values[::-1]\n", + " colors = color_map.loc[names, color_name].values\n", + "\n", + " # plot\n", + " ax.barh(names, counts, color=colors)\n", + " ax.set_xlim([xlim[0], xlim[1]])\n", + " # ax.set_ylim([0, max_n_bars])\n", + " ax.set_title(title)\n", + " plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### vs Non-neuronal supertype\n", + "\n", + "We'll use groupby over supertype to plot the non-neuronal ageDE genes colored by class." + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_de_gene_count_by_taxonomy(\n", + " mapping_df=mapping,\n", + " degene_df=degenes,\n", + " level_name='supertype_name',\n", + " color_name='class_color'\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### vs Neuronal subclasses \n", + "\n", + "And now the same but this time for two of the subclasses. We plot only subclasses from classes, 12 HY GABA and 14 HY Glut for readablity of the plot. Add or select other classes to plot those as well." + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_de_gene_count_by_taxonomy(\n", + " mapping_df=mapping,\n", + " degene_df=degenes,\n", + " level_name='subclass_name',\n", + " color_name='class_color',\n", + " figsize=(3.5, 8),\n", + " classes=['12 HY GABA', '14 HY Glut']\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### vs Neuronal clusters \n", + "\n", + "And now the same but this time for the neuronal clusters. We plot only clusters from the class 12 HY GABA again for readablity of the plot." + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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xaNmyJS5duoS2bdu+/YDIgFAo5JKu/Px8BAYG1qn/zJkz8erVK/j6+sLCwgIvX77EsmXLUFpayqtyVWXFihVISkrC1atX0bRpUxw8eBCDBw/G+fPnoaSkhG7duqFNmzYICgrCkiVLUFFRgdDQUHh5efGqQZJ4+fIlHj16hOLiYty6dQurV6/G3r17sXHjRq56NmHCBLRr1w6//vor/P39kZSUhOXLl+OPP/7g+UpMTMS8efPwzTff4NixY4iLi8PBgwcBVCY2paWl+P333+Hn54fExESsWrWq1vESCoVYt24d/P398fXXX2Ps2LGwsbFBYWEhjhw5AgBcAmZjY4ONGzciPj4eVlZW2LRpE5KTk8UqWCUlJQgODsb06dNx9+5dREZG4scff4ScnBx0dHSgp6eHNWvWwNjYGPfu3UN4eHitcVbl3r17yM3Nxb1791BeXs5VtKytrcUeszIYDMZHQ6PMJHoPBAUFcROJDQwMyNPTk44ePcqzef36NY0ePZp0dHRITU2N+vTpQzk5OVz7iRMnyM3NjbS0tEhFRYVsbGxoypQpEpebV2fBggWkra1NJSUlYm3FxcWkra1NS5cuJSLpS9W9vb25SbUNvdRdGufOnSMA5OvrK9ZW24TnEydOUL9+/ahp06akpKREhoaG5OPjQ2fOnJHo4/r166Sqqkpbtmzh2l+8eEFNmzblTTp/+PAh9e3bl4RCIRkaGlJgYCA9f/681vsVHSoqKtS8eXMKCAiglJQUMVvRUndFRUUyNzen+fPn89otLCzol19+of79+5OamhoZGRlx752IRYsWkbGxMamqqpK3tzdt3LhR6vtVneTkZPr222+pSZMmpKCgQHp6euTt7U3btm3jlrq/efOGAgMDSUtLi7S1tSkkJITCw8N574doqfvPP/9Menp6JBQKacSIEbwJ58eOHSMHBwdSVlYmJycnSkhIkPmzIboGJExgrjpRvibYUncGg1EfGnvCs4DoA9tSlsF4z1haWmL8+PG8naoZ9SM/Px9aWlrIy8vj5j4xGAxGbTT2d8cnPeeHwWAwGAwGozos+akDLVq04C1hrnps3rz5fYfHYNSJ3377TernuUePHu87PAaDwWg02GOvOvDff//xdKuqYmhoCA0NjXccEYNRf3Jzc6XunK2qqgpTU9O3vgZXug4ENEUbmK9mXzkMBqNmGvux1yez2utdUJ+l1p8CM2fOxN69e3l713xIxMbGYvz48Xj58uX7DuWd8rZzk3R1daWuPmQwGIxPmc/2sdfKlSvh5OQETU1NaGpqws3NTUxV/c2bNwgNDYWenh6EQiH69euHx48f82wEAoHYsW3bNpliKC8vR1RUFOzt7aGqqgpdXV18+eWXWLduHc/u0aNHGDNmDJo1awZlZWU0bdoUfn5+vD2LLC0tsWTJErFrzJw5E87OzjXGsWfPHrRv3x5aWlrQ0NBAixYteD+oEydO5F1LFogICxYsgK2tLZSVlWFqaorZs2fX2u/kyZPw9fWFnp4e1NTU4OjoiAkTJuDhw4d1un5N7N69G927d4eenh4EAkGNSR0RoUePHhAIBNi7d2+DXH/Xrl3o2rUrdHR0oKqqCjs7OwQFBSE1NbVB/DcUb968QWBgIFq1agUFBQV888037zskBoPBaBA+2+THzMwMUVFRSElJwaVLl9C1a1f07t0bGRkZnE1YWBj279+PuLg4nDp1CtnZ2ejbt6+Yr5iYGOTk5HCHrD8Sv/zyCxYvXoxff/0VmZmZOHnyJH744QdeBePu3btwdXXFiRMnMH/+fKSnp+PIkSPo0qULQkND33YYcPz4cfj7+6Nfv364ePEiUlJSMHv2bN7jPaFQyJOgkIVx48Zh3bp1WLBgAW7cuIF9+/bhiy++qLHP6tWr0a1bNxgZGWHXrl3IzMzEqlWrkJeXh4ULF9br/iRRVFSEr776SqbNBpcsWfLWGz9WZcqUKfD394ezszP27duHmzdvYsuWLWjWrFm9NrlsTMrLy6GqqoqxY8fyBIEZDAbjo6dRFtB/pOjo6NC6deuIiOjly5ekqKhIcXFxXLtIDDQpKYk7hzrsmVKd1q1b08yZM2u06dGjB5mamlJhYaFYW9U9ZaTt/VPbXj3jxo0jDw+PGmOo6uP169fk6OhII0aM4Npv375NQqGQoqOjiYgoMzOTFBQU6MaNGzX6rcr9+/dJSUmJxo8fL7G96r3GxMRQ06ZNSVVVlb755htasGCBmOjmvn37qG3btqSsrEx6eno8sVkRd+7cIQCUmpoq8ZqpqalkampKOTk5Yu9zWVkZBQUFkaWlJamoqJCtrS0tWbKkxntMSkoiAGJ7BokQ7fFDVDmmvXr1oiZNmpC6ujq1bduWjh07xrO3sLCgWbNm0cCBA0lNTY1MTExo+fLlPJuFCxdSy5YtSU1NjczMzCgkJIQKCgpqjFMSoj2FauPNmzeUl5fHHffv3xff54fBYDBqgQmbvgPKy8uxbds2FBUVcVIXKSkpKC0t5f3Fa29vD3NzcyQlJfH6h4aGQl9fH1988QXWr1/PiWnWhpGREU6cOIGnT59KbM/NzcWRI0cQGhoKdXV1sfbqml/1wcjICBkZGbh27ZpM9ioqKti8eTM2bNiAv/76C+Xl5RgyZAi8vLwQFBQEANi/fz+aNWuGAwcOwMrKCpaWlhg+fLjUybUAEBcXh5KSEkyePFliu+heL1y4gODgYPz4449IS0tDly5d8L///Y9ne/DgQfTp0we+vr5ITU3F8ePHa606VefVq1f47rvvsGLFCjHtN6BS9sTMzAxxcXHIzMzEzz//jKlTp2LHjh1SfW7duhVCoRCjR4+W2F61wlRYWAhfX18cP34cqamp8PHxgZ+fn5gg6fz589G6dWukpqYiPDwc48aNw7Fjx7h2OTk5LFu2DBkZGdiwYQNOnDghdYwbgjlz5kBLS4s7mjZt2mjXYjAYjHrTKCnVR8LVq1dJXV2d5OXlSUtLiw4ePMi1bd68mZSUlMT6tGvXjrcb8axZs+js2bN0+fJlioqKImVlZal/2VcnIyODHBwcSE5Ojlq1akUjR46kQ4cOce0XLlwgALR79+5afYl2t1ZXV+cdioqKNVZ+CgsLydfXlwCQhYUF+fv7U3R0NG+XYEnVo3nz5pG+vj79+OOPZGxsTM+ePePaRo4cScrKyvTll1/S6dOn6eTJk+Ts7ExdunSRGkdISAhpamrWep+DBg0S243a39+fV/lxc3OjwYMH1+qrpsrPDz/8QMHBwdxryFDhCw0NpX79+klt9/HxIScnJ965hQsX8t6vly9fSu3fokUL+v3337nXFhYW5OPjw7Px9/fndgmXRFxcHOnp6dV4H5JglR8Gg/EuYZWfRsTOzg5paWm4cOECQkJCEBAQgMzMzDr5mDFjBjp06AAXFxdMmTIFkydPxvz582Xq6+joiGvXruH8+fMICgrCkydP4Ofnh+HDhwOAzBUkEZMmTRITVR01alSNfdTV1XHw4EHcvn0b06dPh1AoxIQJE/DFF1/g1atXUvtNmDABtra2WL58OdavX8+bEyQSlN24cSM6duwIDw8PREdH4+TJk7h586ZEf0Qk09ya69ev48svv+Sdqy5Mm5aWBk9Pz1p9SWPfvn04ceKExAnkVVmxYgVcXV1hYGAAoVCINWvWiFVmaiMoKAhpaWlYvXo1ioqKuPe8sLAQEydOhIODA7S1tSEUCnH9+nUx/9Xv3c3NjScU+/fff8PT0xOmpqbQ0NDA0KFD8fz58xrf27dBWVmZW0QgOhgMBuND47NOfpSUlGBtbQ1XV1fMmTMHrVu3xtKlSwFUPg4qKSkRWz79+PFjiY9BRHz55Zd48OCBTCrwQOVjiXbt2mH8+PHYvXs3YmNjER0djTt37sDGxgYCgQA3btyQyZe+vj5PTdza2lrmpczNmzfH8OHDsW7dOly+fBmZmZnYvn27VPsnT57g1q1bkJeXR1ZWFq/N2NgYCgoKPCFSkSK6tOTA1tYWeXl5yMnJkSnemlBVVX2r/idOnMA///wDbW1tKCgoQEGhckeIfv36wcPDAwCwbds2TJw4EcHBwTh69CjS0tLw/fffo6SkRKpfGxsb/Pvvv7zJ5Nra2rC2thbbU2fixInYs2cPfvvtN5w5cwZpaWlo1apVjf6rc/fuXfTs2RNOTk7YtWsXUlJSsGLFCgCokx8Gg8H41Pisk5/qiCoWAODq6gpFRUXeEu+bN2/i3r17Yn9tVyUtLQ06OjpQVlauVwyOjo4AKlck6erqwtvbGytWrEBRUZGYbWPta2NpaQk1NTWJ1xQRFBSEVq1aYcOGDZgyZQqv2tChQweUlZXhn3/+4c7dunULgPS9kr799lsoKSlh3rx5EttF9+rg4IALFy7w2s6fP8977eTkVOel+VUJDw/H1atXeRU0AFi8eDFiYmIAVKq+u7u7Y/To0XBxcYG1tTXvfiUxaNAgFBYWiinISyIxMRGBgYHo06cPWrVqBSMjI9y9e1fMrvq9nz9/nks0U1JSUFFRgYULF6J9+/awtbVFdna2DCPAYDAYnzaf7SaHERER6NGjB8zNzVFQUIAtW7YgISEB8fHxAAAtLS0EBwfjp59+gq6uLjQ1NTFmzBi4ubmhffv2ACon9j5+/Bjt27eHiooKjh07ht9++w0TJ06UKYZvv/0WHTp0gLu7O4yMjHDnzh1ERETA1tYW9vb2ACofrXTo0AFffPEFZs2aBScnJ5SVleHYsWNYuXIlL+moDzNnzsSrV6/g6+sLCwsLvHz5EsuWLUNpaSm8vLwk9lmxYgWSkpJw9epVNG3aFAcPHsTgwYNx/vx5KCkpoVu3bmjTpg2CgoKwZMkSVFRUIDQ0FF5eXrxqUFWaNm2KxYsX48cff0R+fj6GDRsGS0tLPHjwABs3boRQKMTChQsxduxYdOjQAQsWLEDv3r0RHx+PI0eO8HxFRkbC09MTzZs3x8CBA1FWVoZDhw5hypQpAConkt+7d49LBESP4oyMjHhHdczNzWFlZQWgsoqzceNGxMfHw8rKCps2bUJycjLXLgk3NzdMmDABEyZMwH///Ye+ffuiadOmyMnJQXR0NAQCAeTk5Dj/u3fvhp+fHwQCAWbMmIGKigoxn4mJiZg3bx6++eYbHDt2DHFxcTh48CAAwNraGqWlpfj999/h5+eHxMRErFq1Smp8ksjMzERJSQlyc3NRUFDAJYK17R3FYDAYHzSNMpPoIyAoKIibJGxgYECenp509OhRns3r169p9OjRpKOjQ2pqatSnTx/Kycnh2g8fPkzOzs4kFApJXV2dWrduTatWraLy8nKZYlizZg116dKFDAwMSElJiczNzSkwMJDu3r3Ls8vOzqbQ0FAuXlNTU+rVqxedPHmSs6nvUvcTJ05Qv379qGnTpqSkpESGhobk4+NDZ86ckejj+vXrpKqqSlu2bOHaX7x4QU2bNuVNBH/48CH17duXhEIhGRoaUmBgID1//rzWMTl27Bh5e3uTjo4OqaiokL29PU2cOJGys7M5m+joaDIzMyNVVVXy8/OTuNR9165d5OzsTEpKSqSvr099+/bl2mJiYgiA2BEZGSk1LlSb8PzmzRsKDAwkLS0t0tbWppCQEAoPD69xrEVs376dPDw8SEtLixQVFcnMzIy+++47On/+PGdz584d6tKlC6mqqlLTpk1p+fLl1LlzZxo3bhxnY2FhQb/88gv179+f1NTUyMjISGyy/aJFi8jY2JhUVVXJ29ubNm7cSAB4WwfUhIWFhcSxkpXGnrTIYDA+TRr7u4NpezEYjEajsfV5GAzGp0ljf3ewOT8MBoPBYDA+Kz7bOT/vghYtWuC///6T2LZ69WoMHjz4HUfEYPwfPXr0wJkzZyS2TZ06FVOnTm24i43TApRqaGdK7wwG4x3Ckp9G5NChQ7xlzVUxNDR8x9HUnw9dNT0hIQFdunTBixcvGmTX648FDw8PODs717ofkTTWrVuH169fS2xjau8MBuNT5rN97NVQqu5AZXLg5OQEFRUVNGnShBMctbCwENt3R3RoaGgAANauXYvWrVtDKBRCW1sbLi4umDNnDs9/fn4+pk2bBnt7e6ioqMDIyAjdunXD7t27uU3xPDw8eErsVWOrLSE4deoUunbtCl1dXaipqcHGxgYBAQHcXjD+/v7cUvW6IG1caiI1NRX9+/eHoaEhVFRUYGNjgxEjRtTr+tI4ffo0/Pz8YGJiIpNa+6hRoyAQCOqdZFTn5MmT6NmzJwwMDKCiooLmzZvD398fp0+fbhD/smJqair186mrq4srV65g0KBBaNq0KVRVVeHg4MDtg8VgMBgfM59t8tNQqu6LFi3CtGnTEB4ejoyMDPz999/w9vaWKYb169dj/PjxGDt2LNLS0pCYmIjJkyejsLCQs3n58iXc3d2xceNGRERE4PLlyzh9+jT8/f0xefJk5OXlvdU4ZGZmwsfHB23btsXp06eRnp6O33//HUpKSigvLwdQuWlgkyZN6uS3PuNy4MABtG/fHsXFxdi8eTOuX7+OP//8E1paWpgxY0a977E6RUVFaN26NbfhX03s2bMH58+fh4mJSYNc+48//oCnpyf09PSwfft23Lx5E3v27IG7uzvCwsIa5BoNRUpKCpo0aYI///wTGRkZmDZtGiIiIrB8+fL3HRqDwWC8HY2yhuwjpa6q7rm5uaSqqkp///13va7Xu3dvCgwMrNEmJCSE1NXV6eHDh2JtBQUFVFpaSkQktgxaRExMjNgy8KosXryYLC0ta4yhqo+Kigry9PSk7t27cyrkz58/J1NTU5oxYwYR1W9cioqKSF9fX6L6OhFf1f3gwYNkY2NDKioq5OHhwS1dr2pz9uxZ6ty5M6mqqpK2tjZ1796dcnNzxfyiBs2uBw8ekKmpKV27dk3iVgKTJ08mGxsbUlVVJSsrK5o+fTqVlJRIvcf//vuPFBUVKSwsTGJ7VVX3Z8+e0cCBA8nExIRUVVWpZcuWvO0FiCrf89DQUAoNDSVNTU3S09Oj6dOn8/xs3LiRXF1duS0HBg0aRI8fP5YaY22MHj26Ro226nDLVatqe0k6GAwGowpM2+sdUF9V92PHjqGiogIPHz6Eg4MDzMzMMGDAANy/f1+m6xoZGeH8+fNSJ0VXVFRg27ZtGDx4sMTKg1Ao5KQX6ouRkRFycnJkfuQiEAiwYcMGJCcnY9myZQAqHwuZmpri559/BlC/cYmPj8ezZ89qVXW/f/8++vbtCz8/P6SlpWH48OEIDw/n2Yq0vRwdHZGUlISzZ8/Cz8+Pq2TJQkVFBYYOHYpJkyahRYsWEm00NDQQGxuLzMxMLF26FGvXrsXixYul+ty1axdKS0ul3mNVbbM3b97A1dUVBw8exLVr1/DDDz9g6NChuHjxIq/Phg0boKCggIsXL2Lp0qVYtGgR1q1bx7WXlpbi119/xZUrV7B3717cvXsXgYGBMo9DdfLy8mqcD1RcXIz8/HzewWAwGB8cjZJSfSS8rar7nDlzSFFRkezs7OjIkSOUlJREnp6eZGdnR8XFxbVePzs7m9q3b08AyNbWlgICAmj79u3cJomPHz8mALRo0aJafXXu3JkUFRXFVN2VlZVrrPyUlZVRYGAgASAjIyP65ptv6Pfff+dl25KqRzt27CAVFRUKDw8ndXV1unXrFtdWn3GZO3cuAZBYnalKREQEOTo68s5NmTKFV/kZNGgQdejQoUY/IiCl8vPbb7+Rl5cXV0WRtolkVebPn0+urq5S20eNGiWmXL9z507e+3X16lWp/b/++muaMGEC97pz587k4ODAq/RMmTKFHBwcpPpITk4mAFRQUFDjvUgiMTGRFBQUKD4+XqpNZGSkxE0RWeWHwWDUBVb5aUTeVtW9oqICpaWlWLZsGby9vdG+fXts3boVWVlZOHnyZK39jY2NkZSUhPT0dIwbNw5lZWUICAiAj48PKioq6qzqPnjwYDFV91mzZtXYR15eHjExMXjw4AHmzZsHU1NT/Pbbb2jRokWNIqP9+/dHnz59EBUVhQULFsDGxoZrq8+4yHqv70LVPSUlBUuXLkVsbGyNSvPbt29Hhw4dYGRkBKFQiOnTp9eq6l7dn7e3N9LS0nDw4EEUFRVx1any8nL8+uuvaNWqFXR1dSEUChEfHy/mv3379jyfbm5uyMrK4vykpKTAz88P5ubm0NDQQOfOnQFIF5iVxrVr19C7d29ERkaie/fuUu0iIiKQl5fHHbJWQRkMBuNd8lknP2+r6m5sbAzg/8RIAcDAwAD6+vp1+nFp2bIlRo8ejT///BPHjh3DsWPHcOrUKRgYGEBbW1tmVXctLS2xVTuyTlQ2NTXF0KFDsXz5cmRkZODNmzc16kC9evUKKSkpUlXdgbqNi0jzS9Z7rYm3VXU/c+YMnjx5AnNzc07V/b///sOECRNgaWkJAEhKSsLgwYPh6+uLAwcOIDU1FdOmTatV1T0vLw+PHj3izgmFQlhbW4sJvs6fPx9Lly7FlClTcPLkSaSlpcHb27tOauxFRUXw9vaGpqYmNm/ejOTkZOzZswdA3VTdMzMz4enpiR9++AHTp0+v0VZZWZlbQSk6GAwG40Pjs05+qlNXVfcOHTpw50Xk5ubi2bNnUtXLa6OqqrucnBwGDhyIzZs3S1TjLiwsRFlZWb2uUxM6OjowNjauUdV9woQJkJOTw+HDh7Fs2TKcOHGCa6vPuHTv3h36+voyqbpXn/fS0KruQ4cOFVN1NzExwaRJkzjh23PnzsHCwgLTpk1D27ZtYWNjI3Xulohvv/0WioqKmDt3bq0xJCYmonfv3hgyZAhat26NZs2aSVzuL0nh3sbGBvLy8rhx4waeP3+OqKgodOzYEfb29njy5EkdRgLIyMhAly5dEBAQgNmzZ9epL4PBYHywNMrDtI+A8PBwOnXqFN25c4euXr1K4eHhJBAIeOKmo0aNInNzczpx4gRdunSJ3NzcyM3Njeend+/e1KJFC0pMTKT09HTq2bMnOTo61rjqp6r/WbNm0dmzZ+nu3buUlJREX3/9NRkYGNCzZ8+IqHIllb29PZmZmdGGDRsoIyODbt26RdHR0WRtbc3Nc6nvaq9Vq1bRqFGjKD4+nm7fvk3Xrl2jyZMnk5ycHCUkJEj0ceDAAVJSUqKUlBQiqpyHY2ZmxpuvU59x2bt3LykqKpKfnx8dO3aM7ty5Q8nJyTRp0iTy9/cnosoVU0pKSjRx4kS6ceMGbd68mYyMjHhzfm7evElKSkoUEhJCV65coevXr9Mff/xBT58+JaLKVXKpqamUmprKzalKTU2l//77T2ps1ef8/PXXX6SgoEBbt26l27dv09KlS0lXV7fGsSYiWrZsGQkEAho2bBidOHGC7ty5QykpKRQWFkYAuDk/YWFh1LRpU0pMTKTMzEwaPnw4aWpqUu/evTlfnTt3JqFQSGFhYXTjxg3asmULqaur06pVq4iI6MmTJ6SkpESTJk2if/75h/766y+ytbUlAJSamlpjnERE6enpZGBgQEOGDKGcnBzuePLkSa19RbDVXgwGoz409pyfz/ZbpyFU3Ykq36CgoCDS1tYmXV1d6tOnD927d0+mGHbu3Em+vr5kbGxMSkpKZGJiQv369ROb9Pry5UsKDw8nGxsbTnm9W7dutGfPHm6ya32Tn8uXL9OQIUPIysqKlJWVSU9Pjzp16kT79u2T6OPJkydkaGhIv/32G9deUlJCrq6uNGDAgLcel+TkZOrbty8ZGBiQsrIyWVtb0w8//EBZWVmczf79+8na2pqUlZWpY8eOtH79erGl7gkJCeTu7k7Kysqkra1N3t7eXPvJkyclTsoNCAiQGpekCc+TJk0iPT09EgqF5O/vT4sXL641+SGqVK7v0aMH6erqkoKCAhkaGtI333xDR44c4WyeP39OvXv3JqFQSE2aNKHp06fTsGHDxJKf0aNHcxOpdXR0aOrUqbwJ0Fu2bCFLS0tSVlYmNzc32rdvn8zJj7TJyxYWFrX2FcGSHwaDUR+YqjuDwfhoYaruDAajPjBVdwaDwWAwGIwGhCU/jUiPHj0gFAolHr/99tv7Do/xmTNq1Cipn89Ro0a97/AYDAaj0WCPvRqRhw8f1qiazZSzGe+TJ0+eSN2BWVNTs856bpJgj70YDEZ9aOzvjrfTRmDUiKmp6fsO4bMjISEBXbp0wYsXL2pVs//YmTlzJvbu3Yu0tLR69W/SpEmDJDgMBoPxscEee71DVq5cCScnJ27zNzc3Nxw+fJhn8+bNG4SGhkJPTw9CoRD9+vXD48ePeTbJycnw9PSEtrY2dHR04O3tjStXrsgUQ0JCAgQCAQQCAeTk5KClpQUXFxdMnjxZbEfnmTNnQiAQwMfHR8zP/PnzIRAI4OHhwbN3dnYWs7179y4EAkGNP9IeHh5cXCoqKnB0dMQff/wh0z01Brt370b37t2hp6cnNfaRI0eiefPmUFVVhYGBAXr37i3TJo23b99GUFAQzM3NoaysDFNTU3h6emLz5s2Nsm/T27BmzRp4eHhAU1MTAoFAbNNPBoPB+Bhhyc87xMzMDFFRUUhJScGlS5fQtWtX9O7dGxkZGZxNWFgY9u/fj7i4OJw6dQrZ2dno27cv115YWAgfHx+Ym5vjwoULOHv2LDQ0NODt7Y3S0lKZY7l58yays7ORnJyMKVOm4O+//0bLli2Rnp7OszM2NsbJkyfx4MED3vn169fD3Ny8niMhmREjRiAnJweZmZkYMGAAQkNDsXXrVom2ddmhuD4UFRXhq6++qnFDQldXV8TExOD69euIj48HEaF79+41CqhevHgRbdq0wfXr17FixQpcu3YNCQkJGD58OFauXMn7LHwIvHr1Cj4+Ppg6der7DoXBYDAajkZZQM+QGR0dHVq3bh0RVe7no6ioSHFxcVz79evXCQAlJSUR0f8JU1bdM+fq1asEgLcXjjREe9xU3ROHiOjVq1dkZ2fHEwSNjIyk1q1bU8+ePel///sfdz4xMZH09fUpJCSEOnfuLGZfnTt37tS6t4ykfYpsbGxo4MCBXHtoaCiNGzeO9PT0yMPDg4iIDh48SDY2NqSiokIeHh4UExPDuz/RHkX79+8nW1tbUlVVpX79+lFRURHFxsaShYUFaWtr05gxY6isrKxesYu4cuUKAaDbt29LbK+oqCAHBwdydXXlxGsl2YiYPHky2djYkKqqKllZWdH06dN5m0SKxnvVqlVkZmZGqqqq1L9/f3r58iVnc/HiRerWrRvp6emRpqYmderUiducsi5I+9xU582bN5SXl8cd9+/fb9S9OhgMxqcJEzb9RCkvL8e2bdtQVFTEyWWkpKSgtLQU3bp14+zs7e1hbm6OpKQkAJVirHp6eoiOjkZJSQlev36N6OhoODg4cLpT9UFVVRWjRo1CYmKimARCUFAQYmNjudfr16/H4MGDoaSkVO/ryRpT1QrPhg0boKSkhMTERKxatQr3799H37594efnh7S0NAwfPhzh4eFifl69eoVly5Zh27ZtOHLkCBISEtCnTx8cOnQIhw4dwqZNm7B69Wrs3Lmz3rEWFRUhJiYGVlZWaNq0qUSbtLQ0XL9+HRMnToScnOT/elVFSjU0NBAbG4vMzEwsXboUa9euxeLFi3n2t2/fxo4dO7B//34cOXIEqampGD16NNdeUFCAgIAAnD17lpO+8PX1RUFBQb3vtSbmzJkDLS0t7pA2FgwGg/FeaZSUiiGVq1evkrq6OsnLy5OWlhYdPHiQa9u8eTMpKSmJ9WnXrh1NnjyZe52enk7NmzcnOTk5kpOTIzs7O7p7965M16/pL/jDhw8TALpw4QIR/V9loaSkhJo0aUKnTp2iwsJC0tDQoCtXrtC4cePEKj9ycnKkrq7OO9TU1OpU+SkrK6NNmzYRAFq+fDnX7uLiwusTERFBjo6OvHNTpkwRq/ygWjVm5MiRpKamRgUFBdw5b29vGjlypFhctVV+VqxYQerq6gSA7OzspFZ9iIi2bdtGAOjy5cvcucePH/PGasWKFVL7z58/n1xdXbnXkZGRJC8vTw8ePODOHT58mOTk5MR2IhdRXl5OGhoatH//fqnXkQSr/DAYjHcJq/x8YtjZ2SEtLQ0XLlxASEgIAgICkJmZKXP/169fIzg4GB06dMD58+eRmJiIli1b4uuvv5a6rF5W6P/velC1+gAAioqKGDJkCGJiYhAXFwdbW1s4OTlJ9CG6v6rHoUOHZLr+H3/8AaFQCFVVVYwYMQJhYWEICQnh2l1dXXn2169fx5dffsk7J6qiVUVNTQ3NmzfnXhsaGsLS0hJCoZB3rq6inwAwePBgpKam4tSpU7C1tcWAAQPw5s0bmfvr6elx46Strc2rdG3fvh0dOnSAkZERhEIhpk+fjnv37vH6m5ub81YVurm5oaKighOVffz4MUaMGAEbGxtoaWlBU1MThYWFYn4aCqbqzmAwPgbYUvd3jJKSEqytrQFU/pgnJydj6dKlWL16NYyMjFBSUoKXL1/ylmk/fvwYRkZGAIAtW7bg7t27SEpK4h6dbNmyBTo6Ovjrr78wcODAesd2/fp1AJD4+CwoKAhffvklrl27hqCgIJnuT4SCgmwfs8GDB2PatGlQVVWFsbGx2KMhdXV1mfxUR1FRkfdaIBBIPFdRUVFn36LHOzY2Nmjfvj10dHSwZ88eDBo0SMzWxsYGQOVkcxcXFwCAvLw8N15VxykpKQmDBw/GL7/8Am9vb2hpaWHbtm1YuHBhneILCAjA8+fPsXTpUlhYWEBZWRlubm6NPmGcwWAwPmRY5ec9U1FRgeLiYgCVyZCioiKOHz/Otd+8eRP37t3jKhqvXr2CnJwcrzojel2fH28Rr1+/xpo1a9CpUycYGBiItbdo0QItWrTAtWvX8N1339X7OjWhpaUFa2trmJqaSp0TUxUHBwdcvHiRd+78+fONEpssUKVQMPd+VsfFxQX29vZYsGBBre/VuXPnYGFhgWnTpqFt27awsbHBf//9J2Z37949ZGdnc6/Pnz8POTk52NnZAQASExMxduxY+Pr6okWLFlBWVsazZ8/e4i4ZDAbj44dVft4hERER6NGjB8zNzVFQUIAtW7YgISEB8fHxACp//IODg/HTTz9BV1cXmpqaGDNmDNzc3NC+fXsAgJeXFyZNmoTQ0FCMGTMGFRUViIqKgoKCArp06SJzLE+ePMGbN29QUFCAlJQUzJs3D8+ePcPu3bul9jlx4gRKS0s/mM0DR40ahYULF2LSpEkYPnw4UlJSeBOz34bc3FxeYiF6jGRkZAQjIyP8+++/2L59O7p37w4DAwM8ePAAUVFRUFVVha+vr0SfAoEAMTEx8PLyQocOHRAREQEHBweUlpbi9OnTePr0KeTl5QFUVonu3buHbdu2oV27djh48CD27Nkj5lNFRQUBAQFYsGAB8vPzMXbsWAwYMICrFNrY2GDTpk1o27Yt8vPzMWnSJKiqqso8Do8ePcKjR49w+/ZtAEB6ejo0NDRgbm7OdihnMBgfLazy8w558uQJhg0bBjs7O3h6eiI5ORnx8fHw8vLibBYvXoyePXuiX79+6NSpE4yMjHgJib29Pfbv34+rV6/Czc0NHTt2RHZ2No4cOQJjY2OZY7Gzs4OJiQlcXV0RFRWFbt264dq1a3B0dJTaR11d/YNJfIDK+S67du3C3r170bp1a6xatarBNNP27dsHFxcXfP311wCAgQMHwsXFBatWrQJQmXScOXMGvr6+sLa2hr+/PzQ0NHDu3Lkad01u3749UlJSYGdnh9DQUDg6OsLd3R1bt27F4sWLuTlOvXr1QlhYGH788Uc4Ozvj3LlzmDFjhpg/a2tr9O3bF76+vujevTucnJx4m0NGR0fjxYsXaNOmDYYOHYqxY8fWaVfnVatWwcXFBSNGjAAAdOrUCS4uLti3b5/MPhgMBuNDg2l7MRiMRoNpezEYjPrQ2N8drPLDYDAYDAbjs4IlP58YPXr0gFAolHg01CMhxqfB5s2bpX5WWrRo8b7DYzAYjEaDPfb6xHj48KHU/X50dXU/+UmqTNVddgoKCsREc0UoKirCwsLiLaKrhD32YjAY9YE99vqEaChV9+PHj8Pd3R0aGhowMjLClClTODVwU1NTWFtbSzx0dXWZqruMfA6q7hoaGlI/K6LEh6m6MxiMTxGW/LxDGkLV/cqVK/D19YWPjw9SU1Oxfft27Nu3T6KmVU0wVfeaYarulTBVdwaD8UnSKKIZDJmpq6p7REQEtW3bludj3759pKKiQvn5+bVej6m6M1X3xlR1r05j6/MwGIxPE6bt9YlSX1X34uJiqKio8HypqqrizZs3SElJqXc8TNWdqbo3BMXFxcjPz+cdDAaD8cHRKCkVQypvq+oeHx9PcnJytGXLFiorK6MHDx5Qx44dCQBt2bKl1uszVXem6t6Yqu6RkZEEQOxglR8Gg1EXWOXnE+NtVd27d++O+fPnY9SoUVBWVoatrS0npyCLHlZNEFN1lynOqjBVdz4RERHIy8vjjvv37zfKdRgMBuNtYNpe75i3VXUHgJ9++glhYWHIycmBjo4O7t69i4iICDRr1uytYmOq7kzV/W1RVlaGsrJyo/hmMBiMhoJVft4zdVV1FyEQCGBiYgJVVVVs3boVTZs2RZs2beodB1N1f3uIqbozGAzGRwGr/LxDGkLVHajcY8fHxwdycnLYvXs3oqKisGPHDk4RXBaYqnvNMFX3SpiqO4PB+BRhlZ93SEOougPA4cOH0bFjR7Rt2xYHDx7EX3/9hW+++aZOsTBV95phqu6VMFV3BoPxKcLkLRgMRqPB5C0YDEZ9YPIWDAaDwWAwGA0IS34+MZiqO0NW3qmq+zgtYKSg8mAwGIz3DJvw/Imxbt26GlXdGQwRvXr1EtsnSUT1rQAYDAbjU4IlP58YVTe8+xxJSEhAly5d8OLFiw9qcnZjMHPmTOzdu1ei4rwsaGhoQENDo2GDYjAYjI8A9tjrHbJy5Uo4OTlBU1MTmpqacHNzw+HDh3k2a9asgYeHBzQ1NSEQCPDy5UsxP7m5uRg8eDA0NTWhra2N4OBgFBYWyhRDQkICBAIBBAIB5OTkoKWlBRcXF0yePBk5OTk825kzZ0IgEMDHx0fMz/z58yEQCODh4cGzd3Z2FrO9e/cuBAJBjT/SHh4eXFwqKipwdHTkrVp61+zevRvdu3eHnp6e1NhHjhyJ5s2bQ1VVFQYGBujduzdu3LhRq+/bt28jKCgI5ubmUFZWhqmpKTw9PbF582aUlZU1wt3Uj9zcXIwZMwZ2dnZQVVWFubk5xo4di7y8vPcdGoPBYLwVLPl5h5iZmSEqKgopKSm4dOkSunbtit69eyMjI4OzefXqFXx8fDB16lSpfgYPHoyMjAwcO3YMBw4cwOnTp/HDDz/UKZabN28iOzsbycnJmDJlCv7++2+0bNkS6enpPDtjY2OcPHkSDx484J1fv349zM3N63TN2hgxYgRycnKQmZmJAQMGIDQ0FFu3bpVo21g7FIsoKirCV199hblz50q1cXV1RUxMDK5fv474+HgQEbp3747y8nKpfS5evIg2bdrg+vXrWLFiBa5du4aEhAQMHz4cK1eu5H0W3jfZ2dnIzs7GggULcO3aNcTGxuLIkSMIDg5+36ExGAzG29EoimEMmdHR0aF169aJnZcmJJmZmUkAKDk5mTt3+PBhEggE9PDhw1qvJ83vq1evyM7Ojjp06MCdEwmb9uzZk/73v/9x5xMTE0lfX59CQkLEhE1bt24tds3axEGJ+MKmImxsbGjgwIFce2hoKI0bN4709PTIw8ODiIgOHjxINjY2pKKiQh4eHpyQaVVhUy0tLdq/fz/Z2tqSqqoq9evXj4qKiig2NpYsLCxIW1ubxowZQ2VlZfWKXcSVK1fERFSrUlFRQQ4ODuTq6krl5eVSbURMnjyZbGxsSFVVlaysrGj69OlUUlLCtYvGe9WqVWRmZkaqqqrUv39/evnyJWdz8eJF6tatG+np6ZGmpiZ16tSJUlJSar0XaezYsYOUlJSotLRUYvubN28oLy+PO+7fv18pThgIoh/+/8FgMBi1wIRNP1HKy8uxbds2FBUVSRTjlEZSUhK0tbXRtm1b7ly3bt0gJyeHCxcu1DseVVVVjBo1ComJiWICn0FBQbydk9evX4/BgwdDSUmp3teTNaaqFZ4NGzZASUkJiYmJWLVqFe7fv4++ffvCz88PaWlpGD58OMLDw8X8vHr1CsuWLcO2bdtw5MgRJCQkoE+fPjh06BAOHTqETZs2YfXq1di5c2e9Yy0qKkJMTAysrKzQtGlTiTZpaWm4fv06Jk6cKFW+o6qorIaGBmJjY5GZmYmlS5di7dq1WLx4Mc/+9u3b2LFjB/bv348jR44gNTUVo0eP5toLCgoQEBCAs2fP4vz587CxsYGvry8KCgrqdZ+iPTek6bXNmTOH0zvT0tKSOhYMBoPxXmmUlIohlatXr5K6ujrJy8uTlpYWHTx4UKKdtArN7NmzydbWVszewMCA/vjjj1qvL80vUWUFCQBduHCBiP6vslBSUkJNmjShU6dOUWFhIWloaNCVK1do3LhxYpUfOTk5UldX5x1qamp1qvyUlZXRpk2bCAAtX76ca3dxceH1iYiIIEdHR965KVOmiFV+UK0aM3LkSFJTU6OCggLunLe3N40cOVIsrtoqPytWrCB1dXUCQHZ2dlKrPkRE27ZtIwB0+fJl7tzjx495Y7VixQqp/efPn0+urq7c68jISJKXl6cHDx5w5w4fPkxycnKUk5Mj0Ud5eTlpaGjQ/v37pV5HGk+fPiVzc3OaOnWqVBtW+WEwGA1BY1d+2Gqvd4ydnR3S0tKQl5eHnTt3IiAgAKdOnapRVuJdQf9/s++q1QegctnzkCFDEBMTg3///Re2trZwcnKS6MPOzk5M+uDhw4e8idHS+OOPP7Bu3TqUlJRAXl4eYWFhnNwDUDnHpirXr18XW6otqYqmpqaG5s2bc68NDQ1haWkJoVDIO1e94iULgwcPhpeXF3JycrBgwQIMGDAAiYmJUFFRkam/np4eN5naw8ODV+navn07li1bhn/++QeFhYUoKysT2+nU3Nyct8LPzc0NFRUVuHnzJoyMjPD48WNMnz4dCQkJePLkCcrLy/Hq1Svcu3evTveZn5+Pr7/+Go6Ojpg5c6ZUO6bqzmAwPgZY8vOOUVJSgrW1NYDKH/Pk5GQsXboUq1evlqm/kZGR2I90WVkZcnNzOTHL+nL9+nUAgKWlpVhbUFAQvvzyS1y7dg1BQUFSfVS9PxHSHpFUZ/DgwZg2bRpUVVVhbGws9mhIXV1dJj/Vqb5njUAgkHiuNqV1SYge79jY2KB9+/bQ0dHBnj17MGjQIDFbGxsbAJWTzV1cXAAA8vLy3HhVHaekpCQMHjwYv/zyC7y9vaGlpYVt27Zh4cKFdYovICAAz58/x9KlS2FhYQFlZWW4ubnVacJ4QUEBfHx8oKGhgT179rA9gBgMxkcPm/PznqmoqEBxcbHM9m5ubnj58iVSUlK4cydOnEBFRYXUDetk4fXr11izZg06deoEAwMDsfYWLVqgRYsWuHbtGr777rt6X6cmtLS0YG1tDVNTU6lzYqri4OCAixcv8s6dP3++UWKTBSICEUl9P11cXGBvb48FCxbUmmidO3cOFhYWmDZtGtq2bQsbGxv8999/YnZVleeByvuXk5ODnZ0dACAxMRFjx46Fr68vWrRoAWVlZTx79kzme8rPz0f37t2hpKSEffv2yVzRYjAYjA8ZVvl5h0RERKBHjx4wNzdHQUEBtmzZgoSEBMTHx3M2jx49wqNHj3D79m0AQHp6OjQ0NGBubg5dXV04ODjAx8cHI0aMwKpVq1BaWooff/wRAwcOhImJicyxPHnyBG/evEFBQQFSUlIwb948PHv2TExBvionTpxAaWnpB7N54KhRo7Bw4UJMmjQJw4cPR0pKCm9i9tuQm5vLSyxu3rwJoLLyZmRkhH///Rfbt29H9+7dYWBggAcPHiAqKgqqqqrw9fWV6FMgECAmJgZeXl7o0KEDIiIi4ODggNLSUpw+fRpPnz6FvLw8gMoq0b1797Bt2za0a9cOBw8exJ49e8R8qqioICAgAAsWLEB+fj7Gjh2LAQMGcFVAGxsbbNq0CW3btkV+fj4mTZoEVVVVmcZAlPi8evUKf/75J/Lz85Gfnw8AMDAw4GJlMBiMjw1W+XmHPHnyBMOGDYOdnR08PT2RnJyM+Ph4eHl5cTarVq2Ci4sLRowYAQDo1KkTXFxcePNoNm/eDHt7e3h6esLX1xdfffUV1qxZU6dY7OzsYGJiAldXV0RFRaFbt264du1ajXOP1NXVP5jEB6ic77Jr1y7s3bsXrVu3xqpVqxpMv2zfvn1wcXHB119/DQAYOHAgXFxcsGrVKgCVSceZM2fg6+sLa2tr+Pv7Q0NDA+fOnUOTJk2k+m3fvj1SUlJgZ2eH0NBQODo6wt3dHVu3bsXixYu5OU69evVCWFgYfvzxRzg7O+PcuXOYMWOGmD9ra2v07dsXvr6+6N69O5ycnHibQ0ZHR+PFixdo06YNhg4dirFjx9YYX1UuX76MCxcuID09HdbW1jA2NuaO+/fvyzyWAIClecBqqjwYDAbjPSMg0SxXBoPBaGDy8/OhpaXFLZFnMBgMWWjs7w5W+WEwGAwGg/FZweb8fGL06NEDZ86ckdg2derUGmUzGJ8XmzdvxsiRIyW2WVhYNKzUxjgtoL57YrJHZQwGo4Fhyc875u7du7CyskJqaqpEEdC3Zd26dXj9+rXENl1d3Qa/Xk0IBALs2bMH33zzzTu97udAQ3yOevXqJXWFIFvOzmAwPmXe2WOvhlA0v3v3LoKDg2FlZQVVVVU0b94ckZGRMu9ZUlXRXCAQwNDQEP369cO///6LkpIS6OvrIyoqSmLfX3/9FYaGhigtLUVsbKzUib8CgQB79+6VKZ6aWLt2LVq3bg2hUAhtbW24uLhgzpw5XLtIcV10aGlpoWPHjrh9+zasra25o1u3brCxsYGNjQ2aNm2KNm3aIC4uDgAwZswYODg4SLz+vXv3IC8vL7ZhoYinT58iJCSEUyY3MjKCt7c3EhMTOZucnBz06NFD5nueOXMm7O3toa6uDh0dHXTr1q1WyY7AwEBuDER7DM2aNavR1dFPnz4NPz8/mJiY1Ok9Lykpwfz589GmTRuoq6tDS0sLrVu3xvTp03lL1t8FGhoavM9K1cPCwgJr165Fx44doaOjw70f1bcWYDAYjI+Rd5b8NISi+Y0bN1BRUYHVq1cjIyMDixcvxqpVq+r8KEekaB4XF4eMjAz4+flBXl6e28W4OkSE2NhYDBs27J38Rbx+/XqMHz8eY8eORVpaGhITEzF58mQUFhby7Fq0aIGcnBzk5OQgKSkJNjY26NmzJ/Ly8nh2s2bNQk5ODlJTU9GuXTv4+/vj3LlzCA4Oxo0bN3Du3DmxGGJjY9GkSROpy7b79euH1NRUbNiwAbdu3cK+ffvg4eGB58+fczZGRkZ12u3X1tYWy5cvR3p6Os6ePQtLS0t0794dT58+rbGfj48PcnJykJWVhQkTJmDmzJmYP3++RNuGUoMvKipC69atsWLFCpn7FBcXw8vLC7/99hsCAwNx+vRppKenY9myZXj27Bl+//33BomtoUhISMCgQYNw8uRJJCUloWnTpujevTsePnz4vkNjMBiMt6NRRDNkpK6K5pKYN28eWVlZyXQ9SX43b95MAOjGjRt09epVAkBnzpyR2O/69etE9H9K4ZIAQHv27OFeX7hwgZydnUlZWZlcXV1p9+7dtepc9e7dmwIDA2u8F0kK6iIdpYsXL3LnLCwsaPHixdzr0tJSUlNTo/DwcCIiatOmDQUHB/P8VFRUkJWVFU2ZMkXitV+8eEEAKCEhocYYq47Fhg0bSF1dnW7dusW1h4SEkJ2dHRUVFUnsL9J2+fvvv6VeIyAggHr37s075+XlRe3bt+e1/+9//yNjY2OytLQkokqNtS5dupCKigrp6urSiBEjOK2vkydPkqKiIp0+fZrzOXfuXDIwMKBHjx7VeJ81MWfOHJKTk+Npe1WlqqL74cOHqUOHDqSlpUW6urr09ddf83TDRJpjW7duJTc3N1JWVqYWLVrw3pOysjIKCgoiS0tLUlFRIVtbW1qyZEmtcUqjrKyMNDQ0aMOGDTL34fR5qmp71fVgMBifHZ+kqnt9Fc0lkZeX91ZzWUQbvpWUlKBVq1Zo164d1q9fz7OJiYmBu7s77O3t6+S7sLAQPXv2hKOjI1JSUjBz5kxMnDix1n5GRkY4f/68xB19pVFcXIyYmBhoa2tzu/tKQkFBAYqKilwFJDg4GDt27EBRURFnk5CQgDt37kiVsRAKhRAKhdi7d6/Mu1MPGzYMvr6+GDx4MMrKynDw4EGsW7cOmzdvhpqamph9SUkJ1qxZwz0WqgvV1eCPHz+Omzdv4tixYzhw4ACKiorg7e0NHR0dJCcnIy4uDn///Td+/PFHAJUaW+PHj8fQoUORl5eH1NRUzJgxA+vWrYOhoWGdYqnK1q1b4eXlxUlbVKeqplpRURF++uknXLp0CcePH4ecnBz69OkjtjP0pEmTMGHCBKSmpsLNzQ1+fn5c9a2iogJmZmaIi4tDZmYmfv75Z0ydOhU7duyoV/yvXr1CaWlpjf/fiouLuc0Qq26KyGAwGB8UjZJSSeFtFc2rk5WVRZqamrRmzRqZrl/db3Z2Nrm7u5OpqSkVFxcTEdGqVatIKBRyVYD8/HxSU1PjVahESuHV1ctF6t6iKsDq1atJT0+PXr9+zfVduXJlrZWf7Oxsat++PQEgW1tbCggIoO3bt1N5eTlnU11BXSAQkKamJh0+fJjnq2rlp7i4mH777TcCQAcOHCCiyiqOiooKxcTEcH2GDh1KX331VY1juXPnTtLR0SEVFRVyd3eniIgIunLlCs8G1Soiubm5ZGZmRiEhIWRoaEizZ88W87t//37ufkxMTHhVLElUrfxUVFTQsWPHSFlZmSZOnMi1Gxoacu8vEdGaNWtIR0eHCgsLuXMHDx4kOTk5rrJTXFxMzs7ONGDAAHJ0dKQRI0ZIjaH6fUpDRUWFxo4dyzv3zTffcO+hm5ub1L5Pnz4lAJSenk5E/1f5iYqK4mxKS0vJzMyM5s6dK9VPaGgo9evXr9ZYJRESEkLNmjXjfZ6rExkZSQDEDlb5YTAYdeGTqvyIFM0vXLiAkJAQBAQEIDMzs16+Hj58CB8fH/Tv35/bDVlWzMzMoK6uDhMTExQVFWHXrl1QUqpchzto0CCUl5dzfx1v374dcnJy8Pf35/nQ0NBAWlqa2FGV69evw8nJiaeHVL3S1aJFC66SIpocbGxsjKSkJKSnp2PcuHEoKytDQEAAfHx8eH/5i8YzLS0NKSkpCAkJQf/+/XHp0iXeNaZMmQKhUAg1NTXMnTsXUVFR3M7F2tra6Nu3L1ftys/Px65duxAcHFzjGPbr1w/Z2dnYt28ffHx8kJCQgDZt2tQoL6Gjo4Po6GisXLkSzZs3R3h4uJhNly5dkJaWhnPnzsHHxwcDBgyoVW39wIEDEAqFUFFRQY8ePeDv789THm/VqhX3/gKV70vr1q15QqkdOnTg1NCBSoHWzZs3Y9euXXjz5g0WL15cYwz15Y8//kBaWhqCgoLw6tUr7nxWVhYGDRqEZs2aQVNTkxObra7GXvXzpKCggLZt23ICtQCwYsUKuLq6wsDAAEKhEGvWrKmzojsAREVFYdu2bdizZ0+N+l4RERHIy8vjjjrvBM1gMBjvgHe61P1tFc1FZGdno0uXLnB3d6+zrAMAnDlzBpqammjSpAk0NDR4bZqamvj2228RExODoKAgxMTEYMCAARAKhTw7OTk5MfXy+nDo0CGUlpYCgJjmUsuWLdGyZUuMHj0ao0aNQseOHXHq1Cl06dIFgLiCuouLC/bu3YslS5bgzz//5M5PmjQJgYGBEAqFMDQ05D1eASoffXl6euL27ds4efIk5OXl0b9//1pjV1FRgZeXF7y8vDBjxgwMHz4ckZGRCAwMlNrn9OnTkJeXR05ODoqKisTGX11dnVtx1L59e9jY2CA6OhoRERFSfXbp0gUrV66EkpISTExMxFTk66sGL5oInpubi9zc3Hr7EWFjY8MlVyKMjY0BiG9D4Ofnx624MjExQUVFBVq2bFmnCdvbtm3DxIkTsXDhQri5uUFDQwPz58+vdQVddRYsWICoqCj8/fffcHJyqtFWWVm5TpPcGQwG433wXnd4rquiOVBZ8fHw8ICrqytiYmJkUv+ujpWVFZo3by72wysiODgYZ8+exYEDB7hVUfXBwcEBV69exZs3b7hz1VXHLSwsuB97U1NTqb5EmltV5+ZIQl5eXmyfH319fVhbW8PIyEgs8QEqkwcrKyvExMQgJiYGAwcOrNcPvaOjY43xnTt3DnPnzsX+/fshFAq5OTY1IctnRJQwmZubiyU+knBwcMCVK1d4sSYmJvLU0P/55x+EhYVh7dq1+PLLLxEQEFCrEnttDBo0CMeOHUNqamqNds+fP8fNmzcxffp0eHp6wsHBAS9evJBoW/XzVFZWhpSUFG77gsTERLi7u2P06NFwcXGBtbU1/vnnnzrFPG/ePPz66684cuQI2rZtW6e+DAaD8aHyzio/DaFoLkp8LCwssGDBAt4SaJGKdUPQqVMnWFtbY9iwYbC3t4e7u3u9/Hz33XeYNm0aRowYgYiICNy9excLFiyotV9ISAhMTEzQtWtXmJmZIScnB//73/9gYGDAe8xRVlaGR48eAQAKCgqwfft2ZGZmYsqUKXWKUyAQICgoCIsWLcKLFy9qfcTz/Plz9O/fH0FBQXBycoKGhgYuXbqEefPmoXfv3hL7FBQUcMKaPXr0gJmZGdq1awc/Pz98++23KCoqwuzZs9GrVy8YGxvj2bNnWLFiBR4+fChTFaouDB48GJGRkQgICMDMmTPx9OlTjBkzBkOHDoWhoSHKy8sxZMgQeHt74/vvv4ePjw9atWrFKcgDlZPZRZ9TALhz5w7S0tKgq6sLc3NzidcNCwvDwYMH4enpicjISG4PnVu3buHw4cOcSrqOjg709PSwZs0aGBsb4969exIfEQKVj7VsbGzg4OCAxYsX48WLF9xEdRsbG2zcuBHx8fGwsrLCpk2bkJycDCsrK5nGae7cufj555+xZcsWWFpacp810WNaBoPB+GhplJlEEggKCiILCwtSUlIiAwMD8vT0pKNHj/JspE2WFE3GFU00lnTIQl2W0IsmBs+bN0+srS5L3ZOSkqh169akpKREzs7OtGvXrlonPO/cuZN8fX3J2NiYlJSUyMTEhPr160dXr17lbKqPlZqaGrVq1YpWrlzJ81V9qbs07t+/T3JyctSiRYtabd+8eUPh4eHUpk0b0tLSIjU1NbKzs6Pp06fTq1evJI7F999/T61ataI3b95w7QsXLiRdXV168OABvX79mvr06UMmJiakpKRExsbG1KtXrzpNeK5Le01L3X/55RcyNjamZ8+ecfa7du0iJSUlSktLI6L/+yxVPwICAmodu6ioKGrdujWpqqqSsrIy2dvbU1hYGN27d4+zO3bsGDk4OJCysjI5OTlRQkICbzxFE563bNlCX3zxBSkpKZGjoyOdOHGCd63AwEDS0tIibW1tCgkJofDwcLEtEqRhYWEh8R4jIyNl6k/U+JMWGQzGp0ljf3cwVXcGg9FoMFV3BoNRH5iqO4PBYDAYDEYD8kklPz169ODmI1Q/fvvtt/cdHoPxQSHt/4pQKMSZM2fed3gMBoPRaHxSqu4fkqK5NBpb1f1Dgqm6Nx4N8Tmqvi9VVWpaechgMBgfOx+VqjsA9OrVC+bm5lBRUYGxsTGGDh3KqWGbmppKVanW1dX9LFTdT506xfNjaWnJ2airqzNV9wbiU1B1l/Z/xdraGqqqqti9ezfatm0LbW1tqKurw9nZGZs2bXqnMTIYDEZj8FGpugOVe9Ls2LEDN2/exK5du/DPP//g22+/rVMsTNWdqbq/LZ+Dqruuri6mTZuGpKQkXL16Fd9//z2+//573vYUDAaD8VHSKGvIZKQhVN3/+usvEggEVFJSUqstU3Vnqu5M1b3+qu5ERC4uLjR9+nSZ7dlSdwaDUR8+KW0vEQ2l6p6bm4vNmzfD3d293hUZpurOVN2ZqnvtEBE3jp06dZJqx1TdGQzGR0GjpFRSaChV98mTJ5OamhoBoPbt2/M2o6sJpurOVN2JmKp7XVTdX758Serq6qSgoEDKysoUHR1do71UVXdW+WEwGHWgsSs/7zT5KS4upqysLLp06RKFh4eTvr4+ZWRkiNnVlvw8ffqUbt68SUePHqUOHTqQr68v75GBNER+1dXVueSpdevWdP78ec4mLy+PVFVVuS/5tWvX8pIhosrkR0NDg7KyssSOqj+E48ePpy5duvBiSEtL4yU/jo6O3I+fj48PzzY9PZ1WrFhBgwcPJhUVFfLy8uISoMjISHJwcOCue/nyZZoyZQoJhUJKTk7mfIh21a6adFb9wSQi+u6776hjx47c/aupqfGSIWm8fv2ajh49SrNmzSI3NzeSl5fn9ZOUFMTHxxMAcnd35yVzIgoLCykrK4uSkpK4RzaPHz+WGkNAQADJy8uTuro6KSkpkYKCAg0bNoxLbAICAqhbt268PmFhYeTh4cE79/LlSwJAp06d4s5lZGSQvLw8NWvWjJcoVedtkp/s7GzKysqiMWPG8B5j3rp1iwYOHEhWVlakoaHBJdaiPxhEyU/VeIkqk6mqj0yXL19Obdq0IX19fVJXVydFRUVq165drbGKKC8vp6ysLEpNTaUFCxaQlpYWnTx5Uqr9mzdvKC8vjztEj2JZ8sNgMOpCYyc/H6Wqu76+PvT19WFrawsHBwc0bdoU58+fl/kRGlN1Z6russBU3fmfc2dnZ1y/fh1z5syBh4eHRHum6s5gMD4GPjpVd0k+ANTJD1N158NU3Zmqu6w0xP9ZBoPBeN98VKruFy5cQHJyMr766ivo6Ojgn3/+wYwZM9C8efO3mjhdHabqzlTdmao7MGfOHLRt2xbNmzdHcXExDh06hE2bNmHlypUyjzWDwWB8kDTKwzQJNISqu2h5sq6uLikrK5OlpSWNGjWKHjx4IFMMTNVdOkzVnam6V2fatGlkbW1NKioqpKOjQ25ubrRt2zaZ+opgS90ZDEZ9YKruDAbjo4WpujMYjPrAVN0ZDAaDwWAwGpBPKvlhqu4MhuwwVXcGg/G5wlTdGYzPFKbqzmAwPlc+qeTnY/jCvnv3LqysrJCamgpnZ+f3HU6jIhAIsGfPHnzzzTfvO5RPjob4HDXEPlUMBoPxMfLOHnutXLkSTk5O0NTUhKamJtzc3HD48GGezZo1a+Dh4QFNTU0IBAK8fPlSqr/i4mI4OztDIBDU+BdsVRISEiAQCLjD0NAQ/fr1w7///ouSkhLo6+sjKipKYt9ff/0VhoaGKC0tRWxsLLS1tSXaCQQC7N27V6Z4amLt2rVo3bo1hEIhtLW14eLigjlz5nDtM2fO5N2LlpYWtwliVSwtLTkbdXV1tGnTBnFxcQCAMWPGcHvCVOfevXuQl5fHvn37JLY/ffoUISEhMDc3h7KyMoyMjODt7Y3ExETOJicnBz169JD5nmfOnAl7e3uoq6tDR0cH3bp1q3VDvsDAQO7+RJs+zpo1C2VlZTJftz6cPn0afn5+MDExqdN7XlJSgvnz56NNmzZQV1fntMumT5+O7OzsRo35bdi2bRsEAgFLZBkMxifBO0t+zMzMEBUVhZSUFFy6dAldu3ZF7969kZGRwdm8evUKPj4+mDp1aq3+Jk+eDBMTk3rFcvPmTWRnZyMuLg4ZGRnw8/ODvLw8hgwZgpiYGDF7IkJsbCyGDRtWbwHVurB+/XqMHz8eY8eORVpaGhITEzF58mQUFhby7Fq0aIGcnBzk5OQgKSkJNjY26NmzJ/Ly8nh2s2bNQk5ODlJTU9GuXTv4+/tzmzfeuHGD28m4KrGxsWjSpAl8fX0lxtivXz+kpqZiw4YNuHXrFvbt2wcPDw9OVBOoFGity26/tra2WL58OdLT03H27FlYWlqie/fuePr0aY39fHx8kJOTg6ysLEyYMAEzZ87E/PnzJdrWZYfkmigqKkLr1q2xYsUKmfsUFxfDy8sLv/32GwIDA3H69Gmkp6dj2bJlePbsGX7//fcGia2huXv3LiZOnIiOHTu+71AYDAajYWiUBfQyoqOjwxMMFVHbfjyHDh0ie3t7ysjIqHXPnNr8bt68mQDQjRs36OrVqwSAzpw5I7Hf9evXiahu+/xcuHCBnJ2dSVlZmVxdXWn37t21xty7d2+ePpMkIiMjxfZrEekoVd0bp/o+P6WlpaSmpkbh4eFERNSmTRsKDg7m+amoqCArKyuaMmWKxGu/ePGCAFBCQkKNMVYdiw0bNpC6ujrdunWLaw8JCSE7OzsqKiqS2F+0z8Pff/8t9RqS9vHx8vKi9u3b89r/97//kbGxMVlaWhJRzfv8nDx5khQVFen06dOcz7lz55KBgQEnfCrtPmtizpw5JCcnR5cvX5bYXlWf7vDhw9ShQwfS0tIiXV1d+vrrr+n27dtcu2ifn61bt5KbmxspKytTixYteO9JWVkZp4+moqJCtra2tGTJklrjrEpZWRm5u7vTunXrat1TSRJsnx8Gg1EfGvu7472s9iovL8e2bdtQVFRU552ZHz9+jBEjRmDTpk1QU1N761hEelolJSVo1aoV2rVrh/Xr1/NsYmJi4O7uDnt7+zr5LiwsRM+ePeHo6IiUlBTMnDkTEydOrLWfkZERzp8/j//++0/maxUXFyMmJgba2tqcRIMkFBQUoKioyFVAgoODsWPHDp7UQ0JCAu7cucPtFFwd0YqgvXv3yix1MGzYMPj6+mLw4MEoKyvDwYMHsW7dOmzevFni+1hSUoI1a9Zwj4XqgqqqKq/Cc/z4cdy8eRPHjh3DgQMHUFRUBG9vb+jo6CA5ORlxcXH4+++/ObkNDw8PjB8/HkOHDkVeXh5SU1MxY8YMrFu3DoaGhnWKpSpbt26Fl5cXXFxcJLZXlR4pKirCTz/9hEuXLuH48eOQk5NDnz59xCQ2Jk2ahAkTJiA1NRVubm7w8/Pjqm8VFRUwMzNDXFwcMjMz8fPPP2Pq1KnYsWOHzDHPmjULTZo0kVnipbi4GPn5+byDwWAwPjgaJaWSwtWrV3nq4iKF6upIq/xUVFSQj48P/frrr0T0f3/91rfyk52dTe7u7mRqakrFxcVERLRq1Sqeint+fj6pqanxKlQxMTGcOnz1A1WqAKtXryY9PT16/fo113flypW1xpydnU3t27cnAGRra0sBAQG0fft2ngp6ZGQkycnJcdcVCASkqalJhw8f5vmqWvkpLi7mdq4+cOAAEVVWcVRUVHhq7EOHDqWvvvqqxrHcuXMn6ejokIqKCrm7u1NERARduXKFZ4NqFZHc3FwyMzOjkJAQMjQ0pNmzZ4v53b9/P3c/JiYmddrhuaKigo4dO0bKyso0ceJErt3Q0JB7f4mI1qxZQzo6Ojyl9oMHD5KcnBxX2SkuLiZnZ2caMGAAOTo60ogRI6TGUP0+pSFJ1f2bb77h3kM3NzepfZ8+fUoAKD09nYj+77MfFRXF2ZSWlpKZmRnNnTtXqp/Q0FDq169frbESEZ05c4ZMTU3p6dOnRFT7btpE0ndpZ5UfBoNRFxq78vNOk5/i4mLKysqiS5cuUXh4OOnr61NGRoaYnbTkZ+nSpdShQwcqKysjovonP+rq6qSmpkYAqHXr1nT+/HnOJi8vj1RVVSk6OpqIiNauXctLhogqkx8NDQ3KysoSO6r+EI4fP566dOnCiyEtLY0Xs6OjI/fj5+Pjw7NNT0+nFStW0ODBg0lFRYW8vLy4BCgyMpIcHBy4616+fJmmTJlCQqGQkpOTOR8iSZGqSWfVH0wiou+++446duzI3b+amhovGZLG69ev6ejRozRr1ixyc3MjeXl5Xj9JSUF8fDwBIHd3d14yJ6KwsJCysrIoKSmJe2Tz+PFjqTEEBASQvLw8qaurk5KSEikoKNCwYcO4xCYgIIC6devG6xMWFkYeHh68cy9fviQAdOrUKe5cRkYGycvLU7NmzXiJUnXeJvnJzs6mrKwsGjNmDO8x5q1bt2jgwIFkZWVFGhoaXGIt+oNB9NmvGi9RZTJV9ZHp8uXLqU2bNqSvr0/q6uqkqKhI7dq1qzXW/Px8srS0pEOHDnHnZEl+3rx5Q3l5edwhehTLkh8Gg1EXGjv5eadL3UWrcQDA1dUVycnJWLp0KVavXi1T/xMnTiApKUlsEm3btm0xePBgbNiwQSY/Z86cgaamJpo0aSKm7K6pqYlvv/0WMTExCAoKQkxMDAYMGAChUMizk5OTa5ClwocOHUJpaSmA/3sEJ6Jly5Zo2bIlRo8ejVGjRnGrubp06QKAP54A4OLigr1792LJkiX4888/ufOTJk1CYGAghEIhDA0NxZTdg4OD4enpidu3b+PkyZOQl5eXSUxURUUFXl5e8PLywowZMzB8+HBERkYiMDBQap/Tp09DXl4eOTk5KCoqEht/kUK7tbU12rdvDxsbG0RHRyMiIkKqzy5dumDlypVQUlKCiYmJmLJ7fRTqAXATwXNzc5Gbm1tvPyJsbGxw8+ZN3jljY2MA4vtQ+fn5wcLCAmvXroWJiQkqKirQsmXLOk3Y3rZtGyZOnIiFCxfCzc0NGhoamD9/fq0r6IBKVfu7d+/Cz8+POyd65KagoICbN2+iefPmYv2UlZXrNMmdwWAw3gfvdYfniooKmeeMAMCyZctw5coVpKWlIS0tDYcOHQIAbN++HbNnz5bZj5WVFZo3by72wysiODgYZ8+exYEDB7hVUfXBwcEBV69exZs3b7hz58+f59lYWFhwP/Y17VPk6OgIALy5OZKQl5cX2+hRX18f1tbWMDIyEkt8gMrkwcrKCjExMYiJicHAgQPr9UPv6OhYY3znzp3D3LlzsX//fgiFQm6OTU3I8hkRJUzm5uZiiY8kHBwccOXKFV6siYmJkJOT4+ZL/fPPPwgLC8PatWvx5ZdfIiAgQGy+TV0ZNGgQjh07htTU1Brtnj9/jps3b2L69Onw9PSEg4MDXrx4IdG26ueprKwMKSkp3PYFiYmJcHd3x+jRo+Hi4gJra2v8888/MsVqb2+P9PR07v9aWloaevXqhS5duiAtLQ1NmzaV8a4ZDAbjw+OdVX4iIiLQo0cPmJubo6CgAFu2bEFCQgLi4+M5m0ePHuHRo0e4ffs2ACA9PR0aGhowNzeHrq4uzM3NeT5F1ZjmzZvDzMyswWLt1KkTrK2tMWzYMNjb28Pd3b1efr777jtMmzYNI0aMQEREBO7evYsFCxbU2i8kJAQmJibo2rUrzMzMkJOTg//9738wMDDgTRAvKyvDo0ePAAAFBQXYvn07MjMzMWXKlDrFKRAIEBQUhEWLFuHFixdYvHhxjfbPnz9H//79ERQUBCcnJ2hoaODSpUuYN28eevfuLbFPQUEBhg4dirFjx6JHjx4wMzNDu3bt4Ofnh2+//RZFRUWYPXs2evXqBWNjYzx79gwrVqzAw4cPZapC1YXBgwcjMjISAQEBmDlzJp4+fYoxY8Zg6NChMDQ0RHl5OYYMGQJvb298//338PHxQatWrbBw4UJMmjQJQOVkdtHnFADu3LmDtLQ0iZ9TEWFhYTh48CA8PT0RGRmJjh07QkdHB7du3cLhw4chLy8PANDR0YGenh7WrFkDY2Nj3Lt3D+Hh4RJ9rlixAjY2NnBwcMDixYvx4sULbqK6jY0NNm7ciPj4eFhZWWHTpk1ITk6GlZVVrWOkoqKCli1b8s6J9raqfp7BYDA+OhrlYZoEgoKCuPknBgYG5OnpSUePHuXZSJssKW3+ydtOeK4J0cTgefPmibXVZal7UlIStW7dmpSUlMjZ2Zl27dpVa8w7d+4kX19fMjY2JiUlJTIxMaF+/frR1atXOZvqY6WmpkatWrWilStX8nxVX+oujfv375OcnBy1aNGiVts3b95QeHg4tWnThrS0tEhNTY3s7Oxo+vTp9OrVK4lj8f3331OrVq3ozZs3XPvChQtJV1eXHjx4QK9fv6Y+ffqQiYkJKSkpkbGxMfXq1atOE57r0l7TUvdffvmFjI2N6dmzZ5z9rl27SElJidLS0ojo/z5L1Y+AgIBaxy4qKopat25NqqqqpKysTPb29hQWFkb37t3j7I4dO0YODg6krKxMTk5OlJCQwBtP0Wd/y5Yt9MUXX5CSkhI5OjrSiRMneNcKDAwkLS0t0tbWppCQEAoPDxfbIkFW2FJ3BoPxrmjs7w4BEdE7zLUYDMZnRH5+PrS0tJCXlwdNTc33HQ6DwfhIaOzvjk9K1Z3BYDAYDAajNj6p5KdHjx7cBnzVj99+++19h8dgfFBI+78iFApx5syZ9x0eg8FgNBqflKr7unXrxFY6iai+lJjx7ggMDMTLly8bRPC1Kp+7aryHhwecnZ2xZMmSevWvSRC4ppWHDAaD8bFTp8pPQymzV1UaFx3S1NRrwt7eHsrKytyKJ1NTU27Z+PDhw7F8+XLutSj5qa7IHhsbC4FAAB8fH57vly9fQiAQICEhocYY9uzZg/bt20NLSwsaGhpo0aIFxo8fL+ZfdAiFQri6umL37t08Px4eHpyNiooKHB0d8ccffwAAFi5cCB0dHd6SeRGvXr2CpqYmli1bJjG+hvJraWkp8Ud25syZcHZ2rnGMaiMhIYE3RoaGhujXrx/+/ffft/L7NsyePRvu7u5QU1PjfV5EXLlyBYMGDULTpk2hqqoKBwcHLF26VCbfJ0+eRM+ePWFgYAAVFRU0b94c/v7+OH36dAPfRc2I/m9IOlRVVd/qHhkMBuNDpk7JT0Mqs4uUxkXHmDFj6hT42bNn8fr1a3z77bcyb24oDQUFBfz99984efJknfodP34c/v7+6NevHy5evIiUlBTMnj2b27RQhKamJnefqamp8Pb2xoABA8Q2vBsxYgRycnKQmZmJAQMGIDQ0FFu3bsXQoUNRVFQkljABwM6dO1FSUoIhQ4ZIjbOx/DY0N2/eRHZ2NuLi4pCRkQE/Pz+Ul5fX21/196EulJSUoH///ggJCZHYnpKSgiZNmuDPP/9ERkYGpk2bhoiICCxfvrxGv3/88Qc8PT2hp6eH7du34+bNm9izZw/c3d0RFhZW73gbg/reI4PBYHzwvO1ysfoos8u6/LomAgMDKTw8nA4fPky2trZi7Z07d6Zx48aJna++TF30esSIEfTFF19w50XK5SdPnpQaw7hx48RkEmq7HhFReXk5KSoq0o4dO2qM18bGhgYOHEhERH379iVPT08x/507dyZ/f3+p128ov9Les+rq8mVlZRQWFsapkU+aNImGDRtW4xJpSZ+VzZs3EwC6ceMGEVXKPXTs2JGUlZXJwcGBjh49KnHp97Zt26hTp06krKxMMTEx3PLs2bNnU5MmTUhLS4t++eUXKi0tpYkTJ5KOjg6ZmprS+vXrJcZW07YG1Rk9erSYnElV/vvvP1JUVKSwsDCJ7VVV3Z89e0YDBw4kExMTUlVVpZYtW9KWLVt49p07d6bQ0FAKDQ0lTU1N0tPTo+nTp/P8bNy4kVxdXUkoFJKhoSENGjSoRrmQt73H6rCl7gwGoz58sKrub6PMDgBRUVHQ09ODi4sL5s+fj7KyMpn7FhQUIC4uDkOGDIGXlxfy8vLeeoLmzJkzkZ6ejp07d8rcx8jICBkZGbh27ZrMfcrLy7lKVZs2bWq0rapOHhwcjBMnTvCU3v/991+cPn26zjtQN5ZfoPJRWmxsLNavX4+zZ88iNzcXe/bsqbMfkdRHSUkJKioq0LdvXygpKeHChQtYtWqV1I0cw8PDMW7cOFy/fh3e3t4AKmVRsrOzcfr0aSxatAiRkZHo2bMndHR0cOHCBYwaNQojR47EgwcP6hxnVfLy8mqcW7Zr1y6UlpZi8uTJEtur7r795s0buLq64uDBg7h27Rp++OEHDB06FBcvXuT12bBhAxQUFHDx4kUsXboUixYtwrp167j20tJS/Prrr7hy5Qr27t2Lu3fv1ig/8rb3yFTdGQzGR0Fds6W3VWYnqtzc7uTJk3TlyhVauXIlaWtrS/1rWBJr1qwhZ2dn7vW4cePENpfr3LkzKSoqiqmuKysrS6z8EBGFh4eTra0tlZaWylT5KSwsJF9fXwJAFhYW5O/vT9HR0byN/KorwMvJyXFVierxiio0ZWVltGnTJgJAy5cv586ZmppSZGQk12fGjBlkbm4uUSC0of1WFUiteigqKvIqP8bGxryNIUVK43Wp/GRnZ5O7uzuZmppScXExxcfHk4KCAj18+JDrc/jwYYmVnyVLlvB8BwQEkIWFBe9e7OzsOCFX0Rioq6vT1q1bxWKTtfKTmJhICgoKFB8fL9Vm1KhRpKmpyTu3c+dO3nhW3ciyOl9//TVNmDCBe925c2dycHDgVXqmTJlCDg4OUn0kJycTAJ5Qr6zIco9M1Z3BYDQEH5yq+9sqs0siOjqaFBQUeElDTbRv354WLFjAvU5OTiY1NTXKz8/nznXu3JkCAwPFVNfnzp0rNfl58eIF6ejo0OrVq8WSHx8fH+4HytHRkRfP7du3ae3atRQcHEza2trk5ORERUVFnP+qCvBXrlyhhQsXkrKyMu3bt48XryhZU1RUJBUVFQoLC+P9aE+dOpUsLCyooqKCysvLydzcnEta/vzzT96P6OnTpxvErwgLCwuaNm2a2HhWVSOXpIxOVKk0Lkvyo66uTmpqagSAWrduTefPnycioiVLlpCVlRWvj+ha1ZOfs2fP8uwCAgLI19eXd65Tp040evRo3jlzc3NaunSpWGyyJD/p6emkr69Pv/76a412o0aNEvNVUFBAWVlZ3A7Oop2/y8rKaNasWdSyZUvS0dEhdXV1UlBQoP79+3N9O3fuTN9//z3P3969e0lBQYHKysqIiOjSpUvUs2dPatq0KQmFQm58Jf2fbYh7ZKruDAajIfjgVN3fVpldEl9++SXKyspw9+5dTlhSGpmZmTh//jwuXrzIe/Qhegw3YsQI7pyWlpaY8nqTJk2k+tbW1kZERAR++eUX9OzZk9dWdRm9oqIir6158+Zo3rw5hg8fjmnTpsHW1hbbt2/H999/D0BcAd7JyQlHjx7F3LlzearZgwcPxrRp06CqqgpjY2PIyfGfSgYFBWHOnDk4ceIEKioqcP/+fe4avXr1wpdffsnZVl2q/DZ+qyISSK1KQ24hcObMGWhqaqJJkyZSRWdrQ5Iga/X3SyAQSDxXH+HSzMxMeHp64ocffsD06dNrtLWxsUFeXh4ePXoEIyMjAJV77VhbW4sJss6fPx9Lly7FkiVL0KpVK6irq2P8+PF1UnUvKiqCt7c3vL29sXnzZhgYGODevXvw9vauk5+63CNTdWcwGB8Db73PT12V2SWRlpYGOTm5GhMTEdHR0ejUqRNWrFjBOx8TE4Po6Ghe8lMfxowZg2XLlokt6ZV13xNLS0uoqanVS31dUrJWlebNm6Nz585Yv349iAjdunWDhYUFAEBDQ0NqwvA2fuuClpYWjI2NceHCBXTq1AnA/ymN1za/CQCsrKwkLit3cHDA/fv3kZOTA2NjYwB8NfP3RUZGBrp27YqAgADMnj27Vvtvv/0W4eHhmDt3bq3isYmJiejduze32q6iogK3bt2Co6Mjz+7ChQu81+fPn4eNjQ3k5eVx48YNPH/+HFFRUZwK+6VLl+pyi3W+RwaDwfgYqFPy0xDK7ElJSbhw4QK6dOkCDQ0NJCUlISwsDEOGDIGOjk6N1y8tLcWmTZswa9YsMWXp4cOHY9GiRcjIyECLFi3qcls8VFRU8MsvvyA0NLRW25kzZ+LVq1fw9fWFhYUFXr58iWXLlqG0tBReXl6cHRFxexG9fv0ax44dQ3x8PH7++ec6xxccHMwleLGxsXXu39h+x40bh6ioKNjY2MDe3h6LFi2SuNdTXejWrRtsbW0REBCA+fPnIz8/H9OmTXsrn7Vx79495Obm4t69eygvL+c2BLS2toZQKMS1a9fQtWtXeHt746effuLeX3l5eRgYGEj0aW5ujoULF2LcuHHIzc1FYGAgrKyskJubiz///JPrD1RWiXbu3Ilz585BR0cHixYtwuPHj8WSn3v37uGnn37CyJEjcfnyZfz+++9YuHAhdz0lJSX8/vvvGDVqFK5du4Zff/1V5jGozz0yGAzGx0CdVns9efIEw4YNg52dHTw9PZGcnIz4+HjeD/2qVavg4uLC/ZB26tQJLi4u2LdvH4DKsvi2bdvQuXNntGjRArNnz0ZYWBjWrFlT6/X37duH58+fo0+fPmJtDg4OcHBwQHR0dF1uSSIBAQFo1qxZrXadO3fGv//+i2HDhsHe3h49evTAo0ePcPToUd7ju/z8fBgbG8PY2BgODg5YuHAhZs2aVa8f8H79+kFZWRlqamoNurNxQ/mdMGEChg4dioCAALi5uUFDQ0Pi+1UX5OTksGfPHrx+/RpffPEFhg8f3uhViJ9//hkuLi6IjIxEYWEhXFxc4OLiwlVOdu7ciadPn+LPP//k3ltjY2O0a9euRr9jxozB0aNH8fTpU3z77bewsbGBr68v7ty5gyNHjqBVq1YAgOnTp6NNmzbw9vaGh4cHjIyMJL4vw4YN48YlNDQU48aNww8//AAAMDAwQGxsLOLi4uDo6IioqCgsWLBA5jGo7z0yGAzGhw5TdWcwGI0GU3VnMBj1gam6MxgMBoPBYDQgH1zyw5TZGYx3w6hRo6T+Xxs1atT7Do/BYDAajQ/usdfDhw9rVGZn6uwMRsPw5MkTqTswi7YceFvYYy8Gg1EfGvu7462Xujc0si4pZ3w8BAYG4uXLl9i7d2+D+hUIBNizZ0+DTvz+mPDw8ICzszOWLFlSr/5NmjRpkASHwWAwPjbq9Nhr5cqVcHJygqamJjQ1NeHm5obDhw/zbNasWQMPDw9oampCIBCILXNOSEiAQCCQeCQnJ9cpeHt7eygrK3NLcKvi4eGB8ePHi52PjY3l7SUTGxsLgUAAHx8fnt3Lly8hEAiQkJBQYwx79uxB+/btoaWlBQ0NDbRo0YJ3XZF/0SEUCuHq6iqmpO7h4cHZqKiowNHREX/88QeASr0sHR0dvHnzRuz6r169gqamJpYtWyYxvobya2lpKfFHdubMmXB2dq5xjGqj+mfC0NAQ/fr1w7///vtWft+G2bNnw93dHWpqahL3Hrpy5QoGDRqEpk2bQlVVFQ4ODmJ7Q0nj5MmT6NmzJwwMDKCiooLmzZvD398fp0+fbuC7eDueP38OHx8fmJiYQFlZGU2bNsWPP/7I9LoYDMZHT52SHzMzM0RFRSElJQWXLl1C165d0bt3b2RkZHA2r169go+PD6ZOnSrRh7u7O3JycnjH8OHDYWVlhbZt28ocy9mzZ/H69Wt8++23nFBofVFQUMDff/+NkydP1qnf8ePH4e/vj379+uHixYtISUnB7NmzUVpayrPT1NTk7jU1NRXe3t4YMGAAbt68ybMbMWIEcnJykJmZiQEDBiA0NBRbt27F0KFDUVRUJJYwAZXLkUtKSrjN8CTRWH4bmps3byI7OxtxcXHIyMiAn58fysvL6+2v+vtQF0pKStC/f3+EhIRIbE9JSUGTJk3w559/IiMjA9OmTUNERASWL19eo98//vgDnp6e0NPTw/bt23Hz5k3s2bMH7u7uCAsLq3e8jYGcnBx69+6Nffv24datW4iNjcXff//N5gMxGIyPn7fVx9DR0aF169aJnZdV26ukpIQMDAxo1qxZdbpuYGAghYeH0+HDh8nW1lasvaqgZ1WqazWJXo8YMYK++OIL7rwswqbjxo0jDw+PGuOUpA1VXl5OioqKtGPHjhrjtbGxoYEDBxIRUd++fcnT01PMf+fOncnf31/q9RvKr4WFBS1evFjMLjIykidsWlZWRmFhYaSlpUW6uro0adIkGjZsWJ2ETYmINm/eTADoxo0bRER069Yt6tixIykrK5ODgwMdPXpUorbXtm3bqFOnTpx4bEBAAPXu3Ztmz55NTZo0IS0tLfrll1+otLSUJk6cSDo6OmRqakrr16+XGJuswqZERKNHj6YuXbpIbf/vv/9IUVFRqohvVYHSZ8+e0cCBA8nExIRUVVWpZcuWtGXLFp59586dKTQ0lEJDQ0lTU5P09PRo+vTpPD8bN24kV1dXEgqFZGhoSIMGDaLHjx/LdD+SWLp0KZmZmUltZ9peDAajIWhsba96r/YSaWkVFRXBzc2t3smXaONCSVpS0igoKEBcXByGDBkCLy8v5OXl4cyZM/WOAah8fJOeno6dO3fK3MfIyAgZGRm4du2azH3Ky8u5SlVtkg+qqqqcBlNwcDBOnDiB//77j2v/999/cfr0aQQHB8t8/cb0C1Q+SouNjcX69etx9uxZ5ObmYs+ePXX2o6qqCqCyAlNRUYG+fftCSUkJFy5cwKpVq3i6blUJDw/HuHHjcP36dXh7ewMATpw4gezsbJw+fRqLFi1CZGQkevbsCR0dHVy4cAGjRo3CyJEj8eDBgzrHWZW8vLwaJ+Tv2rULpaWlmDx5ssR2gUDA/fvNmzdwdXXFwYMHce3aNfzwww8YOnQoLl68yOuzYcMGKCgo4OLFi1i6dCkWLVqEdevWce2lpaX49ddfceXKFezduxd3795FYGBgve4vOzsbu3fvRufOnaXazJkzB1paWtwhktVgMBiMD4q6ZktXr14ldXV1kpeXJy0tLTp48KBEO1krPz169KAePXrUKYY1a9aQs7Mz93rcuHEUEBDAs6mqZl71UFZWlqrqHh4eTra2tlRaWipT5aewsJB8fX0JAFlYWJC/vz9FR0fz1OljYmI4xXJ1dXWSk5PjqhLV4xVVaMrKymjTpk0EgJYvX86dMzU15amtz5gxg8zNzXkK7dVpKL8WFhakpKQkNp6Kioq8yo+xsTHNmzePe11aWkpmZmZ1qvxkZ2eTu7s7mZqaUnFxMcXHx5OCggI9fPiQ63P48GGJlZ8lS5bwfAcEBJCFhQXvXuzs7Khjx47c67KyMlJXV6etW7eKxSZr5ScxMZEUFBQoPj5eqs2oUaNIU1OTd27nzp288bx69arU/l9//TVNmDCBe925c2dycHDgVXqmTJlCDg4OUn0kJycTACooKKj1nkQMHDiQVFVVCQD5+fnR69evpdqyyg+DwWgIPrjKj52dHdLS0nDhwgWEhIQgICAAmZmZ9Uq8Hjx4gPj4+DpXGNavX8+bizJkyBDExcWhoKCAZzd48GCkpaXxjlmzZkn1O2XKFDx9+hTr168Xa6u6/5BIO0xdXR0HDx7E7du3MX36dAiFQkyYMAFffPEFXr16xfXV0NDgrp+amorffvsNo0aNwv79+3nX+OOPPyAUCqGqqooRI0YgLCyMm3MiLy+PgIAAxMbGgohQUVGBDRs24Pvvv4ecnBw2b97M26elaiXsbfxWZdKkSWLjWXX+R15eHnJycnjq8goKCjLP5TIzM4O6ujpMTExQVFSEXbt2QUlJCdevX0fTpk1hYmLC2UqrNkq6VosWLXj3YmhoyMlIiMZAT08PT548kSnO6ly7dg29e/dGZGQkunfvXqNt1eoOAHh7eyMtLQ0HDx5EUVERN8epvLwcv/76K1q1agVdXV0IhULEx8fj3r17vP7t27fn+XRzc0NWVhbnJyUlBX5+fjA3N4eGhgZXtanupyYWL16My5cv46+//sI///yDn376SaqtsrIytyBCdDAYDMaHRp2XuispKXEK4a6urkhOTsbSpUuxevXqOl88JiYGenp66NWrl8x9MjMzcf78eVy8eJH36EP0GK6qqrskNfOalvZqa2sjIiICv/zyC3r27MlrW7duHbf/kKKiIq+tefPmaN68OYYPH45p06bB1tYW27dv5x7lycnJ8eJwcnLC0aNHMXfuXPj5+XHnBw8ejGnTpkFVVRXGxsZiyUdQUBDmzJmDEydOoKKiAvfv3+eu0atXL17SUXXLgLfxWxV9fX2x8WzIfZfOnDnD7S8jTaG+NtTV1cXOVX+/BAKBxHMVFRV1vl5mZiY8PT3xww8/YPr06TXa2tjYIC8vD48ePYKRkREAQCgUwtraGgoK/P+K8+fPx9KlS7FkyRK0atUK6urqGD9+PPe4UhaKiorg7e0Nb29vbN68GQYGBrh37x68vb3r5MfIyAhGRkawt7eHrq4uOnbsiBkzZsDY2FhmHwwGg/Eh8db7/FRUVKC4uLjO/YgIMTExGDZsmNgPUU1ER0ejU6dOWLFiBe98TEwMoqOjeclPfRgzZgyWLVsmtmxZ1v2HLC0toaamhqKiohrt5OXlxTZzlJSsVaV58+bo3Lkz1q9fDyJCt27dYGFhAaCyuiQtYXgbv3VBS0sLxsbGuHDhAjp16gQAKCsrQ0pKSq3zmwDAyspK4rJyBwcH3L9/Hzk5OdwP7vnz5+scX0OTkZGBrl27IiAgQCah1W+//Rbh4eGYO3cuFi9eXKNtYmIievfuzVU4KyoqcOvWLTFV9wsXLvBenz9/HjY2NpCXl8eNGzfw/PlzREVFcXNvRMKs9UWUINbn/zyDwWB8KNQp+YmIiECPHj1gbm6OgoICbNmyBQkJCYiPj+dsHj16hEePHuH27dsAgPT0dGhoaMDc3JxXJThx4gTu3LmD4cOHy3z90tJSbNq0CbNmzULLli15bcOHD8eiRYuQkZHBPZaqDyoqKvjll18QGhpaq+3MmTPx6tUr+Pr6wsLCAi9fvsSyZctQWlrKU7onIm4votevX+PYsWOIj4/Hzz//XOf4goODuQQvNja2zv0b2++4ceMQFRUFGxsb2NvbY9GiRWJ7PdWVbt26wdbWFgEBAZg/fz7y8/Mxbdq0t/JZG/fu3UNubi7u3buH8vJypKWlAQCsra0hFApx7do1dO3aFd7e3vjpp5+491deXh4GBgYSfZqbm2PhwoUYN24ccnNzERgYCCsrK+Tm5uLPP//k+gOVVaKdO3fi3Llz0NHRwaJFi/D48WOx5OfevXv46aefMHLkSFy+fBm///47Fi5cyF1PSUkJv//+O0aNGoVr167h119/lXkMDh06hMePH6Ndu3YQCoXIyMjApEmT0KFDB1haWtZlOBkMBuODok5zfp48eYJhw4bBzs4Onp6eSE5ORnx8PO+HftWqVXBxceF+SDt16gQXFxfs27eP5ys6Ohru7u6wt7eX+fqilWF9+vQRa3NwcICDgwOio6PrcksSCQgIQLNmzWq169y5M/79918MGzYM9vb26NGjBx49eoSjR4/Czs6Os8vPz4exsTGMjY3h4OCAhQsXYtasWfX6Ae/Xrx+UlZWhpqbWoDsbN5TfCRMmYOjQoQgICICbmxs0NDQkvl91QU5ODnv27MHr16/xxRdfYPjw4TJVWt6Gn3/+GS4uLoiMjERhYSFcXFzg4uLCVU527tyJp0+f4s8//+TeW2NjY7Rr165Gv2PGjMHRo0fx9OlTfPvtt7CxsYGvry/u3LmDI0eOcHORpk+fjjZt2sDb2xseHh4wMjKS+L4MGzaMG5fQ0FCMGzcOP/zwAwDAwMAAsbGxiIuLg6OjI6KiorBgwQKZx0BVVRVr167FV199BQcHB4SFhaFXr144cOCAzD4YDAbjQ+SD0/ZiMBifDkzbi8Fg1IfG/u744FTdGQwGg8FgMBqTDy75qbqkvPrx22+/ve/wGIxPhlGjRkn9v8YkLBgMxqfMB/fY6+HDh2KroETo6uo26NJqRuMwc+ZM7N27l5sk/LGRkJCALl264MWLFxJXn30oWFpaYvz48RIFfGXhyZMnUkVKRVsOvC3ssReDwagPn91jL1NTUxw7dgx9+/ZFmzZt0KZNGwwdOhRZWVlc4pObm4sxY8bAzs4OqqqqMDc3x9ixY5GXl8fzNXbsWLi6ukJZWbleyuNr165F69atIRQKoa2tDRcXF8yZM4drnzlzJk+NXEtLCx07dsSpU6d4fiwtLTkbdXV1tGnTBnFxcQAqJ8A6ODhIvP69e/cgLy8vNlm8sf3WRm1K9hMnTsTx48fr5JOIsGDBAtja2kJZWRmmpqa1Tmo+deoUunbtCl1dXaipqcHGxgYBAQF12sPGw8OjXslDQkICevfuDWNjY6irq8PZ2RmbN2+Wqe+uXbvQtWtX6OjoQFVVFXZ2dggKCkJqamqd43gbmjRpAmtra4lHkyZN8ObNGwQGBqJVq1ZQUFBo0An2DAaD8T754JIfoHb1+OzsbGRnZ2PBggW4du0aYmNjceTIEYk7RQcFBcHf37/OMaxfvx7jx4/H2LFjkZaWhsTEREyePBmFhYU8uxYtWnCK7UlJSbCxsUHPnj3FErFZs2Zxqu7t2rWDv78/zp07h+DgYNy4cQPnzp0TiyE2NhZNmjSBr6+v1Dgby680ZFGyFwqF0NPTq5PfcePGYd26dViwYAFu3LiBffv24YsvvpBqn5mZCR8fH7Rt2xanT59Geno6fv/9dygpKb2VErysnDt3Dk5OTti1axeuXr2K77//HsOGDat1JdSUKVPg7+8PZ2dn7Nu3Dzdv3sSWLVvQrFkzRERENHrcdaG8vByqqqoYO3YsunXr9r7DYTAYjIajUUQzGgFp6vEiduzYQUpKSlRaWirWVl15XBZ69+5NgYGBNdpI8ivSMrp48SJ3rroiemlpKampqVF4eDgREbVp04aCg4N5fioqKsjKyoqmTJki9fpv67esrIyCgoLI0tKSVFRUyNbWVkwbqzqyKNlXHZfXr1+To6MjjRgxgmu/ffs2CYVCio6OJiKizMxMUlBQ4BTcZWHx4sVkaWlZo01tyugBAQEEgHfcuXOH0xo7cOAAtWrVipSVlenLL7+k9PT0Gq/n6+tL33//vdT2pKQkAkBLly6V2F5Vo+v27dvUq1cvatKkCamrq1Pbtm3p2LFjPHsLCwuaNWsWDRw4kNTU1MjExITTbBOxcOFCatmyJampqZGZmRmFhITUSddLREBAQI36bNJobH0eBoPxafLBaXu9a2RVjxc9F6wuE1BfjIyMcP78eZ7aeW0UFxcjJiYG2travH1+qqOgoABFRUWesvqOHTt4u0InJCTgzp07CAoKkvn6dfVbUVEBMzMzxMXFITMzEz///DOmTp2KHTt2SL1GXZXsVVRUsHnzZmzYsAF//fUXysvLMWTIEHh5eXH3tn//fjRr1gwHDhyAlZUVLC0tMXz4cOTm5tYYR05ODk6fPi3VpjZl9KVLl8LNzQ0jRozgqndVVcgnTZqEhQsXIjk5GQYGBvDz8+NVuKpTm6r71q1bIRQKMXr0aIntVTW6CgsL4evri+PHjyM1NRU+Pj7w8/MT0+SaP38+WrdujdTUVE7R/tixY1y7nJwcli1bhoyMDGzYsAEnTpyQqirfEBQXFyM/P593MBgMxgdHo6RUDYCs6vFERE+fPiVzc3OaOnWqxPb6VH6ys7Opffv2BIBsbW0pICCAtm/fzlMHj4yMJDk5OU6RWyAQkKamJh0+fJjnq2qFpri4mH777TeuskBE9OLFC1JRUeEpvQ8dOpS++uqrGmNsDL+hoaHUr18/qe2yKNlLGu958+aRvr4+/fjjj2RsbEzPnj3j2kaOHMlVV06fPk0nT54kZ2dn6tKli9Q4ysrKKDAwkACQkZERffPNN/T777/X+leCJGV0keq9CFHlZ9u2bdy558+fk6qqKm3fvl2i3+3bt5OSkhJdu3ZN6rV9fHzIycmJd27hwoU8VfeXL19K7d+iRQv6/fffudcWFhbk4+PDs/H396cePXpI9REXF0d6enpS26Uha+UnMjJSrJoGVvlhMBh1pLErPx9s8lNcXExZWVl06dIlCg8PJ319fcrIyBCzy8vLoy+++IJ8fHyopKREoq/6JD8i0tPTacWKFTR48GBSUVEhLy8vLgGKjIwkBwcHysrKoqysLLp8+TJNmTKFhEIhJScncz4sLCxISUmJl8xFRUXxrvPdd99Rx44duXtSU1PjkpbZs2fzfiD/+++/BvFLRLR8+XJq06YN6evrk7q6OikqKlK7du1qHZfbt2/T2rVrKTg4mLS1tcnJyYmKioq4cak+3uXl5eTu7k4AxJLDESNGEAC6efMmdy4lJYUA1Poo7MGDB7Rx40YKDQ0lY2NjMjMzo+zsbCKqTJBmzZpFLVu2JB0dHVJXVycFBQXq378/17+m5Ec0ziKcnZ1p5syZYjGcOHGC1NTUaMOGDTXGKin5efHiBWVlZdGff/5JAOjFixdERFRQUEATJkwge3t70tLSInV1dZKTk6NJkyZxfS0sLOiXX37h+VuyZAnvceCxY8eoa9euZGJiQkKhkFRUVAgA917JiqzJz5s3bygvL487RI+BWfLDYDDqwmeb/FTH09OTfvjhB965/Px8cnNzI09PT3r9+rXUvm+T/FTlzJkzBIBOnDhRo187OzsaPHgw99rCwoKmTZtGWVlZlJOTw5vbIeL48eMEgLKysmjNmjWkoaFBhYWFRFRZdRAlWFlZWdy8prf1u3XrVlJRUaEVK1bQ5cuXKSsri3744Yc6j9W///5LCgoKtH79eqnjkpOTQ/r6+iQvL0/Lli3jtf3888+koKDAO/fq1SsCQEePHpU5jtzcXNLX16eff/6ZiIjmzJlDenp6tGnTJkpLS6OsrCz6+uuveT/ib5v8JCQkkLq6Oq1evbrW+MaMGUNCoVBiki66pij5GTlyJDVr1ox2795NV69epaysLGrdujUv1tqSnzt37pCysjL9P/bOOyyq4+vj36XssrSVJqhUpYqIig2JYkNQgtiiGFEQE3vsDYOxo8ZY0KixIFhQrCQqsStqwIIKiIBi1yg2UKoownn/4N37Y9ldWBCMZT7Pc5/HvXNm5szdZXecmXO+EyZMoPPnz9PNmzcpNDRUoh9FYWd+GAzGx6S2vztq5oDMR6C8enxOTg7c3d0hEAhw4MABqKmp1boPYlHJ6ii26+vrV6is3qlTJ1hYWCAsLAynT5+Gj48PNDQ0AFSc3+hD2o2NjUW7du0kzqDcuXOnwrHJQhEl+4CAADg4OHACql27duVC8V1cXPD+/XvcuXMHjRo1AgCkp6cDQJXU5XV0dFCvXj3OD0WU0SuKDrtw4QJMTU0BAK9evUJ6erpE+oCYmBh8++23WLJkCaenVREDBw7E6tWrsXbtWowfP75C29jYWPj7+3O6aHl5ebh//75MH8u/Fvt45coVlJSUYNmyZVBSKj3eV9F5LgaDwfha+CQnP5Wpx+fk5KBbt24oKCjA9u3bJQ5WGhgYcMrYt2/fRl5eHp4+fYo3b95wSfcaN24MPp9foQ+jRo1C/fr10blzZxgbGyMjIwMLFiyAgYGBxMHr9+/fc4reubm52LVrF1JTUzF9+vQqjZnH4yEgIADLly/Hq1evsGLFiirVr067VlZW2Lp1K44ePQoLCwts27YN8fHxsLCwkNueokr2ZVmzZg3Onz+Pa9euwcTEBNHR0Rg0aBAuXLgAPp+Prl27okWLFggICMDKlStRUlKCMWPGwM3NDdbW1jLbXL9+PRITE9G7d280atQIhYWF2Lp1K1JSUrB69WpufJUpo5ubm+PixYu4f/8+NDU1JSaZ8+bNg56eHgwNDfHzzz9DX1+fy3Vz+vRpfPvttxg/fjz69u3LfQb4fL7ciaqzszMmT56MyZMn48GDB+jTpw9MTEyQkZGB0NBQ8Hg8bpJiZWWF/fv3w8vLCzweD7NmzUJJSYlUm7Gxsfj111/Rq1cvHD9+HHv27EF0dDSAUgX6oqIirF69Gl5eXoiNjcUff/wh972VRWpqKt69e4esrCzk5uZyf0PVyZvFYDAYnwy1sp70gQQEBHDnWQwMDKhLly4S2x/iLQJZ17179zg7V1fXSm3ksXfvXurRowfVq1eP+Hw+1a9fn/r27UvXrl3jbMof7lRXVycHBwdat26dRFvlQ9Ll8ejRI1JSUiJ7e/tKbWui3cLCQvL39yeRSER16tShUaNG0YwZMyrc9jp16hT17duXTExMiM/nk6GhIXl4eNC5c+c4m7LbXmlpaSQUCiVCzF+9ekUmJiY0bdo07t7jx4+pT58+pKmpSYaGhuTv70+ZmZly/bh69Sr5+vqShYUFCQQC0tPTow4dOtCBAwc4m8zMTPL29iZNTU2qW7cuBQUF0ZAhQyS2b27evElt27YloVAoFep+8OBBsre3Jz6fT61bt6akpCSunqwweQDk6uoq12cxu3btoo4dO5JIJCJVVVUyNjam77//ni5cuMDZ3Lt3jzp16kRCoZBMTEzo999/l9qiE297fffdd6Surk5GRkZSYfTLly+nevXqkVAoJHd3d9q6dWuVtr3MzMxkjlNR2LYXg8GoDrX93fHJyVswGIwvByZvwWAwqsNXJ2/BYDAYDAaDUZt8tZMfph7P+Nr5qH8D40U12x6DwWB8AJ/kgeePwaZNmypUj2cwvnTY3wCDwfha+WonPw0aNPivXfhi8ff3x+vXr/Hnn3/+165Ui/DwcEyYMAGvX7/+r12pEB6Ph6ioqGqrrbO/AQaD8bXySW57rVu3Dk2bNoW2tja0tbXh7OyMw4cPc+VZWVn46aefYGNjA6FQCFNTU4wbN05CST0pKQkDBw6EiYkJhEIh7OzsEBISorAPxcXFWLx4MWxtbSEUCqGrq4s2bdpg06ZNnI2/vz94PB536enpwcPDA9euXZNoq6yNSCSCi4sLTp06BQDw8vKCh4eHTB/OnTsHHo8n1V5tt1sZGzduhKOjIzQ1NVGnTh00b94cixYt4spDQkIQHh5epTbfvn2Ln3/+GWZmZhAIBDA3N8fmzZsrrBMVFYW2bdtCJBJBS0sL9vb2mDBhQpX6NTc3x8qVK6tUBwD2798PNzc3GBgYcJ9RcSqGiiAibNy4Ec7OztDW1oampibs7e0xfvx43L59u8p+1CbVHSODwWB86nySkx9jY2MsXrwYV65cweXLl9G5c2d4e3sjJSUFAPDkyRM8efIEv/32G65fv47w8HAcOXIEw4YN49q4cuUK6tati+3btyMlJQU///wzAgMD8fvvvyvkw9y5c7FixQrMnz8fqampOH36NIYPHy61GuDh4cGJYp48eRIqKir49ttvpdoLCwtDRkYGYmNjoa+vj2+//RZ3797FsGHDcPz4cfz7778y67Rs2RJNmzaV62dttSuPzZs3Y8KECRg3bhwSExMRGxuLadOmIS8vj7MRiUSoU6dOldrt378/Tp48idDQUNy8eRM7d+6sUBz25MmTGDBgAPr27YtLly7hypUrWLhwYYXCozXJ2bNn4ebmhr///htXrlxBp06d4OXlhYSEBLl1iAjff/89xo0bhx49euDYsWNITU1FaGgo1NTUsGDBgo/iu6JUZ4wMBoPxWVArAfS1gI6ODm3atElu+e7du4nP53PSD7IYPXp0hWKZZXF0dJSp41QWWSn/xRIYz58/5+4BoKioKO7148ePCQD98ccfVFRURIaGhjR//nyJdnJzc0lTU1MqZ1BZPrTdly9fko+PD9WvX5+EQiE1adJEIh+PLLy9vcnf379Cm7LP5fnz52RoaEgLFy7kymNjY0lVVZVOnDhBRESHDx8mkUhUYV6f8owfP546duxYoc3t27epZ8+eVLduXdLQ0KCWLVvS8ePHuXJZeaCIiMLCwkgkElFUVBRZWlqSQCCgbt260cOHDyvsr3HjxlJyE2XZuXMnAaC//vpLZnlZeZJLly5R165dSU9Pj7S1talDhw505coVCXsAtHbtWvLw8CA1NTWysLCgPXv2SNhMmzaNrKysSCgUkoWFBQUFBcnVwFOEysYoV9vL/7P5qmEwGJ8AtZ3n55Nc+SlLcXExIiMjkZ+fL5FZuTziXAAqKvKPMWVnZyt8kNPIyAinTp3CixcvFPY1Ly8P27dvh6WlJfT09OTaCYVCAMC7d++goqKCIUOGIDw8HFQm5dKePXtQXFyMgQMHKtx/VdstLCyEk5MToqOjcf36dQwfPhyDBw/GpUuX5PZhZGSECxcu4MGDBwr5ZGBggM2bN2POnDm4fPkycnNzMXjwYIwdOxZdunQBABw4cAAtW7bEr7/+igYNGsDa2hpTpkyRexhX7EdKSgquX78u1yYvLw89evTAyZMnkZCQAA8PD3h5eeHhw4cASrd1jI2NMW/ePG71TkxBQQEWLlyIrVu3IjY2Fq9fv4aPj4/cvkpKSpCbm1vh50u8mtWzZ0+Z5Twej/t3bm4u/Pz88M8//+DChQuwsrJCjx49kJubK1Fn1qxZ6Nu3L5KSkjBo0CD4+PggLS2NK9fS0kJ4eDhSU1MREhKCjRs3Vjt7uCJjXLRoEUQiEXeZmJhUqy8Gg8GoVWplSlUDXLt2TUKtPDo6Wq7tixcvyNTUlGbOnCnXJjY2llRUVOjo0aMK9Z+SkkJ2dnakpKREDg4ONGLECPr7778lbPz8/EhZWZlTWwdA9erVk/k/dPEKTX5+Po0ePZqUlZW5jMFpaWkEgE6fPs3Vad++Pfn6+lboY2206+npSZMnT5Zb/uTJE2rbti0BIGtra/Lz86Ndu3ZxSvfi51J+RWz06NFkbW1N33//PTk4OFBhYSFX5u7uTgKBgDw9PenixYsUHR1NZmZmFa4w5eXlUY8ePQgAmZmZ0YABAyg0NFSiXVnY29vT6tWrudeysmSHhYURAImMy+JnefHiRZntLlmyhHR0dOjZs2dy+7a1taWePXtK3Bs/fjz3+WnQoIHcusXFxaSlpUUHDx7k7gGgkSNHSti1adOGRo0aJbedpUuXkpOTk9zyilBkjGzlh8Fg1ARfrar727dv6datW3T58mWaMWMG6evrU0pKipRddnY2tW7dmjw8POQu5ycnJ5O+vr7UFlBlFBcX06VLl2jFihXUu3dvUlZWpmHDhnHlfn5+1LVrV05t/dKlS+Tv709169al+/fvc3YASE1NjTQ0NEhJSYkMDQ0pPDxcoq927drR4MGDiYjo1q1bEpOWESNGcD+QGhoaNdbu+/fvad68edSkSRPS0dEhDQ0NUlFRoe+++67SZ5OcnExr1qyhQYMGkZqaGrm5uXETIFmTn4KCAmrYsCGpqqpKSIQQEbm5uZGamhq9fv2au7dv3z7i8XhUUFBQoR+3b9+mjRs30rBhw6hOnTrUtGlTys/PJ6LSLb7JkyeTra0tiUQi7jlNnTqVqy9v8qOioiIxoSMiqlOnjtTzJSKKiIggdXV1iS01Wcia/Dx//pxu3bpFS5YsIZFIxN1/+vQp/fDDD2RpaUna2tqkoaFBPB6P1qxZw9kAoC1btki0N2HCBIntwMjISGrXrh0ZGhqShoYGCQQCMjAwqNBPWSg6xvJwX2Bs8sNgMKrAVzv5KU+XLl1o+PDhEvdycnLI2dmZunTpQm/evJFZLyUlherWrVvhqpCibNu2jQDQ3bt3iUj2j/z79+9JQ0ODfv75Z+4eAFq3bh3dunVL4ixQWUJDQ0ldXZ1ycnJo5syZ1KhRI+4MyLNnz7gJ1q1bt2qs3UWLFpGenh5t27aNEhMT6datW+Tp6Sk1psoQn3M6deqU3OeSnJxMampqpKysLKG/RUQ0ZMgQatSokcS91NRUAkDp6ekK+3H37l1SUVGhzZs3E1HppLFhw4a0f/9+unbtGt26dYscHR2l9LE+ZPKzc+dOEgqFdOjQoUr98/LyIhsbG5ll4nNGYtzd3ally5YUHR1N169fp1u3bpG+vr6Er5VNfuLi4khZWZkWLFhA8fHxlJ6eTvPmzZPoRxGqMsbysMkPg8GoDl/9mR8xJSUlePv2LfdarOzO5/Nx4MABqKmpSdVJSUlBp06d4Ofnh4ULF36wD2I18Pz8fLk2YmXu8udVjIyMYGlpCQMDA5n1+vfvDyUlJezYsQNbt25FQEAAdwakbt26sLS05K6aajc2Nhbe3t7w9fWFo6MjGjZsiPT0dMUeRhkqey7v3r2Dr68vBgwYgPnz5+OHH37A8+fPuXIXFxc8efJEImIsPT0dSkpKMDY2VtgPc3NzqKurc37ExsbC398fvXv3hoODA4yMjHD//n2JOnw+H8XFxVJtvX//HpcvX+Ze37x5E69fv4adnR13b+fOnRg6dCh27twJT0/PSv0bOHAgbt68ib/++qtS29jYWC4qzN7eHgKBAC9fvpSyu3DhgtRrsY9xcXEwMzPDzz//jJYtW8LKykrhs1piqjpGBoPB+Bz4JJMcBgYGonv37jA1NUVubi527NiBmJgYLseIeOJTUFCA7du3IycnBzk5OQBKD9gqKyvj+vXr6Ny5M9zd3TFp0iQ8ffoUAKCsrCx3olCWfv36wcXFBe3atYORkRHu3buHwMBAWFtbw9bWlrN7+/Yt1/arV6/w+++/Iy8vD15eXlUas6amJgYMGIDAwEDk5OTA39+/SvWr066VlRX27t2LuLg46OjoYPny5Xj27Bk3mZHFqFGjUL9+fXTu3BnGxsbIyMjAggULYGBgIPdA+s8//4zs7GysWrUKmpqa+PvvvxEQEIBDhw4BAL7//nvMnz8fQ4cOxdy5c/Hy5UtMnToVAQEB3CHu8syZMwcFBQXo0aMHzMzM8Pr1a6xatQpFRUVwc3Pjxrd//354eXmBx+Nh1qxZKCkpkWjH3NwcZ8+ehY+PDwQCAfT19QEAqqqq+Omnn7Bq1SqoqKhg7NixaNu2LVq3bg0A2LFjB/z8/BASEoI2bdpwnwGhUAiRSLaUg4+PD/bv3w8fHx8EBgbC3d0dhoaGePDgAXbt2gVlZWWJ92bbtm1o2bIlcnJyMHXqVJnPYs+ePWjZsiW++eYbRERE4NKlSwgNDeXaePjwISIjI9GqVStER0cjKipK9hsrg+qMkcFgMD4LamU96QMJCAggMzMz4vP5ZGBgQF26dKFjx45x5adPn5YKURZf9+7dIyKi2bNnyyw3MzNTyIcNGzZQp06dyMDAgPh8PpmampK/v7/EWR4/Pz+JtrW0tKhVq1a0d+9eibZQLiRdHnFxcQSAevTooZCPH9puZmYmeXt7k6amJtWtW5eCgoJoyJAhFW577d27l3r06EH16tUjPp9P9evXp759+0qc4ym77XX69GlSUVGhc+fOceX37t0jbW1tWrt2LXcvLS2NunbtSkKhkIyNjWnSpEkVnvc5deoU9e3bl0xMTIjP55OhoSF5eHhI9dOpUycSCoVkYmJCv//+O7m6ukpse50/f56aNm1KAoFAKtR937591LBhQxIIBNS1a1d68OABV09WmDwA8vPzk+szUek5sj/++IPatGlDGhoaxOfzqWHDhvTjjz9SamoqZ3f16lVq2bIlqampkZWVFe3Zs0dqiw4ArVmzhtzc3EggEJC5uTnt2rVLor+pU6eSnp4eaWpq0oABA2jFihUKb3tVd4xlqe2lawaD8WVS298dPKIycdAMBoNRg+Tk5EAkEnGpKBgMBkMRavu747M588NgMBgMBoNRE3y1kx97e3toamrKvCIiIv5r9xiMWuej/g2MFwEjeJXbMRgMxkfgkzzw/DH4+++/5epAGRoafmRvviyYqvvH4UNV3dnfAIPB+Fr5JFd+akLVPTMzEx4eHqhfvz4EAgFMTEwwduxYLirMzMxMIny87KWlpcVU3SuAqbp/Garulf0N/PPPP3BxcYGenh6EQiFsbW2rLY3BYDAYnxKf5OSnJlTdlZSU4O3tjQMHDiA9PR3h4eE4ceIERo4cqZAPTNVdNkzVvZSvQdVdQ0MDY8eOxdmzZ5GWloagoCAEBQVhw4YN/7VrDAaD8WHUSgxZLVATqu4hISFkbGysUH9M1V02TNVdPl+Dqnvv3r0r1Zwri0SG5+GfzdcNg8H4j/nqMzzXlKr7kydPsH//fri6uirUL1N1lw1TdZfN16DqnpCQgLi4uAr/ht6+fcslHS2bfJTBYDA+KWplSlUD1JSqu4+PDwmFQgJAXl5ecjXAysNU3WXDVN2/PlX3Bg0aEJ/PJyUlJZo3b16FtvKSi7KVHwaDURW+WmHTmlJ1z8jIoLS0NPrrr7+ocePGFf4wlIepusuHqbr/jy9d1f3u3bt07do12rBhA+nq6la4NVpYWEjZ2dnc9ejRIzb5YTAYVearnfyUp7qq7mURn8d58uRJtXxgqu6yYaruX7aqe1nmz59P1tbWCtuzMz8MBqM6fPVnfsRUR9VdVhsAJNqpCkzVXTZM1f3LVXUvT/m/QwaDwfgc+SSTHNaEqvvff/+NZ8+eoVWrVtDU1ERKSgqmTp0KFxcXmJubV+oDU3WXDVN1/3pU3desWQNTU1Pu83727Fn89ttvGDdunMJtMBgMxidJrawnfSA1oep+6tQpcnZ2JpFIxCljT58+nV69eqWQD0zVXTZM1b2Ur0HVfdWqVWRvb0/q6uqkra1NzZs3p7Vr10ptB1YEU3VnMBjVgam6MxiMzxam6s5gMKoDU3VnMBgMBoPBqEG+2skPU3VnfO18dFV3BoPB+ET4JA88fwyYojXjc+dD1efZ3wCDwfha+WpXfipTtK5JakKlviyZmZkwNjYGj8er8g/fmzdvoKurC319fZkhy/JUzufMmYNmzZpJvObxeFJCsYmJieDxeFIh5eVJSUlB//79YWBgAIFAAGtra/zyyy8oKCio0ng+BuHh4TKFWufMmQNbW1toaGhAR0cHXbt2xcWLFytt7+nTpxg/fjwsLS2hpqYGQ0NDuLi4YN26dR91/Ir8Dezfvx/dunWDnp4eeDweEhMTP5p/DAaDUVt8tZOfj0lNqNSXZdiwYdVSZAeAffv2wd7eHra2tvjzzz+rOyQAgJqaGkJDQ3Hr1q0q1btw4QLatGmDd+/eITo6Gunp6Vi4cCHCw8Ph5uaGd+/efZBfHwtra2v8/vvvSE5Oxj///ANzc3N069atQj24u3fvonnz5jh27BiCg4ORkJCA8+fPY9q0aTh06BBOnDjxEUdQOfn5+fjmm2+wZMmS/9oVBoPBqDlqJYaMUSnVValfu3Ytubq60smTJwmAwqH7Yjp27Eh//PEHrVu3jtzc3KTKZWU8JirVbHJ0dJR67ebmJiGHkZCQIJFyoDwlJSXUuHFjatmypVTIdGJiIvF4PFq8eDF3DwBt3LiRevXqRUKhkCwtLaVU0ZOTk8nDw4M0NDSobt265OvrSy9evODKi4uLacmSJdSoUSPi8/lkYmJCCxYsIKL/pU0o+xzLjkFWWoXZs2fLHJs4NFOsVi8Ld3d3MjY2pry8PLnPR8yyZcuoSZMmpK6uTsbGxjRq1CjKzc3lyhVRn69M2V5R7t27RwAoISGhSvUkMjwzGAyGgrAMz18YH6JSn5qainnz5mHr1q1QUqr6W3fnzh2cP38e/fv3R//+/XHu3LkPzvi7ePFi7Nu3TyIbckUkJiYiNTUVkyZNkhqDo6Mjunbtip07d0rcnzt3Lvr3749r166hR48eGDRoELKysgAAr1+/RufOndG8eXNcvnwZR44cwbNnz9C/f3+ufmBgIBYvXoxZs2YhNTUVO3bsUPhMS7t27bBy5Upoa2tzyu9TpkyRsnv37h02bNgAkUgER0dHmW1lZmbi2LFjGDNmDDQ0NGTalFV2V1JSwqpVq5CSkoItW7bg1KlTmDZtmoR9ZerzlSnb1zRM1Z3BYHwW1MqUiiHFh6rUFxYWUtOmTWnbtm1EJHvFojJmzpxJvXr14l57e3tLrWKIk0uWFVLV0NAgVVVVmSs/REQ+Pj7UuXNnIqp85ScyMrLCFYRx48aRUCjkXgOgoKAg7nVeXh4BoMOHDxNRqdZUt27dJNoQi2nevHmTcnJySCAQ0MaNG2X2V9nKD5G07lZZDh48yImO1q9fny5duiTTjojowoULBID2798vcV9PT497ztOmTZNbf8+ePaSnp8e9ro76PJG0sr0iKLryU6GqO4PBYCgIW/n5QrCxsUFiYiIuXryIUaNGwc/PD6mpqVJ2OTk58PT0ROPGjTFnzhzufmBgIOzs7ODr61ut/ouLi7FlyxaJ+r6+vggPD5eSfJg6dSoSExMlrvIHm8uyYMECnDt3DseOHVPYH6pCbs2y55s0NDSgra3NaYMlJSXh9OnTEmHaYjmGO3fuIC0tDW/fvkWXLl0U7q8qdOrUCYmJiYiLi4OHhwf69+8voVumCJcuXUJiYiLs7e0lDqGfOHECXbp0QYMGDaClpYXBgwcjMzNT4lC0iooKWrVqxb22tbVFnTp1kJaWBqB05WfKlCmws7NDnTp1oKmpibS0tFpb+QkMDER2djZ3PXr0qFb6YTAYjA+BTX4+Enw+H5aWlnBycsKiRYvg6OiIkJAQCZvc3Fx4eHhAS0sLUVFRUFVV5cpOnTqFPXv2QEVFBSoqKtyPub6+PmbPnl1p/0ePHsXjx48xYMAArg0fHx88ePAAJ0+elLDV19eXiv7R1dWV23ajRo3w448/YsaMGZVOaqytrQGA+3EuT1paGmcjpuxzAEq3hsQTNrGOWvnJ2q1bt9ChQwe52mBixFtvZf2WF/4tCw0NDVhaWqJt27YIDQ2FiooKp61VHktLS/B4PNy8eVPifsOGDWFpaSnh6/379/Htt9+iadOm2LdvH65cuYI1a9YAQJUOhE+ZMgVRUVEIDg7GuXPnkJiYCAcHh1o7VC4QCLioRvHFYDAYnxps8vMfUVWV+n379iEpKYn7cd+0aRMA4Ny5cxgzZkyl/YWGhsLHx0dqkuDj4yP3x7oq/PLLL0hPT0dkZGSFds2aNYOtrS1WrFghteKUlJSEEydOYODAgQr326JFC6SkpMDc3FxqwqahoQErKysIhUKpCZ4YAwMDAEBGRgZ3r3w4tzzld1lUpHqup6cHNzc3/P7775zyvDyuXLmCkpISLFu2DG3btoW1tTWePHkiZVeZ+rwiyvYMBoPxtfHVJjn8mNSESn2jRo0k2nz58iUAcNsZFfHixQscPHgQBw4cQJMmTSTKhgwZgt69eyMrK6vC1Z3KMDQ0xKRJk7B06dIK7Xg8HkJDQ+Hm5oa+ffsiMDAQRkZGuHjxIiZPngxnZ2dMmDBB4X7HjBmDjRs3YuDAgZg2bRp0dXVx+/ZtREZGYtOmTVBTU8P06dMxbdo08Pl8uLi44MWLF0hJScGwYcNgaWkJExMTzJkzBwsXLkR6ejqWLVsm0Ye5uTny8vJw8uRJODo6Ql1dHUSEhQsXomfPnqhXrx5evnyJNWvW4PHjx/juu+/k+rt27Vq4uLigZcuWmDNnDpo2bQolJSXEx8fjxo0bcHJyAlC6SlRUVITVq1fDy8sLsbGx+OOPP6Taq0x9XhFl+4rIysrCw4cPuYmXeNXKyMgIRkZGCrfDYDAYnxS1cpKIIUFNqNSXpyoHnn/77TeqU6cOvXv3Tqrs7du3VKdOHQoJCSGiqoe6lyU7O5v09fUr9FvMtWvXqG/fvqSrq0uqqqrUqFEjCgoKovz8fAk7yFCuF4lEFBYWxr1OT0+n3r17U506dUgoFJKtrS1NmDCBCxsvLi6mBQsWkJmZGamqqpKpqSkFBwdz9f/55x9ycHAgNTU1at++Pe3Zs0dqDCNHjiQ9PT0u1P3NmzfUu3dvql+/PvH5fKpXrx717NmzwgPPYp48eUJjx44lCwsLUlVVJU1NTWrdujUtXbpUYvzLly+nevXqkVAoJHd3d9q6davEe66I+rwiyvYVIT5UXf6SF+5fHhbqzmAwqgNTdWcwGJ8tTNWdwWBUB6bqzmAwGAwGg1GDsMnPFwJTqWdUlXPnzsn9zGhqav7X7jEYDEatwQ48fyEwhW5GVWnZsuXHEyodLwL4H6erT4717GQBg/GpwSY/XwhmZmb/tQuMj0zHjh3RrFkzrFy5slr1hUIhLC0ta9YpBoPB+Axg217VYN26dWjatCmXxM3Z2RmHDx/myrOysvDTTz/BxsYGQqEQpqamGDduHLKzsyXa4fF4UldleXLEhIeHc3WUlZWho6ODNm3aYN68eVL9+Pv7g8fjyczSPGbMGPB4PPj7+0vY9+rVS8o2JiYGPB4Pr1+/rtCvikLvq9O2ra0tBAIBnj59Krfdsrx79w5Lly5FixYtoKGhweltBQUFycyVUx0KCwvh7+8PBwcHqKioyByTPE6fPo1vv/0WBgYGUFNTQ6NGjTBgwACcPXu2RnyrScaNGwcnJycIBAI0a9bsv3aHwWAwagQ2+akGxsbGWLx4Ma5cuYLLly+jc+fO8Pb2RkpKCgDgyZMnePLkCX777Tdcv34d4eHhOHLkCIYNGybVVlhYGCeYmZGRUaUfUbHY5r///ou4uDgMHz4cW7duRbNmzaR+5E1MTBAZGYk3b95w9woLC7Fjxw6YmppW70F8BP755x+8efMG/fr1w5YtWyq1f/v2Ldzc3BAcHAx/f3+cPXsWycnJWLVqFV6+fInVq1fXiF/FxcUQCoUYN24cunbtqnC9tWvXokuXLtDT08OuXbtw8+ZNREVFoV27dpg4cWKN+FbTBAQEYMCAAf+1GwwGg1FjsMlPNfDy8kKPHj1gZWUFa2trLFy4EJqamrhw4QIAoEmTJti3bx+8vLzQqFEjdO7cGQsXLsTBgwfx/v17ibbq1KnDJYwzMjKSyuxcETweD0ZGRqhXrx7s7OwwbNgwxMXFIS8vT0r9u0WLFjAxMcH+/fu5e/v374epqSmaN2/+AU+jdgkNDcX333+PwYMHY/PmzZXar1ixAv/88w9OnTrFrVqYmprC1dUVf/zxB4KDgznbvXv3wsHBAUKhEHp6eujatSvy8/NRWFgIe3t7DB8+nLO9c+cOtLS0OB80NDSwbt06/Pjjjwon+3v48CEmTJiACRMmYMuWLejcuTPMzMzQtGlTjB8/XiJTc2ZmJgYOHIgGDRpAXV0dDg4OUmr3QGmG57Fjx0IkEkFfXx+zZs2SkOrYtm0bWrZsCS0tLRgZGeH777+vkvbYqlWrMGbMGDRs2FDhOgwGg/GpwyY/H0hxcTEiIyORn58PZ2dnuXbiXAUqKpLHrMaMGQN9fX20bt0amzdvrpLgpyzq1q2LQYMG4cCBA1KSDAEBAQgLC+Neb968GUOHDv2g/mqT3Nxc7NmzB76+vnBzc0N2djbOnTtXYZ2dO3fCzc1N7oSOx+MBKJWzGDhwIAICApCWloaYmBj06dMHRAQ1NTVERERgy5Yt+Ouvv1BcXMz5EBAQUO3x7Nu3D0VFRVIT0/K+AaWrck5OToiOjsb169cxfPhwDB48GJcuXZKos2XLFqioqODSpUsICQnB8uXLOekToFSnbP78+UhKSsKff/6J+/fvS2xx1jRv377lMpSXzVTOYDAYnxLswHM1SU5OhrOzMwoLC6GpqYmoqCg0btxYpu3Lly8xf/58iZUEAJg3bx46d+4MdXV1HDt2DKNHj0ZeXh7GjRv3Qb7Z2toiNzcXmZmZqFu3Lnff19cXgYGBePDgAYBS3afIyEjExMRItXHo0CGpcGdF9a0qQ9G2IyMjYWVlBXt7ewDgdMjat28vt+309HR07NhR4l7v3r1x/PhxAKUK8XFxccjIyMD79+/Rp08f7rC4g4MDV6dZs2ZYsGABfvjhB04A9tChQ9Uab1nftLW1JVaK9u3bBz8/P+71+fPn4eDggAYNGmDKlCnc/Z9++glHjx7F7t27OekKoHQ7c8WKFeDxeLCxsUFycjJWrFiBH3/8EQAkJmsNGzbEqlWr0KpVK+Tl5dVKOPuiRYswd+7cGm+XwWAwahK28lNNbGxskJiYiIsXL2LUqFHw8/NDamqqlF1OTg48PT3RuHFjzJkzR6Js1qxZcHFxQfPmzTn9qcq0sRRBvHpUdiUBKNUJ8/T0RHh4OMLCwuDp6Ql9fX2ZbXTq1ElKBLXsigIAiZwwsg5Ty0ORtoHSlSlfX1/uta+vL/bs2YPc3FyF+wJKz9kkJiYiICAABQUFAABHR0d06dIFDg4O+O6777Bx40a8evVKot7kyZNhbW2N33//HZs3b4aenl6V+pVF+ffE3d0diYmJiI6ORn5+PjcJLC4uxvz58+Hg4ABdXV1oamri6NGjePjwoUT9tm3bSrTp7OyMW7duce1cuXIFXl5eMDU1hZaWFlxdXQFAqp2aIjAwENnZ2dz16NGjWumHwWAwPgS28lNN+Hw+Fybs5OSE+Ph4hISEYP369ZxNbm4uPDw8oKWlhaioKKiqqlbYZps2bTB//ny8ffsWAoGg2r6lpaVBW1tb5o91QEAAxo4dCwBYs2aN3DY0NDSkwqD//fdfiddlc8RUJf24Im2npqbiwoULuHTpEqZPn87dF28zilc2ymNlZcWJb4qpV68eAEgItyorK+P48eOIi4vDsWPHsHr1avz888+4ePEiLCwsAADPnz9Heno6lJWVcevWLXh4eCg8Rnm+ZWdn4+nTp9zqj6amJiwtLaW2Q5cuXYqQkBCsXLkSDg4O0NDQwIQJE/Du3TuF+8vPz4e7uzvc3d0REREBAwMDPHz4EO7u7lVqpyoIBIIP+uwyGAzGx4Ct/NQQJSUlePv2LfdarNTO5/Nx4MABhQ4yJyYmQkdH54N+PJ4/f44dO3agV69eUFKSfns9PDzw7t07FBUVwd3dvdr9AKXK4+Kr7PZaTRAaGooOHTogKSlJYoVo0qRJCA0NlVtv4MCBOH78OBISEirtg8fjwcXFBXPnzkVCQgL4fD6ioqK48oCAADg4OGDLli2YPn060tLSPmhM/fr1g6qqKpYsWVKpbWxsLLy9veHr6wtHR0c0bNgQ6enpUnYXL16UeH3hwgVYWVlBWVkZN27cQGZmJhYvXoz27dvD1ta2SoedGQwG40uFrfxUg8DAQHTv3h2mpqbIzc3Fjh07EBMTg6NHjwL438SnoKAA27dvlzj4aWBgAGVlZRw8eBDPnj1D27ZtoaamhuPHjyM4OFjinEdlEBGePn0KIsLr169x/vx5BAcHQyQSYfHixTLrKCsrcz/iysrKH/gkZFNcXCyVOVggEMDOzk6h+kVFRdi2bRvmzZuHJk2aSJT98MMPWL58OVJSUrizQGWZOHEioqOj0aVLF8yePRvt27eHjo4O0tPTcfjwYW7MFy9exMmTJ9GtWzfUrVsXFy9exIsXLzgf16xZg/Pnz+PatWswMTFBdHQ0Bg0ahAsXLoDPL01VnJqainfv3iErKwu5ubncmOXlwzE1NcWyZcswfvx4ZGVlwd/fHxYWFsjKysL27dsB/O89sbKywt69exEXFwcdHR0sX74cz549kzpX9vDhQ0yaNAkjRozA1atXsXr1aixbtozrj8/nY/Xq1Rg5ciSuX7+O+fPnK/QeiLl9+zby8vLw9OlTvHnzhhtj48aNuefAYDAYnx21ohX/hRMQEEBmZmbE5/PJwMCAunTpQseOHePKT58+TQBkXvfu3SMiosOHD1OzZs1IU1OTNDQ0yNHRkf744w8qLi5WyIewsDCuTR6PRyKRiFq3bk3z5s2j7OxsCVs/Pz/y9vaW25a3tzf5+flVai8e16tXrxTyq+zVqFEjhdveu3cvKSkp0dOnT2X2YWdnRxMnTpTrQ2FhIS1evJgcHR1JKBSSQCAgW1tbmjhxIj18+JCIiFJTU8nd3Z0MDAxIIBCQtbU1rV69moiI0tLSSCgU0o4dO7g2X716RSYmJjRt2jTunpmZmcyxVsbx48epe/fupKurSyoqKmRoaEi9evWiI0eOcDaZmZnk7e1NmpqaVLduXQoKCqIhQ4ZIPDtXV1caPXo0jRw5krS1tUlHR4dmzpxJJSUlnM2OHTvI3NycBAIBOTs704EDBwgAJSQkVOqnuI+KPseVkZ2dTQCkPpMMBoNREbX93cEj+sDYagaDwZBDTk4ORCIRl+qBwWAwFKG2vzvYmR8Gg8FgMBhfFezMzyeKvb09l4+nPOvXr8egQYM+skeML42RI0dyZ43K4+vriz/++KPmOqstVXemmM5gMKoB2/b6RHnw4AGKiopklhkaGkJLS+sje8T41PD398fr16/x559/Vqv+8+fP5WZg1tbWrpEIPm7p2h/QZpMfBoOhIGzb6xOkplTdgVIV9KZNm0JNTQ1169bFmDFjAABmZmYSoeRlLy0tLU4FncfjQUlJCSKRCM2bN8e0adOQkZEh0cecOXPA4/Fk5qlZunQpeDyeRFbkOXPmyIxYun//Png8nlQkV1kqU36vTtvu7u5QVlZGfHy83H7LQkTYuHEjnJ2doa2tDU1NTdjb22P8+PG4ffu2Qm0oQnUVzxMSEjBgwADUq1cPAoEAZmZm+Pbbb3Hw4MEPljepCnXr1pX7GRNPfHr27AlTU1OoqamhXr16GDx4sJRoLoPBYHxusMlPNagpVffly5fj559/xowZM5CSkoITJ05UOffOzZs38eTJE8THx2P69Ok4ceIEmjRpguTkZAm7evXq4fTp01LJBDdv3vxJq7o/fPgQcXFxGDt2rELCpkSE77//HuPGjUOPHj1w7NgxpKamIjQ0FGpqaliwYEGN+ldVxfO//voLbdu2RV5eHrZs2YK0tDQcOXIEvXv3RlBQkMwJ8n9Jp06dsHv3bty8eRP79u3DnTt30K9fv//aLQaDwfgwaiWG7CtER0eHNm3aJLd89+7dxOfzqaioiIiIsrKySCgU0okTJ6rVn7yw84KCArKxsSEXFxfu3uzZs8nR0ZG+/fZbWrBgAXc/NjaW9PX1adSoUeTq6iplX5579+5VGiZdWTh8VdueM2cO+fj4UFpaGolEIiooKJDbNxHRzp07CQD99ddfMsvLhoGfPn2aWrVqRerq6iQSiahdu3Z0//59KikpoS5dulC3bt04+8zMTGrQoAHNmjVL4TGVJy8vj/T09Kh3795ybcT9vX//ngICAsjc3JzU1NTI2tqaVq5cKWErThswZ84c0tfXJy0tLRoxYgS9ffuWszl8+DC5uLiQSCQiXV1d8vT0pNu3b1fqqzz++usv4vF49O7dO4XsuXBVfxANr4WLwWB8kdR2qDtb+flAqqvqfvz4cZSUlODx48ews7ODsbEx+vfv/8FaSEKhECNHjkRsbKxUNt+AgACEh4dzrzdv3oxBgwZ9ssnqiAhhYWHw9fWFra0tLC0tsXfv3grr7Ny5EzY2NujZs6fMcrEO1vv379GrVy+4urri2rVrOH/+PIYPH85tJW7ZsgXx8fFYtWoVgNLDwQ0aNMAvv/xS7fEcO3YMmZmZclXdy/pXUlICY2Nj7NmzB6mpqfjll18wc+ZM7N69W8L+5MmTnCr9zp07sX//fglh0fz8fEyaNAmXL1/GyZMnoaSkhN69e6OkpKTK/mdlZSEiIgLt2rWTK9XCVN0ZDMbnAJv8VJPk5GRoampCIBBg5MiRVVZ1v3v3LkpKShAcHIyVK1di7969yMrKgpub2wfrLtna2gIoPUdTlm+//RY5OTk4e/Ys8vPzsXv3bgnVb1njK3vJyqhcHRRt+8SJEygoKOC2An19fSuUtgBKldNtbGwk7k2YMIHrx9jYGEDpYbrs7Gx8++23aNSoEezs7ODn58dtATZo0ADr16/HjBkzEBgYiL///hvbt2+X0uCqCmJ5irL+xcfHSzwHsXK8qqoq5s6di5YtW8LCwgKDBg3C0KFDpSY/fD4fmzdvhr29PTw9PTFv3jysWrWKm9z07dsXffr0gaWlJZo1a4bNmzcjOTlZpgivPKZPnw4NDQ3o6enh4cOH+Ouvv+TaLlq0CCKRiLtMTEwU7ofBYDA+FmzyU00+VNW9pKQERUVFWLVqFdzd3dG2bVvs3LkTt27dwunTpz/IN5Kj6q6qqgpfX1+EhYVhz549sLa2RtOmTSscX9nr77//lrCxt7fnfrS7d++usH+KtA2UrkwNGDCAm3AMHDgQsbGxuHPnjsJ9AcDPP/+MxMRE/PLLL8jLywNQKnLq7+8Pd3d3eHl5ISQkROqg+HfffYfevXtj8eLF+O2332BlZVWlfhWhadOm3DPIz8/H+/fvubI1a9bAyckJBgYG0NTUxIYNG6TU2B0dHaGurs69dnZ2Rl5eHreCeOvWLQwcOBANGzaEtrY2zM3NAVRN1X3q1KlISEjAsWPHoKysjCFDhsg9mM1U3RkMxucAy/NTTT5U1V2sNF52tcjAwAD6+vpV+mGShVi7S/xDV5aAgAC0adMG169fl7vqU358Ysqvevz9999cOL5QKFTYP0XazsrKQlRUFIqKirBu3TrufnFxMTZv3oyFCxfKbFuWqruBgQEMDAykQrfDwsIwbtw4HDlyBLt27UJQUBCOHz+Otm3bAgAKCgpw5coVTtX9QxFPnm7evMn1IRAIpJ4FAERGRmLKlClYtmwZnJ2doaWlhaVLl0oJmVaGl5cXzMzMsHHjRtSvXx8lJSVo0qRJlVYX9fX1oa+vD2tra9jZ2cHExAQXLlyQuc3LVN0ZDMbnAFv5qSGqquru4uICABI/1FlZWXj58iXMzMyq7cebN2+wYcMGdOjQAQYGBlLl9vb2sLe3x/Xr1/H9999Xux9AMhy/QYMGH9RWeSIiImBsbCyl6r5s2TKEh4ejuLhYZr2BAwfi5s2bFW7NlKV58+YIDAxEXFwcmjRpgh07dnBlkydPhpKSEg4fPoxVq1bh1KlTHzSmbt26QVdXV2FV93bt2mH06NFo3rw5LC0tZa54JSUl4c2bN9zrCxcuQFNTEyYmJsjMzMTNmzcRFBSELl26wM7ODq9evfqgMYi308p+1hkMBuNzg638VIOaUHW3traGt7c3xo8fjw0bNkBbWxuBgYGwtbVFp06dFPbl+fPnKCwsRG5uLq5cuYJff/0VL1++xP79++XWOXXqFIqKilCnTp0Peg4VkZycLJGIkcfjwdHRUeH6oaGh6Nevn5Squ4mJCQIDA3HkyBF4enpK1fPx8cH+/fvh4+ODwMBAuLu7w9DQEA8ePMCuXbs41fR79+5hw4YN6NmzJ+rXr4+bN2/i1q1bGDJkCAAgOjoamzdvxvnz59GiRQtMnToVfn5+uHbtGnR0dABUXfFcU1MTmzZtwoABA+Dp6Ylx48bBysoKeXl5OHLkCABJVfetW7fi6NGjsLCwwLZt2xAfHw8LCwuJNt+9e4dhw4YhKCgI9+/fx+zZszF27FgoKSlBR0cHenp62LBhA+rVq4eHDx9ixowZCr8HFy9eRHx8PL755hvo6Ojgzp07mDVrFho1alTh4X4Gg8H41GGTn2rw/PlzDBkyBBkZGRCJRGjatCmOHj0KNzc3AMDVq1e57YnyWxr37t3jtqO2bt2KiRMnwtPTE0pKSnB1dcWRI0fkRtLIwsbGBjweD5qammjYsCG6deuGSZMmwcjISG4dDQ2NKo646nTo0EHitbKyssR5loq4cuUKkpKSsHHjRqkykUiELl26IDQ0VObkh8fjYdeuXdi4cSPCwsLw66+/oqioCMbGxujSpQuWL18OAFBXV8eNGzewZcsWZGZmol69ehgzZgxGjBiBFy9eYNiwYZgzZw5atGgBAJg7dy6OHTuGkSNHYteuXQCAH374AWfOnOH6bt68OQDJ97g8vXv3RlxcHJYsWYIhQ4YgKysLIpEILVu2RGRkJL799lsAwIgRI7hkiDweDwMHDsTo0aMlkmkCQJcuXWBlZYUOHTrg7du3GDhwIHe2TElJCZGRkRg3bhyaNGkCGxsbrFq1SiKhZUWoq6tj//79mD17NvLz81GvXj14eHggKCiIbW0xGIzPGiZvwWAwag2m6s5gMKoDk7dgMBgMBoPBqEHY5OcTpXv37lK5cMRXcHDwf+0e4wsgODhY7mesKqkLGAwG43ODbXt9ojx+/Fgiiqcsurq60NXV/cgeMb40srKykJWVJbNMKBTWSASflKo7U2FnMBgKUNvbXuzA8ydKTYeOM748OnbsiGbNmmHlypXVqs8m0QwG42uFbXtVg3Xr1qFp06bQ1taGtrY2nJ2dJaJwsrKy8NNPP8HGxgZCoRCmpqYYN26chGJ3eHg4pyNV/iqvySWLsvWVlZWho6ODNm3aYN68eVLK4P7+/uDxeBg5cqRUO2PGjAGPx4O/v7+Efa9evaRsY2JiwOPx8Pr16wr9qiiEvjpt29raQiAQ4OnTp3LbLcu7d++wdOlStGjRAhoaGhCJRHB0dERQUBCePHmiUBuVUVhYCH9/fzg4OEBFRUXmmORx+vRpfPvttzAwMICamhoaNWqEAQMG4OzZszXiW22QmZkJY2PjSt9/BoPB+Bxgk59qYGxsjMWLF+PKlSu4fPkyOnfuDG9vb6SkpAAAnjx5gidPnuC3337D9evXER4ejiNHjmDYsGFcGwMGDEBGRobE5e7uDldXV6lMxPLQ1tZGRkYG/v33X8TFxWH48OHYunUrmjVrJvUjb2JigsjISImttMLCQuzYsYPTs/oU+eeff/DmzRv069cPW7ZsqdT+7du3cHNzQ3BwMPz9/XH27FkkJydj1apVePnyJVavXl0jfhUXF0MoFGLcuHHo2rWrwvXWrl2LLl26QE9PD7t27cLNmzcRFRWFdu3aYeLEiTXiW20wbNgwuVIoDAaD8dlRK1rxXyE6Ojq0adMmueW7d+8mPp9PRUVFMsufP39OqqqqtHXrVoX6CwsLI5FIJHX/2bNnpK+vT4MGDeLu+fn5kbe3NzVp0oS2b9/O3Y+IiKCmTZuSt7c3+fn5SdmX5/Tp0wSAXr16VWW/qtu2v78/zZgxgw4fPkzW1tZy2xWzaNEiUlJSoqtXr8osLykp4f69Z88eatKkCampqZGuri516dKF8vLy6M2bN9S4cWP68ccfOdvbt2+TpqYmhYaGKjym8jx48IBUVVVp4sSJlfr28uVL8vHxofr165NQKKQmTZrQjh07JOxdXV1pzJgxNGbMGNLW1iY9PT0KCgqSaGfr1q3k5OREmpqaZGhoSAMHDqRnz55V6mtZ1q5dS66urnTy5MlK3//CwkLKzs7mrkePHhEAyvYH0XD2dcNgMBQjOzu79LsjO7tW2mcrPx9IcXExIiMjkZ+fX2HWW/GhLXmq4Fu3boW6ujr69ev3Qf7UrVsXgwYNwoEDB6QkIAICAhAWFsa93rx5M4YOHfpB/dUmubm52LNnD3x9feHm5obs7GycO3euwjo7d+6Em5sbl3CwPGKx14yMDAwcOBABAQFIS0tDTEwM+vTpAyKCmpoaIiIisGXLFvz1118oLi7mfKhID60y9u3bh6KiIkybNq1C34DSVTknJydER0fj+vXrGD58OAYPHoxLly5J1NmyZQtUVFRw6dIlhISEYPny5di0aRNXXlRUhPnz5yMpKQl//vkn7t+/L7HFWRmpqamYN28etm7dCiWlyr8umKo7g8H4LKiVKdVXwLVr10hDQ4OUlZVJJBJRdHS0XNsXL16QqakpzZw5U66NnZ0djRo1SuH+K1phWbduHQHg/ocvXpl4/vw5CQQCun//Pt2/f5/U1NToxYsXMld+lJWVSUNDQ+JSU1OrkZUfRdvesGEDNWvWjHs9fvx4CT9loaamRuPGjZO416tXL64fZ2dnIiK6cuUKAaD79+/LbevXX38lfX19Gjt2LNWrV49evnwpd0yKrPyMHDmStLW1Je7t3btX4jlcu3ZNbn1PT0+aPHky99rV1ZXs7OwkVnqmT59OdnZ2ctuIj48nAJSbm1upv4WFhdS0aVPatm0bESm28sdWfhgMRk3AVn4+UWxsbJCYmIiLFy9i1KhR8PPzQ2pqqpRdTk4OPD090bhxY052oDznz59HWlqaxJmgD4H+P3tB2ZUEoFRXzNPTE+Hh4QgLC4Onpyf09fVlttGpUycJQdHExESJFQUAEnlhZB2mlocibQOlK1O+vr7ca19fX+zZswe5ubkK9wWUnrNJTExEQEAACgoKAACOjo7o0qULHBwc8N1332Hjxo1Sop+TJ0+GtbU1fv/9d2zevBl6enpV6lcW5d8Td3d3JCYmIjo6Gvn5+dxqXXFxMebPnw8HBwfo6upCU1MTR48excOHDyXqt23bVqJNZ2dn3Lp1i2vnypUr8PLygqmpKbS0tODq6goAUu3IIjAwEHZ2dhLvQWUIBAIuEEB8MRgMxqcGC3WvJnw+n9PtcnJyQnx8PEJCQrB+/XrOJjc3Fx4eHtDS0kJUVJRcza5NmzahWbNmcHJyqhHf0tLSoK2tLfPHOiAgAGPHjgUArFmzRm4bGhoaUrpk//77r8RrsZAngCr9yCnSdmpqKi5cuIBLly5h+vTp3H3xNuOPP/4os20rKyvcvHlT4l69evUAQCKsW1lZGcePH0dcXByOHTuG1atX4+eff8bFixc58dDnz58jPT0dysrKuHXrFjw8PBQeozzfsrOz8fTpU057TVNTE5aWllLboUuXLkVISAhWrlwJBwcHaGhoYMKECXj37p3C/eXn58Pd3R3u7u6IiIiAgYEBHj58CHd3d4XaOXXqFJKTk7F3714A/5tU6+vr4+eff8bcuXMV9oXBYDA+JdjKTw1RUlKCt2/fcq/Fyu58Ph8HDhyAmpqazHp5eXnYvXt3ja36PH/+HDt27ECvXr1kntHw8PDAu3fvUFRUBHd39w/qy9LSkrsUjVBTlNDQUHTo0AFJSUkSK0STJk1CaGio3HoDBw7E8ePHkZCQUGkfPB4PLi4umDt3LhISEsDn8xEVFcWVBwQEwMHBAVu2bMH06dORlpb2QWPq168fVFVVsWTJkkptY2Nj4e3tDV9fXzg6OqJhw4ZIT0+XshML6Iq5cOECrKysoKysjBs3biAzMxOLFy9G+/btYWtrq1AaBTH79u2TeP7i1blz585hzJgxCrfDYDAYnxps5acaBAYGonv37jA1NUVubi527NiBmJgYHD16FMD/Jj4FBQXYvn07cnJykJOTA6B060lZWZlra9euXXj//n2VthbEEBGePn0KIsLr169x/vx5BAcHQyQSYfHixTLrKCsrcz/iZf2oSYqLiyVWhYDS7RA7OzuF6hcVFWHbtm2YN28emjRpIlH2ww8/YPny5UhJSYG9vb1U3YkTJyI6OhpdunTB7Nmz0b59e+jo6CA9PR2HDx/mxnzx4kWcPHkS3bp1Q926dXHx4kW8ePGC83HNmjU4f/48rl27BhMTE0RHR2PQoEG4cOEC+Hw+gNLVqXfv3iErKwu5ubncmJs1ayZzXKampli2bBnGjx+PrKws+Pv7w8LCAllZWdi+fTuA/70nVlZW2Lt3L+Li4qCjo4Ply5fj2bNnaNy4sUSbDx8+xKRJkzBixAhcvXoVq1evxrJly7j++Hw+Vq9ejZEjR+L69euYP3++Qu8BADRq1Eji9cuXLwEAdnZ2FeZyYjAYjE+eWjlJ9IUTEBBAZmZmxOfzycDAgLp06ULHjh3jysUHQ2Vd9+7dk2jL2dmZvv/++yr7EBYWxrXJ4/FIJBJR69atad68eVIHxCo7kFvToe6yxt2oUSOF2967dy8pKSnR06dPZfZhZ2cnN1ycqPTQ7eLFi8nR0ZGEQiEJBAKytbWliRMn0sOHD4mIKDU1ldzd3cnAwIAEAgFZW1vT6tWriYgoLS2NhEKhRGj5q1evyMTEhKZNm8bdMzMzkznWyjh+/Dh1796ddHV1SUVFhQwNDalXr1505MgRziYzM5O8vb1JU1OT6tatS0FBQTRkyBCJZ+fq6kqjR4/mDlLr6OjQzJkzJQ5A79ixg8zNzUkgEJCzszMdOHCAAFBCQkKlfpZHkfe/PLV9aJHBYHyZ1PZ3B9P2YjAYtUZt6/MwGIwvk9r+7mBnfhgMBoPBYHxVsDM/nyj29vZ48OCBzLL169dj0KBBH9kjxpfGyJEjubNG5fH19cUff/xRc52NFwF8BW2Z8juDwahl2LbXJ8qDBw9QVFQks8zQ0BBaWlof2aMvG3Nzc0yYMAETJkz4r11RiPv378PCwgIJCQlyD1hXxvPnz7mD+OXR1taukQg+bunaH9Bmkx8Gg6EgbNvrI1ATKu0AcPLkSbRr1w5aWlowMjLC9OnT8f79+0r7F6uul73Mzc1hZWUFKysrdO3aFZaWlujatSsOHTokNfGZM2eOwj+AI0aMgLKyMvbs2SNVNmfOHAmleBMTEwwfPhxZWVkSdubm5li5cqXM+or4sWXLFrRq1Qrq6upc4r1Dhw5J2FSmDl8VCgoKEBgYiEaNGkFNTQ0GBgZwdXXFX3/9xdnEx8dj+PDhVWr38ePH8PX1hZ6eHoRCIRwcHHD58uUK63wMxXlFqVu3rkS6gvKpC1JSUtC3b1+Ym5uDx+PJfM8ZDAbjc4RNflAzKu1JSUno0aMHPDw8kJCQgF27duHAgQOYMWNGpf2HhIRIqLsDQFhYGPc6Pj6+RsZZUFCAyMhITJs2DZs3b5ZpY29vj4yMDDx8+BBhYWE4cuQIRo0aVSP9A8CUKVMwYsQIDBgwANeuXcOlS5fwzTffwNvbG7///nuN9VOWkSNHYv/+/Vi9ejVu3LiBI0eOoF+/fsjMzORsDAwMoK6urnCbr169gouLC1RVVXH48GGkpqZi2bJl0NHRkVvnYynO1xQFBQVo2LAhFi9ezCVlZDAYjC+CWokh+wKoqkp7YGAgtWzZUsLmwIEDpKamRjk5OVXqGwBFRUVJ3TczM6MVK1ZI3Z89ezY5OjpW2m54eDi1bduWXr9+Terq6lzYd0XtTJo0iXR0dGrEj/PnzxMAWrVqlVTZpEmTSFVVlR4+fCgzVcDs2bO5vufNm0c+Pj6krq5O9evXp99//73CcYtEIgoPD6/QpuyYTp8+TaqqqnT27FmufMmSJWRgYMCF30+fPp2++eabCtssT1UU5w8fPkwuLi4kEolIV1eXPD096fbt21z5vXv3CADt3LmTnJ2dSSAQkL29PcXExHA279+/p4CAADI3Nyc1NTWytramlStXVslnMfLe88rgwlXF2l6KXAwG46uHaXt9ZKqr0v727VupLM5CoRCFhYW4cuVKrfqsKKGhofD19YVIJEL37t0RHh5eof39+/dx9OhRLqnfh7Jz505oampixIgRUmWTJ09GUVER9u3bh3bt2mHlypXQ1tbmVr+mTJnC2S5duhSOjo5ISEjAjBkzMH78eBw/flxuv0ZGRvj7778V1gTr2LEjJkyYgMGDByM7OxsJCQmYNWsWNm3aBENDQwDAgQMH0LJlS3z33XeoW7cumjdvjo0bN1Y6fkUU54FSaYpJkybh8uXLOHnyJJSUlNC7d2+UlJRI1Jk6dSomT56MhIQEODs7w8vLi1vRKikpgbGxMfbs2YPU1FT88ssvmDlzJnbv3q3Qc6gOb9++5ZJ6lk3uyWAwGJ8UtTKl+gz5UJX2o0ePkpKSEu3YsYPev39P//77L7Vv354ASCTLUwTUwspPeno6qaqq0osXL4iIKCoqiiwsLCRWG2bPnk1KSkoSKusAaPny5VJ+8Pl8KWV2VVXVCv3w8PCosFxbW5tTtpenDm9mZkYeHh4S9wYMGEDdu3eX2+6ZM2fI2NiYVFVVqWXLljRhwgT6559/pNot+2zfvn1LzZo1o/79+1Pjxo3pxx9/lLAXCAQkEAgoMDCQrl69SuvXryc1NbUKV5gUVZyXxYsXLwgAJScnE9H/Vn4WL17M2RQVFZGxsTEtWbJEbjtjxoyhvn37yi2Xh6IrP7Nnz5aZ+JGt/DAYjKrAVn4+Eh+q0t6tWzcsXboUI0eOhEAggLW1NXr06AEAMjW2aouIiAgJtfVz584BKFVId3d351Tce/TogezsbJw6dUqivvg5xMfHY/r06XB3d8dPP/0k1c/UqVOllNkVUXanGgguLL8i5+zsXKHuVocOHXD37l2cPHkS/fr1Q0pKCtq3b1+h1AOfz0dERAT27duHwsJCrFixQqK8pKQELVq0QHBwMJo3b47hw4fjxx9/rHJ4uCzFeQC4desWBg4ciIYNG0JbWxvm5uYApNXYyz4LFRUVtGzZUuJZrFmzBk5OTjAwMICmpiY2bNigkKJ7dQkMDER2djZ3PXr0qNb6YjAYjOrCJj//j1il3cnJCYsWLYKjoyNCQkIkbCpTaZ80aRJev36Nhw8f4uXLl/D29gYANGzYsEZ81NbWloowA4DXr19DJBIBAHr27CkxIWnZsiWKi4uxZcsWREdHQ0VFBSoqKlBXV0dWVpbUwWfxc2jSpAkWL14MZWVlmerd+vr6UhFCZVXTZWFtbY27d+/KVBR/8uQJcnJyYG1tXZVHojCqqqpo3749pk+fjmPHjmHevHmYP39+hermcXFxAEqj/cpHvNWrV09KZ8vOzq7CiYU8xXlZz87LywtZWVnYuHEjLl68yAmYVkXVPTIyElOmTMGwYcNw7NgxJCYmYujQoVVqo6oIBAIualJ8MRgMxqcGm/zIoboq7TweD/Xr14dQKMTOnTthYmKCFi1a1IhPNjY2Ms8PXb16lZs0aGlpSUxIhEIhd94lISFBYmK0c+dO7N+/H69fv5bbZ1BQEH777bcaCcP28fFBXl4e1q9fL1X222+/QVVVFX379gVQOgkrLi6W2c6FCxekXisqmiqmcePGeP/+PQoLC2WW37lzBxMnTsTGjRvRpk0b+Pn5SZy3cXFxkZrIpKenw8zMTG6fiirOZ2Zm4ubNmwgKCkKXLl1gZ2eHV69eybQt+yzev3+PK1eucM8iNjYW7dq1w+jRo9G8eXNYWlrizp07FfbNYDAYXwMswzNqTqV96dKl8PDwgJKSEvbv34/Fixdj9+7dNaaePnHiRLRv3x4LFy5Enz59UFxcjJ07d+L8+fNYu3at3HqhoaHw9PSEo6OjxP3GjRtj4sSJiIiIwJgxY2TWdXZ2RtOmTREcHPzBoejOzs4YP348pk6dinfv3qFXr14oKirC9u3bERISgpUrV8LExARAaS6hvLw8nDx5Eo6OjlBXV+dC0WNjY/Hrr7+iV69eOH78OPbs2YPo6Gi5/Xbs2BEDBw5Ey5Ytoaenh9TUVMycOROdOnWSuTJRXFwMX19fuLu7Y+jQofDw8ICDgwOWLVuGqVOnAih9L9q1a4fg4GD0798fly5dwoYNG7Bhwwa5fiiqOK+jowM9PT1s2LAB9erVw8OHD+WmTFizZg2srKxgZ2eHFStW4NWrVwgICABQutK0detWHD16FBYWFti2bRvi4+NhYWGhwLtVusok3vp99+4dHj9+jMTERGhqasLS0lKhNhgMBuOTpFZOEn1m1JRKe6dOnUgkEpGamhq1adOG/v7772r5AzkHnolKD1a7uLiQjo4O6enpUceOHenMmTNy23r69CmpqKjQ7t27ZZaPGjWKmjdvTkTyD07v3LmTBAIBFxr/oSH3oaGh5OTkRGpqaqShoUHt27enAwcOSNmNHDmS9PT0pELd586dS9999x2pq6uTkZERhYSEVNhfcHAwOTs7k66uLqmpqVHDhg1p3Lhx9PLlS86m7Jjmzp1L9erVkyjft28f8fl8SkxM5O4dPHiQmjRpwqnGb9iwodKxK6I4T1Sq/G5nZ0cCgYCaNm1KMTExEp8L8YHnHTt2UOvWrYnP51Pjxo3p1KlTEn35+/uTSCSiOnXq0KhRo2jGjBkKvUdl+yh/ubq6KlSfiIW6MxiM6sFU3RmMMnxuMhRfO0zVncFgVAcmb8FgMBgMBoNRg7DJz0eie/fuEiHoZa/g4OD/2j3GV4i8z2PZFAkMBoPxJcK2vT4Sjx8/xps3b2SW6erqVhomzmDUNLdv35Zb1qBBAwiFwg/uo1qq7oxPm/XsJ4NR+9T2theL9vpINGjQ4L92gVEBn9tZovv378PCwgIJCQlo1qxZtdpgEVsMBuNrhW17AVi3bh2aNm3KJWVzdnbG4cOHJWxGjBiBRo0aQSgUwsDAAN7e3rhx44aEzbhx4+Dk5ASBQFClHyR/f3/weDy5lzi7r7m5OVauXClVf86cOQr3N2LECCgrK2PPnj0y2xH3qaysDBMTEwwfPlwqwd+H+rFlyxa0atUK6urq0NLSgqurKw4dOiRhEx4ejjp16ig0psooKChAYGAgGjVqBDU1NRgYGMDV1RV//fUXZxMfH4/hw4dXqd3Hjx/D19cXenp6EAqFcHBwwOXLlyus8+7dOyxduhQtWrSAhoYGRCIRHB0dERQUVCO5lGqSlJQU9O3bF+bm5uDxeDLfcwaDwfgcYZMfAMbGxli8eDGuXLmCy5cvo3PnzvD29kZKSgpn4+TkhLCwMKSlpeHo0aMgInTr1k0qEV9AQAAGDBhQpf5DQkI4Ac+MjAwAQFhYGPc6Pj7+wweJ0klAZGQkpk2bJpXZWYy9vT0yMjLw8OFDhIWF4ciRIxg1alSN9A8AU6ZMwYgRIzBgwABcu3YNly5dwjfffANvb+8PziMkj5EjR2L//v1YvXo1bty4gSNHjqBfv36cAChQmq9JnEdIEV69egUXFxeoqqri8OHDSE1NxbJly6CjoyO3ztu3b+Hm5obg4GD4+/vj7NmzSE5OxqpVq/Dy5UusXr36g8ZZ0xQUFKBhw4ZYvHgxjIyM/mt3GAwGo8Zg214olRIoy8KFC7Fu3TpcuHAB9vb2ACCxKmBubo4FCxbA0dER9+/fR6NGjQAAq1atAgC8ePEC165dU7h/kUjEyVOIqVOnTo3/4OzZsweNGzfGjBkzUL9+fTx69IhLKihGRUWF67dBgwb47rvvEBYWViP9X7hwAcuWLcOqVask9MIWLlyIwsJCTJo0Cd7e3rhz5w6GDh0K4H9K57Nnz8acOXNgbm6OYcOGITU1FQcOHECdOnUwc+ZMuUkagVIF9pCQEE5rzdzcHE5OThI2Zbe9YmJi0K1bN5w8eRLt27cHAPz666/47bffkJycDENDQyxZsgQmJiYSz6ay5IErVqzAP//8g8uXL0sou5uamsLV1VVC9+zIkSNYsGABrl+/DmVlZTg7OyMkJIT7rIm5ceMGRo8ejatXr8LS0hJr1qyBq6srgNJkjcOHD8epU6fw9OlTmJqaYvTo0Rg/fnyFfopp1aoVWrVqBQBykyyW5+3bt1KZ0RkMBuNTg638lKO4uBiRkZHIz8+XEtAUk5+fj7CwMFhYWEhNHj5lQkND4evrC5FIhO7duyM8PLxC+/v37+Po0aPg82vmpOrOnTuhqamJESNGSJVNnjwZRUVF2LdvH9q1a4eVK1dCW1ubW/2aMmUKZ7t06VI4OjoiISEBM2bMwPjx43H8+HG5/RoZGXESH4rQsWNHTJgwAYMHD0Z2djYSEhIwa9YsbNq0CYaGhgBKJ1QtW7bEd999h7p166J58+bYuHFjpeN3c3OTmPiURTzRA0o/Y5MmTcLly5dx8uRJKCkpoXfv3hISG0CpwOzkyZORkJAAZ2dneHl5cStaJSUlMDY2xp49e5CamopffvkFM2fOxO7duxV6DtVh0aJF3GReJBJ9Vn8fDAbj64FNfv6f5ORkaGpqQiAQYOTIkYiKipISrly7di0XCnz48GEcP368xiYGtc2tW7dw4cIFbkvO19cXYWFhUirr4ucgFAphYWGBlJQUTJ8+Xaq96dOnVzlkPz09HY0aNZL5zOrXrw9tbW2kp6eDz+dDJBKBx+PByMgIRkZG0NTU5GxdXFwwY8YMWFtb46effkK/fv2kVNfLsmHDBsTFxUFPTw+tWrXCxIkTERsbW6GvCxYsgI6ODoYPHw5fX1/4+fmhZ8+eXPndu3exbt06WFlZ4ejRoxg1ahTGjRuHLVu2VDh+GxsbiXu9e/fmnl+7du24+3379kWfPn1gaWmJZs2aYfPmzUhOTubkJsSMHTsWffv2hZ2dHdatWweRSITQ0FAApWKuc+fORcuWLWFhYYFBgwZh6NChtTr5YaruDAbjc4BNfv4fGxsbJCYm4uLFixg1ahT8/PykfmgGDRqEhIQEnDlzBtbW1ujfv79cYcz/ioiICJn5WjZv3gx3d3fo6+sDAHr06IHs7GycOnVKor74OcTHx2P69Olwd3eX2KISM3XqVAmR1MTERIwcObJS/2ois0L5FTlnZ2ekpaXJte/QoQPu3r2LkydPol+/fkhJSUH79u0xf/58uXX4fD4iIiKwb98+FBYWSk2uSkpK0KJFCwQHB6N58+YYPnw4fvzxR/zxxx9VGsvatWuRmJiIgIAAFBQUcPdv3bqFgQMHomHDhtDW1uYOvZdXjS/7LFRUVNCyZUuJZ7FmzRo4OTnBwMAAmpqa2LBhQ4XK8x8KU3VnMBifA2zy8//w+XxYWlrCyckJixYtgqOjI0JCQiRsRCIRrKys0KFDB+zduxc3btxAVFTUR/NRW1sb2dnZUvdfv37NnRnq2bOnxISkZcuWKC4uxpYtWxAdHQ0VFRWoqKhAXV0dWVlZUgefxc+hSZMmWLx4MZSVlTF37lypPvX19SXU4y0tLSvNVWRtbY27d+/i3bt3UmVPnjxBTk4Op05f06iqqqJ9+/aYPn06jh07hnnz5mH+/PkyfRETFxcHAMjKypKKeKtXr57UyqCdnV2FEwsrKyspJfh69erJfHZeXl7IysrCxo0bcfHiRVy8eBEAKvS3PJGRkZgyZQqGDRuGY8eOITExEUOHDq1SGwwGg/ElwiY/cigpKZE4uFkeIgIRVWhT09jY2ODKlStS969evcpNGrS0tCQmJEKhkDvvkpCQIDEx2rlzJ/bv34/Xr1/L7TMoKAi//fZbjYRh+/j4IC8vD+vXr5cq++2336Cqqoq+ffsCKJ2ElY+kE3PhwgWp13Z2dlXypXHjxnj//r3clbs7d+5g4sSJ2LhxI9q0aQM/Pz+J8zYuLi5SE5n09HSYmZnJ7XPgwIE4fvw4EhISKvQtMzMTN2/eRFBQELp06QI7Ozu8evVKpm3ZZ/H+/XtcuXKFexaxsbFo164dRo8ejebNm8PS0hJ37typsG8Gg8H4GmDRXig9p9C9e3eYmpoiNzcXO3bsQExMDI4ePQqg9HzHrl270K1bNxgYGODff//F4sWLIRQKuQgioDRjbl5eHp4+fYo3b94gMTERQOkPbU2cDZo4cSLat2+PhQsXok+fPiguLsbOnTtx/vx5rF27Vm690NBQeHp6wtHRUeJ+48aNMXHiRERERMiNlnJ2dkbTpk0RHBz8waHozs7OGD9+PKZOnYp3796hV69eKCoqwvbt2xESEoKVK1dyB2TNzc2Rl5eHkydPwtHREerq6lwoemxsLH799Vf06tULx48fx549exAdHS23344dO2LgwIFo2bIl9PT0kJqaipkzZ6JTp04yt2WKi4vh6+sLd3d3DB06FB4eHnBwcMCyZcswdepUAKXvRbt27RAcHIz+/fvj0qVL2LBhAzZs2CDXj4kTJyI6OhpdunTB7Nmz0b59e+jo6CA9PR2HDx+GsrIyAEBHRwd6enrYsGED6tWrh4cPH8qNtlqzZg2srKxgZ2eHFStW4NWrVwgICABQutK0detWHD16FBYWFti2bRvi4+MrjUoT8+7dO27r9927d3j8+DESExOhqanJEiQyGIzPm1rRiv/MCAgIIDMzM+Lz+WRgYEBdunShY8eOceWPHz+m7t27U926dUlVVZWMjY3p+++/pxs3bki04+rqSgCkrnv37lXJHwAUFRUls+zo0aPk4uJCOjo6pKenRx07dqQzZ87Ibevp06ekoqJCu3fvllk+atQoat68ORERzZ49mxwdHaVsdu7cSQKBgB4+fEhERGZmZrRixQopO3n1yxMaGkpOTk6kpqZGGhoa1L59ezpw4ICU3ciRI0lPT48A0OzZs7m+586dS9999x2pq6uTkZERhYSEVNhfcHAwOTs7k66uLqmpqVHDhg1p3Lhx9PLlS86m7Jjmzp1L9erVkyjft28f8fl8SkxM5O4dPHiQmjRpQgKBgGxtbWnDhg2Vjr2wsJAWL15Mjo6OJBQKuboTJ07kni8R0fHjx8nOzo4EAgE1bdqUYmJiJD4X9+7dIwC0Y8cOat26NfH5fGrcuDGdOnVKoi9/f38SiURUp04dGjVqFM2YMUOh96hsH+UvV1dXheoTEWVnZxMAys7OVrgOg8Fg1PZ3B9P2YnxWfG4yFF87ta3Pw2Awvkxq+7uDnflhMBgMBoPxVcEmPx+J7t27S+XFUTQ/DoNRG8j7PJZNkVBjjBcBI3iV2zEYDMZHgB14/khs2rQJb968kVlWWYg443/cv3+/Vtrl8XiIiopCr169aqX9miYmJgadOnXCq1evqi0AKz6QL4sGDRpUzzEGg8H4DGArP6gZVfekpCQMHDgQJiYmEAqFsLOzk8gT1KBBA6m8OOKrT58+Faq6d+zYEUDpD/Sff/4p5b+/v7/CP9ru7u5QVlaWKZZaVl1eVVUVFhYWmDZtmlQ4+If4UVxcjBUrVsDBwQFqamrQ0dFB9+7dpTIuV0WpvjJevHiBUaNGwdTUFAKBAEZGRnB3d5foMyMjA927d69Su2lpaejZsydEIhE0NDTQqlWrShMI5uTkYNasWbC3t4dQKOSyTv/6669yw9lrC3mfR3GKhEWLFqFVq1bQ0tJC3bp10atXL6nwfgaDwfgcYSs/+J+qu5WVFYgIW7Zsgbe3NxISEjhhUycnJwwaNAimpqbIysrCnDlz0K1bN9y7dw/Kysq4cuUK6tati+3bt8PExARxcXEYPnw4lJWVMXbs2Ar7379/P5d47tGjR2jdujVOnDjB9V1TEhoPHz5EXFwcxo4di82bN3OilWXx8PBAWFgYioqKcOXKFfj5+YHH42HJkiUf3D8RwcfHBydOnMDSpUvRpUsX5OTkYM2aNejYsSP27NlTKysvffv2xbt377BlyxY0bNgQz549w8mTJyVU3asqInvnzh188803GDZsGObOnQttbW2kpKRATU1Nbp2srCx88803yMnJwfz58+Hk5ASRSISbN28iLCwMO3bsqFCg9WNz5swZjBkzBq1atcL79+8xc+ZMdOvWDampqdDQ0Piv3WMwGIzqUysxZF8AOjo6tGnTJrnlSUlJBIBu374t12b06NHUqVOnKvUrDi9OSEiQKoOcEHg/Pz/y9vautO05c+aQj48PpaWlkUgkooKCgkrb6dOnDxcK/6F+REZGEgCZYe19+vQhPT09ysvLo7CwMKnw6rCwMK7vtWvXkoeHB6mpqZGFhQXt2bNHbp+vXr0iABQTEyPXpvyYtmzZQhoaGpSens6Vjxo1imxsbCg/P5+IiAYMGEC+vr4VtlmeESNGkIaGBj1+/FhmeUlJCffvrVu3kpOTE2lqapKhoSENHDiQnj17xpWfPn2aANChQ4fIwcGBBAIBtWnThpKTkzmbly9fko+PD9WvX5+EQiE1adKEduzYUSWfy/L8+XMCUGFqhfJw4ar+IBrOvm4YDIZi1HaoO9v2KkdNqrpnZ2d/Mud5iAhhYWHw9fWFra0tLC0tsXfv3grrXL9+HXFxcTW28rRjxw5YW1vDy8tLqmzy5MnIzMzE8ePHMWDAAEyePBn29vacqrtYkBUAZs2ahb59+yIpKQmDBg2Cj4+PXG0v8QHeP//8U+Fs3EOGDEGPHj0waNAgvH//HtHR0di0aRMiIiKgrq6OkpISREdHw9raGu7u7qhbty7atGkjcytQTElJCXbt2gVfX1/Ur19fpk1ZVfeioiLMnz8fSUlJ+PPPP3H//n34+/tL1Zk6dSqWLVuG+Ph4GBgYwMvLC0VFRQCAwsJCODk5ITo6GtevX8fw4cMxePBgXLp0SaHnUB6xtEpFn+m3b98iJydH4mIwGIxPjlqZUn2GXLt2jTQ0NEhZWZlEIhFFR0dL2axZs4Y0NDQIANnY2FS46hMbG0sqKip09OjRKvlRWys/x44dIwMDAyoqKiIiohUrVkglq/Pz8yNlZWXS0NAggUBAAEhJSYn27t0r5Yc4QWHZS0VFpUI/bG1t5ZZnZWURAFqyZAkRyU+YCIBGjhwpca9NmzY0atQouf3u3buXdHR0SE1Njdq1a0eBgYGUlJQk1W7ZZ5uVlUXGxsY0atQoMjQ0pIULF3JlGRkZBIDU1dVp+fLllJCQQIsWLSIejyd3henp06cEgJYvXy5xv0WLFtzz8/HxkTuG+Ph4AkC5ublE9L+Vn8jISM4mMzOThEIh7dq1S247np6eNHnyZLnl8iguLiZPT09ycXGp0G727NkyEyOylR8Gg1EV2MrPR6ImVd2vX78Ob29vzJ49G926dftYQwAABAcHS4Qsiw/gbt68GQMGDICKSukxr4EDByI2NlZK66lTp07cc/Dz88PQoUM5va2yrFixQkrVvWfPnpX6R/+Bqnvfvn3x5MkTHDhwAB4eHoiJiUGLFi0QHh4ut46Ojg5CQ0Oxbt06NGrUSEJeQqzx5e3tjYkTJ6JZs2aYMWMGvv322yqrukdFRSExMRHu7u4S0YBXrlyBl5cXTE1NoaWlBVdXVwAVq7rr6urCxsaGexbFxcWYP38+HBwcoKurC01NTRw9erRaqu5jxozB9evXERkZWaFdYGAgsrOzuevRo0dV7ovBYDBqGzb5+X9qStU9NTUVXbp0wfDhwxEUFFSjPmppaVWq6j5y5EiJCUn9+vWRlZWFqKgorF27llN1b9CgAd6/fy+l6q6hoQFLS0s4Ojpi8+bNuHjxIkJDQ6X6NDIykooQ0tLSqtB/a2truZMU8f3aUnVXU1ODm5sbZs2ahbi4OPj7+2P27NkV1jl79iyUlZWRkZGB/Px87r6+vj5UVFSqpOpuYGCAOnXqSEVLmZqaSj27/Px8uLu7Q1tbGxEREYiPj+c+Z1VRZF+6dClCQkIwffp0nD59mptkVVXVfezYsTh06BBOnz4NY2PjCm0FAgEXNSm+GAwG41ODTX7kUB1V95SUFHTq1Al+fn5YuHBhjfskS9W9uLgYSUlJ3KRBV1dXYkKioqKCiIgIGBsbIykpSWJitGzZMoSHh8tVT1dSUsLMmTMRFBQkN0dRVfDx8cGtW7dw8OBBqbJly5ZBT08Pbm5uAD6OqnvZCU154uLisGTJEhw8eBCampoSEXt8Ph+tWrWqkqq7kpIS+vfvj+3bt+PJkycV+nbjxg1kZmZi8eLFaN++PWxtbfH8+XOZtmWfxatXr5Ceni6h6u7t7Q1fX184OjqiYcOGSE9Pr7DvshARxo4di6ioKJw6dUphQVQGg8H45KmVzbTPjBkzZtCZM2fo3r17dO3aNZoxYwbxeDxO3PTOnTsUHBxMly9fpgcPHlBsbCx5eXmRrq4uF4GTnJxMBgYG5OvrSxkZGdz1/PnzKvlS0ZmfHTt2kFAopDVr1lB6ejolJCRQQEAAiUQievr0qdw2HR0dafr06VL3X79+TXw+nw4dOkREss8OFRUVUYMGDWjp0qXcPVTz7FFJSQn17t2bi6S7d+8eJSUl0fDhw0lFRUWizYiICNLQ0KCEhAR68eIFFRYWcn3r6+tTaGgo3bx5k3755RdSUlKilJQUmX2+fPmSOnXqRNu2baOkpCS6e/cu7d69mwwNDSkgIEDmmHJycqhhw4Y0adIkIio9DyYQCCSiyvbv30+qqqq0YcMGunXrFq1evZqUlZXp3Llzcsf/8uVLsra2pgYNGlBoaCglJSXR7du3af/+/WRtbU19+vQhotKoKj6fT1OnTqU7d+7QX3/9RdbW1hKfC/GZH3t7ezpx4gQlJydTz549ydTUlN6+fUtERBMnTiQTExOKjY2l1NRU+uGHH0hbW1uhyECi0gg3kUhEMTExEp/p8lGCFcGivRgMRnWo7TM/7NuIakbVXd5BTzMzsyr5UtHkh6h0UuDk5ERaWlpkaGhIPXr0kDq8W5bLly8TALp06ZLM8u7du1Pv3r2JSP7kZdGiRWRgYEB5eXlE9GEHr4uKimjp0qVkb29PfD6ftLW1yd3dnf755x8Ju8LCQurbty/VqVNHKtR9zZo15ObmRgKBgMzNzSs84FtYWEgzZsygFi1akEgkInV1dbKxsaGgoCCJH/GyYxo6dCg5ODhwEy4iomXLlpGuri79+++/3L3Q0FCytLQkNTU1cnR0pD///LPCsROVTjgDAwPJ1taWBAIBCYVCatq0Kc2aNYsyMzM5ux07dpC5uTkJBAJydnamAwcOyJz8HDx4kHuWrVu3lvgsZGZmkre3N2lqalLdunUpKCiIhgwZovDkR9bnuex7oQhM1Z3BYFQHpurOYJThc5Oh+Nphqu4MBqM6MFV3BoPBYDAYjBqETX4+Evb29nIVtCMiIv5r9xhfGQ8fPqxQ1b064fAVMl5Us+0xGAzGB8C0vT4Sf//9N5d5tzyGhoYf2ZvPF7ZLWzPUr1+/QlV3eVmoGQwG40uATX4+EvJCoBmfBp/bWaKYmBh06tQJr169Qp06dapcX0VFBZaWljXvGIPBYHwGsG0vAOvWrUPTpk25pGzOzs44fPiwhM2IESPQqFEjCIVCGBgYwNvbGzdu3ODKMzMz4eHhgfr160MgEMDExARjx45VSNuoY8eO4PF4cq+OHTsCKP2BlqUf5e/vr/CPtru7O5SVlREfHy+zHXGfqqqqsLCwwLRp06SyWH+IH8XFxVixYgUcHBygpqYGHR0ddO/eHbGxsRJ2c+bMQbNmzRQaU2W8ePECo0aNgqmpKQQCAYyMjODu7i7RZ0ZGBrp3716ldtPS0tCzZ0+IRCJoaGigVatWlW4X5eTkYNasWbC3t4dQKISenh5atWqFX3/9Fa9evarW+GqLRYsWoVWrVtDS0kLdunXRq1cvqdxGDAaD8TnCJj8AjI2NsXjxYly5cgWXL19G586d4e3tjZSUFM7GyckJYWFhSEtLw9GjR0FE6NatG5eIT0lJCd7e3jhw4ADS09MRHh6OEydOYOTIkZX2v3//fk7AUyw6eeLECe7e/v37a2ScDx8+RFxcHMaOHSuV2VmMh4cHMjIycPfuXaxYsQLr16+vNBOyohARfHx8MG/ePIwfPx5paWmIiYmBiYkJOnbsWKEw6IfQt29fJCQkYMuWLUhPT8eBAwfQsWNHZGZmcjZGRkYQCAQKt3nnzh188803sLW1RUxMDK5du4ZZs2ZBTU1Nbp2srCy0bdsWYWFhmDJlCi5evIirV69i4cKFSEhIwI4dOz5onDXNmTNnMGbMGFy4cAHHjx9HUVERunXrVmFySAaDwfgsqJUA+i8AcSI+eSQlJRGACsVNQ0JCyNjYuEr91pawKRHRnDlzyMfHh9LS0kgkEkklq5PVTp8+fah58+Y14kdkZCQBoAMHDkiV9enTh/T09CgvL4/CwsLk5pYBQGvXriUPDw9SU1MjCwsLieSD5Xn16hUBkCs4KmtMW7ZsIQ0NDUpPT+fKR40aRTY2NpSfn09ERAMGDCBfX98K2yzPiBEjSENDgx4/fiyzvKSkhPv31q1bycnJiTQ1NcnQ0JAGDhzIJdQk+l+en0OHDpGDgwMJBAJq06YNJScnczYvX74kHx8fql+/PgmFQmrSpAnt2LGjSj6X5fnz5wSAzpw5I9emsLCQsrOzuevRo0f/S3LIYDAYCsKETT8yxcXFiIyMRH5+vpSAppj8/HyEhYXBwsICJiYmMm2ePHmC/fv3c4KU/zVEhLCwMPj6+sLW1haWlpbYu3dvhXWuX7+OuLg48Pn8GvFhx44dsLa2hpeXl1TZ5MmTkZmZiePHj2PAgAGYPHky7O3tudWvAQMGcLazZs1C3759kZSUhEGDBsHHx0euZpg4eunPP/+sUK6kLEOGDEGPHj0waNAgvH//HtHR0di0aRMiIiKgrq6OkpISREdHw9raGu7u7qhbty7atGlT4cpVSUkJdu3aBV9fX7mHiXk8HvfvoqIizJ8/H0lJSfjzzz9x//59+Pv7S9WZOnUqli1bhvj4eBgYGMDLy4s7WF9YWAgnJydER0fj+vXrGD58OAYPHsytLlYVsa6crq6uXJtFixZBJBJxl7y/DwaDwfhPqZUp1WfItWvXSENDg5SVlUkkElF0dLSUzZo1a0hDQ4MAkI2NjcxVHx8fHxIKhQSAvLy86M2bN1Xyo7ZWfo4dO0YGBgZUVFREREQrVqwgV1dXqXaUlZVJQ0ODBAIBASAlJSXau3evlB9qamqkoaEhcamoqFToh62trdzyrKwsAkBLliwhotKM2Y6OjlJ2AGjkyJES99q0aUOjRo2S2+/evXtJR0eH1NTUqF27dhQYGCiVFbv8s83KyiJjY2MaNWoUGRoa0sKFC7myjIwMAkDq6uq0fPlySkhIoEWLFhGPx5O7wvT06VMCQMuXL5e436JFC+75+fj4yB1DfHw8AaDc3Fwi+t/KT2RkJGeTmZlJQqGwwozXnp6eNHnyZLnl8iguLiZPT09ycXGp0I6t/DAYjJqArfx8JGxsbJCYmIiLFy9i1KhR8PPzQ2pqqoTNoEGDkJCQgDNnzsDa2hr9+/eXOgy8YsUKXL16FX/99Rfu3LmDSZMmfcxhIDg4WGa+ls2bN2PAgAFQUSkN8Bs4cCBiY2Nx584difqdOnXinoOfnx+GDh2Kvn37SvWzYsUKCZHUxMRE9OzZs1L/qAZC1cuvyDk7O8td+QFKz/w8efIEBw4cgIeHB2JiYtCiRQuEh4fLraOjo4PQ0FCsW7cOjRo1wowZM7iykpISAIC3tzcmTpyIZs2aYcaMGfj222/xxx9/VGksUVFRnNp6WfHYK1euwMvLC6amptDS0uJWEMsfqC77LHR1dWFjY8M9i+LiYsyfPx8ODg7Q1dWFpqYmjh49Wq0cPmPGjMH169cRGRlZoR1TdWcwGJ8DbPLz//D5fFhaWsLJyQmLFi2Co6MjQkJCJGxEIhGsrKzQoUMH7N27Fzdu3EBUVJSEjZGREWxtbdGzZ0+sX78e69atQ0ZGRo34qKWlxW09lOX169cQiUqTyI0cOVJiQlK/fn1kZWUhKioKa9euhYqKClRUVNCgQQO8f/9e6uCzhoYGLC0t4ejoiM2bN+PixYsIDQ2V6tPIyEhCPd7S0hJaWloV+m9tbS13kiK+L1anr2nU1NTg5uaGWbNmIS4uDv7+/pUe5D579iyUlZWRkZEhcchXX18fKioqaNy4sYS9nZ2d3ImFgYEB6tSpIxUtZWpqKvXs8vPz4e7uDm1tbURERCA+Pp77nL17907hMS9duhQhISGYPn06Tp8+zU2yqtIGAIwdOxaHDh3C6dOnYWxsXKW6DAaD8SnCJj9yKCkpqfCMCJWKwlZoI14hUPSsSWXY2NjgypUrEveKi4uRlJTETRp0dXUlJiQqKiqIiIiAsbExkpKSJCZGy5YtQ3h4OBexVh4lJSXMnDkTQUFBEqsS1cXHxwe3bt3CwYMHpcqWLVsGPT09uLm5ASidjMrz68KFC1Kv7ezsquRL48aNK4xaiouLw5IlS3Dw4EFoampi7NixXBmfz0erVq2kJjLp6ely8zkpKSmhf//+2L59O548eVKhbzdu3EBmZiYWL16M9u3bw9bWFs+fP5dpW/ZZvHr1Cunp6dyziI2Nhbe3N3x9feHo6IiGDRsiPT29wr7LQkQYO3YsoqKicOrUKVhYWChcl8FgMD5pamUz7TNjxowZdObMGbp37x5du3aNZsyYQTwej1N2v3PnDgUHB9Ply5fpwYMHFBsbS15eXqSrq8tF4ERHR9PmzZspOTmZ7t27R4cOHSI7O7tKz0iUp6IzPzt27CChUEhr1qyh9PR0SkhIoICAABKJRPT06VO5bTo6OtL06dOl7r9+/Zr4fD4dOnSIiGSfHSoqKqIGDRrQ0qVLuXuo5tmjkpIS6t27NxdJd+/ePUpKSqLhw4eTioqKRJsRERGkoaFBCQkJ9OLFC05hHQDp6+tTaGgo3bx5k3755RdSUlKilJQUmX2+fPmSOnXqRNu2baOkpCS6e/cu7d69mwwNDSkgIEDmmHJycqhhw4Y0adIkIio9DyYQCCSiyvbv30+qqqq0YcMGunXrFq1evZqUlZXp3Llzcsf/8uVLsra2pgYNGlBoaCglJSXR7du3af/+/WRtbU19+vQhotKoKj6fT1OnTqU7d+7QX3/9RdbW1jJV3e3t7enEiROUnJxMPXv2JFNTU3r79i0REU2cOJFMTEwoNjaWUlNT6YcffiBtbW2FVd1HjRpFIpGIYmJiKCMjg7vKRwlWBLdvz878MBiMKlDbZ37YNxIRBQQEkJmZGfH5fDIwMKAuXbpwEx8iosePH1P37t2pbt26pKqqSsbGxvT999/TjRs3OJtTp06Rs7MziUQiUlNTIysrK5o+fTq9evWqSr5UNPkhKp0UODk5kZaWFhkaGlKPHj2kDu+W5fLlywSALl26JLO8e/fu1Lt3byKSP3lZtGgRGRgYUF5eHhF92MHroqIiWrp0Kdnb2xOfzydtbW1yd3enf/75R8KusLCQ+vbtS3Xq1JEKdV+zZg25ubmRQCAgc3PzCg/4FhYW0owZM6hFixYkEolIXV2dbGxsKCgoSOJHvOyYhg4dSg4ODtyEi4ho2bJlpKurS//++y93LzQ0lCwtLUlNTY0cHR3pzz//rHDsRKUTzsDAQLK1tSWBQEBCoZCaNm1Ks2bNoszMTM5ux44dZG5uTgKBgJydnenAgQMyJz8HDx7knmXr1q0lPguZmZnk7e1NmpqaVLduXQoKCqIhQ4YoPPlBuXQD4kv8XihCbX+BMRiML5Pa/u7gETGxJMbnw+cmQ/G1k5OTA5FIhOzsbHb4mcFgKExtf3ewMz8MBoPBYDC+Ktjk5yNhb28vEYJe9oqIiPiv3WN8ZTx8+FDu57FsigQGg8H4EmGq7h+Jv//+m8u8Wx5DQ8OP7M3/+Ny2kf7Li3bmewAAx4NJREFUXVpzc3NMmDABEyZM+M98KMucOXPw559/IjExscp169evX2E9eVmoGQwG40uArfzIoCZU3suSmZkJFxcXWFlZQV9fv9L8OIqqvJubm4PH48lMPGdvbw8ej1dhIj9FuH//vkTfWlpasLe3x5gxY3Dr1i0J2/DwcPB4PJlh53v27AGPx4O5ubmEfZ06dWT2K085XkxZBfqy1+3bt6szzCqTlZWFn376CTY2NhAKhTA1NcW4ceNk5mEqz+3btxEQEMCpzDdo0ABdunRBREQE3r9//xG8B1RUVKQ+h+VTJADAhg0b0LFjR2hra4PH4+H169cfxT8Gg8GoTdjkRwY1ofJelmHDhqFp06YK918VlXcTExOEhYVJ1L9w4QKePn0KDQ2Nqg5dLuL+k5KSEBwcjLS0NDg6OuLkyZMSdhoaGnj+/DnOnz8vcT80NBSmpqY15g/wPwX6stfHykXz5MkTPHnyBL/99huuX7+O8PBwHDlyBMOGDauw3qVLl9CiRQukpaVhzZo1uH79OmJiYvDDDz9g3bp1Ep+xT4GCggJ4eHhg5syZ/7UrDAaDUXPUSgzZF0h1Vd7Xrl1Lrq6udPLkSQJQo6HvZmZmNGPGDBIIBPTw4UPu/o8//kg//fQTiUQiibDk9PR0at++PQkEArKzs6Njx47JDVuvrP/i4mLq2LEjmZmZ0fv374mIKCwsjEQiEY0dO5Z++OEHzvbRo0ckEAhoxowZZGZmxt0X28uiMr8qC6uPiYmhVq1aEZ/PJyMjI5o+fTqna6aIavuzZ8/o22+/JTU1NTI3N6ft27eTmZkZrVixQm6fu3fvJj6fz/VTnpKSErKzsyMnJycqLi6WayNm2rRpZGVlRUKhkCwsLCgoKIjevXvHlYv1z/744w8yNjYmoVBI3333Hb1+/ZqzuXTpEnXt2pX09PRIW1ubOnToQFeuXJE7BnmIQ+ur+vlloe4MBqM6MG2v/5gPUXlPTU3FvHnzsHXrVigp1c6jNjQ0hLu7O7Zs2QKg9H/qu3btQkBAgIRdSUkJ+vTpAz6fj4sXL+KPP/7A9OnTq92vkpISxo8fjwcPHkhlnQ4ICMDu3btRUFAAoHR7y8PD46OdbXr8+DF69OiBVq1aISkpCevWrUNoaCgWLFgAoHLVdqB0W+3Ro0c4ffo09u7di7Vr18rNsixGHJIp3jIqT2JiItLS0jBlyhS5n4eyyu5aWloIDw9HamoqQkJCsHHjRqxYsULC/vbt29i9ezcOHjyII0eOICEhAaNHj+bKc3Nz4efnh3/++QcXLlyAlZUVevTogdzc3MofZDV4+/YtcnJyJC4Gg8H45KiVKdUXwIeqvBcWFlLTpk1p27ZtRFT9/zlXtvKzYsUK+vPPP6lRo0ZUUlJCW7ZsoebNmxMRSaz8HD16lFRUVOjx48dc/cOHD1d75YeIKC0tjQBwSQbLruQ0a9aMtmzZQiUlJdSoUSP666+/aMWKFVIrPwCk1OHFz7SylR+xAr346tevHxERzZw5k2xsbCRWUdasWUOamprciktFqu03b96USgwpHqu8lZ8XL16QqakpzZw5U67PkZGRBICuXr3K3Xv27JnEGNasWSO3/tKlS8nJyYl7PXv2bFJWVpZIvHj48GFSUlKijIwMmW0UFxeTlpYWHTx4UG4/slD08zt79myZiRHZyg+DwagKbOXnP+JDVd4DAwNhZ2cHX1/fWvfV09MTeXl5OHv2LDZv3iy16gOUCoeamJhIRPGUX8nq3r07F+psb29fab/0/5FXZVcrxAQEBCAsLAxnzpxBfn4+evToIbMNLS0tKXV4RaOXxAr04mvVqlXcWJ2dnSX8cnFxQV5eHv79918AFau2p6WlQUVFBU5OTtw9W1tbuYezc3Jy4OnpicaNG2POnDkK+S5GT0+P879OnToSoqO7du2Ci4sLjIyMoKmpiaCgIKkQdFNTUzRo0IB77ezsjJKSEk537NmzZ/jxxx9hZWUFkUgEbW1t5OXl1Vooe2BgILKzs7nr0aNHtdIPg8FgfAgs1F0OYpV3oPRwc3x8PEJCQrB+/XrORiQScUrvbdu2hY6ODqKiojBw4ECcOnUKycnJ2Lt3L4D/TRT09fXx888/Y+7cuTXmq4qKCgYPHozZs2fj4sWLUkrzirJp0yZOwFRVVbVSe7ESu6xDxoMGDcK0adMwZ84cDB48WO5WkJKSEvecq4pYgb66lFdtr0yVXha5ubnw8PCAlpYWoqKiKnxuVlZWAICbN2+iefPmAABlZWVuDGWf0fnz5zFo0CDMnTsX7u7uEIlEiIyMxLJly6rkn5+fHzIzMxESEgIzMzMIBAI4OztXWdldUQQCAQQCQa20zWAwGDUFW/lRkKqqvO/bt09CRX3Tpk0AgHPnzmHMmDE17l9AQADOnDkDb29v6OjoSJXb2dnh0aNHyMjI4O6VV0dv0KABF+osT51cTElJCVatWgULCwvuh7wsurq66NmzJ86cOSNzJao2sbOzw/nz5yVyAsXGxkJLSwvGxsYAKlZtt7W1xfv37yXOMt28eVMqzDsnJwfdunUDn8/HgQMHoKamVqFfzZs3h62tLX777TeUlJRUaBsXFwczMzP8/PPPaNmyJaysrPDgwQMpu4cPH0qoxF+4cAFKSkqwsbHhxj1u3Dj06NED9vb2EAgEePnyZYV9MxgMxpcOW/mRQWBgILp37w5TU1Pk5uZix44diImJwdGjRwEAd+/exa5du9CtWzcYGBjg33//xeLFiyEUCrntnUaNGkm0Kf7BsbOzk7t98iHY2dnh5cuX3IHd8nTt2hXW1tbw8/PD0qVLkZOTg59//lnh9jMzM/H06VMUFBTg+vXrWLlyJS5duoTo6GgoKyvLrBMeHo61a9dCT0+vWmOqLqNHj8bKlSvx008/YezYsbh58yZmz56NSZMmQUlJCbm5uRg8eDDGjRuH7t27w9jYGK1atYKXlxf69esHGxsbeHh4YMSIEVi3bh1UVFQwYcIECIVCrg/xxKegoADbt2+XONxrYGAg85nweDyEhYXBzc0NLi4u3NZoUVERzp49ixcvXnD1rKys8PDhQ0RGRqJVq1aIjo6WuaKnpqYGPz8//Pbbb8jJycG4cePQv39/GBkZce1s27YNLVu2RE5ODqZOnSoxjsp4+vQpnj59yuVPSk5OhpaWFkxNTaGrq6v4m8JgMBifErVykugzpyZU3stTmwee5VE+1P3mzZv0zTffEJ/PJ2trazpy5IjCB57Fl7q6OtnZ2dHo0aPp1q1bErYVha4TkcwDz/9FqLsiqu0ZGRnk6elJAoGATE1NaevWrRLPW/x+yrru3bsn1y+i0vfBz8+PjI2NSUVFhUQiEXXo0IHWr18vESY/depU0tPTI01NTRowYACtWLFC4nmJQ93Xrl1L9evXJzU1NerXrx9lZWVxNlevXqWWLVuSmpoaWVlZ0Z49eyr93JRF3gFmRZXdWag7g8GoDkzVncFgfLYwVXcGg1EdmKo7g8FgMBgMRg3Czvz8R9jb28s8wAoA69evx6BBgz6yR4yvjYiICIwYMUJmmZmZWc1KbYwXAfyaa04h1rNFbQaDIRs2+fmP+FRU3j83Vff/ki9J1R0AevbsiTZt2sgsUyTVAYPBYHyusG0vGdSUqrss1XGxAruZmZlcRW0vLy+m6s5U3WsdLS0tuZ9BcaoDpurOYDC+RNjkRwY1qeoeFhYmoTquyAoLU3VXDKbqXvswVXcGg/ElwiY/MvDy8kKPHj1gZWUFa2trLFy4EJqamhJJAYcPH44OHTrA3NwcLVq0wIIFC/Do0SPcv39foq06derAyMiIuypLhAeUJggU2xsYGAAolUEQ3yubX2XQoEE4c+aMhIzA5s2bMWjQIKmsyrdu3UKHDh2gpqaGxo0b4/jx4wo/E3H/DRs2hLe3N06cOIE2bdpg2LBhEhM+FRUVfP/999i8eTN3799//0VMTAy+//57hftTBIFAIPFsjYyMuDw5Z86cQevWrSEQCFCvXj3MmDGDW1XZunUrNDU1JVauRo8eDVtbW06M9fnz5/Dy8oJQKISFhQUiIiIk+m7SpAn27dsHLy8vNGrUCJ07d8bChQtx8OBBuas3RAR/f39YW1sjNjYWXl5esLKygpWVFQYOHIh//vkHTZs25eynT58Oa2trqKuro2HDhpg1a5bMrdL169fDxMQE6urq6N+/v8TqU3x8PNzc3KCvrw+RSARXV1dcvXpV4Wc8YcIEzJgxA23btlW4DoPBYHzqsMlPJXyIqjsAjBkzBvr6+mjdujU2b96Mms4swFTdpWGq7kzVncFgMCqCTX7kkJycDE1NTQgEAowcORJRUVFo3LixhM3atWs5IdDDhw/j+PHj4PP/F9Iyb9487N69G8ePH0ffvn0xevRorF69usZ9DQgIQHh4OIgIe/fuRaNGjdCsWTMJmxMnTuDGjRvYunUrHB0d0aFDBwQHB39Qv7a2tgAgtdrVvHlzNGzYEHv37gURITw8XK7ERXZ2NvcMy16KcOjQIYk63333HYDS98XExAS///47bG1t0atXL8ydOxfLli3jZCXWr1+PjIwMjBs3DsOGDcOcOXM4IdP09HQcPnwYGzduRNu2beHk5ITQ0FBO90wWL1++xPz58zF8+HC5Nunp6QDASU8ApStMZcewdu1ariwoKAjt2rWDubk5vLy8MGXKFOzevVuizcLCQmzduhXNmjVDhw4dsHr1akRGRuLp06cAgM6dO8PX1xe2traws7PDhg0bUFBQgDNnzij0jKvKokWLOM07kUgk9Z8BBoPB+BRg0V5yEKu6Z2dnY+/evfDz88OZM2ckJkCDBg2Cm5sbMjIy8Ntvv6F///6IjY3ltrZmzZrF2TZv3hz5+flYunQpxo0bV6O+enp6YsSIETWi6n7u3DkAioU6kwKq7qamppyq+++//y5lp6WlJXMbRiwCWhGdOnXCunXruNfiM06Vqbqbmppyqu7u7u5o167df67qDgAdO3aUUnVftWoV7ty5g7y8PLx//14q2VdFqu5GRkZ49uwZgoKCEBMTg+fPn6O4uBgFBQW1quo+adIk7nVOTg6bADEYjE8ONvmRw4equsuiTZs2mD9/Pt6+fVujytdM1b16MFX3moepujMYjM8Btu2lIFVVdZdFYmIidHR0auXHgam6/w+m6s5U3RkMBqMi2MqPDGpC1f3gwYN49uwZ2rZtCzU1NRw/fhzBwcGYMmVKrfjMVN3/B1N1Z6ruDAaDURFs5UcGz58/x5AhQ2BjY4MuXbogPj4eR48ehZubG4DSH5xz586hR48esLS0xIABA6ClpYW4uDjUrVsXQOm20Zo1a+Ds7IxmzZph/fr1WL58OWbPnl1rfuvp6cn9YVNSUkJUVBTevHmD1q1b44cffsDChQsVbrtr166oV68eHBwcMGPGDNjZ2eHatWvo1KmT3DpCofCjT3yA0hWsv//+G5cuXYKjoyNGjhyJYcOGISgoCAAwfvx4aGhocAe+HRwcEBwcjBEjRuDx48cASvMz1a9fH66urujTpw+GDx/OvbcAcPXqVVy8eBHJycmwtLREvXr1uKts2oHytG3bFleuXIGNjQ3GjBmDxo0bo127dti5cydWrFiBUaNGASjNvjxx4kSMHTsWzZo1Q1xcnMQZMjGWlpbo06cPevTogW7duqFp06YSh6ZDQ0Px6tUrtGjRgpvwlR1HZfzxxx9o3rw5fvzxRwBAhw4d0Lx5cxw4cEDhNhgMBuNTg6m6MxiMWoOpujMYjOrAVN0ZDAaDwWAwahA2+fmPsLe3l5nfRlNTUyqbMINRG0RERMj9DNrb2//X7jEYDEatwba9/iMePHhQoap7dcKuGYyqkJubi2fPnsksU1VVrTTiTxG4pWt/QJsPYD37umEwGJVT29teLNrrP6ImflgYXy/379+HhYUFEhISpLJ5K4qWlhabZDMYjK+SGt/2WrduHZo2bQptbW1oa2vD2dkZhw8flrAZMWIEGjVqBKFQCAMDA3h7e+PGjRtceXh4OHg8nsyrMn2l8vWVlJRgbGyMoUOH4vnz53j27BlUVVURGRkps+6wYcPQokWLD3sIFeDg4ICRI0fKLNu2bRuXhyUmJgY8Hg86OjooLCyUsIuPj+fGJ0ZsL74MDQ3Rt29f3L17V6JuXFwcevToAR0dHaipqcHBwQHLly+XUqOXRceOHcHj8bB48WKpMk9PT/B4PIkMx2J7Ho/HiamWjUQSv08eHh4Sbb1+/Ro8Hg8xMTFyffH390evXr2k7oufQ/mcPDXNxo0b0b59e+jo6EBHRwddu3bFpUuXKq337t07LF26FC1atICGhgZEIhEcHR0RFBQkka/nUyAlJQV9+/aFubk5eDweVq5c+V+7xGAwGDVCjU9+jI2NsXjxYly5cgWXL19G586d4e3tLSGV4OTkhLCwMKSlpeHo0aMgInTr1o37AR4wYAAyMjIkLnd3d7i6uiocpqutrY2MjAz8+++/2LhxIw4fPozBgwfD0NAQnp6eEqrjYvLz87F7924MGzasZh6GDIYNG4bIyEiZOlFhYWHo2bMn9PX1uXvizMFlCQ0Nhampqcz2b968iSdPnmDPnj1ISUmBl5cX91yjoqLg6uoKY2NjnD59Gjdu3MD48eOxYMEC+Pj4KCS6amJigvDwcIl7jx8/xsmTJ1GvXj0p+x9//BEZGRlITU1F//79MWbMGOzcuZMrV1FRwYkTJ3D69OlK+/6UiImJwcCBA3H69GmcP38eJiYm6NatGxcqL4u3b9/Czc0NwcHB8Pf3x9mzZ5GcnIxVq1bh5cuXtaL79iEUFBSgYcOGWLx4MZc3iMFgML4I6COgo6NDmzZtkluelJREAOj27dsyy58/f06qqqq0detWhfoLCwsjkUgkcW/hwoWkpKREBQUFdODAAVJSUqIHDx5I1VNTU6NXr14REZGfnx95e3vTnDlzSF9fn7S0tGjEiBH09u1brk5hYSH99NNPZGBgQAKBgFxcXOjSpUtyfXvx4gXx+Xzatm2bxP27d+8Sj8ejw4cPExHR6dOnCQAFBQVR165dObuCggISiUQ0a9YsKvv2ie3FvhMRRUREEAC6ceMG5eXlkZ6eHvXp00fKpwMHDhAAioyMlOs3EZGrqyuNGjWK9PT06J9//uHuL1y4kLy8vMjR0ZFmz54tYT9+/HiJNqysrMjHx4eI/vc+/fjjj9S6dWvO5tWrVwSATp8+LdcX8XtTnvLPQdzHwYMHydramoRCIfXt25fy8/MpPDyczMzMqE6dOvTTTz/R+/fviYgoLS2NhEIhRUREcO3u2rWL1NTUKCUlRaY/79+/Jy0tLdqyZYtcnxctWkRKSkp09epVmeUlJSXcvw8fPkwuLi4kEolIV1eXPD09Jf4+7t27RwBo586d5OzsTAKBgOzt7SkmJkbCp4CAADI3Nyc1NTWytramlStXyvWvIszMzGjFihWV2hUWFlJ2djZ3PXr0iABQtj+Ihn+UrxsGg/EFkJ2dXfrdkZ1dK+3XarRXcXExIiMjkZ+fLyWiKSY/Px9hYWGwsLCQK4C4detWqKuro1+/ftX2RSgUoqSkBO/fv0ePHj1gaGgotYIRFhaGPn36SAhYnjx5EmlpaYiJicHOnTuxf/9+zJ07lyufNm0a9u3bhy1btuDq1auwtLSEu7s7srKyZPqhr68Pb29vqZWn8PBwGBsbo1u3bhL3Bw8ejHPnznFClPv27YO5ublCW3PihIfv3r3DsWPHkJmZKTPDtJeXF6ytrSVWZOTB5/MxaNAghIWFSfiuqISFUCiU0pWaM2cOkpOTsXfvXoXaqCoFBQVYtWoVIiMjceTIEcTExKB37974+//YO++wKI7/j7/vaAd3gICAUgSUowgIKsYgQYMIiAQ0FgQbCLF3I1ECCmhQbFFM0FgPG6BESbBhFMVgJwpiQY0axII1KE2p8/uD321Y7o6iYCTfeT3PPg83Ozs7u3dww2dnPq/Dh3H48GHs3LkTGzduZM4vVlBMnToV+fn5ePjwISZPnozly5ezxLb1z1FZWdlg1uOEhAS4urpK1YEAbEFsaWkp5s6diz/++ANpaWngcrn48ssvJbQYwcHB+Prrr5GVlQUHBwd4eXnh5cuXAGoVJAYGBkhKSsKNGzewaNEifPvttxJm+JaEWt0pFEqboDVGVDk5OYTP5xM5OTmirq5ODh06JFEnNjaW8Pl8AoCYm5vLjPoQQoilpSWZMmVKk89fP/Jz+/ZtYmZmRuzt7ZmyBQsWEBMTE+a/7Tt37hAOh0OOHz/O1PH39yeampqktLSUKduwYQMRCASkurqalJSUEAUFBVaEoKKigujp6ZEVK1bI7F9qairhcDjk3r17hJDa//iNjIxIWFgYU6duBGPIkCEkMjKSEEKIs7MziYmJIcnJyQ1Gfh4/fkz69OlD9PX1SXl5OYmOjpaIDNXF29ubWFpayuwzIf9EcrKzs4mqqiopKSkhp06dIjo6OqSysrLByE9VVRXZuXMnAUB+/PFHQgj7fVqwYAExMzMjlZWVTY78yMnJET6fz9p4PJ5E5Af1ooqTJk0iKioqpLi4mClzd3cnkyZNYp3D09OTODk5ERcXF+Lm5saKzNRnypQppHPnzuTNmzcy6/B4PDJz5kxW2ZAhQ5i+Ozg4yDz2+fPnBAC5evUqIeSfyE90dDRTp7KykhgYGJDly5fLbGfatGlk2LBhMvfLgkZ+KBTKh6RNRn7Mzc2RnZ2NCxcuYMqUKfD398eNGzdYdUaPHo2srCycOnUKZmZm8PHxkZjYC9TarXNzc5s9D+f169cQCARQUVGBubk5dHV1WflzAgMD8ddffzFzTUQiEYyNjdG/f39WO7a2tixfloODA0pKSvDgwQPcvXsXlZWVcHR0ZPYrKCjgk08+YYznkydPZuVPAQBXV1cYGBgw0ZO0tDTk5+dj/PjxUq8lMDAQcXFxuHfvHmP7loWBgQH4fD709PRQWlqKffv2QVFRkdlPmjCvp37+l4yMDIl7IhQK8fPPP2Pbtm0NWtvXr18PgUAAZWVlTJgwAXPmzGEUDnWZP38+nj9/LnUuliycnZ2RnZ3N2rZs2SJRT0VFBV26dGFe6+rqwtjYmHk/xGX1J9Nv27YNOTk5uHz5MjM5WxrR0dFITExEcnJyo3LT+qxfvx7Z2dkIDAxEWVkZU/7nn3/Cz88PnTt3hpqaGoyNjQGAiQCKqRtRlZeXh729PfPZA4DY2Fj07NkT2traEAgE2LRpk0QbLYmSkhKz2EG8USgUysdGqyx1V1RUhKmpKYDayc2ZmZmIiYnBxo0bmTrisLhQKMSnn34KDQ0NJCcnw8/Pj9XWli1bYGdnh549ezarD6qqqrh8+TK4XC46duwo4bwSCoVwcnKCSCTC559/jh07dmDChAkyv+DelcWLF0s8auJyuQgICMD27dsREREBkUgEZ2dndO7cWWobHh4emDhxIoKCguDl5dWgLysjIwNqamrQ0dFhLWM2MzMDAOTm5qJPnz4Sx+Xm5jKPdLy9vdG7d29mn76+vkT9wMBAxMbG4saNGw2ucho9ejRCQ0OhrKyMjh07gsuVPt5u164dQkJCEBkZiS+++EJme3Xh8/nM50zMw4cPJeopKCiwXnM4HKll9R8pXblyBaWlpeByuSgoKJA6oXvVqlWIjo7G8ePH0a1btwb7KxQKcevWLVaZuM36j8u8vLxgZGSEzZs3Q09PDzU1NbC2tpZ4ZNgQiYmJmDdvHlavXg0HBweoqqpi5cqVuHDhQpPboFAolP8iHyTDc01NDcrLy2XuJ4SAECJRp6Sk5J1XX3G5XJiamqJz584yZZ9BQUHYt28f9u3bh0ePHiEgIECizpUrV1grs86fPw+BQABDQ0N06dIFioqKOHPmDLO/srISmZmZzEBCR0cHpqamzCZm/PjxePDgAfbv34/k5OQGr1FeXh7jxo1Denp6o3NrTExM0KVLF4n8LW5ubtDU1MTq1asljklJSWEiDUDtwLFun6Xdv1GjRuHq1auwtraWOQ8GqB3kmpqaQl9fX+bAR8yMGTPA5XIRExPTYL0Pwd9//42AgACEhoYiICAAo0ePlliht2LFCixZsgSpqamwt7dvtE0/Pz8cO3YMWVlZDdZ7+fIlbt26hbCwMLi4uMDS0hKFhYVS654/f575uaqqCpcuXYKlpSUA4MyZM+jTpw+mTp2K7t27w9TUFHfv3m20nxQKhfJfp8UjPyEhIfDw8ECnTp1QXFyM+Ph4pKen4+jRowCAe/fuYc+ePXBzc4O2tjYePnyI6OhoKCsrY9CgQay29uzZg6qqKowZM6aluwkAGDFiBGbOnIlJkybBzc1N6uTMiooKxgiel5eH8PBwTJ8+HVwuF3w+H1OmTEFwcDA0NTXRqVMnrFixAmVlZY0O2ExMTNC/f39MnDgRSkpKGDp0aIP1lyxZguDg4He2pPP5fGzcuBG+vr6YOHEipk+fDjU1NaSlpSE4OBjDhw+Hj49Pk9vT0NBAQUGBRATlfeDxeIiMjMS0adNarM13ZfLkyTA0NERYWBjKy8vRvXt3zJs3D7GxsQCA5cuXY9GiRYiPj4exsTGePHkCAKzHm/WZM2cODh06BBcXF4SHhzN5gm7fvo0jR45ATk4OQO291dLSwqZNm9CxY0fk5+djwYIFUtuMjY2FUCiEpaUl1qxZg8LCQmaALBQKsWPHDhw9ehQmJibYuXMnMjMzYWJi0qR7UFFRwTyurqiowKNHj5CdnQ2BQCARcaNQKJS2RItHfp49e4Zx48bB3NwcLi4uyMzMxNGjR+Hq6gqg9gsuIyMDgwYNgqmpKUaOHAlVVVWcPXtWIofP1q1bJVZftSQqKirw9fVlfWHUx8XFBUKhEH379sXIkSPh7e3NSuQXHR2NYcOGYezYsejRowfu3LmDo0ePQkNDo9HzBwUFobCwEKNGjWp0roiioiLat2//Xo/lhg8fjpMnTyI/Px9OTk4wNzfHmjVrEBoaisTExGa33a5dO/D5/HfujzT8/f1lPv77UOzYsYNZBSYvLw8+n49du3Yx+aKA2mSeFRUVGD58ODp27Mhsq1atktkuj8dDWloa5s+fD5FIhM8++wyWlpaYPXs2HB0d8csvvwCojVomJibi0qVLsLa2xpw5c7By5UqpbUZHRyM6Ohq2trY4ffo0UlJSmDxRkyZNwtChQzFy5Ej07t0bL1++xNSpU5t8Hx4/fozu3buje/fuKCgowKpVq9C9e3d89dVXTW6DIeY1VVtQKJSPBur2aoCAgAC8evWK+VKiUCjNo7X9PBQK5b9Ja//toFZ3CoVCoVAo/1O0ycGPlZUVayl23a3ucnYKhSIbWb9D0tIbvDez1IFJLbuSkkKhUN6VNml1P3z4MCorK6Xu09XVbbHz1M8ATaF8THA4HCQnJ0sVvDaF7OxsmfukpTegUCiU/wofpdUdqDWXu7i4oF27dtDQ0IC7uzuuXLkCADAyMmItxa67qaqqNmg4r6ioQPv27aWayYHaVVW6uroyB1fvi5eXl4TFXExGRgY4HA5ycnKQl5cHDocDOTk5CVlmQUEB5OXlweFwkJeXBwBMffGmpaUFNzc3iWXV169fh4+PD7S1taGkpAQzMzMsWrSIlWBPFgEBAeBwOFKt9NOmTQOHw2GlCxDX53A4TO6nxYsXo6qqCsA/BnYrKysJq3y7du0aHHxGRETAzs5Oolx8Hxr6Ym8J9u/fD1dXV2hrazOfc/GKxoYghGDz5s1wcHCAmpoaBAIBrKysMGvWLNy5c6dV+1wfWb9D4vQGBQUFGDVqFMzMzMDlcjF79uwP2j8KhUJpLT5Kq3tJSQkGDhyITp064cKFCzh9+jRUVVXh7u7erEGJNMO5nJwcxowZw3JTiSGEIC4uDuPGjWvRJdx1CQoKwrFjx6Qm4xOJRLC3t2cly9PX18eOHTtY9bZv3y7zP/Pjx4+joKAAR48eRUlJCTw8PPDq1SsAtTlhevfujYqKChw6dAi3b99GVFQU4uLi4Orq2qQEeoaGhhJW+rdv3yI+Pl6qaX7gwIEoKCjAn3/+ia+//hoRERESK5fu3bsncY0fO7///jtcXV1x+PBhXLp0Cc7OzvDy8mowhw8hBKNGjcLMmTMxaNAg/Pbbb7hx4wa2bt0KHo+H77777gNeQeOUl5dDW1sbYWFhsLW1/be7Q6FQKC1Hq0gz6tFcq3tmZiYBQPLz85k6OTk5BAD5888/Gz1fY4ZzcVsZGRlSj8vNzSWEEBIeHk5sbW3JTz/9RAwMDIiysjIZMWIEefXqFXNMdXU1iYyMJPr6+kRRUZHY2toyZnZpVFZWEl1dXbJkyRJWeXFxMREIBGTDhg2EkH/cTWFhYUQoFLLqmpmZMVb3v/76i1U/KyuLqXfmzBkCgKSmppKamhrStWtXYm9vT6qrq1ntZWdnEw6Hw/JESUNsUre2tia7du1i3dtu3bqRwYMHE39/f4n6dXF1dSWffvopIeSf+x0cHEwMDQ3J27dvmXrq6upEJBLJ7Iv4valP/fsgPkdqaiqxs7MjPB6PODs7k6dPn5LDhw8TCwsLoqqqSvz8/BiH27Nnz4iuri6Jiopi2j1z5gxRUFBgud/q07VrV8bBJo2EhAQCgPz6669S99d1h128eJEMGDCAaGlpETU1NdK3b19y6dIlVn0AZP369WTgwIGEx+MRExMTkpSUxKrzzTffEKFQSJSVlYmJiQkJCwsjFRUVMvsoi7qetubA+Hmo24tCoTSDNun2EvOuVndzc3NoaWlh69atqKiowJs3b7B161ZYWloyjqPmUtdwbmNjg169ekl4pEQiEfr06QMLCwum7M6dO9i7dy8OHDiA1NRUZGVlsXKlxMTEYPXq1Vi1ahVycnLg7u4Ob29v/Pnnn1L7Ic7WHBcXx/JsJSUlobq6WkLv4e3tjcLCQpw+fRoAcPr0aRQWFsLLy6tZ15ydnY0bN25g7ty5EpmWbW1tMWDAgCZZ3YFatUXdyNm2bdtkesmk9al+hGn27NmoqqrCDz/80KQ23oWIiAj8+OOPOHv2LB48eAAfHx+sXbsW8fHxOHToEH777Tfm/Nra2ti2bRsiIiLwxx9/oLi4GGPHjsX06dPh4uIitf2amhoUFxc3anU3NzeHt7e31P118ywVFxfD398fp0+fxvnz5yEUCjFo0CAUFxezjlm4cCGGDRuGK1euYPTo0fD19WW5vVRVVREXF4cbN24gJiYGmzdvxpo1a5p835pLeXk5ioqKWBuFQqF8dLTGiKolrO5Xr14lXbp0IVwul3C5XGJubk7y8vKadP7GDOeEEPLTTz8RgUDAmL2LioqIiooKK0IVHh5O5OTkyMOHD5myI0eOEC6XSwoKCgghhOjp6bEiBIQQ0qtXLzJ16lSZ/cvNzZWwljs5OZExY8Ywr+tGMGbPnk3Gjx9PCCFk/PjxZM6cOSQrK6vByE9hYSH58ssviUAgIE+ePCGJiYkSkaG6zJw5kygrK8vsMyH/RHKePXtGlJSUSF5eHsnLyyM8Ho88f/68wchPTU0NOXbsGFFSUiLz5s0jhLDfp59++oloamoyUbWmRH64XK6E1V1FRUVq5KduxGbZsmUEALl79y5TNmnSJOLu7s46x9SpU4mZmRkZNWoUsbGxYUWm6rN8+XKioaFBnj59KrOOhYUF8fb2ZpXNmjWL6bu+vr7MY6urq4mqqio5cOAAUwaATJ48mVWvd+/eZMqUKTLbWblyJenZs6fM/bJoauQnPDycAJDYaOSHQqE0hzYZ+Xlfq/ubN28QFBQER0dHnD9/HmfOnIG1tTU8PT0l/EoN0ZDh3M/PD9XV1di7dy+AWpUGl8vFyJEjWW106tSJNb/GwcEBNTU1uHXrFoqKivD48WOW1R0AHB0dmf++ly5dylpCnJ+fDwsLC/Tp04eJPN25cwcZGRkylRiBgYFISkrCkydPkJSU1KDfq0+fPhAIBNDQ0MCVK1ewZ88e1go40oSclhkZGQ2mD9DW1oanpyfi4uIgEong6enJZBWuz8GDByEQCMDj8eDh4YGRI0eyMmSLCQoKgpaWFpYvX95o/8SIP2d1t8OHD0utW3cela6uLlRUVFiZpKVZ3VetWoWqqiokJSVh9+7dUFJSktp2fHw8IiMjsXfvXoks5Y0RGhqK7OxsLFq0CCUlJUz506dPMWHCBAiFQqirq0NNTQ0lJSUNWt3Fr+tGfvbs2QNHR0d06NABAoEAYWFhrWp1DwkJwevXr5ntwYMHrXYuCoVCeVc+Sqt7fHw88vLycO7cOeYRTXx8PDQ0NPDrr7/C19e3Sf2QZTgHADU1NQwfPhwikYh5jOPj4yPTy/SuTJ48meXM0tPTA1D7ZT9jxgzExsZCJBKhS5cu6Nevn9Q2bGxsYGFhAT8/P1haWsLa2lrmaqY9e/aga9eu0NLSYmlB6lrdu3fvLnFcbm4uU8fe3p7VvrT0AYGBgZg+fToAML4raTg7O2PDhg1QVFSEnp4e5OWlf+Tk5eURFRWFgIAApt3GqPs5q9uONOpOYG+q1f3u3bt4/PgxampqkJeXBxsbG4l2ExMT8dVXXyEpKQkDBgxosL/SrO7a2trQ1taWGDT5+/vj5cuXiImJgZGREZSUlODg4NAsq/u5c+cwevRoREZGwt3dHerq6khMTJQqt20plJSUZA4SKRQK5WPho7S6l5WVgcvlsuZAiF/X/4JqCFmGczFBQUE4ffo0Dh48iLNnz0qNvOTn5+Px48fM6/Pnz4PL5cLc3BxqamrQ09NjWd2BWpu22HSuqanJWkIs/nL28fEBl8tFfHw8duzYgcDAwAbdWoGBgU2yuott8/V9aHZ2drCwsMCaNWsk7uGVK1dw/PhxZr6RsrKyRPqA+gwcOBAVFRWorKyEu7u7zP7w+XyYmpqiU6dOMgcmYkaMGAErKytERkY2WO9DUFFRgTFjxmDkyJFYsmQJvvrqK4nIUEJCAsaPH4+EhAR4eno22qafnx9u3bqFX3/9tdG6Z86cYVaFWVlZQUlJCS9evJCoV9fqLn4ttrqfPXsWRkZGCA0Nhb29PYRCIe7fv9/ouSkUCuW/zkdpdXd1dUVwcDCmTZuGGTNmoKamBtHR0ZCXl4ezs3OL9bVv374wNTXFuHHjmEdR9eHxePD398eqVatQVFSEmTNnwsfHBx06dAAABAcHIzw8HF26dIGdnR1EIhGys7MbzTQtEAgwcuRIhISEoKioiJUfRxoTJkzAiBEj3lnyyuFwsHXrVri6umLYsGEICQlBhw4dcOHCBXz99ddwcHBoVh4XOTk55vGK2EbeEkRHRzc4mPpQhIaG4vXr11i3bh0EAgEOHz6MwMBAHDx4EEBtJNLf3x8xMTHo3bs3Y3VXVlaGurq61DZ9fX2xf/9++Pr6IiQkBO7u7tDV1cX9+/exZ88e1n0UCoXYuXMn7O3tUVRUhODgYGYCe12SkpJgb2+Pzz77DLt378bFixexdetWpo38/HwkJiaiV69eOHToEJKTk5t1H8QRwJKSEjx//hzZ2dlQVFRkBvcUCoXSFvkore4WFhY4cOAAcnJy4ODgACcnJzx+/Bipqano2LFji/WVw+EgMDCwQau7qakphg4dikGDBsHNzQ3dunXD+vXrmf0zZ87E3Llz8fXXX8PGxgapqalISUmBUChs9Pxiq7u7uzvzOEwW8vLyaN++faPRk4bo06cPzp8/Dzk5OXh4eMDU1BQhISHw9/fHsWPHmv24QpzIsiXp378/+vfvzyRC/DdIT0/H2rVrsXPnTqipqYHL5WLnzp3IyMjAhg0bAACbNm1CVVUVpk2bxrK6z5o1S2a7HA4He/bswdq1a3H48GG4uLjA3NwcgYGBMDQ0ZFb0AcDWrVtRWFiIHj16YOzYsZg5c6bU+USRkZFITExEt27dsGPHDiQkJDADE29vb8yZMwfTp0+HnZ0dzp49i4ULFzbrXoit7pcuXUJ8fDy6d+/O/JNCoVAobRVqdW+AiIgI/PLLL62eLZhC+a9Cre4UCuVdoFZ3CoVCoVAolBakTQ5+PDw8ZNqoly5d+m93j0JpE1hZWcn8PWpszhqFQqG0ZdrkY69Hjx7JzPejqanZYJZdCoVSy/3792W68nR1dWWukmwOTOg6AFBTrLNjY5v7s0OhUD4grf3Yq1Xy/LQ2sqSeFMr/EhwOB8nJyRgyZMg7HW9kZNSyHaJQKJQ2Qos/9tqwYQO6devGrARycHDAkSNHWHUmTZqELl26QFlZGdra2hg8eDBu3rzJqpOWloY+ffpAVVUVHTp0wPz585u8Aig9PR0cDofZdHV1MWzYMNy7dw8VFRVo3749oqOjpR67ZMkS6OrqNsse3xy8vLwwcOBAqfsyMjLA4XCQk5ODvLw8cDgcyMnJ4dGjR6x6BQUFkJeXB4fDQV5eHgAw9cWblpYW3NzcJCzj169fh4+PD7S1taGkpAQzMzMsWrQIZWVljfY9ICAAHA4HkydPltg3bdo0cDgc1pJ9cX0Oh8MkJFy8eDHzPorfJysrK1RXV7Paa9euHeLi4mT2JSIiAnZ2dhLl4vvQ2pPU9+/fD1dXV2hrazOfc3E6h4YghGDz5s1wcHCAmpoaBAIBrKysMGvWLNy5c6dV+9xc3vUaKRQK5WOnxQc/BgYGiI6OxqVLl/DHH3+gf//+GDx4MK5fv87U6dmzJ0QiEXJzc3H06FEQQuDm5sZ8AV65cgWDBg3CwIEDkZWVhT179iAlJQULFixoVl9u3bqFx48fIykpCdevX4eXlxfk5OQwZswYlphTDCEEcXFxGDdunEQG4JYiKCgIx44dw8OHDyX2iUQi2Nvbs1QM+vr62LFjB6ve9u3bZUa/jh8/joKCAhw9ehQlJSXw8PDAq1evANQmwOvduzcqKipw6NAh3L59G1FRUYiLi4Orq2uTsgcbGhoiMTGR9djx7du3iI+PR6dOnSTqDxw4EAUFBfjzzz/x9ddfIyIiAitXrmTVuXfvnsQ1fuz8/vvvcHV1xeHDh3Hp0iU4OzvDy8tLYrBZF0IIRo0axSQv/O2333Djxg1s3boVPB4P33333Qe8gsZ5l2ukUCiUNkGrGMPqoaGhwRKG1ufKlSsEACM3DQkJIfb29qw6KSkphMfjkaKiokbPV19sSgghu3fvJgDIzZs3SU5ODgFAMjIypB6Xm5tLCKmVNNra2pKffvqJGBgYEGVlZTJixAhGvklIrXAyMjKS6OvrE0VFRWJra0uOHDkis2+VlZVEV1eXLFmyhFVeXFxMBAIB2bBhAyHkH1FpWFgYEQqFrLpmZmZk4cKFDYpNCSHkzJkzBABJTU0lNTU1pGvXrsTe3p5UV1ez2svOziYcDodER0c3eF/FolJra2uya9cu1r3t1q1bg2JTMa6uruTTTz8lhPxzv4ODg4mhoSFLHNoUsamtra1Eef37ID5HamoqsbOzIzwejzg7O5OnT5+Sw4cPEwsLC6Kqqkr8/PxIaWkpIYSQZ8+eEV1dXZaw9syZM0RBQYElSK1P165dSWRkpMz9CQkJBAD59ddfpe6vqalhfr548SIZMGAA0dLSImpqaqRv377k0qVLrPoAyPr168nAgQMJj8cjJiYmJCkpiVXnm2++IUKhkCgrKxMTExMSFhZGKioqZPaxMRq7xrdv35LXr18z24MHD9hi04lUcEqhUBqnTYpNxVRXVyMxMRGlpaUSAkYxpaWlEIlEMDExgaGhIQCgvLwcPB6PVU9ZWRlv377FpUuX3qkv4uy4FRUVsLGxQa9evRixqBiRSIQ+ffrAwsKCKbtz5w727t2LAwcOIDU1FVlZWZg6dSqzPyYmBqtXr8aqVauQk5MDd3d3eHt7488//5TaD3l5eYwbNw5xcXEsyWhSUhKqq6sZxYQYb29vFBYWMgnwTp8+jcLCQnh5eTXrmrOzs3Hjxg3MnTuX8aWJsbW1xYABA5CQkNBomwAYF5qYbdu2Yfz48U06VllZWSLCNHv2bFRVVeGHH35oUhvvQkREBH788UecPXsWDx48gI+PD9auXYv4+HgcOnQIv/32G3N+bW1tbNu2DREREfjjjz9QXFyMsWPHYvr06XBxcZHafk1NDYqLixucbJ+QkABzc3N4e3tL3V9Xb1JcXAx/f3+cPn0a58+fh1AoxKBBg1BcXMw6ZuHChRg2bBiuXLmC0aNHw9fXlyU2VVVVRVxcHG7cuIGYmBhs3rwZa9asafJ9a+41Llu2jPH2qaurM7/TFAqF8lHRGiOqnJwcwufziZycHFFXVyeHDh2SqBMbG0v4fD4BQMzNzZmoDyGEHD16lHC5XBIfH0+qqqrIw4cPiZOTEwFA4uPjGz1//cjP48ePSZ8+fYi+vj4pLy8nhBDy008/EYFAQIqLiwkhhBQVFREVFRVWhCo8PJzIycmRhw8fMmVHjhwhXC6XFBQUEEII0dPTY0UICCGkV69eZOrUqTL7l5ubSwCQkydPMmVOTk5kzJgxzOu6EYzZs2eT8ePHE0IIGT9+PJkzZw7JyspqMPJTWFhIvvzySyIQCMiTJ09IYmKiRGSoLjNnziTKysoy+0zIP5GcZ8+eESUlJZKXl0fy8vIIj8cjz58/bzDyU1NTQ44dO0aUlJTIvHnzCCHs9+mnn34impqaTFStKZEfLpdL+Hw+a1NRUZEa+akbsVm2bBkBQO7evcuUTZo0ibi7u7POMXXqVGJmZkZGjRpFbGxsWJGp+ixfvpxoaGiQp0+fyqxjYWFBvL29WWWzZs1i+q6vry/z2OrqaqKqqkoOHDjAlAEgkydPZtXr3bs3mTJlisx2Vq5cSXr27Clzf0M05Rpp5IdCobQEbTLyY25ujuzsbFy4cAFTpkyBv78/bty4waozevRoZGVl4dSpUzAzM4OPjw/evn0LAHBzc8PKlSsxefJkZlKuOKV+/ahFQxgYGIDP50NPTw+lpaXYt28fFBVr19v6+fmhuroae/fuBVBrQ+dyuRg5ciSrjU6dOrHm1zg4OKCmpga3bt1CUVERHj9+DEdHR9Yxjo6OzH/fS5cuZeVPyc/PZzxi4sjTnTt3kJGRIVWsCtRGWpKSkvDkyRMkJSU1KDft06cPBAIBNDQ0cOXKFezZs4dlZSdNyGyQkZHRYM4XbW1teHp6Ii4uDiKRCJ6enmjfvr3Utg4ePAiBQAAejwcPDw+MHDkSEREREvWCgoKgpaWF5cuXN9o/MeLPWd3t8OHDUuvWnUelq6sLFRUVdO7cmVVWX1y6atUqVFVVISkpCbt375ap/4iPj0dkZCT27t0rVUHREKGhocjOzsaiRYtQUlLClD99+hQTJkyAUCiEuro61NTUUFJSgvz8fNbx9SOqDg4OrMjPnj174OjoiA4dOkAgECAsLEyijabQ1GtUUlJiFju0hv6EQqFQWoJWWeouXtkD1E5uzszMRExMDDZu3MjUEYfFhUIhPv30U2hoaCA5OZl57DN37lzMmTMHBQUF0NDQQF5eHkJCQlhfWI2RkZEBNTU16OjoSOQsUVNTw/DhwyESiZjHOD4+PhAIBC1wB/5h8uTJ8PHxYV6LHV5BQUGYMWMGYmNjIRKJ0KVLF/Tr109qGzY2NrCwsICfnx8sLS1hbW0tczXTnj170LVrV2hpabEkqGZmZgCA3NxcdO/eXeK43Nxcpo69vT2r/bqDJzGBgYGYPn06ACA2Nlbm9Ts7O2PDhg1QVFSEnp6eTDeZvLw8oqKiEBAQwLTbGHU/Z3XbkUbdCewcDkdiQjuHw5Gw3d+9exePHz9GTU0N8vLyYGNjI9FuYmIivvrqKyQlJWHAgAEN9lcoFOLWrVusMm1tbWhra0sMKPz9/fHy5UvExMTAyMgISkpKcHBwaNKkdDHnzp3D6NGjERkZCXd3d6irqyMxMRGrV69uchtA866RQqFQ2gIfJMNzTU0NysvLZe4nhIAQIlGHw+FAT08PysrKSEhIgKGhIXr06NHk85qYmKBLly4yk7UFBQXh9OnTOHjwIM6ePSs18pKfn4/Hjx8zr8+fPw8ulwtzc3OoqalBT08PZ86cYR1z5swZRi6pqakJU1NTZhN/Ofv4+IDL5SI+Ph47duxAYGAga85HfQIDA5Gent5g1AeoXY3VpUsXCfu7nZ0dLCwssGbNGokv+StXruD48ePMwFNZWZnVZ2n3b+DAgaioqEBlZWWDFnY+nw9TU1N06tSpUSnriBEjYGVlhcjIyAbrfQgqKiowZswYjBw5EkuWLMFXX30lERlKSEjA+PHjkZCQAE9Pz0bb9PPzw61bt/Drr782WvfMmTPMqjArKysoKSnhxYsXEvXOnz8v8drS0hIAcPbsWRgZGSE0NBT29vYQCoW4f/9+o+euS3OvkUKhUNoCLR75CQkJgYeHBzp16oTi4mLEx8cjPT2dyQ9y79497NmzB25ubtDW1sbDhw8RHR0NZWVlli165cqVGDhwILhcLvbv34/o6Gjs3bsXcnJyLdbXvn37wtTUFOPGjWMeRdWHx+PB398fq1atQlFREWbOnAkfHx906NABABAcHIzw8HB06dIFdnZ2EIlEyM7OblQPIBAIMHLkSISEhKCoqIiVH0caEyZMwIgRIyQGNU2Fw+Fg69atcHV1xbBhwxASEoIOHTrgwoUL+Prrr+Hg4IDZs2c3uT05OTnm8UpLvifR0dENDqY+FKGhoXj9+jXWrVsHgUCAw4cPIzAwEAcPHgRQ+xjI398fMTEx6N27N548eQKgduCorq4utU1fX1/s378fvr6+CAkJgbu7O3R1dXH//n3s2bOHdR+FQiF27twJe3t7FBUVITg4mJnAXpekpCTY29vjs88+w+7du3Hx4kVs3bqVaSM/Px+JiYno1asXDh06hOTk5Cbfg3e5RgqFQmkTtPQkosDAQGJkZEQUFRWJtrY2cXFxIb/99huz/9GjR8TDw4Po6OgQBQUFYmBgQEaNGkVu3rzJasfZ2Zmoq6sTHo9HevfuTQ4fPtzkPkhb6i6LpUuXEgBkxYoVEvvEy6nXr19P9PT0CI/HI8OHDyd///03U6e6uppEREQQfX19oqCg0OhS97qcPXuWACCDBg2S2Cdt6XpdGpvwLIucnBwybNgwoqmpSRQUFEiXLl1IWFgYs8y7IaQtXa9LU5a610XW++Tm5kYAtOhS97rnEIlERF1dXWZ7J0+eJPLy8qxUCH/99RdRU1Mj69evJ4QQ0q9fPwJAYqt7/dKorq4mP/30E+nduzfh8/lEUVGRdO7cmUyYMIHcuHGDqXf58mVib29PeDweEQqFJCkpiRgZGZE1a9YwdQCQ2NhY4urqSpSUlIixsTHZs2cP63zBwcFES0uLCAQCMnLkSLJmzRqJa5fFu15jXVp70iKFQvlv0tp/O9qk2+tDERERgV9++aXVswVTKP9VWtvPQ6FQ/pu09t+ONml1p1AoFAqFQnlX2uTgx8PDg7UUu+62dOnSf7t7FEqbwMrKSubvUWNz1prNLHVgEqd2o1AolH+ZNvnY69GjRyy3VF00NTUbzEBLofwXyMvLg4mJCbKysqQKXpvC/fv3ZQp8dXV1Za6SbA5M6DoAUFP8/8KNbe5PDoVC+cC0ucdeTbG6iyGEwMPDAxwOB7/88gtrX35+Pjw9PaGiogIdHR0EBwczNnB9fX3WUuy6m6amJuLi4hibOJfLhYGBAcaPH49nz57h6dOnUFBQQGJiotQ+BQUFNWs5fXOxsbGRakUHgJ07dzJLmsXGcw0NDSb5o5jMzEzm+sQ0ZLKvy9mzZzFo0CBoaGiAx+PBxsYG33//vYRVXRqff/45OBwOoqOjJfZ5enqCw+GwEhiK63M4HPB4PHTt2hXr169n9ovfp/qW+1evXoHD4SA9PV1mXwICAjBkyBCJcvF9EMtcW4vNmzfDyckJGhoa0NDQwIABA3Dx4sVGj6uoqMDKlSvRo0cP8Pl8qKurw9bWFmFhYayUCh8CIyMjmb9Hqqqq73yNFAqF8rHzr1jdxaxdu1Zqbpvq6mp4enqioqICZ8+exfbt2xEXF4dFixY1uR9qamooKCjAw4cPsXnzZhw5cgRjx46Frq4uPD09JbxeQK1nbO/evTIzLbcEQUFBElZ0MSKRCN7e3qxsyaqqqhLLk7du3SrVoA5IN9mLBzbJycno168fDAwMcPLkSdy8eROzZs3Cd999B19f3yZlfzY0NERcXByr7NGjR0hLS0PHjh0l6k+YMAEFBQW4ceMGfHx8MG3aNJZDTF5eHsePH8fJkycbPffHRHp6Ovz8/HDy5EmcO3cOhoaGcHNzw6NHj2QeU15eDldXVyxduhQBAQH4/fffcfXqVaxbtw4vXrxoVbfZu/Au10ihUChtglZZQ1YPaVb3rKwsoq+vTwoKCggAkpyczOw7fPgw4XK55MmTJ0zZhg0biJqaGuPmaghpS5mjoqIIl8slZWVlJCUlhXC5XHL//n2J43g8HrMsWrxUOyIigrRv356oqqqSSZMmsfrw9u1bMmPGDKKtrU2UlJSIo6MjuXjxosy+PX/+nCgqKpKdO3eyyu/du0c4HA6zTF68RDssLIwMGDCAqVdWVkbU1dUZq7uYxkz2JSUlREtLiwwdOlSiTykpKQQASUxMlNlvQmqXPk+ZMoVoaWmR06dPM+VRUVHEy8uL2NrakvDwcFb9WbNmsdoQCoXE19eXEPLP+zRhwgTyySefMHUKCwsl3Gf1kbWMvv59EJ/jwIEDxMzMjCgrK5Nhw4aR0tJSEhcXR4yMjEi7du3IjBkzSFVVFSGk1r2mrKxMdu/ezbS7Z88ewuPxyPXr16X2p6qqiqiqqpLt27fL7POyZcsIl8slly9flrq/rtX9yJEjxNHRkairqxNNTU3i6enJ8t+Jl/QnJCQQBwcHoqSkRKysrEh6ejqrT4GBgcTY2JjweDxiZmZG1q5dK7N/jdGUa6wPs1w1gHq9KBRK02mTbi8xsqzuZWVlGDVqFGJjY5lkgXU5d+4cbGxsWFoFd3d3FBUVSY0gNQVlZWXU1NSgqqoKgwYNgq6urkQEQyQSYejQoaxEgmlpacjNzUV6ejoSEhKwf/9+Vgbib775Bvv27cP27dtx+fJlmJqawt3dHX///bfUfrRv3x6DBw+WiDzFxcXBwMAAbm5urPKxY8ciIyOD8THt27cPxsbGTXo0V9fq/ttvv+Hly5eYN2+eRD0vLy+YmZk1yequqKiI0aNHs6zucXFxjWaertun+oqGiIgIXL16FT///HOT2mguZWVlWLduHRITE5Gamor09HR8+eWXOHz4MA4fPoydO3di48aNzPktLCywatUqTJ06Ffn5+Xj48CEmT56M5cuXM5m7pZ2jsrKyUau7q6urVL0IwLa6l5aWYu7cufjjjz+QlpYGLpeLL7/8UiI7d3BwML7++mtkZWXBwcEBXl5eePnyJYDazOoGBgZISkrCjRs3sGjRInz77beMz665NOUay8vLUVRUxNooFArlo6M1RlSNWd0nTpxIgoKCmNeoF/mZMGECcXNzYx1TWlpKADQp2WH9yM/t27eJmZkZsbe3Z8oWLFhATExMmP+279y5QzgcDsv+7e/vTzQ1NVkJADds2EAEAgGprq4mJSUlREFBgRUhqKioIHp6elKTJopJTU0lHA6H3Lt3jxBS+x+/kZERCQsLY+rUjWAMGTKEREZGEkJqkz/GxMSQ5OTkBiM/9U320dHRDSZ+9Pb2JpaWljL7TMg/kZzs7GyiqqpKSkpKyKlTp4iOjg6prKxsMPJTVVVFdu7cSQCQH3/8kRDCfp8WLFhAzMzMSGVlZZMjP3JychJWdx6PJxH5AcCKmkyaNImoqKiQ4uJipszd3Z1MmjSJdQ5PT0/i5OREXFxciJubGysyU58pU6aQzp07kzdv3sisw+PxyMyZM1llQ4YMYfru4OAg89jnz58TAOTq1auEkH8iP9HR0UydyspKYmBgQJYvXy6znWnTppFhw4bJ3N8QTbnG8PBwqYkRaeSHQqE0hzYZ+WnI6p6SkoITJ05g7dq1rXFqhtevX0MgEEBFRQXm5ubQ1dVlLd8NDAzEX3/9xcw1EYlEMDY2Rv/+/Vnt2NraQkVFhXnt4OCAkpISPHjwAHfv3kVlZSXL6q6goIBPPvmEUT9MnjyZtYQYAFxdXWFgYMBET9LS0pCfn4/x48dLvZbAwEDExcXh3r17jKxSFg2Z7IGmWd13797N6nNGRobEPREKhfj555+xbds2jB07Vqa3a/369RAIBFBWVsaECRMwZ84cTJkyRaLe/Pnz8fz5c6lzsWTh7OwsYXXfsmWLRD0VFRV06dKFea2rqwtjY2OWxFaa1X3btm3IycnB5cuXmcnZ0oiOjkZiYiKSk5PB4/Ga3H+g9v5kZ2cjMDAQZWVlTPmff/4JPz8/dO7cGWpqajA2NgaABq3u8vLysLe3Z1ndY2Nj0bNnT2hra0MgEGDTpk3vZHVv6jWGhITg9evXzPbgwYNmn4tCoVBamw9udT9x4gTu3r0r4agaNmwYnJyckJ6ejg4dOkisKnn69CkASH1MJg1VVVVcvnwZXC4XHTt2lPAiCYVCODk5QSQS4fPPP8eOHTswYcKEBuWi78LixYslHjVxuVwEBARg+/btiIiIgEgkgrOzs0xjvYeHByZOnIigoCB4eXlBS0tL5vlkmezrWt2lOcxyc3OZRzre3t7o3bs3s09fX1+ifmBgIGJjY3Hjxo0GVwCNHj0aoaGhUFZWRseOHcHlSh9vt2vXDiEhIYiMjMQXX3whs726iKWpdXn48KFEPWkG96ZY3a9cuYLS0lJwuVwUFBRIndC9atUqREdH4/jx4+jWrVuD/ZVmdRe3Wf9RkpeXF4yMjLB582bo6emhpqYG1tbWzbK6JyYmYt68eVi9ejUcHBygqqqKlStX4sKFC01uA2jeNSopKUFJSalZ7VMoFMqH5oNb3RcsWICcnBzWf+sAsGbNGiYS4uDggKtXr7L+Ez927BjU1NRkzrmoD5fLhampKTp37ixVCAnUrrzat28f9u3bh0ePHkmVi165coW1Muv8+fMQCASMPV1RUZFlda+srERmZibTTx0dHdYSYjHjx4/HgwcPsH//fiQnJze4wkxeXh7jxo1rktVdlsnezc0NmpqaWL16tcQxKSkpTKQBqB041u2ztPs3atQoXL16FdbW1g2+J+rq6jA1NYW+vr7MgY+YGTNmgMvlIiYmpsF6H4K///4bAQEBCA0NRUBAAEaPHi2xQm/FihVYsmQJUlNTYW9v32ibfn5+OHbsGLKyshqs9/LlS9y6dQthYWFwcXGBpaUlCgsLpdata3WvqqrCpUuXGKv7mTNn0KdPH0ydOhXdu3eHqakp7t6922g/69Lca6RQKJS2wAe3unfo0EFq9KZTp04wMTEBUPtF3bVrV4wdOxYrVqzAkydPEBYWhmnTprXof5UjRozAzJkzMWnSJLi5ucHQ0FCiTkVFBYKCghAWFoa8vDyEh4dj+vTp4HK54PP5mDJlCoKDg6GpqYlOnTphxYoVKCsra3S5vImJCfr374+JEydCSUkJQ4cObbD+kiVLEBwc3GDUpyH4fD42btwIX19fTJw4EdOnT4eamhrS0tIQHByM4cOHw8fHp8ntaWhooKCgQCKC8j7weDxERkZi2rRpLdbmuzJ58mQYGhoiLCwM5eXl6N69O+bNm4fY2FgAwPLly7Fo0SLEx8fD2NiYMZ7XfbxZnzlz5uDQoUNwcXFBeHg4k0Pn9u3bOHLkCGN119DQgJaWFjZt2oSOHTsiPz8fCxYskNpmbGwshEIhLC0tsWbNGhQWFjIDZKFQiB07duDo0aMwMTHBzp07kZmZyfyeNca7XCOFQqG0BVo88vPs2TOMGzcO5ubmcHFxQWZmJo4ePQpXV9cmtyEnJ4eDBw9CTk4ODg4OGDNmDMaNG4fFixe3aF9VVFTg6+vL+sKoj4uLC4RCIfr27YuRI0fC29ublcgvOjoaw4YNw9ixY9GjRw/cuXMHR48ehYaGRqPnDwoKQmFhIUaNGtXoXBFFRUW0b9/+vR7LDR8+HCdPnkR+fj6cnJxgbm6ONWvWIDQ0FImJic1uu127duDz+e/cH2n4+/vLfPz3odixYwezCkxeXh58Ph+7du1i8kUBtck8KyoqMHz4cHTs2JHZVq1aJbNdHo+HtLQ0zJ8/HyKRCJ999hksLS0xe/ZsODo6Mok+uVwuEhMTcenSJVhbW2POnDlYuXKl1Dajo6MRHR0NW1tbnD59GikpKUyeqEmTJmHo0KEYOXIkevfujZcvX2Lq1KlNvg/vco0UCoXSFmiTeosPRUBAAF69eiWRfZpCoTQNanWnUCjvQpvTW1AoFAqFQqF8zLTJwc8HtVFTKP9RZP0OSUtvQKFQKP8l2uRjrw9ho6ZQ/uvcuXNH5j59fX2ZqySbA33sRaFQ3oXW/tvRKnl+WhsjI6N/uwsUyr8Oh8NBcnKyVLt9U6ifI4lCoVD+V2jxx14bNmxAt27doKamBjU1NTg4ODArZOpDCIGHhwc4HI7EpOKZM2eiZ8+eUFJSgp2dXbP6kJ6eDg6Hw2y6uroYNmwY7t27h4qKCrRv3x7R0dFSj12yZAl0dXVlRpbeFy8vLwwcOFDqvoyMDHA4HOTk5CAvLw8cDgdycnISFu2CggLIy8uDw+EgLy8PAJj64k1LSwtubm4SOWWuX78OHx8faGtrQ0lJCWZmZli0aBEru7AsAgICwOFwMHnyZIl906ZNA4fDYeVKEtfncDhM4svFixejqqoKwD/vk5WVFWOeF9OuXTsJ91pdIiIipH4uxPdBnD+qtdi/fz9cXV2hra3NfM7F6RwaghCCzZs3w8HBAWpqahAIBLCyssKsWbMajMT8G7zrNVIoFMrHTosPfgwMDBAdHY1Lly7hjz/+QP/+/TF48GCpQtK1a9c2uLw6MDAQI0eOfOe+3Lp1C48fP0ZSUhKuX78OLy8vyMnJYcyYMSwxpxhCCOLi4jBu3LgWzV9Tl6CgIBw7dkxqJmKRSAR7e3tWFl19fX3s2LGDVW/79u1Ssy4DwPHjx1FQUICjR4+ipKQEHh4eePXqFYDahHi9e/dGRUUFDh06hNu3byMqKgpxcXFwdXVtUvZgQ0NDJCYmshL+vX37FvHx8ejUqZNE/YEDB6KgoAB//vknvv76a0REREgs2753757ENX7s/P7773B1dcXhw4dx6dIlODs7w8vLq8EEhoQQjBo1CjNnzsSgQYPw22+/4caNG9i6dSt4PB6+++67D3gFjfMu10ihUChtglYxhtVDQ0ODbNmyhVWWlZVF9PX1SUFBgYTYtC7h4eHE1ta2WeerL/kkhJDdu3cTAOTmzZskJyeHACAZGRlSj8vNzWWd+6effiIGBgZEWVmZjBgxgrx69Yo5prq6mkRGRhJ9fX2iqKhIbG1tyZEjR2T2rbKykujq6pIlS5awyouLi4lAICAbNmwghPwjrgwLCyNCoZBV18zMjCxcuJAAIH/99RerflZWFlPvzJkzBABJTU0lNTU1pGvXrsTe3p5UV1ez2svOziYcDoclyZSGv78/GTx4MLG2tia7du1i3dtu3bqRwYMHE39/f4n6dXF1dSWffvopIeSf+x0cHEwMDQ3J27dvmXrq6upEJBLJ7Iusz0X9+yA+R2pqKrGzsyM8Ho84OzuTp0+fksOHDxMLCwuiqqpK/Pz8GIHts2fPiK6uLomKimLaPXPmDFFQUGCJb+vTtWtXRkArjYSEBAKA/Prrr1L31xWnXrx4kQwYMIBoaWkRNTU10rdvX3Lp0iVWfQBk/fr1ZODAgYTH4xETExOSlJTEqvPNN98QoVBIlJWViYmJCQkLCyMVFRUy+9gYjV3j27dvyevXr5ntwYMHrSonpFAo/03apNhUTHV1NRITE1FaWsoSMJaVlWHUqFGIjY1tsqvrfRFP3qyoqICNjQ169eolIdEUiUTo06cPLCwsmLI7d+5g7969OHDgAFJTU5GVlcVKFBcTE4PVq1dj1apVyMnJgbu7O7y9vfHnn39K7YdYVREXF8eSjCYlJaG6uppRTIjx9vZGYWEhTp8+DQA4ffo0CgsL4eXl1axrzs7Oxo0bNzB37lwJzYStrS0GDBiAhISERtsEaiNydSNn27Ztkyllldan+hGm2bNno6qqCj/88EOT2ngXIiIi8OOPP+Ls2bN48OABfHx8sHbtWsTHx+PQoUP47bffmPNra2tj27ZtiIiIwB9//IHi4mKMHTsW06dPh4uLi9T2a2pqUFxcLOHoqktCQgLMzc3h7e0tdX/dKGhxcTH8/f1x+vRpnD9/HkKhEIMGDUJxcTHrmIULF2LYsGG4cuUKRo8eDV9fX5bYVFVVFXFxcbhx4wZiYmKwefNmrFmzpsn3rbnXuGzZMqirqzObtKzpFAqF8q/TGiOqnJwcwufziZycHFFXVyeHDh1i7Z84cSIJCgpiXqOVIz+PHz8mffr0Ifr6+qS8vJwQQshPP/1EBAIBKS4uJoQQUlRURFRUVFgRqvDwcCInJ0cePnzIlB05coRwuVxSUFBACCFET0+PFSEghJBevXqRqVOnyuxfbm4uAUBOnjzJlDk5OZExY8Ywr+tGMGbPnk3Gjx9PCCFk/PjxZM6cOSQrK6vByE9hYSH58ssviUAgIE+ePCGJiYkSkaG6zJw5kygrK8vsMyH/RHKePXtGlJSUSF5eHsnLyyM8Ho88f/68wchPTU0NOXbsGFFSUiLz5s0jhLDfp59++oloamoyUbWmRH64XC7h8/msTUVFRWrkp27EZtmyZQQAuXv3LlM2adIk4u7uzjrH1KlTiZmZGRk1ahSxsbFhRabqs3z5cqKhoUGePn0qs46FhQXx9vZmlc2aNYvpu76+vsxjq6uriaqqKjlw4ABTBoBMnjyZVa93795kypQpMttZuXIl6dmzp8z9DdGUa6SRHwqF0hK0yciPubk5srOzceHCBUyZMgX+/v64ceMGgFqJ5okTJ7B27drWODULAwMD8Pl86OnpobS0FPv27YOioiKAWslkdXU19u7dCwDYs2cPuFyuxByjTp06sebXODg4oKamBrdu3UJRUREeP34MR0dH1jGOjo7Mf99Lly5l5U/Jz8+HhYUF+vTpw0Se7ty5g4yMDJk+sMDAQCQlJeHJkydISkpqUG7ap08fCAQCaGho4MqVK9izZw90dXWZ/aQJmQ0yMjIazJ2kra0NT09PxMXFQSQSwdPTk1Eq1OfgwYMQCATg8Xjw8PDAyJEjWXoQMUFBQdDS0sLy5csb7Z8Y8ees7nb48GGpdevOo9LV1YWKigpLo6Grq8sS6QK1NvOqqiokJSVh9+7dMr1y8fHxiIyMxN69e6Gjo9Pk/gNAaGgosrOzsWjRIpSUlDDlT58+xYQJEyAUCqGurg41NTWUlJQgPz+fdXzdiKr4dd3Iz549e+Do6IgOHTpAIBAgLCxMoo2m0NRrVFJSYhY7iDcKhUL52GiVpe7ilT0A0LNnT2RmZiImJgYbN27EiRMncPfuXbRr1451zLBhw+Dk5IT09PQW60dGRgbU1NSgo6MjkftHTU0Nw4cPh0gkYh7j+Pj4tLiwcfLkySxhqJ6eHoDaL/sZM2YgNjYWIpEIXbp0Qb9+/aS2YWNjAwsLC/j5+cHS0hLW1tYyVzPt2bMHXbt2hZaWFusem5mZAQByc3PRvXt3ieNyc3OZOvb29qz26w6exAQGBmL69OkAwMg+peHs7IwNGzZAUVERenp6kJeX/pGTl5dHVFQUAgICmHYbo+7nrG470qg7gZ3D4UhMaOdwOKipqWGV3b17F48fP0ZNTQ3y8vJgY2Mj0W5iYiK++uorJCUlYcCAAQ32VygU4tatW6wybW1taGtrSwwo/P398fLlS8TExMDIyAhKSkpwcHBo0qR0MefOncPo0aMRGRkJd3d3qKurIzExEatXr25yG0DzrpFCoVDaAh8kw3NNTQ3Ky8sBAAsWLEBOTg7rv3UAWLNmjdQVWO+DiYkJunTpIjPpYVBQEE6fPo2DBw/i7NmzUiMv+fn5ePz4MfP6/Pnz4HK5MDc3h5qaGvT09HDmzBnWMWfOnEHXrl0BAJqamjA1NWU28Zezj48PuFwu4uPjsWPHDgQGBja68i09Pb3BqA9QuxqrS5cuEoNLOzs7WFhYYM2aNRJf8leuXMHx48eZ+UbKysqsPku7fwMHDkRFRQUqKyvh7u4usz98Ph+mpqbo1KmTzIGJmBEjRsDKygqRkZEN1vsQVFRUYMyYMRg5ciSWLFmCr776SiIylJCQgPHjxyMhIQGenp6Ntunn54dbt27h119/bbTumTNnmFVhVlZWUFJSwosXLyTqnT9/XuK1paUlAODs2bMwMjJCaGgo7O3tIRQKcf/+/UbPXZfmXiOFQqG0BVo88hMSEgIPDw906tQJxcXFiI+PR3p6OpMfpEOHDlInOXfq1AkmJibM6zt37qCkpARPnjzBmzdvmEFS165dmUdX70vfvn1hamqKcePGMY+i6sPj8eDv749Vq1ahqKgIM2fOhI+PD3MNwcHBCA8PR5cuXWBnZweRSITs7OxGNRsCgQAjR45ESEgIioqKWPlxpDFhwgSMGDFCYlDTVDgcDrZu3QpXV1cMGzYMISEh6NChAy5cuICvv/4aDg4OmD17dpPbk5OTYx6vyMnJvVOfpBEdHd3gYOpDERoaitevX2PdunUQCAQ4fPgwAgMDcfDgQQC1j4H8/f0RExOD3r1748mTJwBqB47q6upS2/T19cX+/fvh6+uLkJAQuLu7Q1dXF/fv38eePXtY91EoFGLnzp2wt7dHUVERgoODpWZcTkpKgr29PT777DPs3r0bFy9exNatW5k28vPzkZiYiF69euHQoUNITk5u8j14l2ukUCiUtkCLR36ePXuGcePGwdzcHC4uLsjMzMTRo0fh6urarHa++uordO/eHRs3bsTt27fRvXt3dO/enRWFeV84HA4CAwNRWFgoM6JiamqKoUOHYtCgQXBzc0O3bt2wfv16Zv/MmTMxd+5cfP3117CxsUFqaipSUlIgFAobPX9QUBAKCwvh7u7OPA6Thby8PNq3b99o9KQh+vTpg/Pnz0NOTg4eHh4wNTVFSEgI/P39cezYMZlzWmTRGnM6+vfvj/79+zOJEP8N0tPTsXbtWuzcuRNqamrgcrnYuXMnMjIysGHDBgDApk2bUFVVhWnTpqFjx47MNmvWLJntcjgc7NmzB2vXrsXhw4fh4uICc3NzBAYGwtDQkFnRBwBbt25FYWEhevTogbFjx2LmzJlS59pERkYiMTER3bp1w44dO5CQkMBEHb29vTFnzhxMnz4ddnZ2OHv2LBYuXNjk+/Au10ihUChtgTbp9vpQRERE4Jdffmn1bMEUyn8V6vaiUCjvQmv/7WiTVncKhUKhUCiUd6VNDn48PDxYS7HrbkuXLv23u0ehtAmsrKxk/h41Nmet2cyic4QoFMrHQ5t87PXo0SOWW6oumpqaDWagpVD+C+Tl5cHExARZWVnNFv+KuX//vkyBr66ursxVks2BCV0HAGqiNvenhkKh/Eu0ucdeLWF1v3LlCvz8/GBoaAhlZWVYWloiJiaG2a+vr89ail1309TURFxcHGMT53K5MDAwwPjx4/Hs2TM8ffoUCgoKSExMlNqnoKAg9OjRo0XvSV1sbGykWtEBYOfOncySZrHxXENDA2/fvmXVy8zMZK5PTEMm+7qcPXsWgwYNgoaGBng8HmxsbPD9999LWNWl8fnnn4PD4SA6Olpin6enJzgcDiuBobg+h8MBj8dD165dWZPFxe9Tfcv9q1evwOFwGsz5FBAQgCFDhkiUi++DWObaWmzevBlOTk7Q0NCAhoYGBgwYgIsXLzZ6XEVFBVauXIkePXqAz+dDXV0dtra2CAsLa9HJ/E3ByMhI5u+Rqqoq9u/fD3t7e7Rr1w58Ph92dnbYuXPnB+0jhUKhtAYfpdX90qVL0NHRwa5du3D9+nWEhoYiJCQEP/74Y5P7oaamhoKCAjx8+BCbN2/GkSNHMHbsWOjq6sLT01PC6wUApaWl2Lt3r8xMyy1BUFCQhBVdjEgkgre3NytbsqqqqsTy5K1bt0o1qAPSTfbigU1ycjL69esHAwMDnDx5Ejdv3sSsWbPw3XffwdfXt0nZnw0NDREXF8cqe/ToEdLS0tCxY0eJ+hMmTEBBQQFu3LgBHx8fTJs2jeUQk5eXx/Hjx3Hy5MlGz/0xkZ6eDj8/P5w8eRLnzp2DoaEh3Nzc8OjRI5nHlJeXw9XVFUuXLkVAQAB+//13XL16FevWrcOLFy9a1W32LmhqaiI0NBTnzp1DTk4Oxo8fj/HjxzNpKygUCqXN0irSjHq8j9VdzNSpU4mzs3OTzicSiYi6ujqrLCoqinC5XFJWVkZSUlIIl8sl9+/flziOx+MxTjCxmyoiIoK0b9+eqKqqkkmTJjF+MEJqXUYzZswg2traRElJiTg6OpKLFy/K7Nvz58+JoqIi2blzJ6v83r17hMPhMEZ4sZMqLCyMDBgwgKlXVlZG1NXVGau7mMZM9iUlJURLS4sMHTpUok8pKSkEAElMTJTZb0II6devH5kyZQrR0tIip0+fZsqjoqKIl5cXsbW1JeHh4az6s2bNYrUhFAqJr68vIeSf92nChAnkk08+YeoUFhZKuM/qI80YL+0+iM9x4MABYmZmRpSVlcmwYcNIaWkpiYuLI0ZGRqRdu3ZkxowZpKqqihBS615TVlYmu3fvZtrds2cP4fF45Pr161L7U1VVRVRVVcn27dtl9nnZsmWEy+WSy5cvS91f1+p+5MgR4ujoSNTV1Ymmpibx9PQkd+7cYfaLXW4JCQnEwcGBKCkpESsrK5Kens7qU2BgIDE2NiY8Ho+YmZmRtWvXyuxfU+jevTsJCwtrcn3GzxPwQf7UUCiU/wht0u0lpiWt7q9fv36vuTzKysqoqalBVVUVBg0aBF1dXYkIhkgkwtChQ1mJBNPS0pCbm4v09HQkJCRg//79rAzE33zzDfbt24ft27fj8uXLMDU1hbu7O/7++2+p/Wjfvj0GDx4sEXmKi4uDgYEB3NzcWOVjx45FRkYG42Pat28fjI2Nm/Rorq7V/bfffsPLly8xb948iXpeXl4wMzNrktVdUVERo0ePZmXjjouLazTzdN0+1Vc0RERE4OrVq/j555+b1EZzKSsrw7p165CYmIjU1FSkp6fjyy+/xOHDh3H48GHs3LkTGzduZM5vYWGBVatWYerUqcjPz8fDhw8xefJkLF++nMmhI+0clZWVjVrdXV1dpepFALbVvbS0FHPnzsUff/yBtLQ0cLlcfPnllxLZuYODg/H1118jKysLDg4O8PLywsuXLwHUZlY3MDBAUlISbty4gUWLFuHbb79lfHbNgRCCtLQ03Lp1C3379pVZr7y8HEVFRayNQqFQPjpaY0TVklZ3Qgg5c+YMkZeXJ0ePHm3S+etHfm7fvk3MzMyIvb09U7ZgwQJiYmLC/Ld9584dwuFwWPZvf39/oqmpSUpLS5myDRs2EIFAQKqrq0lJSQlRUFBgRQgqKiqInp4eWbFihcz+paamEg6HQ+7du0cIqf2P38jIiPUfdd0IxpAhQ0hkZCQhhBBnZ2cSExNDkpOTG4z81DfZR0dHS0SG6uLt7U0sLS1l9pmQfyI52dnZRFVVlZSUlJBTp04RHR0dUllZ2WDkp6qqiuzcuZMAID/++CMhhP0+LViwgJiZmZHKysomR37k5OQkrO48Hk8i8gOAFTWZNGkSUVFRIcXFxUyZu7s7mTRpEuscnp6exMnJibi4uBA3NzdWZKY+U6ZMIZ07dyZv3ryRWYfH45GZM2eyyoYMGcL03cHBQeaxz58/JwDI1atXCSH/RH6io6OZOpWVlcTAwIAsX75cZjvTpk0jw4YNk7m/Pq9evSJ8Pp/Iy8sTJSUlsnXr1gbrh4eHEwASG438UCiU5tAmIz8taXW/du0aBg8ejPDwcImoSEO8fv0aAoEAKioqMDc3h66uLmv5bmBgIP766y9mrolIJIKxsTH69+/PasfW1hYqKirMawcHB5SUlODBgwe4e/cuKisrWVZ3BQUFfPLJJ4z6YfLkyawlxADg6uoKAwMDJnqSlpaG/Px8jB8/Xuq1BAYGIi4uDvfu3WNklbJoyGQPNM3qvnv3blafMzIyJO6JUCjEzz//jG3btmHs2LEyM0+vX78eAoEAysrKmDBhAubMmYMpU6ZI1Js/fz6eP38udS6WLJydnSWs7lu2bJGop6Kigi5dujCvdXV1YWxszJLYSrO6b9u2DTk5Obh8+TIzOVsa0dHRSExMRHJyMng8XpP7D9Ten+zsbAQGBqKsrIwp//PPP+Hn54fOnTtDTU0NxsbGANCg1V1eXh729vYsq3tsbCx69uwJbW1tCAQCbNq0qVlWd1VVVWRnZyMzMxNRUVGYO3dugxPRQ0JC8Pr1a2Z78OBBk89FoVAoH4qP2up+48YNuLi4YOLEiQgLC2tWH1RVVXH58mVwuVx07NhRwoskFArh5OQEkUiEzz//HDt27MCECRMalIu+C4sXL5Z41MTlchEQEIDt27cjIiICIpEIzs7O6Ny5s9Q2PDw8MHHiRAQFBcHLywtaWloyzyfLZF/X6i7NYZabm8vSIvTu3ZvZp6+vL1E/MDAQsbGxuHHjRoOrnEaPHo3Q0FAoKyujY8eO4HKlj7fbtWuHkJAQREZG4osvvpDZXl3E0tS6PHz4UKKeNIN7U6zuV65cQWlpKbhcLgoKCqRO6F61ahWio6Nx/PhxdOvWrcH+SrO6i9us/7jMy8sLRkZG2Lx5M/T09FBTUwNra+tmWd0TExMxb948rF69Gg4ODlBVVcXKlStx4cKFJrfB5XKZe2xnZ4fc3FwsW7YMn3/+udT6SkpKzdakUCgUyofmo7W6X79+Hc7OzvD390dUVFSzzyn+o925c2epQkigduXVvn37sG/fPjx69EiqXPTKlSuslVnnz5+HQCBg7OmKioosq3tlZSUyMzOZgYSOjg5rCbGY8ePH48GDB9i/fz+Sk5MbXGEmLy+PcePGNcnqLstk7+bmBk1NTaxevVrimJSUFCbSANQOHOv2Wdr9GzVqFK5evQpra2uZ82AAQF1dHaamptDX15c58BEzY8YMcLlcVlqDf4u///4bAQEBCA0NRUBAAEaPHi2xQm/FihVYsmQJUlNTYW9v32ibfn5+OHbsGLKyshqs9/LlS9y6dQthYWFwcXGBpaUlCgsLpdata3WvqqrCpUuXGKv7mTNn0KdPH0ydOhXdu3eHqakp7t6922g/G6Lu7zKFQqG0VT5Kq/u1a9fQv39/uLu7Y+7cuYxNWk5ODtra2i3W1xEjRmDmzJmYNGkS3NzcYGhoKFGnoqICQUFBCAsLQ15eHsLDwzF9+nRwuVzw+XxMmTIFwcHB0NTURKdOnbBixQqUlZU1ulzexMQE/fv3x8SJE6GkpIShQ4c2WH/JkiUIDg5uMOrTEHw+Hxs3boSvry8mTpyI6dOnQ01NDWlpaQgODsbw4cPh4+PT5PY0NDRQUFAgEUF5H3g8HiIjIzFt2rQWa/NdmTx5MgwNDREWFoby8nJ0794d8+bNQ2xsLABg+fLlWLRoEeLj42FsbMx8Rus+3qzPnDlzcOjQIbi4uCA8PJzJE3T79m0cOXKEsbpraGhAS0sLmzZtQseOHZGfn48FCxZIbTM2NhZCoRCWlpZYs2YNS9IrFAqxY8cOHD16FCYmJti5cycyMzOZ37PGWLZsGezt7dGlSxeUl5czk8PFclcKhUJpq3yUVveff/4Zz58/x65du1g26V69erVoX1VUVODr69ug1d3FxQVCoRB9+/bFyJEj4e3tzUrkFx0djWHDhmHs2LHo0aMH7ty5g6NHj0JDQ6PR84ut7qNGjWp0roiioiLat2//Xo/lhg8fjpMnTyI/Px9OTk4wNzfHmjVrEBoaisTExGa3LU5+15L4+/vLfPz3odixYwfzRS8vLw8+n49du3Yx+aKA2mSeFRUVGD58OOszumrVKpnt8ng8pKWlYf78+RCJRPjss89gaWmJ2bNnw9HRkUn0yeVykZiYiEuXLsHa2hpz5szBypUrpbYZHR2N6Oho2Nra4vTp00hJSWHyRE2aNAlDhw7FyJEj0bt3b7x8+RJTp05t8n0oLS3F1KlTYWVlBUdHR+zbtw+7du3CV1991eQ2GGJeN/8YCoVCaSXapN7iQxEQEIBXr16xsk9TKJSmQ63uFArlXWhzegsKhUKhUCiUj5k2Ofj5oDZqCuU/iqzfIWnpDd4banWnUCgfEa2y1L21OXz4cIM26paifgZoCuVjoSWs7uKVltKQlt6AQqFQ/it8lFb3ly9fYuDAgdDT04OSkhIMDQ0xffp0JlV+YzZqanWnVndqdW8cWb9D4vQG1OpOoVD+q3yUVncul4vBgwcjJSUFt2/fRlxcHI4fPy5z0CANanWnVvfWhFrdKRQKpQ3TKtKMerSE1T0mJoYYGBg06XzU6l4LtbpTqzu1ulMolLZIm3R7iWkpq/vjx4+xf/9+9OvX7537Qq3u1OpOre7U6k6hUCgAPm6ru6+vL1FWViYAiJeXV4PG7LpQqzu1ulOru3So1Z1CobQF2mTkp6Ws7mvWrMHly5fx66+/4u7du5g7d26T+0Ct7tTqLoZa3anVnUKhUOryUVvdxR4wCwsLaGpqwsnJCQsXLpQ6sbY+1OpOre5iqNWdWt0pFAqlLh+t1V1aGwCabJSmVndqdX8fqNVdOtTqTqFQ/gt8lFb3w4cP4+nTp+jVqxcEAgGuX7+O4OBgODo6MuH/loBa3anVXRbU6k6t7hQK5b9Liw9+xFb3goICqKuro1u3bs22uisrK2Pz5s2YM2cOysvLYWhoiKFDh8r8AnhXxFb3TZs2NcnqXl5eDj8/Pwmre01NDcaOHYvi4mLY29s3y+qelpaGqVOnNtnq/j6Ire5RUVFwcnLC27dvIRQKERoaitmzZ7+T1b2l8ff3x+rVq5k5Yv8GYqt7VlYW5OXlIS8vj127duGzzz7DF198AQ8PD5bVvS7h4eGsz0ddxFb3tWvXQiQSISQkBDU1NTAxMYGHhwfmzJkD4B+r+8yZM2FtbQ1zc3OsW7dO6qMmsdU9OzsbpqamElb3rKwsjBw5EhwOB35+fpg6darMpKP1EVvdHz58CGVlZVhYWGDXrl0YOXJk028mhUKhfIRQq3sDUKs7hfJ+UKs7hUJ5F6jVnUKhUCgUCqUFaZODH2p1p1Denw9qdadQKJSPiDb52Ov+/fsNWt3rr3SiUCiS3LlzR+Y+fX19maskmwMTug4A1BQbrf4PG9vcnyUKhdKCtPZjr1bJ89PaGBkZ/dtdoFD+VfLy8mBiYoKsrCzY2dm9Uxv1cyRRKBTK/wot/thrw4YN6NatG9TU1KCmpgYHBweZq0sIIfDw8ACHw5E5qfjly5cwMDAAh8PBq1evmtQHcTZeDocDLpcLAwMDjB8/Hs+ePcPTp0+hoKCAxMREqccGBQU1yZv1rtjY2Mi00+/cuRNKSkp48eIF0tPTweFwoKGhgbdv37LqZWZmMtcnRlxfvOnq6mLYsGG4d+8e69izZ89i0KBB0NDQAI/Hg42NDb7//nvG/N4Qn3/+OTgcDqKjoyX2eXp6gsPhsFY6ietzOBzweDx07doV69evZ/aL36eBAwey2nr16hU4HE6DmYQDAgIwZMgQiXLxfWjqZ+Vd2bx5M7NUXUNDAwMGDGgw2aOYiooKrFy5Ej169ACfz4e6ujpsbW0RFhaGx48ft2qfm0vd36O67yOFQqG0dVp88GNgYIDo6GhcunQJf/zxB/r374/Bgwfj+vXrEnXXrl3b6PLqoKCgRjPnSkNNTQ0FBQV4+PAhNm/ejCNHjmDs2LHQ1dWFp6enVI1CaWkp9u7d22iOnvchKCgIiYmJEgnzgFrFhre3N2tJu6qqKpKTk1n1tm7dik6dOklt/9atW3j8+DGSkpJw/fp1eHl5MQOb5ORk9OvXDwYGBjh58iRu3ryJWbNm4bvvvoOvr2+T1BeGhoYSQthHjx4hLS1NagbkCRMmoKCgADdu3ICPjw+mTZvGEqjKy8vj+PHjjGakrZCeng4/Pz+cPHkS586dg6GhIdzc3PDo0SOZx5SXl8PV1RVLly5FQEAAfv/9d1y9ehXr1q3Dixcv8MMPP3zAK2ga4t8j8Xb//v1/u0sUCoXy/rSKMaweGhoaZMuWLayyrKwsoq+vTwoKCmSKTdevX0/69etH0tLSGpRy1qe+2JQQQqKiogiXyyVlZWUkJSWFcLlccv/+fYnjeDwecx5/f38yePBgEhERQdq3b09UVVXJpEmTSHl5OXPM27dvyYwZM4i2tjZRUlIijo6O5OLFizL79vz5c6KoqEh27tzJKr937x7hcDjkyJEjhJB/RKVhYWFkwIABTL2ysjKirq5OFi5c2KDYlBBCdu/eTQCQmzdvkpKSEqKlpUWGDh0q0aeUlBQCgCQmJsrsNyG1otIpU6YQLS0tcvr0aaY8KiqKeHl5NSg2FSMUComvry8h5J/3acKECeSTTz5h6jRVbDp48GCJ8vr3QXyOAwcOEDMzM6KsrEyGDRtGSktLSVxcHDEyMiLt2rUjM2bMIFVVVYQQQnJzc4mysjJLWLtnzx7C4/HI9evXpfanqqqKqKqqku3bt8vs87JlywiXyyWXL1+Wur+uOPXIkSPE0dGRqKurE01NTeLp6cmSs4rFpgkJCcTBwYEoKSkRKysrkp6ezupTYGAgMTY2Jjwej5iZmZG1a9fK7F99pP0eNcbbt2/J69evme3Bgwf/iE0nNmOjUCj/07RJsamY6upqJCYmorS0lCVgLCsrw6hRoxAbGys12zMA3LhxA4sXL8aOHTsa1SI0BWVlZdTU1KCqqgqDBg2Crq6uRARDJBJh6NChrOR9aWlpyM3NRXp6OhISErB//35ERkYy+7/55hvs27cP27dvx+XLl2Fqagp3d3f8/fffUvvRvn17DB48WCLyFBcXBwMDA7i5ubHKx44di4yMDEZGuW/fPhgbGzfp0Zx4wmpFRQV+++03vHz5UsIzBtR6pMzMzFgRGVkoKipi9OjRLBVJXFxco9qNun2q76eKiIjA1atX8fPPPzepjeZSVlaGdevWITExEampqUhPT8eXX36Jw4cPM1mLN27cyJzfwsICq1atwtSpU5Gfn4+HDx9i8uTJWL58uUyVR1lZGSorKyUcXXVJSEiAq6srunfvLnV/3ShoaWkp5s6diz/++ANpaWngcrn48ssvJfxjwcHB+Prrr5GVlQUHBwd4eXnh5cuXAGpVFAYGBkhKSsKNGzewaNEifPvtt9i7d2+T711JSQmMjIxgaGgoM4Jbl2XLlkFdXZ3ZpGVNp1AolH+d1hhR5eTkED6fT+Tk5Ii6ujo5dOgQa//EiRNJUFAQ8xr1Ij9v374l3bp1Y6Ij0qIaDVH/P9bbt28TMzMzYm9vz5QtWLCAmJiYMP9t37lzh3A4HHL8+HGmjr+/P9HU1CSlpaVM2YYNG4hAICDV1dWkpKSEKCgosCIEFRUVRE9Pj6xYsUJm/1JTUwmHwyH37t0jhNT+x29kZETCwsKYOnWveciQISQyMpIQQoizszOJiYkhycnJDUZ+Hj9+TPr06UP09fVJeXk5iY6ObvAeent7E0tLS5l9JuSfSE52djZRVVUlJSUl5NSpU0RHR4dUVlY2GPmpqqoiO3fuJADIjz/+SAhhv08LFiwgZmZmpLKyssmRHzk5OcLn81kbj8eTiPwAYEVNJk2aRFRUVEhxcTFT5u7uTiZNmsQ6h6enJ3FyciIuLi7Ezc2NFZmpz5QpU0jnzp3JmzdvZNbh8Xhk5syZrLIhQ4YwfXdwcJB57PPnzwkAcvXqVULIP5Gf6Ohopk5lZSUxMDAgy5cvl9nOtGnTyLBhw2Tur8vZs2fJ9u3bSVZWFklPTydffPEFUVNTIw8ePJB5DI38UCiUlqBNRn7Mzc2RnZ2NCxcuYMqUKfD392d0BSkpKThx4gTWrl0r8/iQkBBYWlpizJgx79yH169fQyAQQEVFBebm5tDV1WXlAAoMDMRff/3FzDURiUQwNjZG//79We3Y2tpCRUWFee3g4ICSkhI8ePAAd+/eRWVlJRwdHZn9CgoK+OSTT5Cbmwug1hFVN38KALi6usLAwICJnqSlpSE/Px/jx4+Xei2BgYGIi4vDvXv3cO7cOYwePVrmdRsYGIDP50NPTw+lpaXYt28fFBX/WWNMmjCvZ/fu3Q3mfLG1tYVQKMTPP/+Mbdu2YezYsZCXl75wcP369RAIBFBWVsaECRMwZ84cTJkyRaLe/Pnz8fz5c6lzsWTh7OzMEuRmZ2djy5YtEvVUVFTQpUsX5rWuri6MjY1ZDi5dXV08e/aMddy2bduQk5ODy5cvM5N/pREdHY3ExEQkJyc3e0Lw+vXrkZ2djcDAQJSVlTHlYtFs586doaamxjjtxBFAMXUjqvLy8rC3t2c+e0Ct+6tnz57Q1taGQCDApk2bJNqQhYODA8aNGwc7Ozv069cP+/fvh7a2NjZu3CjzGCUlJWaxg3ijUCiUj41WWequqKjILKPt2bMnMjMzERMTg40bN+LEiRO4e/euhBdq2LBhcHJyQnp6Ok6cOMF6DCL+wm7fvj1CQ0NZj51koaqqisuXL4PL5aJjx44SOUuEQiGcnJwgEonw+eefY8eOHZgwYUKz/VaNsXjxYolHTVwuFwEBAdi+fTsiIiIgEong7OyMzp07S23Dw8MDEydORFBQELy8vBqUm2ZkZEBNTQ06OjqsfEdmZmYAgNzcXPTp00fiuNzcXOaRjre3N3r37s3s09fXl6gfGBiI2NhY3Lhxo8FVTqNHj0ZoaCiUlZXRsWNHmY8w27Vrh5CQEERGRuKLL76Q2V5d+Hy+xHLthw8fStSrL1/lcDhSy+o/Urpy5QpKS0vB5XJRUFAgdUL3qlWrEB0djePHjzc6MV8oFOLWrVusMnGb9R+XeXl5wcjICJs3b4aenh5qampgbW0t8ciwIRITEzFv3jysXr0aDg4OUFVVxcqVK3HhwoUmt1EXBQUFdO/evcH8QBQKhdIW+CAZnmtqalBeXg4AWLBgAXJyclj/rQPAmjVrmEjIvn37cOXKFYn/5jMyMpps/OZyuTA1NUXnzp1lJmsLCgrCvn37sG/fPjx69AgBAQESda5cucJamXX+/HkIBAIYGhqiS5cuUFRUxJkzZ5j9lZWVyMzMZAYSOjo6MDU1ZTYx48ePx4MHD7B//34kJyc3uMJMXl4e48aNQ3p6eqNza0xMTNClSxeJRI9ubm7Q1NTE6tWrJY5JSUlhIg1A7cCxbp+l3b9Ro0bh6tWrsLa2ljkPBgDU1dVhamoKfX39RuduzZgxA1wuFzExMQ3W+xD8/fffCAgIQGhoKAICAjB69GiJFXorVqzAkiVLkJqaCnt7+0bb9PPzw7Fjx5CVldVgvZcvX+LWrVsICwuDi4sLLC0tUVhYKLXu+fPnmZ+rqqpw6dIlWFpaAgDOnDmDPn36YOrUqejevTtMTU1x9+7dRvspi+rqaly9elXqIJBCoVDaEi0e+QkJCYGHhwc6deqE4uJixMfHIz09HUePHgUAdOjQQeok506dOsHExAQAWI8oAODFixcAAEtLyxY1iY8YMQIzZ87EpEmT4ObmJnVyZkVFBYKCghAWFoa8vDyEh4dj+vTp4HK54PP5mDJlCoKDg6GpqYlOnTphxYoVKCsra3S5vImJCfr374+JEydCSUkJQ4cObbD+kiVLEBwc3GDUpyH4fD42btwIX19fTJw4EdOnT4eamhrS0tIQHByM4cOHw8fHp8ntaWhooKCgQCKC8j7weDxERkY2eYDbmkyePBmGhoYICwtDeXk5unfvjnnz5iE2NhYAsHz5cixatAjx8fEwNjbGkydPAID1eLM+c+bMwaFDh+Di4oLw8HAmT9Dt27dx5MgRyMnJAai9t1paWti0aRM6duyI/Px8LFiwQGqbsbGxEAqFsLS0xJo1a1BYWMgMkIVCIXbs2IGjR4/CxMQEO3fuRGZmJvN71hiLFy/Gp59+ClNTU7x69QorV67E/fv38dVXXzXrXlIoFMrHRosPfp49e4Zx48ahoKAA6urq6NatG44ePQpXV9eWPtV7o6KiAl9fX2zatElmRMXFxQVCoRB9+/ZFeXk5/Pz8WIn8oqOjUVNTg7Fjx6K4uBj29vY4evQoNDQ0Gj1/UFAQ0tLSMHXq1EbniigqKrLy/7wLw4cPx8mTJxEVFQUnJye8ffsWQqEQoaGhmD17drMf+bXkQFSMv78/Vq9ezcwR+zfYsWMHDh8+jKysLMjLy0NeXh67du3CZ599hi+++AIeHh7YsGEDKioqMHz4cNax4eHhrM9HXXg8HtLS0rB27VqIRCKEhISgpqYGJiYm8PDwwJw5cwDURi0TExMxc+ZMWFtbw9zcHOvWrcPnn38u0WZ0dDSio6ORnZ0NU1NTpKSkMJ+TSZMmISsrCyNHjgSHw4Gfnx+mTp0qM+lofQoLCzFhwgQ8efIEGhoa6NmzJ86ePdtgpE8mMa8BOv+HQqF8JLRJt9eHIiAgAK9evZKZfZpCoTRMa/t5KBTKf5PW/tvRJq3uFAqFQqFQKO9KmxSbWllZyUyzv3HjxgaXglMolFpkzU0CgCNHjsDJyanlTjZLHWiO1b2loZZ4CoVShzY5+Dl8+DAqKyul7tPV1W2x89TPAE2hfCy0hNVdvNJSGtLSG1AoFMp/hY/W6l7fJs3hcBgTu5GREWspdt1NVVWVWt2p1Z1a3ZuArN8hcXoDanWnUCj/VT5qq7tIJGIZpaV92cmCWt2p1b01oVZ3CoVCabu0+ODHy8sLgwYNglAohJmZGaKioiAQCFjJ2IDakPvq1asb1Bm0a9eOyQvUoUOHZv3XyeFw0KFDB+jp6cHDwwMzZ87E8ePH8ebNG2aJef00/0lJSaiqqmLmDImjC5GRkdDW1oaamhomT57MyrJbXl6OmTNnQkdHBzweD5999hkyMzNl9mvMmDF48+YN9u3bxyr/66+/kJ6eLjHw8vf3Z92jN2/eIDExEf7+/lLb19HRQceOHdG3b18sWrQIN27cwJ07d1BaWooJEybA29sbmzZtgp2dHYyNjfHVV19h+/bt+Pnnn5skvPziiy/w4sULVmLH7du3w83NDTo6OhL1VVRU0KFDB3Tu3BkREREQCoVISUlh9vP5fAQGBsrMY/O+xMXFoV27djh48CDMzc2hoqKC4cOHo6ysDNu3b4exsTE0NDQwc+ZMZpB48+ZNqKioID4+nmln7969UFZWZpbg7969G1OnToWdnR0sLCywZcsW1NTUIC0tTWZf1qxZg9OnT+PEiROYOXMmevbsiU6dOqFfv3746aefsHTpUqZuamoqPvvsM7Rr1w5aWlr44osvpCYovHnzJvr06QMejwdra2ucOnWK2VddXY2goCCYmJhAWVkZ5ubmzU4gKf49Em8t+ViZQqFQ/i0+Wqs7AEybNg3t27fHJ598gm3btjUpMiELanWnVndqdW99q3t5eTmKiopYG4VCoXx0tIYt9X2t7oQQsnjxYnL69Gly+fJlEh0dTZSUlEhMTEyTzk+t7tTqTq3u0mltq3t4eDgBILE12+re0huFQmlT/E9a3QFg4cKFcHR0RPfu3TF//nx88803WLlyZZP7QK3u1OouhlrdP5zVPSQkBK9fv2a2Bw8eNOlcFAqF8iH5KK3u0ujduzeWLFmC8vJyKCkpNdoHanWnVncx1Or+4azuSkpKTfr9pFAolH+Tj9LqLo3s7GxoaGg0+Q8rtbpTq/v7QK3uklCrO4VC+a/wUVrdDxw4gKdPn+LTTz8Fj8fDsWPHsHTpUqmTdd8HanWnVndZUKs7tbpTKJT/Li0e+RFb3c3NzeHi4oLMzMxmW90VFBQQGxsLBwcH2NnZYePGjfj+++8RHh7eon0VW93rfmHUp67VfeTIkfD29pawug8bNgxjx45Fjx49cOfOnWZZ3QsLCzFq1KgmW93f57Gc2Oqen58PJycnmJubY82aNQgNDUViYuI7Wd35fP4790ca/v7+Mh//fSjEVvedO3dCXl4efD4fu3btYvJFAWBZ3Tt27Mhsq1atktmu2Oo+f/58iEQifPbZZ7C0tMTs2bPh6OjIJPoUW90vXboEa2trzJkzR+Z8N7HV3dbWFqdPn5awug8dOhQjR45E79698fLlS0ydOrXJ90Fsdbe0tMSgQYNQVFT07lZ3CoVC+YigVvcGoFZ3CuX9oFZ3CoXyLlCrO4VCoVAoFEoL0iYHP1ZWVqyl2HW3usvZKRSKbGT9DklLb0ChUCj/JdrkY6/79+83aHWvv9KJQqFI0tCSdX19fZmrJJsDE7oOANQUG63eMBvb3J8qCoXyjrT2Y69WyfPT2hgZGf3bXaBQ/lXS09Ph7OyMwsJCiZxZTaV+jiQKhUL5X6FNPvb6X2HDhg3o1q0b1NTUoKamBgcHB2a1UX0IIfDw8ACHw5E6QTsuLg7dunUDj8eDjo5Ok5eTp6eng8PhgMPhgMvlQl1dHd27d8c333yDgoICVt2IiAhwOBwMHDhQop2VK1eCw+Hg888/Z9W3s7OTqJuXlwcOh8PkgJLG559/jtmzZ0u9zncdDDSHZcuWoVevXlBVVYWOjg6GDBkikcBQGkVFRVi4cCGsrKygrKwMLS0t9OrVCytWrJCZy+ff4vfff4eXlxf09PRkfq4oFAqlLUIHPx8xBgYGiI6OxqVLl/DHH3+gf//+MuWSa9eulblU/fvvv0doaCgWLFiA69ev4/jx43B3d29WX27duoXHjx8jMzMT8+fPx/Hjx2FtbY2rV6+y6nXs2BEnT56UyLS8bds2dOrUqVnn/Jg5deoUpk2bhvPnz+PYsWOorKyEm5sbSktLZR7z999/49NPP4VIJMK8efNw4cIFXL58GVFRUcjKymJZ5D8GSktLYWtry+Q2olAolP8KdPDzEePl5YVBgwZBKBTCzMwMUVFREAgErKy+QG3269WrV0v1YhUWFiIsLAw7duzAqFGj0KVLF3Tr1g3e3t7N6ouOjg46dOgAMzMz+Pr64syZM9DW1pbwdOno6MDNzQ3bt29nys6ePYsXL17A09OzWedsCcTRJfHgSyAQYOrUqaiursaKFSvQoUMH6OjoICoqijkmPT0dioqKrEm/K1asgI6ODp4+fQoASE1NRUBAAKysrGBra4u4uDjk5+fj0qVLMvvy7bffIj8/HxcvXsT48ePRrVs3GBkZwc3NDQkJCawcPDt37oS9vT1UVVXRoUMHjBo1SsI9BtRmcRZH9D799FNcu3aN2ffy5Uv4+flBX18fKioqsLGxQUJCQpPvnYeHB7777jt8+eWXTT6GWt0pFEpbgA5+2gjV1dVITExEaWkpS2ZZVlaGUaNGITY2Vmrm7GPHjqGmpgaPHj2CpaUlDAwM4OPj897CSWVlZUyePBlnzpyR+FIWi1jFbNu2DaNHj2YJVj8kd+/exZEjR5CamoqEhARs3boVnp6eePjwIU6dOoXly5cjLCyMcV6JH6mNHTsWr1+/RlZWFhYuXIgtW7ZAV1dX6jlev34NQNLRJaampgZ79uzBmDFjoKenJ7VO3chdZWUllixZgitXruCXX35BXl6eVP1KcHAwVq9ejczMTGhra8PLy4tZDPD27Vv07NkThw4dwrVr1zBx4kSMHTu2QRfb+7Js2TKoq6szm7Ss6RQKhfKv0yqueEqLkZOTQ/h8PpGTkyPq6urk0KFDrP0TJ04kQUFBzGsAJDk5mXm9bNkyoqCgQMzNzUlqaio5d+4ccXFxIebm5qS8vLzR8588eZIAIIWFhRL7jhw5QgCQCxcuEEIICQ8PJ7a2tqSiooLo6OiQU6dOkZKSEqKqqkquXLlCZs2aRfr168ccHx4eTrhcLuHz+axNRUWFACBZWVky+9WvXz+ioKAgcaySkhJRV1dnnUNFRYUUFRUxZe7u7sTY2JhUV1czZebm5mTZsmXM6/LycmJnZ0d8fHxI165dyYQJE2T2pbq6mnh6ehJHR0eZdZ48eUIAkO+//55V3qNHD6bvvr6+Mo/PzMwkAEhxcTEh5J/3JTExkanz8uVLoqysTPbs2SOzHU9PT/L111/L3C+L+p8rWbx9+5a8fv2a2R48eEAAkNcBIGTie24UCuV/htevX9f+7Xj9ulXab5Orvf6XMDc3R3Z2Nl6/fo2ff/4Z/v7+OHXqFLp27YqUlBScOHGiQVFmTU0NKisrsW7dOri5uQEAEhIS0KFDB5w8ebLZc3/qQv4/S0L9uUYKCgoYM2YMRCIR7t27BzMzM5nGc3Nzc6SkpLDKHj16xJoYLQuxMb4u+/fvx9KlS1llxsbGrPQHurq6kJOTY4lWdXV1WREsRUVF7N69m3k0tWbNGpn9mDZtGq5du4bTp0832uf6JCcno6KiAvPnz2eJUy9duoSIiAhcuXIFhYWFjHE+Pz+fpZeoGwXU1NSEubk5cnNzAdRGC5cuXYq9e/fi0aNHqKioQHl5OVRUVJrdz6ZCre4UCqUtQAc/HzmKiorMkuSePXsiMzMTMTEx2LhxI06cOIG7d+9KrG4aNmwYnJyckJ6ezhi4635hamtro3379sjPz3+vvom/ZI2NjSX2BQYGonfv3rh27VqDJvq61ydGXr5pH0uxMb4uOjo6EvXqy1c5HI7UMvEAQ8zZs2cB1E5U/vvvv6V6zKZPn46DBw/i999/h4GBgcy+amtro127dhIrwsSTwFVVVfHq1SsAtRON3d3d4e7ujt27d0NbWxv5+flwd3dHRUWFzHPUZ+XKlYiJicHatWthY2MDPp+P2bNnN6sNCoVC+S9C5/y0MWpqalBeXg4AWLBgAXJycpCdnc1sALBmzRqIRCIAgKOjIwCwvnT//vtvvHjx4r3yJb158wabNm1C3759oa2tLbHfysoKVlZWuHbtGkaNGvXO5/m3uHv3LubMmYPNmzejd+/e8Pf3Zw2OCCGYPn06kpOTceLEiUZN6VwuFz4+Pti1axceP37cYN2bN2/i5cuXiI6OhpOTEywsLKROdgbAmvxeWFiI27dvw9LSEkDtZOjBgwdjzJgxsLW1RefOnXH79u2m3gIKhUL5z0IjPx8xISEh8PDwQKdOnVBcXIz4+Hikp6fj6NGjAIAOHTpIneTcqVMn5svYzMwMgwcPxqxZs7Bp0yaoqakhJCQEFhYWcHZ2bnJfnj17hrdv36K4uBiXLl3CihUr8OLFC+zfv1/mMSdOnEBlZeUHybvTklRXV2PMmDFwd3fH+PHjMXDgQNjY2GD16tUIDg4GUPuoKz4+Hr/++itUVVXx5MkTALXRKFmZkZcuXYr09HR88sknWLx4Mezt7cHn85GTk4Nz587B2toaQO37p6ioiB9++AGTJ0/GtWvXsGTJEqltLl68GFpaWtDV1UVoaCjat2+PIUOGAACEQiF+/vlnnD17FhoaGvj+++/x9OnTJlvZS0pKWFmg//rrL2RnZ0NTU/M/lbaAQqH870EHPx8xz549w7hx41BQUAB1dXV069YNR48ehaura7Pa2bFjB+bMmQNPT09wuVz069cPqampEo9+GsLc3BwcDgcCgQCdO3eGm5sb5s6dK3XwJUbaY6K2QFRUFO7fv4+DBw8CqM1dtGnTJvj5+cHNzQ22trbYsGEDAEjMTRKJRFJXZQGAlpYWLl68iOXLl2PlypX466+/wOVyIRQKMXLkSCZpo7a2NuLi4vDtt99i3bp16NGjB1atWiU1PUF0dDRmzZqFP//8E3Z2djhw4ACzqi4sLAz37t2Du7s7VFRUMHHiRAwZMoRZmdYYf/zxB2uAPHfuXACAv78/azVfk4h5DVCrO4VC+Uhok24vCoXSNmhtPw+FQvlv0tp/O+icHwqFQqFQKP9T0MHP/zgeHh4QCARSt/pLxin/HfLz82W+7wKB4L1XAkowS71l26NQKJT3gM75+R9ny5YtrPwydZGVrZjycRAXF4fZs2czS+Sbg56eXoPiWFlZqCkUCuW/AI38fOS0hNk9Li6OMbPX3xQUFGBqaip1Ew9+6h4vJycHDQ0N9O7dG4sXL5aYPBsQEAAOh4PJkydL9G/atGngcDisCcEBAQHM6qS6iG3yDX2xGxsbY+3atRLlsmzxLUllZSXmz5/P5M/R09PDuHHjGl3GDgBPnjzBrFmzYGpqCh6PB11dXTg6OmLDhg0oKytr1X6LkZeXl/m+m5qaMrmWIiIiYGFhAT6fDw0NDQwYMIDRgFAoFEpbhQ5+PnJawuw+cuRIFBQUsDZ3d3f069dPalJAaaipqaGgoAAPHz7E2bNnMXHiROzYsQN2dnYSX/iGhoZITExkRZTevn2L+Pj4/8wS6bKyMly+fBkLFy7E5cuXsX//fty6datRYey9e/fQvXt3/Pbbb1i6dCmysrJw7tw5fPPNNzh48CCOHz/+ga6gaZiZmeHHH3/E1atXcfr0aRgbG8PNzQ3Pnz//t7tGoVAo706rSDMorYqGhgbZsmULqywrK4vo6+uTgoKCRj1Mz549IwoKCmTHjh1NOp9IJGL5ssQ8ffqUtG/fnowePZop8/f3J4MHDybW1tZk165dTPnu3btJt27dyODBg4m/v79E/fo05BQTY2RkRNasWSNRLnaM1T9HVFQU0dHRIerq6iQyMpJUVlaSefPmEQ0NDaKvr0+2bdvGHLN9+3bC5/PJ7du3mbIpU6YQc3NzUlpaKrU/Fy9eJADI/fv3ZfbZ3d2dGBgYkJKSEqn7a2pqmJ9Xr15NrK2tiYqKCjEwMCBTpkxh3F6E/PO+JCcnE1NTU6KkpETc3NxIfn4+U+fOnTvE29ub6OjoED6fT+zt7cmxY8dk9q8xxL6d48ePN6v+6wD6p4ZCoTSd1nZ70chPG+Jdze712bFjB1RUVDB8+PD36o+Ojg5Gjx6NlJQUVFdXs/YFBgYyWaaBWrP7+PHj3+t878OJEyfw+PFj/P777/j+++8RHh6OL774AhoaGrhw4QImT56MSZMm4eHDhwCAcePGYdCgQRg9ejSqqqpw6NAhbNmyBbt375bpxnr9+jU4HI7MpI4vX77Eb7/9hmnTpsnMgVQ3csflcrFu3Tpcv34d27dvx4kTJ/DNN9+w6peVlSEqKgo7duzAmTNn8OrVK/j6+jL7S0pKMGjQIKSlpSErKwsDBw6El5fXO01orqiowKZNm6Curg5bW1updcrLy1FUVMTaKBQK5aOjVYZUlBblfc3u9bG0tCRTpkxp8vllRX4IIWTDhg0EAHn69Ckh5J8oy7Nnz4iSkhLJy8sjeXl5hMfjkefPn0uN/MjJyUnY2Xk8XpMiP4qKihLHKigoSER+jIyMJCzuTk5OzOuqqirC5/NJQkICU/b3338zERddXV0SFRUlsy9v3rwhPXr0IKNGjZJZ5/z58wQA2b9/P6tcS0uL6fs333wj8/ikpCSipaXFvBaJRAQAOX/+PFOWm5tLAJALFy7IbMfKyor88MMPMvfX58CBA4TP5xMOh0P09PTIxYsXZdYNDw8nACQ2GvmhUCjNgVrdKe9tdq/LuXPnkJubi507d7ZI34gMs7u2tjY8PT0RFxcHQgg8PT3Rvn17qW04OzszGZPFXLhwAWPGjGn0/MHBwRIZldetW4fff/+dVWZlZSVhcRfrJABATk4OWlpaLIeWhoYGtm7dCnd3d/Tp0wcLFiyQ2ofKykr4+PiAECJxHU3h4sWLqKmpwejRoxlvGwAcP34cy5Ytw82bN1FUVISqqiq8ffsWZWVlTPRJXl4evXr1Yo6xsLBAu3btkJubi08++QQlJSWIiIjAoUOHUFBQgKqqKrx586ZZkR9nZ2dkZ2fjxYsX2Lx5M3x8fHDhwgWp88VCQkKYTNBAbaIyQ0PDZt8TCoVCaU3o4KcN8L5m97ps2bIFdnZ26NmzZ4v0LTc3F2pqatDS0pLYFxgYiOnTpwMAYmNjZbbB5/Ml7Ozix0+N0b59e4ljpS3Rf1ez+++//w45OTkUFBSgtLQUqqqqrP3igc/9+/dx4sSJBjORmpqagsPhSJjdO3fuDAAsJ1heXh6++OILTJkyBVFRUdDU1MTp06cRFBSEiooKmY/e6jNv3jwcO3YMq1atgqmpKZSVlTF8+PBmmd3F74+pqSk+/fRTCIVCbN26FSEhIRJ1lZSUoKSk1OS2KRQK5d+AzvlpgzTX7C6mpKQEe/fuRVBQUIv049mzZ4iPj8eQIUNYURUxAwcOREVFBSorK+Hu7t4i5/yQnD17FsuXL8eBAwcgEAiYgZwY8cDnzz//xPHjx6UOAOuipaUFV1dX/PjjjygtLW2w7qVLl1BTU4PVq1fj008/hZmZmdRl9FVVVfjjjz+Y17du3cKrV69YZveAgAB8+eWXsLGxQYcOHZCXl9fEOyCdup8/CoVCaYvQyM9HTkuY3cXs2bMHVVVVTXqcVB9CCJ48eQJCCF69eoVz585h6dKlUFdXR3R0tNRj5OTkkJuby/zcliguLsbYsWMxc+ZMeHh4wMDAAL169YKXlxeGDx+OyspKDB8+HJcvX8bBgwdRXV3NmN01NTUZuWh91q9fD0dHR9jb2yMiIgLdunUDl8tFZmYmbt68yUTkTE1NUVlZiR9++AFeXl44c+YMfvrpJ4n2FBQUMGPGDKxbtw7y8vKYPn06Pv30U3zyyScAas3u+/fvh5eXFzgcDhYuXCgR3ZJFaWkpoqKi4O3tjY4dO+LFixeIjY3Fo0ePMGLEiHe5rRQKhfJRQAc/HzktZXYHgK1bt2Lo0KEyVyM1RFFRETp27AgOhwM1NTWYm5vD398fs2bNavBRT1uVWc6aNQt8Pp9RfNjY2GDp0qWYNGkSHBwcUFlZiZSUFACQSKh48uRJCdu7mC5duiArKwtLly5FSEgIHj58CCUlJXTt2hXz5s3D1KlTAQC2trb4/vvvsXz5coSEhKBv375YtmwZxo0bx2pPRUUF8+fPx6hRo/Do0SM4OTlh69atzP7vv/8egYGB6NOnD9q3b4/58+c3eQWWnJwcbt68ie3bt+PFixfQ0tJCr169kJGRASsrqya1QaFQKB8j1OpOoVBaDWp1p1Ao7wK1ulMoFAqFQqG0IHTwQ4GVlZVMu/fu3bv/7e5RWomMjIwGze4tyix1YJKkeoVCoVD+DeicHwoOHz6MyspKqft0dXU/cG8oHwp7e/sGze4UCoXyX4UOfigwMjL6t7tAaSbp6elwdnZGYWHhO01gB2rzCtXPkUShUCj/C9DHXh8xGzZsQLdu3aCmpgY1NTU4ODjgyJEjUusSQuDh4QEOh4NffvmFtS8tLQ19+vSBqqoqOnTogPnz56OqqqpJfUhPTweHwwGHwwGXy4W6ujq6d++Ob775BgUFBay6ERER4HA4GDhwoEQ7K1euBIfDYa2CioiIkFgpBdQm+ONwOA1GJT7//HPMnj1bojwuLu6dBwPNYdmyZejVqxdUVVWho6ODIUOGSCQvlEZRUREWLlwIKysrKCsrMyuoVqxYgcLCwlbvd3N59OgRxowZAy0tLSgrK8PGxoaVV4hCoVDaInTw8xFjYGCA6OhoXLp0CX/88Qf69++PwYMH4/r16xJ1165dK6GYAIArV65g0KBBGDhwILKysrBnzx6kpKTIVDXI4tatW3j8+DEyMzMxf/58HD9+HNbW1rh69SqrXseOHXHy5EmJDM3btm1Dp06dmnXOj5lTp05h2rRpOH/+PI4dO4bKykq4ubk1mLzw77//xqeffgqRSIR58+bhwoULuHz5MqKiopCVlYX4+PgPeAWNU1hYCEdHRygoKODIkSO4ceMGVq9eDQ0NjX+7axQKhfJ+tIoxjNJqaGhokC1btrDKsrKyiL6+PikoKJCQmoaEhBB7e3tW/ZSUFMLj8UhRUVGj5zt58qRUwWhZWRkxNzcnjo6OTFl4eDixtbUlX3zxBfnuu++Y8jNnzpD27duTKVOmkH79+knUr89ff/1FAJCsrCyZ/erXrx+ZNWuWRHl9Cav4HFu3biWGhoaEz+eTKVOmkKqqKrJ8+XKiq6tLtLW1Wf09efIkUVBQIL///jtTtnz5cqKtrU2ePHkitT/Pnj0jAMipU6dk9nnSpEmEz+eTR48eSd1fU1PD/Lxjxw7Ss2dPIhAIiK6uLvHz82PkseI+AiAHDx4kNjY2RElJifTu3ZtcvXqVqfPixQvi6+tL9PT0iLKyMrG2tibx8fEy+1ef+fPnk88++6zJ9Qkh5O3bt+T169fM9uDBg3/EphPpnxsKhdI0WltsSiM/bYTq6mokJiaitLQUDg4OTHlZWRlGjRqF2NhYqZmey8vLwePxWGXKysp4+/YtLl269M79UVZWxuTJk3HmzBmWDBSodXrFxcUxr7dt24bRo0fLzHrc2ty9exdHjhxBamoqEhISsHXrVnh6euLhw4c4deoUli9fjrCwMFy4cAHAP4/Uxo4di9evXyMrKwsLFy7Eli1bZE4Af/36NQDpXjGgVgmxZ88ejBkzBnp6elLr1I3cVVZWYsmSJbhy5Qp++eUX5OXlSQhcgVqx6+rVq5GZmQltbW14eXkxk9ffvn2Lnj174tChQ7h27RomTpyIsWPH4uLFi026bykpKbC3t8eIESOgo6OD7t27Y/PmzQ0es2zZMqirqzMblZpSKJSPklYZUlFajJycHMLn84mcnBxRV1cnhw4dYu2fOHEiCQoKYl6jXuTn6NGjhMvlkvj4eFJVVUUePnxInJycCIAmRQFkRX4IIeTIkSMEALlw4QIh5J8oS0VFBdHR0SGnTp0iJSUlRFVVlVy5coXMmjVLIvLD5XIJn89nbSoqKk2K/CgoKEgcq6SkJBH5UVFRYUW53N3dibGxMamurmbKzM3NybJly5jX5eXlxM7Ojvj4+JCuXbuSCRMmyOxLdXU18fT0ZEXB6vPkyRMCgHz//fes8h49ejB99/X1lXl8ZmYmAUCKi4sJIf+8L4mJiUydly9fEmVlZbJnzx6Z7Xh6epKvv/5a5v66KCkpESUlJRISEkIuX75MNm7cSHg8HomLi5N5DI38UCiUlqC1Iz90tddHjrm5ObKzs/H69Wv8/PPP8Pf3x6lTp9C1a1ekpKTgxIkTyMrKknm8m5sbVq5cicmTJ2Ps2LFQUlLCwoULkZGRIVVG2hzI/ycHrz/XSEFBAWPGjIFIJMK9e/dgZmaGbt26ybw+sSZCzKNHj2TqIeoyevRohIaGssr279/PKCnEGBsbs2zsurq6kJOTY12/rq4uK4KlqKiI3bt3o1u3bjAyMsKaNWtk9mPatGm4du0aTp8+3Wif65OcnIyKigrMnz8fb968YcovXbqEiIgIXLlyBYWFhYyPKz8/H127dmXq1Y0CampqwtzcnPGpVVdXY+nSpdi7dy8ePXqEiooKlJeXN9kIX1NTA3t7e+Z+du/eHdeuXcNPP/0Ef39/qcdQqzuFQmkL0MHPR46ioiKzHLlnz57IzMxETEwMNm7ciBMnTuDu3bsSq5uGDRsGJycnpKenAwDmzp2LOXPmoKCgABoaGsjLy0NISAg6d+78Xn0Tf8kaGxtL7AsMDETv3r1x7do1BAYGNun6xMjLN+1jqa6uLnGsjo6ORD0FBQXWaw6HI7WsvvDz7NmzAGonKv/999/g8/kSbU+fPh0HDx7E77//DgMDA5l91dbWRrt27SRWhIkngauqquLVq1cAaoWi7u7ucHd3x+7du6GtrY38/Hy4u7ujoqJC5jnqs3LlSsTExGDt2rWwsbEBn8/H7Nmzm9xGx44dWQMtALC0tMS+ffua3AcKhUL5GKFzftoYNTU1KC8vBwAsWLAAOTk5yM7OZjYAWLNmDUQiEes4DocDPT09KCsrIyEhAYaGhujRo8c79+PNmzfYtGkT+vbtC21tbYn9VlZWsLKywrVr1zBq1Kh3Ps+/xd27dzFnzhxs3rwZvXv3hr+/P2twRAjB9OnTkZycjBMnTsDExKTB9rhcLnx8fLBr1y48fvy4wbo3b97Ey5cvER0dDScnJ1hYWEjMqxJz/vx55ufCwkLcvn0blpaWAIAzZ85g8ODBGDNmDGxtbdG5c2fcvn27qbcAjo6OEoO127dv07xQFAqlzUMjPx8xISEh8PDwQKdOnVBcXIz4+Hikp6fj6NGjAIAOHTpIneTcqVMn1pfxypUrMXDgQHC5XOzfvx/R0dHYu3cv5OTkmtyXZ8+e4e3btyguLsalS5ewYsUKvHjxAvv375d5zIkTJ1BZWflB8u60JNXV1RgzZgzc3d0xfvx4DBw4EDY2Nli9ejWCg4MB1D7qio+Px6+//gpVVVU8efIEQG00SllZWWq7S5cuRXp6Oj755BMsXrwY9vb24PP5yMnJwblz52BtbQ2g9v1TVFTEDz/8gMmTJ+PatWtYsmSJ1DYXL14MLS0t6OrqIjQ0FO3bt8eQIUMAAEKhED///DPOnj0LDQ0NfP/993j69KlENEcWc+bMQZ8+fbB06VL4+Pjg4sWL2LRpEzZt2tSc20mhUCgfHXTw8xHz7NkzjBs3DgUFBVBXV0e3bt1w9OhRuLq6NqudI0eOICoqCuXl5bC1tcWvv/4KDw+PZrVhbm4ODocDgUCAzp07w83NDXPnzpU6+BIj7TFRWyAqKgr379/HwYMHAdQ+/tm0aRP8/Pzg5uYGW1tbbNiwAQAk5iaJRCKpq7IAQEtLCxcvXsTy5cuxcuVK/PXXX+ByuRAKhRg5ciSTtFFbWxtxcXH49ttvsW7dOvTo0QOrVq2Ct7e3RJvR0dGYNWsW/vzzT9jZ2eHAgQPMqrqwsDDcu3cP7u7uUFFRwcSJEzFkyBBmZVpj9OrVC8nJyQgJCcHixYthYmKCtWvXYvTo0U06nkXMa4Ba3SkUykcCh4hnrVIoFEoLU1RUBHV1dbx+/RpqdPBDoVCaSGv/7aBzfigUCoVCofxPQR97/Y/j4eGBjIwMqfu+/fZbfPvttx+4R5QPQf0l8/W5ceNGy+pIZqkD/06Oy4+HjTTITqF8LNDBz/84W7ZsYeWXqYusbMVtnYiICPzyyy8NilPbAsbGxpg9e7ZUwWtj6OnpNXj9srJQUygUyn8B+tirhWiKgf3zzz9nDOnibfLkyaw6+fn58PT0hIqKCnR0dBAcHNxkA7uYN2/eQFNTE+3bt2eWxdfF2NiYOb9QKMSXX36J9PR0mJqaMtvDhw+hpaXF5J6pf/zatWsb7EPda1RXV4ejoyNOnDgBAPDy8pJqfgeAjIwMcDgc5OTkNOuaAbaBXtYmzn30vty6dQvOzs7Q1dUFj8dD586dERYWxqglGmLfvn3o378/NDQ0oKysDHNzcwQGBjaYrLKlkZeXZ73f9Td5eXm8ffsWAQEBsLGxgby8PLOKjEKhUNo6dPDTQjTVwD5hwgQUFBQw24oVK5h91dXV8PT0REVFBc6ePYvt27cjLi4OixYtalZf9u3bBysrK1hYWOCXX36RWmfx4sUoKCjAtWvXMGbMGEyYMEFisPa+iEQiFBQU4MyZM2jfvj2++OIL3Lt3D0FBQTh27JiE+V18jL29vcyM0A3Rp08f1r318fHBwIEDWWV9+vRpiUuDgoICxo0bh99++w23bt3C2rVrsXnzZoSHhzd43Pz58zFy5EjY2dkhJSUFt27dQnx8PDp37oyQkJAW6VtLUV1dDWVlZcycORMDBgz4t7tDoVAoLQYd/LQQXl5eGDTo/9q797CoqvUP4F8uMgyMDCLCCIzjBdQQ1JMkoWleQ01CS0EStTDJW6nhjdRDx/KSeb+BT5LgEcLIzFteJu8amCCGokfRo2CGWoqAiILD+/vD3+zDdma46CDSvJ/n2c/j7LX23msteYaXtfde7wB4eHigdevWmDdvHmQymWgROgCwsbER1udRKBSip9j37duHc+fOYdOmTejYsSP69++Pzz//HGvWrKnRyr6xsbEIDQ1FaGgoYmNj9dZp2LAhFAoFWrZsiRkzZsDBwQFqtfrpOm+Avb09FAoFvLy8EB0djZKSEqjVagwcOFB4nbuie/fuITk5GaNHjwbwv5mcXbt2oX379rC2tsarr76Ks2fP6r2elZWVaGylUikkEoloX8XkquvWrYNSqYSNjQ2CgoKEV8AfPHiAdu3aITw8XKh7+fJlNGzYEN988w0AoGXLlnj//ffRoUMHqFQqvPXWWxg+fLjB56eAxwsSLlq0CEuXLsXSpUvRrVs3NGvWDJ06dcLs2bNFwefly5cRGBgIZ2dnyGQyvPLKK/j55591zllUVISQkBDY2trC1dUVa9asEZUvXbpUWN1ZqVRi/PjxuHfvnsE2VmRra4vo6GiMGTOm0iUNGGOsvuHgpxYYysAOAAkJCXB0dISXlxciIyNx//59oSwlJQXe3t6izOH+/v4oLCzUmUEy5PLly0hJSUFQUBCCgoJw9OhR5OTkGKxfXl6OLVu2ID8/v1azrmsX/istLYWlpSVGjhyJuLg4VFxpITk5GRqNBiEhIaJjK8tc/rQuXbqE7777Djt27MCePXuQkZGB8ePHAwCsra2RkJCA+Ph4bNu2TVj0sG/fvgZTdVy6dAl79uzB66+/bvCa3377LWQymXCdJ1XMkXbv3j0MGDAA+/fvR0ZGBvr164eAgADk5uaKjvnqq6/QoUMHZGRkYObMmZg0aZIoiDU3N8fKlSuRlZWF+Ph4HDhwANOnT6/2ONXUw4cPUVhYKNoYY+xFw8GPEZ05cwYymQwSiQRjx47F1q1bRW/UvPvuu9i0aRMOHjyIyMhI/Pvf/0ZoaKhQfuPGDVHgA0D4rF1BuCrffPMN+vfvj0aNGsHBwQH+/v46qS6Ax7dftG0dMmQIGjVqhA8++ECnnpubG2QymWh78hdwVe7fv4/Zs2fDwsJCCA7CwsJw+fJlHD58WKi3YcMGvPPOO5DL5aLjo6Ki0LdvX3h7eyM+Ph43b97E1q1ba9SGJz148AAbN25Ex44d0b17d6xatQpJSUnCOHfs2BFffPEFPvjgA0yePBk5OTn4+uuvdc7TpUsXWFtbw8PDA926dcPcuXMNXvPixYto2bKlKHfZ0qVLRWOrnX3q0KEDPvzwQ3h5ecHDwwOff/45WrVqpZMEtmvXrpg5cyZat26Njz76CEOGDBElYZ08eTJ69uyJ5s2bo1evXvjiiy/w3XffPdPYVWbBggWQy+XCplQqa+1ajDH2tDj4MSJtBvYTJ05g3LhxGDVqFM6dOyeUh4eHw9/fH97e3hg+fDg2btyIrVu34vLly0a5vkajQXx8vCigCg0NRVxcnE7SzmnTpuH06dM4cOAAfH19sWzZMp0kocDjB5Ar5g47ffq06E2gsWPHin55VxQSEgKZTIaGDRtiy5YtiI2NFZ7ladu2Lbp06SLcRrp06RKOHj0q3PKqqLLM5U+rWbNmcHV1FV2jvLxclMsqIiICrVu3xurVq/HNN9+gcePGOufZvHkzTp06hcTEROzatQuLFy+uUTvCwsJw+vRprFu3DsXFxcJM2L179zB16lS89NJLsLe3h0wmw/nz53UCzydnFv38/ERj8/PPP6N3795wdXVFw4YNMWLECNy+fVs042hMkZGRKCgoELZr167VynUYY+xZ8KvuRlRZBnZ9fH19ATz+xd+qVSsoFAr8+uuvojo3b94EgGo9c7F3715cv34dwcHBov0ajQb79+8XpcVwdHQU3uxJTk6Gt7c3fHx8dNZ+adGihU5uroozF3PnzsXUqVP1tmfZsmXo06cP5HK53uSno0ePxkcffYQ1a9Zgw4YNaNWqVaW3jZ63W7du4eLFi7CwsEB2drbeN9S0Mxuenp7QaDQIDw9HRESE3rxpHh4eOHbsGMrKyoSs8vb29rC3t9d5+Hvq1KlQq9VYvHgx3N3dIZVKMWTIkBo9+3X16lUMHDgQ48aNw7x58+Dg4IBjx45h9OjRKC0thY2NTU2Go1okEgkkEonRz8sYY8bEMz+1qGIGdn2066w0bdoUwOO/2s+cOSPK4K1Wq2FnZ1etZJSxsbEYNmyYzkzNsGHDDD74DDz+BR4cHPxUbxs5OTmJXpGuSKFQwN3dXW/gAwBBQUEwNzdHYmIiNm7ciLCwMNFzL1qVZS5/Wrm5uaLs6qmpqTA3N0ebNm2EfWFhYcKtthkzZlQ521ReXo6ysjKdWTatkJAQ3Lt3D2vXrq2yfcePH8d7772HwYMHw9vbGwqFAlevXtWp9+QD9ampqcLYpKeno7y8HEuWLMGrr76K1q1bV5lRnjHGTAHP/BhJVRnYL1++jMTERAwYMACNGzdGZmYmpkyZgu7duwu3gt544w14enpixIgRWLRoEW7cuIHZs2djwoQJVf41/eeff2LHjh3Yvn27kB1ca+TIkRg8eDDu3LljcOHCSZMmwcvLC2lpafDx8THCiFRNJpMJQVdhYaHBhKCVZS5/WtbW1hg1ahQWL16MwsJCfPzxxwgKChJm2NasWYOUlBRkZmZCqVRi165dGD58OFJTU2FlZYWEhAQ0aNAA3t7ekEgkSEtLQ2RkJIKDg4VZnSf5+fkhIiICERERyMnJwdtvvw2lUom8vDzExsbCzMwM5uaP/x7x8PDADz/8gICAAJiZmWHOnDl6g6rjx49j0aJFGDRoENRqNZKTk7Fr1y4AgLu7O8rKyrBq1SoEBATg+PHjiImJqdE4nTt3DqWlpbhz5w6KioqEgL1jx441Og9jjL1QiBlFWFgYqVQqsrKyoiZNmlDv3r1p3759Qnlubi51796dHBwcSCKRkLu7O02bNo0KCgpE57l69Sr179+fpFIpOTo6UkREBJWVlVV5/cWLF5O9vT2VlpbqlD18+JDs7e1pxYoVRESkUqlo2bJlOvX8/f2pf//+RER08OBBAkD5+fk69QwdXxEA2rp1a5Xt/uWXXwgADRgwQKdM24YdO3ZQu3btyMrKijp37ky//fZbleclIho1ahQFBgbq7I+KiqIOHTrQ2rVrycXFhaytrWnIkCF0584dIiI6f/48SaVSSkxMFI7Jz88npVJJ06dPJyKipKQkevnll0kmk5GtrS15enrS/PnzqaSkpMp2bd68mXr06EFyuZwaNGhAbm5u9O6771JqaqpQ58qVK9SzZ0+SSqWkVCpp9erV9Prrr9OkSZOEOiqViv71r3/R0KFDycbGhhQKhfB/rLV06VJq2rQpSaVS8vf3p40bNxr8f9VHpVIRAJ2tugoKCgiAzs85Y4xVpra/OzirO3thHTp0CD179kR+fr7Oc0esfuCs7oyxp8FZ3RljjDHGjIiDn3qkXbt2OmvuaLeEhIS6bh6rZ/r372/w52n+/PnGvdgkedV1GGPsOeEHnuuRn376yeDKxk8ujvh30KNHD9TGXVnO6v7Y+vXrUVJSorfM0IPxjDH2d8AzP0ZijKzuv/32G0JCQqBUKiGVSvHSSy9hxYoVQrlKpTKYhbthw4ZCvZpkdbexsYG3tzfWr18vqqPNq8VZ3fWr71ndAcDV1dXgz5ODg8Mz9ZExxl5kHPwYiTGyuqenp8PJyQmbNm1CVlYWZs2ahcjISKxevbpGbeGs7pzV3Rieto+MMfbCq5V3yBgRETVq1IjWr18vfH7yVeXqGD9+PPXs2bNGx/To0YNiYmIoOjqa+vbtq1Ou71V1BwcHmjJlivDZ2K+6X79+nQBQTEwMlZWVkbOzM33++eeiY4qKikgmk1F0dLSoDTt37iRvb2+SSCTk6+tLZ86cqXwA/l9Vr7rHxMSQm5sbSaVSGjp0KN29e5eIiEpKSsjT05PGjBkjHHPp0iWSyWQUGxtr8HpTpkyh1157zWB5SkoKAdB5HV2rvLxcdL233nqLnJycyNbWlnx8fEitVovqq1Qqmjt3Lg0bNoxsbGzIxcWFVq9eLaqzZMkS8vLyIhsbG3Jzc6Nx48ZRUVGRwTZWpao+Pkl4XfU9/qphjFVfbb/qzjM/teBps7rrU1BQUKPnLzire/VwVveaq04fOas7Y6xeqJWQykRlZmaSra0tWVhYkFwup127donK161bR3v27KHMzEzatGkTubq60uDBgw2e7/jx42RpaUl79+6tdhs+/fRTGjRokPA5MDCQoqKiRHW0izHa2tqSpaUlASAHBwfKzs4W6mhnXWxtbXU2MzOzGs38FBcX0/jx48nCwkJYoPD8+fMEgA4ePCgc061bNwoNDdVpQ1JSkrDv9u3bJJVKafPmzVWORWUzPxYWFvT7778L+3bv3k3m5uaUl5cn7Fu0aBE5OjrSxIkTqWnTpvTXX3/pnMvPz48kEgkBoPDwcNJoNAbb069fP2rfvr1o35IlS0Rjq5190qddu3a0atUq4bNKpaJ+/fqJ6gQHBwsLVeqTnJxMjRs3NliuT036GBUVpXdRRJ75YYzVRG3P/PA3khE9fPiQsrOzKS0tjWbOnEmOjo6UlZVlsP7+/fsJAF26dEmn7MyZM+To6Khza6gyjx49IldXV/r++++FfcnJyaRSqUS/sFQqFc2aNYuys7PpyJEj5OvrS/Hx8aJzaQOPU6dOUXZ2tmhzdXUVgp8PP/xQ9MtbCwBZW1uTra0tmZubk7OzM8XFxYmu0aVLFxoxYgQREWVnZ+sEQ9o25OTkiI7r2LEjffbZZ1WOR2XBT4sWLUT77t69SwDo0KFDwj6NRkNdunQhALR7926918jNzaWsrCxKTEwkV1dX+vLLLw22R1/wk5+fT9nZ2bRp0ybRbcaioiKKiIigtm3bklwuF8Zx2rRpwrHaFZ4rWr58OTVv3lz4rFarqVevXuTi4kIymYysra0JABUXFxts57P08cGDB1RQUCBs165d4+CHMVZjtR388KvuRvSsWd21zp07h969eyM8PByzZ8+u9vU5q7txcVb3mveRs7ozxuoDfuanFtU0qzsAZGVloWfPnhg1ahTmzZtXo+txVvfq46zuT6eqPjLGWH3AMz9GYoys7mfPnkWvXr3g7++PTz75BDdu3AAAWFhYGAwgtDire81wVveqPU0fGWOsXqiVm2kmyBhZ3Q09LKpSqaq8Pmd118VZ3Z8tq/uz9FGLX3VnjD0NzurOTBZnda//OKs7Y+xpcFZ3xhhjjDEj4uCnHuGs7syYnmtWd8YYe4Hwba96JCcnp9Ks7hWTmzJWlevXr1ea1d0Ymd2Fqev3ADsrAOv464YxVrXavu3Fb3vVIyqVqq6b8Lfw2Wef4ccffxSWGqivmjdvjsmTJ2Py5MlPdbyrq6txG8QYY/UE3/YykujoaLRv3x52dnaws7ODn5+fTpb0Hj16wMzMTLSNHTtWKL99+zb69esHFxcXSCQSKJVKTJw4scb5kUpKSuDg4ABHR0e96ww1b95cuL6NjQ28vb2xfv16UZ1Dhw7BzMwMd+/e1Xv88uXLK21DxT7K5XJ07doVBw4cAAAEBAToXTAQAI4ePQozMzNkZmZWr7N62lzZdujQoRqfV58LFy6gZ8+ecHZ2hrW1NVq2bInZs2dXK+fYli1b0KtXLzRq1AhSqRRt2rRBWFgYMjIyjNI2Y3mWPjLG2IuMgx8jcXNzw8KFC5Geno60tDT06tULgYGByMrKEtUbM2YM8vLyhG3RokVCmbm5OQIDA7F9+3ZcvHgRcXFx+Pnnn0UBUnVs2bIF7dq1Q9u2bfHjjz/qrTN37lzk5eXh7NmzCA0NxZgxY3SCtWe1YcMG5OXl4fjx43B0dMTAgQPx3//+F6NHj4ZardZZ1Vh7jI+Pj7D2UU106dJFNLZBQUHo16+faF+XLl2M0TU0aNAAI0eOxL59+3DhwgUsX74cX3/9NaKioio9bsaMGQgODkbHjh2xfft2XLhwAYmJiWjZsuVTLTJZm562j4wx9sKrlRfoGRERNWrUiNavXy98fnKdlupYsWIFubm51eiYHj16UExMDEVHR1Pfvn11yvWt0+Pg4EBTpkwRPht7nZ/r168TAIqJiaGysjJydnbWyVtWVFREMpmMoqOjRW3YuXMneXt7k0QiIV9fXzpz5kzlA/D/qlrnJyYmhtzc3EgqldLQoUOFpKIlJSXk6elJY8aMEY65dOkSyWQyio2NNXi9KVOm0GuvvWawPCUlhQDorMWjVV5eLrreW2+9RU5OTmRra0s+Pj6kVqtF9VUqFc2dO5eGDRtGNjY25OLiQqtXrxbVWbJkCXl5eZGNjQ25ubnRuHHjqKioyGAbq1JVH58kWucnnL9uGGPVU9vr/PDMTy3QaDRISkpCcXEx/Pz8RGUJCQlwdHSEl5cXIiMjcf/+fYPn+eOPP/DDDz/UKN/V5cuXkZKSgqCgIAQFBeHo0aPIyckxWL+8vBxbtmxBfn4+rKysqn2dmpJKpQCA0tJSWFpaYuTIkYiLiwNVeN4+OTkZGo0GISEhomOnTZuGJUuW4OTJk2jSpAkCAgKe+dbLpUuX8N1332HHjh3Ys2cPMjIyMH78eACPV39OSEhAfHw8tm3bBo1Gg9DQUPTt2xdhYWEGz7dnz55K/6++/fZbyGQy4TpPqpja4969exgwYAD279+PjIwM9OvXDwEBAcjNzRUd89VXX6FDhw7IyMjAzJkzMWnSJKjVaqHc3NwcK1euRFZWFuLj43HgwAFMnz692uNU0z4+fPgQhYWFoo0xxl44tRJSmajMzEyytbUlCwsLksvltGvXLlH5unXraM+ePZSZmUmbNm0iV1dXGjx4sM55hg0bRlKplABQQEBAjVbU/fTTT2nQoEHC58DAQIqKihLV0a5EbWtrS5aWlgSAHBwcKDs7W6ijnXWpmLFdu5mZmdVo5qe4uJjGjx9PFhYWwurM58+f18ni3q1bNwoNDdVpQ1JSkrDv9u3bJJVKafPmzVWORWUzPxYWFvT7778L+3bv3k3m5uaUl5cn7Fu0aBE5OjrSxIkTqWnTpvTXX3/pnMvPz48kEgkBoPDwcNJoNAbboy+r+5IlS0Rjq5190qddu3a0atUq4bNKpaJ+/fqJ6gQHBwurdOuTnJxMjRs3NliuT036aGiVcp75YYzVRG3P/PC3kRE9fPiQsrOzKS0tjWbOnEmOjo6UlZVlsP7+/fsJAF26dEm0Py8vj86fP0/btm0jT09PGjduXLWu/+jRI3J1daXvv/9e2JecnEwqlUr0C0ulUtGsWbMoOzubjhw5Qr6+vhQfHy86lzbwOHXqFGVnZ4s2V1dXIfj58MMPRb+8tQCQtbU12drakrm5OTk7O1NcXJzoGl26dKERI0YQEVF2drZOMKRtQ05Ojui4jh070meffVbleFQW/LRo0UK07+7duwSADh06JOzTaDTUpUsXAkC7d+/We43c3FzKysqixMREcnV1pS+//NJge/QFP/n5+ZSdnU2bNm0S3WYsKiqiiIgIatu2LcnlcmEcp02bJhyrTW9R0fLly6l58+bCZ7VaTb169SIXFxeSyWRkbW1NAKi4uNhgO5+ljw8ePKCCggJhu3btGgc/jLEaq+3gh191NyIrKyshs3mnTp1w8uRJrFixAuvWrdNb39fXF8Dj2wmtWrUS9isUCigUCrRt2xYODg7o1q0b5syZI8r+rs/evXtx/fp1BAcHi/ZrNBrs378fffv2FfY5OjoKmdiTk5Ph7e0NHx8feHp6io5t0aKFTmoJS8v//djMnTsXU6dO1dueZcuWoU+fPpDL5XoTs44ePRofffQR1qxZgw0bNqBVq1Y1usVX227duoWLFy/CwsIC2dnZet9QUyqVAABPT09oNBqEh4cjIiICFhYWOnU9PDxw7NgxlJWVCYlB7e3tYW9vr/Pw99SpU6FWq7F48WK4u7tDKpViyJAhKC0trXb7r169ioEDB2LcuHGYN28eHBwccOzYMYwePRqlpaWwsbGp1nlq0keJRAKJRFLtNjLGWF3gZ35qUXl5ud5XzbW068xUFtRoM3lXdh6t2NhYDBs2DKdPnxZtw4YNQ2xsrMHjlEqlkF29ppycnIQgShv4aSkUCri7uxvMSB8UFARzc3MkJiZi48aNCAsLEz33opWamir8Oz8/HxcvXsRLL71U47ZWlJubiz/++EN0DXNzc7Rp00bYFxYWBm9vb8THx2PGjBk4f/58pecsLy9HWVmZ3uzrABASEoJ79+5h7dq1Vbbv+PHjeO+99zB48GB4e3tDoVDg6tWrOvUqjo32s3Zs0tPTUV5ejiVLluDVV19F69atRX1+GlX1kTHG6gOe+TGSyMhI9O/fH82aNUNRURESExNx6NAh7N27F8DjB5ETExMxYMAANG7cGJmZmZgyZQq6d+8uvNb9008/4ebNm3jllVcgk8mQlZWFadOmoWvXrmjevHml1//zzz+xY8cObN++HV5eXqKykSNHYvDgwbhz547BVXsnTZoELy8vpKWlwcfH59kHpBpkMpkQdBUWFuK9997TW2/u3Llo3LgxnJ2dMWvWLDg6OmLQoEHPdG1ra2uMGjUKixcvRmFhIT7++GMEBQVBoVAAANasWYOUlBRkZmZCqVRi165dGD58OFJTU2FlZYWEhAQ0aNAA3t7ekEgkSEtLQ2RkJIKDg4VZnSf5+fkhIiICERERyMnJwdtvvw2lUom8vDzExsbCzMwM5uaP/x7x8PDADz/8gICAAJiZmWHOnDl6A47jx49j0aJFGDRoENRqNZKTk7Fr1y4AgLu7O8rKyrBq1SoEBATg+PHjiImJqfYYPU0fGWOsXqiVm2kmKCwsTHiQuEmTJtS7d2/at2+fUJ6bm0vdu3cnBwcHkkgk5O7uTtOmTRPdzzxw4AD5+fmRXC4na2tr8vDwoBkzZuh93fxJixcvJnt7eyotLdUpe/jwIdnb2wuvWBt6Vd3f3194WNbYr7ob8ssvvxAAGjBggE6Ztg07duygdu3akZWVFXXu3Fl4aLoqVb3qvnbtWnJxcSFra2saMmQI3blzh4geP4wtlUopMTFROCY/P5+USiVNnz6diIiSkpLo5ZdfJplMRra2tuTp6Unz58+v1sPpmzdvph49epBcLqcGDRqQm5sbvfvuu5SamirUuXLlCvXs2ZOkUikplUpavXq1zlIJ2md+hg4dSjY2NqRQKHReo1+6dCk1bdqUpFIp+fv708aNGw3+vz7pWfqoVdv37Rljf0+1/d3Bub3YC+vQoUPo2bMn8vPzdZ47YvVDbefnYYz9PdX2dwc/88MYY4wxk8LBTz3Srl07yGQyvVtCQkJdN4/VM/379zf48zR//vy6bh5jjNUavu1Vj+Tk5Bhc2djZ2RkNGzZ8zi1i9dn169dRUlKit8zBwcHgw/E1wbe9GGNPo7a/O/htr3pEpVLVdRPY34irq2tdN4ExxuoE3/ZijDHGmEnh4IcxxhhjJoWDH8YYY4yZFA5+GGOMMWZSOPhhjDHGmEnh4IcxxhhjJoWDH8YYY4yZFA5+GGOMMWZSOPhhjDHGmEnh4IcxxhhjJoWDH8YYY4yZFA5+GGOMMWZSOPhhjDHGmEnh4IcxxhhjJoWDH8YYY4yZFA5+GGOMMWZSOPhhjDHGmEnh4IcxxhhjJoWDH8YYY4yZFA5+GGOMMWZSOPhhjDHGmEmxrOsGMMb+vogIAFBYWFjHLWGM1Sfa7wztd4ixcfDDGKs1t2/fBgAolco6bgljrD66ffs25HK50c/LwQ9jrNY4ODgAAHJzc2vlC6y+KSwshFKpxLVr12BnZ1fXzalzPB7/w2MhVlBQgGbNmgnfIcbGwQ9jrNaYmz9+rFAul/MXegV2dnY8HhXwePwPj4WY9jvE6OetlbMyxhhjjL2gOPhhjDHGmEnh4IcxVmskEgmioqIgkUjquikvBB4PMR6P/+GxEKvt8TCj2nqPjDHGGGPsBcQzP4wxxhgzKRz8MMYYY8ykcPDDGGOMMZPCwQ9jjDHGTAoHP4wxxhgzKRz8MMZqxZo1a9C8eXNYW1vD19cXv/76a103qVYcOXIEAQEBcHFxgZmZGX788UdRORHhn//8J5o2bQqpVIo+ffogOztbVOfOnTsYPnw47OzsYG9vj9GjR+PevXvPsRfGsWDBArzyyito2LAhnJycMGjQIFy4cEFU58GDB5gwYQIaN24MmUyGd955Bzdv3hTVyc3NxZtvvgkbGxs4OTlh2rRpePTo0fPsilFER0ejffv2wqrNfn5+2L17t1BuSmOhz8KFC2FmZobJkycL+57XmHDwwxgzus2bN+OTTz5BVFQUTp06hQ4dOsDf3x+3bt2q66YZXXFxMTp06IA1a9boLV+0aBFWrlyJmJgYnDhxAra2tvD398eDBw+EOsOHD0dWVhbUajV27tyJI0eOIDw8/Hl1wWgOHz6MCRMmIDU1FWq1GmVlZXjjjTdQXFws1JkyZQp27NiB5ORkHD58GH/88QfefvttoVyj0eDNN99EaWkpfvnlF8THxyMuLg7//Oc/66JLz8TNzQ0LFy5Eeno60tLS0KtXLwQGBiIrKwuAaY3Fk06ePIl169ahffv2ov3PbUyIMcaMrHPnzjRhwgThs0ajIRcXF1qwYEEdtqr2AaCtW7cKn8vLy0mhUNBXX30l7Lt79y5JJBL69ttviYjo3LlzBIBOnjwp1Nm9ezeZmZnR9evXn1vba8OtW7cIAB0+fJiIHve9QYMGlJycLNQ5f/48AaCUlBQiIvrpp5/I3Nycbty4IdSJjo4mOzs7evjw4fPtQC1o1KgRrV+/3qTHoqioiDw8PEitVtPrr79OkyZNIqLn+/PBMz+MMaMqLS1Feno6+vTpI+wzNzdHnz59kJKSUocte/6uXLmCGzduiMZCLpfD19dXGIuUlBTY29vDx8dHqNOnTx+Ym5vjxIkTz73NxlRQUAAAQmbu9PR0lJWVicajbdu2aNasmWg8vL294ezsLNTx9/dHYWGhMGNSH2k0GiQlJaG4uBh+fn4mPRYTJkzAm2++Keo78Hx/PjirO2PMqP766y9oNBrRlxMAODs74z//+U8dtapu3LhxAwD0joW27MaNG3BychKVW1pawsHBQahTH5WXl2Py5Mno2rUrvLy8ADzuq5WVFezt7UV1nxwPfeOlLatvzpw5Az8/Pzx48AAymQxbt26Fp6cnTp8+bXJjAQBJSUk4deoUTp48qVP2PH8+OPhhjDFmdBMmTMDZs2dx7Nixum5KnWrTpg1Onz6NgoICfP/99xg1ahQOHz5c182qE9euXcOkSZOgVqthbW1dp23h216MMaNydHSEhYWFzhsaN2/ehEKhqKNW1Q1tfysbC4VCofMg+KNHj3Dnzp16O14TJ07Ezp07cfDgQbi5uQn7FQoFSktLcffuXVH9J8dD33hpy+obKysruLu7o1OnTliwYAE6dOiAFStWmORYpKen49atW3j55ZdhaWkJS0tLHD58GCtXroSlpSWcnZ2f25hw8MMYMyorKyt06tQJ+/fvF/aVl5dj//798PPzq8OWPX8tWrSAQqEQjUVhYSFOnDghjIWfnx/u3r2L9PR0oc6BAwdQXl4OX1/f597mZ0FEmDhxIrZu3YoDBw6gRYsWovJOnTqhQYMGovG4cOECcnNzReNx5swZUUCoVqthZ2cHT0/P59ORWlReXo6HDx+a5Fj07t0bZ86cwenTp4XNx8cHw4cPF/793MbEKI9uM8ZYBUlJSSS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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_de_gene_count_by_taxonomy(\n", + " mapping_df=mapping,\n", + " degene_df=degenes,\n", + " level_name='cluster_name',\n", + " color_name='class_color',\n", + " figsize=(3.5, 8),\n", + " classes=['12 HY GABA']\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Top N ageDE genes.\n", + "\n", + "We'll write a quick function to extract the top N genes by p-value for a given supertype, subclass etc. and display the new, smaller ageDE gene table." + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [], + "source": [ + "def top_ageDE_genes(\n", + " degene_df: pd.DataFrame,\n", + " level: Optional[str]=None,\n", + " top_n: int=3\n", + "):\n", + " if level is None:\n", + " level_degenes = degene_df\n", + " else:\n", + " level_degenes = degene_df[degene_df['grouping_type'] == level]\n", + "\n", + " output_df = []\n", + " celltypes = level_degenes['grouping_name'].unique()\n", + " for celltype in celltypes:\n", + " subdf = degenes[degenes['grouping_name'] == celltype].sort_values(by='adjusted_pvalue')[::-1]\n", + " if len(subdf) < top_n:\n", + " output_df.append(subdf)\n", + " else:\n", + " output_df.append(subdf[:top_n])\n", + " return pd.concat(output_df).reset_index(drop=True)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Below we'll grab the top 5 genes for all the supertypes. We'll show only the first 5 rows of the new table. This shows the top 5 genes by adjusted p_value for 1186 ABC NN_1. This analysis can be repeated for any top N genes and any of the celltype taxonomy levels." + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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grouping_typegrouping_labelgrouping_namegene_identifiergene_symbolis_primary_iegage_effect_sizeunadjusted_pvalueadjusted_pvalueconfidence_interval_higher_boundconfidence_interval_lower_bound
0supertypeCS20230722_SUPT_11861186 ABC NN_1ENSMUSG00000002602AxlFalse1.4434178.056410e-070.0084452.0061740.880659
1supertypeCS20230722_SUPT_11861186 ABC NN_1ENSMUSG00000019929DcnFalse-1.8098686.742604e-070.007068-1.104921-2.514814
2supertypeCS20230722_SUPT_11861186 ABC NN_1ENSMUSG00000049148Plcxd3False1.0543194.960283e-070.0051991.5716870.536952
3supertypeCS20230722_SUPT_11861186 ABC NN_1ENSMUSG00000079547H2-DMb1False1.7072994.853269e-070.0050872.3269341.087663
4supertypeCS20230722_SUPT_11861186 ABC NN_1ENSMUSG00000052974Cyp2f2False-1.3237122.652985e-070.002781-0.836481-1.810943
\n", + "
" + ], + "text/plain": [ + " grouping_type grouping_label grouping_name gene_identifier \\\n", + "0 supertype CS20230722_SUPT_1186 1186 ABC NN_1 ENSMUSG00000002602 \n", + "1 supertype CS20230722_SUPT_1186 1186 ABC NN_1 ENSMUSG00000019929 \n", + "2 supertype CS20230722_SUPT_1186 1186 ABC NN_1 ENSMUSG00000049148 \n", + "3 supertype CS20230722_SUPT_1186 1186 ABC NN_1 ENSMUSG00000079547 \n", + "4 supertype CS20230722_SUPT_1186 1186 ABC NN_1 ENSMUSG00000052974 \n", + "\n", + " gene_symbol is_primary_ieg age_effect_size unadjusted_pvalue \\\n", + "0 Axl False 1.443417 8.056410e-07 \n", + "1 Dcn False -1.809868 6.742604e-07 \n", + "2 Plcxd3 False 1.054319 4.960283e-07 \n", + "3 H2-DMb1 False 1.707299 4.853269e-07 \n", + "4 Cyp2f2 False -1.323712 2.652985e-07 \n", + "\n", + " adjusted_pvalue confidence_interval_higher_bound \\\n", + "0 0.008445 2.006174 \n", + "1 0.007068 -1.104921 \n", + "2 0.005199 1.571687 \n", + "3 0.005087 2.326934 \n", + "4 0.002781 -0.836481 \n", + "\n", + " confidence_interval_lower_bound \n", + "0 0.880659 \n", + "1 -2.514814 \n", + "2 0.536952 \n", + "3 1.087663 \n", + "4 -1.810943 " + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "top_ageDE = top_ageDE_genes(degene_df=degenes, level='supertype', top_n=5)\n", + "top_ageDE.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Select ageDE expression vs subclass \n", + "\n", + "Next we'll plot the expression of a select set of ageDE genes vs the subclasses in the taxonomy. The genes we select here are a subset of the those plotted in Extended Figure 7 from [Jin et al.], however one could plot all ageDE genes by modifying the degene_list. Note also that the ordering of the subclasses is different then the ordering in that plot. \n", + "\n", + "First we'll declare a function to extract the specific genes and celltype level we would like to plot." + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [], + "source": [ + "def get_genes_for_celltype_level(\n", + " degene_df: pd.DataFrame,\n", + " level: str,\n", + " degene_list: list[str],\n", + "):\n", + " level_degenes = degene_df[degene_df['grouping_type'] == level]\n", + " levels = sorted(level_degenes['grouping_name'].unique())\n", + " level_by_gene = pd.DataFrame(columns=degene_list, index=levels)\n", + " for idx, derow in level_degenes.iterrows():\n", + " if derow['gene_symbol'] in degene_list:\n", + " level_by_gene.loc[derow['grouping_name'], derow['gene_symbol']] = derow['age_effect_size']\n", + " return level_by_gene" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Let's first plot a select set of genes for the subclasses in the ageDE gene expression table. Note that that you can modify the list of genes to plot any subset or the full set of genes in the ageDE expression table by specifying the gene symbol." + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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3222401L13RikSlc5a5AC149090.1Ccnd1Ccnd2
001 CLA-EPd-CTX Car3 GlutNaNNaN1.614551NaNNaN
002 IT EP-CLA GlutNaN1.096541NaN-2.573835-1.277657
003 L5/6 IT TPE-ENT GlutNaN1.2530651.909579-1.420208NaN
004 L6 IT CTX GlutNaNNaN1.535055-1.5732-1.371331
005 L5 IT CTX GlutNaN1.8865621.530523NaNNaN
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" + ], + "text/plain": [ + " 3222401L13Rik Slc5a5 AC149090.1 Ccnd1 \\\n", + "001 CLA-EPd-CTX Car3 Glut NaN NaN 1.614551 NaN \n", + "002 IT EP-CLA Glut NaN 1.096541 NaN -2.573835 \n", + "003 L5/6 IT TPE-ENT Glut NaN 1.253065 1.909579 -1.420208 \n", + "004 L6 IT CTX Glut NaN NaN 1.535055 -1.5732 \n", + "005 L5 IT CTX Glut NaN 1.886562 1.530523 NaN \n", + "\n", + " Ccnd2 \n", + "001 CLA-EPd-CTX Car3 Glut NaN \n", + "002 IT EP-CLA Glut -1.277657 \n", + "003 L5/6 IT TPE-ENT Glut NaN \n", + "004 L6 IT CTX Glut -1.371331 \n", + "005 L5 IT CTX Glut NaN " + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "subclass_by_gene = get_genes_for_celltype_level(\n", + " degene_df=degenes,\n", + " level='subclass',\n", + " degene_list=['3222401L13Rik', 'Slc5a5', 'AC149090.1', 'Ccnd1', 'Ccnd2']\n", + ")\n", + "subclass_by_gene.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "data": { + 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1159 Astro-NT NN_1NaN1.606709NaNNaNNaN
1160 Astro-NT NN_2NaN1.917127NaNNaNNaN
1161 Astro-TE NN_1NaN2.299556NaN1.570618-1.361851
1163 Astro-TE NN_31.1173642.569296NaN1.169082NaN
1165 Astro-TE NN_5NaN1.2285381.0004551.787092NaN
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" + ], + "text/plain": [ + " 3222401L13Rik AC149090.1 Gm10076 Uba52 Ccnd2\n", + "1159 Astro-NT NN_1 NaN 1.606709 NaN NaN NaN\n", + "1160 Astro-NT NN_2 NaN 1.917127 NaN NaN NaN\n", + "1161 Astro-TE NN_1 NaN 2.299556 NaN 1.570618 -1.361851\n", + "1163 Astro-TE NN_3 1.117364 2.569296 NaN 1.169082 NaN\n", + "1165 Astro-TE NN_5 NaN 1.228538 1.000455 1.787092 NaN" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "supertype_by_gene = get_genes_for_celltype_level(\n", + " degene_df=degenes,\n", + " level='supertype',\n", + " degene_list=['3222401L13Rik', 'AC149090.1', 'Gm10076', 'Uba52', 'Ccnd2']\n", + ")\n", + "supertype_by_gene.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "res = plot_heatmap(supertype_by_gene, 8, 8, cmap=plt.cm.RdBu_r, vmin=-4, vmax=4)\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/notebooks/Zeng_Aging_Mouse_clustering_analysis_and_annotation.ipynb b/notebooks/Zeng_Aging_Mouse_clustering_analysis_and_annotation.ipynb new file mode 100644 index 0000000..9d836bc --- /dev/null +++ b/notebooks/Zeng_Aging_Mouse_clustering_analysis_and_annotation.ipynb @@ -0,0 +1,3830 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Mouse Aging clustering analysis and annotation \n", + "\n", + "The Mouse Aging dataset [Jin et al] is a comprehensive single-cell RNA sequencing (scRNA-seq) dataset containing ~1.2 million high-quality single-cell transcriptomes of brain cells from young adult and aged mice of both sexes, from regions spanning the forebrain, midbrain, and hindbrain. High-resolution de novo clustering of all cells results in 847 cell clusters and reveals at least 14 age-biased clusters that are mostly glial types. Clusters in the study were mapped to the whole mouse brain taxonomy (WMB-taxonomy, [Yao et al.](https://www.biorxiv.org/content/10.1101/2023.03.06.531121v1)) to provide class, subclass and supertype annotations. At the broader cell subclass and supertype levels, age-associated gene expression signatures were analyzed resulting in a list of 2,449 differentially expressed genes (age-DE genes) for many neuronal and non-neuronal cell types. \n", + "\n", + "The purpose of this set of notebooks is to provide an overview of the data, the file organization, and how to combine data and metadata through example use cases.\n", + "\n", + "You need to be connected to the internet to run this notebook or connected to a cache that has the Aging Mouse data downloaded already. Make sure to have run the `getting_started` notebook as well if you haven't already done so and familiarized yourself with the cache object.\n", + "\n", + "The notebook presented here shows quick visualizations from precomputed metadata in the atlas. For examples on accessing the expression matrices, specifically selecting genes from expression matrices, see the ``general_acessing_10x_snRNASeq_tutorial.ipynb`` tutorial/example. " + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "from pathlib import Path\n", + "import numpy as np\n", + "import anndata\n", + "import matplotlib.pyplot as plt\n", + "\n", + "from abc_atlas_access.abc_atlas_cache.abc_project_cache import AbcProjectCache" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We will interact with the data using the AbcProjectCache. This cache object tracks which data has been downloaded and serves the path to the requested data on disk. For metadata, the cache can also directly serve up a Pandas Dataframe. See the [`getting_started`](https://alleninstitute.github.io/abc_atlas_access/notebooks/getting_started.html) notebook for more details on using the cache including installing it if it has not already been. \n", + "\n", + "Change the download_base variable to where you have downloaded the data in your system. " + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'releases/20241130/manifest.json'" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "download_base = Path('../../data/abc_atlas')\n", + "abc_cache = AbcProjectCache.from_cache_dir(download_base)\n", + "\n", + "abc_cache.current_manifest" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Data overview \n", + "\n", + "### Cell metadata \n", + "\n", + "Essential cell metadata is stored as a DataFrame. Each row represents one cell indexed by a *cell label*. The *cell label* is the concatenation of barcode and name of the sample. In this context, the sample is the *barcoded cell sample* that represents a single load into one port of the 10x Chromium. Note that cell barcodes are only unique within a single *barcoded cell sample* and that the same barcode can be reused. The *barcoded cell sample* label or name is unique in the database. \n", + "\n", + "Each cell is associated with a *library label*, *library method*, *donor label*, *donor sex*, dissection *region_of_interest_label*, the corresponding coarse *anatomical division label* and the *matrix_prefix* identifying which data package this cell is part of. \n", + "\n", + "Further, each cell is associated with a *cluster alias* representing which cluster this cell is a member of and (x, y) coordinates of the cells in the UMAP. \n", + "\n", + "Below, we load the first of the metadata used in this tutorial. This pattern of loading metadata is repeated throughout the tutorials. " + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['cell_annotation_colors',\n", + " 'cell_cluster_annotations',\n", + " 'cell_metadata',\n", + " 'cluster',\n", + " 'donor',\n", + " 'example_genes_all_cells_expression',\n", + " 'library',\n", + " 'value_sets']" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "abc_cache.list_metadata_files('Zeng-Aging-Mouse-10Xv3')" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['aging_degenes',\n", + " 'cell_cluster_mapping_annotations',\n", + " 'cell_cross_mapping_annotations',\n", + " 'cluster_mapping',\n", + " 'cluster_mapping_pivot']" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "abc_cache.list_metadata_files('Zeng-Aging-Mouse-WMB-taxonomy')" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of cells = 1162565\n" + ] + }, + { + "data": { + "text/html": [ + "
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cell_barcodegene_countumi_countdoublet_scorexycluster_aliascell_in_wmb_studywmb_cluster_aliaslibrary_label...donor_labelpopulation_samplingdonor_genotypedonor_sexdonor_agedonor_age_categorydonor_in_wmb_studyfeature_matrix_labeldataset_labelabc_sample_id
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AAACCCAAGGACACTG-367_B04AAACCCAAGGACACTG617626113.00.09-2.2880703.757430273True1067L8TX_200924_01_G05...Snap25-IRES2-Cre;Ai14-544400unbiasedSnap25-IRES2-Cre/wt;Ai14(RCL-tdT)/wtFP58adultTrueZeng-Aging-Mouse-10Xv3Zeng-Aging-Mouse-10Xv35ec753a4-d8b7-4ddf-a169-cc678ae9a073
AAACCCAAGTAAACGT-367_B04AAACCCAAGTAAACGT371710926.00.051.10409811.232103787True14939L8TX_200924_01_G05...Snap25-IRES2-Cre;Ai14-544400unbiasedSnap25-IRES2-Cre/wt;Ai14(RCL-tdT)/wtFP58adultTrueZeng-Aging-Mouse-10Xv3Zeng-Aging-Mouse-10Xv37eca8d84-e6ad-4e09-98df-06eefd4b5bc3
AAACCCACATTGAGCT-367_B04AAACCCACATTGAGCT13582054.00.02-2.46514417.637245833True5255L8TX_200924_01_G05...Snap25-IRES2-Cre;Ai14-544400unbiasedSnap25-IRES2-Cre/wt;Ai14(RCL-tdT)/wtFP58adultTrueZeng-Aging-Mouse-10Xv3Zeng-Aging-Mouse-10Xv3c69b1ea1-ce82-4396-a9c4-9e16eef19e9a
AAACGAAAGCCGTAAG-367_B04AAACGAAAGCCGTAAG31036899.00.031.32881210.103676787True14947L8TX_200924_01_G05...Snap25-IRES2-Cre;Ai14-544400unbiasedSnap25-IRES2-Cre/wt;Ai14(RCL-tdT)/wtFP58adultTrueZeng-Aging-Mouse-10Xv3Zeng-Aging-Mouse-10Xv36a4b7938-43aa-4ccd-a1e2-3b9ed9fd3aac
AAACGAAAGCTACAAA-367_B04AAACGAAAGCTACAAA445916420.00.0916.4934962.265491815True5230L8TX_200924_01_G05...Snap25-IRES2-Cre;Ai14-544400unbiasedSnap25-IRES2-Cre/wt;Ai14(RCL-tdT)/wtFP58adultTrueZeng-Aging-Mouse-10Xv3Zeng-Aging-Mouse-10Xv355093777-2fe9-4f8a-b0e5-68a430f142d0
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5 rows × 27 columns

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" + ], + "text/plain": [ + " cell_barcode gene_count umi_count \\\n", + "cell_label \n", + "AAACCCAAGGACACTG-367_B04 AAACCCAAGGACACTG 6176 26113.0 \n", + "AAACCCAAGTAAACGT-367_B04 AAACCCAAGTAAACGT 3717 10926.0 \n", + "AAACCCACATTGAGCT-367_B04 AAACCCACATTGAGCT 1358 2054.0 \n", + "AAACGAAAGCCGTAAG-367_B04 AAACGAAAGCCGTAAG 3103 6899.0 \n", + "AAACGAAAGCTACAAA-367_B04 AAACGAAAGCTACAAA 4459 16420.0 \n", + "\n", + " doublet_score x y cluster_alias \\\n", + "cell_label \n", + "AAACCCAAGGACACTG-367_B04 0.09 -2.288070 3.757430 273 \n", + "AAACCCAAGTAAACGT-367_B04 0.05 1.104098 11.232103 787 \n", + "AAACCCACATTGAGCT-367_B04 0.02 -2.465144 17.637245 833 \n", + "AAACGAAAGCCGTAAG-367_B04 0.03 1.328812 10.103676 787 \n", + "AAACGAAAGCTACAAA-367_B04 0.09 16.493496 2.265491 815 \n", + "\n", + " cell_in_wmb_study wmb_cluster_alias \\\n", + "cell_label \n", + "AAACCCAAGGACACTG-367_B04 True 1067 \n", + "AAACCCAAGTAAACGT-367_B04 True 14939 \n", + "AAACCCACATTGAGCT-367_B04 True 5255 \n", + "AAACGAAAGCCGTAAG-367_B04 True 14947 \n", + "AAACGAAAGCTACAAA-367_B04 True 5230 \n", + "\n", + " library_label ... \\\n", + "cell_label ... \n", + "AAACCCAAGGACACTG-367_B04 L8TX_200924_01_G05 ... \n", + "AAACCCAAGTAAACGT-367_B04 L8TX_200924_01_G05 ... \n", + "AAACCCACATTGAGCT-367_B04 L8TX_200924_01_G05 ... \n", + "AAACGAAAGCCGTAAG-367_B04 L8TX_200924_01_G05 ... \n", + "AAACGAAAGCTACAAA-367_B04 L8TX_200924_01_G05 ... \n", + "\n", + " donor_label population_sampling \\\n", + "cell_label \n", + "AAACCCAAGGACACTG-367_B04 Snap25-IRES2-Cre;Ai14-544400 unbiased \n", + "AAACCCAAGTAAACGT-367_B04 Snap25-IRES2-Cre;Ai14-544400 unbiased \n", + "AAACCCACATTGAGCT-367_B04 Snap25-IRES2-Cre;Ai14-544400 unbiased \n", + "AAACGAAAGCCGTAAG-367_B04 Snap25-IRES2-Cre;Ai14-544400 unbiased \n", + "AAACGAAAGCTACAAA-367_B04 Snap25-IRES2-Cre;Ai14-544400 unbiased \n", + "\n", + " donor_genotype donor_sex \\\n", + "cell_label \n", + "AAACCCAAGGACACTG-367_B04 Snap25-IRES2-Cre/wt;Ai14(RCL-tdT)/wt F \n", + "AAACCCAAGTAAACGT-367_B04 Snap25-IRES2-Cre/wt;Ai14(RCL-tdT)/wt F \n", + "AAACCCACATTGAGCT-367_B04 Snap25-IRES2-Cre/wt;Ai14(RCL-tdT)/wt F \n", + "AAACGAAAGCCGTAAG-367_B04 Snap25-IRES2-Cre/wt;Ai14(RCL-tdT)/wt F \n", + "AAACGAAAGCTACAAA-367_B04 Snap25-IRES2-Cre/wt;Ai14(RCL-tdT)/wt F \n", + "\n", + " donor_age donor_age_category donor_in_wmb_study \\\n", + "cell_label \n", + "AAACCCAAGGACACTG-367_B04 P58 adult True \n", + "AAACCCAAGTAAACGT-367_B04 P58 adult True \n", + "AAACCCACATTGAGCT-367_B04 P58 adult True \n", + "AAACGAAAGCCGTAAG-367_B04 P58 adult True \n", + "AAACGAAAGCTACAAA-367_B04 P58 adult True \n", + "\n", + " feature_matrix_label dataset_label \\\n", + "cell_label \n", + "AAACCCAAGGACACTG-367_B04 Zeng-Aging-Mouse-10Xv3 Zeng-Aging-Mouse-10Xv3 \n", + "AAACCCAAGTAAACGT-367_B04 Zeng-Aging-Mouse-10Xv3 Zeng-Aging-Mouse-10Xv3 \n", + "AAACCCACATTGAGCT-367_B04 Zeng-Aging-Mouse-10Xv3 Zeng-Aging-Mouse-10Xv3 \n", + "AAACGAAAGCCGTAAG-367_B04 Zeng-Aging-Mouse-10Xv3 Zeng-Aging-Mouse-10Xv3 \n", + "AAACGAAAGCTACAAA-367_B04 Zeng-Aging-Mouse-10Xv3 Zeng-Aging-Mouse-10Xv3 \n", + "\n", + " abc_sample_id \n", + "cell_label \n", + "AAACCCAAGGACACTG-367_B04 5ec753a4-d8b7-4ddf-a169-cc678ae9a073 \n", + "AAACCCAAGTAAACGT-367_B04 7eca8d84-e6ad-4e09-98df-06eefd4b5bc3 \n", + "AAACCCACATTGAGCT-367_B04 c69b1ea1-ce82-4396-a9c4-9e16eef19e9a \n", + "AAACGAAAGCCGTAAG-367_B04 6a4b7938-43aa-4ccd-a1e2-3b9ed9fd3aac \n", + "AAACGAAAGCTACAAA-367_B04 55093777-2fe9-4f8a-b0e5-68a430f142d0 \n", + "\n", + "[5 rows x 27 columns]" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cell = abc_cache.get_metadata_dataframe(\n", + " directory='Zeng-Aging-Mouse-10Xv3',\n", + " file_name='cell_metadata',\n", + " dtype={'cell_label': str,\n", + " 'wmb_cluster_alias': 'Int64'}\n", + ")\n", + "cell.set_index('cell_label', inplace=True)\n", + "print(\"Number of cells = \", len(cell))\n", + "cell.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can use pandas groupby function to see how many unique items are associated for each field and list them out if the number of items is small." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "def print_column_info(df):\n", + " \n", + " for c in df.columns:\n", + " grouped = df[[c]].groupby(c).count()\n", + " members = ''\n", + " if len(grouped) < 30:\n", + " members = str(list(grouped.index))\n", + " print(\"Number of unique %s = %d %s\" % (c, len(grouped), members))" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of unique cell_barcode = 997258 \n", + "Number of unique gene_count = 9838 \n", + "Number of unique umi_count = 81632 \n", + "Number of unique doublet_score = 874 \n", + "Number of unique x = 1146862 \n", + "Number of unique y = 1146950 \n", + "Number of unique cluster_alias = 847 \n", + "Number of unique cell_in_wmb_study = 2 [False, True]\n", + "Number of unique wmb_cluster_alias = 2656 \n", + "Number of unique library_label = 287 \n", + "Number of unique alignment_job_id = 287 \n", + "Number of unique library_method = 2 ['10Xv3', '10xV3.1']\n", + "Number of unique barcoded_cell_sample_label = 287 \n", + "Number of unique enrichment_population = 6 ['Calcein-positive, Hoechst-positive', 'Hoechst-positive', 'No FACS', 'RFP-positive, Calcein-positive, Hoechst-positive', 'RFP-positive, DAPI-negative', 'RFP-positive, Hoechst-positive']\n", + "Number of unique region_of_interest_label = 16 ['HPF - ENT', 'HPF - HIP', 'HPF - PAR-POST-PRE-SUB-ProS', 'HY - HY', 'Iscortex - ACA', 'Isocortex - AI', 'Isocortex - PL-ILA-ORB', 'Isocortex - RSP', 'MB - PAG-RAmb', 'MB - VTA-SN', 'P - Pmot/sat-ant', 'P - Pmot/sat-post', 'PAL - PAL', 'STR - STRd', 'STR - STRv', 'STR - sAMY']\n", + "Number of unique anatomical_division_label = 7 ['HPF', 'HY', 'Isocortex', 'MB', 'P', 'PAL', 'STR']\n", + "Number of unique library_in_wmb_study = 2 [False, True]\n", + "Number of unique donor_label = 108 \n", + "Number of unique population_sampling = 2 ['Snap25+ neurons', 'unbiased']\n", + "Number of unique donor_genotype = 3 ['Ai14(RCL-tdT)/wt', 'Snap25-IRES2-Cre/wt;Ai14(RCL-tdT)/wt', 'wt/wt']\n", + "Number of unique donor_sex = 2 ['F', 'M']\n", + "Number of unique donor_age = 30 \n", + "Number of unique donor_age_category = 2 ['adult', 'aged']\n", + "Number of unique donor_in_wmb_study = 2 [False, True]\n", + "Number of unique feature_matrix_label = 1 ['Zeng-Aging-Mouse-10Xv3']\n", + "Number of unique dataset_label = 1 ['Zeng-Aging-Mouse-10Xv3']\n", + "Number of unique abc_sample_id = 1162565 \n" + ] + } + ], + "source": [ + "print_column_info(cell)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Cell metadata colors \n", + "\n", + "Below we load a DataFrame containing name and color mappings pre-cell for donor sex, region of interest, and anatomical division. This DataFrame is indexed by cell the same as the above cell_metadata. This allows us to label the UMAP with the previously mentioned distinct labels. " + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " anatomical_division_color anatomical_division_order \\\n", + "cell_label \n", + "AAACCCAAGGACACTG-367_B04 #98D6F9 2 \n", + "AAACCCAAGTAAACGT-367_B04 #98D6F9 2 \n", + "AAACCCACATTGAGCT-367_B04 #98D6F9 2 \n", + "AAACGAAAGCCGTAAG-367_B04 #98D6F9 2 \n", + "AAACGAAAGCTACAAA-367_B04 #98D6F9 2 \n", + "\n", + " donor_age_category_color donor_age_category_order \\\n", + "cell_label \n", + "AAACCCAAGGACACTG-367_B04 #9ACA3C 0 \n", + "AAACCCAAGTAAACGT-367_B04 #9ACA3C 0 \n", + "AAACCCACATTGAGCT-367_B04 #9ACA3C 0 \n", + "AAACGAAAGCCGTAAG-367_B04 #9ACA3C 0 \n", + "AAACGAAAGCTACAAA-367_B04 #9ACA3C 0 \n", + "\n", + " donor_sex_color donor_sex_order \\\n", + "cell_label \n", + "AAACCCAAGGACACTG-367_B04 #FAAA5B 0 \n", + "AAACCCAAGTAAACGT-367_B04 #FAAA5B 0 \n", + "AAACCCACATTGAGCT-367_B04 #FAAA5B 0 \n", + "AAACGAAAGCCGTAAG-367_B04 #FAAA5B 0 \n", + "AAACGAAAGCTACAAA-367_B04 #FAAA5B 0 \n", + "\n", + " region_of_interest_color region_of_interest_order \n", + "cell_label \n", + "AAACCCAAGGACACTG-367_B04 #98D6F9 7 \n", + "AAACCCAAGTAAACGT-367_B04 #98D6F9 7 \n", + "AAACCCACATTGAGCT-367_B04 #98D6F9 7 \n", + "AAACGAAAGCCGTAAG-367_B04 #98D6F9 7 \n", + "AAACGAAAGCTACAAA-367_B04 #98D6F9 7 " + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cell_colors = abc_cache.get_metadata_dataframe(\n", + " directory='Zeng-Aging-Mouse-10Xv3',\n", + " file_name='cell_annotation_colors'\n", + ").set_index('cell_label')\n", + "cell_colors.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We will merge these two DataFrames to create one that contains both cell metadata and color information, ready to plot on a UMAP. We also shuffle the cell metadata to get a more representative plot in the UMAP. This is done as the default DataFrame is sorted cell_id which correlates with some of the metadata (e.g. age). " + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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cell_barcodegene_countumi_countdoublet_scorexycluster_aliascell_in_wmb_studywmb_cluster_aliaslibrary_label...dataset_labelabc_sample_idanatomical_division_coloranatomical_division_orderdonor_age_category_colordonor_age_category_orderdonor_sex_colordonor_sex_orderregion_of_interest_colorregion_of_interest_order
cell_label
GCCTGTTGTGAATTAG-135_B01GCCTGTTGTGAATTAG677737834.00.200000-1.1852961.881103278True1079L8TX_190716_01_D07...Zeng-Aging-Mouse-10Xv3b801b060-42b7-465c-a768-1a9b8dd9de7f#98D6F92#9ACA3C0#FAAA5B0#80CDF88
TCCGAAAGTGAAGCGT-761_A04TCCGAAAGTGAAGCGT33969585.00.03030314.007499-0.220336817False<NA>L8TX_210805_01_H01...Zeng-Aging-Mouse-10Xv3a59a8bc8-3c52-4d77-bebf-4ebf31e8d079#7ED04B1#CC68281#FAAA5B0#7ED04B4
TTACCATGTCGTGGTC-327_A06TTACCATGTCGTGGTC429410527.00.0200006.550781-1.378886804False<NA>L8TX_200813_01_H10...Zeng-Aging-Mouse-10Xv32e5da533-b920-4707-aba1-d27f04ce5018#8599CC3#CC68281#735AA61#8599CC10
ACGGGTCGTACGAGCA-385_D06ACGGGTCGTACGAGCA29436957.00.00000013.6501830.289086817False<NA>L8TX_201008_01_A12...Zeng-Aging-Mouse-10Xv38b63cdce-4d15-4e88-b154-c29fd0e23ff1#E644384#CC68281#735AA61#E6443811
CTTAGGATCTGTCCCA-301_B04CTTAGGATCTGTCCCA790747406.00.0370376.583878-10.639808152False<NA>L8TX_200723_01_B10...Zeng-Aging-Mouse-10Xv38c290798-5c6e-42d9-a906-bfb69ec4399b#7ED04B1#CC68281#FAAA5B0#72D5696
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5 rows × 35 columns

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" + ], + "text/plain": [ + " cell_barcode gene_count umi_count \\\n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 GCCTGTTGTGAATTAG 6777 37834.0 \n", + "TCCGAAAGTGAAGCGT-761_A04 TCCGAAAGTGAAGCGT 3396 9585.0 \n", + "TTACCATGTCGTGGTC-327_A06 TTACCATGTCGTGGTC 4294 10527.0 \n", + "ACGGGTCGTACGAGCA-385_D06 ACGGGTCGTACGAGCA 2943 6957.0 \n", + "CTTAGGATCTGTCCCA-301_B04 CTTAGGATCTGTCCCA 7907 47406.0 \n", + "\n", + " doublet_score x y cluster_alias \\\n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 0.200000 -1.185296 1.881103 278 \n", + "TCCGAAAGTGAAGCGT-761_A04 0.030303 14.007499 -0.220336 817 \n", + "TTACCATGTCGTGGTC-327_A06 0.020000 6.550781 -1.378886 804 \n", + "ACGGGTCGTACGAGCA-385_D06 0.000000 13.650183 0.289086 817 \n", + "CTTAGGATCTGTCCCA-301_B04 0.037037 6.583878 -10.639808 152 \n", + "\n", + " cell_in_wmb_study wmb_cluster_alias \\\n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 True 1079 \n", + "TCCGAAAGTGAAGCGT-761_A04 False \n", + "TTACCATGTCGTGGTC-327_A06 False \n", + "ACGGGTCGTACGAGCA-385_D06 False \n", + "CTTAGGATCTGTCCCA-301_B04 False \n", + "\n", + " library_label ... dataset_label \\\n", + "cell_label ... \n", + "GCCTGTTGTGAATTAG-135_B01 L8TX_190716_01_D07 ... Zeng-Aging-Mouse-10Xv3 \n", + "TCCGAAAGTGAAGCGT-761_A04 L8TX_210805_01_H01 ... Zeng-Aging-Mouse-10Xv3 \n", + "TTACCATGTCGTGGTC-327_A06 L8TX_200813_01_H10 ... Zeng-Aging-Mouse-10Xv3 \n", + "ACGGGTCGTACGAGCA-385_D06 L8TX_201008_01_A12 ... Zeng-Aging-Mouse-10Xv3 \n", + "CTTAGGATCTGTCCCA-301_B04 L8TX_200723_01_B10 ... Zeng-Aging-Mouse-10Xv3 \n", + "\n", + " abc_sample_id \\\n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 b801b060-42b7-465c-a768-1a9b8dd9de7f \n", + "TCCGAAAGTGAAGCGT-761_A04 a59a8bc8-3c52-4d77-bebf-4ebf31e8d079 \n", + "TTACCATGTCGTGGTC-327_A06 2e5da533-b920-4707-aba1-d27f04ce5018 \n", + "ACGGGTCGTACGAGCA-385_D06 8b63cdce-4d15-4e88-b154-c29fd0e23ff1 \n", + "CTTAGGATCTGTCCCA-301_B04 8c290798-5c6e-42d9-a906-bfb69ec4399b \n", + "\n", + " anatomical_division_color anatomical_division_order \\\n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 #98D6F9 2 \n", + "TCCGAAAGTGAAGCGT-761_A04 #7ED04B 1 \n", + "TTACCATGTCGTGGTC-327_A06 #8599CC 3 \n", + "ACGGGTCGTACGAGCA-385_D06 #E64438 4 \n", + "CTTAGGATCTGTCCCA-301_B04 #7ED04B 1 \n", + "\n", + " donor_age_category_color donor_age_category_order \\\n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 #9ACA3C 0 \n", + "TCCGAAAGTGAAGCGT-761_A04 #CC6828 1 \n", + "TTACCATGTCGTGGTC-327_A06 #CC6828 1 \n", + "ACGGGTCGTACGAGCA-385_D06 #CC6828 1 \n", + "CTTAGGATCTGTCCCA-301_B04 #CC6828 1 \n", + "\n", + " donor_sex_color donor_sex_order \\\n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 #FAAA5B 0 \n", + "TCCGAAAGTGAAGCGT-761_A04 #FAAA5B 0 \n", + "TTACCATGTCGTGGTC-327_A06 #735AA6 1 \n", + "ACGGGTCGTACGAGCA-385_D06 #735AA6 1 \n", + "CTTAGGATCTGTCCCA-301_B04 #FAAA5B 0 \n", + "\n", + " region_of_interest_color region_of_interest_order \n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 #80CDF8 8 \n", + "TCCGAAAGTGAAGCGT-761_A04 #7ED04B 4 \n", + "TTACCATGTCGTGGTC-327_A06 #8599CC 10 \n", + "ACGGGTCGTACGAGCA-385_D06 #E64438 11 \n", + "CTTAGGATCTGTCCCA-301_B04 #72D569 6 \n", + "\n", + "[5 rows x 35 columns]" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cell_extended = cell.join(cell_colors, rsuffix='_cl_colors')\n", + "cell_extended = cell_extended.sample(frac=1, random_state=12345)\n", + "cell_extended.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### UMAP spatial embedding: Donor and anatomic information \n", + "\n", + "Now that we've merged the color information into the main cells data, we can plot the Uniform Manifold Approximation and Projection (UMAP) for all the cells in the dataset. The UMAP is a dimension reduction technique that can be used for visualizing and exploring large-dimension datasets. The x and y columns of the cell metadata table represent the coordinate of all cells in the UMAP in Figure 1 of the manuscript. \n", + "\n", + "We define a small helper function *plot umap* to visualize the cells on the UMAP. In this example will plot associated cell information colorized by dissection region of interest, neurotransmitter identity, sex, taxonomy level, age category, and age depletion/enrichment. " + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "def plot_umap(xx, yy, cc=None, val=None, fig_width=8, fig_height=8, cmap=None, labels=None):\n", + "\n", + " fig, ax = plt.subplots()\n", + " fig.set_size_inches(fig_width, fig_height)\n", + "\n", + " if cmap is not None:\n", + " scatt = ax.scatter(xx, yy, c=val, s=0.5, marker='.', cmap=cmap)\n", + " elif cc is not None:\n", + " scatt = ax.scatter(xx, yy, c=cc, s=0.5, marker='.')\n", + "\n", + " if labels is not None:\n", + " from matplotlib.patches import Rectangle\n", + " unique_colors = cc.unique()\n", + " rects = []\n", + " for color in unique_colors:\n", + " rects.append(Rectangle((0, 0), 1, 1, fc=color))\n", + "\n", + " legend = ax.legend(rects, labels, loc=0)\n", + " # ax.add_artist(legend)\n", + "\n", + " ax.axis('equal')\n", + " ax.set_xticks([])\n", + " ax.set_yticks([])\n", + " \n", + " return fig, ax" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Below we plot the UMAPS for each of anatomical division, dissection, sex, and age. " + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plot_umap(\n", + " cell_extended['x'],\n", + " cell_extended['y'],\n", + " cc=cell_extended['anatomical_division_color'],\n", + " labels=cell_extended['anatomical_division_label'].unique()\n", + ")\n", + "res = ax.set_title(\"Anatomical Division\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plot_umap(\n", + " cell_extended['x'],\n", + " cell_extended['y'],\n", + " cc=cell_extended['region_of_interest_color']\n", + ")\n", + "res = ax.set_title(\"Dissection Region Of Interest\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plot_umap(\n", + " cell_extended['x'],\n", + " cell_extended['y'],\n", + " cc=cell_extended['donor_sex_color'],\n", + " labels=cell_extended['donor_sex'].unique()\n", + ")\n", + "res = ax.set_title(\"Donor Sex\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plot_umap(\n", + " cell_extended['x'],\n", + " cell_extended['y'],\n", + " cc=cell_extended['donor_age_category_color'],\n", + " labels=cell_extended['donor_age_category'].unique()\n", + ")\n", + "res = ax.set_title(\"Donor Age\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Cluster Metadata\n", + "\n", + "We load information on the individual clusters including the age ratio, odds, and neurotransmitter information. This metadata is indexed on cluster_alias which is also a column in the cell_metadata that allows us to merge the information into that DataFrame. " + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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number_of_cellscluster_labelcluster_ordercluster_namecluster_colormax_region_of_interest_labelproportion_max_region_of_interest_labelnumber_of_adult_cellsnumber_of_aged_cellsproportion_adult_cellsproportion_aged_cellsodds_ratiolog2_odds_ratiocluster_age_biasmax_region_of_interest_colorcluster_age_bias_colorneurotransmitter_combined_labelneurotransmitter_labelneurotransmitter_color
cluster_alias
1851CS20241021_000101_CLA-EPd-CTX Car3 Glut_1#f7c27aIsocortex - AI0.8319621836680.2150410.7849591.4537970.539826unassigned#219866#DADEDFGlutGlut#2B93DF
2330CS20241021_000212_IT EP-CLA Glut_1#5c1a34Isocortex - AI0.9696971601700.4848480.5151520.421595-1.246071unassigned#219866#DADEDFGlutGlut#2B93DF
3589CS20241021_000323_IT EP-CLA Glut_1#b96cf0Isocortex - AI0.8947372403490.4074700.5925300.576896-0.793616unassigned#219866#DADEDFGlutGlut#2B93DF
4207CS20241021_000434_IT EP-CLA Glut_1#bff691Isocortex - AI0.9710141071000.5169080.4830920.371035-1.430373unassigned#219866#DADEDFGlutGlut#2B93DF
52141CS20241021_000545_IT EP-CLA Glut_1#39fbfaIsocortex - AI0.98738965514860.3059320.6940680.900735-0.150825unassigned#219866#DADEDFGlutGlut#2B93DF
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" + ], + "text/plain": [ + " number_of_cells cluster_label cluster_order \\\n", + "cluster_alias \n", + "1 851 CS20241021_0001 0 \n", + "2 330 CS20241021_0002 1 \n", + "3 589 CS20241021_0003 2 \n", + "4 207 CS20241021_0004 3 \n", + "5 2141 CS20241021_0005 4 \n", + "\n", + " cluster_name cluster_color \\\n", + "cluster_alias \n", + "1 1_CLA-EPd-CTX Car3 Glut_1 #f7c27a \n", + "2 2_IT EP-CLA Glut_1 #5c1a34 \n", + "3 3_IT EP-CLA Glut_1 #b96cf0 \n", + "4 4_IT EP-CLA Glut_1 #bff691 \n", + "5 5_IT EP-CLA Glut_1 #39fbfa \n", + "\n", + " max_region_of_interest_label \\\n", + "cluster_alias \n", + "1 Isocortex - AI \n", + "2 Isocortex - AI \n", + "3 Isocortex - AI \n", + "4 Isocortex - AI \n", + "5 Isocortex - AI \n", + "\n", + " proportion_max_region_of_interest_label number_of_adult_cells \\\n", + "cluster_alias \n", + "1 0.831962 183 \n", + "2 0.969697 160 \n", + "3 0.894737 240 \n", + "4 0.971014 107 \n", + "5 0.987389 655 \n", + "\n", + " number_of_aged_cells proportion_adult_cells \\\n", + "cluster_alias \n", + "1 668 0.215041 \n", + "2 170 0.484848 \n", + "3 349 0.407470 \n", + "4 100 0.516908 \n", + "5 1486 0.305932 \n", + "\n", + " proportion_aged_cells odds_ratio log2_odds_ratio \\\n", + "cluster_alias \n", + "1 0.784959 1.453797 0.539826 \n", + "2 0.515152 0.421595 -1.246071 \n", + "3 0.592530 0.576896 -0.793616 \n", + "4 0.483092 0.371035 -1.430373 \n", + "5 0.694068 0.900735 -0.150825 \n", + "\n", + " cluster_age_bias max_region_of_interest_color \\\n", + "cluster_alias \n", + "1 unassigned #219866 \n", + "2 unassigned #219866 \n", + "3 unassigned #219866 \n", + "4 unassigned #219866 \n", + "5 unassigned #219866 \n", + "\n", + " cluster_age_bias_color neurotransmitter_combined_label \\\n", + "cluster_alias \n", + "1 #DADEDF Glut \n", + "2 #DADEDF Glut \n", + "3 #DADEDF Glut \n", + "4 #DADEDF Glut \n", + "5 #DADEDF Glut \n", + "\n", + " neurotransmitter_label neurotransmitter_color \n", + "cluster_alias \n", + "1 Glut #2B93DF \n", + "2 Glut #2B93DF \n", + "3 Glut #2B93DF \n", + "4 Glut #2B93DF \n", + "5 Glut #2B93DF " + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cluster_info = abc_cache.get_metadata_dataframe(\n", + " directory='Zeng-Aging-Mouse-10Xv3',\n", + " file_name='cluster'\n", + ").set_index('cluster_alias')\n", + "cluster_info.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now that we have our data loaded and indexed, we can merge the tables together to create a single DataFrame allowing us to plot various information onto the UMAP and beyond. " + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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cell_barcodegene_countumi_countdoublet_scorexycluster_aliascell_in_wmb_studywmb_cluster_aliaslibrary_label...proportion_adult_cellsproportion_aged_cellsodds_ratiolog2_odds_ratiocluster_age_biasmax_region_of_interest_colorcluster_age_bias_colorneurotransmitter_combined_labelneurotransmitter_labelneurotransmitter_color
cell_label
GCCTGTTGTGAATTAG-135_B01GCCTGTTGTGAATTAG677737834.00.200000-1.1852961.881103278True1079L8TX_190716_01_D07...0.5779490.4220511.0137160.019653unassigned#80CDF8#DADEDFGABAGABA#FF3358
TCCGAAAGTGAAGCGT-761_A04TCCGAAAGTGAAGCGT33969585.00.03030314.007499-0.220336817False<NA>L8TX_210805_01_H01...0.4544940.5455061.0464480.065500unassigned#8599CC#DADEDFNo-NTNo-NT#666666
TTACCATGTCGTGGTC-327_A06TTACCATGTCGTGGTC429410527.00.0200006.550781-1.378886804False<NA>L8TX_200813_01_H10...0.3705700.6294301.7412080.800089unassigned#80C0E2#DADEDFNo-NTNo-NT#666666
ACGGGTCGTACGAGCA-385_D06ACGGGTCGTACGAGCA29436957.00.00000013.6501830.289086817False<NA>L8TX_201008_01_A12...0.4544940.5455061.0464480.065500unassigned#8599CC#DADEDFNo-NTNo-NT#666666
CTTAGGATCTGTCCCA-301_B04CTTAGGATCTGTCCCA790747406.00.0370376.583878-10.639808152False<NA>L8TX_200723_01_B10...0.4034090.5965910.587232-0.767999unassigned#72D569#DADEDFGlutGlut#2B93DF
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5 rows × 54 columns

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" + ], + "text/plain": [ + " cell_barcode gene_count umi_count \\\n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 GCCTGTTGTGAATTAG 6777 37834.0 \n", + "TCCGAAAGTGAAGCGT-761_A04 TCCGAAAGTGAAGCGT 3396 9585.0 \n", + "TTACCATGTCGTGGTC-327_A06 TTACCATGTCGTGGTC 4294 10527.0 \n", + "ACGGGTCGTACGAGCA-385_D06 ACGGGTCGTACGAGCA 2943 6957.0 \n", + "CTTAGGATCTGTCCCA-301_B04 CTTAGGATCTGTCCCA 7907 47406.0 \n", + "\n", + " doublet_score x y cluster_alias \\\n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 0.200000 -1.185296 1.881103 278 \n", + "TCCGAAAGTGAAGCGT-761_A04 0.030303 14.007499 -0.220336 817 \n", + "TTACCATGTCGTGGTC-327_A06 0.020000 6.550781 -1.378886 804 \n", + "ACGGGTCGTACGAGCA-385_D06 0.000000 13.650183 0.289086 817 \n", + "CTTAGGATCTGTCCCA-301_B04 0.037037 6.583878 -10.639808 152 \n", + "\n", + " cell_in_wmb_study wmb_cluster_alias \\\n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 True 1079 \n", + "TCCGAAAGTGAAGCGT-761_A04 False \n", + "TTACCATGTCGTGGTC-327_A06 False \n", + "ACGGGTCGTACGAGCA-385_D06 False \n", + "CTTAGGATCTGTCCCA-301_B04 False \n", + "\n", + " library_label ... proportion_adult_cells \\\n", + "cell_label ... \n", + "GCCTGTTGTGAATTAG-135_B01 L8TX_190716_01_D07 ... 0.577949 \n", + "TCCGAAAGTGAAGCGT-761_A04 L8TX_210805_01_H01 ... 0.454494 \n", + "TTACCATGTCGTGGTC-327_A06 L8TX_200813_01_H10 ... 0.370570 \n", + "ACGGGTCGTACGAGCA-385_D06 L8TX_201008_01_A12 ... 0.454494 \n", + "CTTAGGATCTGTCCCA-301_B04 L8TX_200723_01_B10 ... 0.403409 \n", + "\n", + " proportion_aged_cells odds_ratio log2_odds_ratio \\\n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 0.422051 1.013716 0.019653 \n", + "TCCGAAAGTGAAGCGT-761_A04 0.545506 1.046448 0.065500 \n", + "TTACCATGTCGTGGTC-327_A06 0.629430 1.741208 0.800089 \n", + "ACGGGTCGTACGAGCA-385_D06 0.545506 1.046448 0.065500 \n", + "CTTAGGATCTGTCCCA-301_B04 0.596591 0.587232 -0.767999 \n", + "\n", + " cluster_age_bias max_region_of_interest_color \\\n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 unassigned #80CDF8 \n", + "TCCGAAAGTGAAGCGT-761_A04 unassigned #8599CC \n", + "TTACCATGTCGTGGTC-327_A06 unassigned #80C0E2 \n", + "ACGGGTCGTACGAGCA-385_D06 unassigned #8599CC \n", + "CTTAGGATCTGTCCCA-301_B04 unassigned #72D569 \n", + "\n", + " cluster_age_bias_color \\\n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 #DADEDF \n", + "TCCGAAAGTGAAGCGT-761_A04 #DADEDF \n", + "TTACCATGTCGTGGTC-327_A06 #DADEDF \n", + "ACGGGTCGTACGAGCA-385_D06 #DADEDF \n", + "CTTAGGATCTGTCCCA-301_B04 #DADEDF \n", + "\n", + " neurotransmitter_combined_label \\\n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 GABA \n", + "TCCGAAAGTGAAGCGT-761_A04 No-NT \n", + "TTACCATGTCGTGGTC-327_A06 No-NT \n", + "ACGGGTCGTACGAGCA-385_D06 No-NT \n", + "CTTAGGATCTGTCCCA-301_B04 Glut \n", + "\n", + " neurotransmitter_label neurotransmitter_color \n", + "cell_label \n", + "GCCTGTTGTGAATTAG-135_B01 GABA #FF3358 \n", + "TCCGAAAGTGAAGCGT-761_A04 No-NT #666666 \n", + "TTACCATGTCGTGGTC-327_A06 No-NT #666666 \n", + "ACGGGTCGTACGAGCA-385_D06 No-NT #666666 \n", + "CTTAGGATCTGTCCCA-301_B04 Glut #2B93DF \n", + "\n", + "[5 rows x 54 columns]" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Join the cluster information in by joining on the Aging dataset's cluster_alias column.\n", + "cell_extended = cell_extended.join(cluster_info, on='cluster_alias', rsuffix='_cl_info')\n", + "cell_extended.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### UMAP: Taxonomy information\n", + "\n", + "Below are UMAPs for labels associated with the taxonomy, namely: neurotransmitter and cluster. Note that the colors for neurotransmitter (and for class, subclass, and supertype) are the same as those from the WMB taxonomy." + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plot_umap(\n", + " cell_extended['x'],\n", + " cell_extended['y'],\n", + " cc=cell_extended['neurotransmitter_color'],\n", + " labels=cell_extended['neurotransmitter_label'].unique()\n", + ")\n", + "res = ax.set_title(\"Neuortransmitter Identity\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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lqqwDQE3TtOlKdwFr2jS0u+zxiX97iu1zUkgD4gKKUqEMQdGXbBvMENzxFNREsBPwYJ9i3HeRh/YRu3Y1Thj8VApyaYJQlkQ4zvfMTcwQNdT6IV6tZhE5PMhFs9rpCFdzlfNK/tt6kh+mNvGA00S7vIiZ1GBh8Co1n5BpMFvW0mNkuMPaSZ+fZbFsZIas5jH7EA/bBzhkjPIKfy475w+R+EAUI6ongWiapk1XOgOoadPIPbfv5/c+cj+v/vEu1i+uwYuY1Nx2gPh3d6HGc4BAAcGBfggkajDPsnVlqrKKkvIxleCvnkjQsWEnFIdABVAMkxYlDpijPBLZx29De/hffz0NIkYiEqdfZNmhhlhPHykRYdwo8u/2I2yjn0BKDAnVQYxukeGH9iYU4Amf/7GfpJowN3tLWRA00GWkGTSyvLV/BXJcZ/80TdOmMx0Aato08qOvbWPX7lFyrXGMgk/4cBZGyliDJWqeGEH1jUK2AK9cBbZFwhXUFyxWj8ewA0Vg+NwqHqN2LMA0BLFsBCFtorkkphQEhmStfQgbi0caimx0xjhsjPOV6BNgBSSUza+DQ/zE3MZHY7fzpHGYu+VOtnqd3Gvs4aAxxqqglSaV5JA5hisC+owsFwZttMtqfBSxsRDOY+5UX0pN0zTteegAUNOmkXmXNBNc2Eh0qES4J0fhoiZ6/3wVXkMUu79A5L8fwDg8hN1SC5ctxg7gQCrHD+Yfxjd9lOUyVs4wVBpFCQ+3schHwhfw8cjFOAULVbKRAVwYryUkJAllskH1IYWkMUiSdOOEAgtRDnOBbOVX1i56RYZoOMbvB6u5JpjHZqOPWhnltf4ifCUJSZPPhx7mRm8Rf+JehicCfsyWqb6UmqZp2vPQYwA1bRoZftcimv7vOmoKHsMHc7jtOfIXNjD2ullEf7WT4vIGhOMS2dpF46+3MBxSZJttltpV5ICDpRwZAsbrS0gBtlCkTJsEIUxTEJERCjj8ShyCGWVuUxu5wusgK8vstAa5OVjKChHi99VKck6ZzUYv+yLDjAiHHQxwvbcAH4kyQCjBo/YhLgnaeVWwgFvtp7nN3k4Em9pNMd5zy8UYhv6OqWmaNh3pAFDTpomnH+tl5EubONQaJR81sVbVIwG56QCyUKYhHFB8xUVI16H2i7fTE7cQEla6rVzrz+O3QTfjxQL5Wod5oo4bvSXcGmzhn8RD4FlcEK3FVAab3FGUmpigIeDNwQXYGPzA2MS3wxuYYVXxquJc/j3yAH0iRy1RthuDLA+aGDIKfNi5nLVGF1nD4V5jLw9ZB3iTt4wkYVIqTFcow/uvuVQHf5qmadOY/oTWtGniQNbhQLpEcX41QTJEfPsoTnsCdaAf+eRO0gNDxA4MYj22nZFogAo7yFSRPUNd/Ev2Ie4zd1CoL/Ca0gI+WL6SUuCTDRcg5kF1iU5zHEzFnEgEEgUQgBJstHooCheHABEIDrl53m79hANijD92L+Vabz7VRNhs9eMTkBMul8gO3uquQArFzd5SZvo1/Hn5at7kraBFJdlZGJzqy6lpmqY9D50B1LQpNt6XZaQrw6dch9G/uIiW/9iE4QTgBsS2j7JoR469BOSjPsYDG0kOBhQaqyDlYeezRD3oqi6gwgFuYLAs0Ug4MPmBtRllB1jKQPqKsnBZHDTwsH2QJQNxWkYtYjPr6Y/l6LEyuCJASkAaeNEyBWFT7SZpN2vI2o/xQf8y5gS1fCH8KJd5HTSYCV7hz8NSFl+OPkEZn485V9LgJLjkt+04TR7hK+ypvryapmnaCegAUNOm2H1fXc/dTQmGLmpF+RJ7sISVcwk7Pm1fX89IG8xKm3QVCngtVaimAKVGENJjYWeEqGdSXxAMWAbRQor/MJ4mFYWsUWROUEMx8FDjZepr6+glxxAFIpi02Y1cKpZxwBtnpWplxCjysDpMZ3iE3cYQ9X6cDlFFv8pykWzjdf4Sfm5to9NIsz88wjzVwCu9ufxD5B5GRZFX+4uYK+u5yV1MvRdny297WXPFrKm+vJqmadoJ6ABQ06bY5rTk4ctqQSnC/UXKc1PYrkf0UBo7EmLgqjacoS7kUD9+RzsLuiG5fYzHF7l0NwgWDofIhnyWjFWRsSSOlAxSgJJNj1EiXIwSURGyRpkrg1mMlosUmko01s6kOogzQ0n2GaO4wucmuZg55Vo+HP0l18l5bLS6+VFoE/vMYb6jnmat2UVWlIkrm8NijJ+HCowYRepklCWykW3mAOvMLqrcGFtSfaxh1lRfXk3TNO0EdACoaVNo74Y+Dj95iJAhmGFAcXE1xYsa6Lh9H3s/cTFulcDtHqTKS5HqH4GD44xH4ghb0jFkU4z6ZBM+C7rj7JudQUibRN4A3wJpIYXCD7mUwyZpI8//Rp7i70rXUvI8ZsgU/2k/xqZgkOvEXHpkhjsiO2kKEoQw+Z69kQtEK0NGgRoVY4g873ZX85TZyX5rjN93LuJeey99IodQglZZxUExyo3eIkqWz4ff/ztTfXk1TdO056ADQE2bQj8PGwyubkEMlVHAzGwPNfvGSLuK2I4xFEVkeozA8WnpNtjdOESv4bF/no8pQOYSWFFotn2EEqTygoZRm/FkES8iCawApcBQFgEKFHzVfIo/kpdiC4t9YoQmK84bnCX0mGnul3vZaPUyL6hjyChwf2gfl3sd7DNH2WkN8WZvBQ1Gkn1qlLA0+XT5VXST4WuhtVzmd5AgTASLXckhgpjSHzCapmnTlFBKveCaTdlslqqqKjKZDKlU6ky0S9POeZlA8p2uNF98qpdMTQQx7rDsX59CWgZ9MZ+hZdDQZSH7s5SjHrmmPHUlKCU9ajIGh1s9yEewyjY1okQ27uOEoDpjkyGEiJUww1AjowyZBTjyTlccnf8voY4Yf+m8gnWii5+bO1FmgCkEFoIoIbKUkRNVYxplnGoVodfIMieoo5EEb3KW0UKKrCpTR5yZqppSjcdDbzrEn75KZwE1TdPOlBcTr+kyMJo2BcZ8yYe606z92nba/3szobKHkJA2bNyCIuqbqP4MNZleLh13kbYkPJagvTPOkkNhbNekrjuJiJYxUzmGa30cSxDBJhFPEkkGyMDgzaWVXOzPrAR94uh/xkQwaAjIC4e/iPya24xd1BSrSRRTBELhCElJuZPB34KgDgWYGDSpJGNGkU1mL2mjzAh5aonRT4YiLneJvdy4YjEn8f1S0847Skk8N0e5ODDVTdHOY7qHRtOmwN237qD38R4a7YD6bJ7+wTzp2jipGTZG2MQv5akuOizsM1G+ojprEvg2+2Zm8ZI+Vf1xwiWD5EgUlEBVO7iW5FO563kosp8NZhclTH6hdlHzjCBMAAYCiUIKcAhAQdgU5KwSdXaI/MS2gajsayjBX5ZfwXfCG/EIGFNFYiJEWJapJ067quZD0dv4kHMFW+Qg385vJHGrzbsiq4m+JoQ93zyzF1jTpiGnPEr3gZ8BzsQjBvXN11Bdt2wqm6Wdp3QAqGlTIPAlwgkgoWjIFrjgf9YScxRu2WPUtihbNvP8ONgBYU+xNCvZ2pQn01BE+SayMUekECFbVyJRCAGKiG/wN/Z9RMoGJaMMMowbcpndE2P2zAbW2t1AJRn4Km8Bd4f2TPYKI6BoehD3GFFFjmzoi6P9xp+M3sWV3izW2d18uHw5j9iH6DMEX7XXsjcyTI2MsjxoxkNRNFwM30CEBSJ2Zq+tpk1XufQuwEEpUFKAFIwMPMDIwEZmL3obphma6iZq5xEdAGraFFh+cSNVcUn997bgB4rxgoPlA4FBxjCJOwZRJYgqiQ/YPuQa8igpMBVccihCKSIZIURN1mDjAomUAitvIC0PU1oEERdbQrbRoqVscrno4Em3DxWYHCyPMd9LMBotMlotK2nBCT6VjJ/hK3wTECDLIcqm5J7QPnwk3wlvIJGvZkyBTOQoCo/Vso0+I8MGq5ubQk38Xvsqku+KULrXRWUV9mL9caOd36rrVpEe3QQolB8CBVIohJnm0O7/ISZeS25kH4YVpnnJLJLVc6a6ydo5TI8B1LQzrFRw+atPPcjIN3cyUPSRJgzHLPpsi7gKaPE8TNvDNQWuUKSx2NooKSQlwpDM7rNpyNnMGggxry/MQE1Aqmgwuy9EzHQJSUHKNLmgXItnSvaFMvhScrnbwQq/AYFgb/UIXbV5snGJUCCO6SV+s7ecBbKeqGEhACswqXdTxMtJfAIUkjd4SwljEsemTca5wVnAhf4Mvhh+jP8KP8n3zEN0XZHBOxTgrPdx1vpTdr01bbqw7Djtc9+JCgxUIChsu4ryoRXIYgIpoRD8BhKH8UUP+3+dZc/jt5Eb7dVjabXTQgeAmnaGjRwep2b3CPU949hFj5IFIeHT4AVIBNUqwKvPsnnlCOVIwHhrnoPzx/FsUIaip8nDTRiUY4JDdT5KCCzPIJf0CSyFJSQNJMnHK2VfPFPyWKKbB639bEn1oZIlLAsioTDCEigRoEQAUhFRJgXhMlPWkFJRlADfDIiHBO8ylzA/qONiv53DYpRoLODCaC0LaWWr3Y8yBLuMIXBMIiLETzZvZvudffz5yJ08OHf/VF92TZsWwpEaZi95D9JJopw4/lgLyo1Q2rUGFdgYtodhuYSaDhP4PofX7+TA+gdxCumpbrp2jtEBoKadYaZlUGVI6nAhanJ4jkXUBUNICrbEBqJCUlVWlE1BwRQIA0QACChHfR6ZPc5TrS77ml1816J5KIxjCmYN2jSlLebKWnwVgA1YIFHs9vom22Bj8Xp/GZfIWUcbJgRlAu629/CodZAqosyUVSAgG84zEMqjTMiaYxywxrjX3kdE2CRVGFMZhKVJyLdoKtXhZ2y+9+QGDs4co1znkbNd0l0l/u2XD9I1On6Gr7imTS+2naBl5g2gDOKr7sUdmoU/PgO/FMYvJJBuFG9kBkEhSZCuZvyJC9n5XUU5HVAa0dlA7dTQg3I07Qx75DubcVyJpQJCZZ9ZPQqhBDaKtGVQjaI/pRCeRU9C0dleJO4IlAlKKVJFg5X7E2xrVERKIVTcYV9DgFBwuCkglTfo6+yhu8XDipukCNOmqtgfGQE8AIrC4x5rN3NlPfWkGKFw3DjAsvDpNTPYWFgIMkaJviBNr7EPiwJpWQNE+Z69AYFgrqwnJExWiGY2mqOUrCLFTMAMN8WCpQ1cZc7h8f86wMZcNwXp8uk33TAl117TpouambXEmhyQoAITYXqUdl9CqLEXI54Bu4ySgiDdjAoMvJzJwV+BnZDMe4OBMMQLn0TTnocOADXtDOvaPkCEAGlAYihPDpMQCmFKVCxg2FNUO4qWURvpS/bbCmUoqnIGIFjSFcG1A+LKp2C7FCyFE4KwV5m1G1iVn+s9RTSo4o1js3FtyCRLdBrpyXYMGgUGjQILgnpGjQJKUJkirEAJqJZReo0M/sRc4e3WAJ6qIi9yKBFhflAHwD5zlH3mMH1ejuuDhUSiB7nX2kdYmXz4oV+StUpkRZnIKPimT2q/numoaa4zRmjOg2Q2XkuQaUJ5NkZqBK9vHlIZRDq2Y5iScroZJipw5vsgXA2FQUWiRQeA2suju4A17QzLDOXJN8QZXNaMQhBFkkt6lEIKDNg5y6FxzKK6YJKu9oiVFe39JuMpSWDCxrlFrEDQVDABhWMrEBArCzwThIR8zGeoyiPsC0Z7BznUeYBcqQRM1IIOAAVWAF0izRu9pcwNarDLJoYnQMGgyh43+HyEPEUgUG00yyoi2NhYXO53sKI8g1mqhrut3TxldGEAMWw+lL+MV2bn81ThMC0SrvM6+MO3XcptG7bxxL7DZ/7ia9o0IYSJO1aLzNWhnAhGPItVPYASEjnWTDA2Az/dCMiJWVoKJDhj0PmAojAop/opaGc5nQHUtDPIc3ya5tayK+0wPLOK5PYBMiYIFD3NLq2jNnMHbQJLkosFFCOSQgzGkwGmD+NJieHDjpkOViAohRVy4mtcOqlQBjSkTRqyNjs7HPZGRqA+TKpgkIk7CAG2MjAUtI6GaBqzceYkuThoZ4Fq4N9CDyECA8NX1GQNimHIJCs3mgBoD6oRKOKEWRG08Ct7JzkVoRTy2e4NsM0coE7GyOKQkGGQYBiCnWKI79QFqDrB+FaHbzzyJKs6ZnP5/D+YuhdD06aQHaqiuG8ZZvUAsjQTI1zAsD3ckZmAgdO5HJAQzWHG0wQjHRxZ0qfQDbt+oLjwIwrD0plA7aXRAaCmnUGbfr2HvY910aQU/p4BnJgPhmSgwaOr3sOQguqiSTrhkZeSnsY8gQiBAYENc/tsZg2EcYVgw4IcjikwSwoSoFQls9fX4FOKC1KuRTbis3emi5BMdvH6SKQNmZBH3ywHx8oxQ1WxTQygDMCUSAIibgjHltieoLpgMlzt022miSqLWhljk+glJcP0mhkMBD8JbyFAEcKkRkb5G+daRkWR79hPE1U228tDJMfC/Pd93yVbKvPA1hw/f3ALb37FBVP9smjaGaeUIrFoN85YCG94Jv5wB/5wB1Z9D3ZDJ07XEmShBpwYkmOzfZUgUDqQ7ZVUtRsELlgRHQhqL44OADXtDFFKMdqbQU0Uf61BsbfBYW+bQykCdWOC6rzJUJXHzlllYq5gxlCMcGAxFvcZSyjCnkE6EdBT72IAi7vDNKUtDrY6jCZ8TAnlsCKWNrlBzeenbK+M6TMAHwQG0qrcTEZTAQBhZXKntWtyEohCAgadzS5NQZzZhyQhz8CzJJmEpE7FmRPUscnqJapCKAXVKkqDjJOLChY2LOJtXY20y2oesQ9iGIKCqkw+8f0hXBVBEkKpCJ/57T06ANTOS+VxhRi7GJkfA29iuRzhozwb6duVsRwAhlspGn0Ce38I4VpJvAkaVxmkZuogUDt5OgDUtDMkN1Jk+FCa/gYfw1HkIj599T5Rx6CqKFh+MExt3qIQlTSkTRKORapssqgrQo8VortKUWos0jPXJVwQLO2MMpTyAIuyIUmVDAoRxap9EWxpcHf9AWxH0D5q09nkEphgKEkw0R4hoV7GqFcxdtkjlQcVgFFZ/QNoIMH1NXP5dW4T2VhAVNlkRZmHrIOMiWJl0wBGjCKfcV/JPtHN9zjI+4MZrDM7OWyOIYWoxJbKwfOzVJOiNjUXPyRZNKNpCl4JTZt65VHw8wn84QQAIpJDWCWCbANBtgHUxPrZyqyk/ycdH+Q5Y2BYEE6doYZr5wwdAGraGZJqiHPZW5fzqD/A6CP9NGRthjMBVSUTiSTq+axb4NHT4DG3P8S83gg7O0o8vDyHWQzjuhEGG4u0iASRnEM6JTnU5jNQV6QcknQM28zpD5GLVAo754RkSU+EqA++YdPd4CErvUcYHoQkuHbAcDlDWIFjAJV5JRUCTGEwWuWzp97DMPpwsCiqpsl7kCEh7AmirsF3E78iI/KMjRT5E3sdNf5yDhujqMneqxK2SrAiWMjvz72aRxIHmVFTxd3bdnPDsoUIobMX2vkjMUMQuArpTLzhFAjbmxirccz8zCDyHEc4+kYVJgxvVcQaoXaRfh9pJ0cHgJp2BhUyJcZ3j1KbNfFNmDFosm+WhzQUe2Y6OKZJYEEuKumrcxmo9QhMoNbHNwuEAgj3lehu8PBssD2IjkWxLUWqEBBxBXvafUaqfJCCA20+83ptRusVVSJMTNn0kSfsg2uDb7rMzkcQEclwKmCi93cywNvkD7Ap3A8COlSEGpVgLzZFUenSVQLm9Jp0NZToJMawUUJSTcZXZOQ4KgDDGJ2oLhPDE92sC4/wmvkXERmxWX+oh4FMnvpknNWz2qfoVdG0M8+OCVpeeZihPYfJb7kc5cQJnDjPzPA92zMLQSuK/YLiqKJhkaJ2kXmaWqyda3QAqGln0Od+eR+hgYCBWp/RpE+yKGgas7EC2DUzoKYkyEcl2VjAcJWPEuDZVO4JEpJpA9dW1GVt5vaH6Wlw6a0rYXomPbGAziaPTFJiBGD5ikXdUYaqPTyzMow8MGFeb5jWUZueOoeDbR4jcRdLihMXhbLUxP1I0eFciJDwBqMa31D8zN6KjcHOuWUMbIQStATz6DYyqKgHngtWGVOMEKhaTIYwRAFP+fzT7V+hJrGY4Ww/YbuBD7zi0jP5MmjatBAwRqiuQKh+FHe4YSK2Mzk+CDzJlT/cyq75PkWiVWcBtRem6wBq2hn0hpsuohSSFEOSuqxJbc5m/YIiW+YUuWxXgqWdMZZ0xcgl1GSGL+JAVd5gxaEIS7tjFEOSUjjANyW5aIATlXgRj0xUYhbFZDHnkAf1WZN42cAVkhI+BemQDSlcaTJUVembHU9Wgk0UlVovCoQPzWPW0S5hpXjU6mRDqI+L/XZmBdUAuEKisAgAqaAo3Mq9yxQQcbBFDwIHSwxjM4KYaFzeURweHaHgxciUity5ZdcUvBqaNrWs8kUwcB1V7S1YcYNKTuZI8DbxRj6OeMbP4rjHRrbB8FZdH1A7OToDqGln0O/dcAmfufd+RoeK2K4g7Arqswaz+kPESyYxQ7FhXhHDh6VdYRZ2RbB8wRNLisSLJnVZk0JEUYoqBqs8ihGJXemNJbBhrDGoTOAwIB+DTXMK5OIK24NQGRzTZCwuGZ3joiIBiDJggzQRCuwAXAMu6IwS8sCxFJlogK0MHBssafKlyGOMG2WgcutRAEKRNx3ySCpRowkYhMwARaUAddgL45gWSihMMYwlhglkFaZw8LzFwCvO9MuhaVOqbpFB1awo3Q/Lian6J+O5s3vKh/JYZYZxpEZnAbXnpzOAmnYG7egdYNXsNpwIFCIK14LV++K0pEOMVnmMJX2kCR1DNjMHw8Rck8CExrRJYEhGUwHlcCUrcGCGR2Pa4hWbk0fvCQJMn8o724B0SmF4sPRwlGQ2gnJCGL5JxC4hbaisDTxIXdogWmZihrDkYHMZJwTZeIAhwD9SbNos4wpJhkoAWIn+js1SCFAOEDCvoYa3XXYlLdUNCCEo2x43LL2QqGVjigCDAMsYwxAFfrj2ntN74TVtmrIigrYrjRdIxxyf6Xs++X4qAaWmvQCdAdS0M2h2fS0NVQlClklZBWQSksFqH1DsbnewA4ETkuSigu0dJWb324QCAyckqSnaPD2/iKGgftwkG5HkIgFb5pYqK0VNMBQEqvKDNCAcmMRcgwYkA1WKIOLhHhknrhJAgnRVH/FSC63DIfa3lsnGFVvmlI5v/ESPVJ+RRR2duFiZCXKkAUqAgBBj3LB8NbniARY0d1BwyiQjDWAnCZSHKQwUCjlR1PaqBRefvouuadOccUzZv6NeWgZPeZUSM5r2QnQGUNPOoFg4xEeuvZJEJELrsEXTmCCd8Bmq9giEIhuXOHZl/F05JJGWQSEm6Wn0yIcCpJDEHEFtzqIuZzJaVQkgXYvKUiC4+OLIWr8+CEk2IdnX4rB7ZhESZbDkMfcWASogELUs6I3QmLaozpkY/jMafkyAqYSqRJkTux89lgQhQIVwqeG7T2wjFGonkD7JSIxIyKY+ITAMg6Vtc6hLVgFw04VX8+X3/PnpueCadhZwMmAnT93xSmOQOaCzgNrz0wGgpp1h9ck4Vy6YxeLDYWoKNk3jNvXZEAhY0B0iXIbOZo/AkOxpK7N1TpnxhKQYDaguWriWYqTKp3GsMm6vOm/QmLaIOgrLh9q+JKGyXQnapMBQMJ708EM+qIB5nROJ/yNjzIUFwmRXe4n+Gg8UzO8NEy0fnVCCAjOgUiZmMhg8EgSqSuZPmtjSIIJNc1BDwZE8sqePA0O9xMIRXrNiJYVygagdIRVr4or5qwlbNk/u38ruvkNn9DXQtOkk1iCY9waD+IxTdMAADt+vGNtzkjOItfOSDgA17QyrS8SpjsXYstylv9Zj34wy22ZVulsTRQNlQi4mGalVDNb65GKVb/JWAJZfGY/nWAonAlFH0JSxWdWbZOZwlAsORnBiZeLjEZA20YJBtASBEChRKdx8qLXS5YwAJn4Ek0IEDjW7VJVMWsZs1uyKIRSYEmrzBkpIsJyj3b1H146b/DWlQlznzeQvnMsR0iMZDvP6VVexZs5ShBDcsuY68o7P2v076c+GuXbpGmriKUqec8auv6ZNR4U+hZM+dcdzxmBoi0RJHQRqJ6bHAGraFHjV0gVs6uxhS2c/oJjfG2JhZ4Stc0vIYwoxTxKwfbaLkNCYNli5P8a6xUXKtmKgVTFUm2PGoMVw0iBiSEbaciDAt0BWJuSCsis/m0dq+0mwJwoMIjB9g8CCzmaXwWqf0MSiBLYLjl2ZWTzZGHVsqYoj/yvIiDJPW/vpM/cjxSAD2SgjuRCbOveQLRewTQsvKAI+e/sew5ceC1o6WNWx6PRdbE07C9gJge+c2mAte7BSFqZxpS4OrT2bzgBq2hS4+aLl/M973kLcEZgBzO+JkHAMAkvROmIRnZhki4KajEFT2gIFcUeQKJnsnO3gmJLAAtfziJagr96lt9EncUwyzYtA2IPQxJi+eAFEcKRrV2C6olL0T7gYQNitbFeOKLJJBUJRjkAhKkEYoELPjPmOmYGs8IViwIDN5iAGRcZy67l90+M4noclTH627j5s00Lgki5mKThleseGuH/HOrpHB07zVde06Ss1UxCtPfXHdbOn/pjauUEHgJo2RZbPaGbBghYQlazb+gVF8AI8oQgMQEHYF6zeF2dmn42hKpM78lHJSMqrlA0Tipq8iWMp0nFJYEBXUzC5coiQ0JS2SZQqGQDPOia5qDwachB2yxgU8Gxwwsc0UKmJqYnPKPNy5AhCHV+rdjIrKJDU49OML+MU3Voc2UpzdR1F18UyzYndFFJJBjKjvP8b/8hf/OgL9KWHT/2F1rSzRNuVBuIU9suZMUh16Nu8dmL6X4amTRHDMPjtR97Hu8Y7GG2U5GIBvU2K/qYAd2L5t+Yxi0w8YKTaQ5qQiytGqit/L0XA8BUjKY9SWBJ1Kpk9CbQO28RLgqq8oHHcZMaIje1XjilNBXgYRoZyuESoXIVUdQBYLghvoryzEKCeuSzVCRwTE0bKAtMXE/3OYcBHCEnZlewf6iFTzBK1n724faaU557ta1nzqXexp7/zFF1hTTu71CwQzLvp1BVwDkoQazplh9POMToA1LQpZAiDJW3NJBvj1MysosapdPVGS5Vs30jKJxcLKhM3JrpcAwNMt/KztMooa4Q5A3ku3Bsi5giSZYOOoRCLe6JkEoqhGsn+VgepAtyQR33GJCr7sWWOfEiRS8CRNJ5vg7LgSEQnghO1utI1fHxcKEG5hHxBVcFkxnAIlE2galAk8WWZBc3zuXLhhbzxwqtJRmIcOYspjn4MlTyH/7r3R6f4Kmva2SNcewrHASpIH9TlYLQT05NANG0KxaoifPi/buam0XHe8IVvUihLCKAUhVhZsLAnjOULouVKxu+IupxBf0QiDIlvGuxtt6iPezghRWAGpJMeAzUBtgfDKZdUyWJmf5SeJoeavGLcb6EQzZEPRSvlXYRPYEmQIcxA0DYaYrDapSljE3EN9rQfO0tXHL8CiKKSLTQssnFFqqCozVn0NnpImkGBG9j8y1vexarZ8xFC8K4rb6S9rpmy57KtZz9/+5Mv0ZseJhWJ86mb3n/Grr+mTSfFIUXv2lN7zMxBqF9yao85Fb6X62GBnWBNpHqqm3LO0AGgpk0D7XU1XDy7nZ6xDMmwyWi+RNlW7G0ps3p/guWHK7N+AVAwWiVBgVIRCMIEwqYQBaE8EJJdHQqUwUV7Ihxs9WgeCVE7GmU05RMtQzZeIB+qIbCOrEDgUBk0aBH1LBJFQcStDAg8UobmWSZW/ag0ZCKLJyCbkGxLOkxmEYFEJMzc5pkIUXlsxcwFk4dpqa7n+mWXopSa/LumnW8CT9H3hESd4oTd6HYQRsCc1569M4Ev6nyUwIIZRphft6yZ6uacM3QAqGnTxJfe9Saq4zHu3LidQrqMCBQdoyHWLS7iG/K4Wbd2ADHHIJ2ywAS7DKm8QBAmbfuTEzJ2zHIxJexpK3Gg3qOY9BgvGWRiVQRmJWhTpgIVxfTAwMS1FD2NHrmopGPIZl5fiFJYMp58Rn/wsbHakWLQR6ijf29MJvjdi1dSFXv22L/jDqeDP+08ZtqCZLs4LcWbcz2n/JCnla8UG5w0S0JJfqf3cTArvQ43xhqnumnnFB0Aato0EbIsPv7qa1gzq52v3PoAxphH14UBXiaLd2Qy7kRg5dgQmJKF3WHqsxbr5hdIeDbDIWciEPMBk3JYYnkCU0Gu1gNgzJ6YJayOBG2VSRti4vi+CcWQRJpQiEj2znAqAehzkeLZo4mPCQD/7Iar+Oj1V53Sa6Vp56LGCwXdj576ADDacMoPedoUfI+3DW2iTzkEUBleAhBIPlg1awpbdu7RAaCmTSONqQS3rLmAW9ZcQF86y5fve4ybVy/npv/8BuP58mSizbcBB0KuwPYrq3zsai8fU5OvEpGJQOBb4CMxpMGs/hCuEdDT7IGodP+qicLT/pEeInF0YfqhmmDiOMc0ciJQDDvgWkcmjRyjUlcaANMQDGbzlFyPaMg+1ZdL0845kTooDvCMZRdfnuLQqTnOmfDBb/+MPdESsWvmVx6YCAA3d1wzdY06R+lZwJo2TbVWp/jsLa9l9ax29v/DX/E5+2JqjUohZkOCCeycVeahC/L4FpUbhoRjl2iLOS5RxwVRWUauHJZISyAmor4jwd/kfwYsOxShIVuJ6qJFCLuCiHtMw1RlOwtBlWNMZBMn/iaoNMyAqG1y08qlHB4ZI10snearpWlnv55HFEEJQg2HMWt7mXhDv3wBZ82ScOVZVUSvnndcjdFPVc2b0jadq3QGUNPOAtFUmLf82VXMHVvAB39yG0XPJSIMCo5bKRoNhAIITAgm1vYFKMbyKMKgbFwbRpI+0dLRORsIIKhs3jBuEPINHFsSmJVP3lIMkApCxzRmYt+OoRC2D+mkc9x4wKpIGIli6YxmPv/2mwhZJjXx2Gm7Npp2rnDGFdIDI+Ej03WV7NeRuusWKPe591UT0ZI4Qd3OUDUI4+wYY7tnfvJZz2Czm+VNtExJe85lOgDUtLNE68IGUuUUV2yezeVzOvjaTx8lVJIMRCvrvLkhsD0mA0IAJeNUIrbKjcQNK9zw0QyhFYDpg2NWZu8mCoreRv/oAQKesw50V6NXGTcIxEM2NfEY//PuN3Pp3Fls6uzFMg2aqpKn+jJo2jkrUg9eCXJ988AHMwLSg1ANyCL4CpT3/MdQqGcFgbG609joU2hlz6NHvrtWyo0a8LuxZj6QmjWVzTpn6QBQ084iiUiYH37gXQBc3t7Bu7/zY2rKJcaLJRDgHZupkwBhkJAoGyztinCg1WWkyp/sWom4gmK48osTAif0jG4iJ1SZciyCZ8z6hXxMErZMOqpq+MzNN/C7a1ZO/vmKBbNP9VPXtHNevEkwvlfBkSBvYgluZwQQYNgvbVhg7VlQB/Azo7uO+/2/4gu4tKYBW+iRaqeLDgA17Sx10ZIOvvuB36O5KslP12/hB09uZGffIL6cGDd05E5hQrJkEHUMqvMmI0m/khRUkI9NrOcrOfGI4LAP0pjc/tggsD4R44alC/mTa6/golltp/GZatr5IdYgiNYqlAQnU+m6bbgAeh4GaZRJt60j1XkJuOFn7Xts1u9od3Dl/+/9GSx7tyRSO32DqbtHRiAOKLjPuJD62vhUN+mcN33/NWia9oJWdcygpTrF+6++lPddfSmmUXlLG0A4bFa6UwT01/tsnlXgYPMx4/UmgrqmEYP2QZPjVvY4EjxasjJ75BkzEmtiEd51+Wo+ceMrdfCnaadIuFow8zqDpe8SmDaUhmB4G0gXhLIoLVqLjOWP20dN/N8zf678XiEd6F8/vSeBXHYwycqHbL7et4j6GTr4OxN0BlDTzgHRkM37rr6EoWyOTKlMVTRCfSrO5+68n8FsHgSka05wAzBgsEFWxvIJcXTS4ZFZwVRqPFt+ZWyhnPjKuKC5kVzZ4ZE9B1nQfBYVGdO0aS6UEAQuYFay8+WxyuOWZbFG/TmjSZOSB36hMtbvRGP+TsTNnt52v1SekjxYHuUz1y7F7wuomfX8BeO1U0cHgJp2Dvnr118HgOP5vOEL30AIwYUdM9jU2Qs8x/ghccwiHkdKuhzpEhagTPCOlIuZELZMPnjtFSxoqj9dT0WbZpQfoKTCCOnbxulmhgStl050/TqAATULoWGxTalPErQfwH+iA4V5UsGfEYb4NJ1E+3B5jF1unkHD4V26N+GM0u9kTTsHhW2L+kScPf3DtNVUEQ2F2NLdSxBIoraFJxW5svPsHY9k/o5EigGTgeAR8VCIeCTMoha9LNP5pPOzd+Jnisz7f+8AYLjYSdrpxwkKZAb6mNO5gKYbVvNQ363URFpY1fiaKW7x2S3exOQgLTfZx46532RMtnLBq97NkOvQ+bSLcKOTWUD1PNNDUrOhefX0HPF1ebiGgcDhNWfTciXnCB0Aato56ivvvoWu0XEWtTRimSZfuv8xHty5n/Fiie6xcSxDMF4sVzY+tpDzMQz17FK0tmlw4cwZp7v52jSi/ID81i52121i8wfuw7iumR0tTyPxqY+0M/dHzXRHxok21dEf38tw4SBd2a1c0HADs6pWTnXzz0qJVoNUmyTTCaJhFFUOkztkMTRvBy3hVfQSnHyZ6ACsyPSsAxgzTN6Z0J8nU0EopV5wZGg2m6WqqopMJkMqlToT7dK04wRlHz/tEWqKIMT0/CA7WxQdFzcI2Nrdx59+7zYOj4xhZyVuCLwjq7VNfCoYfqV7+Mhyb3MaammpSvGVd9/CPN39e86SSrJt5F5q18UY33uYJ8UvMfICN+lieibKVPSvGSGctmneUEc4HSI9r0DxAoXnFqndncLOWGSuCmirXcolLW9i7/iTxOwqrpzxjuPOU/DGSYbOkkJ1Z1jvE5L+pxRCKEKtRVQ0z/LXNSOEwYb/8QjSlc/CY2/igShhUFmjsRwLcCIuF10Zp36JeeKTaOeUFxOv6QygNu2N/LxvMg1VdU0ddsOzSyBoJy8WDhEDrlo4l5UdbRRdD6u3hOXD/rbjlxqQFpNZwdpYhNetXMo/v+XGM95m7czqy+9m08Ff03CHgdXrk1gQoVzlYjgm5VqXsQWZyoYKcjOKePGA0fnjBEpiSgMjD27UIROMkusfJj/Qj1EfxcjDkqqrsDybXeXH6C/sJZA+K9JXYD9QoOV9VxOu10mGIwwTTBuCQJIrjVN7ZQ9CtAIQNAaodOUWrvAQVL69CQTKqCwLJE2FG/VwxvWXZu3ZdACoTUtKKvy0R+b+keOWODJi+lvsqfT/3v4GhjI53vnV77O3f/joesIT6wIDk+mFfNEho9f0PS/0FfbQ9K8Brl0iMZLEmCXIzMpRvTvF+KIMdtHCS/g4SQ+rZFKoKRGEJUgIwpLey4YAsHMWbU804laP0ntJ5d/XF59+B6ZvMWffPGo2RTHfPhO7x6Oz62n2f34dKy+9mfqbLpziKzA9tFxi0LhSsflrASKTpFwuku9XRGpg5Y0h9ooSuX0g5JFAMKDUuBcr3wCWh9N0gLrei2m5RAeA2rPpAFCblkr7ChS3Zp81sDnIB5hx/c/2VKmNx/jWo+u4btlCrlwwhx88uZEFWwzKIcXOOROTRCYKQFsleOOFy6a0vdrpJ4OAPY/dQ+7qfkLjlS9cmY4CxQaHdGsfyeEoES9MsVTErQ2IjkSoGk5x8LpehARJAAbYRPESJbp+ZwCrbFYGlAqQpkJaLp0t+xkRMUJDwxQf2kP1oSSRssngobUY8TBVl8/HjIVeoLXnPmFBKGYix6uw7ryC3nCJzOWPMntZG+P1ndj7XgEoArOEFx8iNrgEZXj0vuI/8G0HZu4B848B+4VOpZ1n9J1Um5ZkEBz3u0IiIibI6V3M9Gz0vqsu5f6de3n9yqUUHZenqjrJl12MrIMETFNQlzYQzWGuXjR3qpurnSZuUKbgpdn84I9J/sIjnKpi71t6qN9fQ82hJNnWPG67R669VMkSTxQZL9U6xIc8VBCgBAhHoEIKzyyBCUFMEsTlcQPVDNcgkg8xuiwNpMldF2PpT2ZTmuWSLZcYfmiUBX3XEL+wHdEYJdXYNDUXZRoQBqQ6AAlyMKCYLtMbeojB3Un8mjL28lFq9tzA4KrvUX3oGsi2AYLEoSvou+RHhBt7cXgHUWqn+Jlo040OALUXNLKvgFeStKxInpHzeaMu5R2F4x5TZLHijZS7SoRadKHQU6kqFuFNq1cA8OV3vRk/CPizH97O4/sO8ZaLL6DkeuQdl79/4/VEbJ1FOBdlnCHuOvQFsu4IblWBws0DRNIh4uUku95yGC/u4ZvB0WEBR+4cAor1ZQYuGKkEeAaosDp+NvnEPrGBCAtv72D3zYdp3FaLH/FRAWRm5Sk2lRlaOk7XVQM0bq1l3qMmO16xge27/5XoU1He+9ZvEk4kztwFmUaEEHRca1IYVAxviFIeCZPacT2iWMXg6z5HKdpNdHgRmIp862ZMJ44IQpRjEM7U46lxisVqomfBesDamaVnAWvPyS0GrPt6D098uRthwtUfn8XQzgKv+ORs4vWnr2tm5Kd9kz8rFD5DWK191Cx5FUqCXae7hc6E8UKRmnhsqpuhnWblrlE6v3AXT1z6MIdn7EURVDJ8AVieSVvTcg7ntgAKAhA+qBCTAR8S7HET0zPwEkEl2+dzXJAIIFxo3FJLvrmEXTYxHZPsjMoqNX40QJmV49XuTrHol7MpdLhI5dN/XZq3X/Z5St/bTfXVi0itmXPmL9I0Muoc5r6uz4NvEJ5ZYsw9SHRoPq0PfQwRhPCj46Rn7masyUXYQzQP1lHf0EB57kYusf+UiKiZ6qegnUYvJl6bnpUhtWlh3a83s/eJHgJXIX/vTh5t+T/szTxKycuctnOmt4w94xGFGSkSnzsPqyakg78zSAd/54e1udu446rvc7hlTyX4m2BlBL4d0JXbjpioBm64BqZnVAK8I3cPwyCIKxb8Zha1+1JU7YtjusbxxcQVKBsGLxyj2Fgi054nN6NI0+Z6vHiAXbAwAgEejC3I0nvREKk9EcKjFqKg+PkTf0tf13byW7rO7MWZZoblTrbxLZzqLlAGydv/mNDYEpSKMHjBj1AiwE0MMjZ7E6r2CWTVNkTcJTG/iEeJAH+qn4I2jeguYO04937mAFbYoOWCOE98foBgKAZYULIJAg9efQ/f/vZB7NdsItFu8J7aX2KKU9ct6O8tH/e7MA0aXn8FgVvEGTtMuHbWKTuXpp2vil4Gxy9yx8F/pb+wl3JDEQOLABcC6HiomYHV4xBS+OpIaSCBDEmSBxJkZucrDykQZYU0FFvfuw8EmEUDu2gRRN3jC9QpsHImKqRQhsIqmeTbipVxgpEAKVRlnoKCzqv66bqin2gmTMPWWmY+Vcehtx9m/lvfgRc42Ob5WQqqSswkJBKkEnUU0zl8kaPxqbdTbtzB6IqfMTq+mLHFD6GogfgeEEUGZw/wWuselvLWqW6+Ns3oDKB2nNGDRbb+fIDbPrSHYDBZWQgWifz+tQR/+ccEXQ0EHZ2UfruQtDrE4/kvnJLzFrZnGflNpev32GWNqq+rLA+U3XM32YMP4+WHTsn5NO181ZffzW8OfYHbDnyW8fIAgZQTyz8fzf4NLUnT3NuCIY7NESgwIddWoHbP0a4lFZoI3Ca6eg3XwM5P7HdsOaEA/FiANCWhvI1b5ZGelwMBQVQdTUccGUsYh3K1Q25OATfqEXnC52vb/4Q7D37+tFyXs0FIJLg89AkaR6+i2LiHrhv/hnLDHsaW3YGSMHr5F1HlFVBYXJk9YkgMKzrVzdamKR0AapMOPjJG/5YcxRF/4pv7M0Zyl8Pwg+uR37se8fonUQrWO9/EVydYU/ZFCrI+Kg9KUTm3gsiqJFaqkl2Mta7EjjdgxfSKAZr2ciTtBsbKvQwUDjDm9ODIHIrgaPevAeVGj/4lQ7iy+Kz9ZVQxviBb+eVIgHfMR4VX5ZPrKB5dV/oIC7Ar4wfLdS5+LJh8rx8pNXSEoQQokFGIDoXJthc4eGUXRTeNU8ydwqtx9pG+Inr3LaQ6L8UUJmNrbodkmSAxClYZmn8BdfeBlQFT4Vq9U91kbZrSAaA26dd/uZdy5tjyK8csEGv5UJ0FOwAEKh1DeQJVMjlUfuxln9sdrHT9+uxBMooUkvjco7P+wnVzqF78WoShC0Fr2svhK4+RUhdOUOT4PtoJApQZ4LpF8CuTPo5bdFZMTAI55ndE5VBG2Ti6rTjx4U90vuMCRQEyNLGjhPhglGR/jNkPtIKA3bnHWdv/s5N8tucewxJkl91L2KtHmAZBeAjDDMAQlXUbwyNQtRWCEPgR8JKsK9w61c3WpiEdAGoAbL9tCCd77ADhZ3xy+xZIE95xD+bffgfDAGErCAXcUfg/SPXSBxcXdmQrg8pRmDQhiGLWDJDZfddLPqamaSc2VuqpTMogeO6NFEQzIUzPYP6dM5nz2xnPvW3AZNBnZ8zJSR/HBY3P5ZkLVAQQytrYOWsyu5hvLREdCeNFK58xogx7tj9E8DI+c85me/07SK+6g/Glv8Y3ckhVxpFpIADzmNf08J/Cji+BH2d79nEyZfe5Dqmdp/QkkPOcUorCsMfQnjxe8Xm+roddSCfhB9fDki6M5YcrjwsAj35vKzNCL235ptLO/OTPgqpKuyJr8QvPtYemaS/Wbw5+kQ1Dd6CkQj5jNqglTFDgHwkKBVQfSJGelSPfVKBU6x23vVEWlSzdsWP8AKfhmO1OtPrYC2QFDUdgOIKqnhSDF46CqNQJLNW79K8eBQ8SvRGKoz082PxVYnV1XNj4OiJW/EVdi7NZXg0RIl6ZsAMQRCppWjHxmh5ZyrHlNhi/DHrfA9YA+8ouq2frKgraUToAPM+t+0Yv677ZS370yLfD5/h0jpfAsaG/jmBbB8bCbggFkx/yBTXyks4//tAwUklA4SqXsIgghKB65dte0vE0TXs2pRRPDfz0mHW1TUxCSAJMTALlYQnjuLd//6WV93Sp+dljfKWlnjvAe96GPP+fZVThGj7DS8YmxwU6KZd1/2d75fCeoNjg4KUCHhv5MQmnjt78bt6y4O9f4MTnjlXWHzIoNxN4LoNsAxUDP4oMT4z1OxKQxw+AUYL9f01o7CLaL9FF3LXj6S7g81zP01ny/S6csHfgmE/zsWrAgEVdCM+GXKwSEEoAk/mhV72o8xZ25shvyxAMeyilkEpiixBCCETSYO9HOtnzwc6X/Lw07Xx316Evcs/hrwCwY/Q+6qO1xO0YLfFmFHJirn2Aj4vAwFPP0yX8TBbPHrvHMY898z9OsO2JCJARiYwo8CuFo1vXNxAZnSj74iqMwMDwBDOeqCPvjiPli2j3OUAIQbO5ijpjMXHqwcqhrAzICBSfsVqKWYLURsqRNL/pfIQt3aevhqt29tEB4HlMBgrEM7+Sn+hT+9jpeQEM1xI8cFHlZyBMnPvz/8Rh94mTP3fBp7y70sdrGiYSiRACwoL44hTJVXGSF54/3Tqadqp5gYOvHKTy2Db8MCEzyTXtV0y8mxWSo9218qQG7J2EIzN6n+nFBIFHWDA+J4MyFH7EJzYQpm1DE1gKaSuK9Q6hMYP+zO6JXoTzSyBKgAWBhVIBKAMiz5i1bRQgfQEqViLIzmTH2D5K7vl3rbQT013AZ5FAOZTUGAmj5ZQc7/DjadLd5RfeEJjsjxmtRsztxXzDEwgFVfvWkJ27mYI9QjroBC4/qaP5hePHFKnAYCA7zsI3zydcG6H9T/UqFJp2srzAYefog+wZf4Lm+HwMYXI4t5nrZ/4RG4c/T9bbTW9+gLHSKIY4UQBwNGqzMBBCIJUiOJnA8GRn+z6j1MvJHNdLBnRfNVj5VQmGl44jTUW4aDDrgVaKTSV6bhinq3MDs2Zd/CIOfvZbZb2fvuBplPAxVRxKHQThPZVZMkeus9MCtgdmHhXtwvAuYltPkTVzKplC5UkwBMJ8MS+Mdq7QGcCzhB84bPS+yE7/u2S8Ay/7eNJX9G3JMrTj6DdGKy6omxt5jj0mFv0cTiB/8DsEvUmqt12BIS1i2TauiH+EldG3n9xzSXsEY8cPQh8uZrh312YK6vTOVOvyxhjx82wv97PfGT6t59K0M2X76P0MFA+QcYcwhc14uY+yn+eug19k2/B2xsuVrr9SkKPwArOrLNOu1GIWLyIoOFF38LGODRBf6LDPEXN6CZ9yrYsfDnBqPZwal+hohNhohODW82+JuK7gEdqNy5lr3oBtC4JAVIo/HytIQGEexHdBbgXlYoqqWKWUlpKKoc91MvrlnilovTYd6AzgWaJA32TZhj3qp5huA6us9yBE5dv6i/XAPx9k688GJ7+9h+MWC9a0IBodnFxAfsSb+CCu1P3D9GFBF8ZnvoXoS8G+GsbW52i8oYUV9Wuot+ad1HnLnUVKB4+5AYUgeXENC6prqR9pprbu+Revfjl+ld3GhwZ+SqACAiQ2Fp0L/uElXT9Nm04W1f4OJT/POxb+Cz7dhIxXMlLqojO7FVVsQBAiZkIpKGMKA/85xvtZwqQcvIzC7id6K6nn+Pm5HIlhjmQWA8A85jETCAQHX1mZ9BCurcZrP/96DBaYb2BAbGJU7GEk2EG5amulkr7B0esc3wN198LY1SBNfOVRcI7O9LZbwph1Ogw4X+lX/ixRZc7m2LJdAcM87f8bYHGh+adY5slP7997zwibvt+H74AZhnDCIh6JYSUUg3uLCFMQq7UojqQhiILhQyAQbRvgmx2oCwfhK3NRtmJQdVG6cBP1ziwWhK9/wXPnt2ehKCfGHCkMaRJurSxVFJv5XNnHly5Qkv8cfZBtTi+/yu887m8eHlvLvVwQbTvl59W0M+VgZgN7xh7nqrZ3YZsBQ8XHERhk3WGEECihECqgFDgo1HHBnykMYnYEpSDvFZ8zMDyjjnQVHwliTI7vPhbg1ni4CQ8hwO4r0PymVVPR0illCpsZ5hpiop49wR3YIoYnFahjvmCbPsz4Lmz/Gsg4VtUuMsWLGMy4xPP7ic/5BfalfzIl7e8adUhGTGriOgyZKroL+Cwy33jLCR712Rp8DVeeXNG8wJXsvnsEOVGsNSjD6/9jIdF2QfeeUaQPXilAmABRCA4hnC0gPYzrOjEu7cf66VIals6tlIFJh3H9Ihm/+3nPK8sBTncJwmJy7uE4o9itpz7oA3Ckz7hf5J+H7+XLY48+K/g74gtjD52W878cwe0bCb7+0FQ3QztLPNb7A3aOPsxA4SC2qCGQUToz/WScIZTykapI3s9PTvQ4NkknlcTxXfLes5d8OyWeK+P3fEn35yovIzm+e9iuJLzchMc3tn2Y/9z4Nsp+/gQ7n5uU79P5D59g8N/+mrI/hiEj1KR/79nXPJyF9m8BgkWJi/ACyb07Mmw6kEaWM8ihXQC4h0qM/L8uStvyuAdLKHUy6dqXxvUlB4bK7OornbZzaC9Mh95nkRprLiF3Ji7Hj3fxyZGW+2g0Vj7v/vkhl9/+3X6G9mRoWBhh7ICLEYKGuTEuelcLgzsKrH53K7/40E56NuQAE8xGkCUIS9RAFPXDNlSgKHb7cGGJGStW0vjt91H84IbnPXdpX4Gg6BNOhQgtS7Gu5wFmpudiJU/9P0FP+ry9+5tsLPeQP3F9m0mD/vRbV1StP4jc0Utw+wboHMX457divfaCqW6WNk3Nr74UoQRPD95Bxt1NU7yZ4UInvvKwhYkvXarDSdJOjogZImpHGC9X1vJVgCuPjsc1EMiT6qd9CY7N6j1zTODJdg3LZ2xrghN28IdHkDHIOsNErMRzHODcoYKA4r1rSewcJpyAmcOLsVtnU91Qx+OeeHZ1h0gnEa+H3vFZgMILFG7dQg61foTZM9qwgCDtI4uS/G/HELYgtiZF7LKq09L+kGUwqz5MKnp0ac+9Y8OEYzV0RHRYcqboK32WWWy9ji3+fz/r8cPybjJuJ232FURF/Qn37Vqf5sDj/Vg1fZQOtxFKRFn0mnqSLRFmhk0iKYtYvU0odsx6nmYKZSwB34XhWuiPIYsmhegQYmGW7O40Ve0F5kXWPG+7I3Ni5DdmEDEDM2zxO6tvRCl1ysffKaX466E7WVfupPx8S11NSBrRkz52ue82lJ8n0v7O0zpu8PvbGjm4q4q/8u+u3PP+827QAaA2YbzcT9YdYrzcT0NsFpe1voUldVfzaO/3SUUMTMPlVR3v5UB6HQV/nJWNi0iEouwYPsBIcRw/OIPdvKf6bXIkWDySETRAhhXNm+pwlgpy3giNzD7FJ51+/Icexvvlr3BjAV71DCKNM+lnI3vlHWCqY4JkBVIgxpaxqPfrbFlQRdgWhA7/OQVXsKMYY1zluXxOnMjKBJEVCcYPFMl/dh2yUMv498NYLWEaPtmBYZ7aDsPZDUd7f/5q9yH2jwxQJwt86cpXYhm6c/JM0Ff5LDMg13N0RPRRSinG1S52eT/kkHf35OP5IZfttw3x4D8f4qF/OYwQULVokHAyTLzeZvktTQA89bUedt81wp67R+jbmj/2wCCLUN6H/PoVqGIYEFAyUV9aQPRAKxdcu5y6kRXc99e/pOepwydstxm3SF5aQ6QjilVTqUj/fEFU70jAh/5jlBv/aojPfi990t0Rnxm+i9/md51U8AewrniI/xl9jB9nNjzvOdyx9QS5HchSJ+XxE3cnnwrKDxjbOUq1zCOBg9SgOkfwv/MYyvFecH/t3OMFDr859EW2jdwPwON9P+TJ/p+xZ/wJNg1V1suuCjfyqo4/ZnbyjaTsFZTkdpY3ziFmRhjIj5BzisSsCIYwji73dgKnLft3xDPLiz5HudFjWRmTVGe8MgY6AAywCxYzHm+sBDoWFGoL1Dxgc+eufydTHiLIFE5rF+ZUE9VVWJl+yuEr2PDmLPtHbifaJzFdAVIccy0FGGBWPUg2PA96b8btvpmyq/ClIh42WdIYovzvn8f99rcRpmBvaZjA7MPbtx53V5niAxm63rSNwsPp0/JcxnzJRi/MaKSOnng7u8u6TuGZojOAZ5kWYw0lOYxNFaNsAZj8oFMofArkVF/ld6l4/EuddD2VpXlZnMalIVJtjVz/Nx/nt5/ajx0xaFmeBGD+a2y6ngjYc9codtSkPH7MTULYYFSD14c4soaoGWHmBa+lb+43uP2Pxnj152+hNF5ieGc/bZfMOmHbDdvAqA+f1PO8b0OJ9Xsrbbj9cZc9XcN8568bn3P7Rwr72Vzu4afpjQyqYwPYI8/hxPvlcPiPsQd5VWIhr4wvpOEE3Ufe+Aa84d9O/i5H7oLapSf1PF6szL/fxx8GTxBC8qgxl5+Yq1kpu/jDT9+GvHcb1r+/A6Pp9HTLaNOTExTJOoOMWJX36vL66xgpdVEdbqI6XKkJ2pffzSM938MJClzcsgJX9eIERcqBS3duAE9WvjwYhgEvMwMYFjaOehlfRl5kVrCmK4XhCfJNxcoKIYBVNBHHrEPctL0Ou2CS6AW7Kk9xxz7suU1ELjy56gRnG3PVKuzX3Uh5Sx3F5t+CUSIy4JAwYyRIMlLfP9ENXLleftUwhy/uxuhsQsUPYAioT9hcvMBnt/c9FtTGMOsqPUczZ7bivVlgPTaTcrdEKIEsBBTXZ4hfXX3Kn0uVKWiOJQjH47y2OsKymA5LzhR9pc8yISPJolBlndywn2RQbsLnaMCjlGLc7SNv9HL/x3P0b8kRiptc/N4ZbD74l+TG8pSz3+SGf5iHkor7/vEApbTH4PBaYo0Bcmg17atTKAUHHxrDSedBSCCECLWSDIUoOxmyKZt9h++idZdkvJRmzx1bedU/v5FQMnxKunYvXhgCjg5M390Nn/vuOA21Nu+78dlB2j8O301alnCOzW4c2w0yGQge364ksEaVuSmx5ITBn5Pejjt0FyARE3cuoU62ePaLc/CxEb7/TcliFnMBPTTLLDHT4WLZXenxenw/uVf8K/HPvxXzivmI1Ml3X2tnr0SohjfN/1tso9Jl1pFaQUdqxTO2qWfc6SdTHmSgECLAYdPgrsm/O4FH0SvhBS8vixy3oxS9U/jv/4XqAwoYXjb+rL+XGh0i60Ms/cEcdrz9IAdu6KGmp4r3vv5bhEagmD9IMJjGCxwMYWIa59atThgG4Xe+k1Tk/9K8fYTDV3mkG+LM2Tmf7ByTEaPv+GsrFeHYQ4RatrH8oVr2XlIZRtQZPIwnivS+dxYLrNcD0FoTghvfQXFmnpG+JwkNVCGA/BNp4ptqia1KntLnYgrBZ9vjxAxBraU7Jc8kfbXPYm3Wlcw1X4MloscFXJGQyXb/OziznybTVyZWZ/PU13vY9+WrKO+6CCdXyeIpCblBl8KwRzDWjOG04RUkqdYIr/3cAn7vRxfwvgcuJRLdTaRWEIn348g0lhVB1jfRUBqi4MaJWSX23buTJ/7f/chdTyI33IN6mUszLe44duFyhZKSXzzu8L37c9wzcmhy6aePD9zGn/T9iJWRNkrSOz4zMfkBKJ7x+1EB0KECmkfu4d7M05TlMctj+Xncod/giKNBpV8pkfuyntszjY4r/uW/XF7/sQh3G0tZRj+OsLnDXM4HvIdYoPrIEUICkXIZ+ZFb8f/r3lPaBm16C5nR5/xS1Z/fy3i5l+tm/hGSgEe6n+Sx7g0YCGJWJeM+Xs4ipaImUkV16KVPknC8l1Ej8GQ81xrCJ3jqVsnCLlqVagaRgFx1jk27foHZWkt49TzCF83l5/v/kd8c/sLpbfMUqn50iDkPxqjdbzGuDhJdfhndkaefvaEpKCUNMu3jrL+miSyHSRc9Rg5dg5m+ipnq1c/aJbY8wayPXgRCYfghgowie/vpKZ7fFjJ18DcFzq2vReehanMey8X72eZ/G09lJm8SQkDz+w4jkwXmXdlI+okaon0x6utXUTUjwo6BffzzA//Dez7yJhq2z8UwG7GjJrOuqCacqPyz6H58MyN7BrFDBVSwk0h9DCdjEK2xaA3VMxJaSOB04qkq7GKE9V99giC1iDWv7CB1zCf2S8kI/tuPc1THIF1UKAXKLaOGe+l/bYG/eyrDk2t2U2NE+Vl2E76S/GbGB7hnVw9OXQGEQdX6BsrNBZymIoQlWOLZcZuEsIB6y+S+YJTHB29jT7mLDze9CQDPG8PDJaTEZPbPRGA3v+Elvlon9pPbA77zExgp2rzb30w7YxykkXViJj8PX8TVwV7+yH+UFrKE8fGkQWRPH/5Du7CuWXxK26KdHZRSZLxNhI1GHu39AQfS62hPLkUA1ZEUru/iS5+SfzRgM02DGckGDGHijnVS9F98Js9X8tRP7DjiRS4Vt/uWw8c/4Cu2bbsLJT0u8a5F1KWoK7WTDJ14Uty5wFi+nOT9ByinJOExxVj5UcSMZ48RrwTRgtioizW6lGyyGy8bIptvIJRuI58qc/XCSi3ZtC+5daTMdakQc+tD5GYNEemcgREYfLnD4uK147zh0poz+0S100KH3OcAW0RpMpbTZKxBqKOfoGHLJPzabvZH1uNfv4+2Nz6NcfGXeWTte/jl1l8zkBvhsc6NHHo0zeHH0iy8oZ5wwsIve+z99Xb6N3VTHi8SSUWwwhb1C5tY8uZVuPkyI5mdhGcKjEgdF13z+6Sq27GUzZ4vpFlnXjwZ8P1opMAnutL0uy9u3JFtCl55UYQjOTcKGZTvEb57nOHtPXz3znVsLHeTIoZyLf5o668oF/OEnxSY4xZ+3Kfxh/OxCyFSa5to/Z8lz8oABt1w+YhgthKsMQzakVyNj5QuucE7yHffSoBPWcgjrcBA4I+vQ0n/mU1+yX73JoN4HGbKUfYYTdwhlvNt4xJyRox2OUbTROAXnhh/eYAGHnoC5B9+naBwerqjtelN4lAOesn5u4nZKZKheupiDomQRcwKMyPZgCd9xDEf8WXfZdfIIbzAxzJOECScjNMxq/f5PN88jmMyg2bJxGnwSTdl2D32GMFAmoe6v8VYvocLaq8nGMtRemQHxfu2UPjVemThNGcyz5BSKIu0Fa/5yyau+rc6yjWKxUblC+wzr21q0OXSe7JccOBLLBz4Ly4/9GZm9P8CCiM0pSzkxFjyw65k3Fc8XfAJtYcZ/shaZHIcU/l07CtT3JRH5qdBwXDtZdMZwHOAEAa1mUtZ+789qJXriV7pYIYjgKIhFeW7j+6md2Azr5/9Cjpkhmy+l5sXvpn6ZBNvX/V6/AUmhnX00+Lxz9/Hzp9tpPnCmTSvaKWqo5ZIKkIpXWJs7xBtl8xCKcGSN13AvOuXcPArPtnBIUTOxwiFuGDQYuyxgFirokYJUkrgfdfBuzGM3TyxDmWgnncB8o+9pTLOpHPAY92hAKO2GTNeBVv7qP5WiKAuxJsvXslfWDfykVt/hVfMsrSjloOjCtcL4wUhyrNyeNVlmtYtINIfx8hayKpjap61wu37FEurfBbGbT5g2VDYzW/7fsaS6kPYwqc8cZ+UQUCtNHB6syR39xK8+gqsOQtPyetXV2PwrlsMvv15wd3mMu41FxMm4OpgL9WywB6zmT8338S/BL+kljy7jGY2mzO52ttHcOU/IX74QYxFraekLdrZwRQRqkIXcii9k4boLAreGPvGt+AELiW/zHg5S8QKU/ArhXaP5LB9FbBz9Pi1xKNmGCfwJgtFmxgEz7Ug76l0ouDuxawZPLFtZCREfCBKqcGh3ODimYLoJSto6hmifVsYd/dmvJJfiRdjEUQ0BMa5sfxjYvW1DD92H5G0gWe5jBQ3U5ADkACknBzzHMkFdOwtE8sH7Lo4IDHejRn4DDbHCVAcGCqzu7/Mq5ZWsTJm0WAJmm0DQwgu+NHv4vlbUIl+XvHUMkL9PmlrkNr368+cs50OAM9yXimgZ0MWYXkMJz+Pv6PM7BlJSh0tRKOKgXSRdNHjkiWzqGoeQXZ2MGPfShZf+zqWdEx8CM46/phtl84m3TlGOVNix0830bxqJvNfu5zCYBbpS2asnsnaNYv5pav4OBBrF7QtWkZj83KykU1k98LQAz0E29K0rajl8g83kR/0GPxSiSAtya93kXmofl2I5JVhql//3DOD33l9nPX/OVJZ5Ny0MOYsQz75G8y84BsfeoLffVU7qftHIBHnmrb5XNx3NXtv93j4E/cxfs0BsKHvD3cSGowik+7EuqKVrIiwwVoCtwEjQcAfWRae9ImKPYQ8QUQZhGUl67dtJKDlJ9uJ5D2Cixrw/vNfsL74zVP2Oq7dIOkxakEqfGFiKI8REWeeGOZ2YxXL6KNb1lKrimw3ZlCYGBOoMiX4Pz/AvuNjCOslZnW0s8qo8ySuHKIp8lq2j3yVweJBQkaYsi+xDZP6WD0H05WVeY4Gc2oiG1iJmubXdhCzImwZ2kMgJYZhEDXC+IFPY7KW3uzwZEB4RpxsMegTbOtHA7ykjxf1kUISH4tz+HN30r6qFcOuA6WQjoeyLaLLZ2LWV2FET37pzOnMXrycwhwbu+xRu9fiFR+32HvLKH2v4bgg1w8bDM8IIQLo7wgzuyjpWhQll4ToUJ5ZG75E1+IITz1YpP3qLzI/enQMdvyqGaT3PU0wsggBZEddQsPPX2BfOzvoLuCz3NO39nHwkTHSI/1YHetJrdxLR9ONNBev4ecPezSlIrxlzRxeuXQGIdOmNliGtfH5M1dzr13EG/73HVTPrGHu9UuovuV6fvOPD3D/3/wSr+Aw/zXL6P7SA/Rt7EYpRfPrTLzW/bhihIYFbWRH+8gd6CdTHCa9MwN2FiOhKO5wyNzhEvSDysH4bS75tc8/K/GKZRGWzAmjnBIq8FGZYQRgWBbDeZO2bRt5RUcX3TdleaArx5LLqgknBG3/uYy2Ly4HVxDqjeHVOIAAIZB5JlcUEAoEBu1CkHcrpXMa4wrHUBQsiRKV2mjNsUoGRV3RgmEYiMN9OF/851P0KkJVisn2gaCExQf8R/mVuQIPkzFidIsabjNWkiOCj0GAoIdq5J5+gi/89gXOoJ3tpPIYKP2Kst+PwKSv8EtWtTTyOzMX05IIYQgDU5hknTwL62dPLLlYCeIUHJfVqw4nqYokEAhc5eFLn4JfwlEe3dnBMxv8naznmAziJwKyHQW8lA8CqrsSlLd24e/tJxgcx6xLYrXUIhJhSvdvxVm/F6iMo5TFs7srOHDyHLoiR67JxwBCRYg2L67M8IPJDKAfMhiYE2XrNVUUq212XhwnE+mgobfIgsF/IeSvpb3zDpqHH+S+PduOO0d0ZQo/fRGoOACRAhS35xn4506CzKkbCqOdeToDeJZb/LoG7v/qL1DRe2huvwI7mqJ/6GEyuT28tXUF4XITdt0YY4USqaiNcXGB9NJ1/Oe2u3jb7I/Skmw74XGFENzwb28G4PHbD5Lb1YnwPKpm1pLpGuOiQo7Y7gMIMR+AS/72IpyMR6Q6RM9d42R/M0bTgotJzOpn4F/7Ke+sQzkhKrcihd2Yof4126h6zyVU+itOzPMVH3tLij/6h3GsbBr/8C4CFMp3KaXz/P3WCM2XtuF6s8hvbObRsTzxKguVUdQ+MBOvucTIq7sI6t3Kh6EAIwRIUB7IHbByTRiz3yXSAqYhkBPlswZykDIUga2IxRTBDTMxuvOIMQchQD29ESUl4mVWrd93UNHVd+TCHxkJb/A96xLSIoorbA4YDfyHuJZZaoR/8u5kLiPkCWMhK7vMOncHup+Pyn5lbe+IFT/mUUXeG6Uv10dH6gJ8Bin5BUwB8+tncmD8ECPlHAIoBWVsw8KRJ/6Ctb5/OwYG6nQXfn4+zwzmTpQFfOY2J+oiPq7cCYSyFjUXt2OGLSi6EA0RDKSR43lwXIJcmeJjO/APDgIQvWIJ9tzml/tspoQVSTK/4w8JrzoIe9aTafZg/RZaVJTx2R7lOlkp5q+Y+GwxMJ2Axm6XwBql2LaFcRTdqx0aegUL1/m8yvwm2+oXkk57LN/tkri6mtiV1RSfHEWUDQQCOeQzsitPvTMNvyhoJ00HgGe56rYIl3yghpHxBYRa2jDDYTKjG1AqYHR0PXXiIhbUvJ3R5B7G2YFSCjsJy2cmeHLoW6R+vRA10sWqa19N/eJlJzxHz/fuh7JLKBVh+dtXk2yuYvX7rqRmdh13DWT48sEhtuQcLOCdM2sxZkH8H2Zw7Y9iZLwOIv39KMeiknYTEPJJLO8n0prD2Hknqv4WRNWJA5hv3pnmvkcGEcJk2eguQk4XRSHYoqppcseYYxl0PV5P9e5BIuOziTUbvPmLNWx59QjKNUita0JJxdDv7z96g7Eq/2uXDGI9EdbHFdKBlVWSpqTJzkFJkyWYETMouhCSApWUqN4CxoYhzPEAZRiQzuL+2YcIf/ErL+s1rKpS9E0GgEzOhrzHrBSbfou3HiEEG4x2+qniV+ZyRkWcP/YfoZ0MOWzcv7mLhqyDUShjfOi607pU3RFDh/oYPtTP0ldedNrPdT7Je/vYPvZThvI+r5n9p4y7T1NlryBsNhL481B048puhkp9DOaHybllGmP11MZSpN08CkXZLeMjCWHhcuIszZEsny1MPHWWDupXTC4JBxAbjCB35Oia0cvC6nlgmdgz6nDX74NAgmUhCyWCfUVwPIRt4vWO4O7tJbJ6HmbD2Vdkfc7Md6DekCf76z8kmvVp3RSiutPkqQ+MUa6W1Ax6oMCJGyTHHLyQQd3uGNXlccLuXWy6ugrbVQipIBImMn4vO7ZBtufPWeiOk//Rl4gtuwF33zr8nsuAMNJSmKZChHUn4tlMB4BnGaUU6zZ/HCk91qz6d0wjRFvLa2hreQ2+KhPg4i24nMPdP2N2++8SjTQypvZiGTYL5NvYww8rK4coqI1Ecdf0kNsl2b/5CeoWLT1h4LDy3ZcilaJmVh3jB0dINlfRtLyV9aNZ/mhL9+R2PvDtrjEArh1OsCTh0jJkUZ7RgjlSwPADQGAly6SW9xKqK+EXFOzbjbX6yhM+3ypvhJJnkrQ9dg9lWA4T3RqKquubmZEZpX+HZHlbK5fe2EB+yODgveCHfAqXj+DVODT9cCHppQO4F+cnswb+AfDGJfG8wV/PvYx7tuzm/z7UyztWwuxqwcywQQgwbIUhKiWpR66bQc2QS3Sg72hv1OFDL7vwdU1KsHg+9A4AamKcljpaE2OxGuTVwQ720ci/2tfyn/YriSifDcZMPunezRo6Sbo5Mj/aQNWcagzXh7D9fKd8SWQQ0LuzkxlLZ/GtD32etT9/GIBYYzWvef9NvPqjbznl5zyfeDLDuLsOQ4RJ2CnMRC2uHEWqMqWgh5DRQHMyScRexkDpacp+iXgoTF00BcIg6SeJ2xHcwMOTAWHTJm5FGXeyk0u8Hcn6HZv5Oy3B3wuswPOSj/cMwgPTMwmsABUCN+WRq8+SC21l7Aqfy8deQemxnSAVxox6Um+5gtKGfTiP7wbXR1kGfs8IyvXJ/fRxiNiE5jYTu3o5ygvwu4exZjUiDAPpS3A8jPjJrWZ0RoVCmLPnIXdvRSlFut0j3xxQ2++RrzWJTMzaHW4LgTAIt1nE94cxfYtZOzz2rImAVGy83KepN6B+dC/+wF6CrkfJdnQRFNfC8DyMWB9SWmTnFjGTNkFpHkbCRJiCoiuxTYH9PJP7tOlFB4Bnkb7BB9i+5z8olgYxzRBBUMI0jg5mtkQEiwjhWIplCz82+bgX5PFVkZhdzyXir+h2H6U//BTDRUlu2GVfso78pZey+9A9vGfODQRFxfCDirorBXaVYOHrlnPwgb3su2sHMy+fA8APu0f5i539J2ynacL9dXnmt8ZoGa6GmAkxRRAfROQSNL5hG+GWLEoqzIgku2cxtatP/Jzf+pZ5LJk/SHHcZ+fGA4j8OHWGw8WvWczHPvlGNt+9izWtHsauBF//zp0saltMRyxCqMtm8L2j+FUeViZEqBzFzRVRYYnRZxMMeqgdMCjzfPzhR/ibFQnG8uD50Jg0cKUkFJi4hkRYJonIQtwgTWnpENGnjmlg2Mb9xEexP/YXGDNO3J3+Qmxb8O63mXT1Bew98Ow752dDr2GX38IcOcQe0QIYKAQpVWaT2cHsYIxGsjx5MMGNX7wBcYqCv8APUKbBlq17WPuvP6ZfedQ0VDOazpAZz4EfgIJi7yiP3HoXM5bMYtaFC0jWnX1ZlOnAl1kCVSZsNLKs9sOTj+9P34NtHiYf2ocjh7BEDQXXIWKFybseNdEUSike7lqPUIraaBVO4GMLg5ZkI2PDWQAsYdIYq6Wv8PzFfE1hErFCFL3yS+8ifqkxwJEM+PMFkMc8pszKzGYsIAA/EtB/0SjCMsgPOgxlmmkqtYBUqEKZ9A8fhv5xKuM8AF8i+8bBFJXHig5u7iAECu/QACoWQTy0DSUEjOchGcVsSBF0D4NpYs5rIXn9hS/xyZ465f/6EoyOYwYmpiup6rEIqxSF6nECC1ACywdpCjBhZLZHv7WIyzYcpG5gjFDJpmo8oPVAmT0XJsg0DXH1rfvwxi6m67p93DEnwoIgyfVPjWFFe4h0X0yV3cn4x36Kff11pN7dzF17M3TaBn+6IIV1BnogtJdPB4BnCSl9du79L8bS27DMBAvmvJeQfXI32hbzEgbU03T699JmXEObfSV3bOzk0a6N5J8sctWHXkPWDdM9upc7a1exeHsN4XFB7/dcZv5JBMM08EsuZshkeDCLlJLP7Tlx8BcKC3xfgYAfLRhhZWeCg60lriqnCYJBwnGX/I4WQg05UFCKDWCsHADqTng8IQQrVjUz8n/+gzgZXJHGMASfHWim6o79ZAuSjU8doDy3HhFLsHiFT/f+A9Qn5xL6h4uQysCvdhFlk3KxTDC3hF8KMGohsOGmuQaXdQTctmWMV84WXDhDIEbLGMkwXmAQzjVQv/y1lLYN4fX+CjNz/Ow3gUD09eD9+Z8iVqwk9NefelGv6xF1teB5IIzKjck0JcIEr2QSYPJTq9LNmpIFfCW52DvAR9Qj/NC8mACDDczkUTGXV77nG8Qe/iQi9PLe2od29vKVD32F6Pw4Aw9tQjo+sY+/hfSDG3Ae3FG5YVoGeJVuxGwmx7b71rPvyR286VPveVnnPlcV/EOEjXos48RLaUWtdsJmI4Y4mmHKubtQYoyeXJraaA7LCDgwvoXF9XPIOjlaE42YhkmmnGN5wzyKnsOs6lbidpSHDq9n+/C+ySAuaoUZKo6+YDsX1nZQF63GCXwG8iN05fom/3Zh82JKvsOukYMv82o8hyPB3/PNCj42ODSO+VkBJhSaS8zcMIPh1eOMJss094YhU+DJ2L3EvCgr5IoTHFOBbYHrgy9xN06UyhkvHN+MTJEgU6w8pnz8LYfJjuVJve2ql/W0Xy6jowNj5ky8zRvoVRs4cH2e0EDAygdLdK6wad/hEfWLrL2xmmy9hYwE3Lh2LYEhGGu2SY77LFpXINj9FmrHYjQs/QlDS77Nzy/+T+aMzqYYVLNtmcsbBm+l0/4QjoxTvX8nKuxjt9+AKWBzyABTsK0YsCquQ4uzgX6VpjGlFMNjT3Gw86cMDD+MZcWxrTgNtWvomPH6F9z/v9f+iM7xfj57w0cYK5QY8zP8+V2fZGXTCjpqWqkJ1fLZmo/y1Z/fxchKqKrtYMz7/+ydd5wdV3n+v2fq7WXv9ibtqvdmW3KRu2yMDbbB2IRmQg0kEEhIgB8QEgIhpJNACB1CJxgM2Ma4d0u21btWZbW9396mnd8fd3e1K61syR1bz+djr+6dM2dmzsw955m3PK/KpsY0dU8KPLfM8F0m7VdEafzX17O7a4zu2iB/2zGApiiVmJrj4HkgFIFQJKUIfOGaPtq6dHpuCnJW5zLmf11SzBSQuJhNGRRb59bPf4sb/uvD+JrbZryO1FaP/3SvITVnGR8vfJnvbzifVD6EpyuMXdKGTBZRdJXcmvk8/N2dqMoYNVeY+H4xHwA96aP2t+34n4wycukR+t/VgbcdKEPHiMfiGtg/LFEFXN3koHdk0EdtsrHXYAYv5pe797Hiviepjls462sRsTTks2C7SNdF2g54HnLjY7iPPoJ6/szu7KfDnv2weIGgdnaJ7j7JvLNz6IbHvd+vRcpjcTafcX6HD5svqFeyyZ3N/eoCjogqPuI8wNXuLu4eaSB4S5oNfzQzoT5V/PPX+9nTW4Uc1pmXLCIdh9IP78EbrNRlFWE/GBpyqGJdcooW8YZqVl193nM67isNljuKpoRwZYmcvY+CMKnxXXry9l6SjL0DTzpEjeWM2ZswVQ28OPtHuslYA/g0na0De+jNDuHXfSyoaiVVztMeawIJ24b2MyvaQLKcRhEKMT2EikLKyuDOwKoMRcNQDXJ2pfZ2X36YrFUhPgO5kcl2AkFA9794aSMT8X0qMyd8TMCY0k6CkTeZ27aeqpYczXsacIfTSE8y0pDDV7YhZVSkoPKl6eUiLefYv09ylcfCPca3C4E3lkM67ksqw2TeUEnYy17UgvIfWxibY2OFPPafFeGC/za5+1N5Wg9I5j2VY/85IVbflyY0JpCORniszKy9ZTwNnEIDLVtUjq4SlFyLnugIwUwDf/OTW5BmknLv26kqBnFEieGaBnzN2/i36FGWjET4UFuYjTmbZYFj42BLSdaVZ8q8vUxxhgC+jDE89gRHu3/F0OhjOE6e+poLWbX0M5jGqZXhGcolGcon+f7m37Br8BA1wRhPHD1A1+gYX7jyQ/z3tZ/ia9W/YaTf5vG9D3Gd/lbqNhrsP7+L4s3V6NKkX4E9hSz5oo0RMRixHLaMFSi5Eg0mw8t1UyUSUAnE/fhDOq4tyabLVOUNDuQzRKTCU02SoS/2c0X0F5Rtk9SRAH3dedrmhil3d2I2zZ4xlq5wWDI33Iidugcdlx3nLKT3orMp+E0QCoMfOx+zq0DTT+/COJQiXAzhMxspBQpotoGruChSUAoUSAaHoBfkCJhqJUnwiw+NB8PHJSXNhzY/jheMoWfDWDtDDHaneFSv5+p566hZVYV3x2cRkTAgcYtlKByrxuF85d9R1pyF8PlO616/7QaFazYo/HBjkZ/+wCA9rBPUS+jSxQbkeIWXrUoLtlAZUmP8p3IprlDYqrTSKaqIU+A/1YtZuSPKhj86rcNPYv/BPL+8fQhj+2/JymbcYBw0nejN63E7Ryj0DIOuInNlcCqEAQGe5ZBoqaN+3rNzg78S4XhZxqzH0JQwCeMiTLUOv3ry8XFlmYHibXhSYqhRBvJ7GCx04cgCfcUuzqlfikcDg/lR9gwfouiUUIVCqpyjKVSL67kYaiUkJFPKoSkac+OtOJ5LppzDtWYmNapQifsi+FSDjJVjVqSJ0WISx3Mr7tVxSCSPdG95fgdpJkwhe8IRFQvmTNxqauk49djnQqJA7mgnFz/xGpSgD8cbQhgaVw1ej8hb4DlQso7LHpZgaBViWB1BOC5yIDmtjZQSKT2cUh7dHwGfhrK4Bf+ClpeNBqd6sIfQiMnZX4ty8KoC828PcWSVzcLbAlRlHJ66SQdV4BkKdiGIlgqitPRWxtqF0IL/ZKxWxzZMks0e79vzaeZtEah6DeXhsxgJm0RLGczwdjrmuQQDLpG+TTwQm8vNNT4uDOt8ZbDIZRGDZQGNbwyVOFJ2uUlXmBc1GBSwKe/wloR5xk38MsAZAvgyhGVnGBh6mCNdv8Bykqxc8ikS8dUE/aenvP6GJZfxo623U7BLPHp0G02RGsquzdF0P2//+f/jvNZVtM1dRzroUPBsUoNDEHRJBBtwtCmeFikJqjqJPSq+FR6dhTIFKSeVwhK1AeJVfqr8GqNZi0i8Urg+XhskmyqRLwtyJYM9JNkfiXCUENcH7yP7+GJ2P2SjGYJw1RPkDrmsffMlqMdNpg3XKrz5Qo3yLXeS1jXe8et72Tu7iZ0L25g4y3KLn+zyRfgObyQSWEE5Hidbf5iBhUkaPx7DyAToOH8zMlTC2QWUQNEhHAZSleOMDoLPi+CYFkaklr6vnU1mt8Vr3nApbX88gvrg3Tj/9TBCAyEF0pNgHSeImqjG27kd9ey1p3WvhBB4Rpl4nUMgolHb08frsg9Q41vOPYWzySkVt+D96nwC0saTEkdUMqulUPkH4yq+U/4+f+I9yvK3vfm0jj0Vf/fFfYwNZHFzSxHeKLqVJeAPYK6bi1zQRGHzQfQ5CbxcGbdzGFEfQ/ankO4LWCP2ZQApJY5Mo4noKSf8qCKIrlThV5sRQhAzKrFiJbcPXUmgiunJBLZbZGPvVjShsaH1L+n37iRgaCiEWF23EE1VAIWGUDU7hzqo8keJGmHmxFsxFI3BwihBKakJxKn2x5ASqoMx0uUch5JdJz1PIQQhM8hgdgRVU+nPDWG5Dqly5lmP17PG1KFVQJrPwt4ooC/ah3sog++CxUjXwyvbqMMFsN2KpU9QEUqWskL6HK8S0uC40D2CVJXK91KCoUPRwrVLuFYO2Rag5ubrn68rfl4RNmahB9qwM/tZ9f0IiqegSIdgcBQFm+oehWJQEBm20CJlZCSFkOCp0LHST9O+IrF+h7lliWll8OVFRUXGZyMiCXxDq5FLfsRITZpo5nwei7+RxyNzsEolNuZsOkouj2VtggISmmCxX6Voe+QyNvuLLo/4FG5LW/w+VeavGwIkdIWSB3N9Lw8C/WrDGQL4MkLWKvNY50PUu1sZGHqQUnmEpQv+nNbGa55Vfw91bub7W3+LJz10VaM7dSxuT0p4tGsrj3VtRwjBorazWPrW1zBouJPioTBlPlZARCQ9eNTOrUJPFkkNFRGOpEHJUWOG6RzKo/t1FFERNBYCwjGTeWtq2bcrSTbnUiyDFPOoooOF66tJGJJwyOTwoTHu2PgY6VCIK69dy6ZknpXRAH5VQWgCNj6GYpeI2LBwNINUVWb1DPH6ex9HdT1+ffm5pOfFyTc0sOttClYkhX9PDqfRI908jCsd7GgRvwCnVDEVFH2w06PiQrKgxqeT3TgLrbpAZH2IWW/z2PtFGLjfwT3qsGBWGqVsV8ifFHilMrjjC4g3nrmrqIjFM8vpPBN29WfJjGo4RRUvZpJN+hmQVRjCoVraRN0c6zlMk0zxFe1CMiKIlNrkDf1dYCVrV6ssX/LsJlPP9ggO5MgXfbjhVqTehFbcTTadQv36QxQHhyFbIvbJ60BVKNy5nfK2TpyiBfkyc89Z9KyO+4eAjLOTktNLUJuDX5uFKkyklJTcXky1DkWcmHhT8vqxvCF8ShMArixhu2mGSvfiyhxNgTcjcVAwGLEe5qn+hyjaHqqSZaD8czTVh6r6gcpLRqVUq0QIhcWJdrqzA4TNAJv7d9MUriViBMlaefaMHKY2ECdmhMlbRYbzY5NZwHCig1MIwdFUb0UuxnHwPA/Xmzkz2FB0rHFtQZ9qYLnO8yMaPdWaN9PnU4ULilDI6wV2tXewfva16LNqKW3cT/mpDnDdSvyqrqE2JfCSOYSpIz0PFAXZnxzvZ0JIGdSqMB6S0Flz8c1rem7X+QJDO+sscg/8kP0LczRu9dHx2jy236P+kEZrb5GaPoE/axNKSTwd+lt1Ev02woNZu0poDqiaSzTtVuIrVYlQAS+N6rkkZn8VW/OIe3l663t4x9DPWS3a+VLgc/zfE09xsHYNo8LP71IWj+RsqjWV9ydU/iedZW0swTxdITNmkXI9Pnw0x5KASkRR+GJL8EWRrjqD6ThDAF9CuJ7F3o6v4jNrONrzK36VXMjD9nkozOV68SDx0Cpe3/osfXlAY7gGTVHJ2xZSygoxOw4SDynhUM9OxjIDBOrmgiuRkmM/SCnxhEvR6mX2B2Oc/WY/Ti+Et6nM6of4d3Lcn0wzr6WWfEEwUICcv6JooigKii6onReh7oDLJdURrgjHGB7uoy41j6WrQthF2PHkGKFdR/jF9+9mr+OSW9rOb/vTnBMPMmw5tBwaYH08yq9XLqR5aJSf3PEQyS17+eWlZxOwbRxNRxgxxNvXYc96mGLQw4rqRB4zCXcF2HPVw4BHOG5TzGuQVyEDpCuuj5qqEJ85ex2mbz/OSIjSkShuRwg8m9KQh/+NTXDN+3D/6Z/J7ysQCg5UFmRdRWg60rFR3/Ee5PDgabt/J/Do7VG2HS4SDXlEVgX4Te21FHMqf3TnE0RlkTv1ZfzAOA8EuPb4Mi7G76Ki8UjzOZQaFJ6tGEt+Zx41FKTQ8ShLzREWNq/Dvsym8Kso+vUrUC2H3P8+TPF329CWtqDNa8DtHSPyjgsxaqNUNdc+yyO//OFTGilweNxN+xssb4SgthCBR9bZi8TD9Qr41HpsmaHKWEfB6aLkDKKJg3iUGStvxFTqcGQGF4uMvYOyNwrYlN0h6kJ+LJlkcWIuiuLieDmSpSLVgcAk+QNQhUJLtJ6WaD1l1ybmqxA9n27ieR6aUEmVs8TMMIOFUYQQaELFkS6XzjqHsWKGbUP7Jq8tbxenXevJxKPbY83UB6s5nOohXc6xqm4hGSvHruGDTz94M5G54wWdn2ntP5W6wOMyoz7HR0Ounpr2RXi2g8yXMdfOp7y9E3QVJRIAy8V/wWLKWw9hH+gDRalIAAggaFYsgpaDCJqIsI/wJStenvIvM6CkpGl9IkhwQEEtCRRbwZFB8oZNbV8O3a6Ixxf8GnpRkKoz6F7gZ872PFWDDo4G2vgjICfGXQg8K4JP24X023TYb+eivluwAjnmpfcRLad5IraMWHYA4aumV4YwbEG34vHXIz306lU8OZym1edHwcNDIePB4zmXRT6Pj3XlmO/XeH+t/yUbt1cjzhDAlxDF4gC5/FGGRjaRyuxjljvCw1yIh8Yt8s8hCxeMplhVfWoxf8fD8xzqAhEOp4s40qU+mGAgN54FOGVCFQj8ZohkboyqWBa/EUIIMcEtkNIDz8Xq76D1kZVc/2AGIQWBvIYqFbylIWqutul6rcWOc/1UdTk0zRbs84vJid4M6jjLqilqOlrXYTR7IbtrNlHffzlDOyUHDpRwIiG0VI7NP3+Ikbpqei2X2wdSaJ7kBz+7E5nNU44Euf+sJdx43RXkP/4v3PT4DrRklq3Nl7H67lH2n5fm0TkgkGgZiRSS7nccQoxaqJ7DUFaHiAppCKYrZY1KfvjZX72DpfUeAwNbKKoeIw/6WfZBlcJRia+mYs3c9rcKzck4YbMPgYtlBXFt8JGGuQtRzz0PUfPsSFDBdrjkPIEbkNQtSdNXKNG930dqSOd/jAu5LHSABjuLWzfMoBYheUQjYtjoKqyWXexwGwmHIvzjZ55dsLWUks33jHFFTYjQJWt55Ogg2+sETY/soDneSNMTHl0fW47/nHmkvnonaq5E6MZz0cI+cj95FNYvgtc+q0O/rGB7GRRhoIrpJD7nHMByxyg5g0hcXCwK9hFCejtZ+wASBw+LsjuCrkZwZZGS24vExfZSlN1hLDmE5Q4CJuAwWNyB5WYJ6TEOp/rpzXVyfvMyFKXi6k2Xx8hbBQK6wFQrpd4moCoqEklA8eHXTNLlHK7n4Xge9aFqfJqBBBK+KFX+GAlfnC1DezA1g5JbRhlfhk8HQ/kxSk6Z4UISV7okyxmGC8lT2/l0dAFPxet7XJuWVCtLh5ZysLqDvmAf1flqrF91kNsfAcvCKzuImB9zUQvOwAjOwSFyP38YSjboauW/wrjV03JRIgHUhjj+C5f+wdUNVt7wOvRv/y/5+gJr/yvO0MoyzYODYEhKcYFQQS8YhHfVEWrsp2+BguJKPCHwBCgeuErFADgZjik17NG1FGft5IeLb2bpwEG6ghqHzXMIjzp8bNtn+cvzv0VPaBZt6Q7OHXyQH89/L8L2SOo1rBneiBSCLTVrmbRBjxsYusoSgWRt6IwF8MXGGQL4EiIYaCEQaKWz5xZyMowrT1y8//zxLdx39SWVrNvTRG9qgHmJVoYLGVRUyoUSQc0k7xyrfxkww9TGm3jzFR/mzo0/plBMs3L+ejRNR1XU8eppKsJRCC+8nNE3lFBvLxAZ07AMl0fO7cHWPKJdJtZ3+ml7sp1b3uzA48Ock9bRNB8jy5vpqpPU5jWMAwr35hLMG3gP/rk/pTvYT9fg5ZQK+zGdMtXZPNGRLD0P7SAwt5lCdZTaZIrhWB1NQyOsP9DNN6+9hs90jnHl+nNZ9/Am2ncc4Ov/8yu0XC+/rapjdOvF1PdpbGw5Sn5BCSvk4b87DyUXp1AFOY/oiEJDh4JRhsJinbNntwIQ9V/KkS/XoPk1cFQW/LnK9k8VyXe6FPpsXG0By+dvo2wFSTutaF4S3/wm9EULnjX5S5ds7j40SEFziS4tM1R2UZTKNJlPa1S32dS/JUCVyHPON7bwZesSZgfz9BPFF5KcP1/h8x/1oSV0QsFnN4mm7kgSGB2iOlqNqdbzq7yJuhi0eDtLz74CNRqke9d+LFFCa00Q/qPzESGTwDWrcQ/0s6z8/AtPv9iQ0mW4fC9IF02JIKSBEBoZexsuFpUlcbymNDo2o9huPS55JopLO2TQvRqS5c0U3V7ApeB2oYk4xzROSuPHK6CrLigFmkPLyZbLIH2ADXiEjRBBPYCuaggUpPToTPeRs/LMjc/CVPVKAo6UhM0g0vPI20VaI3X4dN+4+3eUVDmLO57McdfhxyqlvJ6F2zZqhhjIjeDiUR+oPkEKJqD5sFwLRx7X93PRBHwGKJ6Cp3ikfSlKWomMkcHDw9wjqNLi5I72EwgGwPEQQR+K30ch0osalaiD4y+oAROlOoKXHah0qmuEbrwAYWgvm+SO00HLrOvYMusbBPoE2Uab+m0mihnBq8owbCYI+7uJDsRBl7iun5reLFWDNv4ckKyCaBq0cTLsASWNcupC9MQWRvxRIlaK+YXHsaqLjC4sMP+uEeqKvbxv73+xNXE2exPLKKgBrj3yU37b+kakopPRw/zRge+xpXbdCRbhoAIbojo3Jp6d5+QMnj3OEMCXAKnMXnbu+1f6Bu5Hjsf3lAnwoLxhSqvKryRtu/zHzgNc2lTH6lOwBEop+dL9X6c6WMWH19/MBb17eMMP/hy3WEItqjg+B0UXBDQfEolfVVm//DV4rs0V59xEfaIFQ1Ep2mWkEAipQFGiJ11cn6D7Eybea9KsuDnGA+f3c/8Ffaw4WE97f4D+eJatzpNk9ywikVZIbPwM6ehh/DuynHPBA7SmW4hnFYLlhThOG27Hn4IToXllADMU4+im28kNdxPyxbjo+3ex9H2vYdblS7lvMEr7glWM5PLsO3c1y2fX0+54vOmqtTz56FPc+vqr+PBv7sVwi6zf2E/d8Cj//hdrMWIeY7VFaFZxG9sx9o+gPmhjpk2CSfDnBQNzJZ+48EJKpW4sexCjsApNKZDb57H9MwWCrSqpHQ6lQUBKhjiLTTtriAUOMDt+G4rmoPnmToubPF0EdBVdERRtm6JdmXiFAudcnWLFpSmskkAgkMOS34kl1GQzvNHdSrG6im1zzuHt/7kEXX9ub8+54SzZoVHU2gQ9WYv6D/loXBNCWjcwMKZhlCFoz4aEQvAN51Te4V0PDEHg3RfT+91Hn3NFlJcKaWs7OWc/MeNcHKeAQxZVZnG9Ii7ZyXaCIJIyld9m5Xeb83YyParOoSj3V0wo4zXKdKpxZZmJGoQCHUkRUxdUAlBddL2TgG4wXBykLlT5nduugytdSk6ZkBFEEYLhwhj9uWH6ssOsqV9MdTCOJ11y5QIFu0jRLtGd6ac50oCmqGRLBTLlAj25St1bdwo5m3ALK4hpMYJTMfXKhgvJSeKYPC5BRBMqqqKCe4r3/3Qek5nq/47/9VQPJGR8Ge5vv2+yfUf7IWpTTSQamvAtaQO/Qfmh3RQf3o36lhqUNhVuGYOiBUUL79A4+fMb+NbORwn8Ybh7Z4IQCtVv/hhbur9AzVaJsk0SHNPJhRJ0npenftggnBpEzfgxfEVKqsAsSGQ6hsgHwDKgoTIeQoLUXczae7HdBHNyo8w6cAAVl/IRhaG8jis98mqQDd2/oTfYgptUeMORH5My4mypPpvucDvdoTYerL+cZUNPsLP6bBTPxVNUEAojLvwuZfHOmjPu3xcbZwjgS4AjPb+hd+D3075LiEGu8T/MN4otVFxEx/DDQ12UPG9GAmi5NoZasb4MZIZ5w/f+lNF8ksZoLbfuupuQP46mqHiapLYc5EC4Uqqt4JSYk2hhXvUsfLaNkoSD/dtZe0E9CwIRvtK5lXAwRmP1bERAYAc1REFAqYxXH6bnj3M07h/hw99ZSM8SnQcv6mNv6xDZoIUthhkJOPQ2DuOq/UCZ9M538+jl/0RjsYXLt2mUFAfF01GkQAhBzdxVeK7DWNcegrE6yvkU9AyxNhFmbSKM/NzrKb39URo2bcH/ZzchIkGcJ3aws7qanKqheBWrSuNoGhVBWlzLYKwfqYN0VZwOF+0hhfb9SQ7PrSelQGxY0tIYx2/q5PI78bwiidYlCAR4MPK4S2avS2mI8UVIqbj6hInjhkiX5lEb3YprRjHe9q5n/TzoasXcN1qwx+1IFShUqqoEI5Ij2/1s2plgUDUp+lXuyc6nyhZ8/ysaui748jcdNBX+9F2n/5N+cnMK5bCHrumocUFIVegfLlBvhVBNg1SVi/eDJ7FW1qBGEgy/82vEPnkt+rwGvJKFWhXGfu9FWEjMP6BUYMtNkncOM2o9jiRPodgJqKgEiGqrSNtbcGUBcAENSXGGXhSOTaNTM8K9yb8uObzxfYuWiSLKmLo5rb3jORSdIRr0ikyMlJKcXSCg+8AD13NQVJ019UvoSvcT1H3EfOHxPkvsGzlC2bVQhELcHyVZytCbHaLGH6M/N3xCRQ8FBVWohI0AQSNAX3a4YjlTdBzPxRunhFP3sqbEBpbd6dnvjnTJWvlnHPNTwjPFC860TUxvc3R+L6HRnVwZWIVv9RzKRwaQJQsR8hOzVlHefwSrOE76VGU8Ixj8rz8Hs6Xm+bmOlxA1mx7FX6sQGlZRHJ2yrjG0aoCFu0eo6XcQEtDKSAHquHC/iGSgZOL5FYQnEEJWKlMqEie1BKHlwBxFdQQoYJY9Vnc/hYfKQLgV4dpsrl2H6rn8cO67WTOyCUv1oXoOZc3Hwy2XoUqP1x/5KZvqLyKrBSmYMSIKLPGrFD2JX/nDmT9eCThDAF9EFIpD/ObudVRcPCdiYURQ74UZKE9MrhLFFdSUdRaGTqwe0Jse5B/u/RorGxdx66676csMkS5VLBZdqT4EgmggSsQfod8epqN6bHLfmC/MO2Qr59SsozseZPfGPRTsQ/Qf3ULbkg3UGSYYfhQhJgOBFenh3+kSfTxB7U9L5L0se1d8i5x9MRldIxOwcI3KXOwYGg8tvhHDSRErHiGR24lv898wVMixTf0QkXgrB1pzzL3nVvTkQhKtqygVOii7j+JzriEztI/VN1w+eb4iEkR74wa8bfuQnovs6sf+x2/y/h0deFKiSokrQJFQM5pj0aYAoruKA9lDyO4SQhcohRJuQx2sCFLelqd/jsdF5zbw5psvwPUyOE4KVfUz/0MWO/6uSHkIinnYw2Hm0YqGiipg0PYwI1tQ1QxZfTlV82cWsD5V9A1txR35PSHzetLlYxYaD9AMSA1pdO/2U5PKc9WGHrbcX8Xg0gTxOg3TqNycA4ckyrOcPH/66yHWp6BU1UxVUKV3rkUkXqJ0ME+g3aDU0Y/l5pDJGNbRHtTZtaCpCE1FCZrkfvgI0ZoY6cYF1PLsYhBfTJTcAYZL91Hyuo/bUskkcCkwbN2FQgSVKJLiePXc0gy9eUwnfsdD4FHRS/SkR8kdQRUCUw9ObhdjKnoYFla3oakqUko8zyOg+TBVg+58P73DQyytmUfMF6YtfiwTVQK9uSEy5RwNoRos16ZkW7TFmshZBUaKqcm2CoKoGaIhVENXZhDXc0iVcyTLx6ycilBwx+en9mgTRzMDKEJge87TWgpfUIyXxwZOnh18HBG0dQtTCeCNy4tYT3ZUmlkO2TsfwyklUYWOANTaKIGLluOmcxivAPIHoGoB2oqtBJI2/uEsRt4lun0QdImjQi6qQtkk2q+i+wugu6B6lLUWFJFFKYLq7580AUupYPVdxY5zdlBw6jk/eTuKXsbERUqXluxBUnqC6uIgiudyOLaQ3bHV6CUXxXQRnoujmnh45LQQ0fIYQ/46VM/hH1ojbC96fLonz2caA8TOiEa/aDhDAF8ESCkZGdvBvY9Ol3NRhA/DiGPZY1RXreWs5X9P9RNDDJWLeOPKprVlgzpb55wdIfrcUR4qPs7rllxG0PAzmkvyZPcO7u94nNJxb+Sa0AgYfmpDCQYLWSzvWA2AiBnkq1f8Bd//9f/w84d3cPF5VzN7ZROB4lyunHceCU3nPfPWoUjJdquMJSVZz6XmAymMfS6lBSpqFjo3bCa1sMxQ+e9xtT/FnVaDVuJpQUpCI+c5OIpOe/dv0XA5HP5vvHOWkrRK9GxYTc1tD1L30NdouiJPQ1uB2XMGWTj/708YRxELo5y/Guenv8O+40HY2YFKRQM2HRAUTJVgySVcdPiHz29iX/UKvrS+is0Lh9HyaQL+LpKLGlGGfQSSYDYH+PzrX1vJVFZi6FoMKSUPPPRr9NxZGF4chMuoSDHLa0BH4QhD/FDcTUMux5+LErv638kHr5uhtNRpYGfHz8hbQdKuy0yrm6p5GGHJWRuSRL7SzxWNvXRdP5dz2yM4n7wL5tTyb5+76Fkf/7yIQfIKQdM+DzULWr2PWEOEZUf89JeLdAuJ/7UrGfjEr1A9i6rPvgHFV2H6QgoUVWGeP0LtDFIoL0ekrR2UvL7jvp067hV5c4/0lG0nrwxRsi0MTau4QE9sMfkvRSjEfMHpW6UHIQke6LrOQG6YZDnD/PgshotjOK6LruqoQkVBkCxmiPrClRczKRkppGgI1RA2AsR9UTRFYaiQpOxaLKpuZ+vAHuK+CC3hehoiNRiKzq7hgyxMzCKkB9g53EHRKVNwSqgoFN3y+BUL6sM1DOWTrG5YxFgp/czZvi8GjpeKmYAHqqXgGt6kKHT/oUP01+1Ge9jAHUiCqiBMDaeQxa3x0PCBJZAlGyURQq2JvMgX88LBvOivmC8l+f4fI4d/CVYWzxMwnCDbVuToYsGSRwoouga2htQrdb0VLY+Taceo2YioRDAgBRjR3WihwzSUqnDUPhS98py4Ajwh0JBUW6N8cvMn2VF9Nvc3Xckf7foeX1z7BaRUcFQVRToI4NHGy7AUE90poSD5pz6NN1b7qdeUMxbAFxlnCOALjC07P8eBI9884ftQoJ1rLn+QQ50/RjeitDZeDcC/ndvAt/d14ngutxztw69L3p+Ok+4q8Vj/YyQXjvDb3ffyeOdWfrv3vpO+EdvSIWj6aYw1sGuki7g/QrKYQSIxVYOamkauuvQGHujbyeNd27lp+WtYUjfn2PmJymJ2rr/yiOw4nEXd5qAB+mM2Eoie9RZSs+9C7d5FNPttfNYNlIwqxjVkAIHmlQkXD5LI7kZ3cyB0ggWPmj0lNl/cTLi4n+hNQWo32fQuX09D9D7G3Fs42JdjbuPHAPCGRrH+8Vt43QMoTbUoi+fCzo5p1+svShxVYrrVOLpLIHIXzcojrBq+ms6PmCz8vzDdskR6YSP6xjLOa0zWq/OYnaia7ENKSXd3EfeRFvy58TrLUmWVXIiHi1/t43v6T+iTDl22wvtH63iD2sd/fz/Jn77z4tN6LqSUOGXQfYL6hqvYceAg+CuLOjAtli5c5XHedWOMpQI8WLeUlsFhVhSSaIMuslBGFKxJS+Dpws44zFYEG5sUBiMKvv1wqGgzf2OAQFCh3KigVSdQE2HibzkbsTmNzxV4TXFKD+8j+/2HKK+8gOCyhc/q+C82yu4IOecAFcudznRrvOCY63YqTm71sl0bIcDx3JMQwOmYel/HbzVSlyDBQ3Ik1YMrJV5MMivSSMm1MBSN0UKSnuwgCxKzEQJsxyFt5Yj5QmiqRsQM4o1nAQd0HwfHupgTb0GgUB+qxtQNSnYZocPRdB8B3UdbtJmoGabKH+NwsmvSujdh6dsysAfP87A9Z/K5nApVKBiKji0dnJPoBk4MnSIUgob/9NzEp5M5DEhFohYV3KBH7b4EkZ4QnWO7aZl3FsJnoFSF0ec2oBwdxHdOHcoRC6d7FN9Z8xDPIsnu5Q4hBOb8KKWnupF6gc3rWgmNwsIHg8RTXSAF0rCmvd+okUMoRhLVSE4fd9VDUfI0lqbfP0ElOEKOf6iykywd28Lise1UlUf4u6c+wt+d9a+M+BIUjAghK815/fezqW49f7Xjc+S1EPe238BFT/2Qpj/67rP2YpzBs8MZAvgCIZ3tYPvuL9E3ND3Wz+9rIBiYxYL2d2E7eYZGN6Lr4UkCWOf38/9WVQR1F/lSbL5lH5sMH+eVosSN5QzxAP/6wLcYLaanrCDMmISwvv1sAr4wy+vGSJdzJIuVwO13n3U9a5oWs6ZpMcb2KHcf3Ij6DBPg7M2SzPkBzMUmHXYZa8hh9O1BAuoGzO9/B93dzNlH/p5iZDHDaj3dicvwFIOG1MPECwcIlPvHZWVsSvZBagb2cNMdCcx5O7DDvyfVGqFn7iW0WCbV+c043rGJxvnJHXg79iMSMZQFbdj/+p0Tzs+QUJWV5OOzyMbWEOv/IQFDsqhQx9ZvHKBldwcMSeK9gxRuHKXvwnN4jblyWh/fPDrKfbdluCI/h/C4CIJEEqQSnKyrh7hBzOJ/6SYpy2SUPN/z7iP2Xf9pE8Ddv7EYOeiw6i0mv9m1BccpQukeFKMOqUZRjeaKNtkUhGIuLReVWT88St3ONK1FG/3Lbz+t4x6PtOqSblNwnirT8zoffXOh536HakOn63yPrE9BDQQQtiRyxUr850ssE8pCUtrXh5fMEW22GdpnwcrndCovOFxZYqT80Hg83tQIN0HFbOScdN+TQVefi9VTHkucESA9j7g/SrU/hqZWpmafaozHAxaJmKFx+RfQNBW/Z7J39AhNoVqChp8Do0fJ2QVqg1VYnkPRKbOguo3B3Aie57E7exAFhaJTpuxYKPRiey7Laudjezad6YpVdIIIlpyKV+Hx3u0znn3UDGGqJiPFp5GCmUjWwMNQTmO5OZ5vPhMvUMBTJZiSxo3VNG6uIzu/RHhONUrAJPy2SxB+A6dzCC8cQDnqooQCyGgJrbHqGTr/w4U7uAea48gjOeygh53RoK4XMkFEuACuijTcY0RdscDLIDyBVCVSULEEjmssHn8fxAxf28JkIFBPdXkIR9WpK/WRM8L4SsO86eD3KGghUr5qNtVewMLkTv7h8Q+ihmrxRjpQ6ha/GMNyBuM4QwBfABw6+hO27Px7XC877fvt6Sr29Bh8ZFUQKW10LUh7600EZijxtqN/P/fsuZMnAv3UB3X6tRRPKJ0M7z9AKK+x3jmXh5XHKkFvx5G/uD/K6oZFnNW8jIvnrGX34CF2jg4gVBMNl4bIsTiXN6+4ijevuOoZryn8xjDGIhNzsUFV2eOotOlyiwgvjB1wmEiWDOYO4vcX8A+MojoFoqVD4/aEY5qANkmaFs0jrNQjmxdyR7iK5tiTtACl4NncEtjAIi3ChE1Jf9vrEKEA4sKzsD75b1OKtk+HwEMvDRAfugtPiaEEzmaNFyCyOc6XZR49UsDwPJb+uMAhQtx2YSc3cax6xfKIn+wWh+oxHXHcTNfLEANWI0vUNmb7v0zSAVAIqIJao0zJyuAzTt2FFGlUyA8rPNJ1C9K3BFXx4Yz8FCd9G8JoQq3/KKAgpUvFJgPSc5m1Amp8bQQf2Ed7XfSUjzcTxqTD/aUkWhXofQJXBdeAxKV+ejzw2aDpZiUHQqlohJUCAleT4EmM9lryfUlyX7qFmze+/EUAR8uPUnJ7EZOBA5WcXIGJQOI9DQGceNc6/j3ruWQ9CyGm7e9Kj7lVreiKNl53VmK5Drqqcn7LKpTxF5IJA3vOKlCwS2wb3Mei6nZaovUIxLh1rwlXegznx1iUaKcz00dTuI6yU2asnMH2HAYKo0TMEGW3fNLKH0+HsdKJpeJUoRLUfGTs6ZYin2aSGo81TPii49I0M0vRCHe8/u9UIbpnQsUUBUAxUaYYL3Hkkn6kiLDUdHEe2IlWH0df1ILTO4o+px61KoyxpPUUD/CHCfP8D+E8ehSlNMB5P7WR4SQiXEaaFRfuYKuBLyeIpCruWU+AF7TxhIoqHBwFdFcgvHHruHbMYDihE3v8Paop9ZIoD/No3UXMT+/lTYf+l1tnv5lPbf4EqpA8XHcxF/Tfx4LUbs7rfwBFM9DmX4Va+8qtJPRyxRkC+Dxh595/ZXjsSQrFPnKFLiqr5gQEC+e8n1s27kQooxTtEnfuvZubqi6hrub8Gfv7/pO/JF3KsrK1iWT3MJuLD1FUIpRLu7ix/Cb8+BnQB9DrVAaywxSdMnF/lNcuuog3Lr+Kf3rou3QOHuWRn/2WXHUncS1PyfYRUg0OjHTOeMxSn2Twdx5V5wnCi6Zbn4Qi8C2tZCerfpV2VI4UbIaARP0q3N5uSloWz7OQ+U70wDz8KqjjLrXpLiTBkz1/RXvjlSx7+FMEF9+JGe6lpv/fsavWEtPnkymOcdCpZW5sAyIRQ3/3Gyl/7r+RncfHbk2HsSSGNaKjJkeJZR/iPg9+O9xLIgpWUz/xaILl297J7B8nqPp3lR9d8ATV/1rPFbSgfFRhwRNTpQjk5GQXwE+WPAOyzLB3LCq95Elyai8f/9Ib+eM33cxQcj+XnPMZdLUiHpvKdqEIjUioEce1uPW+91MTX8hFZ3+cu7uvpnN3HrXlC8j0PcixW8DLIM15mG4XltKOm3sCL78drfY9oCi4rkuXYpI5fz6hObU8l+hDBchYLsPrBKnDgoDtkPmX3+FbORsj4Mda04pQDfSCxDEFng6OWbl0JecROGseSQme5fCFS/+c937749S1v4xLZUkPDxuBDw0fLiUkeSSlU0htOE1/5LOAqR0THJ4ghqqiYHsOpmrgeA55q4SuaBiqTkD3Ux9MMKqolF2bhlANYjw2cLSYpjPdS7KYYWF1GxEzxM6hAydU/ciUcye18J0MGiou3gmZxQBtsUYUoZJPlia1BwFK49qjuqLSEK6ZJIOVWWZ6conmakgh8aSHp52aXqGR0fGPmaRn5Si1OhxtGUQRkmAwgTpYBJ+BWhdD8Rv4L3j1WJmE7md0vk68I4KIjSCCOSj4AIkTKHNoRQAz57L6wSze+KNt+W10uyIIrXkgVAlqpfa78gw/FAnk9BhlxWTN8BOo0qGmNILhlFFE5aUm6asFPMJ2CqloOGYILdPzBykh9YeOMwTwecDQyCYOd/8fpfJgJah7WhyRoKbqXHoH7uLPlsxmxfKfsrNvN8NHdvDdJ2/hIxe+c8Y+g4af4XySoF2iLW7SmwnzlqFLucensiOyi2XaIs5bvIrPXvkhfr3rXh46/ARXL76Yi+esJV3KURdKUNPRS+rAXkZjNuF0nFDWINmQ501Lr5jxmE4O3BLYqVO77riiEhAKq177H3T6r2d/tJ+jd/8ZwnOIFToABSFUdC2AZWcnXxYVBaQzTPDgcvxzBWcfyFBakyIdmI8VWscFA//MmNHCd4Nv46JSH1f4KhZS9R3X4vzotyechyd0UvVXopeGkB0FCrMuJzz6S3YXPL6f70UqgqZUNSscD4xlpHzdDNamWHn/CnrdAv+V3c6lSiPpgzNncwoggEm36GeOr8wGeTa3KhtJehV6O5aO0tN3gF/d8ykQIzy58xvUJ5YSjbax5+AvCQfrWb/6r+ge3EQmN8Dew7dzz8a/pVK4NIZ7+N2AAV7Flaa5vSiFjcBSigd/iC94BGpuBmGCIqkKmBQdl30jWZbXx07tZs2AmNBoHlFIB1z8TRrFzhSyN4V2rklxJIm+DYxz52CPK/RLWal3rCgK6i27cLd1Ef/bG8h+7W6yXUme/MWDXPPXb3nW5/NCw6UIOEiyOJSQODxdfN/p6BpOfcE5lX0s18ZybAK6b7zyx4n9QIUAZoo5DJ8OVCqCaEKphCYYPoq2n6qqGK50K+QPiSs9tg7sAaHg0wyG82NYrs28eCud6T5S5Sx+zYeU3gnJY1MR1HzknRkynwUYikbZPVHN4Gi6H0M1ppG/qbA9l97MEJ70pkRcTr9mW7crLkjxDGxjyjDP+V0zZkZnz01HKIYqJNfQglyQuhyZKxC4cjXC/MNIUnq+Yb7xnRQ6NxMYKyFsFVwd4Sui5Q2aHg9TnRsBoGyApwsC+SmJSwAeOKUGyr2vwd98C8KfmXwxLioV8WafV5q8HVE7TU+gBenk0DwbF4052Q4Oh+Yy6qvhzqarCLlFqsopdqx4Hxd6g+gLZl6TzuCFxRkC+BzhScmop+K6RUyjFssaw5MTk2bFh9EztpuAbtJQ107UH+ec2evYPzrAlQvWn7TfjpFORgsp5lfPYvHBxdxUWkKIEGcXV2PMV1j0lobJttcuvYxrl142+Tnuj/APV36YR7/4GbYWs5RHVN75wNX4rQA7Vn+Tx//6Q9R/4WvUzZoz7Zih+YLgXAVxioG4q32ByX/XXnEFg3tvo0cL4FoV15AQAkMPoyoqtqOhCgXNkNiWQyo3QtxZQXSFQmsAxnJLWFZ1I8XQGvaOtZDSGrms95OgBHDn/RjF1pD7O5nJAiNecwnltveTeegOnOJmCu2NvG9fAldJVLYDnUGVWe5SZvWHGE3sYcGuq9l0VYqnXpej+LDLzh8exC3VMP0nIWGcJGxUt3NU9OO35jEnbEP5WMC/VfJjmAXyeY9g0MRxS3T2PwL9DwMwlj7Ir+9//8yD6KUq/x27GnyBWWixDUSkpBzxkGoLPpEmFGihLR7iotnVdKUKzIoFZu7zNHD2UYPEgQL72wSdK6uQX34bwoOqNBQC4ApxbHl2xpdrBUqzAsh5SzBmV1H9uRtYsDfFVTc+cyjBi42ktQlVBInoSzGUair310ZiM11fZDomiNgxEnjyTOBTxVRy53mVsbQ8B3NK9rSUEtdzKyRbUfE8b1LvTxEKUtpo45ZCV3okgjEGc8OUHIuA5kNXNIbyo4T0AC3RRtLlDMP5JDW+OPXhahQh2D54gIBmUu2PcTjZg810sqajVYrdeQ6G0LDkdNe4I10c92QEz8H2nj6W8ngR6RMgQKqnN9Z95wxT1RHFCtuTU0RzaBFPVj/FhfGbXrXkD6BeWYl783cp/M/FeIqL8GURLqD4mPWkjoybUFVEioo8TDDnTCZ1YKsIT8EeWoeU4BRbsIOH8Xkl1PE4WjlF+imLH11INtecy/KxLbRmDyEF2IrOw00bKKs+3rvvK/y8/R1Yik63r4HBdX/GPN8fXsWVVwKEnCm96zhkMhmi0SjpdJpI5JWTKv9c4Xoe5zx8B9fkvsYsZYyEYlOyUpX4Pj2Gz6wmUHUVu4/eRjzcxlsv/e7T9jecG8PUDCK+EO/+2Sc4ONJFdTDOZ8p/hXrYYEplRlquNoieX4VQT0zeKKdTPPmVf2ZwxxaKQwOUBRh2lIBcgNvWz357jO4rzuEb7/q353c8XJvHnvwGv/rdRya/UxQD0wzhOmWCgWqqE22MpvZRm1hKY/Vq5tpvIzA6n/i1vSh+h19qTSi5x5nd9zkmgvI1J8bSb6xAjBSQ+SLsGs8A9pvQUIP+njeh3XAVQoNPfeCHPHb//mNBWwDCRQ0NEUyMsL68gAV7LqYUDJNJuNz3jjHKfkmjGuXC/16JvzDFDUcJITwyqsvPuY+d2kFKSokmXadKU0naDkO2i0BSkjZz1EO0VvXzkc9+hrv3/Rn5CaHZU4SiRqmuvYjGqjnEWj/C3ESUOx/9BP2pfs6ecyFXr/vQs701J8WuJ0Yo7S6ChN+/s0L2REmi93vIBhXHN057PA/G3Yt4EhwPNe+i+E1cYbM0EONa8fIKppdS0l/8Ja600ESAvHtkvJLHqe07gVOx6J1K+1OYaisEUHpoUzKK5XikopSSrJUnbAQRQuB47mRcYMfYUeZUtaIpKo7n4HmVYz3Vv5vB/CjtsRYMtRJbqCoqR1I9qIpK3ipSdErEfRFGSxXZGwVlXPfwuRHe506ZnwXGc3uEohDQ4vj1ENfN+QStkWUv9pm8bOClurG3/C/W49/CESWEB+pEUgdUzLCewNYrVG6am1cCeT/SZ1XKFKp5kr44ATuHbyKDfty14wD3Nb0W1fOYlTsEQhAqZwh4BXSnjKto3NlyLWcPPcyfr/8Bl/XeSYs1hHrpZ3hr9ZkycM8XToevvfJy319gWK7LW7dv441bNrPo4QfpsT2GqcIyWli55LMEfHWEgrNRhIKmmqyZcx1vv+K3vOWSEzNXp8L1XD77+//gS/d9HYB/fd3/45K5a1nWsIBNVU9yvOVr4IEChV1juKWZY2QyXUcqizZgShBamqL+BGqpTPC97+ScZRc898E4Dqqqc86qm2lrvQAxLiPjeRaxSCOvu/KfeNsN36e+ZhmL5lyPrsPWvd+j58Be7Az0DdxK78iPeZ2qszC4EkOtnuzXUVN0XLMF/coL0K+5GHzjlVKEQGlrxntiB6JUQAjBpocPVCLkFYXxQsbosTI+6eNdmVm8sZCme+1taNkc1Uds3vLZGmq6NNb9s8mRxt1gH3NrRcNHMbQMP6i5ha3afkpKGelJBso2pszz1y3VfHFOA5+eXc/6sE6T2kckm2Tzb27nE+/u4m/+JMPa5X+GoZ0o4j0TPDfNcP9t7OjexhNb/54qPcM57WexsErjnAUbnrf7NBXqmgCdi6G/DfAqT5mV9yjVCpxKqFClasC4m3IyNs0VaEEfhg1KwKSdl1/pLCEEPrURRRgU3d5TJn8T+05N0phIyphK4iasdd6UZIbj2+8Y3M/OoemSRccfw3YdinYJicT27Ek5mdFCapL8TbT365WFMlPO8UTfTlLlDLbrUBOokG+BQBOVGEFVUVmYaGNe1SzKTokqf5Te3DDbB/czWkozVBhDVRQawjWoikpA86EJddLFPBV+xUQTp26lEQhUXhqrzsVHLmFZ/zIsN8+s8HLK7vNUoeQPBNIpIafI7bidj+IO7wdVRfHGF/2iD3J+6KuHbBg0iSbHcwqndiaAUgBlNIGi5xEeJApJfN50939e+OgLzOL83ntZNvoUbdmDlBWToh5gZ9UqOmKL8LlFLuq7i2FfA3XFAZZpFudf8n7enHj5zR2vFpxxAZ8mHksmuWNkePyTBOHjt+b1+GMGr6++nIVzx0imd+N6NmVrBL+/Hl0LPWO/qqKyunkp1cE4ALFAhL+46N38fPsdbKi9EHtQpThoTxYdcEoqR39l4WtK0vbuqmluWz0YRNF1iiNDJxynlMvy9oa1JOY/d9227D5JZqdHw7UKyrgOnWmG2HDRJ/npr95HJtcLwODQATK5fsKhBtyW13NJ+xr27P0CTS1xVi1aSFVYYaywEikdYkJhjR6jL3ETR4a+XDmQAGt2CP011yPzRTKbkyibnsL0ZTA+ejMkM4hwkFzxCE3tJcT6i0DC0e88DsKl4fIjbDjwd7RnuujJfpcj0QEG5xVYceB1CFnmym8m8FkaibSGYxSQaghfjSB61RL4fSfvqxng36NxcgOHuC5kcWXdCv7l0APcM7iFtYmL8KsK7dxLVksjJWhGxYqoaz6uufDfuObCf2NwZA8/vP16UtkjTzumEg/sIRSvBik9Vi16B6sWveM536uTYZEaYJc6il6Cql7JWIsgoCmEs5AMgnBBjq/jSgna94DtVzjUWETVNGyjsqAkn4WEygsNV5ZIWzsRQnleLVETbmFJ5e/xGeNTkbOKk/vM1A9U3KajxRS1ShW6ouO4Dpv6dqIgWKLMIWQGK4k3iqjIt2gmPs3EVA3Kjk1QD9CTHWKRGcSTlcQlT8oKsXQsslYez/NwpUfRKWGPC/IKBK2RemoCVXQku8ZrD3u4M4xW0Tt18gwVq6XD6WcWnzam55YhXEHICuFqHjX+NpbXXMHsyMoX/jxeRij+8gN4g7vRzv0zzBU3oK24EYLVuF1PoFiM67ZIKAQhWMDzl0+QchESZDKMiGQrBNFVkXVDFcYwrlfvAS4qunDJ+uJkzSgDRjMr0k8CkgWpXWhIBgNN/Hb2m7ht9o1c1Hsn85M7+dLAT2m98Wsv/uCcwTScIYCnAFdK/vnIYX7e18eRcmmKJkTlfzkR5vdFk5aubazNbiYcaudoz69w3RKjY1uprz0W6ycdGyk9FP3Et573rL1x2ueIL8R71t6IlJJyo4ORUMnuKTP0UI5Sv1PxxBVc0ntKxJYey15VNJ22K17HyO4dJxxDui5PfeWfCVTXsPajn8IXP3233U67gApEdun8yhxCHVb5Vef3WLzzNuaFlxKLBxhINrIucTZgc7S4leHtuxgerqHn7HcxMCqo3f93lNskiXjFopGIXFiRvbBH0LUEieiFxwigBNvpx7KTGME4xYvfg91+I40XjaEuORbH2Dt0J5fcUOLuA2mkXWEtqt9l6LFm+hoH0ec6HHmsmWJqjM4Fd7Gw8xIiyXqyPpOudp05u8ugdpGqgViXHzezAEVzOb++jl2z57Lv1w9zac35hDUfb2qYT0gzeThjsze1lRAeEaXyaBSLJ1pl66oX89G37yFXHOG2B/+cQ933IDMhbN94VvOU2VcW93DW0uuJhE6UB3q+kZUu8YwgmZDsuyvHnLMCqA0qc7dKdp4vKQUrpQAFYLiQrRGotkSN+LFFxdUWQSHyMptKik4PZW8QiYMnXVR8M0o8nyqmWvYmoAilkswwg8t34rt1zSfmaU9k6o5/QuJR5Y9iqgYSSbqcZaSQpDaQwNTMCsEUEtfz2D18kHlVs6jyR1nTcCybdWnt3ApJFALXc0mXc0TNEH7NIOGPUu2PkyplaQnX0hJpYOfwQQp2kf78CJ3pfmzPRlc1XKdSBTio+ii5Fu5pjpqh6BXh6Bff+QuA1CS3L7gNKSS1sp2Sk33VZZd66R5kbgj7ns9ib/of1Jp5uIP7oJw+1shfBkdDBgqI8WSbaYouuSCiFATDRrb0VGoDj2+SKpNzgjL+ulBdHEK4MDffgdQrse/q+DOwYuRJclqIhxsv50BsMb+b9QauK+yhpZhE+OMvypicwcw44wI+BTyaTPKj3p7p5A8qoknjhg+fopIhhM+soTaxlrmz345pJjjc/fNpfXV/69N0/8/HT+v4Qgh8dTqKphBd7qf5+hhz/zTBrLfEUX0KqaeKOLnpb9uR5pPoW9kWo3t3Mrx7Owd/d+szHvuXxTHWD+3is+lu8p7Lh8cOc/HIHq44cg9vavwy34l+k38ZuROvbzNjqYM8/rM4D/7mCKWCJJF+K83etVwa/Efqxdk0DGXxOnq5zBN4faBtm/74jWbu5+jQNxnNPkD/2HHnJiCz8TcA1F+tUPvGGL5zpyex1CUuoLZmLs3WA5ihH1G7vhOvrJJY281jwz9h9RvmE7NnY+brcHAYjnaS842gOh413RaKJzFsjUh/GXvAZuzeAtn8LEbM17Bi+Choc+ktHGWg2EeTr4awajLfKJH3DDJehCfKq3msfC5372jjlv/bQS5XplCYkmXpKST/r5oN5o95zflfZIH3x1TZa46Z2Kbg0nM+84z35vmAAI62SA6sAGWbDW4l9sv2ge2rnJoAhANSCIaawDIFTUcqz2UUhdcSY6UIPtOhXlRknN1k7X24FPAoYDP2zDuNY6qr93i37/HafYp4+ilUEQqKUE5wKR/rD4J6gKBeeYETCKoDcS6edTbVwRg+zUARAkUoqEKhNpjApxmUnDKP926nJzMIgOO6ldg/KXE8FyklqXKW3cMHqfZXEdAr2nxi/HzKroWUkkwpR8EuUnZt/JqP+lA1uqJRdMunTf4EguZwLSHj5MlJhqIR0J7HeK+ppqvx+D857sdMlvroyx94/o71BwJ9wVUocy4BI4gSrsMbOQyZ8RfNqXlPoTx4yuT4TX0ypW5DNI0MlhCaUyGCU7ZPDLtKxVqoS5e6cj+mUsQnKwkilSxvgS10zu+/n7956mPUFgcJS4u2oA/n8EMv7ECcwTPi5fXa/jLFrwYH6LGs6eRPQjwL1Wk42AoFx+HK2iZWxSoLd231ucSii3Gc3LS+fI1zkM6J7pTvPvELtvbu4XOv+Qgx/9MHbvqbjmW0uQVJodtCMacvRHUrVj9tH6WxUfbf+nNShzoopZOseNcHqVl8orXi86kuOnHYXSjxX4XKYiOcMnopjRjZQ/eKm6nu38rqoRR5K8posoVC/WaEdNjdP0Tk0BIefbQW2z6LxvZuFrcP8PPeAlWNTbz185GKbI7rITSNgG8umeJuAuYcugZ/eMK5jNQfJDwiMasF+gwayLHQMqrm/AzF20VCumT2VYMApb8W/7xBvv3Yx3hwbRnBKNWOzX1nf5nq5Bwuf+ojVCfbmXgf8skgDg760CDVb2ih2roXbXQjr/U5DJbyxPQoY9YRhkpDjJT6macNcthpJ6GmGdXPoq1FY9cd/8lPv9VOonk+n//Hq6iuCSIdcDJgJSVnX/Zezl4KbulvuGPjR9h+4Me4ng1SEA01crDrLubNuvJp7+HzgV0UGG2qiHTP++MItg/StYJttdPbyYp6BGZJsmAzDDczGfh9ohjIS4eiPchw6V5UxYfrleA03ZDHx/idLo7fp2K9O/X2E4j5woQM/zQpGiEEbbGKzmLJsZgTa8anVTwJpqaTKmXpzQ5RF0zgeA4IwcLqdnx6xWW8tHouZddix+B+HLeS6VkbqqY3O4iCQtQMMZAbBilRhYpfrUjP5J3CjOeoCZWaYBWjhRSWZyORjBTT6E9T8cOnmpi6QWEmeZnnERo+NMVEE8YzN36FwbzwLyYjcqX0cA/eh/THQTUo/e/1YOUnrX1Ccyefz6kWQOGzpn2Wk/0BAw0QG4NAZR2TUxsd9y77RPVaaopDNBT6EEjWDG/i+nlL0OrWobadXAXjDF4cnCGAz4CP7t7F9wb6j30hBY2jFeNfwQ8d47q3ScfmgbEx1saOmbTrqs87ob/a179vxuP4dBNTM5/RonA8Yqv8xFb5T/heUTVuuPV+fvHGDeDOHJ9VHB5kaNc2jFCY1KEOahYvx+6zSX41RfTtEcyFJgMzxHZJzSSQ7aOv/XI81WCsbjlzI3lW+Rp5cN0R9gR3IEtxVtTUkPDZbNsqyRdU5jbG+N0dccolFTOQJCTu5JylWzF0Sak2RlXrMpqX3IRh1qJrYYr2eB6hAFxB6aEL6Xc9ai72CM6fWdZhLKchAmXqhJ/SyhEKXRFi5x0mO9JFd7eFFDXoXiXmBVUykjhIR+NDBMpRQmY9SrIicKuhwUCBwm8Owb+/gdxvIOo7zEJ/E47nsDuzndHSCDkngyLguovb2Ni7juS+LKMDw2TzQxTsanbcd5A1y/+dK6+cxx+9Yw3nvW82hqniOZL+X3kE5wguOuuvaahZwbL5b+Zw993sPfxbVPWFX7g8KenFIu7XGXYdkqu1aTFVcspfISpVQlxDsHGDxPNV6mn4ELTw8llkB8u/xiY5c0nflwBTkzimYnpNYDn53VTLo6qo2K6NMcOz4NMMTLVqsp9KO41ZsUYUISg6JXRFxa/7KbvWeNWNSlzg8toFFJwih5M9aKrGle3n058b5nCyB1MzKZQrC7sqlaetEOJIl5FCknp/Fd35Srxx2bFwnsblmrHzYL8ASRnHpRw7lInpdRSd9El3eTVACAVt3uUAyGISgtVg5yvDNWV6BRB5H/jKMC7BIyTgKEjNO2bys3REWQfHmEyqcsfl/nXhTn/SJZwzshFJJQbXFgYNbgbZvx313A8gTnOtO4PnH2dkYGaAlJLbhocYtWw+un/vtG2hPJy3u2IRuWfNsbemD7W08um589Bf4qLiUkoyZYj6xheGQp7b3/dH5Hq7Z2zvr61nyZtvZt7V16MaJrnf5cj+LodvhY/4u2P800P9fDPRz2jcO9GS4XkgXRAKP3l8hFlZl4fSv2JP+SEatHYuj76NuNpMKq0iPdjfEWDP3gCLFxWIh4cwOER9dS+64eDiknHTJHwNVK27Atmqsm/4b6lYcGQlvqnQSqLzeprv2Y2+din6u94w7XQGcgd5Yu/X2Zp7EFt6eLZCx08WULN2ECl6qC8uYcu2u6cMVuVPw/Bi3vDQFzHXzEIZtLGPjDJxsQKI3LAIzH5wbsev+Ci6BR4dfoDDuQMgVOasOpf9O6u4/4ifsbQGClz12vm894Pn8rY3/4TkaMWCousK11y7mG9//ybslKTrBx6+emh600ungZWTLg6S7zBEcWIqsCToTFkZROXV35MgBHWKioqKAM4jzHxx4gvIS4H+4u0UnaO4E3UJX0ScbBo9FUmYmcjgBFzPrdT/lZWV2vU8POlhqPo0culJD9fz0FQVgWCkkETKCgHtSvUR8gUZyI6wuLqdRCBO0SnRmx0i7gvj13w80beT/vzI+ElQud8CZqoxPuVkp22v9scoOxZZe2aL4YsNvxblAyu+Tcysf6lP5WUDt387hR/cCFZmcv6bjEbN+0G3kUYlSQhXIDNhRCxTWedyIaRZAldF+MpIUSGRDkolu1jxTmrs9iZiAmuXEbzx2yixlhf8Wl+tOCMD8xzRUy7x++FhPnYc+QPI++BoC2RW+1ik+1jk93P50CE+VFf9kpM/gCf7JL/e77FtoPKz1gNBlr7lj9ECIYzIMb+pHo7SfuXriTQ0ceDX/8e+X/4UAP/lAeJ/Fif2x1FyByRvHajlHZsbZvbzKQr13w1T/Ws//29xgJ/K+zkq+tlQ/UH0zEKS9hieB/mciu1KDh/2k81qlEuCmthBEvEhdN2blIwIKxFwbMYeuR17Sy+r5/yQWHAtjLvRvGAXcuUW1JoooqHmhNN5qv83CDPDQn8tfQ81kU9pVC0bQSs62EmLAx1PoqkGynEuqpxvlGSwl8LWTvpHN0+x2MiK67NYBKcfUzFwpImhrMdQoqjjYc6L439Cg7+aKrOJpa2trGxv4fP/dDU/+8ETZNPHFkPb9vjVL3bxpuu+z3AhQ+vbFRquP/bMOPbJqzK8UAgJlZjQOIvQsbd8U8BUMfAKkwAXAorClVTxx6KWd4ralw35K7vDFJ1uXJ5f69JM8i/PhJPF+z3TMabuO4EJSZgJ4eislWcwP1ppO2W5FYiKcPR4X1EzhKkZVAfiLK9fSFe6H0PTcTyXolNix8B+msO1FJ0yW/r34LoumlAxVQMsiVI+RRPqlHFxpYd9kgogpwufahI1QuNVsJ8dInrtGfJ3HNSGFYhIw7TvJn72MljEMZ1jI65KRCg3xbLqVsqF+MsTUzIC0KWHKo4jf8f9XFQkBKoxVr/lDPl7GeGMC3gGNJs+BoqladFDChAQgkXxMFfPq0F86h6aaiJc+MH5jOzuxb7ze3DTX75EZ3wMzRFBV1rSOEV6TkqJGY0Qqm9mwXVvwi4WqV64hOisdjrvvZN9v/oJdcsrMYNd35IIVSMhJaOPeGgh+MT1dTyaH+UJeVzcjguh7SZOzOXIdSG+cckbSbgaTl+OZYZCvDyL394e43BngHe+bZDzzk1z9z0xVq/Oo9tFPMchk/MTDhZRFIGuHHPrKrqJ32xkUes/8PjeK5lgoGUtg/a5T6EqlUDzvlSagm0zt6aa85tv5ODAz3l4bD/53mYkHhdeWSaqBdm8PUDPSJFzFl3F/kNPMZrsnXQbFf0pHlz9LfzJBsr+FOnuFi4bfA0xy0RT/ERFmoAyCMJP2pqFRy1V/vewpLlIc4NOk7aa161bwb39PwIUvv/zm6ht9FHs+BGLa0129C2YNmz33n2QSy74Go898SESWiV5YvtDd/L47T9l3WtvYuVFL35FjdUE2U+REZxj3lMhwJYYxYr7d8MDCvaGEI0vgnv6dKEpEVxKvGx8vyfB0xHJqSRwKoQQKIqC63mYqoHpPzb+E7IvQgjSpSxBw1cpv6jqlTo2nkO2nKc5Uodf8xE0A+St4vjirdCV7qfoWpiazvzQbAbzI5RdC6WsTtaGhQohmx1rZN/oVBmjieCxynknS5USYZpQcORzuw+2a2G51rQawSdkITwDqvwNz9zoVQi1fmnl/oxO0aeUcH/DBi4cuBcpPCaq8EndO5ZnEy6eEBMIxzKCJzbM1IZoC8Gbf40SOXNPXk44QwBnwM/6+7k3mQQBqzvgsm1w6HURwnPCPJFK8o2ebriuiYvH4Pr2JXh7NhI9+4UR6j1dNIYFNyye7lKc+9rrEc3t5KIJzMwwipbFGxc8nn3Za5h92Wsm2/qaQLqSwTskThZab1bRw4KfBxex2crxJ8lDDE8ssioc+WwadAckqD4//Z7Hz2ZFuCs0lyue+hXXnftWLlyfo6vbh2l4ZPMqe/f6SY6uoDpyFMdVsMoayxYdRtcdNN0lrQcZGtrFkaO9/L70Bi6bYqhWFXOS/AF84c57KBQsvn3zTUh7GF0xObQ9QMOGQ8yvC9IWrGYkl2Pp/Ebqqm28oQCZ7MixwREQMGtZ1Poa8t0ZdtbcRo8I8n/hW2i1+zDDC3F21dMQjnLhigsI+FL0er0ItZZZuWa2HukkjodiqPzxkoswfRp3fLmfpsUBXn/J2/j9pqfoSUcYy08vfzU8mOes5f/OF/7ptbz+uiXEaurxhyLEa1+aCTIkVN5LHVnp8HPG8CGYjcGsPZI9A1n8lqC1ZKD+zkF93ctLViNtbSdnH4LTEHo+XQjEcToZx21/AaVGphJD27WJ+o693VXiBj0UFEKGH0Wo4zqAHrqikbOLOJ7L3pHDtEWbKgTPtivxX6JCrxzXoS3WSED30dPfBarEMQV+1SRkBFCEQtgMYioGIT1AySlT5Y+S8EfZO3pkcqXXhcaSmjkcSfWStnInXMfpYCYtwumDMjEAJ29yddtfPKdzeKXCd9U/YnfcTfnXfwETL/UClo9t4fgXKEEl3n0yGmTcGYCAMgo6x2o6K+PfT7zjjCdlo9YsRl90DSJ8xhr7csMZAngc0rbNB/bunnzidUUwNxLkUdPFtm2ur2/g1sEBBuoCuEuqUXSTuus/iJSSLT27WVI/D1N7eVlIhBD0ty6gUCoxdutXyXbspXrxMs7/5OdPaNvwehXpSfp+6eFvEgRmVQYioqhc4ouy3ozyQDlNCY8C4FZDAI2rjTilI30cCqgcCqpoqV10HMgzEB6gwddAf2+Zc84uUF8XZnhE4/6H5mBZ8wj4bN5w9YP83lrB6JMJQoUyfRdH6WwO8J7M11kjt2BkmrHih8bviYrrFVGViutxw8L5hG+tp+eHkqa3L2L3of8mtHiQ4qifedEYmlCI6X62HenGaglhFgtcdN5NyI4Em0b/F5mHmsAs3PYjNC9vZf8ddUQDFsViAKt6AcHataTye6huaKakNBCQRYqiSKvbT7/lY5HTiKN7mEJhUVWCYa+Mlc/DNpOAeyU+2UTYvxXNLxkamR6blk6X+fAHb+XTn/wdP/vMRaxxNzCYinPw7g4u2zAPAGk5ZH++ifxPn0BE/QQuWYT/8iXos6t5IRAWGu/mWAqwXCqpMgx883xkH8sijJcP+XO8PKPlRyi5A1jy9MrunSqEECe4s04FEyXdpJTo6jNPs9O1AY/F9ClCQVUqMjKu61ZctFNQdsqkSllqgwm08dAG23NQhUpnug9T1fFrPlShMlpMYbs2a5tWYGoGOauIJyvyMUeSvQTzAt/jI3gtJrk2H6qi0B5vpivTz8GxLvyaSdEtowmFuC9MsjTxPI/HG0uHg6luLOdYKEN9MEFtIIGuagwXknRl+nmx8M0dH+CGBZ9mVmTFi3bMPwQIM4QSrEFUtyFHO2C8dnN1eXRau6kc20UgkJNJvh4V8tAfaKEr3Ma5gw8ds/yNqwNogKIH8b32i+gt57zQl3UGzwJnCOBx+OsvPsDVquDO1ZIlQ7Dogga2XKwSL5X4dPscdEXBePgWQoUcb3vXJyf3e7RzC/cf3Mimru184Ly3vIRXMDOWhgzuKjsElpzFnDnzic5uP2lboQiabpg5MeGDoXqaNZMh1+LW0hiWBOHCHST52xGXszSPv1uoMdJyKa3bNX50sInm8L1UBdM8yRVs2RqisbGMz+dhmpJc1uB3D60lL3y4JRXyUGpQ0ZoM4maC+ofL+EpQrPPILj5KLLhukvwBXLtiKX0dHmpY0jV8Jx3pvQhVEqgqcCA/SosZIZUuIoIKqqLTsKyB6xr+jh3/kGFA20+taKRPPUi+kOfK0uVEW+fzoHUYpa6OUr6MYTZh5/u5+8hOLhuq4YHcJhbHXaqbZtMcmw16CF9Awd8A1oiP+HCJ2qpaeiIlXEPy+sx+PrAOtkbq+c6hWjIjFge6e7Gsypu253r4knne9tE7qFHhhq8+zCVBSXdtkGxDFbmhHPV9EzFfkH6kg/IjHdR87z3P27PxdBCaILC4YnGNXjSD9s5LCFfmKTujWLww5O+5YCKuTz2NTMepVsRUKYtf92FM+c5QNTiOTOqqTswMTy6+Y4U0BadIY7iOnuwgmqKxrnEF1y24lP2jnQzmRhEIyq7FobFuSo6Fruo0RWoZYBgaQyTGPHJtkLOLbOrbOWnSKboVC6sjPQ6MHT3Gi6e8E+SsYzGvCoKGUA1hI1jJaPac50YAZ/Qtnhxpe5CCk3nmhq9CaG0X4Lvy8xRveS8UxzUyJzKpbSaZwcT7jzKu6zdxDypSzx63zHkbOT3MouQu4laln8rtURG4oOrYT3z7ZUUAPc9CCHWyXOmrGWcI4BS85QcP8caNCsmQpD2pcGO0jn9ZYTPb0Pm3hYuoNU0eSybxZ8eYnx5AmyKRsLxhAU92befKBc9/jd3nA3FdZbZfx9xwDUsjz16IdbURZLUR5H3Jw9QpOu22wiNKGRu4o96grAg8wDYkxQtUVr/tVsb+8wa27teIj/pxHMGaNTm6On0MDCmUSwrJkSi1TWOk02Fy5QC+37uc5zO59Rsf4IPXfQUvUMQO5/D31WMf7MC9qgxCQ9VUhBA0vUklXzxKZ+8+bG/CpaHQX84S0kyCUZPZMR9jDgT0GIGEyaJ3V7Gi9n8h51BQUrj6GNvvjDIwGEHzzUI3HXwxm3I+jeZLcH5qLd5Aip7QEXryIEQzZ7dKWmo1ArMEpS6wekvo+AiGffReMsqSr99G285DeEjmR4LIeQtY//n11HxrK97GHh49msEBRqVghebyVwGb/a5KzHMp9WfJ92UxAUuAMeGBFOB0jeAcHUGbVY30PIa3H2Xn1+5hwVvOp/nixSe9d680mGotZVLPqY+TZeNOw7MweipUBJdPZd/jrX9CCKr8UWzXQVVUhBTjWmvyBFkZVSioU6oKRXwhRLmi9ru4uh1NaBxN91ITiNMaaWBOvAXHcxgqjLG8dj4ZK4fludiuTTKbwmpXQVExFQMPryIqPcMYnAoH85DsGj6IX/dRtEsIKpnCI8XUKex9csiptil53KlN+dAeWc2iqjNacyeDNvs8/G/6Dtb2n+Lu/CV4FcutJ1SEIyqhPVTcvlPHeCoRvOboLXREFxKzjgmty3FrobL0BrREO/qS616U6zkVSOmRGv4FVmkQzajD9DXhCy5EN+pe6lN7SXCGAI7jvp/vw+0t09EAyzoFc/5yLv8SSOFJOCcWQ3v8txzZfA+zqptZ9o6PEwpGEFOyfiO+EB9c8scM/d6jeKHE3/zycZVNYG30+VPg//tICz1umb9IdeK4YAJ5n8bSMYu39lr8V3GA8D6X+p40xuyj5MfizJ1t8NqrSliW4KKL0gwNaQwPl9m8PcC6c7bxwD3nkMsHUf0las76ClpiFkPJamob9lcEncsK3nCJA7/9Nff8ei/LLjuL+euW4bouyf4RRg0w1CCWW0TVdCRlgoqOLT36SxkULcRVDa8DIDoRJ1mtYcpqHrrrIPsedentcXFdFdcSIE0Uzceay1SGHgxhRRwYA6THQz1PcSSTpLlnFu9Z80aqmk3EBpcHv7MVJxIn+VQPRi7PQGstG69ZTv+cehaFfeR7e6htLbL2rlGGFZU9nkKLIvmw32GODoPSI+8JihKCU1wpUx0y+vIWrKLFU5+7he3/9Tu0oI9wc4KBTQdfVQRwpPQgvASSL8+IKbGCEonnVcrFKSjThKGnav4dDyEEhqZXjG8uCA+kMT3z15PeCbqhmqISMQMIBAl/jJJjcSTVS39umHOalqIKFVUo1PjjlJwyZdeuuKoBRVPHS3tJpPSImEHGChnMYgjHLOFqp1jveYo8jO052OVKPKCKcmrk77j4vuPUZk4JKgZBI47lFjHUl0em+ssRWutatNa1FKsX4uy9Dfq3IE2FjOIn4mQmk0FOloAzJ3OAOZmp1VaUiipgIIExfwP64te/CFdxOhB4ngIUcaxOHKsT8M4QwFczOnYO0vXzHpbWwLa5cPGYgakZzNvncumGNlblxzh8y3/ipEcxm+YQH+lFhGMn9FPslrh5yB96eRLA5wtSStSHVRbNDmIEFXRgtmrSEDe4YU8fYU3nTyPrOGgHSWdXs2TZQ4iVi1EPLUGIAoc7/cRiHpgaVjzCx1/7Vb4SXkdG8aP7PVxbw8qHueS6OC1OgqQRoXhgO+aoQdlKMbD/QfY+2sdTtz2M9Cozk2bqLDxvOev/7e080v0TbKeELT26iymafVGEUFlYfRmj3SMEmwaJx4794A8kbyM428I3z2LthiI7flNNbqgSa+U5KqGER5eWp887ODkRlt08B9J7OZDey30fuxOAlbPqeWNPntAmjdmLmmg9MMjWSxZjGxqloAlCoDY2EQmFGL19mOX+BKNDfQTcAjEh2WnDfWWFduFiKpWUBtuDsgIJXWBL0F+3gjt/+iDWN38PbuVknGyZ0kCaYP3Ly0X7QsLxCqTtE2tdv6wgwZUuHhJdPP1Ue1Lro5TgqhW3nDFdYiVr5fFrflShoCkqEkneLtKZ6qUt1jzufhbk7QKaouK4LlKp2M8Gc2OU3DKGZpArF9A9WFQ3F8dzOJzqJW8VGS1VRJSl6tCQm0VP9OBJmVjF5iMnLmbGNseXljOEjiVP1JealCGUcCoe9AnL+PRjWYwUjrJl8HbWNd7wzJ28yuE/9/1w7vtxU90Uf/l+YoO7KhumaoFO3l8DpAOhWiiMgi8G4QawMqhtl6BEGvH6t6C2XfQSXMnTQwhBKHoeqeHDk9+Z/oUv4Rm9tHhVE0Cv5HL0/47yzS2HeV2fIFQUnLfTo/lPWuj7+H5eW2tSNTjKiL8Tt5BFCUXR4nVknryLQNuSE/qLrVIItEj0xEtwMS8inCxk90uK3ZKv/1E7PyyMcJERZpEe4Lu77yH5s/so5ouUWMXclRpbbu8gpxyh9N45qJva2L6rxLadMZa9zsH0Sw5SRzpex6w/0Tn6LxKnpOMrfJgV58TxZJmBns+R6lVxYt0ED9eQSVnkRqfH9jh2mbaz5nFx67soDGcwsz2MBA6h2nMYEUPUBBpYHrmOX972ZYLBGH/85r8H4ODY75GyhGYo2AWV4UMBFHUifw1AIfjQWawNSX6593b8iklRlPGmvhpLwbWqj4buDH6h0ayoOIeHsQIGQhHYfvPYCiUEblcneeNh3nDBPyIPdHHX9nvY7Wq4QNQt8a2Uw8qQn5TQqGvws+SsBvS3ns+9b/0K1jeOCVnLKa/lAkHnbVtJHRokNueV/zY7XHxkPA3pNHGcJePZZO8+o9tYHPuroVXKuY1/KcdFzSf0/p5RX1CANMdN7Medgy50CnaBmC8y+SwYij6ZdOF5HhKP+XIhsSONuLUlUrZJx9g+1jS1ogiFol0kYYTRdYOslacvO4QoORgoeAo4ioflK9HjOzSl5tcMYzIxsJPpoE+P9mgLyXIaxVYouTNnb09oUZ8wJONjPm3spmmRTJyKpOy+PESp/1CgxlrQ5l2JnR9BmX8l3rafVFh4tBlGD4IZRYSqEcFahBlERJvxXfZp3O6n8EYOYJz1zpf6Ep4RimpUDAcCpOcx0nsHjXPe/VKf1kuCVzUBTG0ao++/O7kWga1A0xgIU6XnqxWtK2ugTP5QP2rYJrLiQnytCxFCEF37mpP2aVS/ci1/E9AjgsR5ArNeYGo+PhNu4u5v/oTv/OYx+ncfntQt83lb6doKCAMjlCD61S/jLngzkerlRIKHCYg6ZDnEHU+sJag0Mm9+lvhyhUNH/Tj+PJ//QJ6rb6yhbsUqCotvwUonSWU9tmyDQFClkJ9iEfEEru2iKArr629mf/G/CWfW0GH0ETBrWBW9AWVrG63xFcydXdE8TPamKdpJtDCYYY/GJQX8VRYd90eZupo4eISaC9Q9EWduvpltgf2ktDQSiCAoAwtQWK2YjCmCQytaGWytZvEThxhqSVDVPcJwcxWeoVWIwNbdGCJOZnSYvtEU715+DYGRp5jVpHD1O1dz93/cz93dKTa8fjaRoRF23fskO+/chJu0KFNERcMSRQzpR6OinTixFG764q1c+a33vwhPwUuHspMk5219YQ9yvMtLTvnvNPXep5HECYmM8Rq/M22bPCYzk510MYstHfyaScw3XelfVzV8mkG6lCXui6AqKu2ijZ2RvaQPzGJT91Jet9KPoVSeX+l47EseJWD4aYnWEzICzCtWMTY4jFxeQ29xBHdc3NnUDCQSyz1mtZu8DgTSnRigZ54DOzM9tIbrSZZmTtIQk+Jzp+/+nUBzaBHtsTXPbudXM6wsSqQBuec3oPtQG1bgpntBM9HWvB013IA3sh9t/pWo9UsRqoE2+zyYfWLp05cj0qN34NgOTtnCtV184Z5pNbdfTXjVEsDC0SwHPrFzvEohmN54fI1VxEh8F8+ehVNeiT38L3hZncT6j1K94a0v6jnuutsi3qzgn+2gWCp9Ms39A0c5v7aFlVW1z9zBC4jIMoV8IUn3wUG++dVvYTuP4B4JA/r0ygbj/3c8C8cdZmj3XbTMjYDmZ/Dxf6NotZHJX4pZsxOjrpPY6i3cuHAee+5bz8C+FnY8UuDNF6wnnd+K6dRheCqN7T30dB5fcUBwx3/8H5e+81pSvl66qWF+ah7LfQk2x76JsqOJ1OhhZmeuRMdPscpisGcXypzK3k4ZZq3NkB3UAQUkxMMaF7+rjp4DRZZcVsvP9ybpHRzig393E7f/149o6bLZ4TmsFwbp8iF+6eW4LnIOD2xYTsmnMVYdZGh2NeganqFNptQtu+RPufTiGu79UScX1MUJqjbdtfPoXZLD9407mO/l2Gzcy5O33Q5IhK1iun5amI+BSZ40I0Yf1eUmUCRhrwoYL9YRqXoxbv9LirHypme/83Od40sCEeQlXTCi/jAlp4x+XEWbCeqVswoczfRzduNSAErNo4x1DxEMFIiOzqEmkqTkOJQci4yTQ9d0dFXDcizGSlm61EF8TpHWozHs5ihZp0DOLdEYqmGslMZ27GmJIapQSfiiZIo5SnJma54mVDRFpeSOJxpISedJMoJPfVjF07QXXNj8duK+M8LDpwvzkk9QuuMTuLkhtPaLMc/9YGWQVQMl9NKuO88HpFfEtR067tuB7tdZeMUaivlDBEJzX+pTe9HxqiWAO978JDA9qBoARUXKAFIJ4G/4DXhFpAdGdeOLen7ZEY9bv5jhHt9+Dl96gKr+GGpAoqLy/brDXLWugb9dc/4Lugh1eza73TJXaEEUIfDcMtJzUfUAo6lufnDrR+npGoTqHGzzI2IOYk4RpaGM80gVFBSEkCh1Hr6Feeh5E/7qC5BeGel5uMUylLahm+tYf+1eDnALZmkWmWSAwQ6BsPPkjR/wH5+azbx1KWrnjuJFTRqX1mP/fnTGc/7eX/w7qSVxRlMj5N/ew5KmtQx3drGp/iucJS5FW2AT5BJGvt/NvrYss5oVDt4V5vCmCFJIVDdEY7uPdifApX9TT7Joc2RHntE+ix/c8494nsRLeaxrXs4dn/onjJ4+clYvXdYQY0JiukP4sgVqj2TZs6SeXMzEynoEShKhCRQJ5y2Osu/7o3SM9lNlhvlm78O85Z2ruf71Z9P1t3s5srMX1zqmpSaFR1G3sa0SEg9dmtRYTeT0NJZSQi3H0DCxFY09Tw5xhe2h6S99WcIXAqOlx8l5L0Ls35SQp2lJCYGZq3Wc0G4GTBV0Pr7827Eujqnonuy3LRD4Nd94y6lhABU0hGtoCB8rlRj0+1g3eyk+zeDspg5s16MzNUDWyhM1Q3SMHeXC1jUYqkHCjDAQDZCbLxgMgSoViq6FgoKh6oS1ADJXIPLgKH1XRHF1gStdyq5FY6yWrnQ/zgzl4BRFwXJPMYmEaRXmJktRT/089e/0HSsD0RxcfIb8PUsIRcN3+d/gDuxCnXXuK84yFoyspZy7h7mXLAPAsR0yo7/A9H8EVX3+EiX/EPCqJIBHv9kx8wYd6t/YTuKy/2Lgl/+P8tFDSEJUX/E2IqsueVHOreNxm//9dIrRfptsj0RdqbPoZysZaRtmYHkfKJLl31nDk09lKX/bxXcKIrPPBNvzyI8vPa6UfNdKstMrowJ1qCxXDBpVg1TvIzhWjs3dRwhmJalUF4pvvKzUshzC74HPQ2iS4AJJqUOgLo2g19YiRQ6hlLFS+9FCUZRygkDrNXgdP6R14cMkxxYQs/6K8Kz5KMMa9XN9HE31oxrgOZL7vvUeZr/l63Cf5LKbI/BvzKhFseehbayouhTfsiD+gE7RyVBt1tIcqWHeyrUowsR1PPYczZMfUxk9YuJJhUOOYLRd8p51NTS0GbTWRAkHDMIY3PgxP7pZIVTlPknH53IIq8ATeoFDXgFsh1o8GtUIZinFhq/eCZpO3cE5PL56CbNvhycbhzj37DUUoxCdbaINWWwa6sCtL/F/t93M3HnVjHb3cBvddNEz/aLG519btdBdE1vYBGQI1dEpqwUKRi17IgupKw1T6BM8+cgw517yyosDlFKSc/fxrJSZnw2mksCJz88DjrlzjzvA8cd75p6O7TpDPKGUEtdzydlF/JqJcd8cvJWDkMhTsEtUB+IYqo6uaGwf3EfICFF2LVzPw1MklmthjAtPe3jsH+ukOVhH82/GcLMW1VvyDK2rVCVJWzkKdmlG8gdMcxu/IJhSfUJImBdb+8Ie7xUG6blYj34ZtWEF2tzLEL5Ixa37CkMxvxvXGcXQL+Gef34X0vGoaqvj7LdfxtjAD6hpeu9LfYovKl51BNBOW/R/p3vad1pcRyiC2PpqEpfWEV4aJbUxTqkLQEE6L/DkNQUHHi9zdItNqj6FL+IjcaiGbTduphQrkmnI4Mv42PjeR4h1xrjsrsO8pW0J9YEgb2xd8Mydz4BvlZPc6+QnP1cxnn0K2FJyVNr8ZWmI+sEDLB07RLZ/D9nD3SSaqvHGJ3sJCFOiLs0jPdBTQWTtKIn1PjJJCy8VRh/ZgO4uwZNZnKFBzEQT5cHHAEm6YzeFwW78dbMIz11OUVEJRwYI+Askey6gZu5s4rMU9Nxf4K5y+PW//JjaOQ1kQr2wT6E0pUSx9CTZsSLm4AoSIzV09+n020eISYmhxfGkw/6NWyjqNrWzbfQ+g7kLSvxid4iREYu/2rwHNkNLXPLrd15A0RsjYjRN6R/MFhNh2RzdMkbZFbT6iyStECF7hBa9gZRbIOBvwhxuYeW9caKhGHs6HsLMZUlne/iqPMSh5Ah/+7brOP+z8ck3bL+/Cl8oTO3sNnIjx3S1JlBoK5AfzhEoBAjLOH7VwMHALKexhY7m2WTLGh17Uq9IAggejld65mbPI6Ym2jydVQ44TYIoJsMjJrufmlwykXAxJRbwZAkjJ3gxAMux0VQVD0l3pp+GUA0B1YOMgZIooCkae4cPU+WvxBCamg9FCEYKSUJGAA+Pgl0mn8vjKh4oAhyP4cPdFOdphMdUUmdHUZCT9Xpt+cwWvtpAFVX+CPtGO2fc7jmCXEc9gdYRtOCxebdiBZyQzTnxPhw/MhsHfsFZDa8nbLwwFXNeSZDSQya78Ib2I8s5kBJ3aA/GeR96xVn/XCeN6+QwfM04hYqXRbqS3HCKaIOB9GzElJr0r3S86gjgvr/efuyDArU3NNH24fkIdfqD3vKez2PWzcLJpai77gMv2vl1bXNx8Th4cQdtG9swM34sf5litEBVR4JUWxLXcBlcPsBgCvZuf5iYYbKmqo7ZodhpHcuTksemkD+oyNwBx3wuE/6Xbb+gJ9NHrpSntOiNjHoxYmYXotxTCSb3QKiVhDE3kUcVKrliAdVnoiSSeOUeSK9ANauormvBcgTF6tXYhQNILISiEJ2/DAHYto0Wq6VmsYW/yg9CRTcloKLqAs9XgzH/CCLtYasKpgnl8dAjX8jPmz7zLu66YweHeyXfPnIbaZHFUV0eOvQD3r3sQow5Q/jycRRNMvbbJooBl8CcIqPGMZmKviTclnwPefpRMGg3r2Bd8C8ItAoWfMYH+LhaPY/C8AD7b93CW2IX0a/r/HL4fmapUVbJAlp0CdtH70WJL8C7sQ3tQZvV4SV0d+0kVygQHJKkf+ESe5NG32ODFDbHeMNbv8qWPf/D4ac2T7svQlVpWDyH1KZ+bLVEaE41jx0WjIgIDUoHSbOKlBlHCpXvfHk/NQ0ml17dgmm+ctTuc/YhPE69ssMpiTw/j5jJpTsVU0ncM57N1KoXx5HACVI6LUFkCgPyPI8DyU5mR5sI6n5mR5voyQ5QfUnXeNeChdWz8Wk6OatIlS+C43mUpYUqFAxFJyeLqDLE3P/aQ9d1VaTrImhpj+jBLJ4h6LwygiYlnuOCdurhBrqikbeLJ91e3N9Melc9nqURW9F90nYnDNeE9XRcpbjW387RzHaWVl92yn28WmE99hW8gd3oa25GbVxB+YEvIbODUM6A75UlLRWMnAu4pEaOqSmMHOln9PAYtXPWVxax54Cy5aEoAl37wyDOryoCWDiSJb9jXDhWwOyPzaf++uaTtq993YtrDraKklSfg2EZtD/ejmXYJBf1MjJ/GE/1yCfyqGUVT3cn3UUlx2XAK/Cux37Hl9ZczFlV9ae82N1bzjLjVCwlhmtjKdokAUzPu4iAlSPqWpgb+1izoIQTrWfvWIa8k6M2Wk1GpinZZTwXvLKLzGhoShEnOoxoGcS0N6C4EXRNxZFl/E1rsaP3ong55l32bqxckdLoAP66FhRFIRAeRfMbSE+d/F0mFEHdla/l4NYB+h8fxM1LHI5ZS+yyxchvx8j5Nb7X82vySnlyrH7X+QRrnDoW6w0U/F2k9kCX/z7abgjz2qYr2XzPfkAghMt1l/yErNeLooBHiYPl39Cknkur/5hb5OLXrObur34Tw/QTiy3B9sqE/c20uBqGlFij99CxbAEXDgRYdrAVb7aP4HCMdzQtYc9ID4mjAvt+i8GFvfz0C39DeQiu+/RfYgZDJ94S12X3vQ+iB/zUzp1NZ6mLrDyfggZ7YleBUI5xAOnxpY9v42t//xi/euqPUNU/jMno6VBwjpKyNj9zw+cZpyTVwsxizjP2NwP1+//svXd8Hdd55v89U2+v6B0ESIK9S6SoXl1kucvdcRwnsZP1Zp04v7RN2ewm2WxJ3SROnO4Wd1uWZUu2emMVewNBAkQH7sXtddr5/QEQ7Coukizz+XxI3Dv3zLlnzpw788xbnvfcrpfxAb/QqTuved2xqLkWo/kpxgpTRIwQQd1P0PCzNNFzQRURVSg4nstAQy+aojJXyZHKpsl4OeZqeaZmt3F8dDsn37CLlU2PMzR+N03aEHL7flRNQ7UlarqO5khqHeZlh2YqOh4Se6HWbEAxmSzNzg/54vlauGYFVozhCIdQ/8wLHPhlsDBXIS3BrV0/R3d03Uvv46cIZ9es2rwKWcmgtq5BGEHMGz+JrGQQrzHyB2cfmjTyo9lzG12Yngmw0l1PIfNdVC1OKLrtJfd96ESRfUdq6Bq8+00NPxHW058qAnjqf5/AcjJUvWG2f+EXCS4Nv9JDugCHvlfj5I55K1TjyWYcw0GRCp7ugQOi5sf11S6QpYjnfeieRtOuOF8pDzF7TYU3tvdd0vf4iTqBiEKi9Zx5+ztu+ZJ2ZyHOr7EkoNqzDaue5Y6ZfWTXSCozOzGLfm7lLpxwlcnGEURRUrdTCBU8V0GWFJxgHbdgYCQquJFncITLTH47eAa2OoW+LEq0cSMVb5ae9UVOHTfB7QAhaVK7qCk2njIvL2YgaNRg54P3sWTTSk7rQzgJh3KmiNCgYXkSUTHpWbqGR45OUQ7W5yU7zgvmH61O0/b9fo4fG8Z2qngBH9+e+3t2DfYuHntjdIq+zuFLgsxrMkvBcvjWyAy9kQBnvnk/lXGH1SveykxvnuhDozR6NXabFcxSmtAb34Maa2XAWo474SADKlXFQ5N1wloD09UpjEFB5LfjVMfzTM4d5W8/fi+ed2Ec1fnkwq5UGTtyHInA1W18pSnqwfeDGoCzpdqlxLR2U6953L3uL1nzv36N/3HX20idHuGZr32Nu3/pY/jDr661/3ywvTxF+wh1+UPUkf0h8GIu5Jclii+QFPK8tW1f4CvF2SKt50FRFCzLoi/eSUuogagZmid9QqBdpKicqmQpWhUGMyMkfDEcz6FQyJEMxTE1A8+aYfnf/huJ6CilTzbRpx0hoE4i66CbGuG6TltTB8OHj1+WACoIdFXHVPVFQemKd36G8EW6fWcto4oguvLcefakXCwFcjF5vlxiCMyLtM/VRumNbXj+SfwphpQetW/8MiLciu/230PrP2cpFb4I4iJ5odcaoq3nYkQ9JJmRYxSlS1jaSGk9z56XwrI8To/V2HdkPjzFdmD/kSLNTT4a4xr6qzgh76eGAKYfnqE+XKUgdxK7OYpDGiEuXOTS8yjse4Tg8s1oL9Gd+qPAo/9cvfCi7gBIljzeRzFZoFCPUl91mmC2TtkXQTFL6IU0VqKBwYY0+2Ym8KUEb2zvQ0pJatTmiS9mGTlUX/SOvPt3G+lYNl8a6YNGlE9bOWIIxnGxOEc26pq5eIUN21V6qmnMUgVXQn8whtG9jmOHpuk2elFcKFRytJZUZpUUAErEQwQtss+2kZ9sIrpslviKLyKKSRRlFY7vFKXo50D6qBSewSvVmDi5jHj3dsJ6F9pEkWbfCpSTceY6cxSjdRJanQmvTqB3CRPHDtHW30esPcqpvUcp2imWv2E5t7f9JtYcrPH1oTkajjpvfQg6AaRqc/vp2xnNjGK7VQrrnwXFY6y6kprrzc+QhJoVvOz52VX9v/Tqg3jyVmqywOs+/jGGl54iqa8kdSKFmfwmwtYYTu/g5LKb2ZK8nrfnBni6uJvjmSN8bMnPcDpznJPZ4/T5O5mpjTFaOsqsXcfRE7QkNlMojFJljvlIzPMhFm9yUkikJgm4QyQDbdzQJPlufr6eKygY1i58tZ2oXgpbJnnqrz/N0rF9bDowxlazgRN797L+5pt/qLX6csGTFtn63oX160fy4uNxX4i4/ShcxOfLwVy5mgcvMj7wha2IF2cQnw9d0Wjwx1EUhaDhXyxB50nvArIphEBXNJYnuhkvzZCvF6k7dUTEJG4GaQjE6Ah7aB1HsXZP4vzOHHO/mcGWgmBeYoQNakFJgxbnxIYkuLXFZ1IFBQ8PD0nRKlNYmB9D0bAXYoaD+vz15wJX8MWpvhcd8/lNXmgqTSXC2oa7XnAuf7ohEIEkIvDal426HEqpicXXApClPGce/BzNfevo3bqKWuUEvsDyFwzrAHh8Z57ZzIXxr4cG6xw+WScRVbl+S4Ro+NVJtV6do/oxwIgbBJaFWfehD2CZE0SX9l7Spjy4l/KRnVRPHaTl3l99Wcd36CGL7NiFpZJ0t07LqSzm3ACycZrntsyx7cFpOlIlHru5kVSLj1DWJRVzKJpVnKpk7ItVJv0V5qY9Hvt8hup5IVMS2PH1PO/4DT8V6bFK8/M3egCAx60S/1jPYS1YDM6/GK8oT5KbqZGLRLh/IsGvzxro0mG5EsNnmGhCZV1+Czvcp+cl9M7dDQgGVuOLbkeJfh73aBWv7uCu/D1wIqAIpDI9/8Sl+gn4V2AqbXSqNWq+Cl44RSDrpz0foNCcxdKncctxEIJaxqF/9UauuecmvI/lKWSyJGa2UDjq8uza/8YTrsVtY9vIann2hY/xsYn30eYmkQEN9WQbSWFy5ubfw9NrxIb/B/N6yvN36nW+MxdOGixwQ0nGPYR1+DGmE2G8rr9k3XuuY+iv5vCG/VSWvIuDg3sZzQQpTvrYc+hROtaZJL0oq83lJOrwUPY4xyvDPJM/QMWrUXSKYGdo9GZZu+493HrNHxMbCHEk93c8/Ol/Rrruonkj5OumUp+lMbqMxug6xnMHMfUYzeEO+itnmMg/guLOIHQbRAUw0OtzmOUktm3z1NYlPGXZfDm9l93c/CNdvz8uOLKMIwvU3Ak8Sldu+GPI1n0hnF/L91w83jkD/eIwrqAYc+lmsZjscPGN53KEr+rU0BTtAj3A829UQggcz+Vo6hSGptMVacWnGSBBU1VUodLojxPUA+ycPESmlscpTDMQ6aYqbOQnerC/UCI8XEcxdAypoOWL2MUUCBjZMQp3RQlWHay4jhfRLyj3JhCLZLMj0kLNqTFbyeDXTEJGgHL+HAH03PPSYs4Lw1IuufHKhbkTF3BG6bFYNq7qZXlg5C94S/9vXjrxVwGALKcw7/xDxIuptfcaxMjeRxdfC4BKgVPPPIBdK9O00oeUdSpzLvu++b/o3rKB/mt/5bL9DD31TTJT/bjapfqIUsJczuWp3TnuuimBpr765vqnhgBGNsZZuTG+8G7tZdsE+tZSPXWQyOY7nrevozND+DSTJcnOH9n4xg87FFMeLhYCDWHM4nh+bF+CctMs+R6L2JiHHR8g7kTomcnQdd8GdAln/ssT1AJlIkUfZ6oF/t8njxDVE2BolzxYjx6xePizGZ5LVwndYvCxdfN6YTcZIXZZZZ4t5dGDvvNIoORwqIObpvfwsNKKdU07/zpR5C07RmmIGmhy/mqtoSFVkCgIOX8T8FxBeXQl0Vgcq9iPksji6JOogRrSKyBr+nwsEgr46mS8+/FqM9SDHyQQVQiEgsgVWTDT+Pr+Bb9wCI/ejda0gtDSXhqVJOOPCfb8+3MoWwf5yB9di9kiiSVNSqM2/VaSqlIn6PiJOxHCmg/8FomuBMGaSc/03ZR844zW19Ik55BegJThcO2GybPGQAQwLmI8o68kKX38se9NPJv9KmohytQOQfTjoEcVnIYa2dECPkfhup6baQ0lmazVOJ06w02xPnr0XoSi8e6Oe8jUs/y/yS8yUZtBOgqOFmNC+hg68xRassKq8C3c+8nf5eYPf4D9/3CEZ+//DPHAUsrVFFPpEret+0sUodGY2c2R8a9xfPJbKI6Cbh/DVnvJdm6ktuQQ8RMTpPs3UemRONHgPJH0mZypl9jw1T/j/tf9HO3BV2+cj+0VyFv7sN0i7vORvx8BrvSk/1KthOL8v+d+Qhe4KC9v5zqX4fpioSv6Yr3f+X09qk4Nv+ZbtPzZrk2+XiShRLFcG4kkoPk4lRmjIZig0R9HVzWagnHCRoCqU2cyk8ZfcSkHPeIomHMO/sk6wZ5Gyis0lCNz2CEFV7r4T1cwix6RkzmO/1ILCmIxK3hRvkg6jOYnF8mhrupkqnm6Iq20hRoZyo4xW8qCACvvw4hVLz/f503OuUoq521e+MG60sZQ/C9+In/K4M4cpfbg7yD8cQLv/OdXejgvOzzHZvCxr1yy3SrOMbzjOyy/6U4SXV1k0yWcuk0tf3nlgaHBKZ576FuUaURbf2WD0VxO8vUH57jtuhiZvEtfl/mqiQ/8qSGAl0N+14Pkdz1I490fwd+zEmnV8XUsxWh6fmL3989+Ab/u43++8dd/ZGMRqkS4aVASIKsQ3cuBO1QqcYXrdvey/rlvsDsxwIyVpHDiftbuzzHSPM6O168nUJY05CIYc6PIfJ5nVgnuOpGAuoPqO+8US4ljC4b2VNBaoPpUkUdOOhwbr/GWe5r5pe4kw6k65XEba/m8/ldXLcua4hhP9W0k4VhMawpDLUEeXtfEOx4voYl5a0Van+VI7Sj9fTeQmT5BtjqNEKAPPEB+updYxERRryUemiRn7cLBQ4o6Hh4qfjwspKiRMDowVIeW3lVU5zxQoOL5UeqNSPU0mSNV3G6Vfc98n8GjcZpHr0WU43iOh9sCzohF52d+ka1jT/Gva+5DdwzalM1AA06+jNAkgR7wVf30TN7DYNcXyBsVXj/Xjs8x+HrrDIXYKSLMhw+6Aj7leyPjShIFSUlm+eDWn0X/s1EGvQeYHZpl8EYDs9qL/1iUQodLX38zjz16mPxEDV3R6FejZJ0y/fFOXAWUQISaZ1NzayiKguu4GGoAr9EmvFKw8t3zxcmblvSwpLmD5A03oxkGOW0fjz+TQtP8BH2NbNnyZlrz/RwZ/Sp3/ad3cN/3N3H9jSvpeGgF3yvs4C9edwBPlfhnspeYnCZqRX5j9wN89ub3/MjW8I8adXcay8tik3rxO72E6+rzWddeyv4vBvIsCRSXDvGsHMwlws7P078QAl3VLmCTFWc+1KNi1wga8wRIVRS2d25ctKTZrkPdtVjduJRUJYumqtQdi4gZRkqJpmgs7ekhNZmmJ+knGy4TGp9j2f1lUp9opyZdSv1BLNvGjmrkNoXpuC/D5EY/juPSHWtjqjTLuVzleZxvGZwqzZ/P9kgzjcE4QszHJHouGLHL32yllHieRFHOudsv0FM874FNxSBsNF62n6sAJdKGrOYBBem5COW1oxTwoqAoV/zNe7ZFKVUgEO2ldWAFTf3/gqoZFGZGOf7Il1j9ug8SiDfheZLDIzrl5O0o0aUv+JXVGjz0ZI54VKOtSSfgf3XM+WuaAFrlCo985FdpvnYjG/7LL1zaQFEW/s2fjNn7P41Xq6D4wwSXXTmA+Lal1xFSg5z5Z5dAl6Dx9pdu2nWkxwPOCf7IeYoSFtotAWZWlLnuk3eQGM5gVnfTML6GnDdHcu93cbuDyHAQyzMQno1fOnSEajSN1uib6mFJZQp9LMuhzY34UfAcG6RyjgBWbGTZQTb6yOUhbns4GYfDd9apz9js3ZdnvNVAe7pK76DNkmuPow84jPobqKoGfs+iqVxiTgvjcxxuODaJomq4nk1BKZPrTLHOWsf+x5bSFHg3Y9m/QNciJMKr8RLj1LXDmNm3UawPIdQQqWAXRr1I2JpGW7g7mmqUDfG3YKoRKmmH+Qu7IDnQhOu8Hur7ca9/hqgaw/zSGdxcBT3gR2/32Px7P8+vD1WJnba4a8ZlfKjE3XPvIxOf5fqDq8hXZglfr2JGFTwvT+aQzUj1KMVrjvIO+xAnjA7qpSVoMRUzUMVFIJGMiGYcoYBQ8ITgG7LAhlNVbvKvwsw1kv7UKNNHXLZ19jJbzSHK8LkvP0K5UMMTErWm8u/ZWT608V382/gYW9uacJQqATUGcoqgFuTO9rs4Lg7yJ0/8AYpy4Vrq+pDC7IMmyRsV/G3XsC37FXb8XYZc9yxPrjvFP5/Yzdxqnf7009hrYdKd5h9/9SYi9o382xMnmbOqVFuT851ddNHb2tj1ktfty4mgthTQqLhnXrDtD+P2fV6NvZf6pC6e9+0ipJyvqWuoOucoIBeaChcbz7s8L9YkZIFQnt1sKjrpWm4xxk4RCpqiX3AMqqJSqJVI+mO0hhvwpMSvmzQrCTzpMVOeo+7VyQSKnM6Ms6m9lUp0DGeuxNLJAPva6nhIdEsiggaeFJx5awLX8yhX60xqsxdRvyvjaOoUmUoev2agCoHQ5KUWUHmut3kSOJ/sMt/uXGwggFvVUHQXRVdZ3XDLixrDTyOEP0bgPZ9FWqWfPvIHKIrKunt+gf1f++tLPhNmgH07HiC647vc/NE/wbdQWnPi8DPY9Qr7dx7Ai62nvy9CKZtFab/l8r/Zy8BxwDSUVw35g9c4AXzsl36Dmd37caq1yxLA6OY7CC7bSH73Q5gtPSRueCv53Q/h7135vP3es+o23Jpk5CEPuySx8xI9+uIWwV87O9npTPCgHCLDeU+7fXPQDXPrUwRnGgi5ecbefYZr/3EYv1XCzV7LXGsf4cIIbiCEdt1NlLxBam+cY+n3tqIEgzz8CRMvfYZq+zipvgx3fHErdcXGa1UJVjycvIUbBFYFKB6oI2suzn2ghh367zLZV0uj3WmzLHaK7W3DuAVBQfPjcyz+8+jDPEcvJ6PNNOSqOLZC2WeipCx8uTTtTSb7RyKIuXUUikHmdt4CMT8rVqzHCe5HmCXyia+g14NYXh0DwSZuZGlyC1WnzkT5UZSySbk8iy8SXbAgSFw8jJjAORPCrq1HaXuSk+Eg3T/zK2w8EaZ00kULbcQ4ESSZrrDyK3Pk9qskox3Uko0EOtporDuUzkiCPQJFB4lHbVLSbN/OTHgtpfRJ1i6x2OW63Fyp05SKk0tkSCth0mYUl3M/2PWOJJLRqXYqhAvdmOUwzb85jvpAjNBMnX67je8Vx/C0OoqucKLSTkCx+MNTY9iK5J/HzpC3UvznNdtwhU7dzdLcc4r//rk/xJOS//zsN2gLRPnNdbewJz3OP53YxdtuWM0dbcsAKPgrfG37M5yqpSieqZO3q5iKxvUtPSgorI4340+oTEzl6AkniNQr9IQSPJceI++cy277g/W389GVr26lfyEEEgdeQuLHD/NdPygqdYnfeGl95utFfJrvB64pLJEX+ZIFqqrSGEgg5UJCE/P6zWfH4nkeEknMjFCyK9iOTcwXwfZchjKjhI0QcV+EvdNHqDkWatXl2Z46/StCVNfEmGkvYKoGiUicqlPkVGsZvT4vEq1pKtFwgPMHZQgNIQR17/LnTwhBqpJBIlFR8KS8kATLC6mkooiFuZLU6zaGoS3GsEkXZh5eSfl0Ext/5fDVMnAvACXy8pY2fbVhw1t+8RICGG7upNq/FhlrwMmkOPSdf2XzvZ+gUHLpvu5tjDw9TSqnQtnj9GQBKV5amIEnwbI9anUPn/nqiAd8zRLA6d37mXj0GQAiS3qu2G7sH38Pt5RBjzUR2XQbTW/+6IvqX/UJlnxcIbdLMv4fHrGNgviWFz6pHpJBmb6Q/MH89VqDwfcfw97UgmbezeQdJ9gT7KH39zdgxZbSNREimAuhGKN8VfbjBlW6H9vNF342wr1f7Ca1DGbX+eg9ECR5phNb8cjLFNG3pzD/YyV2FlRVpa3NYGmLyjPfzGMqEnm0zoGH5ljdPcSy4iilXpO6peIfneXOM0+jdEQp6D7yUZNIwcIruHylr5Fl3x7mtqV1jLZGCjtgY7iNueZjPFl8jnjrdszGAWzzBPX4N7AUhZyhoZlpQq7LdqeHrK/IMdVhqUiwIfFhirFR4oH++Zvign5LiTxdTX4MpYXpiZ2ErDuI52OsqLYgHZPmt9rUKhZz36tya+sx1LdbDM61kosFaMwIOmdhdKPOhm05wmvSlIaacXNBgrflObrsM+wYeTOO6OfP7+yirxwn+a0dzD3ZSr45weOrV/Ldjjbkwk3GrCso4xEG105iPaWxakmA1LVTlHsKHPrwIbb86Sp2FVN427oYf1yh05lCU3W6fy5Eefk4Q5U56odD6N/r4NOnpgl6vVSsKT70+5sp2XUCmoEmVNSFG6ChqGhCwTgvyL/BF+QNfctpCWzid/c+xM8tu4Z39K5lZfzCyh83t/axMdlOxJivbTlTLaEJwSd23MddHct5X//GF7XOX0m4skq+fuiVHsYL4nLkbxHiPBfzeRUsfKo5v128CAOCuNBNfdb4d2EG8ryBVxFiIYtC4nguihCoQp3fyVMQFZVpb5IzpWlcz2Fr+zqGMmeouzYB6RDSA4R9QbzxCuHTNdyuEMt/+81MkedEehhV06g7dZygwBiIUarVGAh3UvRqNAXilJ0a+VqJkl3Bkg66OLd2NaFeUCpORSGo+ynY5fmQEC7vHl909J43UXbRRBgqZmQh+1KB8MAU0oM+46r481U8PzTdpG/7mzi940E000TVDZbf9gEmR4awCnksbTkjbCP7ZI50zsF1QOIH4S2qaQrNfMkPcDNph3zRvUoAf5yYfGYPD777Fxfft27bxMyeA4Q72gi0nIsNqY4cpXToKaRtobw79pK/RwiBrwO0QYm//cUtgl/RtvKEfYa9TF/6oYRqa5m+mo+O3Ra3fsYg/LU4RXcVQc+lKWIznXBZYtzJeuFnyJ1meukmZgyLyZYAtzy1hJrWQvt9MXxagFNr8+zvP03brOCmFWMErR7StRR/9+gf0PO6bXRfuxxfOoE24CMw4KHpIfyejSUUTgUa2fDss/jDBqXEKgIVjWuenmDN2JN8pb6M6u4pvnK6QtM7VDavTPDF43VcmWbzaj9KdISe7bOg/grZYQ2UEoHKtThOnoPtfcwFl/KgFmRp5gAF3yS/YjdgmEEaWMHZClhI0AwVd6rAsT+Yom/bJpKhW1FXTLKup53xgypz0+Ds0lD/0xy7Hx3iljcXmDkeoDZu0JmSNNc9Hr3Xj92k0pYuoM96OEWBkxfkEycohcoEKtNEIzr178yxcWM/pbs+yNf+8AC9H3iAcGaAzXmD3SuyoMKy0Qg/c98yBtuzrDoWxmuzSA42EhwzaX08RtXKEqvVaKz4CW1zMb0QyxUX0arxTGIWNVLDwMOYLDL9bAiPOrCWX/ybGnc0f4tP3/AO/mzrmxaXw9pEK3993VsuWSZ3dsxbA795x4eed62dJX8Azf55cel/fxXH/F0MBQNXFBHSh7z4gek8/Kgqfpzfj+XaeNLD1AyUy2VKXsbLeX5M4QuNw6ebz5/wcYG398KGZ8mfcl4s09nM4UXZFwmTxRmK9Roro30oGmhHk1Aw6egJUA94eNhU7BrJQJxUOYcm/CQDYTY0DbAvXSOxJ81Mg4/S0DRlvUTRyiM1gT/l4G+K4dXrJOoKTccKxHtDnExO09fYjeXalOwKwLw0kRBEjABrmweYq+Y4lj4NUuIKj6JdXiR5zcEEYTPA6ewE+WIVvxJE9bsLBHkhM1oKhCIQ5TiVCT/6qgmEOk9+Q0tShPtSNDS9ui3bV/HqwMCt7yI7dhIUwW0f/wuGs01I7zTLG1LMKJtJZWzmcg7O+QovQln8/f0gkBJ27Ctw962JV4VA/2uSAO79809d8H7y6d2MPfIkwZZmrv39X1vcXjz0FJ5jo0Xi+LsGnrfP/KNZCs/mafmFdvSGc2LK/nZB5wdemk/f4qKC6QuZgr5ZPx2TTRwz9+GvCJLfHaO37z0UJiW2X8NckSNnnGIq00+4KNk424fvGZ2+fdDo99HTVcI91IVjK6TMFMGI4N0HltGge1RSPtxpgd/Q2XRrA/sGMojULPZACbU/wjsz+wlmwgg9jGdXaapMY79lPU7ZJnmkwpw0qOuthGcnUO6bZqiQwELlG9+w2eg/yZrNS2h6ZogDT4UxG7Zy+680c/qEw+GZZaB04YvlWap+mO/EBmmfS5AoBjnSrZEUAVqUJoSY/0F5nkQVCkKDNW9tQ//mGKcLLgetE6xIXYNY8xUmv94AT36QR/Q5ntBzfOC7fkL5KMVMhZF/aEPPKYT6g7TFPW4arHOkEkI/EqDQvARRDhNMhElObGd7t+BD0TfzhegOPnfc5Ge+McWhsRKJ2ZUUvxzFeGcVtbHOux/uYbitQKhiUPY7fHB3H14ZZq0pykoJMVdAyBjH3QnGmGWJWeL6rmuY7t5L616ThsPbyU8cxx53+M5ohvzghZU+RnfAusRVl9XFEEKl2XcXk5Vv4OKwIIz5g+MlSMVoikqqnKcxmHjBtheTvecrBbc4lHP6xs8/zsXBXkQCL0NKz9cjFELQGEzQElIR6jxx8jqKqPtCeM0V2mhAVcQ82arV0Z2bGMurnCnch6Yo0ODn1Ec7cFyHwzsO0L99PX0P10m1SzqOSXhHnMGggymDDCt1Vq3upN8pczh18ryKNCweoF2sU4vXKCzUmj27/fyjSvijTBZnsW2Has3BCDgoEjL5ErGwn1S2hGloxCNBjHiF8qkmWCB/nqWg+jzwFI7MPcyNne+/7Dm4iqs4i7aV19K6cisndj/L/X/yUTZ95G9o7+9j+cAa/JN1omGF8aka+dJLy85/IZTKHvuPlujp9JGMvbJ1h19zBHDiqZ2kd+5bfK/4TKae3oW/IcHqj8xfFKTnMnv/P5L+zr+Ba4OUKPrlyxmdhZ2ycXMOXtmFhh/upB0+P6vx7MJyYPOX1zP8npNM+zSySpjXP/Z2/L0aZniMp3prBIfyxIxp3DTkGj18XguO00XRJ9mJTXUuRH9FR1EV2t8lUJ9tpimcwimptK0vM7JLMlof5sndswwUCzw3+hTWMzavH2hHfeM66vUSluvi2C6mT0exPaSAcq9OMZvlESPBdUMZti43GP7jX8T69AFmvznI/hE/d2QexulL8uC+JqoVgTlSQJ/Zj3qgzJL2JUyVTjJd+TTN0WtpyUQJ1gyijsm7vCWkPIUhdZYbZRJZmUKYMfwNcSoph2DuGqLLd1Pzt5IaGkcbnEY7cBtCeiRtjYEDKskTCdpFA4f/rYQ7qoIGX3hfiG3jdQJhaNpXJNTmQ/hssDWkB2Y1QeL4O5DNkpjaRcqq4OQ0kvFGvvnuU2w6HucX/2MpCJf9Azmy4wXMR7O0tE9TrmzFJ6M0nm6hMltn/A2zlJZbWN0Ofsdg82dvxj+h0Dr4dmTIpVDbwX/O3c6RcpbRqRH2U7xoRSiszz3/A8hPI/LWfkDBVBupuKdesP2PUlpBEQpNweRigsglfV/KyS7Fgk/zyoTwoubn9Xc5jcDF/8/78PwEFsu10RQNFuJn/ZoPayHuUwoJcQv3tjO4notj2xhagJZQkrBZpVSqkK5Nkq+kaQwk8CsmaTxQofkNm2gONhMqDtP4hVF4y1IOZMfoHlhCvlZirski55SoH5gmWCzjBFVqHfPWZ0PV2dq+luHZUY4/tZfSUj+i6qHWPdy4fkFZuONzwyjMW/gCAQ1F93DqYt5aCpiGhq7OP2zrkRpNtx6fPzZPoBgeTlkjGDbOeRGu4iqeB4e/++9UikXcSgbXsyB7mA03z2f0zmUdcrPTsOfPEOYqZM+7Ltj3iteFFwHXg1zBZXisfpUA/qhx+NOfX3ytBvyY0Qi+ZIxwVweKMT/ZM1/5K1IP/DNerQqahpNPc/iXb2D13z1zxRPacG8Tybc1Iq5Q5Fl6EmmDYr7wgvgn/R7+zH6W/YUp/svO7Xxp5WH2tk7S2qOSHffxpuJWmlIhjr55iESln1Itycn8HjKb51DsOuveEib19ccoNntsyb6frN/EfziAVQlTb6thJeqUTiUJt1dZ1nyGxICgOO1DJHfy8EO7iNYy+I5JookQnqlw+7bl1D3JTCaPI0vELZWmA1NYy1qhtwkZT2KOnqH259/mb2a6kNe04VZc6IkRVBxKbY1UbtyIkwjxjjuTBHxVzJrgyP9JURUhug8brDoV5QvXddNQtPE7++jp2czHvWsIyiAPyVE8PJAu5fFnCYUUet76c3jTBqVBj6S4BmXpLBX/ELWZJFqxBSNwiE3OETrsu/H7VBRT4LT76PLiGK5J/87jfPsD/fiFxq+7CiEMHNchO11AJDRKUzX0oMrc4Sr3vKGdqZrL17aN09f4IO8UeUIjv4yBCp7KDdkkx3adQinp+Bt9IAWK0ECF7movlScOcXzJ15CJVqyIzUSoxFLljUhP4HhZ/NoyQp0m2blDzOlV4MLg4dZWk57uwItc4c8PKSUUHIhorxqtqR8UFfcMrutSl5PP2+5FV+B4AdJ2OUve+fF7F/Rz3t8L3UHn97HgsrzM8J7/1Jxz+l6u5NuVKosoiAW5l3MDNDQDzlaRWfA0SAmz5QyduomuasTVKI47SHY4QH/znTREp9kxcQjw0IqS0fRJ5hKzxG6NID5wHZGyQqv0Mzs1zZIn69hLXc4UckDyJAABAABJREFUTtP1+XGWGBqVkGTkrTpOVMF1XWp2Hd00qC88OGs5B4Iq0pPn5nBBNHHoH2+k8ZZjhPrmH5KlAvVUEDVQJx4JLh7X4lRIEIpEKKCEHFpCK3nXsv/+fJN7FVeBlJLTO75DNZ9mw3t/j3QlyoxvJculRBGCDauClDoaeHhvBBG8vCzcD3N97e/20dTwfMHDLw9eMwTQtWx2/v7/YnrHnsVteiiEa1k0blhDoKmB2NIlixfr4MprqQwdwK2Wwa3jZacZ//Tv0PkLf0x19AR6vAktHL/gO65E/gDGv+hhzULvR5XnJYHSkqwvtOCl4NpqF68/uYxrJtu5502f5ePj6ziS6edobJpCaYbS6yQnSqdIfCrATSd6OYRKbcCi4XQMu7YGO1omuvtL3LLuBnJiI/6Ki1Kp8ZBaYaUWZLp6P2tjFY4NR6jbVR47epS+DpX33nAXM5U8H+rtweeFeODYc+RyMeSxRvL5KG/sHkO1PA7unaDs+njyL8qMn6rR0a5QFArVR3OIvd/FLJXpCxdx2uIcQNAe9DF+Ms+aFT7sEYOc0cqA6nKCOieu7yaec0gWHNbJUyTyz0LwDSjGeq5RNNR6HFEtEGt6I3IywLEv7WTzL92BoktqMw5KQ4nitEElvwp/TCC0UYzAIKVqmmCsFWkodFZbUEIa37oWvuPfzfJcOz+baqLbpwFVsDSa1jQhVKimbEYemqSWktQyZexOQer2CslgmfaMoD0VQEiJrM5iF01++yObMXoUnvg/+yHgQxYXrC6ixP7er5M2TqDtUyhEp3AjK2isJDlT/Rs8WcfQ+qnvHCQh6/xGv05BaWX33Apcy8Fa+ib+/m830tHxwwvXSlfinS4jp+uINh9q3+VL2v2kIG5sZabyHTyqL9z4YlwkDryIH/SafTny+IJuoYur114eZ/njecmvF/aykOBxXngsXKYEnabqiy0ulLaZJ6JnX3rSw9QNDCUMssqBmcOkq1nMykdpD81QFzPUF+r2Nj2bo9JikC1WKJU81BYHf2MbtUemWfaZcYJjdZYndPb8ry4qfX5yq4M4jo1etHEiJq7nsmvq8Px3RxXwJEZTEFtIEBe69KWUWNkgc88sJdw3Ox9sr0C42Wa+zMfCyTxrWT07N+f1UbazzFRPEzaTL2Lmr+KnFbYj6b72zcwef4qu3jbCYimTh5/g0f/3XfT269F1ha13v4VN7/9DntxVuMJv/TwdypcIXRf4fa98IshrhgB6jkNxchavuhAsLgS12RRC19j067+MGYtQPvEcY5/+LXzt/QR612C2LiF9/6cX+6hNDuOUcsx+42/Qoo20/8zvvujv97fPK3WJK1h07cMSPLAOwk5rml+S1zIVLtJaimC4Cr+z51YaXZ24GqI8Mc6oNs7pBh+l1gr/6aa70R53aX86iPXlArO+URrMldSWf4lnG47ReLSX3ls9runfQ5u7FOf+bZw8neFE+Sj/dayIXb0F2ztJX5vG65bdSdWusLw3TFgJc/yQw/hckZlDGh+5bRXPpI/wVEOc8ndcDjaFub0lgBGrgGUzM9JE1fEDEq9Qp2WFwkxZ8H/+eJqqUeXNikG42eD+vjZe966tNPUf4+YzBymeEkxGWnndvhneuHOE2hv6IHsPdts+5hL70Sd7UKdacVcEwacjAn6c0jIyw2WCS3UqszbKeAs+qVGehXLJY8p7itJ0G4aYpFJWKUxOYfoiaA0GxbDKUvF6Nj8yQW97EzWjimWmiPrrlMe6QEBspQ+1XUO6ktqxGtFUnI/97XIUdcX8zVMRhDIPgfME+eSHqJ6JEuhXaJerEEUTT/WY9R/l39a8haXrPsbbvvIJjKzFYf0PiWbj5Kp/jevN1+GrOycBZz7RW9ok3FHuio0iFIXVdzXT2Xn9D7boz4N3poL3cJqzertyuIyM64jEK/+U+YPCkzVUEQI580P188MkiVzQ/geVBDyPhD7fWM59dBHbPEv+xNk28x1eGpd0boPruRckr8jF3MV5otiutnJybpDGUBJD1fFrPjZsOIVfaeFQ+sxiX6lNQZL7q+RW+inMVIhMNxNTIzi2QrXTR2zcZeSGEMEzdcwzVfy6R9OuMkZfA7veK+YlaTQQioJUFBzHxTM1dCGwavMJIijnxr70176NQEGenTBx7jMhBNIDzwFFY5ELSg/qOT++ZBVNmLQGXliY9yp+OnHi0S8zeWQHxub/Dyv2Om75+L1omkIjELYSDE75mDz4OKphUrxmE6dHI3jPS/5+MGj6q8M785ohgHrAT37vY4TCHqWiNu87ABThMPRHH2bln3yB8X/5PayZMezMDPnnHgXrfMuCwCvnUINR/D2r8Peseknf33Djldm8dCTWUyBnAQnX0z2/fWERNVZD3HtsNQVdQbouiZzAUeOk96fxtDrDJ47RH1rO3LifVGueBtlN/K7TZMabaSyoXLNK5dmdBzgdkKSNCcINBuusBpZc/06OKQV27zqEXlUppLv50+nPo6Lw1798F/09Ct19Gm9bsYL+ZBxfpMq2XDN1y6HwgUaO/79JxGqPasamwaiSUSOEVKgUBYmww/s/qHEq18iRT0/RJgSGIhlJVdk5d5ozg9P8wtIOTGlhFiU/+8Q4jr+V7DYVobaDGkQay/GMODIuEbk8WmoOJ95GeraGcCTTXxNYQyqGEcCrSUynnaY+qGdrlEfacb08DhazMydwLItyMYMv4iNnCsIywZFNcEsBAo7HYGkcvxXEe3Qcn2my9ENBlMghvOkuEjdMYw+rqIRRNIUSDuRdzIY5XCtNYd0TxIrLOP4vU5QqKlHDoJAd43Dia6gYeHuGac+sQfUEwdrvkq0+RYbvn7cC6oCGEO5i/LtcuHM1rVz9ktYZzIcbuN9PgV8F24PTl7GQWeA+O4f2xp/M5BLLy1K0j2LJ9A/WwUWe2B8LFnjahRVFruCffZG4JDFEXvj6bCTgxYckJEgXjuVPk/RFaQjEuQRiXobKrYJXVshPOuSbRljfPAAIXK/GY6NfpupU8Sl+PDyMZIjZ7QXaHi4Q6Q9R0FSatRUc2nSMyIkchS0BiusM3KBAL0oqLQbBsSyWUSAwrSHqLnZcJ5HsQBts5mTnDjJOAb9Qz6YzI435a6cQArdikj/YQX0uSNvd5ySAhBAkzAglq0rFcuFcwTmEANU3b03sDK8mXRslaMR+4HNwFa9dCEUBIUhGXI49+x32DI+y9b2/AUDrwBZaB7YwNTJMdvgg4aZOsvvnAJCuhZfahxJsRYS7uJxL4KU8aEZDrw4x6NcMAazMpGhsKqMbUCqqTI0F0DRJx1KX6uhRZr/zb9TGToLrIK0a5588EYwAgs5f/r8IIWi65xev+D0/CIQmICphwZAhWAggXfBjqAgSdT/5QoX6/TNc07mRuRvD3PBsifzJaZznPFxStKKgCI9DN4/RnvfRSj9bSkvQ5XPEqiZPP15nTfMqro/+G2E5wX17cyg9NxENZYhELbLVGby8jaIoCEeAdIm2WTSojah1Dc2zaYoGcD1wqhnc2RR7HonSaK9jn30MYTgkIoLeQIkBMYoxkeTkMUEBKEiJTzoMeRLPhQ5HsNd+AiscY3zKz9t1KPeWcUMeMjiGF32cQqlIWd5GR6YR1UyDreKd9hOsxDiTmyV6yqVamSIab0VKcB2Piv8AYttTaH//BuxKmXFzjKgTwRA60vNw1RFCbiu1ssP2QZPTyTMss8M05FU+U/ss29e/nqX+ZXicxInfh6XUMAZ/A6egQxRKwiGnOOSTDmH3PQRaPPp4M/kRmK3W+HbL/+EtxU8yVz5BPVVmTffbaBDrqMgCmi2wjQCGmSTmW0sm/cR8hqInARvXA009Z+mxbSjNTL3odSTrHnKkgjdXh9Ery6IsYn108WVmrs7pE0XWbUmg66+86+GFoIsoHvUFIehXMS5KyHjh5pdJ7xCXe32WVF76dZflsx5Y0iZTyVOyqjQFL3SBSikWC4dM1WYw81Fao63IQIWqXcHMutSfHcNstujsX8tEcQbbmyNfr6CWQY0GCJg+ts5UKOUfYIMR5PCGAKVRC99wHa9ZYej9Sax2H/v+RxAr4BI7VMYoesQPZ5jtv5lc3cFwWxEDaaQUOHmNYNWBpKCmuwghsPIBUo8NEFs/dumRCoErXVTT5az57yzd1vw2KgYSj+7I5Wu9X8VVLLvp7Sy76e1IzyOze4hQoov81AjHH/kiq173QULJVlp7emnt6QVAUwWaKhHY1J0SGjV0E2p1+GEe9Ko1D9N45Unga4YA1rI5sqU4DdEssbiNoIqqS5LNASQ6hecewXMsplRodRe8DoAIROj48B8S23Y3ivrjOyFy/PLbPSn5nnOcg+4k75abCKsKLZ6JOQ5znsq16wbYf/wk5QqAR1c8TtPxGExOMrl1kMK6IJP7EuRqI6zLXM8qIWlqnCWv1diTzbJs/AlKZUlczfPBQpk/N1Rutj0iD+5i/xs2M9DYjipVnBJglLFsA6sSYnJ/C3HTIlbbjGuAz5jExcafStNguBiJOo98I83TlQR+oAqUm3Vu6PNxaHeBbDXD0vU5vvFMkGV9N3AgXqZX3YFWsqEG1VYLGXkTWiGMrNWQMooQLpo5RNBaxQrRDUhq1eJCZQNQVBW/1kRuNIRVtqiaFoZrUjYqGPUojuIxap+ma98YZ25MwMk+vOd2ke/bir3jO9xhBjnw+hHcCYn72W7a3/UWnGPrEU4AIxoAzQN9mkOBaVZWupFuiDKtMGcyOnKQUx1P0dKUYjD+NzgjcW5c/nNog0ly5RlyzmOEgq1klElqla8jPQ9NacV2pnE9iWMrnBmLkkxUiUVrVGs6E1NBRn7rCxSsZm74mde94Bpy92bhaPn52wDHDYOl3SqB9nOJJaeOF6nXXNIzNVo7fjQJJz9OCKFgKq1YIocln/+YX7ivc/FvFxjoLpe78RKkYl4Uni9M6KLvujgW8FKmJxdco5ehgKrAVAyWJ3sWS8Gd37nCvKsUBXymzoj/FF3RdhQ8dk0eImjprDJDBAoKLWYYoZQ4MVvELTfg+STxTZ04/klOPnWQvs+cJjfgo/qrbTDno6b5oamKHVbAUChHdDDrZDaEaH6yiOsTVJqeoZLtR/TOnTX8IXRBfrSNrp4yVi2HBAJtWTr/y9fA08gd6iS2egoW6o3PVXMAFMs1yrU6yWgIVWoUT7Wg+RzWru1DV59fzeEqrgLmLYHXLYR4HX/0y9i1CqmhA4SSrViVIs9+5o8JLLmVjpatTKdt8sUg0WU3s3ZFhCODVVzXw77o2fT5Skpe0A7Ye6jMbdtjP/oDe4l4zRDAxMBSbvj0v7D/P7+VUETS3F6fd7XVHJAelaPPIpknfxUBIQloJo13fYDE9W/+sY9PJEFWzr2XzNe9TMsyTzvDzFFiWi9w8/V9eEi80TSeT0FNV+loj3Di5Bwg0JoNwqZOYfI5Qt87xrU3hnG6mvjMYB9h2cPMmEV8qcrXtAqdZpB1eoCOiCA9pbOmHKTJzCBch/b9p5hZO4DSLlEkiIDA0oOMHY9w6EuttCYd+lfdSnlCIVfPoPoMVgysJXjkAVoMmCp3s8ty6FMFiuJxUHpcsyVCu6ezKvJGpq1JTh34Gh2WTn9LK9m4x6q9J9HqHrlVfmgdJ1o/wLRyA1PKOA0iSNTrQtFKFBN56qpBYipEMJwEBMJfQ5gOdvcz1AdVHFHAVzKpJSThehw8D0exaRlJUgnkGegvELCCBCqvJ1AX+FfdRLf6KObQd5kJfwQlmcM7eQ2aPwgVFYnE0XJoimSFuZO2Uj8Sh9EnlpIyH2W8sI+GYT+hZA5pCdrMtxDyJRAmaGoPk84JdqmfJTBhUteXYaXGaPQ3ki1CNl8nk5u/KZcrPsrVEoqAUtmHV1T5+n/7whUJoCw5uNKDxzO4k9Ziaa/FdXXR+52NYdKmTjmhc74c7votCVIzNVraf/hkk5cLCfNaHK+M5fxwMYCX4KV6aV8KKXyhuPDzid5F+y0m6l7hHnLWeni5j+VCB5dz/c4nSsjFOMCkP4ahGkSNMAWriCo0qobCnq4SJdejlh5kQ8dyInoPO44XqVqSqfwYSrmAXBLDCqoEJi2W/sMM074l7L1pKytCT2JkwY458wknUsETHlM3hKm06YjlCh3JLIbSynBpaj5r13TwrZkktWhNkdiOS75URbF9uGMJIstmqckK1apFPBZEEfPub22hHrCiQ2W4ERydN9z832lsf/U/3FzFqwvLb3o7zUvXE2vvB8B1LGrlClPpJI0Bl842k9yJCrphcGrUQlUFsbBGruhclgReCQ1xQTikM5t26Gx7dcRmv2YIIEDD2lX0v+k2CrsfPLdxwXoEcDaPTJcCpe3P8DW20frua16WsQU/LLAPSurfAWrzOmMlWWPIm+XXzFuQAnxCx3E8ZjWLyYBN8eks4zUbRRHUuuo82TPErSeWY9Yy1IpBmnUFrRggFmnnBtHP6ZXgWS6zD91EsekIpUCGbaECmYLJ3zS9g7j3AL9+YyP/+MQQh1zoOHAKsWEFoiYItTgMPdzA/ifi+KqC7OkA9YKGYkr8NehNxFhZOExDqI7lwa5CkrpmsdqXpQON61XBs8+VSKQlDt+n6O9iJKcTmlBYZz/KZw64BLQga5MdWIGtqJlxZuIPcExJU9ZnuUsmqAaeRKusJBcxcdQaiVQQxVXx8LCa0gS2D5IenEF6IdByIPzEClUKZgqTDgxPp2RUad44xZkDVZ4bsVmy/XVcO6oTOX09xsz9bI7dwoOGx/+79pt8su2t5LxnUQ68jo5SJ9ITaPUGkul3YjVP41pRRq2nOZLKcSIxx8cyy6h+exvP+fL4lzRSFTWM1nG0oc2cbhBMPJijnrLAm6/Fmlx2PZ41SqVyDEN3sewyIV8n2WwOy64i8RBAtDVx2TUj0xbuczm80RpigSDMOkE04ZFQLxP3F1HZdEuEXRnBhosq0+iGQltngHrd4SufGSUQVNlyXQMd3fOZwtOPnWLye4MAVKeKtNzSR98HNv3I1v8PClUx0IjikP/Rdfp8JG6BhZ2ttfsDSz08D8k8GwN6tsli07PxoS845Cvr2TyfFeJcrCLUXYvh3AQ+LcCm1msYL47T0BTi4PhJVrZ0YHlVDszuoRyYpb+tC9uC6kiC3Pd68MKHUWoO8RNVUj87yycffADiPga1NDO3RyksVfCe6YQzIbQ3HcIKGFieg13LY0h18RCE5iGlxHMVFHV+zKoyL1bfHepjMNOIxxGklMRjwcUKDJGgD4I+zsrbNN9+BOvp2zB8r6nb2VW8TBCKQrzjXOKQP5Jk68//X57eW8TvV3AcaIhrdLf5mErVcVxBwK/gSIVs7hy/MLT5X+XFpDAeAYRKZ6vJ6uUB6pa8WgruxwEhBL2f/BQHP7weWb70hnE2BqZh022o4SINd8Re1vHpawXqgMR+EnAhkvOxfa4PJ+9SkjaapVDTXCZMm0qqxsDaPKncYU4dXc0jncfI+6sUylV29p9hIJhludWGrt9Dfa6NJe1TTM7V2Lv1frYl83zi8DUcte5ivDwMZoHb/PsZTJ5i71GNd1Q8+ixJh1VlWJMEVInmQSBhM9CVpZCuMlfooK2rTmD8SWyfhpLL4dkergRTgYaQRxqTYQ9SrknG8/GBOysMf7vCl7MzfOD/S+Pe38Xp6QypaghTdzkT1untuQ3FXkq2GKFQ0gm4ZY46w8xEGmnVclRrCfx5g4ARRXgKrucw68wxO/p9arF9fKlu8v6Ds5h2CKlILKWC1BoZ3aqy9lgzB9ecZmJ4Gd/PPEoxZjO95BY6rQodI1HOJO+ldU0fDUOTvMV+DzJcoBCT2JGDNJU6kG6YkjPB03N/QHRVCiOic/BggJlakhu9zWR8gtOVEIlSlJaJHfzaUgMn6+fDlUN87qHjxGoxlpIm+qHfYMtsnG61nUx+BCEUbKdK3a7S3byJI8PfAQ0ct06oJczP/9MnLrte7NMVGK2RdzSiyvxVpSY1NOYFut2wip7QEJvjiJQFEoIRlVsil/blupLndqTZsyOD9CCftbnvS+O8+8M9JJImmQOTpB4fXmw/NJh+VRDAhLGdoNbPWOU/mE+m+SHwIrncxaXXnne/F2Hxe6HvWowLPPtHXGoFPJ8snm18PjddlCu8ogtqfm8hBLbrMJ5PEffFEcLDkzYDiW4cWef6vk14nkvesgloMUyRw/BMLLVKOSFYGhsi8d5NDJbGmFimEDljUf+tzSi6hvOlx4gcq2BEg8yeicFACtev44RtPMelUq0hU6AGwAtI0AT1ioUa0BFSkN3VT/qZftb/3DFmvreSoAyQeXoAbfMe/KYOikK5WsNv6KiqujgriuGx7J5poslXh1XlKn7yUMycYWzw+yzb9D403Uc0rLFtQ5iDx0pEw/OaqnM5m20bIygCdh8oEQ9rqMLFkxANq0gPGpI6RwYr2LZEUWFpt5+Nq4OkMg6J2Hw/vhehFfxy4TVFAM+i+e6PMP31v70oy3cBQiG68RaSt7/35R8YoBgC8zbw0hK5B/QVoOxX8Z+Bkt9BIAjM1UmdHiPZO4QezBBoLNDvC1DIQbHzCIXmMqfSrdxSgBOlWdqCIabzHq1GguRsB22VHDXhw/XlGXaWUNi8g+7WLjY91UB+Yphb4zGaawrFhjDKmRy7P9OE79aT9C9bwso7q6SGh+lalqVjWwOz3/IoSMlcfSOPPHEYw4nz1kSWG7Qcy6QksT3BnnGNWFbS3Rui5ZchV3qKpU0fpfudUfYu6WFkboLg9BQtazZRn5UY9RSmkqBNb0Qg2OTeTKZkcjgvSCiSzUoIv20ggWef+zJVu8S6rZLDpThvyfto21Ai+7iOK2NoVhNmyKBjSJDRi3SfNBANQUIdzcTddj761SaiOYErFFrVNXzH+lPGzCZer6xjNK0wO3grndUgUmaZLRxn/EwKz1nNqUKF1oZHmVzXRfdzfUQr8EywQKVe4Jm+Hj6lKXRWKgynC/zF7CARXxtqpJdsQwFz/VrGZwTdhxwa4n3csOHDiEqWSnEnilnDVa7BshRqzPHR73yUWOuFAfunv1DCznhEVRtD6LhSJecqRDSLTj2PaDXQ3tiJcT4DiF/55ue6kqMHsuzdlTnfIA5AJl0nkTRJ7Rn90S3yHyGEEKjCh7iUll2KH3X83kvp+8W4lc/rY1Hd5AoyM5ez8cmLXsnzLJTnk0bPm9+mKOf2KFkVhnPjrGrsw2+YJAMRhnPjdEdaaQiYUFbQcwmGqDBXL7G543XM+L9G5EycUilHzl8kGdMZemuC0AMn8DY1YWUcrAkY+lIduewEZsEjua9Kua2B/D0H0YoetqYRSFtUGjUqBQvx9HJCq0ax2zykCvgNvAVjiJ3349V0Ro9qNN68g9TeNhLXDaLoAUqDrWgBGyNSQTHnk/gW9Q8xub79fS8w+VdxFVfGqYNfIzW+l0C4mY5lt6PpPgJ+BU1XMHWFtQMBNFVgLmSsr1gaYGbORtdtkjGdgyfKCATXbAgxMW2RzTusWupn1bJ5D0tT8pWt+HElvCYJYNNbf5ny8b0UDzx2yWftH/5vrxj5Ox9Kg8C3EPblTUnscY90yCIdq1P1K4T7Ojh6KkgoXEfrSHLPGwYY/NQo7T2PcMYQeJ5CNb6G7lUjTO97gs0bt1GtJFH3X0tNXksu9gwFs46TakXs66Q810VHk8m9+b/le+2wr/kePriyiP3NYyTKpzn+jQGS7xKkdZfEwDLa++NYCoTiCtENBlGrwOBOB0MpIwwXIVSO1yQjY3XetRJ2P+ly3yGJFpylP93F1LNTZG+6GXOpQXvcJNbXQbgcwNMlVWWK/d4JVqor6VSW0+6G8DydslLhMfdb3KC+jnmpCxd/NIGuRCl3jdO8s5+W15/Ay4UJxzeQm8pQj2sgQC84KJaNjkotX2VTqZmH3ruap0IK79qjz2cRS4Ptu3+Wvw39Ff61T9MlTCZON9Ju/Bp2ZIRi40N8Sl+FFYnRrU+Rmeun5lvGm+eS/OEyl3eMmlTUHu4PGBiqwx3XfQ3z8FpOH2pgY3MzwYhBrKmL0UMnuNu/AqXZRBOTVA4/jmiKEehdztS//CmNnosTCpB/x+vwxaM88MAQ27Z2UJlReep4nVjNoRWDaVdHw2GpkZ2P/YuraNc3IJpfWqD704/McvxwDu8yCbWjw2WGnksjhi+0mBsd4R9sYf8YoCsxwvpqCvZzL33n57PQXdFFe2Umd4HF7oeFA2icK112EUG8sqP3MuOS5w7UdlSK5SAN8QKe9Dg0c4K6a6MKQbqSpTnYgKaoVKwymgK66kDQQ6sluanjfQzOPY7U91CwU/gC3XQeu47S1n9ltlClbney720JNvpX8rkvXUPELfKR7/82JzobsXpNWh/PcyJapmGHRXDWpSWY5Nh6P57uovl0Vk7vxnJ1RvsbsQ1v4QDnrZktdx6m6bYjnPy7W8jt6qPvP30f15W4roeRKFIebsI0SriugS9hId15PUBD8zOQ+OG1NK/ipxfJtjUUc6Oc2Ps5Du78Cg1LP0IxtYuu1R+kv+dSl0o8qmEagl2zFrmiQ8CnEo1oCASGLuhsM1m59NUfj/qaJIAATmHukm0Nb/klGu589RUJt7Y4HMzksVWJB0w6CtUlYZSpItHbo5QLc6ScKYJGGKMywO3FBC466uYkOdGMdWaaB6O7STTUoepDZjbwT8nXcY1xELNkUm7UqYbGqUbj/L3XwbHRAaxRlz/KT/HLp+YYqOgM+PMcm/ggw7NDrDc8jKJKJmuieUECEyaJSpHrAlM0r+ukni1RGEtjqKCeztFaq7P6xg/w1f33EdddWjo3IewEOZnmwWNfYpV/I6sbr0cp1nBUsFCYdWfplX1owkddKZNycyRpJma6TIXup0O5CyOpsva2W5iOVdg3tg/NtCnsTxA7XqViZFB1DyHBZxmEAxEK1jQnGk+jBDRuD7weZjuY9mc4HtZZXoqjahUips0vig0kZ2yGj+jok+McvOXPaEnkiRfK3ByM8tlyG7n6Srpjk6QqDTzdkuf1Eyr5oEIVQcAVbEoMEtHLrA41k22IcSQ7xXvXb8I1BWoyQawm+OpWm8l8ijf9633ENtyIWymC5+IBp0sK8c89ROcXUzTHovzm229neVcLfWgYC7d+Xbj0tZbR7mpDMdQLKtG4gyXI2CjXxBCKYNJ1eMSucqvuZ8JzMYVgqaXw0LcmmJ2u4VyG/DW16Pj9GuXvDGGgcFZFuvH2Jaz7rdtfjqX/otFo3ELJPorHi5C/eSkWupdgNZSLlrdznV3CFc9nbS9kFdRe4HOxoO93yeZzLuNLXb6Sas0k6J+fp0K9BAj6Yh3UXYuYL0LVqZH0xbir73o0RcHzPDzp4m8yKXo7iITHSFVmWNfURaitj9jWAdTsMkYn4wyro3ieYGzPk/T4XOI9M0y8PkzD3iINpx0UKei+L8fEjWHW/eUsipEnMRtCrPYxsznIyF1RVEPBNjzMlINRdCl2zVuvXU2g5mxij3uUuzQkLooKCIWxb6/FyoQw6jlCq85g2FE0AzRhsrn5x5/EdxU/Gdh/3z9Qycyw7Wf+60uK3+1YehuuU+fQU3+LbWtkp/fi1DLMzYxg987HaJ8vn5XNO5iGYPvmCJoKli3R9flSjJvWhDAN5SeiFOdrkwC6DkogjBJNovijdHzo96ic2EXz2z7+So/ssjh0qICtSTwkFUcj0CDxhVUMX5zQcgM/CuXBMLVkjtnhpTTE528KtaN5FMXErEvaBvvQVY3m1lMck/soeR1MelVWyQaM4SC+kTwTG/bR3h6i5/QJRmuvw0wF2NH6bd41oeNFI2ien67m9Rx7KsOyNTWWdNWwmtvJDVdQnSq1liqETUyvTKLqsrrWznqzjlzSxfZYjpbNd3NAtOL07Cfk9rMxM4sQTRwsHCRSWI5Zi/Js/Rm2+beyVB1guDJJu2LgOTYZOY0rJK0ijlIrk6+P8/3akzxc28WG2z+J6G7GWxUgVfUY+OvTjL6tFSFqND1aIDITIhbpJF0fo1kMUegboKGU4G0HqnypYzddPZsxR8vIUgA70kHA6UbPhOhKRihXRwgVu1mb/xYh9STL1XEeEkksDG6IFJiei9E/maKlZvCgButWXsM7vBLfLFWJfsqm21QRusZ0Nc0/PPIMK7YPEF85wMFd+xkzm4n3mcRvCJJ/9NF50VvmaVZXUKfjvb9C/8OHEEJgqCojhocuFJLCplNWaY1J9NsaEYB93xj2AxPIUyWqMoA0/QS3BAhsjIIhmPBcSp7Hn5SyFBSIFz06j9YxR2s4PvBC4CvNr7d7f6aLhqb5bODs/kn2HD2DJyR6sJmeDyxnyfteujj1jxuKopEwrydd//6VG71QcsfFuJyP9fli+c5rb9kKiuKhqQskcCiKUvDhrUqB4V2xj/MtdRe7fM8fgkQivbNuTnFBO8tWKZRCJGL5y9YUjkXOyebEfGEEEDFD8wkiC+oDZw/Hsl1UFYq1KpZXxlOnUNQaUTOKxEIoM6iKQ3OwkYY+QXXEZGn8dTw19xkM61u0PWGT2x5HrtboODVHfV2MU0tL5CMuJ98Vx1eAmVsj1Bp1FF1Q7fGBT0EtuiR3Fin1+TA+24NdiuDd9Cyh0xpvCHyOA6Fl1IBSqYaiKqhr91N/ajXRzlkCPh+e4oDQ6I1u4vbun7/CSbuKnzbUCnPUipnLKKpfiGJ2lNETD6HpAeqVDCNDB1ECK5Cex8pr3sHS9e+imB0j2riEp/cUAbhhy7wl0HElh46XMU2Fa9eHmU5ZTM5YrBkIomgQCrzy+n4vFq9JAig0nZ5f/Ruk66BFkgghiG646ZUe1hURi2tk0u68NUtzABW/X6LEg0gkLhZGRhCc86M2KJhLZ6lNS06t+yuMSoLe2usRto7bGKVBW8HroxruaRfFCSNZeJIWoB88RYc7wElrM6aADv843VPbqIgzBK0CPYPfoOhFaCxOUT7cDcu6MTQN03RxPQ2fYxI69B18PoVnwveiuSlS/TcQ7jLwGIXGE/gCR+kpQbAEJa+BJb7VpOrjjNtTmG6aoNtIxfaIeE10aglCTgsokhk5xkTDUU5l5rAmTrMykaB8cx/tWgjdldQcm/BYDdMXYujDvdTaDKyixG3Ko9oK04WDiBVP0pV9mEp6mKnuPCFnDe9/32bUz9sokRInNo/xqExw12ETc3Y5QnNZ07cbU32asDqDIwSuJ1iuFhiKewTH2nmDbzffWmIz4nSSm/LoCUbZWKmSLh0hPRNiryhTUt35Eykkb+9rYMm0jVN3ufvfH0S9vZ3B9jW0+g9geTa57i5KUuI0LsdsbWFV9xy7TgwzbdXwGZL7OyUfG1fpWO1HXRNBVlzK734KCvbievHJCrJaQeZBLMSkbNFNvjeYodiqAIKK5ZHSJNEWBSkE5Tadj97UTqc6/5OXUuJMOGgREzPhJ7y0kQ3/466XeeW/NMSNTVTsESre0Ivf6Uf4EC7OS9HVtfNIngR68niVClTVeQJ48fcuSr9cJOWyoM13Oe65GN/HhVz1+KleutqmqNs6PsO+aK9LncZRXxixEEUpzkseOTB9nHy9xNaWtcR8Uaq1CjOlDE0RUJU4KkmEUEnVdzOZ00lPLMUQBrGg4JbwW3l88G8YvWMTq3ceIX6ojD3n4Cg2c9dp1ITLqXcm8VyPZCiGprlYdhW95EDJRTusoR0uoquScjFC4LSP5o8vIfbEEcr9CnywiEAlGDBxXI/Ysgyy+bsotVZCQRtF6ESMBP2xzS9w1q7iJx3OQiy/ZrywhNW17/tN4PyMd8mIW6dNNdBcG1UzSY3vY/eDf0ilOE0g2kZj2wbK6rVolSkURzJ9+imWb3oP8aY+ABoS+mKA7fFTVXRN0NRgEF6o5jGTtqlUPcoVl1jkJ4tS/WSN9iVAC8Ve6SG8aASDGsjqvK4VAlN1sF0wNYFAoHuN2P4CgXUm1YkSuVIJs9iCaUWJdhfoHsqyp2cE0XEvj9ZVEkeG8EdVKtO9JNUpZFjDaMgxFroJ3/AoXqVGIXQc1/CIS4GR8TEd76GiRZkem6HLLfLYIwfxDvbQ0xWj2RnFDEKwcw3+9En2N99LweogUcnjtrdxUDZhuTr1xOcIGDFGzO10pDo5s/RRhG+YueEYy0LHyAcPM7TzZq61b6PoFfiedx9vVN6NbWZYYnYyWT/JpDqD3hSkfp1FuTVOu7caO52l55EiqiOYfIePWtIEJHP544xUH6Z59lbqwRyWL0uzVqK6bpROz6F7iUXg33PUZwQeBqd7enC60tROLMUVAhWJEAG0qodtNPC0HudfzW6srj28bc0B2r7UQ6Oi0vxz8N0HNCKRMnvW/x0NO7KsWjnLZwa3UamYvO3NEaYaVlC7bz9GNYO/3kXZ8oivuIGZr3yT6bjB9C1bMDSTyhvfwjIvwtfb4XEBoxvWo35TJ1+tUXJtrpnWaAjquJU69l8dx90/h1ewLyAHQsz/U3tMqtJDkbAnU6Y8UUN2BEBCYqSOFIKp9X7iElYtjXLStRcJYPbzBUrfLRN/b5QbvvA+xMUCg69StAffTrb+HGnrey/PF14cQ7jw94LpksxrTIXseSvf2RIVXD6e0JPnEhg4Tw3ifM+x5wlyhQDxaAnEhVGHvZ2T5ItBQsHzhEUvwmXdT/LCz+P+KK6U6JqOUOIUnFEiQY+AHiagdKMofjQlzNHUA8zVMuSn34yp91Nt3EfXetjykUbcxw7iRizUusS/vg1hSG78/CTVrgCD99Yxh8qEFI/SbX48IYmftmj5Uoqaz8SKhpm5M0l47V60IgSMbqa2R9APZqgkfGjSRlVVFEWgCwNfKEatFAHSCCTXtrydbW33XnEOruLVDSklLqAtrFVPzsucn7SrnHBqvN6MkB7bw/DhbyKEwtY3/tEL9nl23dtWBdepMWsEOVrNs/eZT5HMT7Js47tR9SCKOh92UCunyaUGiYoJclUdpTbLzFSBLx++j9tXvYmkqrOi7xzxnElbaJpg+6ZzcYFrlgeo1LyfKMvfWbxmCeBPEjxPsH+8guPotMc18lWXkhhiTVMzhohxYtqhrdvGXzYQXXmQ4JSybGnvJzBwBn/pGNd9P8xTvjqVvIvfqqH7TLzCv1CUPqLNd6NFg1Q7FPy6wZpKkVHRgUi0cqpSZkng3xn1ApzMdXHyzGnaVi9j7GiOcG2c6NoBysp1bGkYQukvs7PazMjsVkJGhM7l0CJHOaEGGRlrwil/ENEnKZDk8LI/QbcqrHRWw6zAbzYSGf8QtaSNnXMJWiG2KrcyZpzCTI4TD8bYnr2DZfpWKrerFL69ByfUykApxsRgCSUjGbvJx4Gpr9KmbycSaGPNYZ0HfWm+3/QgbyjNEJ86hIMgNFTGVM8QV2uMz+wmyRZy7jt5x+ERsspBDOlhye14uqTurSKjLsepJ5GOziYjTZs7wlGnl0+rm3BdnXcb/8G7P1Bjk9iDqLs8V+9hbCZGOFzBsnSea19OFZ1KdzOffuIQH7uzm2RrH96+xwgEY6S39DO6fRt3T6osrdgcCkJJn88BIOjHfd9GhnZOsXlknLf/0nISPg3nT0eRz87HsV7MNc6+n7u5kW9Ui0x4DhnhUrs2sCgkJxVBIOVCt8nH2hN81alScW1uxU/luSrH/vExNNXAfO4aQne9+oOVz4fkCi7WSxvO48XG/p31zz9f+x9A7uWsy3Wx6WIK8IVWRXlee7fgI5gzqfsd/KZ1QX/BYJlQ8Kyb9zIZJFfEhYPsibXRFWlDU3wMZ2eYKp8i4Q/jSZW+8K1MVb9J1RlhQ/P1uPYSHjnRw8ycRSmfZlyvIu69k9C//CPZhAkJH8YH1mHOVqgfniHXYrDlT6fwz9gU22qM5xXC7xjAp0v8JYk+U2NmdRAhXCqdJkXXYyo1zMxYB/aZu+gs7kXx2bieQ7VmUa1ZaHYEZ7KLcG+OaCTBxuY3vohjvopXIyYci+/WsmiVLE0nvsdQ3404oUYiisq4a6EAVuo0xsxRRC1Pf882ADzPZWd+HC2QZKNm4jkWmuHnwL4vYWdHWLP158mnh9j53T9EUVQ6Bu7EyY0iRnaSdmoU81NkNQPVtdGdGrmWlcz6E0SHHkFdkEioxJZgKQ08Vy9zRyB2wbi3rA2hXPSwrCjiJ5L8wVUC+Iojl7GZna5TrClkypKJ/LxLJxxoJR0qMuZ9naKIkDcPYQRMAqKdlHo/3luz1JId9KgBjInXE5hZyT3fOUi5dIi8blD9gzmat1WofzaI9YajYBm0PVRgzltNc/wo9tosxL9KsbqE9OPTHK9UOXnExkGhfXIHW7pmmG66h0SkyPixEI9ON6Auq7KJ2xloGeek1UplYgczHRU63CIHs+vxahtRm2Zw1GM0lvLIjhKOOsi1mwy02Q78Xpw+EeDbxpe51bsbTw2T16ZYHixz2n+Mb6qnmc3Pcrt8I9eXv01xdhkEJbX+EOkNfo4rx7DGMqTqT3OT9TaarbVsqr6Ph/TfRo++FbM8hCezMG0zrdU5UmvD0j2Mw0dZ0limXdGZlitoNBpQUBBConhd/HNggn7bYXPeY1stwsPRt7HqQJb947sQHXli142xxrMQe/242RKnD7Xiairt8TK5dILpLx1B39bL+rpOSWnGtiVhQ6ccb0afrnOP0cdzudMslXGCkTyPJ3swXbAVh/bRGvdkVabw6A6qaJ87ifP0DGTcS9aKBDyhoEgPcWsToQ1JovUyCJVp6ZyLeZGSTI9BqcXj1/wRWnSD9x12kbMec7MZ5v6oQFBrxw1VEUB1T53ANb6Xb9H/kHC8PJyXtHJZXIkPPR9PerEpt8/XfsFfu+jqPY/cLRoRF8SaF61053G4s6FLGhJp2AjjQvJ3fvP5vua17kVFg5qGTF4+SUZKSa5WJGIGUcS5m5WptOKSZ1m8h5i/QlALoilR8vZ+NBGmLqcou8fp9d1BX5dA6gWmMzBXPEXM62NlBZp3VvCUCmciT2HkHNLLrqd6oEa1MIxPnSE0U6a1EiU1kyG1yk885iPX6Gfqzka0fBEhBMIQSEUl2KYx8UyEilvHrDvopiBbKmPbHqrI0L5+HE3184mNX0JVrt6+fhLgScl9lQwukqWajzOuxbhTZ1o6qK7FTPs6LLsK0kWr1vFUBakqnIk0odpLUFtWoTz+l5wopTH8EcYjrfiyY4wefQBRzaL5YlTdOgKYHnqCWiVD3QgghUblwFfQhUIx1omo5XDzY+iqQbVxKW64mUrzAIGZ40ihLpYc9aWPoM55rGzX4KJn44D/J5PoXQlXf0GvMFRV4POrdDdoZMrzC1AAlZqf504LRHAZPpoplDahBXcx1/Z/Ub0GPFFltiBJmlEqzWkaghpq0SLgD1Are9hDMQzZgL56LXpwB/XCLEcn/AT7VxKejdGzZ4ypNxWpBkZ4pNRNNuvRecMI08c76LKrtNRUjg+fos2XobHhTXx+psJEMcWNwWWIoGRAOcPxGZ2gepSxtjjqJp1gdA/V0vWsynyLzEgbWjUF14yDpaFYI4jsGo4X8pTVPP8a/F/cE7yV2ZTD+MxJ4kv8TNYKzJbG+Px3/5G59XcQiJ0h1+qn4GSJJZbQUl5NyPWxpNxIbbkkOzbDRP1f6fVs4vaTDDd04S9maayB7Xiks0UCwmZ6LsYjxftYFmvjpqjEWjvGqVQTa+phQBLzVP7DHCd3bB+VqWFGuhqZkYK1p09Tfn0nRTrw/jxCaObt+N7wGLe9cz/qoT78O1cjm5vJMI61Z5S113fz5M4QD+w9hicl+dkcoXiYmc88zJq1s7zrnddRkH7e2/1vBFybFplh3/530+wkaKn4WLHnDE7VQdbPrYN5nGUaDlpjAHV1I4/8fAcT9TIfMEMcGS0xc7jC+AYfXlglUPBYFzV5f2eMkFCo7q+R/58Z6gfsRSIScBrAAmlLfGt/sgR0G3234LPbmal/mwU76g+H8617C9Isz9v2YpOsBJRznZxv1WNx64X7CC5SexYCzzvH4UW0jojWF1zKF66FBUnnc20lYLhgelfMPKw5dfyaudjH2R4dskhq1GSFkB5FVxP41CiWl0MROkiFdCpHZufXKVwzTU3ZR8YaJzT2CSy1TKFtNap3FCEh3aehOBqV6U4Oda8hsnUv1x36FvFjJXS/TmiyziEKpH8nQaAaxrIy1IZLCL9CTQMvqiFjRwl+6ChznoeRMQkSRaKiCA9dBlAUleu677lK/l7lcKXkiXqBTtVg3LXY58yHKxx0LtTmdf1RjFNPEJs5TrH/Vkyjk2A4RCUcoqQIzMaleNlRZhWVim5S6NlKz0N/TCncRHrLB2h85u8JFXJIfxSHCm41g1R1HDOMVs3h1Eu4QqCoBo4vPP9TdS2qzQNUG/rwTx3BNzuI4tl4qoFrhNGrcwQP/D6y9fcgftsrMHsvH14d9Uh+ihGOaqzbFGHOOncqJOB64HkmYbmC3nA3wmmhXu/Cyt5B3QpQK8U5ekbj8zscvno4wEGrisRB9WC4NEXhH1aQ/nQ/Kj6CX7iZ6X+0qZanUK4ZZmZTD2qxl1CnjhcrUqmP0IhLLRdBNw0eEeuJLPkEb2jfzDdPJjFirXxwicLH9T6O1DqRJR0rZ+CRJGDfSuOYxRL+jVWDcwTdApivpy2qEe6H1FQLBw4toRw6SrHUSIcew2wroFsa5bZxzBtHmdlUJqg0cm/0vbT7m7h9xTso9lxHfum1WJoklz6BbVd45pnfw5ybY02wl+H0Qeqh/ay+5Y8ItryZGTHLnuRxTiRDzCiN5LQ47TJNu6/I+vU7KCzP0WKsJpnzMHIxlrcPIQMVdvUe4qaBHSwLWgz1xKni0HxmkspcBs/yML9coOmTv0TtuI9MeoZAQxPxZQ7dLT4GtjTyu++/h3ffsIGNm4ZwE1/nfW/wMTKbZs/QKLg+qnMeU5kcy1dNg2IREVVeF9jNzQ1PMdB4lLvf+X/YcmiEGx4fIlBzCNVdzrGKeQgEYmsCpSmEuiyG//fWIhImEvhqrcQ/+SqU2nRMBKYQrG8M8tFYgpBQcDIOJz50iOqB+gUxZgBUAEWg+F74MuB5Ht/94j9zZvDoj2Td/zAQQiGo9gOXWknPNTrv3+W2Xwnaee1eCBeQvIWOF06dvOjji99frq9UJka1Pi8YOz7TRCoTf+EhyPlZ8CRIbcGEKOUl8jCGqlOyy8zray7EX3neorSNKz0sV+LJIAKVijuJK2v4lGVkK3C0+SlqXomQGYOMn9Rzj5LpO0V+yyzleIin193F3sSdnLhGJ33vDj4uZ3nP5A1I8z3UEzpd92WYq1ew6g6VooXnFclpNum4xInqKI1+fMM2sf0eekVBUSQuDrnhKD6/SlM0ScJsYl38Hm7t+vALzstVvLLYUy+xs17gc5U0j9YLl20jPIlenEW1a6jlOfSZ49QNHVdRkJ6L69i4c6fRcmPku7eRW/0m0IMU/DFktUihcSm1QAtxbYBeux8n0Irji+D4YxQ7N1NuXI6CR2b5HaTXvhW1Pr/+AczsGMmD3yRx9Lto1rw8Qq2hj0rrSjzVJNa0jJbe7S/XdL1iuPoY9SrBh94c57/+5Ti6YSw82S8sVLOE3w8rmv2kgntIpxrwxt7I8ep+bNegd8U3MGMtROI1MsU8YadEe/MncCyXbOFfiZz+IHbYphapo1QFunESt7QFX7GNxn/vJFc02GArWNFJbKWHe8QxSlEFTd9GkBKicRlPWmHWiigIheHAKPXKUroCE0Q2TiFm3oTfl0Ebr+IvWySWP4QhQtTXT6LUEqw6+Hs8Y/0uj+sT3NH2NG5jhdYlB9ncfCvhjMaWYAP35b5Mi3wzQRnmvZs+SXDCZGo6xmishqb7iCX6SE8eIFSfopy7jw2hayGbxVh+La7hQts9HLU1ptxHeeeqdfyHE0dm06zQ9/LhVaB4Lt6er7Gl4zRtZp1sMMxofDvHO0ewlRp5rci9jcc4EG9naqSDNVors7OnmGuvIj68DPNwhGu3rae09EGebnkvvalNLN3+HK3xYWb2DnPmuxnOeI3EYjVOpF2SEcGpmTqH65M0BUKs7VNZtdFmsHwfVvt2lsgkfbKEEBA1C8j3fhb+6E1gKxQjHoor8FUEqgTiGsZfbuFMxaOt4nBmiY/d5SLXZhVe3x7mE6k0VVPB16RzazLItbpJt3pOdX7yt2fw1ZJXFC+Of+jFCT5PjZ7iP/7mT7FqFYRQ+OSf/Qsbtt/6Q676HxyKojD//Po8JPAsrhS/90JxfS+2P4VL2J6oAQagwsXGvit1mYzl8KSKlLBz3zoM3eJNtz+++PnZnGDJxZU/QL1SoYEF5qkKlaR/nlAKIfCkt9BffeEQFExNw69C0T6D7VVw8NO66046RYDNN7SSqT9HQO/iWyN5fMKj1rwbbcu7GT9+ktahabY+/CROR5XqugDCVdD8YWZHW2ns8pNtjjLW5qHpFgW7ilWtoGoKrirIYtMuk1i9QfKuixd08WQOsKH3BNFQHJ+ho4Zr3LzmLnTlpQmhX8XLA09KvlPLknYdZlwLi/OCNDyP+Sejc4tVCokdbia9/h2EYu3YkVbqyQRqLY+o20gzjJE+RfPezzG38g3U7TpCehjZUaxYB54Zoty9gZHgFF5yHfXKMCIcxzWDBNJDSFXD0YPEhp9mNtpOdsVdBCYOEpl4jsjorvkxnDd+xa4idR+KWycQTKLpPzlhMT8orhLAVwG++WiGL31vmuGZCo2RIA0RP4oAQxWMz0aZSpmo5nOoS+8jYjSy9tjddOvX8aha4HDlg+hNp5ntnuRnRsOcXHKc/sMRNM8jEVyHqB5lvPdRYqsUKs/14xzrp+OgR73aQX2ozkr9XjKyyo74pzCMTYQ2DKPfDuOTh+jcfy8rGo5h+E7wmydPE7XK/A9WMqQbzIow92e/wtY1zxLL3cCZ6EYanRxq07+jVHtxtCIdtXvIB8eZqY+RnamTuvHvmChE2P8MkH6YmnAJ5KYphiUz9qeo+LYwXCyyqv1WBmZO0T54hF3lfqJ1je873+UPWlyadAdLm2Fr8E18avhruFGbM8M1zLHn8A+0MKutYWPnGcZjWU4KnWfrFhscF6HCVGaIju5mkuUsRuApjOT7+cZUglUdo3ikafIkg60reKqpkw3hEONLj6IodR5ZepAtI2dYMfmL/Exrlnyxgz8/VODNbzvN9578Is8MBZko9XLoUC9twWNMloIgFDwFrmnopd2L8Y3PwRvWb+fwkgwTqdX0d56ZP/keELEgVIdlzRgVi+FtLsv3+BA+DSVoMFP12DlRQtEFiYCP0akawUmPqKLQVHfwcOhqOcZxpcx+10a40EGczZ/pJvqYgURZTFS9ABEwul7Y/bv3ye/xZ7/+EaQ3fzmX0uN//9rP8k+PHMUfCP4IfwkvHkIodPo/yEz1ASzSXJEIXk7r7/zXL4X8Xc79e55GixgLI8o6Xl8GFAWEd/kxLG4SC3RuHroGSBcpYKDvNH5/bZHkXezZdV1wXIGhSzTtXI+X5ZkeSAU8KVAWFoFAkKpkOZkdZWVyCfFABJCoIoCi+NCooys2dqZIi9ONJ0YIGX7sWjvXrb2bYt9p9p4s80TtCJvZQeuITaBexRlSiAydJtP0Zebs/0DrzxJ7rsZMxwDh20v4G+vIyTIlzSWc8qg0zZcqbH9smqJf59QmiSmgcl4oY7FcQ1NVdNVgvHyE1nD/C5yoq3glMOzUOWXXyUgHjYt+kUKg5SeRqoEbbFiQMlAWgl4VhOuC5yLqBZL7v0KxczO1puWopRSFjk2oVpnY0GPklt3G3Op7MHNjND/7L7iqyuyyrUgpaRw5gFpK4Zkh6sleMJsITJ2h7hRIHvom9UgLZnGaWqyLQt/1NO79wgW/P39mBH9mZP6NYlApzhIIN72MM/jy4yoBfIVh2R5//aVhJlJ1PE+SLVt4rkdTNEAkqCCERrbioQSyRJUqlj/HTPNB/PkOEu17SYRnSI5vY9g1+beYw232zajONEW7RjzwFkrWXmYfyuIqgvzWm0mM9tLo38lp7wFKDYINM51ogZMsHf1FvKBJ6T39qDKNmm+jECrRYZQI+xXWRMooto+mUB1TGWVw7ptsWFvBNYbZ7aVpn9yCPvJhRuv/Gz1SJD4XQpu7E3/F4DbnZ/ly7X/zuT11Wq11pHK7sMxx2uIVDCVDjwhQdTX2F78HdZPRqkO/dxK13MexuYdp9Q1QKozzeVeh6ub4r7FuDBHjLr+g6hzkC4eOUu3Ps8STBOW3YcnPsrk0y96ZPJ346O2KUbIcNF3geS66ChGrSGjFKG8KKlTVGRwM/urkDcysDtBQm+XZZRrCWEe85nH9449z6PoBJjeYXPvdR9jyvjaWBCQTkya1mqB9hcXEHj9IKNSTJE2NimHTbsbJOVU2xztZGnsjhkyz9aBLp1dAOgmIFxE+iWgv4L1vD0rHmwjuTLKmomH+9bLFNdLmeJTyZej1cWdRYWpvCTNmkmw0aameoWKlSIkqWGK+tBiQPVPG+If5/V0NSlGF+Nx5SRMGJD4QfVFrdNfD30a63oWCdJ5HrVJ6xQgggE9roi3wdtL1x7BdizovQR8QLh8AI67w+izZm/FBY43LMWp1dxuiruItm5vXArwMG1uQ/bsM75xX6Tv7weplpxZctZcfer4UJOiv4XnuBTV/L4gWPEseVS6IL5RSUrPrmJpBQPchFpNCJGFtC6oYp+IeQKARe0cXqcow3zz4JbZ238yJI5uIy0Hq3iFqUtBdHMJvVfFb9kIPKhOJXuJmlon1ZSoRgTR0wvtsevZXKOGy5lMl0kkXz3VYWfLwTJVaUKHJghPrQ9R2bcBYOYgIltA1Fb9PZyqdpzEmWJW8+fITchWvOLo0k5q8woOYEASmjmCHW6gZAaQRXNyOlFSi7Qjdj1YtkFtyI8Hpo1RbV5PbeC9ISfsj/xvPCAFQaV+HF+lg4PufJqB3sbfVwT91FOE61Fa+E8NR0WafxhzfT80MoVRsjEqa9Lq3UdD9xE48RGD6OAuCTThmFMWz0ezKQqKdyqnsaVrO7KB39T0vx9S9YrhKAF9meJ5c0HGbvxr/7ZfHKNcczIqkPys43CiZzpXx+3SS+DA0g0qtzFy2k63xNXg1hZNrvsrETB/xxkEaVIe2VDfJHdtIt9j0V+7A9gmSJEHWMfVWljX/FhW3hJ3uwVJVlPJbyEfuR0w2MGnsY1VujrrRhybLtB/cCrUcMh6D5BC5M2XOHDvAr968Cqm1cOZMLyKWQrYuo7VwMyntGEO7VeySycPTD7C2fTMxN8CBUyW+Vfotbh2oEwkeoHsogBfQOJ3+Prbr0O2fYV3cISgsTMXiwdIJIm4dy3aIykEqZoTj9QnGLJeKk2aj706OlZ/AxmFHeR/3hFrYGBkk5xbJ9UYJjtbp6E5w0HbY4hyh2S7QM1ala22EQrFGNGYQC+pouooFjEevoT43hK2CoYKuRXnrsik+e6SDlARMmw1NNl2JDJvePMTYsmZq5SqWczODOfjlj76N+1Nf5oP2DiZWmhjtcUIz0zyxt5n/+v4JJg9sxxPdaI7AEx737zlB+plxfuHnT9H5mdsoxToI/dojyIFZqPmoOT1UBtfQuilP2QqjWxLFmF8jqqbw4S0tTDg29+1LIxxJXfU4NFdgaERH6o0wMAZVExGZN52U2i32fWyCbf+zB6QgpGrAfEapAJL/X5zk+1+YAD523xeZ/HIe04xSV/OL2+/90O8Qb2j+kf0uflDoapjWwJvI1vZQt5+HAAqgpkJFg3j9+Ts9G7B3kfYfknnyd4WQSffaCURZX3AJX968OM+h55mZcqAJ2V6Ehstn7p4XCXIB97YsBb9ho2vnbrbz9PHyA5OwaPk727ZqW8T8IdY3DyAl2K7EVA32pf+eXE1yc+fP4co0nlojXc3ieWFm8h7+hvupDXYSya5Gbcwyu/IOln7jENngIMlSGhWXrt9dDst9xH7/IGJ1O8mGfh5sGmJLahIvoxI45pF9syDXF6BNDaEOWhxbUqcU1QjrYexKnKDTiBH2KJSqeK4g6kuwquE6AvqLe2i5ipcP3oLYcqdqYC+s7gvkyaUEq0qp9zoCsyfOkT/pgVUDw4/bsARz7hR2qAlFM8muffO5/YVgevvH8HQ/CNAqGTqe+SxesI09t72Huq7hy45iRVuxDZNqUzeJU18jv+wWKm1r+P/Ze+8wS676zP9T8ebct3MO05Nz1oxylpAQCAEmgwEHbHBYh8W/xetde429NutMtDFgEEJk5RxmNDmHnumezrn73r45VTq/P25PUgCBMGDQ+zzz9FQ6VbdOnTpvfcP7DZ19Cv/kEbT8PJIk4Z3tq+ZsSWC6Q5RjXSCrBMb3Vz/CFA2vL07b8l98maHXCeBPERXT4fc+1U9Ho5ubtkb53/82zMHT1QDUdQsSug11eZhUKphTSbZ1NjKft8mVDDaVG7k6ezN2o5vnXP9EvfsgnkKc5MQW3Kk4as0w60vrCZQj1XHFGCXJjZk9jK514NNbUfIVTEnjsP1tpH6V9ug9SGoPJddeToT/g832ByjOy0z4QxzCT4f+AsZJg4DlYXpknmKbm6IAOefHK7VRO3YjtVKOE66jDI6cwy/72R4I01coM6s7zBaPMedUkMoWO5Yp5IXNubiHwf4CWW+M3RmFW2rHUUSFevcodVqBkGqxT19B3BVkYKKGFW6D94beyPGSi18L38x4ucioMQK4mEj/Og9PfIm2A/ezZKnOdQ1xEmoWYZ7FbcwhNVzNIdcW7KP/glXMoKwOsNnU8Ms6brMfdwaKwRgYNmmzhGeLxtXNBs/tC5Oc+AznEqO8e/1agkPz3PSd/0Uy9Blk/xo+qcKd3xljythJX4ebHqPMP1+7i7KhURQFfCUJ6/qHUAZvIX/8CvaPprHdJ7jnqizjubcymx9ljeJn3bffSOk3EgzPj9C+sp6wopNNxSmnBfYLgpqrLxIIXZK41yyQWaazPe4iEMzx8EIfyGrVvzcRh6IOSyZBEeBAKWogeSWCvTo1/6OGifdPQRHUJgV3+0XX75mj+3n03n/lytvvZt2O6xEFk9zH9zKUO8f8rgVq5R6yYox5FgmgJDE1d+anOHJ+ODxaI167C8NJYpF+6Q4C1Mc6kLIuzLecAZf9UgtdWQG3fWH/l0js/ZAEEtGUf5navJdsF+dlGqsVOeSxICQ8WNeNvaRy1Q/yTkty1QVsmCou3aomCV3CFC9Iz1ziPr60bQmZsKdaGk6SwHIskqU0XkWh1hfErebJVZIgj5A1T7Cy7l00BNqZLD7CZ3b/FXXhLj5y21/xxPOPIWk2/ZvvJjh4jF1lF5vHHiFSSDNbjvPoh9u4/eQGGPgGV9gzzDYIVv9vwbHWbRxtDBKpOUhebSKVrMHsfAFZEXh1k+i1x3Akk2y+hG1L5As213TdxrvX/fdXvvmv42eCI0aBUasaqnBcFHipaNEidDeOJJNv2VBdliSwTVAvBq8agXoUo4Dlf6nb1XafF14WVAL1WJVJ5uJeSr4Qob5HkGyL6Ss/iqN7kKwSNUYBPT1JYv3b8UyfpmCvIN++heDA0ziqB6wSsgClnME7d4ZCtJOKvw61lEb1Rrjpuj9Cln+xJF9eDq8TwJ8iHnkhScWw+Nx3JvmXb05etu14rcBvQMZdffUblsN0usx0qkKuaDChm0w1nSLvyrF96s94MvxHGMFpnNlNRNKb6VZUimaQvoZ9tGc6mRNlks4E0bkTqOU+2qJvZiT9JDNaHm9gDR55BWZxnhp9M4ZyBztzt4Am+GIgy7aUzY2+BN82riLf1UdH0cXqpbUcVB7lRHQ3K2rmKCVXELDX4egL3F7bjelv5xuT30OdrOeA8UkGzMMESw6PH9Bw4j7e3/EOakJjjDeeZkVDiLHdRWL1NoomQUWm25MloJjIks6t3jBn2srsGhwi4HgZNIapk9fT423G7VRYo61DCBlVdHFLw3/nQJ3C9MQwR/oTTD0zxTHLw8jqLj7Q24SuhFjQvTzaWSTjlFjv+LAwKGfm8fnCiIlR8IUI2llinu10uIJs2Jnhb76fIJWtcG8//HFhDm85x2zNcgy/SidTnFqp0H2yhoFrorzhvhTadzYx9tYx5ts9bLKHOSR1E1mzh/LaacJYXBvyUPdYO//6hTNMZXOoiTn+V+9dqF/USK7ezV6rnl97q0ArQd9Bi7VrBQVTZ8GxCWgyYVnhygWFwy7B1lYP/2w8i5GIgqwgucvIJZna0y5mGl2ojoUvCY2dceRmlfK8jWeJRvStQUpHK4TfFsS346K6/fG9zzLUdxyBQ+90G8V/PEEhmSJU0fA5W6mTEgzqz1R3lsAXCPHOj/5/P72B8yrgVhpp8t1N2Z4mXT5Ozjl6ceMim3I600jzXtBexk3lUJWAOe+jzcsQeJmSbpea4l4OLw7Wu6ALuLhJXNzHun6EC6kd0uWHnL9sIV5UdYRqGTrTkEgsRMjkAqzoGar+BPEyeS4XZGpedI7FGsPV2Pyq9U9VS7jkFhKlCQZTn2db0wZkyY3hJIl5G8lYEWoDjayu30nZzuN1gef0cZpGDxKccRHOFcjEIiiPDWDsmibW6uPo+F7WnLNJfCSKqQse2lSiL9dB+Zs7yS/txk6ksTNBIutfACCVLSBLRfxeN17dhW3oRD0NLBRnLtdOfB0/Fxg0S5yzSpT4Ad9G5+tZX/pxJATIGucHk2vuLOG+R5m98iOAQLIMJLOM4wmBWa4mjkjVh1i4AxQbVpJaditCdeHofmxZpfHQd5nc9GZks0KhYSV6fg49M0Ul3IwZbEAtpnAvjKJYJSzFRTHejXfmNIpZxJMeRa0UkHEI6UFcnl8OS/PrBPCnBMN0+M4zcxw4ncV6mfnHViDjAURVSsKw4PF9C2hIdPcqBDyCMfczZCky4x9ATvRC0zFCnQ8iKxk8+3+djGJRjA0xFB2lbvgaPCLOgm+YcFmQtyxK5ml6XLdTK29lUs9h2UmwPsuh5jdQn9ZpEF7G5RI7KzohEvxq7AhKdjPlngYSikOdtJmWzc9xdMLkeEUwrP0rb3V9leX8HW63ztJQM8msRXByI+2Kj6L/Qe5eeyvPZ7+NFx9zCzq1oTQlfw07u314xCxqRYATxxbzzBseutx1xIvv5rOPf5GwHmKJs5ZV6l2sjgs8Sh7HbMR2QNjVyUCRXDQt/xUOHvprvvvVLSzNPItdnyQ17yVXl8Ft7WZPXYqSpAAWvzOfoEfTGXRkXFKB3159FUKy0KQYQrLpzes8Lubx6zLeeCP9M+v438238ldzf0Aw8wT+8lcph3rYd9Ut9K89garW8sDaOJ7nmznhFbQVJxlxRzksN1DRdUI9FcbNOvS8Tm+yietWC/7l0WpmZy5vEqrxMJRYgSvg4s++PgENbnzhHE7hi5ye+DBTVgBfq8OveRTm9o/S64+we/MkFZcFjUlYMGA6xvIH3bgLAv90C5Iw2NCtsvqu9Xy3eRIlB0sUicBtfuwFB7X28i/bN773I7R0L6V1vIbiJ/aDDbpwM+n4UNDwiRgpZTFpBYkNV91AMBL7Tx0vPy7cSgO1njqM0jyGk0RI5Qszk7MysaixxEVr3vk5SQa89kX37suRP0GVJJ5PQH41eDFZlC5J/fBYSFSTM6RLWJ9Ddc60LAlFeXm2qesGR08vo2LoLOkYQVXPJ+hcTvSqrl+BdN4lfcnG8/OxLCs4wsGjurHJ4laCdNTV4QgLVdbQ5RokSaIr9Cb+9Lo3ATBxdJaNh97N6cifMn2HSdOnRrDKbqiY1B4uUlucI9Ts5bSrm0qmRPTreca2xskuP0at/RjlFVlca85C/QS2LSHJF6/JFoJi2cCj+VjXsZ6rmt5F2N34Ovn7OUTCNjkfwPBDEt0vT11fXJYsgVCgEmkh17kDZAUcE4FEYHQfpfoVmP4acGxQqg9J+NSDmL4aKqEmEIJcx1Y8C6MIu5/Iie+Q69xOuaYLPT+Hmp8Dx8JRdKInvod3rh+BhNC9eBKDGL4atHIGtZIHJCRFp6X3OhT1lyPT/HUC+FOCrsnctD3G80fTr+4AIchLDl4B4ZJDU+NZltrr2C0/j6VnmXaaiFLBp0iUvQmM+iEcU8HyTzFed4T41Ea8lRD5yjxFvYJH6qI1+lF0JYKQIsR8azHyn6VJd/PF1ik8NR6WJ2eouNv5bK/NTknn5mIP7sAx9pYqFIc6uXqNgmU0s7zQzf5kiUYlRU/2HoYWTtJbt4krgzewz3qGpOdpyqrJ6iWrqassZ0clxXPlzxDARTxTjzH0O5Snvojecxah2JQjabLZAJJlIpwrOV05yCa/zhEheGfbFSzL1qGTwrYtNEVgCOvC/Ds8Ns03vvkEhXQAjxJl0nMTuHchF+JY3TdhNUPNiSOMV5KgQNGBE4aBA2TdtfyNfBdhMcqdXSvwY9OcMln/RBNN5if4Zve3ODG9jBNjEgnpPTRMbkfWF2jbN4pn/D5iYobJN97KkeEVfHW9ybpAFrMCBydrmKtrRHZXiElFagsFrp8aYsmSAVrXT/AvjzahKg4Hms7R1N2DB3dVIUGToWBT8EV5dOJ3QRKYikNu1uEbrkepRH2UI+cYPRHC2xpEcpnkp2TcjsXwtiKdD7lwUj6Mpgir72oHoPFdIcrlKjlw9ejU/VnNS59Nt4dt17+B1G8/T9m0USQFScg4ks68NEBGmcJSqnFzyzds4x2//fNl/XsxbHLIqCiSh4C6gYo9TdEZurjDpVkYElXGldCrbmGPDRovlXaBi5oWZQXhtRYP/0E+4cXMCyFdbtbLK0h++wIZk+VqksZ58iYvzpOOqOpLC6l6IZYD6qI5UJIFG1efIFfwI8uLwuGLx0mLcVgXCZOEOB9QeMEtfAnpRCbmDQMCCY31tW9ElUIsGC8Q0698CfFyDJtTDw+Snp/B7NlEuesUuz8bQ/kjH3pextWzi1ifijsN+668jVuLX8I1JFExrmLzqf14ijmGNjzEvK6RQUJSxOX3WgJFeLhjxQcoiwRBT4SmQNcr3+fX8VPF4UKSvmKKlO4mcSGidRFCIBklpEoO53wG7SsRdyGom0zh6r+XVOdqsu3bwKqAooNaHVlKOYfpr0GyytVnWNHIt2+h+dhjVFLTVFwL+Id3YftiuIoLKKUFxJgL3/ghDH8c2xWkWL8cd3KYQvMatOw0tndRDslxQFLIN63FO9MHqs6SNW9ixbYP/ifevZ8vvE4Af4p44Pn5H2Hv6ku7JEHoXA0NS2dIzKzgmtYKKV+agN3BpH0cC8HyM/fw/e5nSc7W85EDv4Vu6+y+9o/IRYaR5qZoO3EnqhnDm+nEUgzyvjnCskR4VRtOfw1TrXFSHj9XZP+Z24jSUf4VRrUa/t4J8j7/aVpTJnPGGVLDMUL9KzmbjtCUVEnaA/yLK0HPWB2NgQzhaIaC+BJCOQ2KhuRcxxMHc+RTdUi11yMr6/FuTpCdeBYnq0E2yEDdTQRrHEL6MdIZDd0+Rp4iNbrEXQ1voM6XRzVmKBQakBUL01SQHR8CQblkkMmXGLRzyHojqnDRan2XtGozUo4zMQXxDj+Bujew/PCnmQpK5NwahiIhY1Nyt5EqF3lXOEmH2sdSj0piegmBgofjjGJnegn75gjGffQdXMVCt5ecspkNz72bnlNz6KEyYj6ONjONW1X4llhDXEoyEY9Rn/VSey7Gqrb9dKWTmKUw7qYpImaRT7wvT74osWN7ieFKmflKA8v8h9gTrlpXsMUiKwClbOFPqxT8KucqIfxWkaDHpCU/xPhwL0rUIDtsk5h0kVivcUM+ytrW8IWnaNM2/6t62pyFMiOHU8giRoOUJoOXcWWUUfUU09rJC27EP/mXr/8Iz/DPBkVrBEmS0fAT1teQrBTAUblQNeS85e983d/hENQXwF4ka0KAJaE804bTlUJ0ZC4e54Dw/BABagF+aw4hQUGJX0wqOf/VIqRqO4uGWElcjNO7IEshgb4YHnU+HlC9xOqoyBCPpohHU5fNr4YpoSsGsqJhOxeTP8SlVsZFOI6DIxwcR8eyVLweA0XyEdTWcGb+AF3RN6Orl2uhGZNFso9OsfoKN/MuF9npXydZ+j749xD2zNM0OkRUW87MzQFK5jj5Wg9fuOEDrJ14GJd0lnKqCcmZJ/RYLUfu+xXkO3fj3XnwQvuykNFVNzcteSe39/zmK9/n1/FTRd6xsRD0mSV2DT2Hpfso1/VymekWwCgSP/QfOLqXxIZ3XL7txQ+gECRCNqFYHFv3I5klkGQEBqguMktvhEVVdSHJVesgYAUbMJqvpPns85zbcB0L6+5BS0+Qb96AkCRsdxjLE6J+778iH7ufQsMqQueexnIFkGQFtZIjX78KxSziys0gCRvVyCE5HsZLGZY5Ft5fkkozvxy/8ucExbLzQ0OIXryDImDMleOxXZuRJcHbKjKdNTkicpSnHvkkb1r5NLuu/gTlTIzIid+jLzTAynQ3ppLhjHuBuoqbriVfJyEe4rg3SuuxIjX+HEr7amy5htOhZ9DkLhwlRF7p5rRyBdgu5lwqo6rGv0s7uMX/b9Tqd3P4sEnOPEekxUcgECWiL2dtVGA2CGaS85wOnOHgVDPR2e00hCzmFlYg8i40r4T36hxtnZM0nlyFtrme9JkQ4543MOQEqR8coSU+RpOtM2ntplZ+A2PF5cTVALv9u9g0vpOwpeFx2aiKg21LDI/O8sL+PuZySSylghnNE5kKUFGacOby3PEHq9i4soN8tkxzZSVKpYW5YpJiOYTsziP7SrjSB3ArMg9bO+mJzDMzbeFkb0SO9uEu/iMkr8cOP8/ynVfTd0Mrh30j1E642Zrwoo6HccQIplulsF1i1uum+VCMqS4fjq/ARCXD6AvHqJuxaO7043MlSebDzBsrePPtJ1FUkMVpWiqT6HaJc+YqNKWEKbygSAjHQU5l0GqGmUn6SMw009NwCDVlMVWzDHfLCM3eeU6ntiIqCnGvTtCnc/U7InhdP1rw8vh/zGL+xV4qZT9T6iAqFVIige00Ysl5FrRBkKCuuR3LNFC1n+/ScUFtFS6lFpdcjyRJyJKLC6pk5+cgG8hr4DOhplgtpYa4INwsLbiR5jwotoR1ngAuun5/4BgW1SQPj5NCFhZ5pbZ6ykv1X4LnrYcvNnxdTD++dJuEdJlr9/xPsGwZw1DxeQ0kBBVLBQQl08uJ40tZ2XsOr6e8aFU8rxNYPVosXmeqnCU1txKX7tDWNIMtcpxOfItDE2fonz/IVT1b8Kk9aHIQIQSKX0Xxqfji7bg6Hb4/HCSZeT9vurKdo9J90NmNFosQaHOTXphgc+mbDK88i3uHSscuiTPWHRy/0kdL7iHs+0Cfv1hsta3SjKpo3Nr9XjatfPOr7e7X8SpwbrTM1KzBuuU+Av7L3w+l/BxnDnyZ1qU3EmtY9ZJjC7bF5wtzpBclXkTdMlBdYFQIjB8A2yS3ZFEUXveS6bkW2xO+cHxgaDeyUSDTe8OLA1GxQnGS6+6mGqRrVy2Al5JKx6omi+iXF+Wd6uhgqrWpmgSHhBluRstMYgQaQFFwFJ1KpAXZNrD8MWSzTHbVXXinjuFJDlNsWAGqinLuObTCfPXbzipRPvcM6Z0fwet6dQL5/9XxOgH8KeKdNzfwff8cB09lKL1iutRiJHfVZ4MpwUG5gGqqLKufR5FlTkzFeaBvCbGKh/jsBvbnHbae+hUqlSBD8ePELS9GuoFY4Cya32Y8mqWtmKN5NoE82cxCxE249RzCK2hb3kYsnyFvZ5kp72TGW8vpcJg4FRRLUJfQaMtcg0/NMRiL4y+rnJCe5yrfTeSUU+TtIHa5DdWtEDHrWZboQiDRHlSZk/JMO2X0FW6a14Nh5xA+CyWiEduxgrGzcZaMfZ54fZ58GAbdMucmlrF+U4pM4gjbUqvwVRrwm1HyQubRvMl1ig8FiMeC6LpKdqGCq+DDv1CDhCBpb2XSm8SfW2B2Jsu3vnIEo1Rh+5Z2hLcZkZlE8VSjVmRM8o1vojbUwCfzjVhCsH19jpnCUgIzf05q+mmWSV5uyMxyrCZCUXPhr0sjNX4ds+TCMzRB28EQbcJH3wYNPacxcDLP/m8MUJowwIQ9rhq+96/D7C3cA/kAdsVLXKlnfXQ3Z1M9nM1tJzczQbgugpwoIOlg1WgURxcwDRNd0SjPuxEVhbYdR5AdwXikmVOlbeQPN1Ca8iLJEh29btqjgZeQv/S5Se478ThvuOZWGsIXs+v2feYBTpf+jTUb307mk83EylVz05TrCaLWEpBdzFFgTj13wQRV29LO/qceYvtNb/xJDoufOCRJxq00XFiOu6+mYA5jMndxp4oCjlT96zcvsc4BOQVMGXvNHKIjfXnjAsjrSAFjcVFc5gY+7xBLam1Iolr9QMggKefjn6SX1ZO+5Opf9PdyORhYTPaQQNdsNLWqNyiJMpriAQWEcFjaPcLEVJwlXeOXZB9f7omWJRmvGiThKEiSjUYdNhnc7nmiPljV2IXpZMmax3lu4DjDqVP82ta/JPLWdgAsQ9DYs4/BF4J8+f5/Rt7qYbhjjJZYHY2PDOPtX2DZ3BnsjRVkyY8nW6TV3EW6dgJPKEfoN/8WwwPlRVPotD7LtZWr2b7+bUjqL34G5k8TilK1Gksvil2dtQ2eO/Ug6uBzqJr7AgEsOzZCCFKOxROZScTQs9C5E6G5weWrhjfoboxQE7b7crJUqem6LN6vWL8c/+i+xZCIl+vXxX1l5UVET4BwkC0D50UEEACjjGbkMAP1yLk5tFIWM9SEEDa2J0Ri9V0ER/ZQCbeysPQmytF2QKBW8uipcVK9N+GeOU25fjnhc88iC0FD8zoaf0nIH7xOAH+qeNO1tdx1TRwh4N7HZvifnxvCdn74cfbiC3woGaEhmGeh6ManmlyXb2XsdCOeUCfPGTpvAKYaTzBYiRLwDWLLOQgUKJkK/YZCrN4gev0UIY/NC3HBxqXtjDvr2SwNU8yFySIIW35GMPEzSU9uhFpzDYajkBFDTI5PgIgRaL2dk9lv4Y3OU8kJlMQHKGQ8hHU/Hl3B55aIhzVqIyGmm1JY7hCnv1XDcqmduro6ZoyzDIbHUDxBdkZXcCr2BBVXDQMzEp2rfcQ9zUTCBtJYihrWsUf6JF8pvYNGOYguSiwrOZi5Ej0dDRw4MoDL9HNx6oXJdTajLxxg/OwU6ZQbj1JimklcWY3y4EasmilcDECljDT7NNc2X8vTtOEIwa9GT3FuvIVvdai8mR3MDp1gnRZl49woXxeCKx/9Co4KvskteObfjECm5HdIteXwZPMc/vIA5bJxvsIWogx/8807WHdFK44dwO3NErA8PDjxdkzTIWHUUPI2MjaWJ96sgyGoJEoo6EiaRrZfpWo+cjhkXEdTYwLftB9NcmOUAjR2qmxYrnNzW9tiebTL8b2/+yxHnDFSWoU/vP3DF9anDmQph2wmvqQSL5RJE6BeXmBN+XZMKYEhZxnTDpBSx6oEQ5IppFOs2X7NaxwFPxu0+d9LxUqxYD6HJEnk7WEoKlULYNIDskCa8aEcq8W6bgRR0Kpk6UVJGMqheqThMM6qOZylCy8lf3bVvWtrrks0/M7H3kmL9/LlZV5+kPTL4tFc+rqwHYlC0Y2u2eiyjaI6CElCkiRCgRzhQBaQMG2FXMlFxdCIhbMo0vlvTAmvrtLbMU6ikOLsfJnV9dfgYLGqWUOXDdxKG161jYB7goArjCpdlO3YN30/GbNEKLABd/hW/LGrKMf+hIQ+zSH/2/G6JSY39FJ/6Jvk6kexTm5j4fojtA+k6Txs8NT7/Rd/OGBIJuHNa5C018nfa4EQgqywCUoKkiQhhEN7k05H8+Xu/H6zxGmzyFy8B7H9g6wMNAJQFg7/mJsmv/hOjQw8iZafIzj8Apnzlr7FJ7US7zp/0osxry/K+LW9ETJLb/rBF/0D4gQdt3+xfRskBc9sH6a/FiFs9NQErtQ4sm3imeujFOtk2wv7qbi9HF+3krn4UiQzT6F9C5hlLF+MSrCe8Lmn0YsJsj3XIEkKhbYtLFN9XHH7//kR7/Z/bbxOAF8DRmcX+N6ek3zglq14Xa/OLXY++Hppu4/bd9ZwZiSPzyVx7FxpkQy+yM9DtZDX0niCZNGHJAmEBJmym76aQUxhE2+cJj3TyNNlhaMukxVtx7incD1qZ5Zje09SCfkRkQpKQJBwBxjP+0hrRfz7gkQjGabCz3OVv8BZ5VpyCwdpsSMUTkvk+x2G5h/nnJlh49v3sXn5DiS5hcM+k1kOs0RZyYauFtS6PGPZf0cqRVlSfw2yonPwRBm/S2NcP4VZ0WidaMIVCmI3FGgdryc0VcN+6ShHBgUtNcuYEGnSuTvxO89z3b4PY1hTnJQ/QIvTgRed9e6/wbI+Tq3s52tkeLMjqI2H8fhUjLRBdZq1UcnhTljkvQan5oYJWi1YsovwuXYKk2WKvi7C6ZPYZoDEkRvxX9ePWHqWDQEvIX8YraSzPDJHQ15QGqtnZvZqEofvw4hF6A2kcCoFKtkkSthmtuY6hF+i44hOzgPRlMxnpHW8K7vvQhkkl1dDVr0YjhdFg5CaZNZoJ23W0uM+ToP3ALtH1xJv9OOVinS6+jhQ3oip2dglh5CmYYgykaZzzB9tY7OrFmV0KY4qUJfYmEqOUkTGMErMnzlA8+orkS4hgtdceyOVqUPcErqe1HCR3F+No/SXiaXaqWQ/gi78FAA3BhnhY0DfxaycYUP5GlY4NRSUFEIIRE2R9/7B/8IX+K8pjyBJEm4tSr16G5PFb+AqN+Ic9WJe0Yf6RHtVj++2c2DJyOMBnNVzCI1qEG4FsCTQBE5jDmUigIgVqw2fl5gRICNBQYOyCjWlV6w08qJ8By7aBama/GWqlrwL7V/co1TWsCyZoL+CcGQW0mEaaueYT8cIBfO4dAtHgLAkTEdF12wQAl2zOHp6KbatcO22g4u1gKuTtSQJvLqbfLlE0Z6g1nUDJWccRdIJaEsBuL77bcDbLvspG+vuJJXYQ0vzJgbG12IWLQLG2xgUuxgV17FR/SLFFT7mZA3V5UEuBQkf7OKKiX2UA5e6Aqt/FEnlzhUf5nW8MqZsg6Ck4JcVCqUKsgMur458CYE6Y5U4a5ZoU1y0qi4Gn/gLELD55k9QEg7nzDJdqmtRwqWMEusgKiuMqG4O5OYwbJucdFFMMtO1k+DQC2Q7tl0ezyfE5Vm9SJdb+S5knvPKBO8VINk2su0sfkhJSLl5cPkRkkn05PewVDezOz9CSXXhIBEdeBItn8Q/cYi0X8FXLBCdHqEQCuOUF5DNIq7sDGo+gaO5mbjp/8M/tIv4iQcoL7mapnKOcMdL3d+/6HidAL4G3P/cUbKlMgfPjnHl6h+tPuX6pUHWLw1eWK6YDrIE//HINP/+vUnG5y/TUqdoumgI5rl2eR9fOrqUtctP4u46wu6pCD5/lo/51+NKNHJSVZgKzdLYuoRybQehulOktAWWGEvwpUo83Xc3BTOGufNZ6k7cTKJuN3VX9uFS+2kb9LMurdFTE+AbYwI1IdFjZihrp0hMh+kYm6PQNkFrFCYqDlNqI1u1Ziz3DHFXmtGxSSR5BwiFFatNNFPnt/I7kHx5Qjed5rmpp3DCnciOG99EjCfuO8e71yynO301n/HeyzbPf3B019t5eziJUJIUJcGIuYKlkp+tYpa9IktJhHmjP0xrSEOrLVOzu0JpxKSS0tDUKQLWFLF5lUKjh5qxGrxFiyve1kZdy2+z67E+jFSB3KlehC1jWg6FMxUq12qM503mbUFCP0CtPYeqtFFsLfJc+ixbTz2IHvHjevd/J51cTnT3h3GCp2mcHkbNCtRCI9d92o9ugiHDMj3ASSOHrEr4g14OPnKMoLfEkg1dlGwvfiVJoyWhJmrobDrByXwTXQ3TTJWWoM2swKor4u71URqvUJy3kFWDrqaTKCEvU661DPvzaLUGqtuHIwlO5rLkvt5Ht3oI2zJp33gDAOVcisY3bOFN/9Mmc/8pRlZPE5kL4kkYlMo6FeYokiVKCwU85IWLWXWIfHAIs7KTyMISOspXUomP0XaTRayu+NoHzc8cAlXyIjVoeNvWM396Abk/Wt0kUSWB8+5qLCBUMzUUC2kihHQminPNKNadA9VtQwFozoO2GF8ngeSyqjqDr0T+BC+Jib+gDwhVAugR53dHsqsNi0XDm66Z6KqMhEBTbdqbZzAtmbHpBiaP1HPd9j0E/GWEBqpkV8OoHIHtSMzM1yLLVrUM3CVxnI4j4VI8tMfcOBRIGE+hyVFU6WKZv0RlF5aTos59G9KiH/H0ZBw19wYQEjUNh5i9t0Rl3mH9uzdx5f73MbJunhvOanxt2T8QOQBNrY9gdMyxZ5OHhYbLb5Aq6WxquYGZ/CgNgfYfqUd/XiCMItaZB1CX3oak/2RLJJYnMyRHEowtZMm7ZRomilRUicPrIlhhF2uef54F/wSbb/wYdZpOn1ki5ViMVww8njDRZIX0wXHuW6pRdBweR9BQgo2nUwz1BFgTDfCAkWHr8wksBYa3xC5kJzm6j/TSG37AD780i0m9sK63P8doq4+y50e06NpmVa1JUy8MEuEO4F4YoRzvYW7ju7D8NaCoyJU8eqXAwqq7WFhWxpUaZzhgYgZqCU2cJjg2ykLTEhzdRyXUjG/qOK7UGJY3TGbZLdSdfYJw/1PIkVaWbn7vj9U3/5XxOgF8DfjQbdvZe2aUHSs7X7Lt5MFvMnD6CbZf9xHqmlb80LZcWvWF+N7bm3jv7U18/fEZnj+S4q031GEtHOPzj0XxaAucqilSaD3J7WqcVLKH50LHiMgZivkepIWHuSs6SX7kXeybU6htXUGd9zFiZTdR04Or/7/RETvFcc8xlikniW7+NAtSH+V5gcfSWNX9EHXF62gtC7rWCcbaIkjJFcynajk2O0PPli1M5eN0JtrwdmxixprlHw7leU9TkID7wwSiE5iazlN9Lk5LM/zBGhlZ87JnRqNyMsCSZV4S0zJJM8iJ5w9SUzrB9JyK4SQoTqaxpwLEm/fx/wJx3A0LLJE+x8npAI9ILs4U1pFEYosu+L5VoM1ReXtI43c/fS1Hj4/z93/xIKM1I8SyGZrP3khwSkHzHae5fATPodVo0jUYk6NIhSDlhZUASDhYxTgDX5zlzauKpG++mzbdT3bhCO6MzonEIGdLFYryFVyxrZeViSBKSxh5x4dxdv0TxfA/EDz9cSi3EKNqUfn271j06C1s/JMCb+1Zyt8kjnPIyvMWv8xVOwZ54FAtUXmAI/ktTGVbOTKq0N4wwS36XszAAzyofozweg3Hp1LOVdC8CbzNSTK1dejyMmaFg9oygyOZQC8yQeRMgbKiM7H7ALVL1vBv79iCOxCmmB/GNMqsXfh1BBYFY4y2j32S9D/NIg0XKed1QmUXQ8rDFNQUE+E0a7WlKH6Z3ESZojpBXp3gxj+OUTEMHCv3Ex0/PwvIkk6D940AFNQErudXYNsVRLwAmlOtBBIrIz/UgTwXwNo4Dk0FpJMx1FO1iNEg5rUjyI6M/GQ7zlXjOCvmq9m2Asi5IHRJqblLyJ0QIFkgTfohWIJI1Vp33i0ssUj+pItWQTmv4egOaA4SAlWpWrrPQwgHRQaPy8B2FDJ5PwH/5aXlFKW6fdOqY9TFFzBsi0SqFkno1MfnsW0ZR8ioigUILJGlQX8TKXM/E8V7afK8hUzlNMlighrXtaiSD8cRfGVfBV0b4FN3r+a5kzXkp79DqWsJ5fQcvcoaToWfYM2BDH+8+3fZ03UrxTXncFwGQ0tdVamd89cnqaxpvJJV9VdQ52/9yXf6TwnW6e9hLwwiTn4bff07f6Jtzz1xFitrEFMhqMroFQc3UDtXRsyWKVdMptpW882zfawr+tHNCgmXSs9MhYjrRoygxPdCBgt2Nf8pLmkYhSKerMWCBt82q4lO2aCKuZgI9RKrnVmpCjLL8sWvmPOJGsqLUtaBhbBOWX+1gpkXETn5PbLd12C7/KAufqioLixfHNmqYPliRM48RrbzClzpKYxII5GT3wXbolzTiTsxBLZBpr5rsapIVVUhcvJBPIlzaAvjRE4/TKbzCqa3f4iG3f+MqvsufNj8MuF1AvgaEPC6OdQ/xucfeoH/++E30hKPXNhmmiXmps/w/KOfYseNH6W++UczL/u9KgGvSk+rj/p119C7uoJhOjyV1PDsnsCKJxknSdA/wpwd5/7aY2wyj5E8u5kNt++m5eg1TCYO0hWC8YCBswC2o5MNePD2Pkk+W8exsc3k/BLdg+8n3/oopyrP4yg9+JQu+p0cR62nWVvbTVLtxuxcw1fyX2GbZwM1gSyBkTzTZjPLvANIniVoPpt4rZtyeYawt53pKQnHltFlhdm8YLN3BZHTSzg5BkFZZfvyBpKZSfrdOvrhDGpvD3Wx/YyccWiu2YM942IkkGfSvJI5rZM5EUWW4G+MDAFFcMY3xS0rhnj0/82QTVi8/0ON/L/701RKDQh8+PMyqhHDb0kUDx4j3dDIW3/3Tv7yLw5wflaWkKHip6vvHDs3x3CnZjBWbiC7rx7hZMnGnqJcnGV3RuZqtYWyK8eJ+VY2LoniOuRH8hbJRgrEKjkUzQd1Fh1HdeTuCFfWNGFnHD7ctpov/nUrz9huWk/rNF0tOPXRkyzTT/DdqwsEut3ULwxSsEMYpiBgGwSNYbaNR7ArBk+umaQcqJAUQdxCIIRAlt2AjqCILHwQ1Zi/xosWupln/un3sEoglYKU7RQCwXHPZ6jRllB2zXHy03s53Pct3O6NPLj8+2yfX0p7sgHbXaYcHyWXv56F8iT1jRny4TPU15s0dTWguz1Eaq/+SQ6fnzl8m2qQAyqJf+rHzupIU36Y8yACJuqZOJQ0tGIn5ttO41w5jhiMIM34UQ414HQtIGddiMEQrF6Ud7IlcFtISS+ivlBdd6mH7Hylkdb8ZevNRY1b9TyJvGTeFYqoElOqgtHAZROzbFWtgyt7B+ntHMJ2pAu7FEsa/cMdrFnWjyxDR+sMM9kFDo32MdG/nQ09Jo1180iSg7gsulAhbR7AsGcROBhOij1DE4xlzuCXT+FXNzK2IAj4H2H3OR9/89xe2v0qT1z3Vtwjh/nYEzPo8WbWTKzGn9zNwFvdvPPW0zzz1SaOtx+6aF1dxP+64X46oiv+yws9q8tuQ5z8FnK8F3vmJEr9yp9Y27JLpaKZFD0yRZ/K8VVBbFnilkfmkIGsr5e1wwpgohkJ4prERKuPigLTms25Lj8pt8zm5+cJVgS+tgj2yTFSmWdw9dxOsbYGW5U5tiZ8PkWc+pky0QWD08sCIEm4F2v12v5LtEQl6UWJHRcf4Pm6y2MOL8C20ArzCEnB8sdfQjRTq++qVv9QLwmrcmzq934Oyx2kVNOFnp4g1P8EucZ1mHoQ70wfuY7tlBpWU4l1ohSSWO4AWGUUx0KyLcQicS02rCB07mkKTWsxY+3svPuf0RXXL0XptxfjdQL4GvDIgdP8v28+g9ul0jc2exkBTCfHCEebKZdSHD94PwOnn2DHDR971S+5266o4bYrLg60xnhVmfw99Tew4WPDJL/5p+yWZhg2O9GkEjP+GKk1q7E7LK6JBKhbkUbpK6Og0JuQKXgGceoeQKv1YxWjJFMaR/pX0OpppFevkM07FGUvo9YYczVfpN/dBSGFZ+efxo71YVubsUUS/+r9EN5PbSrGwmANb7nrHYTqc+zddS/UnEUxkmze/AJ/+5Hb+M74GLfElvG2nhBlE56tjLGXAi1GK1GPzE03/hafG5llLuvQxPPs0XdQ6XQzMtVBV2uRmtQ4zdJ3OZJ4G7LkxdHq6MdGdcPvrO7DF1LZcLOX4b4prnlfOw/MRul/NF+Vd1NMSv4s8+mr0Ss5zOkpBhYyxGoDJOcKXDTNCL5fWctvLVlGYeIYpXNn0cXVqL1RPFM6CcMmS5GHTvaBeRZTKHS1bGf1lR8hP7GblHcvqZML1DSvhrk4jYPDzMwHkWpkajfMIC8Ekc7UMtws8/aoxY5vnGJ75jiO4uWqmU2E1tzH6rqnuXfoQ1iZVm5Z/Q4k6fcJGjoeW+aKMR+TfjenYnkc3z5k0YLDHOWHBvCvvw65zlcN/Pe6SNg2/koOkCg5Azj1KzCzcxTMNEVxHH0+ylTyU6SDCcYDSeY84xyPBmjONII3zHyglm/Hn8CozPNnby9jlnVKlQCxuiBgU8w/js9/PZLseekD+woQQnDs+HcZGHyO2bkBNM2F2xXgrjv+D8Fg/atu5z8LVtc08lsWME+YKMfjSI6M4zGxNk0iD8RwvAbSghsRL+AsSyKfjSEnvdjbJrDr8pg9SSQDJENCynqQnmvB2TlOxVAoldyEUzI056pv2he/bR0JZIGqgCKdz8w18Vop8kpNVRMtUJWncRyJiZlaHCHT3jQDLLqHLRk0ByFA0xw0IJkKEQllyeX91MYWsCwFTbOxbIi6w1y9ZD2FpmFMo/pOkaQXJ59YFK0xovp2jLwP3RdD0RRsAS5N5W8fsxhPDyFpE3Rqy0nurWXdmhMsazlMcvQkh7WnaFhxJwNRP2dv3UyQSdaoFZQdA4i8g2zrOKqBhERTsIfO2E+OKP0sIbkC6BveQ+l7HwXHxvPGf/yJtV17Qy8Tz53Fsm1SIY10SCW8UKS/N4AkBG2jBYTsEMo5CAmmG1ykwzq2y6bsVWkfLNC2rAZ3wcZUwOibY0ocxKt5iQ+dJlF3VfVEFxTIJVominjKDoGsiaUq+JQuKha8xA9wScyxL5cnkkwy0dby0pTjRWjZaVzJIQpNay+Jf7g0JlR+iewLikqpdgmWO1hNvKvpJNe6GcXIg8vHwrJbkBAoxQUk20B2bNB94FhIpRJ6Yoh09zVkllyPlp9Htk3U3Cx1yNR37Pwv//Hx4+J1AvgacO/Th7GFoFA2+dCn7uXK1V201Ub5X++9jU1X/ioTI4c4dfjbjJx9jlhtF45joSjaD2/4B0CRFdbEunlo+WbKI8+CXaJoR5GUcRzLz7xk8geTfdzfaBCS/Dw638IZKcWNpQTbGms5eW4JTnYLhZqn0IIztDU/Ssabpji/jVMjf0J9/Cl6g8+wMjTFwnyUglwgPZ1Ckh4i5KuwkIjimBZqtIK8uobE93dTbEighE5hzx0j4Tc5NJPg5itbKNYOM6ZnWVbZRn+2SGjFWToWelnWMYis1WIWXciaTrF2jiP6chxLYDkKkfQkg4Euzrh2UqZa+g3FunAPrALk8jnG5p8iKm3lS/kTxM4updbOcCqQZnDHE1w55aCVNbJyhYA0gm8wy7qGGP43Rbn/P45SyFUTR0DBkFQUo8DC019DEhLua3XkruX8atfNbOye4At7DhH3eDh1JktLi4+9J0ZYcvwupp2nydunWdfbiP7YXirhO/DcfT/bUza7Bj/ODS5BtGzTeijJQJ2Ny/DxQvcS2pZ2cDKyhhVTEozfgnTbGTriM8xMryA0+j/YItdQQUD4JJGROLOrNZZl/PR7szhSNf6sfPg4ZGUib/0VhOMgKhX0xCHUHTHswTzOZBlbcpG89Qt4dv0pJ3MDpDwaN7tOo7skkrW19OpLmFEH+Ltrprj6nMJhPYPs+GlqUXiy7zBLa30cOX6a629dhe3kSSaPUq9sxuv7wQTwuV2fplhcwDBLzM+fY2Ly6OXPsKIxPnmUFcGbX9NYeK2wnCIFawh7Qwp5jYl1UEc5FkU5F8UWMhISUsDCMWWkkUjVsic5OJtmkG0XhmyQPCJw1VcIRV0w4kLOuxAjQfYOtLBiVT8oNtJQGGdJGrgkpwNAroYKTs7FCfszFESFZmkKTbXwSgolJXrhWhVZoKsWXm/pQsiVI1MlfxcEnyVm5qNIkmBythZVNfHoBqrkkCu4GR5tYmn3CB5NxhvJMrcQxLlELPrScnR5I8vpsQeolUNMZVzc0X4t0/Xr8CtrGc8+RMbqZ13TKTa5YyiVBb4xeZSxkkG2pxfVu5XesR7acmX6A99jxqjhM5PjyAsBfEPt0Jqlc1Mruurhg5v+/KfQ0//5MA5/GWfuDK4b/hRt6W0Ix/rhB70KzNsmJ8wia8Jeut6wkrnnhzgbA1/RYdPJMv0dPkxNprc/T1mXMTRwm1A7U8HUZEabvdRPlXCnTKLhEoNLwgQGUhxaFUI6l6DTcz1xJ0LfJeeUneq3yfGVIXxFG8OlYCkSjqIiOYsP7/m/LypUvXbvLlwVg4nmxsuVywGllEbPTlOqW4YZablkyyWWbce5JDPq8raTq88L5ZtVl7NlAALZKFKq60UrpVHMErFj32R2wztBkpHMMgJQzBK4fAjbxDe8j8zSG7BdPszMDJVSCrc3yi8jXieArwG/fddVPH1sgGLFoFCu8PD+PmIBL3/41uvxB2tZuvoW8pkZlq6+la5l17xm8nceQjg4zWs5PXUQVyXLmqDBHfU9xFQ3T4xn2FOcxJwdQLcqbFCClOdPc8zWODzTzvqGPVi5RpZ3zbDKeyWH5ClGhEFRGSTTupywK0Fx3kuk3EIgdgqP38arl/C5Po439mVmrUl8Vphy1kfacfgWDQTnwiz1lvCHxogELI48Ms2qUph6n4vSdBt/N5AiePP/5Kq5j/C22hb6J0KcGimRX7aLnnkPhr2X2bONSJhkultJaO20xXx0TuzhZGEjejRKXU899bXDTExFGJ+IoOsrqAnMM5qv0D8h+OKDzzM6MUyqtgIS7KoJsPR72wj4R5i6ahXG2hV0HjmLbbWzvrOB54+OVC1ngGFYTH79q3jzGvRG0TavxDSzjObz1Lui/PWtt/LdvlM8c2KUd6rbuEm6lvTRDOGVH8XfWWH6+AP0RMrIv3EctedahFuwdXyS4j+E8EUqvF+aJdk+wcmKm3/Ld/GFO97DTbtn8JcriIqG/T2T7TcnkKLTaOWmRaE3iycfbOO5vgXeEvHhCSlMhQtkdQMZlSV3/CGZnurzJAHCLKGPDyCKZUQasAXWyCFckUcIJPrYgMSEkcQhQpAEveYw+952LdIzcyw5PcapuB8vEqZIk2lcRjyZJrKumauiPiplUDUbCUGuMI7XV3fZ82iaZdKZSUZHD7Drhc+TyU7+wOdX13ws/2GyED8FqLIXn9pNVK4h+aVhpDNFKCtIloIy7cdpziKVVJRzNWjHm8FwsEN5pJyOqzaKcoeNebiEECVCpSCiPQ99FYgabG0/io0EukDo1nn55eqJF+OrhKhqCLr1MgPnmgg2DfDFwXres6mCKb04iUCivnbhstArALFIIqV5DWpMouEFhKNhWgrJVBA/FscPLGPXwEq628aoj88TCuRZyIYI+gvV2ru2hCOgYmj4vQbSgsbJYY39Q73URQ9zXZeOJ7qbLi3A1wb/lvmim4B3iA9t+XPKpsT//s4+MuUm3KE91CtP47U+wgFfAzPDj7P+IS9afYYj18fJP9+J0TuDNuPhV9b+MW2RJT+Nbv5PhVNIYO7/HE45B4U5cEzUJTf+xNrvM0tUhMO+Q4P4Tdh5dS+p4SnmHIOJZg8bDy4giep7LJSzQQJDBcWGhqkSTZMlRtq8jDa7sQYTNHh18g6EMiZz9asZ8NViul24yzZlX5UOaJaDKSQqukzFrYAtcFUcKt5FF6kt8BYtTJeCqS+SNEegWYL9V+xASBIoL6UWgeEXsHwxlEIC21eDXM6hFeapxC6JoXesKvH7QZU4zs+jqo6jRKpu3mIGMxBHyc4yfdVHq5qCQiA5NrJjU2hYUdV5N0sYwVo8k0fx5efYsu7tv7TkD14ngK8Jy1rr6W2u4cjg1OIaQaFioKkKeesRCtZDtG+O41PW4lZ/MvIZQggyc99jq5LmrniQ55MG72tpZ12ogfFSmjFphDorxiNj6+lc5UKtkbHNGg5VBtjcdIRt62XqFg5wdjRAKVVPg/Y2zvm/B64Ky1L7CcSPkTPhXGUUK6UgUFClMP6eCsvqmpkqL0FxzzNxtp7x0T/jth3NpOV2XPaN1LsWSJ4ME099g9roONeU3oITklm2TvCI4qGdNoSmMT1n0lCjEfat5KxrAEm1GSltYYX1GNHhA+z2voPEeIpZex2lUDdtS4v0rpomEinh85nYmRh/dvNOJOkaPNoYhccP0Tc2RNaqgOMgSaDZWX79Ewr77y9yekbDOdXPiTmVcE8TI6rAUWUkuzqLWjZ0/cn/Jr/rYcqroPzA83hvvJXJka+zaekWPMFWumIxfF4Nu2uWUyPDhAPNuOQGmEvTcHwGqSkMrQoEA7juO0br6VMYRgRj9lZKsmDXHg8ud4mrjEHGpSZuKM0RCPmJhvKU0m/Bv1BHrpImUzpNPLoEJT2NbiYwdTfHChNEtTCVI2eo8Wu4/v3bBFp/m+T+cdyblyLqOpB8QRifw7ZKUHFjUUFRBJz8GkZNJ46iEfQ1kJ/cS7a5FkWAJ50nMjpPIF8huaaTZEsNvjOTOMfPcm/JxDMwjrcmSK7k447rewhH/Oj6APl8jNGxMyztvYG+M4/x5NN/SyY7gxCvXCLtUrWIciWHEA7Sy4rC/nQR0HoBEBOTSIaBec0Y6q4m7N4ExA2YdWHfNILcYSDvrcHeMYwTLVF25XD8GdqGViLv3wC6g6SqmFuHEfEiLq9Z5XslIGJdrARy3t11iS5gyJ8ntCyPgk7bJgdDrsY+XWb/OC8344BpKqiag+aUQNVAUrBjJhIgyxKWLRCOyf5ja2hpnGVT+yBtbVN4anK4dBscaKhJUSxrPLF7C9s3HCeVCXKir4dbr92FCFiUB9dSyNucmbVxP7cF7R3PctLZx4HZEUK+Xiqlq/GWHuELu69haChAc6iI4o5iqQ7T8gPMlq8lHHkz/p0FxsOD+JwanJl6/FONSEWNP1z+j9z7q3//0+rm/zTYY3sRZhmlpgftpj97kSzKa4MpHBoUjWxFcM6yON7h5dzRvWwf8dDRFuU/VoTxpAxax4qUfQqess3urTFSEY1A3mbH7nksGeqnSqSDKhm/woElXizFy8rTWcLmEgZDGrGEwewl8XqGIiFk6aJ1T5Eukr/F5aL/RcYMWcJUJVB9L7EKnkeubQuKUcReJFzuxDkCY/uZ2/J+xHlSd/7vJULSr4jzKfWqG9tXLbNj+2ousxxKCMzFUBM9PU7g3HP4p08iCYeQ5iVqGZza81nCtb00dV31g8/3C4jXCeBrgMelsW6JzNFBB7FYPd6yK/zz97/OW279V8DGFFC2nqdJefQ1xxlkE49iFM8CNomKwfJggHq3i8fPWqzfbHOmkOdEskzbM7dwILGE00E/t7T14cy9gbDnMHdstimbDvtKvRRKecLB7+Arrqbg2UFCeFiuPYklgxAyFcWhHLwHd+5BylqYw6n1zNotbIk/x0wxSrxlgGWyjWlM4fdHCFoF9iVm6J7t4PeuvomJ8ClGDi/QpHmwZIMMGQZc+4izhBu3+pCFl388O0v/3HrMeBOe4RzpSAMBoSPlIZEI4apz0KNukgs+CoUiiRGZKyNP8/G7z3F6bIjTwx4CnhtI5bKYlolm2WiAZjvckiiQ/I97aWlqI1y3jW/qCs++/3bWSjLjjk3utjb8f/UCctlGqDJYJmX/LKWpaUxlnMrh++hql5ElkByZuBYhakX44p6jrKLE1T1vwOkbp1fX0A0NaXge0ywz2DfL3pEz3DluE6tzcJ37Wwrb7yE9106aEHdX+hh3W3y33Mj28AyJA2fYOHeAqdg9jE19g0opy7budzKXewEzO0jXG5cw+N0Up5013FY8RvPQGYYDReZKf0N7sRv54X7SmxLYI30oGmhrmqgkE8hzCuW0TdhnMHjtpzCjK6A4wFTtJGkeoeOMSWJ6ioWmGroSedz5MpGGMMs+8zgu0+JMcw1prwtnPsPx5CjrFqK0xYIIIXHo8CfZtWcv69YeZGh4L+nMD7b4vRhC2MzMnKGx8Ydnx/+0oNW6ceQiSjqE9aZ+sGS07/dg3DQIjowcVLDffQ6pIKP21yA/24R16xjKXLCqE2gIhM8EVSApGsI0wNTBsMFcrAEXrIDuQFlFeagLsWYOuyuNqgkoyyDkKmm/LHNkMR94kfzJMqiqg5Wz0HUDSZEwhULF0EmmItREE2iaBULG4y7jlytou5uIbJ7G0WxME4RQKZV18iUvoWAB01CZTURJp7yUKzonBxt5bqiLuDhNd3MPCgGO2hlsVeWu1dcwkihS73qBP3/qPTw2oKH7dRpmpplPXc2g8qtIrgJIM3SYzzFZ/CCb6p7gvVfeTnr3t/n+ngiWYhM4+TPp5p8orOFd4A4jrDLm6C6chWGczDhq55XoG9/3mtvfZ+TJJuepSSRxV9zYikzW78MslHmWIhV8CFWib2UId9lG2A4rTmc5uUzDSO2m4FrHJE9Ql/Gw/OxOyi6ZE64QOA6GJpP1qwTzNpNNnosfKEIgtFeRDftyU5n8ShuqsH0xbF/swrIRbCDbccVF8ncp4bv0/69ABiWjgGyWqm0qWjV2UJKRS2kcbwSEjVrKIDk2jqKjpSdwL4ySb16PnpvBW0zTt+8LuDxhzEr+dQL4On50bF92JV974t8pmdVB8+G7Jmhq7iNTcCgUdeqiBppST9b6Eqpch0/50eOehHDIzN6PZUxeGAdhVSOm6UQcH4eHo/x9ushQ0EXzwsdxZUGumIR2zTBXuBdHxLl75NdwpZr5t8Y9bM2P4yrXk3d2UyvFOOe5mjKCpdZ3EICjusjWfISU0kFIDqNovdhFjdm8HyOiUeeZRJdt6no1lFwTTNVT1vfw2NAYe+wcH3F1E/LZ6M0LzFhTfEf/NKrjUKg5iJ5UMMwSQXMHhZkIkgU3RhuYcbfynQnI1jeweqtFMqkwP+vgc53ihtv9TM7X4pIrRPw5jMrDWJKH/vE6Eqld+DQ3aaOCz7b508F5doW9rJJ06uNrOdNwI+9aNsG/rbqeuZDOY8kiQldQFEHp1k583x5ACbooPv8YWlpQ3BnE8vuRixaaKZFPnMQ5Eic7Fef98Vv56PA/43cvsCUwyxc7HuQT3nfw/LINXJOZx/V3T3NsR5wDskPH+k6uPzSKjUEwvZ/fGr+fs81raG3WaRs5wH7pTvaaYazYJihk+fZUHVHjOmpSQ4Qf/wytrXm0syV6knkC9jrOxP0cfOtbcX2+j/z0GQKihFrwIEpu7BMnKBDiPZ97gr7DX2Co+3EwHDwPrmdm6xWYoqrWL/tq8WhuFOtGah88zHWymxNdYHcq+ManaTgwiXB5EFYeJImSS6VpLsMDJ8d457WrAYEseRkZzyCAgXPPIxJ+gsZKst6TP7iMxSIkCTzuCGMTB3+uCGD8w0twyjaZp6ZIZVJISR9SUUc9EUdk3YiDTUjUoObd4JKhLPA+txK5UcOYzIPkIDle9GeXYQ/P4YTyOHUllDMxnM4FnOYs5HSIlcCUkQwZka9a+gQSuAQioyA0G0ksGlFsqVoXmur8Vyi6cblMdM3C0HUqDqiShONIHD3dS2/nCJrq4AgZ3WVx27XPY9tQzjche0wcU6VsVMWhHSGhKhZLO4eZS8TwebLcdM1eRscb2f/0JkopBX+XTv3yMsJT5ExWo+LcxpKAzU1WHWLpPP1zFV4Yn8KtH2R0pRvvyDBSMkemJoDfW8YX2YN7sI669GqevPcEruEMmqsWt6nQcLAOx3aQlf+a0hv2bB/lxz+BHO9FqVuOM3sK4Y2DkUcONv1EzrFc87J/IUnr4BCzV19DVBjcqtXx3C0OI6qFx5Y4sS7K1ufnmGryYCHwVRzWHJpEiDrMgIqcHONMY4zZ7fVoZjWhY77GxcFNUSRHoBk2sgPifBbSDzJSOOIVrXs/DqxgPdYPSwT7AZZApZRGLaURigvHE8A9cwbTF8VBrtYUtgzUhVEkfxwrWIftiZBYdQeypOAEG9FGdqOpHtZc9TFcnsjLnuMXHa8TwNeIO7ev4jf+zk1VXUliNqVxe2OJsRkPzfEyCEGpnEXznMEh/WMRQKOcolSYRF3srbk5nXJZYXmjhOWGD1zlMJjQ2GIu4ZHWSU7e8DjFMz3kM2G6Cm56rQauczfhVARXZHKsye4kqY9yVJnheOAzrMwHQJrBkSssyJ3YihcVDc3VgiRGCXqDLORsiIUoWH78xXkC/hKaomPqJpJ3AcmpcGWTlzafhuYdw5tyI9eP4552Efa4aFBcBIp9eFvSZM9NIav9tIbfx2TOYTwv4zgwP9dDLDxMrNWFsBQSUzZt7R50t8Sy3iSmqTLBKnrNeVpCO7ht2/U0RGt49JEHQJMoqiozukp7yWSPR2KjfxOpUhjXb9zFbr/Cxt3DzHpUfE+cxtjYhrO2AePoHKJgsaf+Zq7b6bCw9/fR900jPDLOFVFs1aIU3ENP6Va04go+0fJu2vVaVrp7eKyym+jqcTY3bid4xc3kF/bzrsQCkQNfptfTg+NJI+YnsGaTBCYn6UpkyDTfQlELsWLiII903YnQHL7RcSted5G0ezU3nzrBYClLUS5ysOMe4lYbHzr5aRL2Kb5f+H2Otv4K8VqDutK3KK+EwT1fZCIboqbjdzjxhXnmX1DRNqzCencfqU0qYtiDLzpPMVhH9MgR5GVBDtwwT23OQbeLvOWunZw7PcnE0NepPZ1CVV0UXAYrR+awNY2DPXVYisw9n32Um1a08Rdvvpu3veXT7Nv/VVLpSRbkWcaT+171s+wI8Pnr6Gjf9iOPg/9syG4F75IwYs9WPNtiJM8OIS14kUfDWDuHARl5VwuSJYFfwk5b2AW7qgBtyVg3DyGvMFH/bQn2nAcaZhA1JaSKCjVl0O1qOauAgfWW0yAJyhUXLt2qzrt+A2NRjcXjmGC4weMgFmXX0hk/dbUpJMDrtXAc5YIbbGnnCKFgHhDk8z4sWyYWziLLIG+fxHEkpqbqMEwdTbeoVKql7poaZgn6izyzbyO3X/csbY3T3LnuKE8ZcTJ2HZq/zJ7+MH3ZN+NxTDp2Q35mHv96P9uudDFmzdL24AEOXxVk0HcLnfXznMu4gQCuHom6nimCfR3MHDVRhYLPniXntkn4J7nv8MO8bdNtP6vufk0oP/j7UM4i13ST2fQbDC1/LxvndqN0/RmS8uqqQv0wRGWVG7tX4TR20ehzIdkaTZEIbxEOCdsiMTzPswE4uj2OYdrIQjDW4adlzEMoaxJOmzQE3sORKxtBlil6FTJhDUwHvWyjWA7eikMobTLU6buc/Ann8ixeRyCJagjSS6tVvUq8GrcuVPcxS6C6qrF8rwAr3IztjVQ/oCyLyOkHMH0xElved+H6C107cc/3U7vnc+i5ecrxHmxPCFo3EWzdzMrlt+Lx177iOX7R8ToB/Algy9JWnj81hCzB+t4spiXR1VjCpQskx0FTF6iI/WjOj+cWmJ8+jnSJTFckYnD/N9vZtHGO1uYiNRGT555uQ3JU9FyOil/FLyDVPI5kLyMod9Hn/iYtxmYCpRQLSo6H9VMoygGQHLznA8qBPs/bcRSNVd5ufIpKNLwEU/LjmU5g+BrYn7qWdzX+NVRMJFzoegFqzyKlatmeuwLNNYpEBn+4jDnVQWOhjTctu5LR/kPopkQxkcBBxu+s566VKaL1Wb6zr4mzCQdUB9sd5/D+HKYJik8iU6igqCpCCHTdomS4GZVbaJe9lMqz9H/mfgKmRUpVMWSJR2oC/NWZKW6QQGT+np6nn8cbrspdfKi3jr9++CzlnT04uoJw6xT/8Aq8nz7IP55JcVWkgrx/Hnm0hFOjLwbrg6XNUoo/hm+8h7trdl64V198y/8EaRRJUZAlHbx+jAbB2z7/rziP7WNi81oif/z7RMbOYUfDpH/X4N/62rBKXkbb2nBE1WUhSYLtAzLF3j1kCkOQd3P/fAnb9wKJ9SsYX1bkvob3M368AZUS416bYX8nm+tD5OQnsFx+yqkBEo9VoKwhH43jvOcU4ZZ+aBukuWhQTrZTml1DZAa+dQcU/sLDTd+b5ejgcZIFA8XroUwCXzmHO1yHbM8h1dTTMjvP2agfWZHQFAnHmcAs30tNTRe7934B4QiEfHnVmhfj/DvfdnRAYiaR5YW9/8oV2z5AbbznxxoT/1lwdQdwdQcQjsDV6KV8roJAoOxtRnhNnEAFarIoKwTi+7FqjB9gN2Rx/EWcaRsnkETJhZFrLcwVU6AuBranA7iYpRKUq8J/SLh0CyFAlhwkFfxOCYGEmxwlTwxHVpEkMEyFqfk6YpEMmiIhy1UBaKekkCt5GRhppa1pnFQ+jGHqUCzRu/wo81I3ZUvH7S4zlwhx4MQaJMDjKaGqgpVFFceUqI3O8eVv3saOjYeZLtVCe4QtSwf410evoyKX8eZH2Dz2CGNXLmGq+yCh4zfw3FQ9Cine9zsV2rVmnsyqTOUclkeHaQgfQZWiaL4Uc/EbCDZUqORjnGmrJWB+iXNqLXcH3/Oz7OrXBH3De7BGX8C19dc5+9CfoRbnSL75H6hTfrJxrbLbg+z2sOGSdaqk0CwrNPU0sSJTZtQn8b3ELIFEiYJHZabejalI5PwauUAARVJxlWxywUVXq6bgyZqU3Ao5RaJ2+nLh8GotQamq13ie78kSrpKFLUuYmvyjWwJfzrIoQLEF9vni1Bf2pUr+bAN+iOSU0LxgW6Cq1eQP20TNzVX1BWUVbINy/QpmQk3UnPgOxXgvLU9+klg+yYY7Pon8g5JNfgnwy/3rf0JIFSqATNBXZll7gZqIgVuHixL/EmCTF19BMWoI6D+aFbC2oZvxcyfQNLua4KDB2982wtCQh9+5T+KOq/McmbFInWyh5Mqz3H0d9fESV3q28nD4cb4d/hzXLHhBfBmv0cuzvg0seG/g2uzj+MU4tuRCpYgioNV8HpeRQa+swIxtI52bxAleS3TP46jt7UhbeylLfqK+FKLoQVIMANTwPGooiT2xEjvdhNJ0EsufoKzmQLWY9SgwnUQWEiF5LbLtQ5ELbK09ym1v6OHphMFuo59HnmqnEi7gD5aRNIepaUHfUYVc2sLtlVm5wUPa6iJXyrHrbz/Jqv4V3FX3u/yH/TWuyLmpSx9l0uOio2Rwnwd++/Ofhv/xJwC8v8ZPcnMz3z00xcTSGEoyh6OoGO9ZzsGgj4cjNuvPFMAwES4Jwmq1C50A/uR1SOhVDQ9/BQmBQOBfvaFaK1cIxlPt2E4RWdIJ3nAtQ/0JnM99mXBmGs2xMJsfwBqNMRFrxe1TKOeL2I6K7KhYpop1ehtPdB1ADExBLouseYgPfI4vU0tSzyLUCgU1wKb+gzQXE0SWCtZ6b8GMF3EPRrHtMsRbkSQZaX4AYnlk2UD4beRKmYZz00gLIVYc9BHO+ljVdg8PJf+D2NwwoYUKE6qJtPkqFm7cRODJI3iOH6QpVWBUguWNMXy6hmM7KOkSVvFZamuCTExNwwUR4UXGvAgHwJEQSJTNFhyhYzl+fPpZhoYPsKz3hp87Angekiyht/hwyjaVxALCZaDM+rHr89hrpnHNLceSL1o0nEAF7dvdWGvmcNbMIO/XcLxl/O6lGMUstppCebwTUWmEt5/i/H2SJQeEhWxVELKKJirIWBiSH31UZSSeQFUUalwuetuHkRWwLAldc0AoVeKIRE0kSaHoIxzI8sy+rciOxer4YUYPLSVUmyXdnKNJ72emoY5VywZIZwOc7u9m94ENgMBCZ/WyMzy2ayd1NQkKRS97Dq8h7M9QKnm5rvQkTh6GjFrGsu+kEI6TRbCxSaLQ3cLX97yFlvA4G5vOkCv72VBnUKp0cdY2yYRyzKgjJFsLhOzDnKmtMOMfZeCfxtj292t/Zn38o0IIBycxgFyzBG3NPWhr7gGgI+An7RSIqz9dLTlJktDCHrqBiM/NiFcG28FyFBxVIhnSaZwqMR9zY0tcLNnmOOQ8Do6mgqTStzx4wTon2+Aoi1IwcLkouQBH/uHkTzKKyGYZ23dJdu35c1+8eGrmyxS8CiWXAuqLGKCsgOR6NTehmggFoGhE+h5Bz0xSaNlIvnUjsfkUmlFkriZCxRsjcuR+XJ4wG7d96Jee/MEvGAEUQjD4t19Gi4YoTcwSWrOEhjuu/om0/dypNEeGCmxZEmBrb/Cybb/3lm382v+7n6VtReqiFVRlcTw5EggZx5CRNAtJKpEy/xKHDCH9ra/63LqnhZbuO8kmnqKq8QEgMznVyDs2Rpia3oc7HcfntfB5JZLuGtpr99MdaOa6wkbyrgmypSRa4Tc5674XV+nfKbs+QEJbimF7qFm4jQ3pab6/cROy0UfDqa+jjObIdFQob3kPSFDcvh0zHEK3BU8P3skbl92L4k2TKsuMJcOsDsmIVBNyXT+SqwiSg+aGF9jFwtQ8U1Yav1shaMo4cpKE/U0UKU6FAfAWuK5zO5u7J3nzLTrHR3cQrn+Yq3pU7vm8l0O7LtagDVkB/vId7yc300fzFS7uT57kWn0Zn8p+iOjgH5F1isgIzvhcrE3l8Nz1xgvHhlWZP1/RwJ+vaOCxhRzvSSagVKRSEyY8PU5s5VY8m3dS2vUEeYIk9W5qnVGEnCMbeBa92Imsa9A5iySpeJauRghB7vknkD1eWlZuZiKlEPKoGLaFOzmKVKogFBXdLhE7u5nr6hTGGisI28ZT8yT5CYtn9t1ItnKc4dZVdPk+Ss2qIkOPfA7TnKU9cgeBeIDW936OxNm9ZKQAkbYFSg/cwMLRJLrwUVPXgdmUJpHWUAJRNK/A9+SbKdz9aZKFDQS9/ZhuN6bdissocPfv59FKAt3O8ccf/F0WlhzikYV/wjM7z9brojzc3ELIc5ayrGG3LaG76Gd/tsBNoVay+TJ+l5vZhXGSqTQg4/JUqJQW3V7nk1wXw4WKogOj4sOwakkVtxP1vYAiFdHdm1nae92PMxR/arCzJkpQx7MyRPnRqsC2nHIjPdGJE1GqWRmLUEfCIGRkt4wdspFayxC2OZl4huIhF6vinSRcFR5L53jDqVrcURPRkEIWZQLmLAVTIqu3oSg2QXMeu68De6oWadbhXMsJltR68fpL5Ighyw7+4jhFbxOOWyespglURmmMTDMndbJjzT6ODiynv7IO1+oMkmueg0c2ULZ8bN90nEQ6Qq7go6djiF2JTZTLOpJmc6BvKZWSm9lklFLJgyNkBIKKYvJA5HcI1M8RqGQwCktQcdBdGVbUTBP3mvikMNuanwTZ4JO73kGtd4HUN3NoW9+KJLVS2DbN0+N/x4rhNmwU5vwKX+G7vJs7fmb9+2phHPoS9uhu5LqViOwkSsdOtKW3Mb43iyei0nzt79P8M77GVs2FagjOyQZCcqifqTDQo3NyeXWucucdVh5K0dcbANPGEiVKscUxu0joAjmLnF8FJJyXYQYVb3WlZAvaxgqMtPtf1g2sFZM46g8Xi1+IaLgMUVVBfzn38I9Smk0IZKNAoX4FWnGBUrwb3+g+Gnb9O4oSJLf1LixfjGLnVrz5eZKRFn45o/4uxy8MARz81FcY/+rDOMWL5uypex9l9sn9dP3mW7GyeTzN9TiGibf1R6tA4DiCZ09V9c8fP5bh8WMZ6sMaO5cHaI65aaobJB4BuyKRy6qEgxYFU6IyW0E+pOO70UYyDOyMQeGpCXKhP8Z/z20osv9VX4PuaaOm5X0YpVFkxYOq1/Kmd8ChoSH++p/K+CY0cGS8bi/N9YfoaBxgIG1zX+hGGjM2tuIiE4uzphAhm7mPRmuO/vg7yCrd7DQfZoYpJuV2kloX7tgeGqZyyNEM7tHPI9puJVxbYEEJYIy7CCw0Mq/cSbR+L2MZL7vO1bJ6pV4NbvccByGomDY0JKn3SUxNGnQoXbRs9FETVikMFEn1TaCQJMwN+KRWEA4h1cWy7gVWLnmW+sivUCwP8o+/sox3feH7hGw3nVYNa0faMAuQ+cZKIucO0SQvQxc6rsmvEy4mORVxcyLg5ta5LFlZRl/18lUGJmyJnd2t7M+V0GZmWbush2tDHuaaOqpB92oPvn99J8Lsg7v3YDsas+I59Jox/Kl78LS1obhUMoMPYmgjeFhL0KOxTIOpsUnyuUdoH1UwFBdup1y1JAqLoH+QilTPpF3LGz27MENd5Ke/jOF9nNjYm3DW7CBTEWy94rcYLwRp1mbxxEeJxVx4myukxopIvhR22sZRNIRtk5+cIrZJo2bZemYH3XibNeRgmPSzH8XZdgrHUTDsGDNv30bXd4YJDPXh8dioPkH/5/bhb/ETUjrJevM0zM3zieMjnNi2k6cP76MMFN70drzPfYkHToxw/ZJGZHK4XDqVchm3y0+5tCj/sliq7NKPfa82hNelUyhkCHt2Y4kQkiwzNX2aQrGAz/tivbufH3jWRHCyJt4tXUx8/0B1ZUUFt0l5w0nk2iDqnmbQJSRJQ4oqRBt3UJydoqJO4929loWO04TTtehnmng0MsR0CE6eibB1nUCx5jA0nYzWguHoZAoO7pCbBXcntBmoCUHTigoNgeVY5gyh2QTW0zuwmwrkt5VACBzhgG3j9tuUTA8FKUhr0yxNzUkSqTC2rdKknuOapRleGLuSr33/VkxLI+TLsHXNUSxLwXJU5ioOwYofNxKF4sX3koxN1D2LUCLMOwVCDfuonW6kbPv59Adb+PyB+/jedIHVHSf52vFfIRhwkSwG+Id9b+M3295Hwb4B9CZ6Yjs5OXo/J9tGUBwPsayXsewkE6kZmiM/+4owr4TyIx/HmjgA5Qx2dhrZV4PeuB7HEgw8soDmkdn5hz/7+sXbXAH2C5gwTdSKjW4L4skKmYiGYjnEkga64RBOGUw1erC1y8u0+fIWK05nmatzM9Txg8dkMG/hK9q0TBQZb/G+ZLvl8qPlEliXlox7GTiaQum8msyLs35fvO5VwFFUDE+Iuc3vQbIqCElhrmM9pbpeCs3rUAsJQkO7cCQZ+wdIVv0y4ReGAGaO9V9G/s5j4Yl9LDxxSZC6BFp9Dav/4Q8JLet8yf4vh5cLX5hJm3zjhQXcGswma/F7FFZ0F5hOuHF7S5QrMtmhHG1X21ASmAtlCk9NIMoWuYTNSP8X6Vr6kR/5d+qetsuW2+NxhMsk603gyTeihIeY9CY4ODnHVf63MCUXqJcXiJVK+ApuTtR0sbnYyBtGrmJG/RLPulz4RYLp4Aw109cyHlvF/rrfZIf3U/iMw9hlL4HJFbT09tOjPUd9u5+U1UprVw+Fc29mrVJidZ2FWwnhBC2MuUnyEx5ELIPUsw+v3UVPfT27hp6kJbeVmKeMLkdRKeOmnRBXoPjyiLWPoQdacNurUWQPAc9SAp6l3BiBzy+7i6kDJjG8zJRTeH0q3jY4dXCWZmkpml1iuLKHqAKGLJFXFcKWgwdB5vhxQqtXX3bPhBBsfchFqV7w3i1+Nq1qxq9UO9lJzCABvoV+9MpJlPJ+nGfPYHa+E7nzEFZgkjPeL+NYtWyY3oBQxnAiWbSGToSwGTh4nEpmHl1zYekKqmViyBou28BBcKjLZjYrMKbLLEyEEVMFagMrqHhr6LkzizvwPQ4f2YA+00i3S8L2ZSmNLGX6iRspPV2PVNuPdTxKeF0KNeAiM7oVlGfIT3ix9UeRUjWkrK0k6+pI1gdw2aPMzn+QdH4Lqn+e5W0TyGueR39uO7mkimNDZiTDiqtbuWLtm9j7wqc4t6eI9sZ3Y9x8F7n6ViY8gywbmKb21AjDO7voqfGSziwQjekkk9lLBsr5F/bFzFXbCjFe/H100Ue+2INte2mOfIlE4Ur+8h++yid+7z18DoeycLhNcbHk56gep2dFGICFr42gRHTshIFwW1DWoKAijwaqOxrV3y3mHfLHZymmZ6jsmMCyJ1m/6xr0ShQREaxaofDUqSxbN2sohzupNEygqHkcyYM+G2C9dhDhKZPQeoj5jmCsGcGeD+DX+tCoIHvAoyYoeCQkXebMaAfbGp5Fp8i82k4+5ULzFQjb4wgUpCjsPbIaJZiiwTVKci5IxdARSFzV8yTr4ofpjzZzbqqbRpfJ5p5neeH0DVxq1hGoFAutgI1XdJKfCHJl92Gi0QaaI+uJ+Zcwl5/gNzZtpe/+3TixWpZHV5M2s+S7b0M5rmI3y9haGL/WSk47g5Ch93Qn0zVzHJs483NJAPsfTGIZDrWZArmzgv7JD9DcOUT3jXEQDuWHPsbqxjxS953Az54AemWFsiQISQqzQZ2JZg9TtW4kR2ArMoMdXiYa3aiOWFSOv9wlKwRYmsxczQ93u5bcMhWXwlTjy1v5HE+Eyouzan9QdvGLid6L3cWvBpIEqrv6D3DPn0M1Csxt/9XFi3IIjuzFnRgkdcN/Z9yx6f3RzvALiV8YAtj939/Pwbt+7yXrFWTsSwudCzCnExy6+7+xc9+X0fwv/YJ5MSRJwqVC5UJ1H0G1srtJyXCjqDE8nhn8KZNjh1UiRRnVIxHTTeySwJkvY45mEYpM0eNnruzj4Pcf552NJRSPj5D6a0g/irn7EoR9PupDIYymLAFD43Q6T17LMEEzB3NfxasZ7PftwPH0cuv8AG8YNfFZdxKV3QzbeVqlE6SVBr4R+SampLMp/yVwbcU7ayL0GqSITGZIo7vOotVdTzGfopiulsfyhhxsU8HOFCmMzCNrKni24fEn8dxgIKn3kDcV3rz8Hhr8v05ADjD+4L+D7aDRQB3vQ8YNaQ3X/vfTevfFjECrIBj5rIMaFKykkTYveFshtL4OWZZpeCO8VV1D3yf3US8n+cuol9pyhVXZEtclC4xrErvbGli3eF9nH3ZQAxDbUV32VmTuTHtpDl9OOGK//QkKTz+EVkmiVv4CW5JRjzkozqcx1zYCEClOQTFPSQlj5ROknQnM/CFmB/Yxx63Y7hY0I0qrOolLKmNLKqpj4xIWbzwt8U39BVLWck5+dTki3sR1wUZcawSlTBFPzQBr6kcIb3oaUfIz8vDtGEKDE7cRvvYQkZVZZpcFiK/uh1w9M6Mv0NJxjPTXu7DLboh7GelqJO+vYCddhL7RSsdmiecDbgwtjvCP4o5AoSBwUAAbBBiHm8kMFWhcuQat20u0NMsjN3aRRsefq6O92UBdtpxHS4LZ0QW0YhLTLtLcnsLjL9N/op5q1Pji+BASikvB5yuyYf23OXX0Jux8gIoV4/jUFwHBVAYGx2XkFodR4fCoY1AnuXjKMVkrqTzimKyXFbbIP5kKOj8ulIiOqytAIT2PvXkKKa+hPdqJZL3o9WkJjBN5COocnjXJ23BTIkBSKVC6aorGisLfzq9m/FgANzXYx/PkNwygKA6apWJrbrwigW7kcYs8urvC3CM7iN55ClkzMawgys4TKPUeVMeks3Uay1SR7ep1FMs+WqKD+OwU86KdgeFapqZjZGbX0hwMs6b1KMlSDEdITBQi1KUbKCYkrOODtK4vgxTEpRtUDPfL3QVkycEty9QFh8ha2wH4re2fAqofVX/YfBp3R4E/khoZGZbJchoxXkuwZQWybBOs6cadeBZJSOzvPYajOMxmEv+ZXfeqYJsORsFm6KkUXddHcQdVDn5+ikrWIuzdwJaVT5HPhTl6/O00fbib/f8wgjO2lCXN9+GN7IWfAzf2sFWm4jj4JIWAZDPe7KNrMEcwa9Lf7aOoG5R8frTFDGBLlTH1i/F8xYDKwQ2vzilquBTOdb9679VleLXE7jUKamvZaeRLy/EZBdzZaXJdV1Jw+Rm2K6+p/V8U/MIQQE9t7GINwUtwGfl7EZ6/9oNc8f2/x1UXe8V9zmNlq48jQ4VLWqsqZ0qShNfj4parkqxtTVPvsRgblMALmVovYqRE/Ng0SlhHEgKvx+bwfAP3XJmjmNmNx72aKpn88aQDFFmmLhpi8+2zfObhCdTgMCEzxO8qd3BMmuO7sTiq2o6Zvp9zjsZ1C11kPPP83coR2pwZZEPmunN3E4+e5t961rG2uIP8nhR2axS/Lti672721p3h2cLdfDhW5uyT83ibVyJXLCSXSWkqhbAdUnML1K3tQPe5sOsnMBjEMY+ysu432Xc0i9/1f1m/Kko6uItCepKA2HGhsyQjgOz4mUzeRyywE7feQO6UwEgJMsdA1iG6Ddred/njGjxzhuVnPwvA/3nRXcy5XfzaX/092vIVjH3JIj8AvnaJ2I4qoW//kIKZriZvXCrQLes6clM31vhZnl5xM0falvDWF+6j5eAM5l0NoEhoM+2IQpQJ8/FqnUlVolDcgxLopJipIZddwB+vZ9jlJZ6fozE5gEtUnxw5b1MZNMmu7ka5vQ195BssLPWhJNuoaXkOxXIwzoXIl5bjCqc56pPIlGXuWPICkeWnsbJRHCNAeqqecOcYPQGBU/Lgb/JQGHPj3GSz0nM/R2auJuutY2zzFpbbL7A1f5B9wRUYrp1g9rLp/Tkmd1mMn6nSNv9dj0MoT1duFVPLk5xVhsnFZvFWVD489V0qO0rk68oIbYFj442cO1ogZXr4w9tHkWSbWF2e5Gy12s35YVizIoY3YKK7hxFCxnJCKJoFpk1VNVbmY/+nwrf+3kO/rqICexyLvBAcw6IoBPmfXGGFHxuhmxtZ+MoQkqIiWUq1CK9VJbvVVCAHkJCRkRyZVFbmzKEgbzHaGfSWcXvDVPaoNJZVpLSOqZQYfu8o09kywYJEnd+FtsTFsVQPmcNLWPvCChLXHKO0NE/0DQ9g6wpl2YceKCIMA49VIW9p+F3zFPU61NJIlWBFbXSniOlo5AnRWJem1bubdAmeOXYFeSPIVav3EAnN85XD20hbfmyh0OgZ5prVpynXtjCWTDExU8/5XnSrZSLeFLPZOA4q2XKYp/qu4Y1X/TWz+fdT5+8GqmPK/bGPc+SMQ/+uJKo7zWrP3Xwn9iirPM3YgUNkzC8TGgmSDKVwcFhS28bqlqU/s349j0f/2yBzJ1PIToH9/+DGNi8S4GRlGQ89/wWqz6vDs38xRmbEQlauQG9dw4qNPx/l7I4aBRaERVxRMRDkMckENLwFC71ksqyvyJkeyEb9mJpMOFkmHX0VSRY/Cl5J5uXF61/OxftqJWJejHwSfJGL8YJCgGOT7bwCFB1KaVz5BJV4NzNX/BrLZYWw5mGr9mMS2F8w/MIQQC0cILCqh9zxgVfe6cUEsVDm9Mf/kbWf+x8/tErH9mVBQrrK1+7L4m+oWjcUVWL2hEpxLsjKKxpx6jKMIiHiEsmCoDitok4HkFb2oj2Rwxeag7LB7c392P0WdNxDRPkDJOnH143K5UymZrI8e+5xNGsNEVeaiH8OTymHIUv8Rn+UzkKJTzfEWZJNcbhukJRnDr8xwoy6ElOr57ZiHWvNWbrqJogdriNVqiClIngSfnwzEQLN29iwqh3x+Pd5w+9dQ3hNJ9nTkyQPDuHYAsPOc8L9JYT0Bjbf+OtI6nrG0kex7TSaUstn7x1C1yQ+/38207vl48ycfIKgtomajo04wQTZ0lF0tYOSOc9c+mFaa99PeIMEqsT0twV2AaLbXuoadO3cQe7//g1iMRj/0tfZtne8h0BvL8ICMyXh7xY0vFli5PM2WhC87RLpo4LQGonolot9rwRCSFI1PsRvxdk0eIz67DwC8LpWUhSnEIUwUsNJfKrAchzShkrQKJMsdeE1TKzMJBVVRYrEmAy5aFwYAgQntHYe0ZdS8h4Hf5RsWOFDGz/II6P9aHmVUGE/iX23YRs6VnGU4nQT9Z4cHq+bcM8AureA4iojByUsTz9mQaMyHqOU6CA/uh7SJwg/PYj7Woct5a/ybPGD+MYyxDpnsYVCQCqiu2eR605y6uxafNdP0PmRI4S+14XtaSDZcBCl5gghMYAbmd8c8hEq6bhQScZDPDZ/NR8seFlnWhw9Z2BGVazyasrGGRbmqpZ01aPjiXsoJSqUF8ooqotKzqQl8H9p3bSMoZFbcekLzKevAQSmBbNJhzVN1VdRtxD8T7NIAoc/UDx0v0xN0Z8FfFfWURnKwwsXw/3F4stkuPkEtclWfKUIEnDEv8CNhXq8usOBaIL3aWvQ65tJH5kh71SYNjOsEHmcYJ6hBYmOaC2m2cYDp47gTTmsaCpg6GFM2SHgXgCgIEXwOikCxTRm2Y03OE/ZCmMoJl45j6UVOHhuDX2Dt/7/7J1ngFxXffZ/t0+f2ZnZ3lerXfXebbn3boxtMBB6DW8IAQIhISEJBAIJEJIQCKHYgAEbY2xccG+y1XtfSdv7zuz0cvv7YWQ1y7ZsDCY4zxdp79x2zr33nOf8y/Pn6kV30xzfjat5KHlDtOeT5Gd66Aj3EFBz+P1FFp+/AU0xEM+p6KX9ZselbN62mOGyCMo0mBVr0FUL70GRTbb2LaVnfDaIDmOZJsZGGolWp6k9YR7df8ShrMPcgJfi070I7c2c5bmBXKmJlPJr0pONjMcOHPMw37zsShY3z/69PL/TwTYdeh5IMrG7gK3LQIgXZjWcYNXGYWp3HskjY+kwORhjdftLx7n9vrBSC/JkOUPRdVCPhmBM1XmYqvPQcTiHYkFVTiQbrYTqpmOe0yZwePMWqmFTCChY6plUBDmBuD3vun211rtXc6wvjFxKYz1fz1c4KmgtaSAIiKKMZBQQ9QK+chZn8gDeuVfRY5fp5OUTVf7Y8Ycxur5GWPaTf2L7+/+e9IYXqzMkIKgyddedx9idj4ALxYExjnzjJ3R+/O0vee6IX+Z7nzeYmqjow2khGccWULxuJevyrjL5mRJSjUWdX8DnuhwAbAU8WxOkklGUUBhPPE85b6OpAmP6JqYm/pIFkX9E9r28FfJU9E1O8uYv/QcpIwV0Ikk2jYKE7Urcrvw328xmLreHkX1rqQl1cfnwCPv8j+ETUhhuigNVrez3Xs6Pmu7Hkx2n84EoPU3bkNq3oA9cQvHIQfZ5nqK+x4f57acwZrSS3T+KYSiMPnkYjBzpsTHkVh21e5rpmjsYK5Y5lHiKsVyCCzo+gEeeyS3XjOHzVF61xq43UVN3Ocl9O5gM3oZNHjUYJxS7GMVQCPsWVZ6UJFC1RKJqycltTn/xK+Qf2ITcXEfkE+9CiITRcwV0TcOfzyEBwS/8I6EPvO/YMW0fEbD6+3CMNvIHARFED7iWi6/5hYOcPTWGCKw8+KOTttfP+1MO7vwwYttmECvjTMYskZuux7XeQsZfjSxZVM+pq8QiGhI2LgfqF7JodCs+n0ZRbsJZ2gRuRflgfVml+kEH1XAY9V6OrJWoXrWB/GAbub4OmvwlmpUy+YFWUoW5IIDPn2Nyy7uQ2cgvJ0cIpiyWU8TOKkw9Emdqu0HDJx9j9gMKhcxifrr4JkqqH69k4i7/d6bTEIhb2EWdsDFKtKuV4lQtsaFLKAUTpGv60FwdzU4jC34EV6K/fxEzpC0css7D70jMyhhEUxlqDi1huK2bkdDj5LMikc4ovriGN1IkdSSF6pfQ8w6yBJao4WGIrF7P88LpIPK+z+nc/lWBmpiEJgg0iyJZx+VR22CDa1EAPMA75dO5Jn8/0Fr8hK5oYPqHvS/wMvhLYQRHQsdC11wurvLj2jYZvcxNw60UG0z0BhGr2mb35mliHVm8B2qwux0i3iK6JfJvT02gic20d6cQm1OUe0RIOphxDYUSEXsU1xWQ1BKiVkDERHNLmJaK7JaJm71oTgdl08fBsdl01hzBtm0UO0dWi+OLgRJUiGkpRMfCFiQkyaYoVzGVjGFYGqat4je9gEARl4gvjSqVGEm1EtQyKLKB6VQWq7/a+jYSpsrsE7yfqxeJPP3j/Rgbfk6o2M30YwUwPJSqAgxONzNVeA5N9KK7JT5yzlv56ys//Pt7gCdg18/G2fa9cSzDRZTB0eE4G3opQ4AASNhHQ82L0y+tf/n7gOtWliGaCxOWQblkY2oCpmFhFgwCnjK9zR7G62IUfdLx1r1IM3WPhCOBbLpYr42e9ZmRuucz6l8uVvDU30UJWzo5REQpTCIaRRxJwYy2YgbiqK6NrnjZ33kuMxybC33hV9iIP078URFAQRRZ+K2/Zvj2Bxn79ZMUDw6evIPr0vL+66m78hzKowkEUcBTG0OtCp32fKdiOnlcMVnPiEheF6MgEJlhkW5px/tkEm8VWDmRVMxCqbFRy0VkKUV8pk3kxmq83hj+4TzKjDC5osD3bkvy0fYPEDvv08RrV7yi9n7n4UdIG6mjf4nYqsGQFSNKlgHHC6LLw9F9rBf38r5SgsH6MI6aZrcTImhU8d7N55H25HmwNYlkZNm7oJuIV2a2dj9R835K0fMZ98t0zzLYvWsnD49sp+PQTLqWnIUgeioVCcJBAtQTm/4UuZk/pmfqTvZNjVMsOOzdWKTmA3DZOfUn3bcS8hJe0kJm0iXiXYHP045Pa8GnvXwwtZMr45RN7KKAXF9H3a4dPP6FrzK57wBrnn0CZc7sk8gfQPGB+yk88SRu7RIk/83Yj36d1KOH8X7w3/E0VD4Bc2IUMRiqxGKWiy+4rhCv45Ge/yRoFompvmMrzZJjMSn1MyPcj5o1KIUUfJ5pFFQQ/NRV1VHtjeOpaeNAyo9cFDAc0CRY3ggKOabsDDFiOCU/pu6lPFVLfqAdVw9Q1v2IgsPIZJhM9SGql95Lz8+bCA1myFox+mdPsMjRqbtpEGPS4OfJLENFHxcNtXHtJxfxL082YRdH8Sgd1KnrSRntZN1+ss0PMLOxl2KphoOthxCbNboHLkESJUw3hODkUcUSplwgNdTCjLxIm7+ZRzrqiQzlKEdi9KbHuTSioeVcJD3C7IWDOFUqGbMDXyhPoCtFMTmN4EaJNOp4W4fwxWV4bprajgksQ6Sv9zIcW+aWT5V54DteVEXkw0clJL5jlcm6LqmMgebCwahMhyih/JY1tV8t/MviqI0+xr9w8gKzNtmGpZgIiGi6iDgQYdyXRSqplF2bdRN9PHp4A1++qglfPMe8vYtwevIc8RyGoM3WwSIBNcDb+xuo2lqFcc0EP9NzlIejfK46DJZOcbyWfqlIwRRY0Zw+xkE1ysfmxNVtzzKrZj95w1chqa5NyfDilfKUdC9TpTAtzTqCCKJsk1BmYEo+7tt5GStbn+Hy5Y+wbvhihnrDiLiMpJuZLlaTKQWI+DI0RwfoTTzv8nTZdShHNvEowdglCIIHVRGYmBhgt9xLpH2E/fUO48MpIsNBAmqYDutSUs/4mbmsji9cfcXv67GdhE3/Ncyhh6exSkf1G+0TVPDhDKtbVLSOrPLrl0nqui4J2+JnxQT5ssWWX/RRtzJGuNHHs9/sQfZKdKypxtdsgwrFgHxGRMyRQJfk4/1g6RVBZYQTNG05bq07XQLHi578JUrJnXA+0SjgCiLuy1QCOXogrnqCGdp1EM0ynsRhpEKS6VgbZqQJPwKFow952rHwvsqY+z82/FERQABJU2l997XUX3seg7fdR+KJTRQPDx/7feA/76D3v+9CW9BF91svQ5+YpvmdVwPw84n7qRfynFNzeo2+D/6Fl2995Tg5sE3AEUj2yESNdso1Js6+BJJ/BH+XhBSYRh4JMlldTeOaMAXZz8TkXCL2Okq6QKLocu01CQ5bDs8e+TpHpj7J6lgjV9W/fFbc/uFh7t+2/bgx4tg4JpK0IsfvUZCoLvlZOXkOLhbfjfYwKdoUpTJ50cuErwnT+DybaoKMhgTKbogVez5Lq72HvdU9OB4Zx6jBHc0xpU/gJpI0Ol6USISxoQl8HY1Ea2O4pkykupvp4ghzahoo7mulyvfi8TFetZHupr992XaeiuiX/5bQ51wkb0WsF+Dcd9zE9Ac+hNPYQOwbX3/BMZ4li8kM7kC5sp3yZ57EDS5Hm95DZG4SqMcpFSkfPoCgaviXrkYIhHFz6WPHGx6R/X+2koPD97IsXI+Oi+K4uPiIaBczU1IJBA4Sb9gD4lE5ZEcmIi1EqwszYWRZv7mXIaEbUdSIeuDTZ4kENYH8VJAv1aaQkkHCuoLoyCS3rjx+865DqfoR/s2zg8lSAv9mi2uyrdy6dAOaLXFtz2zmutV4mgWqLvbzYUPj8X+ZR/zglXwnv4Ej+f0YcgetgQ1ssoYxDQ+XLGxjRs0mHAdK6jSO4AAOE9E95L0pck4ncWELgVIdkcwMaiSBcdvP7tZziQUCnLX1Z+S8fr581dvZPrmHVUd6kTtUZFXGtVIkdqaw7FY6FijEmw6gWxbeKoVUMo9sThKbPYNAQxrL9tLbCwgmoijylk9a/PLfjq/MPyh7yJcsnjiSwRDhWU1kryzyptdROkap9yGGFZyMybEYVkRkUzn6/8o7WVMMUsZGRWSLlGRff4b/eNiiRqulb2SYpVaUdb01pMQ8Kl5KUzGCdVGEMYPEPV1MdpSJN6bRhIOUcEk116JawMgELmlsRMQTIpJdwKuU8IZHcI6GuiQLMWqCCbAFLmn4xUkhMIIAIWeSAlWs7XycqDeBLJqc1fwI/sZpJBF+sv4dJPNxrlxwP7qlsf7IGsBFEUvMbjhANJBFZR+U/eCtaDrGr76YNdsaePjQfzIwvB2waCbGYfMg13g+zF55El8phuPY/L6nH2vjJqQf/ZqSeM3RfnieBJyidnzaBcYLA8z1tMPkvjw1c37/8WTP6Dk26znKODgSzLi8AVEVyY4VyYyV8MdUBFEgW/YTCHp4Kbrjui5bbu8j1hag46xTyqKJ8tH+OLlPtJKJ7nmR53dq/7kuuFAzXmay3vPirl7XQTSLKBM9CJ4QrYMTTDfNZKqu9rTPJTKdwpYlcqGjBhzbRikmwDGRy2msQA24LlJuAidxBLljLQ2iRL2kMmIbdLyOHoU/FPzREcDnoUbDtL3/TcTPW0bPF79Lfl8fUHE8DTptxKaypLfux0hmaDRMDuDyaEnEi8o5pzlfb4/F6KCLzy9QLBzdaFViT10LUlXtxJuzzJx7kML9No2tJUZcl1Sdg94UZzIBQc7GcuKMZyX8vg3ogoIo2HgEjbI1Tnv50/QOtkD991+2fb/YsJGSfrpMJveEb9UFNA6rOs+ILjlJZ7NawOMo3DJ2Pk+2LePBGZMEhjVKpkPOuI3LhxZzxc75JCQPI/6nKO3sZG95GEOI4bPLdM+ZDZEw3tYGoqEAvXsOko70MPfmKrxahsbppdS0rKL6ylsw7REct4QoHI+1yBR2kCvtoTF2y6vOfJb9lQZa/QOkPvbnaJdcQvAjH8b1eJG7uyiUHYplh1BqmB5BoWHTRhIXRjE3DCAIZyNUxSlHl+Hp8FAec8kf0fDFazgsHKA8eCcL//1nDL/3KsBl/Y11bI0cxk7+DI+ocMDI0aUFiDsWHk0iVpVCMXxIORk3UnEJCQLgWhh9ObS6WmwB7oqEqXJNOlWwXcgZENSgMGmgL+kiv65EWD/+1AAEbIRiL8MHs2RaptEVk9WlBfy0eyemZOMI8MtZe2nqWIHWEa1IHGky8986wc77syj1P2Vi2zKM8j7GqUx3Ak3Ma3qMeKCMTxVJFPyoslkpS1e9GRyJamcM1QoTya2kKh8kUdWLsuxp2vRZ2Pk5hGfN4aGwn+LsOPvGruJI4R6+31nD4xGFSHKM7tY6Zs18G1JkBz09S0kLByhnHcq2TFWHDJkcasTi0Nbl1LYM49gik4OtmGSBk10zfo9EQ8yDqAjsP1Jk1CuyoUtl1euYGdzw9wtJ/2aE/G/GgOOxgM//31kwCRkV30AVG7QEIVHi87luXHmSeZ4yA+kIhxtLuAWHc9Rm9uY9TOs296YN3t4dxztlcnN7K6vONnhmaIw6r4DfA7IxSEOzeXSBcdQgc5r7EwEEqAlXyi5KzxPFE+dcATxODs3J4WmtiFx77RweQJDARuL6pXeSKYWIeNMIgssnL/kS33j0LymbGguatjOjoUyyNJ+G6PG6zhfOktg1Avk9NbjE8Qg5cthItod4bZQr39OJCzz4UIob31T9mj6XU+G6Lu6Dv0GYNYvEM0c4+B9bCVs5ItoYaakJwdVxkSsNPvnAE/rplAoVp6DngeTrQgCjoszwM5Nse2CINde18cxjQ2hBhcU3t6H6JSzdZv3/9LDiXZ0Eao6Ov0eJVzln8sQ39lE/J8KiG1oxijZTPVmK0zoda2oqzbSfF2gWX0C8BMtFssBTtCj7XoRCnELwZN0mUaPiKxTRVQVbPY1/WRBwFC9682Jw4XCkldrxieP3fsr5l2zagiNJPHnxBZVtYkW43PKEKdUvou2ZWyk2r8abHiYyuJlMx1rOUYIURGiXXuMEmP+l+KMlgACy30tkUTfLfvrPlIbG2fonf8MTnmWsv3EFlqVQdWmIzqLBVzWVGY7DwtBSzvMefzF0u4AsqEiiwp4dBsUCRKICxcIJA77jYhVsErpKpD7EUKmTQHg7+E3KZQelVUBPgxMBV1mPVT4XpWk/M5plNh12sR2bep9L0GcDFq59iO9tuISO6LmcO/MziKcOTkexb3j4JfKb4fmgZTD55Mha6swq7qjeTyMhrFArtRNVCNYXmD3cgNBzOaGpPBYNrCh78FkK5egWXLlAc9GgJBhkFT/5jhXIY6MUCyPItdV4An5MqcDg9iHEmE5Nm4MmdZCe6KbqgimmS79AFuNU+9/DkdFvkMw/g4CA39NBdfgyNOW3C6C2JycpHZqmkN1G7N+/yP4PPILnJ98l+1fvwLBFsg/8in2x2TT1dqEfCTJnYAWactR6JMiYKYHsDgerBMGuuewd/D6lZJZgRy2PXVqmt9XE40tUSk0KEvW+JtAFiPtJFcs0K2FkxUUQdQhWxijbgZwRwHFltNbDQCcNSogb6wPkdJdrugRMR0A7Wvqodm6Q69YFOJI2EI+u0x0cRERy5PlF7D6EvEFe1qmJt7LfTKOn7GMGiXLI4lDrNGvUpoqWl+0QasxQOncroXwZ3KOafIDqF/FbLkbBTyobZrRcjerJcffm8/AKAmuNWQQzXYQX3Ye6aoRUYBQ1VEaXwvgEhRnWA3Q/04JUL1GbGcZrNCBrftqb2xFjHnz5PMGywLzlV+MJBkikUjRUqeRHW5jKHiDQ7CebbULxgOYxyCajmIaG6i0ALqXcCydSQRBY2hnBcVwG0jo9GvxqJEu15mFGzetjCRQUkfBFDZS2T2NNvFB71HVAnPRj4XBXcBgFgXpNwR4OMxk0aM9qdGt+lLxOG15qGxzucVLM8iqo8xqIcoDqgQSJBwMUugpsSMV59+Ib0UuPwaSBK+UpumVcrQafm0J2zWPUxBC9lMQqQtZoxWsHx3jLMcPLieFuboUIGniO7wNI2HgVG8cVEAQbj2LT3XCYsDdD2arjgd3XcJlP45LuxmOWeMMyGU5N8PVHvoye70cUSuiiAKLIOdUfws3KlWA1WaR3MviCDPzXGvqDT1H82q14Jw+zVfsgKj5kdMLOCGmpAffUUmOnUZF4Od/wyo++PjVA5qk+HvlhD5NjRcYSJfKJMo7lUjcnjJ6zkFWBSz81D3+9r/LMT3juggCiKCBIlbFB88uc9cEuPCHleDOPGUdf2G5XrMQK2pLwovucBEHA8srgOJiyhGJZJxPA519MQUSwLVzBBVnFdl1GW5pPPpdjgWODpLJ/3hw85eeNIBULoRWsQyxliQxvxCNFEK0SvvoFTEWacVID3F5VSZKZKXvwvcjc+kbCHzUBfB6iLOFvb2TFnf/C0C+e5aHGIGaNQBKXwz6Fzb29zPJ4+EptLaGjxbxtx+SB4S8QUKq5uOEvuOrNXibHHOYvVnjy4TJbNzwfACxgmxJOeozBLQFmXtrDzCuKeDMqwr4YmbyXkCMSub2DxEXraei4F+MhP+6bBTSlIkMSLybp1yN4PSZezcWwShxOPI6mhJlVcwURXytT+QNUB2YdI4SfuOoqPnHbjxhKJo/exskfYR1RxkkBLinFwfXFWL/kZi4feB+DgRC3N/0zITOBpYQYX1Sk7Zlemvuy7JUmmeFpYTzfSaZ4PbXuTjS3iCjDks7VhKM++nuHGFq3jXhrLaroQ8pESG4tkV4H1csOUGgcY/TLy+l+f4RAVcWdmS/3YNt5BEEhFrrwtyZ/ANqK5Yx3fpF8v0L/u/vxx03E8DjB/s1Ys5YT3qoSC8ynavNnMaPLsdrOPqG6kEBuL0hrRtjw9L1sffY/EB0P8/b8P56ue5CeGWYl2UfxsLxpLYnCFJeX3gaChihMYFo1OPk8QjiBaPpALcLREBcBBwQX11s6dq8Xth+3dmqnGD7DUQ+eo59iWshwUD5Is93MFnkrWz0DuJ6KVbejaS57D20AoVKrU3YkVK8HeaSOA6XlhJQp4vTiOhbXzp/BM7ujdDWXUUTYOmJStl0sR+SePWeh7LNoaZ6gNBnGNgWGTD++UiNrSh1k0yvwmfehYmKaTZTxIWpxGvIhHH+e3V6dFsmPb/3jZK87DyHUwvT2cc55JMjjBZtFzz1F1T+/HcMY566HLiVZHGH22V9A9mlMHgyjBlws0yaX8ZFNBjDLtYBAwP/iSxpRFFjTGmZrJo/qwPahHDnDYVFT8Ld+j14NRK+Ef1U1mXuGOZE1CAiIwyEEQ+Ip7yQjUpGSaPNP1mEuG6hnnS/PMmmU+fkojmSxv2uYS83FtC9qYEFtHUqbh+K4D+s+FUmS6Gi8lNXdlZAQ1XMOhSNDFCavwV7zLXzkcU8hJjm5DgcRQwwgu5VwlVNKsJ5EaXRLRhZtPEL+GGEUOO5xC2iVd9gFikWBz1z2tzzWcwWJXDXnLDofWTp+8n9+6Lv8etfjFFP9ILggubiiTWddDTfOu4ldOwsYto2IS7Zs8vgGhbXLRFTltSeBzugo9uf/nkApjYnK0vIvKIgxhpV5TIkd+JwkRfEUC+RLhsidyJyPQgDF8/qRiNbza/H0ZNHzJqLsITVY4Dd/v4u6OSGSSYO7/nIbl/7NfARZxBNUCMQ1BMFFDShc8tcni+OHGk7Rw30pUicK2OJp9nm5GENRxPR6MV8ibtCVlOPnlV7Yt4JeINS7jsycKxhrajz5eNcBXJT8BPlggG3X/DlqbpyMUotVtJFKaeyqZgRctDML9vyjxxuCAD4PT12Mt330Gp4dHuaZ0vGVexJ4tlzmgoEB5qsqZ/n91EsScU8HIaUy+IqiQF2jRE29yNaNBpoH9LKA6zoYuW0ssks0pTO07a5DW6DjFAx8t86g4ZoANR0TFO5cwYyafsrrlzKRP8DoA2l8a4ukpwV65DDzWxxMSyVTMnAy4NEFDkoPkCuP0xpdTbJ4hEx5mK7qS7HdBHPbx3ny7/+Of7n31/zXw48Ax8cvEThXWcSz1haG3Sz/U78dKxZm1UOHiRPEmfUsU8nzcQeSDF74ATw5i6rpIczSTyjWXMX3mh+lvsdHUJDp9SwlyhYahHHcx35Fry+O7VOI1saJ1EUZ7j+IWFYo7HcrK7w8BBoMItU53KFL8NZU4gADni5sp8Sspr/H53nlyvlmxmX6OZf4eQKiBxJf+gGDW1rIHw5gAZlgGXGZTOBIDyMPZnlsyw46vGNUuU+jWX14io3HLaauw3DbI+z0P8zg3g1Me/vBAsn0MhbcSDDRRlNzGysbFtJQeznVHhs9N4S+8SykjImkDVE6VIsqVOENJbHTWey2DeAKCLJNWCmCCLIcffEGnQDHqbgOBQS8rpcD8kG2y9tZaa4kbsWZkqcI42Hq0C6aPTGGCnnqGzqpUmVmRqa4cUkX/a7J8IPjRM53CAYVhLRAWyDAFcs8hKMe2Fxk5/YJfJaLhYAhKWTGFlFne7nc3UnaaqXeUUA9RGY6TOlXb0Ve+c948pcRXpJCyU9QpS4kW9XDvKyBqHhZ4Dby/1QLTdapw8WZ3UUo00e/UCJWLLJr/3WksjadnV6qnTeT7Y+yf5fD7OU/wOefSfvcQ2x55AI0j8s1l07zjksaX7KfaiIat+QNDo8XybuwLVVCslzmtgQQxd9/UHfwojpyz0zgnpAN6uIgpD0ICNTbPmabYY5IObqMMD8NDdFqeVlUjuA3HaauHkASLbb37ObwgzJDN5Z5kzif2obzKFyWxM4Y1C6sO2ZhEwQFtfNG1BkuSu1HIf8TbOvASbwkbA5jSCFUN/+CKe4F87MAqmQdq9ryfBeeVp7NhbFRP08+Xcv73nNXZX9vRbh9PJNg3ZF+HtzzNLtGDiKJEogQLPlomFnLv1zxD8yMmzx5/xhjo2UWrZ1J754R8kkvi2Y1E6t64WSsHykhxxWk8CubotzePvQvfw13/XoUbJJiCyFnDC9ZVKdEyQ4xIc3GFLyIThFHrGQ9nxbCiSbB0+zjQilt4o28PuEI+WenSZfLZMZKiJKIL6qh54qM76tU56lq9VPOWzQuqMI2HKp23kMgeYCx1e/H9EYRj75Xx1pon5Ck8TL8yAU40YJ7pvItZ6IH+FKHq34yHWtP2k8wCrha4OjL6qCHG9DjM/CP7UOqncVc2cfuYC35YCW+MSwoiK9TItkfGt5QBPB5fKupiWnL4tqhIdKuS/XIJLlgAN2vscUw2GoYqMDNoev5SLgKgOmEzff+o8DchTK5jIMvAIYB2C5WYS/b7BzjisjG73qY+sENXFp/ACcXYNZBD3okQrLpfuZsr4NEA4HJOhLzH8b37ASlhiiW5qAYTfjCU+h9YaomRQJ1MUZ8XnQ7w2R+P5ats2mgyH177+Tda5IgFJGFRmzHYV5zE3uGhnEB0a6Y6AeccYpujk7Z5YhbQpl+hlB2Gaa4muGaC7HMHHOO3MuSR8eI9X0DRxYoB85C02Va+6LYUpLG8n4s0UdvQw0HWyNEnnmcuK0iSwHa5ndy8OBWiokygn18ANS0Bs7+0C3UzG3DHz8ez6WptUTEpXi1U0z6p4HruoylfknQM4ugby6O4zL4mI1mCKR3OIzecx+7jzQRGVRQEBAE2LkmgBbJMXzNn3Duj37In9z9C1z/bOTCb3BdB9fdi9v3fawZH8D0HeSJ+R9GKStIJ8SS2UqJgYb70DQf71zwRRoDEqrSiM+/EqogX3IRyZJ7LkxVoIwoWrArjOhVcd05COlaUGyE5QO4jn7GoveyKiFJEo7tYGKwbH43K8ur6O8d59KmtWwRtnNhZA4fvPwWjjy7ny3sI7tsHjHN4ZJ921A3g9i8i4RawCMGcRwHz7CXmZbGRk0ltWeYiLmfhR0SR6YaWeGIpGIJ/AOwqGxTHS5Sa+eZzDcQVAdIDEeZ1bodTe8ksamFOV1vomGehLIgzM7//g/micP4bYh5NH74yDhbx/opFgUmMwY/CrWxWrUY+s93M28PTDR+m/GsylRvnLWNnZxz1hhSYxOS4lLjr+Xmt+6nWp3B1Wc1I71YhuAJmN0UpDHq4ZFMkWLW4MhYkb7xIstmhmmI/X51vURRpOkfFzP65d3YQ8ctZc+3Yo4RYtb0HHaqaQ4pWTJmkOf8U6yr62VdQqd2r8XaTontRXgoPMw7C8ez5f3LTi8LpbY87/ZejKsuQir+Cjv/EBKDuICMiWwlz9g4c1reXJlHj3vmjp4rl1eojuvHk0FTfw3RL/OR27/FowcexLDzANhKJTu2ffYy3rX66/z4K8+RK0zTe6RIerrEjDn19O4YZv2vpykMDfI/t6896fJ2yiTz80mkqIz63joyhk2T/8w0SfJ/+hmU4Z6jNW5EykKIohjB66bQxTAD8mJcQUCzM5TkIMf9vi/27r30Ozm2PU/H+VVndG+vNf7r78/jK/+9lQcGB2hYXMX8a1q499NbgcpzjTR6qe0KIcoCoiyxYUOA4mAbS89Wj5E/OMHzLQC4CA640ou3+4yV+n4bkvViL6wkgyeAZ3wfRrAGxxerWA2fv54ggVYJJdEb5yMAPXaZZtXPuKVTAOYrXn6anyKNzQzZw6Wnlq17A+ENSQABorLMM+3tDBsGf7l+N/pMFd1XiQlxAR24LZvlkWSOS6qCNJYVCoLNTwN5muo0qo0MVcs3MPxslkKiCcfez4ht4poqgpJjh/NmapWD7Nh4FvO3D3CuNIgxkSY7sQoBh9i+OOPhx5HfPYSTWcCdrctZNPUzok1NzJ3XgBtNE84vYbqQYCi1CY8SYjybZSjdiOZciiMfQBZaeNf5ERqiUfYM3YkAtE60MRYfY72wnzYxSto2uEqZTZu4gH2Sg0SCpfflUbxDNJcdHuz24xsPoPquQQ9KOPUF2vcN0KmtoE/cS63RjYjEnMMSG+sHMRMWlE02PvQ4xWIanOMEShBFLv7Hd9G88oXirk3xt57xszHtFPnSAcrGKE6PzObbNrEudynnn6uhdv6IxEgIJ9/Akdkq3fsy6B6BbefGQF2GVNYRSyVk3cQRB7C6OnDmR5HW21gNZ2MJOnvn34nfY5AzdCq+jONwJYt3NvyMuU3LcBwdUTweJxToFsg+k0Y6Kr3hAjguYtGLODgXRFBnxfDFzse2UojSmWlNzbgghlm0CTV6aD8niiCeDYClz2PzcC31h8K8Lz0XadsUc65czYE99TQ217LUFchszRAuglCr0G3WUdgyyH7fLoR9K1gsNuOrDvPozBrqhss0NaXZmZE4IhqcVb+b+f4txKuGSAdKqPvWMqsvQ0Qq4GbXspMic3uXY+aqOfiowcxl7QCsftvHKN77NeTiNALQmHcJjUok9u3nN21hHF+ctn39zM1O41UVlrXuYIPWQrpcYCp8J6omsLC2mXbPMjo7V75Er7wQZcNm31CemrDKDfVhnplOMC7ApE9gY6HIirEsHQEv81qDv9PYslPR8Jn5DH12G2SsF9AFEYFFRoSiYLHJk6Le8XKwKkV/ziFZdggcauBTCxeztNbkqlnHq2K4+nYwd4H/rS8qFC8IAvivR/JeAlM3VibyE/I9XuD6PSED+MXguDKljMzOhxfRsXSMuhlDgMhovoZAi4/zFtaAUIlXxq2U2rpg1gIe2HvnCReDxU2zWRb9PD+7a5i4FKamWUONwcGnD5I7NEp7g59sIs+BnZkX3IMYllE7PGizfOyYLqE7LjFNxiu/tJXXTaXIpSRCeFAoI+JwWFlNo7mLhNxO1BkGBApCDFPxgvt8Rzg8L/gsuDZLy78gJTVxRDv7Ja+HCLXzXr+M9Dkzo3zvyxfylo89jHZ+FfVNfhSPiFmuvASTB7MUUjq5RBm7bDFpN1FQ4ziy/wVZwZVY0UoMgPtKvNrPrxDO9Hs73X6nqxTyMhZFPdJ8XCJGUipyNYqnYpV0XURRJIBIq+yhWVaZqXjps3R6jCJPGlk8iJRwSBWmWeFAlf+NSQLfsATweTSpKn+94go++oMJ3LNs6LRBPvryGQ7TuwzuOZSlYakXYzGMzpBJ1FgsfPBZxIb7CU4GSO2tBzxHK1K4uFYekTHkahV7vEhXKYxPbgKjBQWQEdCxMINBtPEuurPVVH0/y0Z7LvJ1JdwZE0zk9xJWaphXfwuJwn6y5XGaqzTOiofY+9wudrrLueksqItEkJpjMKuOuWMxpmotPmjfyFOZDdQZMUa8Nn0xlWUTUGVO4+Y6sW0DqGbEWYUmF5jqvJm2wV6QPCSqD2KlJxmkn0Wxj1Gu70csP4peUmkuGXh9fkrlMkXRxG6dQhirgrQPAYFAfRWhxkpsn+PoJLKPEw2ejSy9sjgtVY5SV3UNHqWe8d88x9iwH0sosk85gDEwgX/5CObTCxBNh+1vHmJYnkt79gAT/gA33WvTVT4He+UodlM9xtcuAlPHHG2GZ11GG99MS/04C2MRTMtl7/9MkG4OYTohalM3UgrtJlBcgN7motUeJ3+O43D4kf0EEjpmwcDn95JKpfF6vfgDPgRBQPAqCEdfHUk+8wHFE1ZY9LYXuj9lTWT1jIWsnrGQ0tYBBFWGgI9QeyMl0+bQcBLPQoFCsYqc0ELd6AhCMkysOcl4468xht7HRCiAKYn421eybrREdWMKz971tM7oQwmHqNpxHkbNYeKjXnzqFCm9FcvxUXv4rZQjuzFyAUzDxrZcJFnAX6XS17YGhtYTKRUQDBO1ZSGx9rmcP3mQOZMTzMoVEHUHS3VZVv4Bye4PUqfYtNSXCflk4vJMjKlO3JZXlgRgOy6m5WBYlU5eNSvKPfuSpL0CjiBwWJFwxoqk8zpr5/1uM0xPRcOn55F9Zpz8g+Mv+E1AoNHwMt8I84BaZO94JXIv6DH4t+ufw+PZT2fV507uC3MPWOPgTIP00rJQgujH9X8IivdgJuMYQ1145z+KpJxIriQEQaJCDRXwXgbqLLBGoXAXqPMg/AnMnMgjX3uKlsUSdStmQe5HQJEkF/HAwBo+PlNGUAQKiTR/9t2vsMm4ir7EcZktSZCYUz+D+z/63zz5SJ6BXIZrLq4mX4KvfOZJqiIBHn5wP5pPpcE0+NO4H/17+9HeO/uE9ghE3lILwMyyRbJs4XkJi9QxRCIEbrmUrT+ewutmKThVWGjoYgivk2afcgEZqQFT9B3NbnUqCQUnqBEIGGSlGvzO5Mtebs6b4virXyu15FcHSRJJTJdI3Zln7V9WU1vlZTJRAhlqZ4XZ+IMjLHxTC5IisvjmVvxVGsKLEelXsGYSTq0AUtl48t/Pb3s59/ArXawJIq6iVUq9VTZUyKBlgCAQTQ3RYJYItK7kshOse3MVkT1GoTJXCSIF18HBZceOn3H+Wa+PKPnrjTc8AQSY0ynzoeU1fO0HRYofzkBbZWUb/U4OXNC7FHoaBRwEPDmHiNBHVtqBnPEw/Js6EL0I3vk4hU2V2gaSF92NMX/oCOe5BfKo5G0/PkDF4ZDoRZ7dhTmrirYnRRRTprasMNsKE4odwnrqMNk3KUx5RhBqv0lt1SSMRwj4mmjyL+dXAwWSTDCSbiBUp5Is9GCFJY5oOnkk9mZT/D/nRh7Te9ntDpHUU2wYGSaYjiA6LlH6EFyXaTfOVdt/iWoOYRZz1Bnn0pB6D5uVfyEmLMGwM2iZBnw+P0n/KDFnBrH5HsxwkdHRvaQ7JhCap5Eemwu2xLl/9VbCTZWJd2jqNtKFrRhmkqbql66ycjqEfPMBiL/9SlJnJTk3EWRXY5gNiSRaqIMLyhYbLgrQ2d/CstQoh4wwXdO/wWdejj0ngNzngEcC1w9RASncT6DlF8TsEorrgKtiDJVx9hSRtuWQm/8coXQtWu5ust6fkdt/C92fkVAiRzMcUyW8kyYeVEp2kXypRDRWVcm8NS3GRsYpuAbLFp77mryTp8K7tPXY/30pmSEMjHgQV12NWMwTm7Ap+hQszU88fSEHyPKrmjo8lkptwcGrR5BCKsuOTCFnhxl+soOUtox2bQdx26YGh1FFZE9QI5GuQUWH9DwAkv3HxYbLeYt960Y45Kvj6vdeDT/9Ol5/Ai+wpqWWZMRHdrAfjwB2Mkft+me5sq5EXXMXPxyfSU/Wy7efTuA4D7C0s4Z3XjqP1XNeOvbvefg9Miu6IseIkiKJvHl+NXtHMqxP6ESLDq4LU1mbu9ePs3xmmMaY5/diDZTCKpErmyk8PYVbOEUgWISf1AzzrDhJVrCozXv409kjnD+3l8SwQF2bH9nqB/WEwHz/W8CZRpBqz+j6QuAaXDmMGomjzZsLvBfXKULy4yCGIfQhcHIgVSHIp8TgBm5iKLeXTUf+lQXxS7j+K5cClVCMZ26/hGhbmIVXdqIP7eHKvy/SVR0ndujX3GU/TFnSjzZRwq95+Y+3fo6xzBRV/jBvuj7C9dc1IggCv/x5H7IsMp0q4ToCjunwrmCGUCHN2G9ieM9ppnbmC7PA4x6Z+IvpzZ3aB4JA6M/eSergVoqFPvJGjHyfTIe1Ea+dpBWRvdIVVAgDFT+pdXLgoyN4OaSsxRWkCiEKALkXXqt2sZflH2g4o/v6XWNWe4TdPdPc0t3EkXNbeeiZQZrrA6xa1cCvNg9TThvsuX8EcLnmy0uBiiYzvLgu80vhFR1yprGBJ5BHfzZLyevFkV/iuT9P/o5ZIEVwLDREaowiV7etRvNGTjpEFUTe5q9mh1GgVlIYMnUSo8/RXT/vlbTojwr/RwCpDBw3X69y9vkJ7h3ZwI+FJWQNEatGwpXB8oPWl6et6QmiY2XkzjKONE3fndUI0lwkzcYpHzj2YSxoCdOeydEhzMCDQwADLxUNwoOil0OSBwYVOmeMIAopHD2C4NGYrfmQHluI0zpI4NcXk7t8lPunVPaNVXFRvpf2uJfmKy9hfvlfmModort2GY5rESr/kvpAlPpwnrmH3sW8Yh1BPMztq8U5BEaskataunhK6sdybbxOlrIQAltHs6eQUJHEWiLSUjKlvWi6wK8XPMfwSpWPP7mSdvcSitJhZile9sz9b2Krp+jMB9j/q2r0Q9XIqhdvOECs8/hE7mLjYlMVXPVbPZvDuk3Bp9EbSbLoS+NsXr2IxokchTab6VqZKUkjnCjjuzpB1UM61fK/IC6rxRrsxlrbiuQbw1/YhWAXYTpC+cANCLPvwerro9ybRzIqk7U19GnE2DVIVi9ufoLS5C2M/drG2yhSfYGIJTj07j+CXdB5et1m6uqqufiSc5AVmQN7DrJ/90Eal3awuu3Mqsr8Nnhit04uYLN4rowkiii2l+b9h1AMgeH5P6V6cA5LE+fw3bjJwbhOna6wI2axICUye0YLt090szjVRyi3jh5pmohUQvJ2k04uo62cp+AfRA4fITi6iqxTg15yMMs2ml/GE5DpXNFEpEFADkVxP/APuJaBfce/I2STFL0RxrsXE5AFWnMTqPEYoZ4MCGne5dvJ94YXUSi6FIwy927Ic9/GPv7lg+ewrKuezsaXt5qejszNbQwzo9riwa2JY/FJtgObD2XoHc9zzu/JGigIAvWfW8Dktw5iDRZPKiP7jnQrN9kN3B0YplsPU72tjdsLJgv3OMQ7WjnnwwtOOZcCZ0j+jh3jOXnxIYg+3ODbAAVB6XjpY4/m/2b6ykxMJKmdFcMq2wzvnCAzlqfr0lZu//x91JVU7li5nyYm8Cm1aKpFzBvg7Np3cvPyi7hwWSWb9PCAwze/vB2zUMCyHM69qIH6pjiRIRtjZRjZIzEx6LLQTOBOVTH1p7/GOzWKfPMifJ+58BW1+0Ss/+YwGD6K3hpMQ0LCYr96IQv0+5iUuyiJFb1MHKBKhJRT+b8ABEUwXFz9aFjLTAVWB+BAGfYeTRqMSHBthJrZQRTfH4aMyFc+exb5gknQrxKr8nLl+W3806dW47oudVc3MClabPt5P9G2wLFwx8ThLKEGH5pPopyz8ASVk5jdGZG8l0oAObHqx4uKa58C10UwTCxZIZTJko5FX/74E+4hYJXR/FFmdJyNpp3e6yQKAkuOxgg2yhrMvuzl7+uPGP9HAIHD2XVsTd5Jf2EzAH9XvoH7D6xlfYuGetAl/usC+iKB/HUN+NaNIx8aInFvFbkBL3LrTNzkAdxS9tj5xscnucHXiYaIZAkomozhGGiuwAynTFJQqMuXWfeLZg6lh4lF/VzYJeH21mPjsmvrNezYkGDkV7Ds36qIBnSmDwf45VaLd65OM6uhzGy3HlGQsGwdvxphkX+Mueluzk7MITmls4txHvb20C3V0iKEyRbLVEc9TGdy9IhLONId49JNP8URLKLmSgRRYah0D44p45WqmYrmKIR8lHw+ki0/Y8vS+9miCATkPsoTEtW2QjnncvbHrmXNTe94QZ+21LyPeuvNv7XcyzyvTJ+uIN/7LRJDc1juCswOBJlwonhNnTeteIIZc8a4L7+YVUunyI3Xg1KFMOLiaR/DP7UXN92NOTmP8k5wsiJ24hzsvt2Y/ZWgdUQQfO2ISguF+BcRkBBEl+RzoCw2iZ2tsvGOp/jJv92K61YkWcb6Bjm0+wAzujpYtnIxN33m7dRe2v1bWZt+vilPvuzw3nNemkRef46XXdNFxKEJynVNSK7A4TWdONuH8KRXUwy4hHIqh2v8jAdkxoOgGgILpsp4nSLta5az+tntFIZMUj4/z44tZkminm4lQUQaJFW1HSMzg4xTeXauBetuHePCjzRj2Xmklm+SccuY1jwUOYKgaIhv+yTmbV+hNp/iqZZ5XODJ48l4cA2D8uEjiJpF8eKF3FR4jAsuaeA/746zq9eHJMJffPtpAl6Fi5e0cOM5szhv0csnCp0KjyoT2OhjoLtIyRLQSi5VDTCetrFtG+k0khK/C0hBhZqPdDP5tf14FkZwDQd7WqdlH2B7+URqNs8GEjwpJFg4cAn1bp7gGut3dj+C53Sy9seRGc1TTJcIzIhyw8y/4a+uupcDg4+x/B8L3LzmQq74u7VMWknefetfEe4KsS37DCVniFDTPJY0/AUS8/mHK22+8/1xcqMZoEIAewZcRkd1/IqNLAns2uHgVTT6rCnsA0XOWzWLp/s0fuZW0Z3t528jY7iyjXXHDuy3LEZqO7MM+hPhWC7ZER2z6JIdDuLaLogO02IrRzgLqVYCs0Ly0J2K/MPxnoJaBVRgn1FpRlQGjwgeAUISKECXhtypEW3+w6kiEfSrBI8myXz6Q8eLpwuCQFUehgZyzFgRJz4vAgI4loO/WkPxiOQmyhx8dIy6eRGaFh3v8wpPPJoecgY6fyfBhdi0gVKyGG84SqblUzQXTySNJxA8V1WwDZeS74SErpe5vlwu0t77JFKyl8L5n8A48zSVNzze0AQwbYyS1ke4d/DzmFQ0s7xmFdPFEXb8XKE83ILPHcJ1RTy7LWQ9yujuNq6yZqMU8tztbOfjh9L8zJNh2lFYaTfwlD/FVcpSBFchlBOIZV32XhQiZCcp9usopsIqM8MhWSVpOpSSKiPpPCGvn/lCGdn2EJIC9JcP019IM/3LFH/2kTgTyXmkDAHbeyuSmEUTKy5BWdK4sPtLfG7Hd1mSmsVT6iC/qt+PJ68QP+zHrLV5aHYPs3ceoaTUs3mVwbz9ixjuGmSnVKRtvcW0vRnFtxA9l6E3fT8BtZlbNt3CQ/513H12nCZxM0ooiSPZGLbC9IPVpAwH+bIxoitebKUlvyZaf3dNl7h7/b0sSw7x6J+dz0V3TVJnZkhdlyWSBEs2MCYc3hxZz+DqViJ5g+e2vonhP8lz5cMfIjd9Oa70VgTJROv+CvknmrCevB8nmzk2CIm1Ct6VS9A3iCAGK5UdbBP9Rotc0GHnlmHu/qfbK+QPwAWjbFAURSLRCD/9yS/43Ie/jiSfTDL0hMvIHQ6heQLxc15epmRLn05Bd3jvOfDTjXmqAyLnz/by9/ekaI/LvHtthRjOiWv0DGURE9PkI81YHg+rmwLcL8HSjTeTzevgZGnL26T8AgtTNpYs8/PWKr66uYYrxV9CLVilGKP1cVpbt5PZ2sfWsWtxLY1CcZC4FcQVxGNjb9P8591zLiWjD1kKM519nNrom47dv7TqYrStT/IOYRLXddENg2LPIQRJQp+hoqzfB1vHMQMC77jC5SfrqxkcVJkuSuRLBnc/e4T7NvTy6bes4ObzZhELvbKs3rE9NqkHJYbrYNZ8GztWyfH52j1TXLc6xow6+fci/yAFFer/7mSLXuqeIfKPjSGpEueUqlnpxNAlGzHox3unRHZ6jND59S9yxt8dHvzCOg5uOoJ0fYo3f/g8hJowubESw2PT/HjjvVQHo9y2/m6qg1FWvmUB9pjFEwd8+NffgtAio66B0aTA4JZBxOkg111facNZi0WWfn8VsbDL2gX34lufp2NeK4ODCRpELxc967A41sqD9jhDeppBXaZetNDKNrmPP4LnC1fhmfvKEixEWWDNnzeh5ywe/7t+0kOVmDAXlYGaVVCrwjIvPJaHEb0SA4gIfirWqlETmhXo1ipkb6UPHs5XLIOLPFBwYI6PjnoPM2N/OATwxTBk6Tx8ZJJIi5/IiJfMSBFfRKWqLYAvomEULSzTQVRFqppP09fPpwcfHfcqiUVn8P0IkA0oWFH1qDDqaZI8Tt3musfiMS1V5YyXRI6F5vWTbVnBWttmnr/m95oA9r8db1gCOFrcxx19f4HuHrfc1RVnMzt5OeO+fTTN3UZqpI2UUIfHKeOR8siHTEQc1olhJCZpdMIs1r3M0xdy0D9GwZaYO2Mliw+WmQyAvwRWY5mmxCRTYhhZcMiIY3zx6n2Exo5Qddc8BDwItslIbgNzfWeRs0Qm3BxL5HrGxCyluwUKa3SW20HOvdyHKa7DsVX2H+5mQ/+3+ehF7yTqCbA82MnUeJTbG7eSlkoESgqNVgCdJJsC2wg16IzGChxu07h224Ncue5SopmLyLjfZVrfRZ9vDwtDF9LkXELOZ3Mo+wt2rrkYt+ohlIfbqA5soFyXpSRVYawcQbF1qquW0zP8a2a1XfeqnkFhfAI1GEDxHx98HMOh99+HCS8MMLLYy23DYyzq+RWOPkV8ajftPV76mtYRvdfHMuWfOHT4amZeIlLOBojW5cgP1LA/lGK3HOGi5jrEnSZivAox1o8c7sDNKTi5KK45AYWjKvJlF33Tu48J4SIb+JpL5EWRbGKK+//hvygkchxX6wNBEoi2VJPQswTCfsYOP0JVw40I4vFPShArqgRnIji/rb9MybCZLth86ucJdg8ZxH2wZHAr04lW/Npxq2CVKvPOxV3YCzq5J1UiokhYe5Nsf/gRvPkGWmOtCLaXlZM22WqRhlwRAwefIqGJfrqG6+htPwDSm2npbieWfhCrNUdp9GcIWZcwKiYKAga4ElXNXrrOjmDbRWQpyPK5z5DKPk0sfNFJbRA6FyIaOs66XyPgoNbVIaoagtdDcmAXsi7iph2StQF2zQzy8cZJDk9oPPR0iC27fKQyCqbt8oWfrOdf79zCl993LtGQxoWLW0/trtPirf8ZppB0GXzc5Il9aUo29E4KrD+k8OjGDNfNUPnge4KI8u9/gqi6tpmqa5sxRgtM/Ot+tDI4mohZFpFKErknxgmdX4/lFEgZGwko3XilM4uNfLV4+olhDo7pjJaLpJ4p8+4PNPPF77VQLts83buele0L+YcH/hPbdbhh7tXs/UWcC849D2l2LfvzE/g9OTbdupWFpXpa2gIMbxxh5/1h+ooy9989gKE7JBNl/EGZnT0Jtg8lAPCIJv8m9FAT8hDTfHxwRieL3EeRygoODowkKW3NvmICCBCs1wjWa1zxg27+6//tJjQgQhmEtAtFHfIO+EVQJWiQwQSmrYob2DlqibopjLA+i9ugQIsCl4cqVkPRBUnESNrw+hQAeUXY8uwoU0dypEaKXHvVDB55pJ9y7nimema0yMDmJAuuaUb1V8YtQRCOLXRd91SZ8TPA0WNN76uwuAsiLy3JcxpIChZQdegJDMdienwPsfr5r/zab1C8YQlgf37TSeQPICdPUZayTHv6WXD9b3AkE7PnZnomRWov3YHz6xjR5jyK18ad9DF/ezUBFPIzc8wSYxRHyoT3Gmg6aB6dO/88ytqeFNaQn94OmLlDosoKoXoFJrM2IWREQFPzlHI6G43dZOxmnrImmRPrgIRLQbTY/f12srWj/PKbUzSusTHLEgf7HyB8QZaergEWdnbzozddzZ/e+jADTpqyYGF4NZZlDmOO9TBzQTW/Wqby7z8cIPywhWaCz+hCNkv0N83GE4pS0/NrBsTb2XrDjZTaF7Di53fSNX6Qifwi6vrLmM4SnPgGpMlG5NARkG3SoxNcdN4/ntSHruuyf2KQzngDqvziAqlmPs/mf/wivro6Vnzus8e3ZyxKg2VSQplbh+/EqF7J08v+nLk9v+KCzf9KbmYtkhmmaKawlQxB80lKvVejNhZI9KZJf2cWb22sZ83qIUoD38EX94HrYk91k94/COE4oqcde/cnjl3TSVk8tHAP1eG5LNxfgxoQGDzLJCyCkcsiNrcgDU4giCJWoUDj7Gb+4ld/T7gmgnU4zcjIT9Eac+SzuwhGKi4Yx3KRAi7tH3zpgVA3HRZ8bpjy0SWvKMDOARPLhalimtse2cgHE99hvKqB4d8EqP3bjyKFwziGgBLw0FSyEAXw9NssKIeYrdXgWAJeS+L80TT7G32M1PhoN6HOdhldrDI9NYwYvxpj+acQHYf0QQH58C+QfFmcvB+d8xDIITKGQy1LrmljdOr7JDOP01L3USLB1cQjl76gLYIoIs5ciJscx9VLiIMHkaNgFwoEnChKQzXhRoF9oRhHFIW0JLGsrsy8m8p8rlzLli0yrluJRSsZFp/8zuOE/RrLuxv4r49dhKq8dF8qmkikASJvlxh+wM+ToyX2jkrgVhZjUz/WeXDK5cq/PjN5nt8F1AY/TV9egj5UQI6oZB8aobAhgahIOEWL5NP7MMZd9MZ9aKuPEPOvRhRee6HhR+7byT987VtEF+RZdEknDaaHhngLF3/j3RTNMk98/DY0ReUfrv4Y+8eO8J+fSLDhuQFqar0sPq+Bt69qJG7mufbWPfzr9kHe8f6ZlA5O8OPP53CWtVMQo+zdM8zI4Umco9I0TR4/dZqXrZkEUCJdsugQBPxVGT7fW80tniAL3N2I+TzSoR3Aq7eIZi2bUK0Pu1NEMYGn8mABlgOrQ9AoQ7sGnRqUHPhJCgQXlnqRD+VBs5HyeaTrZYoloEoCA4T7MkhBDRb+4cuGXLS0kVtv38cVV8zg4kAV+mUu/aaOc5TYVc8IofokUoN5arrDCOJx8ncqXjOn6ktWGDmNEvmL3I2Un8JV/Vzki7PcH6M0/zqGDz1GOD7ztbrTNwTesARwefwtPDP5PSqpGYALATNOb+hZVLuy8px/9R1Y4lai2+YhtowQCjQR13zEO0v07q5j/t5ZTAgunmqT4T89RM2/dmHscdkchvKtB/ENdPA3+lw+tGuSnrleHr5Yo3YySqTkp2GwFm9nisi4RGJawzI1psQsI/o4gZKDp5hirljPwUiCVYkm/vPgFgbMMgfuqsRpCIJJYljh0z+/m9XnzuTzX38z//4nF/NfP9oGjovflnH8EbqaL+Wz+QD9T22kLm8di38ed+/DURXCpQiu45IsJ9E9Hhq2biYVaKXBiFDoMRlc4OfX15xFSAtx9q5J3L5ZaLESbtCl8aKlNMSXHutT23F4/8/+ldH0KK2REMtaZnLT0msIe18Y0yb7/VTNnkWkc8axbVOPO4iaTNVnm/nh1mep2z5Ozdj3uOfiLzDUuJrl++7A9maQ5Va0qgnsMhRyYyQj62ic04JPjjG1JoTZ66Xm4HwcXAzAK8rg2Nhj9yNGV4OvGagEdQu+MK5eoF2ZQF2gMO4vUPIZGCaMWQK6HEUQBfzNDdRdeBaF3bu4/kOXEm2oCPVKs2I0td9Cdmoj/tB8XNdl8I4JDn1jmOBMHytunf2SLomvP5ymbFVWvTU1kExC0QJcl4QSYmnmEB4s2lKDlFOQ+uFdJCbmUB7Ms/C2i1hXyNBf1vni6iqusaI8VpTYVGVyQ69B3NCZOW6zd3kbliUS2Fsg7DUpxt+K5UI8qWMWk7BzEBcNtwQWrZjMwsOTeNynKApvofvcCJl8F9nCDjTlpSdlQfMin3td5ZMyylAu4eolnF/9kNL6JxFCfqqeSHL1eJanb1hCraeI36/gM0RmzijTc/i429e0IZHVeXBzHzPf+T/s+/678HvOrIj7FVcECT4rsK2nTKAE/hykgrDhQYOFV5dpWvD6ufAERcTTUQmdCF/TgjmhozR6cUo2zh4vDLm4g2WKo3nk8w9S1fLaZinuuOsAW+7YjRYqEOue5OKrr6A+0I3rumTLOUqmjuVYaKgENB/L2+ZTKD6Czyezam0Na9aI/MNntxEKK6iaRLlsM9SfZ3tWZnfRYGjLIWL1YYr5MrIrcHVtC48mRnl300zunRikRvGwIBRlrFzghpYYnUGJv1voR+iZPCaj5E4Xf6s2VssybtlCKoqw1g+dHliXh7P90KxCpwpDJlTLlQHxT2KQMmG+D8uuxAi6AQdXtJEUCxsNVIG6JQFWrTq9SPcfGoIBlV9958pjf1/jqeKrySFETaRUsNCCCoFqL4Fq77FqM8/DdcG1HURZfKHky0uRuJdL1nj+HC+GM8kati0EF9TUEFHHRQ1Uo8ZnEI7PePlj/w8n4Q1LABXRw8LINfTnN5GxRsAFyVUxxCJJta/iDlS8NAU1ui45RO/oXrzzDILRFA9+/QNMDNZzjjbBABJRS6H21nb6WsL8/BYvFz0MHT+KUZAc5o8V+ErzFOJSDdvnZbhFIr6rhHSJj6XbJmieV8XkiMu65+q54hKHqaTMg0+4eBWBoQVFLi9p9E/sYJZaxcWdQX66N4low6Rbws7IZLUSkWiFsIqCgEyF0hrFae5pFrh8xwgr5Lk09A6Q9QiEy5UPzGOCz3KRgkUsQyclxnDLk9TuO0jj4X9jUC4T+02E1mk/9UIDmptF8HWSjHqY2zODgLeOK7/xnwBM5tN8e929LG/tYsvAPor6JD1jGR45uJ6vPXkX7111OZ+86AMn9b8gCJQbJxgrjNJKxZqU2+/iSmUebbF5sGY2VUsUbEXAX0ziNxUk+Vpq9juMnbuVUEQjN+qlEFBIT6aoSTbRt3EmWd9+JuZsYM7Uu7FFF8kjQBFcu4zU/Hbc6SehtB8kGTEYJbb6GsKLL2Te6ms5OK6zK1c8KvIsYhaK4Di0vvkqhu5+iEBDLW/+f59mZvPJdTOzWyQOf6eFzN5tOCdIRkwncy8bj7J3VAcEFAWKBaipgbGxym8+R3+BTEP2wafxXjoHyRNBVEQ6PB4s14VRcJUyxXiasurF7RpHylrYcohNxRwNkkZfyOainSL5lSKWR8S1bFo27Obw6CFcS0IMWEiZJB6eROYIYNB0/kcRRZGq0FqqQmtPvf2XhKB6QPUgUEXg/Z9FXXsVhz73HtYMFLFUjabCdn7QuJx5ixw+9bZxvvrrOMlJhSWdBR7ZFuZEd5Bpu9zyxfu55x/f9JLXPBFrzwrwiSQ8+J0S5aCAUgbVgNvem+Ozm/8wYrgkv0ztnx/XwPPNipAdLEJCA9kh/70s2o3TCI6AlTYInvPKMoOfh207ZJI6z/3nZiYPJjF6S8yonsd7LnknK5suPrbfpr+6q+L6O+W9ffeHuvm7T23h7p/309Tk544f9WIYNrG4hq7b9PflKRgaHlMCyiTHKhqEYUlhe24aU3L55WQ/jZqfFq+Pi6ub+cnIYb7VM0TRqmeRJ0SXtBfco2FnIxnckongfXXWz43pEvINVfDLLPhlmK3CIi8UnYo79ze5SkxfiwJxGUIC1Hoqr5ssgCxhIyA4DlVqirPqVHan6hAWqnirXp/Sb78ttltF1DGDqbJO2XJoXBBFksVjHlf3qAtcEEDPGWRGSlS1+dF8x9t7rATciSc+XYzfq8ELyJ8Lto2o53B8J1hcLZ34ptvAGyYX62CiupNa6fXVY/zfijcsAQRYXn0jpWKKxZM30pScj43AWHAvo3O2ISGyL/s4omsjuRaibKEGjtBcM4cPffkhJgcjfPXPLsXWHS4b0YioG1k3t0CPkWHqohm0OF3MPuBw8N1ZmrLr6RdvQDDKxAomQsSHZjYwczJNCZtUroc5XRamWcvmPTJeIYAacJE1nTu7hlnx1CxWqH08O2ARj4YYnDpee1QUBe69Ywsf+fRF/Hz7MyyNxNmYTjAZkgn29NG9c4oc+1CpxDUDOIKI13LwtccRFInMgTSSLIMBJclAcBLIWh3loEpV3iUkZdi1MoI31cC68zrpWqmzcv5yAHTL5D23f5Xe5Ci3b3v8+bsCTHDS6HqWbz31PziOwV9e8tGT+l8UJRxgemQvD489TM0clfz9u9j63eswz65n2hfE8dUQwGBOj0g4GcFV+yjrdfRNbCXZ7kcrWEymc0yu286EkqdaX0BK6wPAGxQxMpVBRZC84J+Bm/spqn6Q0FUfJLdnHTg28Qtu5uu7eyhMuDQKoUqBABcU33GSUHPuSozJKQqlUzTeALVKJrOjgFN+wU+4tovwIiK2Jceha7XLkC4gy9DWKtLbZyMILvWlKd4/9BvGtCjVRoYpJYQuabSUp6ha5BC4cBmCKPCm6oo1whBL9E8f5rpiPdfnRaYUkUxEJOxaLOvPE5TKiNNhDhsSwd0Sk8sUVKPA6KwOLLMFZYkX7/QB7P6DlHdNY9FAoO1KpBt93DaR5sqIl5imHXMfvZpAa3XWAqJf/i7Od77ErqhJYEKnLxVgtltgcFyjIeQgzCixb8DLcfJ3nARu7nl5cd5Tcfk1AUYfKzH8nFuRfuM1dGf9DhC6shF9qIA1WkLQRdyES/LbhxGqVdxpg+yjY9R+fA5y1Sub8L74N9t59t4+1ihZVtwwk/I8D3I6QmpPHE4xnAiCQDZr8MkPb2DJijgf+tgcojENr08mMVnii5/bTlVU5eobWvnVHf0UCyYdngCtjQEGM3kSRhnJB56gSnbCwG/K+GoVEjU2B7ePcl5VHSXHomhbnB2t5+6haXb6JL60YAUISRg4gps3cKeLCI2vzl2fLFss6drKjjcvwglURj4BmxbhEOMD1ehrAzBiQI1SISwBAU78TgUACQuXsKJR7Z3JGtU57bX+t2Cx4kdcWM+wpXPE1kkNFdD8Mr5oxapulm0UjwSCgOpX8Fc7J5G/1wynE4c+XVKIIBDdcw+2J0im+xIqhNBCdB0m1n6EOaO7GZx5HiN6jut9/zussn9oeEMTwJjWxsKpN6OlgjiFIWTZx8I1l7Ky8QYc16LQlyKVG2HKTuFRNDyyiiyqmLZOuHYao9FPZjLAQ4JDQb+Q+Vu3EFnpUB0ME31qAw8sEgm0LyeanMGh4QOYZplB1Ydn7wZm98dJRavY02dRdEFwHLaE2qh2tyGKCnFJZUd5lMUDAhl1ko1JhZxmIYoWsldCNh08HhmxKHCdMouNf7mT27Y8y8I3VTNn1XySz+ziqi3Txx7widO14jqYIYXezDQhp8DA8GPYrkieAH3CclrYTUQskatu574PXENn6iB6Y5Ij8moMQeYf9UNkrB5u/Zevki6lcN1KlQFB1BAECVmNYpQmjl6tMmgenOg9qe8nejdj6gW6z3ofW3fczZZOFy2s0DkxGy0sUbNtJ7PUFNHwlaSwKRkWqdDDGJ2fQjLvRC7aRAeKJLqCHEAAy0CUe7HlJIvTnwE4Rv4ABEHEFTXEyLuILy/QeN1NmKlJhKNxisurq+gZMo/2lVDJBD6B5IRam6ha0E5bwwstR6E5fpzyC2mFp1F9UfK3t1hkb75ILCpy8eUOuZRAznQYTzlICoSiMg2TBZqLo7jAD9uuwJBE/nLi56wfHCJ9eAvnyR7qZyysPNN6hfDOKhxcRNUmjk3Uhvq8wIwRD972KZ4asNg5XEv9lE2gUSLb+32k/t0QnkWxZxXeuscxJmxSXStwl7+JCTFL38B+SpKPrQd60bUoBVfkqs7l3Fx9fGJ+tG87W8cP8dGl1+BXX9qyVj9jMfVfuYN5ts2+r72HSzv6mRRr2Lk5SP+kwto5Oc6dn+epXX6e2xPAsE7Onv7qzzfxqZtXvOQ1TsU7vhTnm1cmKB9V/RGAycMWNZ1/eMOfIAjUfLgbc7JMYUuC3KPj4Lq4SQNscJIG6V8P4Z0TRgqpeLpCuK59tMrH6dF7OMu6J4ZxRYHZ5zdz0adWY7sum549xOpzuwF46rExdu+YprrGQy5rct3NbRTyJsmpMhufnOR7f3GA1IBOY7Of5atiLF9dzQf/bA4LFkX51jf28eGvzKO7P8xoLI9lT9O3JMj+qRLPfeQQ9YaHz/3DYi760wfxChJZ26RO9fGVWSvo8Ad5NDFCd9yFeU9DLgzzY/j/8mbE+AuFoc8UdV6RgdwMnLCH50c/WTQZ9nTgzJcgDzQeJTeOezL5OwGSINNdVRHO9kgvn8n/h4y4pHChN8JTpQwjtgEulLIm3iqNYkrHdVws08EXVhElgWD18XCME5NDXhKvpCTc6UggHMckP3oAAQAASURBVHczuy7eqcPYnhCZWQJCfhpBFFGLKS5sXMKKmlnsN4tIrzxV5f9wFH94I+DvGSHDi22KOEoMV0kdqw0rCjI3tX+DtDGMYev06PciyBZZY4qxTB+q5OEtH3uIoSP1PPr9Veimj8EaHWHBCi78iYhnMEqNAZt7NvL4jA0sWDMDX1Bj3cMHsXSbW6tNZheyhOsDhGdegvfAfgIT44Q8aQLVOfYVw/iEPNtqHQrNBkx6Wb01RNxfx/KuhWzq30SiNIkqe6nx+tmxYZDsiMH2b47w1IffQyJZxZ7M/tN+GrYi8Ey3iWP4WDZVzYBVxXZ3LUVvhHB1EX+wTKTvCIlgLWp/PxMdPqSRQeTcA5jNC7CLQ3z9sQdAVJDkMDgGjp0GR0ZWak4bxnHl/JPFXQvpEYxyjn/bsx/VUvGNDzJ33kcZX/tXaKUhTK6mx57JxWWRIbEI+hiDXauZUtbjyZ9Fm7QL0S1UTiYAikTHsErnaJFs7U+AL7zgHkQlhBBfTPTsijCwUlVz7Lez66rZ72xHFupOHuhcF9d2WDjLT0PcTyTwwhXxnn/sPcmq9Hyf115y+kDx8qjL1o1pvr3jADe/t4tHn7YppwSSokGoTmR+TKSrM87Ut+uIJybQvF6WWH0k51QzfMU89ICNESyzUe9hfrGeqGITdqKIjngsjvr5YgeegI7amqdmKsrFcZH70gKNsktdwmZv1iTbvBAjdANuSaIv+Auyf2qRFV1iahBprJ/Rga1Ui0E8B9azpaMJG5f7BZnrouegHZ0QB7KTTBbT5M3SyxLAY30kScz91K0I9hiPr++jreVu+pMxdFNCkU3KukhNxGI4cbKl6+u/3MaauY2cNe/MM2RVn8Ann6g888e/mSfRZxGI/24m89/c+0XGxw5wwcUfo6Vj2as+j1LjIXJFE8Fz69APZcncP4w1XgYRSpuS5LZMk4x5qVukw5pBIv4F+L0dp7XMZlJ5LP0wc5c1ctPXK+5eBTjnojnH9nngJwOM7Mmzqy+FWiVx390DpKcNBAGGD+XxSjJnLajlrX8+k3MvrMSBurbDZde1cPF1zaiCCMugOaVx+LEywk6beauq+ciPz4cnXJRVIj+47Vx+cXsvF22q58BUhqytM8Mf4qK6GOqSO0ArgFwAUaL89DP433T5q+8/abBS61dwj/4LpqsdNQELlQofImA6oJzwLhzrPpeOgEqTX6Xe98fjXjRdlynHJCBKRFsDOEczdHwRFdtykdXjffH8OPj8OyWcLo7v+W2vxu17umNOiTUcX/NBXEkBx8H1RfCM7SUUbSd+dOE+W/G98Bz/hzPGG5oAZo7sY2rHdwhX34LjllHVWswJHU9L5aWSBJmY1gaApr6JafswCvvIqFMEtDCW6zBzxjD7O0cZSQYozzTQ7pjmB+EdXBQK8lDDEaZ8JcplhVQiR1XARcYGScTrxEnX5ambFqi9/wDjkzb+wMTRGBgBpxQmOBQgUDeOUhTR8wqbdQiMJpgv76PTH+bGqix7UgXEZeO0nzufwD/tR/XK2LZL45WrOPC3P8QqlI9q/FcwYnoYt6P85tkwi7027RdGuLu4gJHdGRoVk+XtWTZc+X6erQ2gpqYpRaOs+dldHAqOo1T7KftAKE7jSh5EMVCpWCDKCK6JIFYm/xpfgIwTJG/kwHVpizYxu7aSnWUXpgBoXXANqrmS/g3DFHakmZi9n6aSxIG+c4m1NzFHqcfVTbKZrXRpU2jqDGz5HHLaLxDtDUzUiiCFj3kJBRcyfgvB9hObHED1bsPwLTyqxXJ8oJE0AW/8hSSubORJFp8l5r0MWfThug6GncKjxBFEmdqol7rYCyeCXNZk751TvEANUQYxmGRqbDvxuutOGjz1SRdHFLj0ulYcV8ItOUwnHObP01h5boXE7T1sob79fGp+VkZLTdFlD5BcOpOxxg58nv2ItkHm+4e4rXqAc9++mHphDiFVg5KLMNyM6ytALA2KjZIN4o7WItWkWXzpJOXhOGQcxEWfIWOK6GKWSFTE2+3Bb/QyJTYxbBt483mqZ16GIIgkus6m2S5RyI5SlH28e+9+aiY3EPf6WFY3k5xe5Jub7+HG2WtZVHvmwdhzpHrmnF3P+n1t7PrJ3ezcJ+D32qgyqPLpLQ7fvm/nKyKAJ+KCP3v1VqWXQy47yf49j1DIJ7jtf96F5o0gCHDVtX/HrPkXv/wJjmI4NU7RKNFV247kl/EtiuJdUEX5cBbjcJ7cE2OkPRqWKDK5VSL8dC09wTyNiw4SuEph5605qlrCzL64HYDZ86q58vqZLFlxvBqIrtsc3Jfm+/91kGLBInREpNRnEVFUOueE2bEnSblo84m/no/twHU3tp10j/meKUp9SdYviVD0ydzoiyEJAnLEg1sTpkrzsMwTRqgX4JbKMYuXxZk5K8zev5nmBrED9dMSBz66lXTSYZlUqoSoKBYYMtae/ThXX4yovPIpqi+n4zjTxDwOgmuQMCuaLR6xgOF4cATpuMVPPXEh4AIOHrGIJITwyiJdkT+MWNHXCoogsFILogkC/52fQKcS84cgIKunJ3GnEsFTfnz1MX8vAcEs4coatieIkh1DMEvYWpA1jsWCmi4i4huaurxmeEP34vRTz+LYNvnM00Q7rkPxR/DOOb2wcVSeQVSeQad2KauDMGZuZ0/nvaSm/Nz0l3cwPGmy59B8ehdnGNs5xbfiPWBL4ErgChx6TmP4R1dStfQRmqQFjMcfx8FltL1M4JwOhsIa3rtsvFmFjADVcS9idxNr/F08ed8BarwyakBCS7pMDA6wdKaKms4wW3UI7hhleJPM27/UzKWXLWWyP8NdP97EuX/9bvb9+9148nmqcnls4L8nZ+ERHdqDJfatETi8aBX7pocoeXwUEhl2zosz1FGHI4ItCsS376RBlxgJSOTkEnJxAAsfkhTk+VBgQRAqlkAqbgLDDfL5ri/y7BNfxtENbtoUpXZlAdOXQ5/cQ3ISfvadEB0DJUJFiZbGZtTN72PTU5uxFzcQHNyKJ9CCM5UjHBsCZx66JOK4SfzCEZxwHiSBSAZyAZBsCBdAtnVsxUv7eAlX+CpZ+UNYoQ6M+uOVJaySi1V2kD0nW4A8agDbLbNt5P20Rd/DeP5BXFyW1H2di5ZHaKg+PhGYZpLDhx7nG19agD3lYjVFWDJZoC1rokvQdlYIf5sX75onKBemscxpFPV4jEp4kUhdowfdFTFNl8svlNh7X4ElK8O4QDLlMDUk0L02xt7Pvp1ypsD08CiNgoAv0IgpxlCY5jcdMcpjGWYXRQiGiXkimONlBMFFyFThGhpGVZrQdIjegsgTez00LR/Dk44TLDjMP1JgNBrCu2sU7YYgZqaMXZJpPfhTjqy+lkzHfATbZYbxQ6r159gsfRSpagaipCIIIoekOE8ceIi7967HFVxs0ebZ4b08csuXUcRXpgO2anY9FwbyjCazlLUAvbmqF43Va605/Tf6esMfODkOSS+lAfjFTz9B1cMt2LZONNbC5dd8jkMHnmTpqregKC8kGP/04LfJlHL86N1fRTxq0hVEAW9XGG9XmPAVjfjuG2L8SAH/YYNkVRBDFBkVRvCvG2PPDyz8fi+B8V7kRIzYW7r42GevYtP6qWMJHv/2z3vYvmWKnVunMXSbi85qpDkQYH57nHf9VTff/Y8D3PSODhacUB3iRMh+FUGRqJFV8qLIMcOzIDDnnBcn54GAwspvHE9kWXXnGgCc3Gpy//yNykpOLYMjUPzxXQTeffMZ9v5xWE6JGl8vJUvDI5WJO9NIgkOVOs1gvpXB4vNE+ETi4hzbFpBVmgJeYp4/jFJvrzWaZY0x20BDIJPVkWQR2SshnpJxdsZu31eD0yWNWAaRAw+R7TgbLT2MJ9lHqutCcBwEARTVw/aW5Sz83dzRGxKvOwHcMJTmp7tGSJcN5sQD7JkqcN3sWm6Y+7tTxXdMnYH7vkJ6dANQxrIHUZuvx9sQRvafWZfUK4sZ07YiNw6SKwpoHpFUZwNVdplCxyzKB9aDHjgqHlqG0BB6bBeT/XVMpX04c0xkzUY/ci3zrs0gqxLyw2B3KNSWXArFGPqiWtKbhgllg/hcFSWn4ghZRFnniSGXX7kKJdHlC4takUo+/L9Qefo/jrD5owd55oJxqp8NMGDNJ3F5mnM/OovF/TOYPO9RRNslqQUQ9hS4u/fnFBuXQKPK1NpadG0MKZPCO53ElmTiT2wmXSeQXFRDwOMjWxxnXu0yEB32jfdiPz9wuiBZLqpucd7DOygc3srFUxVrX4ZRNq17L8gyB87+C/LeRiQ5T67OBgGSYYdzLz9AMKjTu99LPwuxM7vxdJyFrq5AN+rRbAtL/CX+Qgm5oJNq0AjlBeryKoG8i1d3yfolmhIlAARHJ3zgSUzvARJ17z8qMlpBam+R6qXHLUGOY/PxW88hrF6Gjc728Q/gkat5x9qvsrwjTuiUd2LPng+QmOol7v0kzZOzmfbIhA0bEQj5RJb/TyWr0zSuwyiPnkT+bMdlz4hBUReYLNkEXYuhhITVGkT/0DaqQi4/vngmkcESBy7y4Z0sIJZtqgIBevcfor6pAdO2KeUOcn1qhMxomaGJ3ajiBA51mJqJ0jCENBjCzUdRq0tgStwzJtFfDrH84QgxDcYnLeI+mwVGljF68e1Vsevn8stUPZ7yLYiWBzwCrghlp55UKsdwbivV3QsoZIbIZwZITVayNuuK1czItvNU43Ok9ALn/+hTfGbNzVw1c+UZf5OCIPA3n38fe59Yx+xz1pApWzy4uY+/vmUV+weT/GZzHz974iDRkIbf+4fpkhNFiVC4nkI+ccovDqlkPwCWWeaZJ76Naeqk06NccuWnEU8hy5fOXUsin6Lg8kLL8lFEr2omClgpnaqRAqM7svjHffRNWIQifubEa3A3a5iuQc+X9nAwr/PjwTSzltTypa+s4IJLGzB0i65ZEVacVc2lVzYjy+IxgvjFr1WSvKYe6cGYzBFe1kyg+3jIhKcxjKcxzG9f66cCMSgR+Ph7MbbuwsXB3L4XufuVy3qYThqf/BgO4JF1VGkSw1GxHRFNKhPzJNAdjawZwXUEZoYPcCTbCfhZXRshpTt0Rzz4X0Zz8n874qJCt+LDiUDZdtn3xAiju9Ks/Ug3siqBwEuTv+dj+F5D61986+1ouXHKkWb8o7tR85PkOs7GjLbgF0QigoQtCP8X8/ca4nUngD3JAoemi7jA5GAagKf6k78zAviTBz7O9HCCy4SLsbX9SHoRLVZHoLsJUXllE8si37voKd9H3G8w1hhkZrpAcTpBubiHvKLherOQrwb1qDaIZOCKFtXLHyVDkY+ygOGZm3hiZ4h49ziR9zjctGCK8XUKI0M50rt3kNgJJduDmJGxJJkmz3nsVfeRtkbA0XDDOj+ZO4TPDnBhXSvViSDeiE2402ROTx1b3cOUp1UCgRDjugdLELEsKA67IAZYFPbQ2DPKIamKhuATePPjBJRxHFEm0b6Ew503Y13cgzM9iOuUUdQ6suWVuE6GsBLAFRJcrqxiNLGH7fpOLntijDk9WXwlu+JQUTQEU0eXIliCSs3GO8nMvoFLluyg621dPP1YDXt3RnAASRFo7rJQyn5SiRDh2kmcwEwOHczj2jrtdpp0ykGXZAq6Q6Glnvfd8BBbdnyfnn2/Zs3TaTTrKAEUgOpeJGUUWR/EibYhuKD4JarmnlxizHJMDENA0jxU+9eSNbbxuRt+xYzaJZwOw4MGI0PzGRufg88jMuZXiBXLOALM+avjVSsUtQpFPTkO8NZn83z9Nymy+SL1TRqWIeIP2RTzcNXBSXRRoSWW5ayxASZ+HGFjV5EVrW3ENR9pn4ctgwNglOkbS3G2YNMasHhagKFMAlOMovpsnISIK5cRnDHcYQXLFKn2OLiSS7Uqs3ta5JlJGS8O3a0S4sJ5XPnjAax2m1/6XZyL1IqHzIX6QZPJ2ivYJTdDIIsoyihaAEFUMIw8CJBRs+iScayNOauMVzkzvb4TMbM5xsw/ufbY3ytmVcaA+e3VzG+v5lM3rTitRMkfEtpmrGBsZD+ctpiVQFvnKixTZ3x0Hz7fWUwnBojXdJy017ULL+SOVIm/GM7w1qiPC4Iv3pdScJpg21N0zb4Wc7SaXfdBpmGM6mW1uOMGQ+kyZUWi3pGRohKP9E5Q9YXdzG8Ps/aserYkU3TNCpB5rh/XssnnyvREJTo6a+msjyFqUiU5IKe/th11urbEIngvOVq7+JLzXtU5HFfHoZLtIwog4KCJldhJUYCwliKkZhAF5xiNKNnNdIVbaPCrtP/2zfhfAUUQuMYX5TInzIFyifue2o4DiJJwzDBq6jaKWiHCp+oEVja+tt9hctGbqX3uv0HxgqzgihJV/RvxzjyPJaEGFmu/u/CNNypedwJ4y4J6frp79KRtr6aKzJnAdV36h7dxTX4+SsiDJgawcGi44AOc6A54KemOEyEKMl2eq0jYB1jrRLljcCexqnZKs+YQ7TBJPnkbRKZBV8EIQsiitmU382tbyA6cTwM5bLFEMp0kNLKYQmwTzevPxvDkmH6bgFQlsGxQZGqDxfqfWFimBnaAdn0WaSWLGZEI1UyimQKSp0j27EGq369x8PtRmrZW89Q1BjMaLkNA4snSYa5Z7qB6JKz8USkTR2K0ehZrA+MM5ixSa1YRe+aHqOMpTK+ftl33kaspsrb9Wn6ZSyKLLuc3XMtQro2CmaHJH6c7ICPukGjuGaX74CCto2Vs0T0m6Ioo4MRqOBK9jOmq+dSU9xJdbSAdFVLu7M6x8ZkYD/6qAX/AYcWaKcq5HG5RIloziSYM8ZTZxnUXzaRrxg/p33E/zzz1ZcKCxrnLPwbAskXvYdmi91BeuInMP//Z8QcUyoFg03xtK+EF9aclDn1TO/nbn5+L6ZSxMcgbBxGQ6KhZ/KLPfcv6t1OedDBlmb3VGqrpMuVV6X5HlOY317zocdMFm52DOqlsCccVGB5xUP3gX2JQ7zEoHakh0+YjuUDh4Yc7CFsuUt4gkcoTrlZI1IVYt2UPjgPz6hym3lRPUYUGC8Kqh8lULbZmE/aMAA6Hx0LU5lUEn8qekkSpYOJOZJhVHcZEpN4vUtQNSvssHnafY9F0gZv+5lqeyJepO2QSm3S4/vYih2bLuEIbt7/bT9518fiqqWupptOJ8XT/7eS0AhvqtpzwXQhc2LboZb+fV4M/ZPIHcMElH2PNOe9hfPQA6578H8ZH9oHgYBhlgsEYZ53zPsbHDjB70dUcVmUi8bbTnqdTk9gkibSqLz4Y3nPHZpqrH2HxshoE6yBa8yJWvnkxS69byNe/tBvLdPiTv5jFgfuHmd9rUOtRmHZEjiRzbBpM0BENcGhimnW/OcxFDR7ObfFTimjodUHKdmWMiJ0zA9d2eIEg5R8oVDGOSBCHLKAgCOaxcD+JMH61GtOZJqTMRxQ1XNehPdiAIPxukoJ+XyhkNyIIGr7gold0nCpKdEke5i2vofaCGkT5aMiBIKBox9+9l1x4vRoNwNPs52oBxs//CwCseAfy9CCyr4p3x2bgf4UhJf+HM8PrTgBlUcQLlE7YtmuqxLr+ac5uO338yauFbRSZnyhjOruYLu6Go5Vd++/5IuHOVbRe/WlKRwqYUzpasxe13nP6lc8JEAWZGnkeNUEw5SFGdS8hv0VLcRNHwjaJxrWUh/YTnL0aUQuSWr+F3c8tIDcRwzfugDaNumgjg6Un6Rpo5q7NHaSbphGX9BBRAow1Q8IrEJ+nsP8emCwexLO9k3ptBUXJIpctEpl9mObqIl2LVUQRrr86y7ZtBk0Ng2zvX8RUYZJ1d63jia5abnr7Am79zsFKyS3J5UjJpLCsjZbN32Oq+VqUcg5FKKGWiwiyRvPgEc5rOZ99w2kWRlvxuksYTG1DN/poi6ymS5+k39CIHUwSTdqkwzLBjE7O34IjyngbvBiGjIOE6FpIC+Zw1uQd9GZXsTmxmL5NBudfMgECHOkJcuu9cUxdYk4NzF+QwaMWaSbLj3+0l/n1D1PrH6e1fgUtF76DjpqT5UA8c1cgf/UXpL75GZyhwwBIba1EFr54TNJ3H/9TzKMCfll9FwC3rP7Siw52rutQPQK0b2Nar0MQTOR8GDcg0XnuIaDlRa81lq5MqpKiIusG7RM5Fo2M0d6TY+db46Db5KsEhKjA2FqF8pRJuneEfXdvQOgOY4UU3EwJpnRyVYFK8qILXrWSsLTPv5RkIYu808L2WCzIuYyGvKSHBN7drpMUPUwZLj5BYlGNQF4ScIsunimBvW+ZSeKyC2n+UYpPbDG47cNBVN1GckAx4PAsGdUAx7XBhVA6y/JNu5iQHA7Gjw/OCiIzq363NWz/kCGIIl5fmPbOlfj8EWLxNmRFY7BvK1/9/P184TP/w0c/fRnbW2YxYpV5Qk/S0FOmKuanoen4eLfEp7LEp5LNFLn1B+u45sZlBMNe/uebj7FwaSurz+1m55Z+1hdqWLR6MYK6AIDP/+UWymWbxmY/tiKycGYVC/+8Crtg8bdPHeKR/WWeGy5QpSnMrQ1j2za/2pul4AhEIhFKRY0fP9zH1St1MrFJmpfV0zLzf4/GmiBIVHvOR7fH8cotyKIfw06SNXfjkRoAkAQvXrntD34xcTpY5jQA5cJeVG8Hqlb51gx9BFHQ4BUSQACPJvPXNy3kzlKC8lHX7+8s9u8McbE3htRcTc61/4/8/Q7xuhNAgB+/ZQl/+8g+9iaPK+l+8ZkjPPgaE8DBJ79HjfN8BujxF9wuTJPvP0h2Ry9abT04LvpQCTtr4Zt95gHnCztm02+4tCSfYI61l+LFHwCxngVLBaIPCDxxeD+R+SaJ0GEMXwb/QCemptJ2eDZ7u7byqDvENf5uWueZnN8TpjDkMtDikmh0sfMSVSuzVKsFZs8qc2/Sx/wD7QxNBfjx3VmuWjtJ4RkHyyvRcrPJNVcb2GWRIfk5tvX9f/bOOtyu8szb99Ltftw9yYm7AyG4t0ChXuo2TEfbzszX6VhnOpWpK+3UobRAcddAiHtOcpLjLtt9L/3+OIGQEiChaYe2ubkucvbaay9f7/t7n/eRIYRogeRyP8L8KFe+P8wDP4qT+HSWQkYmtmyS9U+NUP2Nf0bSj0/lIYn4yhbx1C8LrGy/llBmgEzFwyx47jYyFhjnLKboLEeodtLz7r+k/PFv4R8ZIBcpo2RvxJBUqjxZBt2LEGMTVOa7mLewiczkAop2I4YnhCRNMDHhpHNemvDqabqPGHingzidChY2XRMwms1SsFz8vwc7CSt1NLXY3PbWFS824C+NUpMr6yj/j59hWxZgI7xK47F38FH6JnecsEwWnQS9J7fiFYtDHDn0SdKejXTtey+WLeDUbEqqQf1beqhadP5Jf5fKaXz+ti6GtTB7RqFuOoOvUKJlIsm6PSNYXpu0B2LTRYZrAnhrNfJinJSVZOTuI+CSEY4kEToD2AM5BMMimzC5ZZPMdUssKgMqhpFn2cEjdJcVmePxE4zFmXJHGYol2ZEM01KCAya8o9OFU2Ym0bVtk271cINfZuWCK/i16mDsAom3PV7iY59PIJgSGV+BX763CkOGnMciPFmg4IOix0O8o52PyJU8GymxfeIoSyrb+PSaG3C8Sg3oPycqq2e9+HdD81I83t1kMwOUV7RxrjPMXflJFuLlE//wc4IhD9/88fuJf3cUtdGF7/IIpmnxnjd9k9h0hsnxFB2d1Rw9PM7YSIJla9p414fO5Rc/fJaB4Tpa2mcsN9et9mJqJhs/vvSEY5E8Ms4qH1dU+ljta8AzleG5o2keenIMC4GkDkVBJVayyZVMntw1zYO6QfyOPhY3h/mff1qBP3DcRca2bTKFFH538A9yLU8HVQqhSsddL0TBiSg4kAQPLvmPd3CSjj9BPrMHQfQgSQ60UpKprs00Ld1IIHzpCX7Op0ubw8VSy8dz2oy70mm5950hIS0CKhAUZGapbkLS2Xbk980bQgC6FYkvXjafXaNx/vGJ3heXf31LP3+x6sx4ZeiGxu3j97MSCxnh2H/HUaROsr2DCIEi3uWzKRzOolSenh/T12uP1bxtvga4hg/ZNoZls03bz4ixENVaQtmyh5nMZxiLbKTHfR/efbNJymU4sg0EcyoVO+ZTVX0Ex6wMgSSoBZvaLTItssjDBQeSo0BISXFpq82m2YcZfSaGN+flyecCpI8kiecEunIppGtELlsk83hI5YKVdWieNA83GHxv9lEWvcPJqqvKeGgqjWPVMN58Fl8hd6L4A8pWXEXD2/8ZQ5dAFoi5a1GfjuAx+8DYTKXPT9NYH37FzdOaH7FiCcGCwkRgLWHBxuPQaWnwM18e4PnJCsoXdHCo16DmkQdwXVZJ7MA0Pb2r6O5rZPOeEmPdCk0tcd79if1UVJcYSNqUdIHllXn+8S4L0+FjXHYwfKjE+X95H9/+2/XMqg8weF8C2S1Rt/F4cmJBfO3G8N6dX37Zsr+67BcsaX55/rFMZi+7dl1F7vsfQchHsI5Fd0dyRTwBlYsvb0OSTu6j0j+RYyJe4OB0kozuZtHgBIM1ZXTVBDl/l8nPy6boFpPU/u95BEyRvEugbFCi6/E+vLPKcV3SzPRdB7EPJBBa/NimScKSKU3abDpo85ZFGmpeRhEHiFg2R8L1LHU7mdIrSOBmTn+UnyXLmTYELm+1qZYFZE1DsC2axzVYV02iwYdjcxpvykQ0SkyUdePKJihaQyx9fDaJSADJiONJZFGLaR56z3vQPG6WV9ewYdGZrVX7p8p/ffP9J3z+qL8R27ZJjEUpxWIUMim6Jx+nXdmAjwiCABVVAVKJHE8/epBSpkh53uTRzQf4jGZw6TWLMXSTbc/10NI+E1k7t8UN5smtN4ElM+lQggAdEa5dB9fetADdsLjtoT5+8/Qwh3pSlHSThVUh+uJZPKpMRHZw/c1PkTMN/vaSOVxwdS0P7Pxfjo4e5O0bP05TVcfv8ar97siih7Bj9f/1YfzOFHJ7gSK2VcSwnRgpk/R4nMNP/opFV3/od97+LMXFPi1LRpiZ6TANm/H9ScrbfDh8ry7GXmoxfL2W1bAgcYkrRLvieu2Vz3JGeEMIwBdYUhvmV2/xcv3tewF48Gj0jAnAm36xjkRpmh1lEsszbi4qneicn0s8TC75OPFRH41XfRrf/Ff2ATtVZEFAlgRWOP6C0M0fodPOIKXmMnlrB8U9AdwbPcSnXcR6KjA2DNB7yzkEPRrW/iDb95Wz/tJ9SLv9NNdmsEqwMidgGBb79QQ/+E0cFs1CHGtm3rTJtqYcTzXXIBdyOKZjJHSL/U+FSa+ZJiYrCIabkl3AmBJ41qljrRqi5pCPktdB80CRYKCMzHQS4ZhlVFActFz1ASSniiBbSIqAI6lTdmiKiHQO8RVLMJwhGO9CFkPgXcnszho6qjV0O43qFFBkeyaaDFjUkmZPpg1LyJE3QPKJWJd1UDqkUMqJZA57MIsi/UfL+fiHLuTzX9qE21vE78thOizSDUPki/aLrppHehJ8+oI7ufjSCjZcshqn+/RHvwPT+1+2rCrYetIGbHT0W1hWEr2lm9xz54N7xlk66lG47mN3kEqPYNmLqa39wMt+u6g1xGfeOZ8vf3svvjt3URQsarEoH0ritKA+LdPTFsRySsQtG+OZQaosF72xPIUKD76GMFFZhpCEGnKhCzbO8QJBv805jQIZXcDldBBZOYv+0THKy03MBfM4GHfR8N0djBY0Jg0BC5uSISAaJrWHevFmskwLKqlnTOoqXFyersZQ8sSdz2AYoxQUFzYGw61BLFnmkp88jHEs5ceFv/gF4iUb8Z4Vf6eNbdt89m9vxylP8553ufn4xkp+eW+RL/7j91h9lUCs4SiRUg22bfOdX3yQH3/nSW793+co9MVweZysaK9m7sJ61m+cQ31jhMbW8he3Xbah7bSPR5FF3nlFG++8Yua3D20epa8vjbDbxiPKqJJEuddJV+8k332sh288fITVjUvQxBYCV52pOOCzvBYu7wry6acBEKUAZqGWiSOP0bzqEgythKyefuDVS2mUHax1+HmslMIQRbofGSU+mCUxlGP+1fWv+Lvfni5+1byBr4AAXOEO0yz/aeVdfKPzhhKAAF6Hym3XLeT9d+8n/DoLgb+U/WNb2DLwKInCTEoSWZC40rsIzZ4Gy5iZKrQMHvBMYSgq59hBqgd92PWnFghyKjiEOtx0khAexgg+T/gjOxF0D7qZwnWpRpMpY0k2T995Aa1X3Ulz5zYSP38LhZSbiro0hiGhOnSe+fF6AtUGZfN30SkG6OhqRM54GSsOkJ2KMyxPEgmlOZqejfxNB/0kqftZia5Gk2K4gbYjTcQvGSR+8RBKUUIwJdo+fA2e8TCXfGAz8o77uSPWTa43SUgNYg3l6NmTZaXzIEJDBCGdpIJu/KkhDkkXM5Gf5sneCGYhz5I3C9QmNJyCgdMlY0kiNpB3SpQIcSS0mPEdBj376/C1/zMt9XvIGRLMS2If9oNqo8TzIBr4HAHuuLURWTTIZPN4qjzEC328mGwMG1MRycspHnggyYPJInf975tP+744FTfZlwQ3XrH4E9SGZ52wjm2bdHW9j2j0QezxBoTFz1Lz5DsZU/0UZYmSKnHwcIIFrsM0NPwNes5Cdgkv8x3tG88i2iZJy6SuPciOQJio7MCbmmRPk86KHVn0zdPYdT7GnAr7MhlW/fU5lE9YZO6e5JzLnIgqPL4FymwF2eVgXtTL/9ybwO6a5l8/HWEiMcHglhES7QH+bs5iPnJvD2Nmmo46J0uVKWSPgpIF73gWf2omSXelUAQEjJEpXIUEarGGjOpDtmRMMYUhpagaGsKSZETbRjZn0t3UDQ6yfNUCJhI6freEKMw4iTuUP25n+t8X/Ucn6e+ZYumqVj798Z9xeF83H/+wgJa2aThHovzJFmIxgeikxXkb1tDz4APs32/RXbC4+5fbsCybfYLAnMogG961ksuunaky0txeecJ+hDNQruySNbWwphbzrTaCYPOv39rD09snObe1Es00kUWRfRMZdBMufO9zFHSD986Wiazw0javkXUdLa+9k7OcNv7QWvyhtVhmAVFy0Tf8IADTR/cwsvtpZp3/FpqWn48ovv40SaudflKWyUE9T9u5lRx9ClrPOe4S82ri7rTzBr6k6octiuwuZWmUHIh/hL6Zf6y84QQgQMClcvsNJ0/Bcbps6r2fp47eM/PBBluwsTpXs+jcj5AbO0TPL/8RKxcjq0pMOUwes0aZK1mcyVRDgiDSqnyBKXMJcesBNCYRFBFTsbCdGnahiK1qrPno/1CRL8NbO0Vu5RacRitGKkS/7zBeWUVRdXJ5H96xdi5fNkHf+CjBeCsefxkXtBXpzfv4TWAAW3POnKtuoQxKKD0a1BooGRfubeXEF46jRzTilTmcdXmKI34+USuxoXkpE7WLmNztYW1fLbvyVWiH3RTf0cSoOo5LiDGgeVnjVKndv4mB+jK8dgmf10d9ppes5EDwOQgYIgUEjiyycRVMJvHRXXSjrkujd2kUNZUDP2jB32ARdruZrCpiRFWcrjQe3zDJyZXks6CqIm7ZR88hN011YRTLokdOYB27N3vbyxAsm8Bwiv/5wL3402AMOXHWwU13XPya92VO3Tns7n+IlopFXLfq/9FRfWLeukxmN7t2XQbksS3YP3QuedPDnrYScmYYtAYEJBqLH0I5EKHvgAOkIr4akcaNx0eyH/7cj3lot4Ced/F202J/PEmrHKJscIrfzMsw4NdYmjHp3jtOk6IQfHAYBQP3u6qpK6ZZ0NXNweYgedHmy0fCfLcxT6a2gdFqHx+INpBeZFP7TJRYaT8LfZOoA+sAMLvjuGUBCZ1SVSUyJprTQcElk8/ncGdyYINh5zAFDQkPFiai4MFXWo6pmEz4n2Hx089iCzaGrFAoryXVvopCdSUPbUuRKYAognksHeTiZgchv0JlUEY6SQCVblukTYOI/Po6qe79DzM1foh0fIj61jXs3/4rAqE6XJ4AlbXzkCSFOYuufF3b/n3yr5/8NRNjSVauDdJa18fcVnB7sgyPDWNZ8NYvX8R//PMuXNtqqat5ku98+xYkyUazzkeSJTo6Krn5U5excGkTquMP02xL0kwNoc9+fAl/+975GKbF/U8Mc+vd/axvrqQ/niVV1LlhXh3VqkX2+Sj37ZyGVS4WnVOGxy+TM4t45bNTemcSUZq5ni2rLqVm3hp23v4VhnY9STE/gLd6ivL6tyEIr/8ZudgVZLHq4RYm6bykBuskou610jGduvXPRrEt5itezmine5ZT4g0pAOH4A5Qq6jzVH+fCtjLcp5mcc9vg42wZfJycnp7Zpg2yoGDWzEwre2rmINa2MzAwRZkh4wtU4DJBWuh9zejf10OF9FYqpLdi2Tp5+yBR6y5S9nPkpW4wbFZfeA9KLkLoqcv5j6lxQoMp3pRtI7TeIm3nWXphF888MxuxpUj8iETl2ieJXRah8FUHxtY5mJaAr6aRWc4800YfpHqZOneQwFYHCf9ecmUGeDyEHs1RXCBSbC0xcPN2lL8X0P06t2ckwo8Fkd0mscsstAcS2OEu7v1+K83rLTRcLPBuoqe5CaPTQt/Sjmh8FbPQz+izEabcQZwbr2TJUQdpPYQnN4aim/QWFGQ3OAUPUk2WWE6itj2D3yVRs9ZCMaMUv1jLvE6JolHPlrhNTUUWbJFkykfYpREoOXHLLiotlU2OSWbqvwnYkoChCGx/pJuygoVTcVHsyVHxBRfn3LQUvWgQrguc9H5ctOCDNFcs4tKFHztpg3XkyN8B+Rc/R8qPsuehzyEZKhoikiAQcomkMgEqX8jVZoLqF7Esi9sf3MH9T+3myR1HyTtnoTp8/GZ2Oan4dj68J8F6JUiTo4yv1RfYu7iS2GgSTdL4klXLsDCM+eF/p2AkydleWkfXMMfdxnPLWmkKORisLEO1JMZdJYaqwlz44F5qrD6mVj5GR+X1AKgfXoS5P8PUrizSkIFS0BHtPEYuw1R0jBpFxdJdZIVedDmN7hGRypfhKHkoOXKkIxnSZcvwjvSSr6wjV9eGJVVgeFox3JArzKi+F8QfwO7+EhUBg3yVg7aal09JfS86RF+pwN9VtlB1irkCtVIe09B4/N7/oBDrIptNMh0bY++2X56wnsMVIBRpoH3eRcjy7zYddiYx9SxvvjxOPjfC4OA03d0mb75aYO+h+9CNApjz2HCJTkWVn+raIN/64n6mxiMYpp/PfeNS1pw76/88YtXrnpmNefvVbcxqDzE8luWJX06wsj5CyOuiUMxhuPyEFRd7D8ToemoP2TkuDvuOcMHqDhZEWggpPip/Ky/mWX43nN4ATn8IU9ewbZOJQ4fweGPs/s23aVyygfpF5572NgVBoFJWmS+7GSsV6R7L4K11veIz+NLlp/OcugSBq5xh2hQ36in4bJ/lzPOGFYAv8PRAnFhBY+tIkg3Np56OwLZt7tr3Q2K58ePLRBDdXmprFgFQ1HP05YfICgbPqFHCqGxsvYS+576KY86b8DauOtOnA4AoKHiFRXjFRaRSXfRu+ydKD8nE6nfivyRJ/qKfUNH3ZuqbHRj5neQndzC36hyKTSUKwa+x/9GrkXrm0e8xSI/b+DcECD8QJxSNcN5kNb2eDANqlGzrGJ3NB9g10kTLpjY0/xCapwppu0yxugA1TsxICWVUwNVrY4yGSUSmKRvPMec3ZVQM7uKXYy1kPQUKusCiOR7GZl1F1t5HtExm+PBhavKTuKwhplP9WOVhRudexvRoM40jbQxFjzA66EAPbadNAdXbSaTKjzRqIwoy9uwY2ecnqdxrko5kGJ30oxkWcxZ1cclKncFxF7sPW/hcMjZu+kgTE4s0l7xkRJ2cYuJAIuvSmViWwD0dw+qaScNy/38+wwP/vYlIfYAbv3ApnRtfXlWgvWoF7VUrXrYcQNcT5HIHZ54bG2JRL0P9Gu5oBsFbDeKMAHznOZGZ43vJiDg/bbDp2SF++cgenu2axNBF2pqDZPMKtlZAV118r9mk1u2lzxghW+nB1xLEE3RQH/ZzsCpKzb1biBbjiBgUSDDftnFZJZ6a30ggV+LNT+3hyeWddDdUoxgGW1sr6HyuGmH/cgp3Hib65c0YK5p5XmklrEqUN1mIvik89bX03jXFWOKXPJRbTHdyPhfXuVlUlqOoFDGa/JT36xy+uJzQwVGK1UvJbrwK975tOBJTZFrqcE1Cru6Vn+94xmT9vJO7b8xz+tAt+4QIv7Sp4xZl5JN0HoZe4tZvvAmHKjE4eJCmpk5iiQkMYyZgye8vI52eqbxRKqSYGNnPLV+4iGXrb2LZuve88kH+AZiaSPLJD/+QYi7Keesz+P02Pb0SxZLBzq4fMzzUgssJQyMbSeSm6OuZIpHIMXtuI5W1FXzory5kzrxXudD/RyzrjLCsM0JnW5B//PouduyIMZEtsbgmiCKWqPaqdEoiTVo9/rFK/vueXzHd8A1CwzZloQhfXPkJFrV2Ylv272Wg/efG3IvfiVbMUcwkCEQuoJRNUsomSE8N/07bvcIdZrOUwdMo02PNvG9naiCiAFWSgwrZcVb8/R/yhheAF7aWsXUkyZqG0xs57h55ln1jm1+2PK/l+NITf8PKxo3cd/AnGLlRii4TQ7Cxizm8FtR467FNnejOuzH1IpWrTr8e5anQd8+9dP3vj6gL1pEe6mX6bgeW6UdqP4+rGzyYh0JEnbeRzSRRjXtxrq2hYWcTcX8OfcHTNI+HmRxw44llceYCM7V5dSjLOnCHKvCVhRjxyUhNcOSIgTtQYuNkDQ9WjKI9NkbZgWaK6524HssjdoukVuYQCjZKdJLFR/bg8hZxl0/Q/SGV87clWP1AgcRF61iwPc6TfTli0QW4HREUVUMArEwSz6c+hZRXeLLzPyje20mxWEtF+d1kHcO45s1n7iKR6VqbKp9C9ukY+SNxcGRwm14KGYG185LUN+jYFgR9Bpeun8ApCzy5uxxrykej6SKBzhbnFBYWYcFDjjRZ1YFd46MlNY++0QPATELv6ECSqd74SQXgK2FZGvv3vwXbPm79EwUY6q1i88EpLr6kgbG0RUO5A/klfqK2bWMDxbhATWsF+6b8aIqGqPqYHs+heGLU+rZS0OZT5i3jeTHPWzfGGCirYWp5JeWjGpVdWcJRkyl9muP1SW0O5Z/EVGTIrSSHg52dLUxHArhKOrZtc/X2ftx5J+5Da8gbGQKSD3PHJCvdSR4cf5DdapZ1V7yNwaceJjXYw9GJftJ6N7b9Kx4eV2mquAG5IUKhbjPPryyiTidxTXnRqpMEgiKZ1eegGxbunEax1qDVF2Mo46YgejDM49dOEmBpmxOXevJGfb0nxO58iq9P9nNXcoxjNXK4wiHyT3Xzcat+NC3P9/9rPR6Xm7bmBSyev5yuw9tBEBifGEASZWRZwTD0F8WfIIg4nW4KhSzx6R4eufMfGRvaS6mYomXWeSxe9TZE6Q/T3I2NxJkYTXLTm7+JbdsEgxZj0fspkSSduZRiKUk8Xk7v0TVACRubTU8cAmDB4gZkWeIL33kXyhu8HNmspgA3v6WVBz57C7S0EW6v4RfPjNPkr0J2eBEEgV/1H2ZcdJNp0Zh12EFz3M27D/6UJZEKlqtzWXV9K0sqT7/k21mO4/SFWP2OT5+w7NwP//fvHBQiCgJzFBclbEwN+m3ttX90ilSLCu/0lCOd9ff7P+UNLwBdisR5p2H5e4Ff7/nOSZcXjRz7xjYfF4cvuQJ1ig9PPs3u2gYurpxDbO8XsK0zP5Wk5/P03vkbdv/PV9FSKabdU6hGhmSpnJGn6zmkRJFyCdoSwyz92CCBshSy5GD8B0txTYUIXHUXmw8VsVUDKR+g8r5/4Nyr9lMsKGx9bDaFa76Oc7Qd5+H1BOosht0R5r1vP+KBiygZBkUdJMuBd+sQ9Y8EidtuJlu6KQTcsCRC6JsiW/p0GsrdXBTSqP52K7WN4Er049/3LA/51lGnTlOld1BSrsQb2Alpk8Mjf0HEcy+i8whimUCwoYiSHSFZ9kEGDwg4ogKi1yAkGQimiJ03kQ0P2BIhR46NG5JUNYAsQyKVxRNMEFBrEBCY17mNglyPFm0kpcYoc+UZ0gT6rBTgYKzUxEXSIpbNqkfT8oxM9714vW//1MM0r6ilcVHNKd2fTGYnkuQGZqx/+azKzmfnIys2ZT5488oyBBGcqsjAlEaZzybgldEMk5Q+yoHJOA8fLDIcKyHgQRQM3HYKv93LuB1GrG3ArJvF+fNvo6GYYX2oyMFMlkufzjBvs4atW2yrWoE09DDxkIQ3Y2BeKWNVKQRGD3F0/lpy+T6U0QzZtnkouTR3jv+azlQlB0oZtjvW8KmQzTyHjD+XQ4hPkMwN8ZMvfBS3aFLjcJAzDCTBxhRsxsob+bILrlu0n+4LpigGi8hxB2p6Hs3Th3FL81gQElGq2jFtUEsJ0v2jNNcEUBsXohngkAUkSUCVT96gRw2NTdk4Dyen2FxInfilbbMpl+Tx7u9z5fy/YXrsIIZWpH3eagL+yMyUVGUD6UwcQRBYumgD07FRdu5+8sVN1FQ1U13dxI5dT/BCjs8DO24HYLhvO15/JbPmv7Zf6Oshky7wo28/xcVXLaTv6CSf+9TtJFMlViwT2HdAJp0VeObp87jq6l+jm0lGR9rJZOdgmm4QoFQo4fE6uer6JcyZX8/Gyxa84cXfC6xdUkNyRQOR5jJueWA3oViO5I5b6XZJVF10FR26ix6XQflYA7O3pXBnElxu+ena/xh9a1yQKp4VgL8HTkf87dq+mdjkIOs3XIzTc2Lu3YiksFEKgDNAn17kgUKcadt8hS29Ng5ARaRVcZ0Vf28A3vAC8PXyF+f8Jx+8bSPWSWtynpz3Lvgoz5dGuLBxI7nh7fiaFuEIn35ahVciOzqK6vez8/NfYOCBh9BSqZl6uZko/YVWDuVXkuwvkD88yuw5MS6+ciWmHMWZN8h5BqkI+lA9Jf7lZ7UEJ52UXfk8WlmKSOseinUjZCYilMo8uPoWkWvajZwow3fXNcwVJELzdJo++1USw2Hu+/75OOwyRmoeoyMywSyziYOqk1RXkansKBOan1GllsvccaSCjSR7yNHJ+CqbYq3Amn2HSbtquKLleSRVI1jciFOMccCYRbF0DucEv8zFezfx0/MXE62oQBcdiGss8iNFgjuiUOMh1hEic5kX331PYhc1rLr9yIG3EUs6MCQN0TmJWTLwKhqK6KQ+WM0OZYBm9xIWOr2k2neyfzLEoakqTLlAv56jO3qUWZKF2/nyfHw77jp4ygLQ719JVdXbSSafQtNAVgwWrTpE76FG+vcm+MV9z3HdxcsxbZVNh9MIwd8Q058gFHg7Ryf7eWq0jKLtBuSZ+2srTKGiSBECzj4c+Z188I5/QrhDo+ftH0BqClBbypFt0Dg8bjHS7MX9v8+iCDJqqJLR5W14HFO4p3M49j/HskMH6WubxfTqi9BtjfxkF/UjY3THd5OsfxcOtZL7kvvQpWmSepL5wflk9Axe2YtInKSeBCQEbMoUg76KGtThnSx4cg096+7HEnWEtMpULE/HukrKPQbuylYkBZKHt1MoZLH0Epapo3c9RbBjGYrj5H6WL/DD6DCPZ6KMGye3IsgYLKm/HACH008oVIGmFdD0Ig7VRShQTsAfoaqyEUVxvFi6SxQkLNvEtAzGJwd5aYL3Fyjm4zx5339QWdtJMPzK6SxeL/t3DdLdNcZ9v97B+FgSbJs16zbR3BRgYmopI+MOHO4QWzZfw9EjYWRZQBRKqO4QhYJGIOzme7/8EPWNZf/nvn6ni6TIXPUv78e2bUYnf839m0s4jCKFpMnwvb/C0dzOVz9xIw93PUev71kW5J3EDu3j4HsNhibv4lvDNssq21jun/NHd+5/7BRLFsm0wWTcQbZYzv7nvs38tR95mQgE0GwLvyhxgyvCD/JTJ1Tuei1EQALe5Agx9yRt81n+7xDsU4jbTqfTBAIBUqkUfr//D3FcZ4T7D/yUbz33mVNat0r087Urfo6neiavmWWUKMV6cVbMRhBESvEBsoNb8HdcgOI5/dxX8a5DbPv3zxHduw+zWMQG4h6BUM5GAPrMNvbYqylV53HZIpG2PO94cz3hsimoPopVVLn9e24kTeHgA63YhkQ6koalQyw9txc8cay+WbgffycVR5Yyce0XEAUJV988XDGwrv8BoUt1zJ4AtV+8iq/X38ekYiHYNg4ilJl+yi2Vq5Iu/qlyNz2KwZe7W2jSPRwtX0LOL6FHW6mzhmicvZ2u6lZaDw9g5S0kw0YRNEat84hJ4yRKW1g8VcbTKy5hoK0TG5nASI7G/jz151SABNuNIjBJeOhXhI+OUpIMcns/hOT3kFIHcKlJrrk0TbVnNqIoYlswrQXZO1KJw4ZDh+IEbBfNHon51z/H1oxC1LOMNS1hur69hb33HTnh+i9761ze+803ndY9e/rpGmw7N/M8WPDjL7+PluANjE0m0J0PUVHxHsYTHsYdP8GvbuX5+OVMl8pelCAeh4JumuhGkaV1d9AU2YMrb+LQLTp2S5RNiph+N7H/9w4yS+YSz7iZ2PNrZjsE1h1ykH/8MKlSiVwkgFTQcNsuygbTJFSLbR2LOfT3/0FJz5O77x7e8+wjRMYO0aPKZJRqJO0QtY4culBOlXspsl2kzN3MVO4gOxM7kUWLatVkqiRhCTCNkw+88/P8/dB+wu1Rzr1wgGhHBa3OpbzL+wkA8mNR0uP7MDNRbFN/MWZPCVVhFrO4q1twBivJT/ThrGzEESh/cdr1QCHNzcNdJE39pEOyu5qX0Or0vPi5mJkgHevjifs+RzgQpqa6+ZifJaQzcbbvfJxcPo3fF6ZUylPSiifZ6oksWPFWNl71T7jOcPWKd1z5NQ7uGcCydGxbBgQ+9P4iVZUit/zIYHoaNM3NjDgVcDjzmKZKY3MdN31sA4IgcOV1y87oMW3qeoSx+CDXrr4JWZKJpqdI5xO0VM167R//DuQSGX7w9s8ytOcotmkhO3XcoQhX/8uHsVaE+MrNn2PruWkSZTrZckCAmr1w+WVX8NVZN7/m9s/yuzExrZFIm8xucbLrQI6SZjHR9T3MQj9NjZU0zL6Yysbj2RB2aFlsGxKWwS4ti1sQeb+3ki6jwCOFJKWTDLgEZgQfQDkSbQ43a1Qf7rMl3f4gnI5e+5O1AAKsabnklAVgqLwDT/U8TNOmZ2SSmioXvsrOF7/XUqNYeg4jO/W6BKC3vg7J6cQsznRUFuDP2ZjA9OUryZa7qMgOM6/XjRbr5vzlVxMs+Hl00xj1N/SieqHGvBKjbIygLSLZKgtv3oavaRDX0GImi3mSLXtxHFgHOYVSxRDOqSYynVuY6NiKs6yeJ8au522P9DCrY4gPp93cHJimLOdkfXEuo0qGoOXh6+VDdDsMLGC/s0AoHaBYmoMQVRHQGRfbmehvx5rW2Su3M6/0PKG0RUGqJFXbwPC8NlYekunqy+LbNYjd3En5tq1UT4ziVDsxsjJFu4gmSdQYO1ga24nHXsru0Wq8cgaHZuJT6lkyx0+t91jOKWwQbQRVpsETxBEapVBMEh2NEXfnSVmdvO+Dx6Pd1q9uYPPPdvOzv7z/RYPQVZ/ccNr3zOOZQy63A60k4M/djJFpYc6iSrzeLE9191Fe3U3BnkVfYhWj1lxmrtrxBrGomVQEHWTyI5iWimE6ZqquJAR8iWMrZfMEv/ArLvzsQnad38rmiVqE5Bih928kEddR+gc4FOwnJ8H68Qupnt9K4cg9rNnyGH13rqBY3wSb+9hiyVyoZnHoAnltGlWycFkQM9Nkjb1EAuDUCsj08vbma9gd7yJZPEjOEsiaIq51bp6cLaFtWYbhOUq8qgfTM8JQopHbx/4SvXAN6t3T5M9v5DxzHJuZxkMA9MTEzKn07SN77LQK0yO4ymoJdc5UYJjn8nNny1K255N4RImeUp6QKJG3bea6fCeIPwCnrwqnr4obP34fqckDGKUck71PkEqOAwLWscuczaZQXjbdJXAyS+C+bbdyaM+9rLvwL1m98aOn/Tz8NsWCzve/9ihD/dNACdt2IAhw7nqB3l4X+bxNNCqgaS9IZR1ZtikVZ841EHJz1fXLf+fjeCmaUeKTP34vO3o3AfCNB/7txe/aq+fxjQ/ejtvx+7PCeEI+bn7gS0QHxvn8mvfRtm6c4T06P/3g57n6vwIs+cIVTB3dQjTRPWMasmBiLtwx9cxZAfgHYGisRKlkc0SwKZQsRpQcGZ+N19HK7oUXUVPWfsL6g0YJ27axbJsiNpptMqKXWObwUiMqTFkGi1QPU4bGqDkjB2slFSci95USmMD5jsDZ3H5vUP6kBWDIXc7iuvXsHtn0mute4JtNqvsR7t+7gAd3PEXbsj7++S3/8OL3vua1uGsXIameV9nKySmlUtxz+VXkJ6de7JZeGCWNVYWprG1hRXUL1WIQLTDKlj0JNnvLuLho0Byu4/DeGtx2kCvPX0oh5KM6MIkWh5pLxrCFLI9N7qQkGWBAtmMnimmRre9l7ZBGLJBkZPf5hPpWIZd5SU+YOEO7yb69ir99fIpHHAmWJOt4R6YeDw4GpThP1H4FBJtxXz1xbS224MBAR0BERMTSTaTiFIHKwxQmryRQ+jUhuZeRwgoq03fTXkqzcLbFlCPEPlliOlYiU1C4aNWjhI04T+6Zj92xlljdVYx3eBk6CO+8tpmRHpsqKUNsNEXjLPtYiUmbkmayZf84866dC10aE1NF5q7xooZrePjnMfp6wqz9rWu+8saFBKp8FLMacza04A6cfob5JUse5Lbn1zDSX8kaZRUfumEWvfFpfrpzH36pnAMDBXbaB4gJLxUcxxs607YYT2RRZRe7x64lOdmOXuxlgbAZ+ZgoKFgSnqk4T9/7X7xt9a28+9LPMpDZTVqfJvLmDWiyhevgfRjbYqgjXYyktoKlYdo2DY/dx67GxZRNDOHRRhFqzuO8YISHQn2U7XoeM+dhqXMtOyuKGFIf6fQuFKvAZG4rrd75PJZLU+uJcCjdxSgREqlxlvxlNSXHBEZZDkehDo+4nUJuBYbZxZFLLkGURZ4TbdpLk0jYVFi53zrrGWy9NJMg8CUEZYUL/TNVK9Z4T73Od6ByxirffWQ7E9G9pJKjCNiIooRlmZRKeSRJweXyYJQKFHXtxalhl9ODZVvoWunYv1mik0exLeuUygWeDE0z+MHXn2BkMMq9v955bOlMXsPGBpgz26ZUsvjhj2feckXV0DUJSRIwjJn1ZFnge7f97uW7Xsq922/lG/f/O3ktc9Lvj44f4OrPLaOjZh5l/krecd7HaK/uPOm6vytlTdU4/QEMbZxSeibi++5PJfnIXZ18bOMN3DJ2P3/T/U0ALAVU8Y3ZFWlFk+3jSVrLPFT5/rirVOjJAs25OEJbJX3TOv3uEsXRPHrkckp1CUxPhM2lDNfLDjKWya35KJZt40Ugf2yiUAK6zSIduKmRHdQwM/iqkFUqfiu35zkEKNjWWfH3BuaN+dadQSKeytdcRwTc8WGO5B/EUe6kqsLF0vaZqRLbtijF+nGEm16X+AMYfuxxeqwk2QYX7QMzHWZRhpJDYvccJ1J8P/9du5xkAobGAhjL13H02Z/jbStj9mWTLBifA5rKWMuPScR8lBak2X/IyXc+dhFr39ZLXu2llHJRkB3kGg8x1bIXHwbVJZGsKCCZDgqmTZjtiJUZnot04XnGxVhtgStHHRT1BynZ1+AUanHZMu16OVNyAVMxsEUnIiUEW8cUZDyo+M0j5AO9hIJHcAcktIQHVS3iKukY0230O0MUVynsznlw+kzsRY1Y9w3Rl5nDVFBgZd9BesSDbHOvoyW0DIf6BNHoXiLzFpKOB2mPJNFNuGuzzeIWnW/8YguabvLg1lGKuRJOl4O/uf7tdIVj5Fw6u+V+Fh/xM6/j+L2WZJG5F7w+/82ezCjPRPexLXGAe6LVuNwJFsrfA2cbo46lOK/swhfbR/lWFc0/h5nqqiInyqAXBKGEZsyInUhKQCp5edLxZhqEe/ll+WVUSsOsU7pwXz6P2+/6GxZedgVWHzgesVnrmM0t9i/Ih2wM7xRCLIehC4zhYYoAzalesrvS1AgFWtUCj0RN+m9qJxGqQW1cztwHHqVabWR+8VF6vQISJfKqE1sb5NGAl4ubLsFXlDgY03BeWktk4b24gyI0xLERUKwJ8k4RU60hVzwfQQJLEBlwROh3luE3i3TmRqk3U0hYODnROdwZqX1d1/+ViE4eQXaV01K7lOHuB5meHqVQnLE5mqZONpvC53RjWAaGOXMsXm+QUKiCI0f3nnBvBnufp6n9t4cNp8bnP/Mbnnm0i3jsBaE1M7ULMDhk09uvc+iwSU21TSptMmvOPvbtWY5hzHSWqioxe14dquPMFbvf0fMs/33XJ19zvaKeZ9/gNhrL2/jpU9/gH6/7Mg7l9yNsauY1M7zHxNDyvHCNfvHRr/CZPT/mI3VX846qC5EFibunNnFZ+e8n5darodk2WdsmfGwgoJsWiiRi2zaDiTxuVeLRO+OMuHN0R7LMbfUiCgLL60998PJGInd0GtE0cZeK+NpV/DkBc0JFinchhQXylkWn6uSuXJSSbRMzdXRsooBHkAgLEitVLx2q+5T2V/8GysV5lpPzJy8Ab1zycZ7rfYCCkX/FdSzgttQeOvIRni8OMHdeBU73RQDkhrZTSgyiZ8bxNa97XcdQd+klHHzo6yiZAm0DOQRgKqJSN6mxbscUvS01/PK5YSKOfjJ6FXZDiGBfjJEBk5YLIJibx+BELyNalmllnPGCzmgxwODBNZQ/LNG0BA5uqUT05nEumaAp2Icq2jxw/iB1ug97zpNMrruTipiLKQUSaZFFPWW4vCLBhMrClMJfNt3GmKTzxbHL+droRv6y+h6qyw9iFBbQXNrNmC+AUPIxKz+IT0hQFe0nrsawowqGI8jguiTaYYPi+QUKoQiL73uCI7MvJBhJw4YADqWRg+V1yBkT35w0O54vMJmdYu9CHe9IK5960CRTSFJfo7CsRSeQznHrfpufolOhGIiCTSmewwQyJYNffv1Rlrz1QgofOEDSyPOdnhTf6Lj+tO7L147+huejB3lbw/lsjXfz88HHSGhZREsmQ5ZOGy423ezomcu/Ve1HRceJSXjLCB5HCbl9CxuMHE/G5pGjGuslAtBFFJeQJW4fL4vlRKdci7HT305/lZtxdwC51YP6vnYEQaIl0ElxOouuWuhFjZHmDLsmu9kp1nJZn3wsak7AiYXqFKhWigxKRSxZ4VmrhqPBABUJP8U2H72+HuanW0jIKR5fcykD0jStiQpaUkPsjjTwtOsiHij5+PRwmLC8kj0/OsDsf95DYf4LJfdsvAWBgiKRkapYaNxG2EgyLL6Vfkc5piBSEExCdgHxJNOtAHouiav8zOWxu+wt/w3AgZ13cdSUKKuZRyYxQDIxxRzfm5kudZE0+o6LP0+QVDrOdHT0hO2oDg+1ja+/0lDbrCoO7h1mcjzFcaFvAhJ1tTA1pVNZfYAd21YCJl0HliBJDixLoLzKz7d/9kGa2spfeQenQUkv8vHvXcfh0X2n9ztNI+yJ/N7EH8CFn7iRn3zwv3hJtUXqlhx/H3zyjJC4sfqC39sxvBITmSJfns4SlUVq+yZJpUpYQL7cjZoo4UrZ6IoFPsCEbLdB93CW6kqVWs1DTesfn7jxL6qlNJHBWRegHdA9NqPVB0l01CHLDjQs7ikmUAWRkm1hMhO1Wy2qzFM9FLFZrnrPWvT+hPiTF4DV/ka+cu09PNz1Sx47cgc5LY0oiBiWQYWnjnhhEtPS0YHtZhq9qNNl5vEkx1C2Rbl1oMR6t4cLymcxdjTHrPbTtwKOFKJUGA521IvM7sliiQL+/IxcCGQMardmQLiLWMSmrrmBxpZ3snP+h4huS3Hfnipq/DLDoyVK92iUzunGCE6RGatmwbwMK9tlxgZbycdkOhYdIRIewcTGMCWyik6XM0FAdNOkuVg3UI6ZcfDMgmk2LZ1ixQ8vo9w4ih3QqTVk5qUNlFw3tXKELx02kdaPMR3uolLvo8k1hjfhI9U+jivuZ1SfzYi3kdAl9yOPz8GyavF2/hB1xEukdAeZhlqWlY3RU0yxj3mYfhfvfvAe9jTMwVP3GA7fcvJ7p4iqZUjTXt5jb8Ph0Pnn/vnkBgqsdaZ4n5Lj5/ky0lTQIGV5hzPHXTpMAIe2D9Df8yxLL76UzAceJVOf4Kb+7/Om0DK8koMN3leOKjRtk+liiqem9pLUMty8+5uMFeNYL+Tds2f+V7JlMthMh3KM6xWsenobfuUAkfIaBofLqS0zmBVeRXvtNE9NxNg77cOwZzpUAYu8HTxhv1vcC+hxh5A9BQrnhLim8SCNne1ohoaVtajuDTF6ThZHTYDQJ6q494FttNV0UlEBwaubOZrczbwuCRcGc4sxdFmmJ+8njg93aIK62i78BwrUzLmS9lgHd6Ut5kgDdHRvZax9NYt7ohzyLqLmYI6WxSEyu0VSHZWMHZ4mkVF5+FsdrF46hOI1EC0wRZP6qIor0UVEy+IjiCamkbDoVSO4rRJeu4QmiLhtDQQRZAdgI6tOXOVnNuJWPiZWFq68kfKqDipqOlFUF1vu/y6FfXnqG1awJ/FjpsYOARb1de04VCe9/fvJZJMz90VUiE4eRVFff3myG969htt++Ozx45IFDGPGwT2RtGlpsdi7r+OFbykWZSRZ5JwLZrNsdRtts6te975fSiqf4PN3/D1Hxg6e9m8nUkPcs+1WPnHVv9E/2c2zhx7lxnUfRHnJNJ5lWXzrwf+gMljL9Wvfe9r7aFu3gNZV89h3/2ZesJC+6d8+dtrbORMc1U16DRPTNvlFycY2TPA7EPIa0Zz+YplxZ7yAYNrox4xcakHCm1EIxlwIUwJSn8h9TydYd42HxIRNU6eD2rY/DjEoKhKu+iAw0/GXa3ni4XJ01YMhiliAwUzEr3VsHY8g805vxdkI7T9R/uQFIEBdsJUbln6csLeCxXXn4JAcVAca0YwSDx76BSubLsSnBni6/xHScpCno/0U/S188wcD5GYV+M2kh+efihGJpPm7v2jE6z31y2bZFs8N7OaRuSqutEU0pOLPGcj5mZdMBMqVbnadeyXpqmr2VM3iZt1k1oYaZle6ufe/J8k4n0CpNtCuHkEbKcPsbaOlFY5OZWiWZlFXn6JNCVBRWsTexI8pBHvwSWFU28mkNUyKFIZDxK0piHkJ2zJQB9ZSHSjiK9SiBweYu3iY8IALoaeP3rIjDC5K86bn5lIMH2C6dozqrlkIks2RFYfQW8eJmSKT4lIWKGkk3yb0xHIcyKjGEIVslpJYIv3MOua5BsjcsBxNtcjcnieSO8rcahOppofr4gKVezP81NGJQ7CZMGbEw4jtZYsmkLUk2mWNoqhzqVpCt+BNCkzYcKdh4w434haO8ndNl/DvE/dgYnFrYgvznLUscTUSlE8u1j+59xZ+Nvg4ST2LaVsvm7m9UfdQicjPFYvtoof3Oy22qwapxjCR3ilEzzAVNTlCoXnUh10oxfXkR/ciSQaGYQIieSpxuSzKSj1Uil2M2ktIUk1JkDi/fhOugJOmue34Q2EkWUGWJHrnxEAAU88zVRxCrHRRsz1DZyBELBLCNSDSj499RKiX8szPT9Ek5JGdDsq8XYSniwQTAzT45uAYrSIoFDBNg7JxLzWVCklHPVKsmlvGZ+OOW0jOIt/vOsDGD3UxrzrDwH21LHi8inBrFgublMvEaQgE2IUglTPRqyGnEiSXllGVKiFWBjhKI6bspMmrMqssjCM8I25eq1bo62EwphP2SPicIrVNS19cvuryD1FakUcJODj4nduP+QbC+EQ/VZXNeIINZPNZJFGhc8nVzFpw2e90HKIo4g/ORPXO+PXZgI0gWlx9VZpwIExfHySTxy2j5188l8vevJTV53a84nZPl4d23cG+wW0gSoiCiGXoIEhwinnadEvjc7/6ayL+SgqlHIdG9jK7bgHqsam7wWgPmw8/jiIpNFa0saL9nNM+xnf94NMYJZ1SroA38uqpgn4fPFTUua2go5nWTDb3FxAFyJTwDEwjvLSWoXmiNduVkwnEXViSjSevINjMJO7+TRZBgWza+KMRgL+NNX2EcCnLdHkblvgS4c9MvzRLdnKBM3hW/P0J82chAAG8Dj9vWvD+E5apsoOr59/04ufLZl8LwJraNKZh89TRXuyJIKW0TII8kbBESbM4nRi67qkBvrb55+iCjcOCvEumKSvhM21MjlXQkAT6F69gaPZC5j3yCM//6hka1l9HOu+gbU0c+oawRisoTMk4Uk60Zzt5+rBFNOrlXw4lee+bdJbXhDjoehxcKRAtWqxOckKaKWEYC8jYFr9YOkBeNtAVwL2Joa4LkSt62L12gLzTpOJpL5YN/rRKzQE3g+k8ak4lMtWBKIvkImlcGTemauB3HsQnHyCPjWQ50acuwlLiZEKThMXH0dw6fm0Yd6uARy5iVjm5vXEW9X1jtO9bQkD2EHHlUHSDt5e6mLTdfCc3nzoxz3w5xYDpZpdh0Ca5mC84EYQUTgFkAXrNmQf3b/+zhdZ5ddiqgH3MemdiIQgCGatIkJcLwGgpxR0jm0i9IP7g+CyeDb7uNti6gdYNzxJoOoRp6Kxw+Lk976di+GNUhb/BVHYEpxKmTF3LZLaPQX7D2jUBjN3zubx2mCaHyTd2hvC7h5iS68nlI4SVUc5f18udT68l4JIw0iWmR4YRbIFwVdWxQ7AREBBFEUEUqWnREf79IOq9FpXRIlZewHAaeN0O2rxFTCQSmk1doBukDO3iYkad3TRsO0pz2MmqiEhyymDSbmHV4CC3Di2hYM409Lqs4/aWyGYcPH9bK1/4q0Os+1gXpkfD1iWwBZwpBXNbBA0n6WI15iEHjmeHad8gseJv1zD5m6PUfWwp98Sz9I3nqBrKE3vmSfL9SXxzy2m9eSWS+8z4uaULFr/alSXkEXnfmpcLCUf5jMlm2bqbGBvaSyBch8cTIZed5k3nHH/vz1Rn5vU7AYuyshSplAOPN40omIyM5nEoEfJ5ixdGFp3za/ni9959xjtSE5ucrWNjzVi0EPGV1SIA6emhU9rGg7t/zfnzruScuRdzx/P/i0v1UO6von/qCLliFsPUGUsM84W7PsWPbn4Yj9N3WscoCAKKU0Vxqq+98hkgalmIwDeyJXpMG8O2wbJPFH/HcEynkFNFBMCUBCRzJiWXcCyYX9Cg5DSYqsjgzCr40seFno1NSTQ5nNO4wAoh/RGWtKtpWkNDYoCcpKJjoTHTFIrAO9xltCqv30p+lj8O/mwE4OnQ4JrJnRMOScTix5fH4iYf+ssufv3TRae8Lc3UyZYKIEDOp7BpRYTzH7MoyNM8vsiLYMOyAwVKLhfOXJaWfTuQxDQHh57B66tCLT2BscQisW0W2cfrEB0S3qocsihS2ZZAkEwGk17K5DixssMMDKgUUnMQlj2DbM80WGIJLFsglnMiRrIziTkljcOLHyc87KT90RDTs/IExx2Yto1o2gSiTgQZspqObYOuSoSjAZoOtGBhcWTFIQrBLBKgCCWsyFa0vpsIVP8TopDBLWSZXnQ7Xe1/AbaJJdjM/3An0Z46nv7ZCFp5OR3yAJfs3EKlrVGuaHzad4j9WoCbvAN06T4ylkanWkKybfZYJn4Jpm04IMpcfvEyZi2pw+V2UzBLvGQMz6HCKM9ku3l7eM3L7kfWKFDvLme6mJxJ22IKINlgW4i6wpx73syYr0AkGeHDmo+fFCa42y3QeGg5gYlyrKYAfv8YVb75HB6/Fy3oZMk1byIkDZGYnqJkhAhVa7RV9CEb/YyJKynPP0dQmCRcsFgZGGX+B95Coy0yPHgASZcRRRHTNNF1ne07d7J44UI8LjcDw4OEmrzUJU1Ml4qR0ym217JCkPCmXIzmc1xXuZ4UBXpid1Awi7RU1uGWxxGNRYQdFgcclexRKxjs9COMWli2hIaMbFu0LpxmYF8ZegdMolAhiJiKBfaxziypYP6qCcbdSAUZUYRiwMS5d4p9H32AXF+S3i89j1+a6TR3vuQmTN13lIFv72Dl3TcSWPS7T3l6nQLNZQqt5a8uKOcuuYa5S675nff3aqRTBfp7pwCRQHAUy44gCBamKWLYg/z4Z02Y5sxxRsq9/M8Pbzrj4s+2bbbqYzTMXkvf7odnFgoCoiBQyqXxl9UTqmohUjebI9vvIxsbfcVtPXHgXp499Chepw+3w4MgiCRyUWzbpqQXAZu6SDPfefi/ODJ2gDWzNnLFshvxu4MnTBm/Ebgtr5PVTQ6/dOFLxZllgyBAtoRjPA0CWKrM4oiLwVgeLIHVcjktc12UbJMldTMlSDfdlaRrooCFjYhAJqiTKCvhzMs81xPjnI7TTw32f40gCJwXrCdTSNAoqaQti7mKC0OAZvmPO+L5LKfGWQH4KvzoO/O4695JfvjTiReXJVMW171zL7/6yYJTatT3jB8G2wILbEmgJIhskybw+i2Gq12EkzrYNuvu/ik7y65hy9wbWKA/w6H5aymYThbel6TcaRI3FPT+ZmYv8oFqI02lqVpxgKblB9n30Eo27Tc4p2OAoT0bMYoO6hd3Y0kzOQdNBQTdxvbP5G9XCxGKUopUbYlLMmHMIQftOzykfRZmySKlW6iCiGnNWDEKhkGlx4lt23gnAwgSLH1kJaarhI7J/su3YptuBEFH7/kYLPlrDBvC8ghj+Rh29iiSMh/TCaYF2yybctkkKMroFpRsCd0WKJeKRCQ3cVslJJQISgK1okbKttkgwiYNHnM58a6sZtc7fWjjB9lQU0XMyOJFJctMlYkSJgonTzra5Kni/vX/zoan/o6uoWnUWJhiWQxXLEDFjpXIGR83XPIsvtZ+lptuauMVfNtTYMPcHjq9Bnu0JCWhgqS1G12NokaWIJe3kRHauTJwK3fwdg63i8ytbOTpOwIoskXIlSCo9zGwp4pa734235JlIhAgWB1gKjvAwb1H6FzXiabrtLW2UhycJpSE4HScMVcS1W7G5zWo0nMESjnyokTRCVPjJkLxdtT2DZhGDodcg2knCTltRvVJvK01jEqDxMcUJrt8KG4LJWHxrkYF0emiwj2Ha5oPsM/h4dd4eX/wWBY/G4yUSi4+D3nQj2BYCNgIJshxk1I8fYJjv/AKxXbMoo6onpnkr6IgcO3iN0YVgbtu3cLYUAIwONLdiSSbmIaCouh0H5qHP5Ahmy2ndVYVn/n89VTXnl4d89diy/B2nij0UdGyEEFSWXrph8iloowc3kI2PkFl80JsbARJwTQ0HC7fi/kZXwnNLJLXJAxrpqqKZZtU+GtIFxOIokSulOHJ/fcjAD947Mv86MmvcsXSG/ibaz53Rs/t9WDZNiOmxUHNYLN+4vS3lCkiFXS0iBthKoMoitRoBtdV+NlZ4cOpyDRX+Di3PsydB0YpGiar24OUeY5b+0Z7S7QvceEJSex+Moeh22QDOgWPScFrcteO6T9KAQjgFWXe6jkzAUln+ePjrAB8FVxOibddX8PSRX4+9jfHK0tkcyaf/c8+PvGRekKhVx4BP9O/k889dQu8IBQtG0W3eOi8KpqGczg1k1V7E0RDEmWD+2jaXE/f4hVs+8DFVPf1Mt2yjKGaSkbPH8TcW4tasMgudDF6X4awnCVcM01yrJyJ7kaC1TFMG2adt4NS3oUoHTfHFE2VnOkm4kpiWvDzgfVc0PwM5ZLBr5eOs2i6nKY+LxG3SNSa8QAxbCgZFpYAXkVGFgUmi0XKFnYS2LiG3E9+jZKRcWDT/vgq9i8rR8u0IquTOGzwMPNwzRn5IonBeRw856coosTQ9ikmixkmjmTYL8CQbzELE1PIlslPjNmsWjjB7eE2qhor+OSn15LNKNR4NfLTSSb7D+KScxQDEkUxx2FjgGxynDLZh1d0kbWOlxl7tfI2PsXDj1f8PXccTLDjJ0G61t9B0Z0m1zjI/ivv5f6cn7mjVZzbMI2id/D+IzLTWRfJ4C4s2clFkVp8igPZMri960ls3aBoakir13Fj9gDPxebQt3OExW1jZJ0BxjaBIFgEhTGkokCp+wDy4vMY2TqMEcphKgKHuiXmdXaSSKWw7t7LLrvEwpiTeiPIF2sW4DENPjWxBQs4oiURVR99dfPpU11oiWc51HglajLLg8EWagUfO/O1VKoPEPalqB3yMDYSxgzanLe8ioXz6ijXY8QXj+LckcdXaXFJcz92QWTgk6sQL49Re1c1jjEByzjxSkqIlEQL1RIQELB5IVn3ywdDi265Gl/nn17nIooisiwiy3mKRR+mMWPtU9UCXp9NeYVJY9sKPvPfpxeV/lrEjSzbs/3cufcXSKqLsvo5yA4nocpm/GVp4mNH8YYqUN1eApEGTFOnZ+dDqE4PHSuvYqJ3N+no8Ctuv6jn8Dg8ZItJRFEm7CujZBRI5hMcTs+k0REEERsLw7TY3b+Fv/rB2/jiTT9F+j+s8vB4yeCRos7oSV56x1QGwTCxfE7qcxppReLc1nJGhuLIosD182vxqDPd4Hkt5Qyn8kTcJ7bph7cXkGSBRZe52bEzjZ60KbiN4+Uu3lhG0LOc5ZQ5KwBPgVntXu65bQHfvGWIaMzAoYr09hf45Z1TfPh9r5zmQhYleKHS3rFcweV5ESWdZ8GRNJJp8+yyMKYkctFTk7SGtrDnmitoPrgXZz5DWWSQ7LUKslyD9PYY0ztMnn9SYf5FT+EvjyPLAsW8i7KmCSrPO8wTgxto9A/Q0dCPaYlIooVuQLrkYzhVTdCZJF4I0xY6gma5CHgl8laBnoVFqvZ70UsAx5PjlnmcqJKAIkkoC2az4Gv/TCyvccuuIa5evRL345sQECh3dnCxq5atfgOh7ceIloyoga0aGKLArtqPk84XSR/NIPoEvG4nnpKEokhMmhK9ZW1EKseZ/cEodqiV93jaCVd68Hh9ZJ1ZPn10K7Iokq60kSwH2CUEwWCyALZosrKyjZ35gRcvc7NczvXBV6+wMDfQxN1TRaZr9jO5eCuWbCAgoHkz9D94OZ6hNlxrNzPx+EZCDcPcN38rTvsAl0peArJKucODaVssP/edGHoBl9uBrURwT8U41A1z53iprlzIRMLNiFZAkGfGAaItUOW+gvFUFdlckrYVs5kyJhkZHSMZTxJPJVDLTK7o96EqNTjsEstzE4QN/dhD5SNoGYiSl32V56H5ZJSp3USx2KxMgFDJ4UAIs1vEEKqY7giRXRbEsdvmL0IOAmu9pCUL010JmQje993PgmknwiEHWtFNIGOT/34dxZwB2JiijWLNPBMWNrYAR2oLdIw4kRCQjk0XvzA1JnhkGt69gMSWUVLbx6i+8swFPbxReOcHz2XfriEO7BmiqiaIbuhMj/eRzXgJRpr46o//GqfrzAcGPJrsoifez3jfXkqFNO5AOcGKRgRRpH/fE4SqWvGX1ZJNTOIKlFFIR/EGK4iNHaVl0QWEqlrYevdXXnUfsewUAIogUdIKOBQntjkzEyAKIm6Hh6JeRDdLDE73MDjdyw1fWEtVqJ5/f/t3CZ6kjuzvmx2a8XLxd6zdLdaFON8wuKbKR8KlkD06inr3VkbmN+Pwu3Epx4Vr2K0Sdr9czc1a6kJWBWwgWaahVZi43KAf22dj6MzlczzLWf6QnBWAp4jbLfN3N8/ksCqVTG67Y5K1q4KvuL5pmfx8z/0zvb5tgw1lkptM2MKlCKS9WRJBD76CiC5ojFc66W2WkOVhNl/xNhq799LXuQTbXI8i5PAuH6XW/j5il4/4cCWWJTC8L4xti/jmj7NregEpLUDQGWMyV8GRWBsCJkXTxazIUXTLyf7J+YRcKWaVe2kLG7RUn8MSVzXiHVvJl/o4YV6PGUdnj0PBoag4Zrdhmgab+yco6BbPX3gRFxw8jB1PknNlGU88x3z7ebTtAaTSOmzdpBBMM11TT3puK5ql42hxUF9VSaTBTf3jAqZikDUVSrEc/f0KzaUOUoVpfmIfxFN0cElFC+puF/5yJ0lHkryQR7NkRG8awRYw8z5sJc/P4s/hEhRCoot3hdfT4ixHfI0qD4l4P7llX2KgI0qdJ89kykegt41M50EKrizjY2WMHWjDMVqJPFlGbMEWgr7ZDEX7+Nrgfm5umk+l00+H6KBLlBGGtiK6q9gfbGPtOoVAsIlczib/zM+I1Ohowbk4jh5EkiVKjkoK411YosDRyQLhimp8UpANk2GsN1WRz0uM/mQCh1nLuNJAk36I9tQubAFEIUeTFKJkLOI92RBRtYK+zbuJB/24pTFGqqM8U74BoV5Ee24J+QaVaE2eS5rb8EY1XE29KGY5AiKWqSCIBuIg6N/tQGzJ45p24jrW4WtYfP+iKWrjKpdvC5FzmuxtyvPo4iRuTeLSXUEwbeYPe3AGXKx+6O34ZpVhmxaHP/MUrsY/fNTnH4r/9/nrePLhA1xy1SIcToX+nkm++rkH+PBfX4TXd2qJck+FuJEjILn4/vPf56nuR/BXNtGx4nISUwOEKpsRJBHbsilvmIvDHSAbnyRY2YRlGgx1PUdi/CgA+dQ0stPNK5XJ+200o4hmajgVF2WBCrKFDKriQDdK6OZLGwqbydQYk6kx3vRfy/m3t32bdXMuetVt27ZNZrwHLTWFt6YdZ6DidV+fhGGy33zl85ntVDjX5yUsSYTDHgYdKtOyTMjnZFnraxcJAKhrPy7mF67w8ER3HMM8PrAv8/5xRgGf5SxnBeDrwOGQePfbak5YVizYpFMWFVXHR5RHoy+NxLMp6RpFBTI+gX2zfOT8AeaMhRDz3UQjTooOiRX3/oDeFVfSu2DVjHCUwZ5WEXc5CFWv5caP7eeO71WTi/mJ9tfRduE2+qghpYWYHTlEjXeCvD6TTiVWiJAzvEzny1FlByvrq/jw6mVc2LGIsdQhKnxNOGQPw9eX0xv7BdpE9IRzEsIl3DU2TodFV/TX/PC/vofhdLFq8bu5dukNKL/4ClYqw9GhzWz7zReIW15WjAd4oYNxZbzIeoSlPQM839aGjYBlghGU0Op0kgWT+HCRmhoHrkA5uW/DpTcX+a4IMaPET4f2M69Uy4Zds0hdHuW5UhcjpZnAF0GwEJ1FEjYoiFztX8z5gU4C0mt3vrZts2Pr99lqjVCpKuQPzKNisIG63csZnKihsqeDvrfcjkvVuGS6nu0UubHk5byAi+95ImTiCYaLOSZyWY4qDRhREA6N451VQ6gliJZM0DOYpK5GojVkkA4vILdkLR2/3IOkjyIpJdLOa8nIvQhRH1aikzzbOVRaQGemF0oefBdkGe/7CNHsGE+IGq1emfNCU4SaqrltQOfiJ+uITeXZ6+hBcM6hdixBLlxPzBtBtCWsJoF2S6OpdICutjgd/iUYDY3kJppx129Bi83F0lzkbl+L+GsNSRewoqEXJ3JtwJQsFvd72NmcIeHV8ZZkmqIOsm6brMfgxxujrD7kpTPtp/LSNlw1MxGigiQy5z/OP8236o8Lf8DF1W85bmVubqvkKz+86VV+cfqMaymezRxBRKBPKVHfuZ5gVROSrFBWPweAXHIKly9MpKYDvZQnqfcTH48yfnQH6ZcEfhzafMdp7dvGZmDqCAFPmJJWJFtKIxQEfM5XFvWGqTOdmnjF718gPdxF4uhWALJj3dSuvhbFffqDhXvyGreVXsEB1QZXukBiLMmvqwN8smXGFaFxURM18xtQpNdXBvDC2eU835skZZrH00edTZNylj9SzgrAM8QvfpBjasLkI3/rIxAUkUSJH173r9x469+RzKcxbZPMS2JVx6o92ILBlo5pPFkfF26Js2iygLnyHK4RjzKmdLDHkDGsEh4xxgphlG+8492ossTmX91KT08KQTQZ2LaQQiQGLgg60oTdCfoTDYxlajCRETBxKy4+tHo1/3TB8Yz79aG5x/++/hLcDdXs+vBnsDX9xeXe8y7AZx1BLyWoyBXx2XGyKZM5j9yC1HsI+6r3I3iDtNcvYOe8NZQ1CDB4ZKYowgulsapCeL0atelJRgPVqD6Z4OwA6Qad0tbdCFkJpWYWZrtM7Ffj0D2LjWN+HrnsIAXFZHvVEHtDNh0ZJ5qqI4nWTMLml7TfOhYLXfWnJP4so8Tow59nLDWAqdqMOTOUd82mFMxw6Oo7eft0HXXLDvDzzWupntcFH/w6Vw50EJv04zRsDL8bn6qS7Itxn3oRvimBBl+J0tBeXIvWUohNk5wYZaxlFnqln40dz7E0tJyB1DZys8/DSjUTjeZJuJ7FQsNlV1JiGtMuMKbG4O73sOyK26hZodB5VYAv3Pp5lu0JkhXXsHlwG3UPi8yZ8NB+jptIk5v/LWVQLRft+000eSEDkVaWGxpDYpKxWh/ZSoNqtQvJPEK0OIpbbCEU3I0sjZLdvJH8kzb+0kvK2MkiWBaCJRAPmJRnBdqiLpK1IvfXxcg5zOO5ImzY15QldUGQ33zi8tfx1pzl1XCJClNahmQphb+8HllxYNsWlmEgyjPTjkd3Pkjn2utnvrMMhg5sQpIVnN4Qlm0fi/59bYvfyTAsg1hmCgkZxXKi2C4yxeRLK9+dgCo5cJxC6pBSJnbi52zitASgYdv8Z7bEIcN65ZVEgQZZJOCQaVdO9E98veJvZrMCb5pbyV27JilgYWJz3RmIcj/LWf4v+LMTgJpuct2nH0cWbb5w82pa6/xnZLvzlyj0HBbw+o63jHWBSh5+73fJlHLcvu9h7jr4ODm9RE7LHYuwnWmYc16F4Xdt4O8v+VsioeNO8yOaRclyMar5WX/B8coW//KZNXz/R1sJL7uD6nqBrVNBuqZEooUI5Z4oXjWHV80gCGFaI/U0hSP8w/nHLTLDPzMxBJumt0kvbjO0ZC41V19AuruXwsgkLR9+K01vvwrbskj/4P8RPboFCRiiyM+tcTp6d+L5yj7UYDmR8no+tv7NmOk8SWaCZQTFQpBgDQeRdh3kQlvk7y//RwRBQBTBdipEzivDbo+y774tzDnUiOTNMbFtNqnoNNVLvCRrotSVMvQ7LfYVdZxKElsCwTAQJOmEkfd/Tt3P9xtfu1rBv3X9gAPGftJqlh1ykZIA1qKd1D+7kYamId66uJtcMsCoZnJt+3YeUfI4K0e5KhDDb5h8NBNGKhk4XDn2F3fSamgEtvWxpxjDNgpkxkbJ9PdRu3wtFfkoz/b6aVQz+MNlhFueou/ZJQjUUEUlcTZRIVyJbLvxMgsPbYCEPd6Ikihny9Ft1NRXoT9ZpDJUZJcZpjNhMWeun+e64zzS6gDdYv60hq2U421pY0Xls0ypBQJKBB2ThNpKQlnIIQqEjQwLM0WavlSPNGYQMJ6BkgWSiOxRCG9oZPa/bSB3JM7Rz22iziwy9Jc1fDRdzfZdB3HMdjMenYTMsSlAAaSwi49d8LslVj7LyylYGmPFBFm7hCjJM1VWANuyKBYzuL0zvnaNneuRJAlBFElND6M63RRySQRJRlHdpzrj+6qYGEi2A6fpwbYtTMFAk3IvW2/93Es4f/4Vr7m9UPNC8hO9Lx6Yt6Lp1I/Fsvh5XmPkZOLvmKuNALhFgbdUBZhzBuv2PtsbZzhRxBq1aMPDNBqiz8ap/tl1o2f5E+HP5snNTvQRPbKLoak0Dt3DaEbmvf/6BDffuJBrz28+YV3L0rFtE0k69VxIy9c4WL7m5b4gHtWFR3XxF2vextyqNsbT0yys7uCrm37G9tEuHLJCwOmlwhs+QfwB1KkzjX6r88QR7MYNjWzc0EhOuwiX4kcURBZ84aNkNQ8jqSpq/FE+tFLgpoqree4r/0nNvEWIoohm2TyRKGA3Qc5lkcgqLPEdyxWoyMz97F+c5Mxs/N4wu4Uc1baD7WQZO+YsmLY1IokphOQ0HN2FJCt4OyB7VMLdWEQNQlFSsAwYCFUTKKbJKS4MSUE1dObFDvJsMUT7Khh9+gBzr3Lx3S//HNV2IO4NMMfl5k2FLr5UvxLJtLDtFzTfsR7t+AIM69SqH/jcYc53NnCffhgLWDDp5zojx8+WbKFjy2omFnZjlAzmztrJdGmY1hEDj9fCGQpRRKEqn+WpoT7WRDw49BHSAtTLLnzti6AwTN3CVhoXlxMf6yW3eROxPXuRnCtpnF/O5MGrEHUfAhKl/Y9R3XE1ksPDhHeMKV+a+RM2YTHJujGBx54uMiEN0BxazTNVj5Gu7GeyrMSHY/UMH80wEB2nb3YZ+ZCbFeFWRvcP0eT1MaQNMeZpxBMMI0swVfLjEjUqBJGcEWBnqMR5NWWIH2iiPSUx8LXteNrDlG9oov0f1yMIAp76IBUbj9ds3X/zg8xLBbjufTdimhZ7h/r5xZZnSOcLvHv9Bi6ct+iUrv1ZTo3hUpzt2X76SzMBGaIkYx8LahAl+UXxB+Avr6dn54PUdizHG65BK+Vw+8vJxEaRVReSpGIaBg6Pn1IucXoH8hLhqIk5Kp2NBMVmDuQOofFSAShw/ZqbuPmKz57SZhV3gMYN70bPpVC8wdM6pE2aySbd4sXK7seui6Db2IpAYFjHDkj4wxJzlDMbmVzULOKjOn5jpi53BIV3XFh7RvdxlrP8IfmzEIDadpNkugvTSrOpz8m6Zp2GcImtgyrfvfMQizsitLzEEnho999iGBkWrLgFQXj90wUvRRAENraufPFzlb8ceUKi1l/JD677F3yO068x7FGDL/793evfzP0H7sTp+DhFfYqbVl1GqW+E1HlX4Zye8QUSmJm5C88XcRrgLQozxc6BydgBth29i4uWfAKH6qNomaiCiChKKG/9G2bPX8C//OSDAGSxeMSKsVTwERJkpBfmgwwd2y8yuqGG+elBBKAgOrkrcCFzHD2sHdyJt5ihIhdn0ldGc7GfkLcMJnPsdiu09UzQcZ3A1x8K07CrDHW8nL2rmjDqVTBtTE1GVg2QJCjq4FLx4eBTVVcQkE/N8f6v227kkHc2/c/8O8/bOb6Z1hHDBa50jZN230YyWk73/nMJNm2jJyvgd1rsnkwS8ORw2RYXlVXxrLuBXcpaPhjeRNHMsSU1QOOKVZijj6L3HyBWeQEDkwVaW5qIjGdxWRrFnJdmLc2W+M9wCaswsuNkB54m0HE5I4FeXHIeQU1SI07xP5FRHn1LCjthUx/ax/hVfcQsB7ia2bE5RUudk2Igg8M7QlDS6A6qLD9vPQlpglHXHC6t2UlMhaLlwrJFVkQGmF10c39+Ht3YfOYinQWhNP95w7lc9LdrX/Oazf6387F0E4c6M1hYN6uTFa0dKJJ0xhMcn2WmVvVAKcoreLedQCETQxBl9GIey7Yo5dLoxTzlDXMJVjYydHATpqFTyqd4wRz4knHTqSNAn95HnVIiK8dQBRXNfiHtkn3a7aQgiqi+08+PuM8wj4u/F7CZKdEmCFiNCiFR4FrXmc3NkkubVCZdTJkahmCTtQ100UI8+/yf5Y+YP3kBaOs2+VsNjJVZSn4YTct4HRYBl86cCo1tQwW++IsDhP0qi1pyXLa2lWJhjFR8GzueuYpZCz9HPjtAZe0VZ0wMAlw8ay1OxcHfrH8XLuXklkbTyiEKrlPa7+qmC1jddNzHb0+mRG+Vm+rLOsiaNjtSRZYFnFwUcZM3LfZt0hjcfycH2p5i6dp/4rOjh0kKFWze+iU+verT/PNEL80ONzcfm55ZO+9C3n/Zp3l0553kCyl6BQ+EGmgZOh44YgMSNp2ZwReXBawMG7QtuEpFlkwfJqe6kEyDrMvD0c5OWsZ6mYyIPHeXzPobTXqHRfS+AkODfZx/TYpIAhRDR5cU0Nz4nQZuUSHi8rDAXc/VwaWn3QgfsTN8zRnFsuCRoMGbDBeKJGOqUQJleSpDh/GRZJOW5AaPj+aAzW/SU8gIbI+XyBo+9GI//Z4GBjKHOVjUadx2N3WBPEN7R5heshAJHdNM07mkmmD5/QjOBKltV6GNHUF0VtC2+DJWRYocKMS4saDil3Uc3i4Oiy7ucOukLI1MuYltgq1p1B90UeXQmOd001kZYrFnI7/IJkhYTyDYMGwdIelfR4s4n5zVjUsfYcqcR0zzsiteh9+cZMIszvSUCOyfmqbKe2qDDiXwcsu2Kv/JNx1/cAzL5MHkfuJ6Dp1X9m97qej2hiopb5xLsKyeTHwcb1ktkqyiurwoDjctiy4kPt5DfOwIejF37PcgKU6CFY3kU9MUsvFX2BEnWAFLFOnVe4GZQCpJkLCBhrIW3nfBX/+up39KTPz21K8wc5CWMnNNsgiskCSWn+Fp2f1bc0zmCoiCgGyDjMC159W89g/PcpY3MH/yrbigCKjn2yCauGV4//Isjmk/mwfc1M6Os6hCRpEkMtNJRs0v88uRKNXBOBJpkrHn2PrEuQBMVF/FotU/Puk+TLNAKradUPm6UxaJ65uWsKa+8xW/180E+dJhZMmPxzH3Fdd7Jcx0gtzPf4i++nwSTXNImyVmeRQenM4xbdhUVABl0xhWkp2ZKWrDncSm91OWOYCMSY3ioEk90aH7Led9kLec98ETllmFPObwAYSRPrRnf4mkgXhsNnZGEEJLboySIHG4rJVZ8QFM2cGKshDZ6jasWJRgTYzPfErk8d8oTE3MNOi6qSMqg6QrKlFtC3XPQdSRcapcTlpSThqvPI+Na5ed9nUBWBOez3J3C/sTR3E/v4aCy8HYnCMMawnCSDQ1HSY8Mpv1cgYzOIKEQM4yaVIcPDk1AR4nBSSeE9qIBmfhKHwLdSyDO+cgGy3Q1nsP7csDyA4JxSlimxJWycCqeJZ0jYOSuZ9ao4kWR4EGRxafqCEhgWQx25thcWaAhZU1/DCdIZUYQRCczO6uICyYJC4YxCuXI1gS71Q3gH0Rzxj34hK8tOSaeE7Nskd+B6pfZKEvRKdhcN+RPm6zw+B+oTcXUEThd3UNO8sZZkdugL7SNEX75ba/k1labdvGNAzcvjCiIODyhpAlBbevjHB1G0e3P4AnWE42McF7lLdTCKW4y/M0kuwgOnyYcE077kAFw12bjm0QEEBEnAm0gpMGewCogooqOjAUk5984rE/mCW4RYSBE7w9jpkzhZl8zAIwVzlzA/UXqGiVGdhjzrwzgkBJdTKgSUTO+J7OcpY/HH/yAhBAXJ9GOexF75MI2wJCzs3FfhkzJFAcrKVrSOTm3HK2160m2rYTMygikYCXjMKnx+9h9+a3MX/FLciyG604TU/X56hufCv9h7+Ebenksj3Ut7x6IELRsngsk+IiX4Aju/8KbJt5y7/zsvUk0YMkOlGk06+kYNs2O7IGxtqLsaSZW+wR4M7JLKljpzTpg3kXv49zQx/HAloKGf65Zjai/WYkSeHvqlpPaV+C00UiugvR7ya85Ersfc9iFpOIujWTt84GS4BsvZvW3BCu5k7o20+xezOaN4fuezs/9R+hPN9N7Vs03m8MMTRa5Ct3+Ll1TKK9PA2GibmjG+fzB5lI5+jHS9Vz+1l17yo8weBpX59yR5AfZsr5we7dTNv7CRy4hoNlD6DKNk9PSFwYiRNq6sZr5EEQSJgGbkMiH7UpOmUqZJvOhlY2l9oo6Tpt7ReweOgZBEOgJBpILhVPSMSybETRwhYsCnmb3MAk5qCOEMtT3VCPu7wFUZy5IRktQ0xPk0/FmGsP8NTkAT7KOh7ODZP3RUic6+BARY5Jl5vzJks4rDIEZiww58hXkrMzeEU/VxvlvHf9IsQaBVkUEASBfzp/PY/1DvCvT2wiZ5iEHSpL685aL95oNDkiPJ058torMvOOW5ZJMZfEJ3qQiyayrTJnzbWkYyMICFTVzGLw6Ba0Up6SP09JtglWNFPIxFBVJ0e33cdL8/4IgsB7A+9nvnMh3018i0Na10n37cCFbYNLdnPRquv+YOLPtm2eMI8d7AnozCSDguucMlXSma9KMjSWe3GvFtCbm2CV5YNXKDl5lrP8MfBnIQCdgQrKZq9h8o4etAEVJRamOGeCdHWMhUNVLF7WRbzyfpY//kG0Q/2odg3xljvILXuOTPhxAMoe/wRmaJxN0WWorgD5TB+gMzrwoxf3E48dxOufT6hsJj+YbduMDf6CQHgZXv8sAH4an6a/VCJlmqz1z3nRuTu/f5LoLTuJvGMhnuW1iIKK17n4dZ2vZduYbh9m/fHaqcnfipFwAgt8DgRBQAIWuV/wgTxNXx5BwBFpQVTdiMvWYS8+F+GxWylEAhQLE0jD/Qi2gKA6EcNtIEfAMlEKJnbPFDG81NalqVAz+AdWINaNoKpQHrDQL+ojnTSIfHcXOW+A3OQU5bXl5CfypOMJ3IHXn2jYGDvAUoeLcr0VHYHmRCv9kaP0KTG2mCpj7gT9eol81uLaibW8I6axy30Iy4Yy1WSy5CFk6iQSO+idvAsFKMlOkm6RihYFy5q5D1g2liEw/bzM/m/7OKd1FhsWL6ahsgLLskmmU/g9Hu4dvo9pM8U7Z7+N6YKPaGIHVZKHGxzvoMZ28Z3mMQoOhWnD4j/CQ7wl3kQDAtKxztcrHPdhLR7UCNQfn7YVBYGL2pqZV1FGNF9gQdXrT7x7lt8fU3rmZcteaB/gBa12vPyeKIi4fGFsw2LJljgjTV7M2pkBYz46hlvxICJR1bSA5xLb6JregT0NTleAUj594o4EkJGpVmqQBZl2tf1lAlBCxsTAKXspGFkkr0JjaM6xgc7vXwTelSswI/5sjg/OpRdnqm3g0ZJBn2nzXo+K+wwJ0/6hPBPTx62yPb2Hue/en/LxNZ8DzqaAOcsfL38WAjBX0PnPTx7m/Zs7kdxZCp40XXsjDE9ZVP/FD2gZnMCU44TCMdzRBVCAipEPwTMfQnNPEV19C6EDV2A6szim2pi44L9B0U/wkbEB20zw9BO3s2JlP6qzHFnxM9jzTURRZdaC/yRUtpqrA2F+FJ/mUn+QcPjmF4/RjOcxonmmvr6F6s+ch7MtgrmvGwol9EA1yfuOUPHxlYhOmVLUZvJ+i9AqEd+sExs527a5bSIz40D+Cg1glSww2+sgfIai5AKzXpL53+EGXxirPAKOSgplISTVQ6R6HSWnjT4+SW58O3Ish+Ux8AVvZZ05Rt7w4rKmsG2L2kqb62802epfQNiOsn/HvaiFmQZYoUjYayDJpd/J8hD2vpWFfY+i6QEcgoCzeymtzlls9Hezyd5Dd0Gn1imSNE2+6nmOTr2KekOk4F/ATsHLTXt6uNUfp2Q9ieZqYk9xGLOoo/gVeqI2roDF0IRB/6jJgnaFw78KgCWw6+hRRrMxbrx6A5P9CY4OjHL9ueeyqGwpk2oaxw3XMnRrlLnaFTyrf5m/klfjVByUmw7GTZ2gIRGVDX4u/4pgJsr1yoeoFF9SjlAA3zkn9+2r8fuo8c9E/di2hREfRZ/qRwpUoJQ3Iyq//4oGtm3T1z9BS3PV2QCS36L2JUFdr8xLrF/CsXrMqsLWcyoQzBlpWCmGUHxe9E0PkK6dRVX9PIJ+i9j0USZIUiykQBARbesET0Mdnc9HP4fOTC7Qj4Q+zuHSIZ7MzwyC/YKfhB3HaSvIapg5rgvw55sZP5qldpbvTF2GV2SP3gO0AAIhYmg4yeHHRsJFhqDgo1oSaZVFXjsb4akRi2ts3Zma+XCsqtPTg0dY9vaPcNuBLH9XayP9AcTvWc7y++DPQgC+6ZP345YT9K0eo3nfKvwTdfi9GRzTfvb8bAO/rh2gLjDGJ/6yAm9OJvsVA46980q+jLLnb0LOl2E5cpTCA7R/9REG3vU+tPI+4NjIXABsE1W4m4M7b+GFmFuHq5Z85jx6v69QtWSYuovr+fvKl0+/+c5txsrppJ/qJ/N4H862CMZP78HWDRIVazDTJQoHJnEvqaQwnsHI+SmN2y8TgEndIvYKGVEkYJFHodwp0+z8/dSvFMqqEd78Uby2RSk+QHDOpUR3/Zyxrp9hajmwDKh0URRBdWuMlrIM04ammSxvOACYxKbyVMl5LoyNks/qTNb4GBwqYRkGQ+M2leuuYqJQxQMP93LZxac2Vf3bhDZcSuK2NGbVEUbLjiLHamjNNLDLOUhHYhZrppfytTk/ZE7OgSiZeIQEB30mB93TeIwQW+VVBKbvwa7wYAsudGkMJIGSDtsPaAyOGdSUS9jYDB8UyY/PvGoWFvFkmv85ciuzJpvpFUaZDBZwVNfyrg0f4MhBnWWWg2yFzh2po3ypWMllwRbadTcxSSdsSrQRIttpMbZ3GLF03GKrLpDxrfAiul/diqtHh8gdfhYrNQnmsUhOSSG99MNsHVS4cJ5M2PP76dR+c+8Wnt9yiFUrZvHma147AvnPiYOFsVf87rfvxgufLdPEVTIBAed4jLhTpyztZdbBBDuKJlcPVPKocBRGU7yl6hpuyd2LaVv4HH6i8ZlgLVVQaVc7OFg68KL4ExAQEclZWQQEKqVKGpVmdhS3kbMyOKUAa8qu5cjIYSanorj8SwlXnynZdXKc5PGSQUInQRlekghoNNHNW+Tf8ID1Xt7rbiP8OyR6/m1y+ZnG9AXZbVoWdQuXU90+m4RoEyvYVPye3pWznOX3zZ+sAMwVdO57dpiv3b4P29AoSC7um7eX6xQTtTlHmU8hc+dy1EQFfY4i7mgze7fEmV1mEV/6FJFD8/GNNyIgouarsdCxRJ3A4YuQNT/1j/8XA1d/AMuRRUo0QGUW05pGZPrYEdiAScnoIC/NZqCql0Zfx6ses//SdpT6AK45M9M48rUXkdk+jrOuArncjXtpDalDD6AXpqi+9kJclXUv28aubPGk2/YaBd5R7Ud1nrk6pa+GIIg4Iy1YRhFby2MaJRDlFwWHGlJAFnGbOTzZOAuVQQQZ4rEspaKJJIsUsjqpWI6r3raQf7+1jnRBxpPvpXdqAQ7Z4uvf3sElFza/Zt3fk6E2REh9sZ183IVoG3Q/NYRvs4IJuEwHLclGbhivwmdYPB9Ks9+fIy9aUOwhp9awpVGC3GwELQlGEhCP9xKCwFTcRsTgsnPclMZkJmfyVAACpYJO1Z4qrvnsO9gvH6GvOIQs5nho6xeYci7nTe2X8+jhCVyjf8GelQfZ5RhAtSBgq2x1avzLkpX8zax3whVgFizSz2Ww0jbhawIIr2GN0KNDFPu2nyj+AEwda+tPyBrr+XG/gzI1zyUXzqPMA4V8gad6VVyqwIY5v1uTsWRRK/sPDLBkcdsrrjOdy3F392Gu75xLwHnquTjPJLZlU9icIPObcbRiksibZ+M+//fr8t/urOL5bN8Jy06wkto2gmEh2oAgoOY1LBEaRnTauzMMlFs4/AJu3WZTYRclj02HHeJN8Qp21MS41zGAqKk0zz8Xp9NH7vk7KGTiXOt7C17RhyzI7C3umdkVNt9MfA1VcFLvmoPXUpjvWMCgMcS6qhuZ71+NU3QTlurRzOzvnGz6tbBsm17aeZf8JSRsvmX8A35SuCgwTjNH7DYq5DoGLZvwGXTLC/hf8rzbNvt6upjOJKjumAOWTVa3OetQcZY/Vv5kBeB//3Qf9z07fOyTimTa1Lf1cHjZdiRRoCrVTvm5biZ317OgTid4T5ZmsQUpZTB28bPkg9N03nnT/2fvvePsuOrz//e0O7e37b3vqltdluXebbDBpgUwPSQEEiD5heSbECANSCAFQiABQgmhGQy2ce+ybEtWryuttvdyd29v0+f3x8qWhGXcJDC8/PgPa2fmzpxzppznfMrzwa7QyPUM4p+sQ52v4oQGMsEjW+icvB87tkDtZ36M+eSVzBeLFCoOUqh4krLcjyn5mI94SKY0PDXbOTAeRv+nQaKvr+PCP3gzcCJO8JMPI1X4CWxsIH3bUUJX1+LbZKJu2kDu/8ZxDh6n9X/eCIC3uhvX1lHjZ56M9DMURlf6thP5j3dx5Kp3svajX37ZY2o4aQrWCJLeihiYJSQ+fxbzMxBlL7FVb0KQPJi5abL9j2AkBxFkEQeIS3ni4Ry2BXMzWcaHMhRzGtFKP+WiyZE9Uwz2LVBX34leaCBR7AFHoGSIlBbKvPVdd3DbD25+Wf3ZtPyqZ/+9bkOO4Z98hzW3D6OW17Kr/ja2ViywPhNkwquTVxxUCxDALexGc3VcQQa5Fswkz+hTC5zgeQCigEcWKBdERI+LqDhYhcWyazPpBb6U+Skrms7jlpbr+Envt8lKAxSnc7zF3EmhoQG37WTJO0OCeddAFOGKxp5n2y35RGJXvrhYSN3KkTx2F8Kkg6xaiDJYrsgRaynnyb1otkSLM8RuYwnjhpdP/7RAmzeFxykyYLfhFS0mhhe4eFMLrZUvb5Ztaa7m03/99jPuKxkan7v3e8jBemLBSnZMTnBtZ9fLus5LgWu5GEcLeFYGnyVcpUeSpL44gj6VxK7LMbfrSaKBEFKTTGvd759VSahnUOeJ0OyJM26cWZaleajA8t4C0Yk0Az0hMo0Ryn6Jhsky4ayJ3BymXO+l9akM5xWXkRAL6A2VhMcWaEtkmG0XiKy7lpoZjVKgjFUsscxtxjAKaKpMv34cBQVVUDFcEwMdSVRQBJlmfw/bCo/TU3Ep66tvJGyJuDYInhokTy3x+nNr/TtsOahkGXO7UClTzwjtHONJrgNEDjlv5V0+D13y2bsvuuHw2JOLZesEFkno4d59qMtWUcykOfLw3RSPdfLvH7z0FZWXew2v4TeF30kCuDBfRJ7I4hWgySuy4ElS0ziCt3IaRxBxEJiKHcO7ZYKV9Zcxv6eaQ+V+1NBmCi1DGKEc+aZRtGCaUngOTU8ze95BMkuOULN/E82PXI8rCVhiHSUhwvd+EuTqJ9dg16YwNjqEdlyDv1Cm780/5/9aV7HLs5y1I5W87o4Z4oJMvyqxJt3P3zxRRjckPj5fIlA9gpY4TnGHidh5COpqkdRKKj+4Hkc7GYDsrezCW/n8k+KqoMqgdkIq1XWRZ/qJf+4GbMATfukWDMstknX2MWr8NzlnN4W8SW4uRFNDM+viXyYgduC6DmAjCGd2K6uxFhxXQwnVEmhcR+bo3WSO3YfgmItC/q7LRH4SKv3E0j6efnQIRZEoly0iMR8pq5Irl00hhXT+86Fu8ppyQrJCIB575ROPkUmTfPAu5u+9g75glrj6JKLg0lz24LVFCpLDsryPnGIzIRkglKF4GOQ4WPPg6iDAeaZE2BUoroRoXMR1QPUIVHbbyDLYloggCbg2+LZEGZ/qxR+5kpGx+3ji2DSiHzLGPgKBNvIVtZzm+DtRf9cve6h/CXVTT0Xv/G3UlHLIioxjCogSjOiNVCppTEcmbOcoWwo3cx8H5BWMO40MGTUIOJTLJTRZ4fi8Qvr+w3R0VjKetFjV2UBdVKC5UkKRFts7sjCNkLBpbqtH9D2XKI4kE/znE/dxy/qLWdN4sgrPfD7DeGqWLkVlffcqNjY8t8rC8D076f/ZNtZ+7Gaqz3t57v9fRv6H0xhDZdTBEuZoCcEjYgaSGEM5RNuLOKQSm4xiHp4g9/920lr3+2flumfC71VsJGUWuTtzEBGB5b56UnaRpFUkX+NS/3gW2fGypt/CHEvz6OUVSA6ohktnf5GG8RJ1swZey8t8k5/RlY30WHGOTG6npNbQ6q1j6cwE1sI8srqO17lLsEyR/6d9E4B6sYHrQq/ngLaXffpeynaekpVnxDxMQShR722jaGfxynEsSUYUFp9n13XPaUxnjzjPxeL9LBMPUSeMs+BU0+tuJEqaDDE0V6ZREs9qG3J5C91YXFC7LIpX33jj77F1dpxSNoVezNM3NMm/7TP4yw2/GUv1a3gNrwS/cwTQdV2mf3GcDaLLO5dXMFa7i68fV7H0AJIIjmiBLaI4KrpcZCp6APcSl8bNJcZ33IUbLpNtWHTDDFz3U/zZCoKzTUxteRitYgE9kGX84vvp2P5BKmf9KLkQa0MVaHUpJtY8yZMXDXPLuocYGXsL4QY/DQWN7rE8V9yVpiAL1Eoe3pzbT273E1x/ZwXbWhoYv8amc+wY1rCLkWhEP+YSvLKIFGhBWf3SbtGkYdPjk5mZnUafHyf0pXc9u099kQTQdV1Gza+St48y79yHZedIDMfw+E0ClXksV+LI/ln++dO3Mz/UwOoL53njhw+wdMkN1Na24JPXnnY+wx5lQfsqPuk8Yt5biC57PXKoluzRu1GrlzK0/yEO7hmjq66dlvo4b37vOm777l4QHHoXGnCr30C4mKEnmice0ClqEs4JC8zHP7LhjH1wLA2ruIAnctJNnnjIRpuBplvE01ylI//3dRZ2bMUxDJJ+mwrTg+LCynyApGIiIzDpNXAF9xkvLq5bBiu7SP4AXBiVbUwBArMCnVGJqjZl0SKYs+jqydN/JIgkgTdexZZ3X8TgzhFqtj7CTMMy5EgV+akpfLqPyXWzz9wJ/I6EKbiYJ3xsjYEow/kFOsMvXR6oybMGx36YzEQcUbIp17n8vHQ5ftHgKmc71rCXkY4yscZ+fAsteDHQUMERsCwTQVRIGl6K06NsG8giRdo4PKsjSQKVssiFss0lbw7wLz/9Ptfe2UmiZyWr/7UTj3xCpFdzeajXJlXYy0R2loNTo6cRwJaKWv7lLX9CRSCMJJ7ZwnhqVuzZgmdViPLODNlvZ8AvYg+WMapnKH/8IPLOZtRdrTgBHf28aTLlAlp/Em9bBYLn7Ft9BEGgwhPkPdWnx0cOaHOM4UPtknESKdJCmWiiTKhgMdnopXpOJ54yefTqKsY6bLoeG2C/m8PIelDSOhvcdh7RC3Tk/YwvHOdpBrjB/w4EXeWe8gMoyJiCRdpJcX/hbmbt2WezjeeNSbxKC1c3fYSewCo0wcUQpWcF2G3bZveBA2xc8/JUC14MLOO/uUA6TETI4hXKXCvfTqs9wF7nYjRUyvjZp93DFm8ngrj0FV/PcV1m5jQkCaxTZBkDkkJyuJ/AeetYf/3NqNE43pkE4z8dpeGG85G8Z7cCyWt4DecSv3MEENMh4jhEAirVqkSssIoPrdxFQVMw8k2kAlNUFJowlTKS48GIZtHUPJZSZqj7u8+KoZZqZig0jGOrOqKh4KgGuKCH0miVKYbEWRKCTJ2/l8jW9XgX6gnvuxHxott5vDNLZ9e3WGsnWF/Yz2f2t9A4XaYiZRA2DVLHJTydXqq2wZvC40T/MIXcZpD6x0qUZUm8W3LoaZPU4c8hyUH8tZegVqzDKZvkHh4ifFUnovfMt25V0MOOH3wR33c+eXomXH0lSiB8xt/8MnRngUHzn3FYlKWYH6uimAqTnfGw8/tdzBxp4Zq/uo22zQNMHOxgciTG9qcqeOgH/fzFV/ZTlg+iiHWEPNcCIAphJCGOIjVxTEvwT3OPcn14KVde1EpG/ykVdQrOTpH53ln8JRk3ICKKAoWkSdiXQVNgQfeypEajMmqQ1xTSRYX3v3cFy5ZW8vTjfezePsDvf+xqfP7FTNbssfuwtAzRpa9DCS5G6RgpMDMsuq5EMCwd27EBF6dcQkTg4kyYY/4SmuTgdSR6gyVkFwK2wJTXftYoJ7gukD8t9Cm76N3FyLnMb3WIlly2l03Coy4rmqGto45A1EeoooKFB75Pm62QLrfRP1zmKF14rKV4m46CmkTW81hqmJJ0Mk+zTg1wYW0HHaHKF3Ufn8H0kyWSO4/QsHw/guUyur0DQXBw35KmgI+CE+A29woEn8QFwhT5yU5uT7lURDwIlkvkeBmnK4gji2QKSYI1V1GJiaGbGKaD6MrMmC53z5g89P0U1bUr0Zo9JDvDzGZdgt48vdMjVAZWUirbPDLyCxKqxIVL3vectla/QHmwjtefT8frz39J/X8+OJqD6BXJfGUcY6iAk7JwTRtCYCsanq1dYEjk/+wxkFxml05wfEYg+IvDdNd2cPi6EjO5DG9ds/mstOdXoctbQ5e3Bn5vJQBh16X88C427jhALqIQLNkoFlTPGWT1NF8RHsCctNk4OUOKKvJoVCcdlo1PUBTDrGl6F1oZpgW4prySmOvjbmEfZcpM2VPPfgdlFFRUFCWMIArkxCKSq55maTMcjcyggbFSxyOf/Uxyx5lEdR+hWrQRXCi6YQ4660k7Md4sf4uvWZ8hxBzNwgiuY50VAmgYDokFA9N0cVwH8cSCUy8UeNu6i8kJZYzGOoq6gxXwM02Yxtey2l/Dbxl+5wig4JGw2mLUlRYLqXutIBsTl1JwbKzMegbbHyBcqGW8+gBZ3zw+NYYrg2VbuIJJ2GihoM5ihk5qcjnek8HyWkUKRJt89cPYs28lmbyJhkueZmXnU1Tuvpz2bB0diXkq/C6HF67haG4pO9fpzFd6uOaxGR7qruTmB6ZwjvjxKRbenIB+SKX0SABn1oNbYYPfXow5KU3iCpAz81SEu0ndOog+msEpmsRPTASnIjtyhJldD5L8ziefkzW47u2fo/Wadz3nN78Mx7XYo73xWfLnujDw+HLUgE79ijHCNRmGn1hBdiZOqCaLLMJkbwwru4611x2gb2+EjvMOoXqmUeUr8Ygyshinxv9XAEjOPJIgIjt7GJn5RxRVJeDr4oK3X82P/vR2Dg5mMTSbfHIxmSVs63ysYy/J9gqgirfV7CR9LIGvwUO1vgPYyO6n+nn8wSN0Lanj2psWq4P46laiJfqQ/fFn+9bw1sVEjWesf1+942/Jl7N8eNM7STz+INgOIgJBWyKtWCwp+HkinsMRoEuoZNqZxZGeraYGDqQ1PzndR3UgR1g2URxYrYvUuAL20yZZr4XjCDi2C/YIpVmB8uziuCqCxtPZ92PqMZYILqLgMNzei1pOowVrniWbInBRTTshj5c6X/hFu7kcx2X46SQLB3Wqqkf42dgA+zNZ3ru6hZBSQvRO0em4pMqbiMs5ig0+RsxKkiWdxNwU8ZCBpll4gwKCIiOKAj5fHEEQEEUFr8+Dq7no+TKdQQFfvcloziLnXspVfy5j2AKVQYFP3Xkrmlnkw5eEOb/PYCJZhVyjUONbXJAc7/sJhpFn5aoPvKh+WZbOoYNfp75+M7V1Z7YAn3b8tIYY94DpoPcW8G6KUH48Re7Hs+TlgzDshQaDqWiZ+8oZ3jm6FFX1Ic+HsAM60p0rcK4YINRXx95EhlvH7qJLryf5iEXUF2BdUxsdlb9ePThBEPBftQm1q4nI/gHES+tBM9l0bARxw2buLj5K/9h+hpxZNtDBHoZxci6troeyV8EnhRmRhvlh4ie8k4sW6+ieKgojgISEikqr0gZSkCpvC7ZYokJu5NTwBNs1ML1pJPfcKAu4Tj+CYCOdeO922pdScCO0SmNUC9PcJH2XpVIf1cqXEKSzk5LhVSXam31MzxRQlJNWvUAgiOu6KJZCZWGejOBnQVEJX7CcR2cFWsM2nbHXxKFfw28HfucIIEDHlR1oR+ef/VtAwitKaNEQ9esuQ7Y82GmVa1e8F4+8mBX7xNgXSBR7uX7Vl0mVhzievJuO6JUcT95LTXAlicJhxnPbcRUbBAU5PEA5exxJb6KhdjsL1QITDRN4811MTzUQbb0VI5Dkh16ZIVUlWykxvkkmMuFiqAo718W55cejXLArifjAScuclVCQAs7pug/aFPmh7xK94QOkfniI8LVnzqA8+v3PM7v7wTPuq1l36Ysau+Pa31Gk96TOqgC1SyfIJ6LkEkEkEXxelx3fuporPvFzuq7Yz+gT59HRncMfLfEzZ4qR7TXUR7t4NPw3rPU3ssoX58bwBpb74nSrVXytfj1ThQ+jB+M4pWZC0fPRIi6VdavIzk+iJRPPtuf85d1IMWhu08g+OILhc2h+VxPlqRKOqTE/cR+TY0lmp9J89Qv3cNWNa5EkEW9lJ97K08dJOFEy6hl01C8jV8pQuXELF/70UR598NsMff+blG2bsmiTlwGviqu4jFX5aMlVMqCn8eESxqEogCS4CAKIgosDhGw45nFJ2RaX6x6u0hYrFDyTJHLK/5gsnU9NVZqSniU134alDpFusLACq55t42fXXM87uxdJTt7UCcovwcXkgm06SFU26WIXh+efYltunprGEboitYzNX8DeZDOSnSFX0qirieDxqvRNj6IXcuTmf8qumcNUea6hW9uEzxdAkjxMTR1DVYL4AlFk3WFmYoKoP4TSGmeBNN6yzA+2q3TVepjNKajCBTywYw/FZJGW+AH2Pj6CRSu8yQUPJBKHMI2TCy7XdZiaeoqa6jUonuBzulUsTpPPTzE9veOMBDD3g2n0Q3kq/rYTJ2+R/OwwSqMX/VAOsdKDkzEp/CKBPVHGXJtCaFGxKguUw1nKozaPusNcP9qFXZPnaGWCgZTL6766BUMt8uQl95CLpNhjz+If9PCe8y/lnx+5k7es3sxVPaue05ZzDam1Hqn1pKyUsmkxMavzeBd9Y3uxRZen3H5iQhBdsHm0ucj4xGECM0fIWykMweI7PIaASESpRrNL6E4BABsbjTJD5iAtvtUsaJO0yUsAgcniMXJmkmXRCwkqMYJujGxCJ95w9pNBRLGZU5WtLhLv5wAXsFp8ilGnFZ9QJCZKCPQjCDVn7bptLX527VdwnJPxjYIgYIsipkdhZKGINwqGADvHTLx+GdMRXiOAv0NwXZedM7fikXysqb7xd0679HeSAAJ4/nA91tFFIiGYDqGlVYRD6rMp+60tl592/IXNn8B2dWTRS4OyjobwOgAaIuuRRZWDsw5VgSWsrnsXOya+TO/oTtzQAURBJOSbRhI1ZpKriYcHaK5+mJJeR1m0+UDsVh7Q1nBN+5N8I30tHk1ivNHPWHMA1wXJBvdURek5BTsvIYVP+eRJYZRQF3KFn+o/eX73lxqtQvFHMPPp07ZXrr6UYF37rxyvBesRpq0fM+PcubjhxHPuuuA6AqmRasq5ViYPtKH6Cyy/fg+K12Lj21K8cf0s920PsDtRjRPPs8+xeUzYzRei+zDYz9FcJZ/dfoB3bd7BDE1c6h8DCsgqZBH4+fgAV7bO8zf33M6nLrsGy0w864I6lOqjuXodHt3BTCbxrFaJbIgRWBqi/1O9CJ4fs2bje3n03oPMTqa58YK/564dn35R0jA3XnDSIioIAldc8wG45gP831+9mXxxlvgf/zl/Gojx7fu+iGaU+dSf/JAPf/WDJPMLFGXIaTJlO0xjeAZBsNCoRC2bFIJZkpLLvGCjidBiL75mp7qLNTvE3tR76Ko9iCQskJpv5uILewh3umydGUTE5dNrrnuW/AGEXqJQsyCANySTGndI73SJd15Cq1dipFzBjuFbmfONsK71o5SNAPbUGElzHH9zFXXxRrIeP/1T+yi7FqVShlwuTaGQIzE/TSQUQfWFsCwTXzSKXA4yHY6g5cYYz+6kPrQKay7KTEZD0L/HxuV/Q0iJM1+wMJUOsg1QrwW4/8G9vOVNF3L+5r/GcU4GWs3M7GJ6ajvziUOsWfuR5/QrEmlj9ZoPEQicuZydk7NwchZYLlJMwdPhQ4gpuIdAP5Aj1/Y0jgmeaD3qvZ1omwYgUqa2O8Mla7M8uT/Jh5sGKLs2rek4b8z38NWle5j2FZgMnCSqJdtgPp+jKVbBstrnSjL9JnF86vCzMXwABhYyEq6wKNFUNvMokopLCUcQUPDhl8NYjvGM0AGwSAJtyvTndmGLBltqvkbWdNkx93N0p0xP5HwkQQYHwjXnRkjccU4/ryoYbJK2AtAkTvI18yNUSnfQ4ewBLjrLVxcRBOe0LTIg2g7ziozqlcFymMy5+ByRGzvOjRX0Nw19Pkv+6CgVF616Qamp3yUcSNzFfSP/hoyHKl8bTeFf/yLvXOJ3lgCKqoxnzYuvdyoIArLw3EwuWVz8+JxX+45nt21s+CP693ZgBJ7GMeI8fujTVISO41eTVEW3kil2MJtcT1PlLpYaac53tvMUEkOeCo6s8fHxr/XTPlwgVnCRT/A84RTTlHv8CqTOY9jlSVAqqFj9GUTphT+uK3//H2m+7K089Zm3oqcWEwnEQJTum//kRYyASNY+CI5xWn1Q0VJY2e5hddskB467HLjtAlo3DFHftYBULZAveIjqOvr7M9zfVSBMDXnBwRUE/ju/lrdFcgQerkYeqKZy7ZM0Ro6hWQ6qtEhQfjGhYDpRBvNL6IxKVDY3MTuVxUhPApDPFBkbTsLRIuVSibjHi225uKqCEFfRp3VKscee7UViOsO1az7Fgwc/+yL6fGZ03fRudm37b8qH72dg8jCJ7KJA75/991vRdIOQajFdqCOrLdb7TZcaqKlsxy9q9Kv7qGCRON/nNwk5AlVOEL9pIjg2DjCjX8CO+Q8DIsePLk5YsZjERz62gozRgwscSc+wubr1ZfchP68zsmeBwrzJQinNcJeXp00/sWgPqfIMh2MG59lLkIwBMjPjJEuThAs9GP4gNZWVeGyNnviFeOY1ZNVLMpWgproBXBetVKSysg4BFz3Xj99XQZuVo04OcKT6WgYTeSQnjZudo9o/hzD5BVpzRRK5OnojJjdc9C5WhwJcd+2iuz4xX6a25mTsX6mUYGRuGMOBzq5JQqHnkqtIpO05255B9I+aT/s79mdtlB5PoUcUjN4C4s/qsDtm6O3aTfzgecwdCzG35gjLqyzmdI3jvbXsq5qirtbkrfduJCkbPFo7ylAk+5xr/aJ3D9N//3XCvyZ9zReLSOBk6AMCFNHAhdzojmcXVyc9vi42RTSrgCjIgLhYYeQUu5uIxBtaP46v08/Q/gHKdpEaf+si+WNRN/CBO5+me3OErvrlZ7UvorCAzemFjZ7JBfIJZd7oncEVP4io/Or40ZeKQtF+9loj40NEozHikTiObSOYBm7QT2p2jjbbRq9vwDYc5uYM2pvOrSTObwKj/3E7ALZhUnPV+t9wa359uGvwnwAHC43p/PHXCOBrANuScHIrkHPLCfnG0Swfc+l1NFTuYCG7lP7JGwGFTKGNlprHGE5u4Yed45QEHyIuO9dXMNvqpyPk51tvauHzPZ2kbztK+OpOpKiXyJUvT95C8QWpXHEBN/xkjFJinN7v/SPlxDh1m659wd8umFspMXhygyMg6CFC80uJTm1AdFQ2VfeReOtRlrR6eTC6EsPIszsV5o5xP703JkAATVisgAIOqigzQw2XrzpMum8jiiMgmQKipYB/seLA9Y0j7Et6uLLxnxEEgev/+CMMT/wzRi5JpEqkvrOGFZc1EwgqGPM6aq0XB5FS1uVhp4VrGhT2PHp6XdN0qshbLv8c37nzzwiGXro8w/kbb2TezjE6208mWvcsASyUM1i2Qs7wkCk7i65d10QEZuYH8SkeGkMORRFKJ7xAjqJgrb2BZTVtTE/fyc9/9i5SWiun1lwWBFi5ZjG2L6YuEomLa1/eM+CUNRL3PEY2vppCwsRxHf559FuMl9Msr3kf0rExlBU1rI1+iIhQD9MGPbtzeFc1MC9alAoFtJBOrKKGDCKub4S8VGB992Yy2Rw1NfUEfSIBnxeLMk/P7WJZcDUTTomfHZvHkKCushksgZlMJdnwu8mObEMrJXD9HpYpGwhkTd707sUs16PHxvl/f/N1IMvPb/0XBEFkYnwrw9OHyes21k8/xLvf83Mk6ZVlV6Y6be5pOM71F3VQHgH1aR93mWNMrdzO+T0G3xrL8RavxANTMFsxS30xxI3b2/j0psdIlqCuFCSmq6S9+mnnFeFVR/4ARhMDZ97hnvL/ExntzyBtLi4aFcGL6Z4uKO+XwxzJP8KeB+/hoqp34mIzr4/i4CCeeJZjQiPw3HrGrxSu0Pq8+wSgy70T2fOGs37dUtkGdATBw9j0OMdH+mltbMHvC1BfU09jvsh8OkWhvoEVoSKNaoCailffs3Am5HIaT+95glBLO8urWwiHnp8K5A6dFCfPbDuCq1n422rx1sWxixq+5moezw1Sq4To8Z09F/xvAgUjxVNT32NF5VXUB5dR4XFInEgBGMkeYFPDW36zDTzLeI0AvgyUyycD5AwzgCC4qEqGTKET3QghCuC4Io7rR1CvwqguoJfqqY4kEAo+Ri6pZc+y1bjXLZ7F058Gy8FOlYi/+ZWvnkVJIljXxtqPfhm7XETy/GrrYd45ypjzFXAdYqMXo0XH0YIzyLaKZPtINT+FZHkxpBIXv97kn8PVNEWG2ZXvpP7+TpSCh8DCHMXqMpZ7wvHkiFQLM0T7ezh07Gr8/UGe/uzNrPvDBwk1pHAsECUIGCbLRkBZvsiYOtetpaFCImPbhOMrSU14mDiisOwSCV/T4sfV1RysI0kuzU0z+C8yh40eOBlpB8DoQII9T/Vz6bUvfcVmOzaHhnfhVwOEAietCoIAtuuS0Xz4JB2fGqCkGRRMLwJQNk2SRT9+Jfvs8WXH4MdP7GRyxV1c1OlHl2OcSv4kGW54czVv/L26l9zOU2EYBSTJQ+rOe9H7h9GMGcSG1ew1Zxgqj2EblRx3dzKzIsQFs10ci/USFAIsRAp4ajwE65JkkwFq67qwHJeSViJdyJFS5jB9GsNTxymkiliWRWtzGx1Bg6n5OWp9UQJ+FddVyZijKCgk0/M4tkNbcw8LBx6HcDtxfxahXOLQ3hFGDg/xh+/sIRiqp6bGz+zsMF6vw/33fZqa2vWIokxP941M9/0ITZtnYaGXyYmtCILC2nV//LLG5xuHHmWgeYZ/ch6hGNL4tOcivlczwMo6l1QLXGfBl/YtZpm6Ho2SZPJfgYMYtoPpd5BcAcl9rutLsy0+dc+P+YfX/d4run9nG9lS+sw7XoT37pfJH4DiFRgp76V/+jBT+UHiFSHed/XHqCLK6MEciiLQs7mGYKz5DGd8pTBeYP/cObgm1FSprF0VYs8BjZU9K1lILxCPxtF0DcuyOHJkHxvXbMIxXbLjUFZKBHwiXR1BRqfSPH2sSCAmccO6V/Zun23ousORrUN4J3Tk/QfpuyTGxvXxMx6rzSSZ+dkTgAcW7bDkDw+T3dePUhHBWx1FqI2wpziOX/T81hPApDZOycwynj9IobwVwTn5wvSlHyNZmqDC3/QbbOHZxWsE8CXCshyGRwpUVkgsJG10qxJwiEc11q4cYHL+jSxbGmZ4pIiqSnR2BNniuiwv5pk12li7xE+H95dcBMuqaf7q6xF9Lxw/kiseIJPbRjD8ZvbPOJzfXE/gefTIFF8QxffcIPpT4boO/fqnwXJQ800EFpYQml6LKxiUqgaR9TDl0Di2N4/gyFSGa5DVeaQH/5ie6imOvKUXaawavboMrouDgAi0PVFPYKCDlR98ikyiG8+KBUTJ4eB3r8AsqGz55G144wX671xBXdX7n22PKEn85W230r9rFz/9u/uZOjJLMQ2W4aKoJwMTRREiXQFqNvvouHuavU4j95VPzG8iRCOwfE0LX/ncL1i7uZMtl71w1ZJnIIkSV659I5FAnL/5zi+J/roiRdOD7QrkDAN4xsK4GMep2Srj2QqCHp0Kf2GxPWaYvn0b6Ajtw7ZPDxC//LpK3nzLiw9VOBMcx+SJbX+FxxPBipaI1QapCW1i5La7SAhjKHUePI6fFnUZmVCSweEnqApvZiQzSKJjO+YbVLrSb0MKR7FtB8vV6T96ENs2aGxuJFgRQxzXCXpkFhAYHh1kfKKPPANcXN/LyKhJWehgSV0dFzX9gqPz5/H0zgRzvjC+cBy1vgWx6nqashpLlqm0Cl/jx3d+kc6qKJ7ZLt7+kRCp9Dy9x4YwH9hAdextbP4jk7l4O5nMEaqrV/Poo/+FbcHadS9uTE4VJnZcnUvCtRRvS+BVXRKeMn/W/gAIcDgBTRHYcaJokGSDJYMu26fFws0Eis97Ld02X+adOzcoanmqwrVMpUbPuF9Wg1h6CXDOuP+XISAgiTJlvUBADTKtH2VdwztZ3nIegiBQ0xo4e40/A0SxBodlwNGTbTqNyJ6PbXwBUXk/gvDSJJJeCMNjSQxTIRgMsvvwblobW5EkiYNHD3C4/wiSIrOiawUiYDgiR8Y00laOnx4uEBEVlvheffFyiiIQam8kPX4cb6GAb7gP1l/w7H7HdjBTeZKPHyTfOwaOyzMk3AZGAg6tCwL7AxnmI2Xem9e4KrKEuPz81s+SY3CwOMWGYAvyKVV0DDuDIoZIl/dSNiaoj9z8G020aAmvJqrWEvJU8529N5K1LWpVGVWWGStqHFq4j8ua/+A31r6zjdcI4EtELmdRKts0NAS54XUxTNPBcUwk+yiS983UNC1m9C5fdrJagywIXBT81Rp8L4b8HRv+UyYTi6XcDPfv0YU17LHfxSU9737Z/cnbveQzxwhoPUTGN6NocVzBRnR8hBLLKVQOUNf3ZjT/DBlBZkyr4mK9jjUOOJkKblg5RUV9Cr8rUU6DJLr4IxKqJZEUZAYpcvHrnsSaC1C7dpC+27aw819uInvLNsa3LeeJT30AX0zigredXkmge+NG3v3PjXz2ur9m732zdGxsprIhiCuA6JWIbYzj5GwSd8zitRXKToYlngqGDQdRhQvWwg3nf4aa+jgHdg3T0FxBa8eLX51uWrqYJPT2y/6I/777H5/dLggirvuMm3uR9Pllg5KlAgIly4vtGHjlE1YLAWxllqTpcu9tf4djSqiqwRvf3szVr6/Co75yMWFBkAm41Zgf/SmOYpCz/JSEg+wRFthy0b+x1At3j+yjUV/G0Eg/OdmHqoSoD3QA46woNaO7fgzLBsdgIHU7mhBAceI0eNsIEqZa38m8qKAlp9FCQSyrTHP1GLInS5V3knGtA6+Uo1o5SFX9IE9ZVzA5cJA61yRQUYs5M02wAiqLDlpgNcnkAbx7riMiuaT9T1Ibq8TxR1Bq4sxW/CfC1quw5lV8GwKM/azA9LY3M+QZ4JZTlIxcx0VfAGMBdt47hG+VwYVXL6NY7uM7ux7kdcuuQtGqSGm7+NKBx+j356gq+RhST6ZjxzUvI0d8LHgWLWbWCX4uOBDVPaR9z2N9OvGorqht4gs3vrC80q8TX7j9Lylquefdb+mFl3Q+URBxHYfaWDO5cpbKcA0fuf5vfr0TtRj5FXz1MLjd4BbgLBPA6qowI+Mp7nn0HjS9TDqbJhwKk8llkD0e1Fgl3/7Jt2msbaB/dIBlPfWsXb2ClBFi/ap63rzludVsftMQRYGVKyLcr8WpeKCIMLYYb23migiKzOzPnkCfy+DoJlgn40BdXGbDLmm/S9QnMBo1yXhdprYfQlRdnqoyubJlDU+LM6z01TNj5jhWnuXtFet4INNH1ipTcgyuiPTgui4LhcdZKG4j4GnDcvKYdgbH1ZCEcx9DaaRyKNEgwi8lC1pOkZCngpIxjF8t0u0LMFHUyGqL34HN9e840+l+a/GqI4B6zqaccIl2vuqaBkA87qGnO0QkvEjYFEUEVOD15/S6hrnwLPkDUEghcYBltX/3is47Zd5KaHYVciGOZARxRQPBUXBxT5DAlYCLVWwkIdtU2iJDEQ3b24ciuuAKFGyLVsvLQlomXFJRqkoUr18g5xgcLXbj/kcPwZJGoDpLsDaLng1x7+//MUZhccVYztgcvi/NqutPd0M0rahn2WVxars0tAWVnAkPdK2mw0qwdnQC4TaLaidObbSW8ZxBLOglnNc55Njs7wXbgoVElo1bujm4e+QlEcBnsLTl9OoGVeEAWS3PfCmM44Is2ES8JayShOEsPhO64yFVcoj7inhkh2jVFJsDX2BeCfKWd3yD5SvHkAPfQhDOjlyEIAjof/czLDTkLAiqF7QkvZsaWEgfJDibYUFJ0HmogvBlUTyVDWjZBMZEirryRib9HgaH9rASjUxbF5lpP5mcTUCdxh9bTlkf5I5kgerEBJnuTdTFo+zp20pipJtrt2zigPdysseOU5DqGCi9Hdv1EGyuplAq42T2Mv7QN5F8ldy0/A8Ie+r4ij2HZa1i/8RPaPe3MGQIXHlekXIpSKn5qzjZcThyDSEpxLzvMNrBCbYEz+f1H1y04o7/2CJ3BOKbBErjoM07pA7C3vsP0+n0cFBNMZgs8J4ffR/hdpeLlnUQ2qiyECySDBcRtJNJBK4MOdF4hsufzH4XIa3+avIHsKruXLg8XxlM2yRTOnM94ZcDUZTY1HMpm5dcTsxfQTxc/Wu30ojyu3CMHadte6YqjD5Xwt/y1wji2Y+/W7Gkir5+i5qqakzTZHxqHEEUuHDDRSRKeeJVNTS+4e1880ffYG5hjjZMkv56mqtl5rdu41PfvpVEyMN///ufv6okRJ7ed4zWaDuRpTKubTN31w7KEwn0+RxIwqLWqXq6UUJAoCoHVQUBxYFrDkpk/ZAOTiObLk0DNn0zexhb52fBLOARZObMPJNzU6weMvlBc4p5q0CHt5K4O0dOO4JmpakJX0tIXYJpZ5FEH2Y6z/yDe/G31xHd0HPmDpwCx7AQFOk546tNLWAkcxRHZ9GnkiAI+Ntq8VRFKY/PoVZFiG9Z8ezxtqMzkPg3VKWamG8jMSWIT9KZLZZJ24urD8s2XoWs6eXjVdOV1FGb3v866XRZ+0mBQO2rU0+psuLcyB38KiSzD7FINBfHSBBAIo1Pib6i87YKH2Zv6C0EtRBINqXwCIFUN3pwBskIkmp/DMkIUDV8NT0WTHg0FmSLh706iuCCKKC7LsfFMpudBjoaVRa8AqbrUC3Emd/tIflgB1bPHA/96QcwC4urOyMf4ORsC/d+dvI5BBDgo9/7N57+xv+QHB2nwqxi04BBYFRAHA7RGW4nraWpUKO8qcLBI3vYKQgkUmWGZxdfWEOz6VrWwA1v3fiyxmdZy1q++xdb+eKtf8667ov40WPfIOhZdPktlEJYrkTBUDGcU18lgcpoM//8+5/j8PA9vOfKt4BbYnoqSHPdgyf6ffZWuVahiDi7WLGk1ASCVyMwqnDpnj6+snoBTyjGjcczRPVDHO35HOg2xwd/TLytmgtDNzNYhkrHoDozRqNsMeavp1iaxROZY9zzBAeO7KTsRpgSOoh0HCIbE7EPx6iI+xnxbEAWbSbmxnAzWRpDmzk2PYOselnftRR/YojBwjStG1YyH/QzXK+y1LqQPY/eyngyS6J0mE0bxnhUaqTJY9B7t4LX28A+cw9v39yKMrec0ryfidA47+xazvTdFpO3LvY7P+qixDKYyQDeUpCLIxcz+6BD3FpFU7hEfNUuDi9JsWxNifdf3E59SOcXvfMYpoNHFqkMKAynFrNj42UvBUnHUNyTBO+XjbNnmL/9nldXDdiJhREmk6Nn7XwCIn/39q9y0bJrzto5Xx50TrL00yGqBjiPg3jdWb+qR5EYHBvk4o2XUCqXyOVz1FTWYDs2RrHAaCGHpOsUSotW1RlboDg+Rr1uElZFxrJFFvIFdh88ztoVXcjyc+e0xEKa+7fu4W03XorqOfcyMpZl892fPEDA5+UzN19Ddt8Adskgkc2jmCZ+R1ok14b1nN9KLFrHHUCxBeJ5cPMlJEni+BIJMzfLBTvqaLr2PKJqgLytse2ue/FZEm+oXcIebxbNNrmrmEc3giS4nHdInSjmFCCyuzBG1BSQ5tKIJ6o66YkMk7sfQG8MsmTVdWC7pLTtBNQOxLSfhccO4GuqIn7BYvx8yRhjauE+vDs7IW8jSBL6bApBEvFUhHFNC0c38bWeFG93HIPJ9K0UTJOJ/H4K1i7mikUa/C5pc9EKKgIPjHyJNy35+3N8h359eNUQwKknT8+us2yLxcftNQDUVLwF3ZhlYPz/e3ZbJLiJoP/Fx7b9MqbMHzBV+iGKHkFwJGQ9gqxHEBDRfUmc6CiyEUQyFmN8vIiYosh9Pp2IIxFyFrN9ARBgf/sMTfu7ae9thJvSMCMT+8QKiFhk56ohoYArIMgWriVx6oyqF87s39EKOtFllzLVt5+f7BqjrpDi4ioVbyCExzJQjDyareGX/UhAl0ckIECNJCDiUg776V5a/6J0AZ8PDZUtrOrYyMhsH6ZZxKeAR7JRJJvJXAV5w39aX3welf/60N+wstVLUNlNMfd1In6Z5rpOIALiUgTh7Cwi0k/vYO9n/xjBLyKnBLyeTvR6H32bjzFkRfDO+qj2NRE6ZjMbM6lw/pGiu4SMkCCmFfCp06hODWPFMo5e5Ht46I4U2bJUpZhciWqaZD0ppqnFk5slNZvDFSoIqUE2LWvBcGSSZhJdNMDvRTMNSrqJXcySEiymszJrbn4jUsVVzNgWjuTSKM2z7gYf3/x+O62tSQL1nUzNGpQzPq65dJJY/+/TIi8lOX+UbYdVNoRSrJR6GPiyzcLjJ/suKgW8jfN4mxK4O7rAcdCTRRzRZvPMBaTNCq5cl6T2mqP4JI2/vLSVP1KWsDuV4j+SA1zaEeFftk0uyqMoOpbknk7yTuUbz2O8WVb76nLx1UYbyBbPnvWvIlTN6razU3rv5cJ1DVzrDn6Z/AmCgOu6eGIugnTxObm2ptsMjx+joaYRWZaRZBEESGaSfO+n30ZVFsviFUuLMaIT2RSXLVvNtp3byC49j6uveSOyP89Xf/YUy0c1PvGGxbhJ07T4/H/+iJVL2xkZn6FQLLNjz1EuveC8c9IPgLse2kFnWwNLO5u57rKNBNIFCscncG0bJRriG8eOc31tHefV1mCVNdCeG9v6zFf01DWSiwCqwkCFhonDxsMZQiUXWytxUBvn6SWwOu3lgto2ug9qfDWwm/nwcVb7G4gLccKSl6m5n1PaCffVtBIOhrg54CXZ+CjZvqeIOZvZH70d0/QgJHwEHzEo+UbIbDhA6OBGRI9MIjxFOS9SF+hmfO5ORvofQ3R6Wb3pDynvnQBFgoCC77wGFvYfIeMcRE9PcOS7O2nq3kCVUovelWWvcYg2v0GlxyEsSWQNk6AiU+9TyZkWR5IP8CZeI4BnHd5fknCaesgh8t7fSFNelRAFmdb6P0USVbKFXSxp+wqyFHpF5yw4fRSUfqoWrkct1Z1I31hEeH4lwon/ABxcstj8SahIjRpgdTDErnyWHkUhIEo4wGAhz0RBp/K+RtgRhD4f/MsoJGV4PAI5GcoComJiW6evdGu6z2wRu+8rWylmSgzsm2R2eAH/2iaEK7uoumEV1p9+DyNnExYVJGHRBVApS1we8FDvETnmutzy8CeJxF55kPpcaoonDt9HWFLIuCYZXSWlPeNyOp0ddNfG8clFfOoSvJ44ihQAiotFiJX3I3je+4rbA7Dw87sZ+5cvIyfzJC+A0HEBe10LTnU9dmmW7cuqGN1Yz037OmiIJsgqZWb1D9EYi7HO9x0a59I8XRhlT+lHSIEuvtvcgTatsTsj4wlsoDsygWTN8Z72CSiaPFX/EdJWGWfSw0J1CK9UQqCEIBWJX6gTHevk0Mgglm1R1l0OJQdpkwXWReo4IhlM949CxGVJ9Pssra9hw8pqlCUfwCOO8j7xVorCNKsTn0QOhDFNiwwK6Ug/w47ItTc3knpIwXWFRVePbOJIJqWBGhxbQAqVsLpG+FxiK3+/ciP6nm7qvX4qlo4izNXiaV8AVyCySWdT1kvXDh/bhjOLAymCJTzXsvRC8MueV5VbD0CRPXz4uk/yjz/9+Fk5X1tNFyFf5IUPPKdQcGkDHj/j3nxfitCSRxClaxBfQPHgpaJYtHnXzTeRWFhcoEqCyIPbHmDbrm20NLRSX11HeXYMUS+SMW162ns40ncY3dAZHh9iUnbYOzOGuHQdd971EFG7zO4DvbhmmeGJWcyKFsZGFvBisGXDcxUgbrvnCYbGpvnEh95y2iLWzBYXtWvDL87tnckVuG/rbkLbD/JPn/5D3nDNBdgljcyeASJrOyn0J7igpYUKJYBoKqCdWc5HOMNKSAAMzeLq3VBWRVKKiXLr49jFMtPdoNeWyYWCbHvgUbYIK7nMjXFk+RFC6aPk5i9GunIdzoKAvODQoy9QoepM2H6k7WFimQBZe4ymDa2MqBMUR+5HtTZjZC0Kt5tMpO9l5UU3cVi+j9nvP4I3pXDzzf/NVGacqspNPDr4NSbT+/AkHS7R38v2A1+gyo5BJEMqn8HNmaQPjyAHRQrdj9Ph1/FKDsKJ2TBlWmi2gyKKhBQFp6wzmH6azthvdlF0tvDKI9DPErR5EW8Vi15OD5RnftMtenWiqfbDrOj87ismfwDdnr8lPn4pxap+bLnIqSJhAgImLt8KlNgpGxyQLd5ZlScju6iigAu0q14KloXtuLQoPpZYMTouceDKNGyLQcoDMyqMe2FrFMqLVj+77AcRVr0hysZb4tz4Dw287d9bz9jGTTevJlwZZONNqxAEgbHDU5S76ymGAogXLaX5ws34Q6HTSjWt9ctsK1pcpMp4/+lO3PxzZS1+FRzDZu6+YdJ7Fx9CyzZ58sgDeEUJE4eox8PShiZM+3TLH0BA9bKqUWbrobsRRZWO5u/hD37wxHFHwfzaWYv9m9D3MtU6gRkBo6UG8fc+R0HYT7m4g9Z9XSxYnRiiRq86y3h7Aw9dfB2qXEsw+xjr69oJL7+Z9vZaKoICgreftfIc1qYjNDZFCHsdNE2nKnsb3kSWWPH3aKGZcNhHIKgiuTrJQpD+kZ0QHmRLVYrkdI58yaCs2SDpOIpMWLFRkiPUmkcRA0FEycNtM3Eem7uMXEULbm6EAsu4Y6uHp472kMovxY1OcXDF53mq8DiT+QSJ9CNEr3iYe+v+iW/OfpfYtUeoefsOFJ+NGC4i+TXkqhyVq2b5h/NXIheDyJEy4VVTyCEdoSnBbFFnJFNCUFxuH0sxk69k31Tp5GD+kibei8HapjYu7Tq7osdnA9esuZnXrXvlsjRBT5iq8K+3xvGZIAgCkueDLEqRnITruouuStFm5udf4fjfvY/SSP9ZvXY8puDxnCT6W3c+TiaXobWxFdMySafnUQ2NOp+fTWs2sWHVRsLhCLZjk0kvMGk4TJdtDjz2IL5IBV/8r+9z9z0Pce/D2xkan6VvKotmeqgrukw+fADbtrEsm9RTvUz94BGOHhmib3AcTV+0xhn24jd6/sE9zD+874xtNlJ5Eg/swTnFhRsMBni/r4J32V4yu47juC7HSgrezSvwt9RiDClcW3sRa5dfgHHCmuk4Do4Lougl4PvVlW4UxyZSFqjNCMTmDYzpJHa2xNqjNr+/J0Iuk+FwRZqHO0aoKmWpmlqJNNZM3ZjO2DfvwX0oAIZCt56kMnqcWFpFTQZwNLDkAp4n6+nafh7xPetQUiG0iQDFmTz5Qo7c0ATdD3ewLncZ0UCAn/3Xn1B/fBX+nQKJXQexiiVkQUX1V1LrbyA41kxoz1pCW1fRWbOOqnAd+BZwlAI+2QVBwHJcTNchKouYrsPhbJ6JUpml4QAPjX4Z232ue/y3Ea8aC+CS93pIH3WoXCOhZ1ykV1doze8kBEHC41ZSZhrBWSQli3Hwix+7UdnmVr/OV0NllpsSLY7EnGsznTRQ5jWqGyRwBZxHw/jubWX923NIjSbRa2w8sQLd62JstK5GL9rU/o2XrV+b49hDWSzdYeX1MW74zAvrKdX31HDjJ67iq+/7HkbZxHVcvvKO77Dq6iW85w+3EL2wB3FdO/P/8C0CT80iODBmOpRdF8GB1EiCr2yb4sJNzVxf+SLja06QgWc++vfu+jGGtUgiVUHEtG2+8Sf/x1u/+EkOji5OOLIo0VZTz7Vrt/Dm8zcQ9ntx9M+D+SUgd2JkfSB1vfgb9AKYlvvAcCh2Q2BPhv96/yAXjjRRnzrCwcvCRA42UloSJ+TbxeSFJZaK76NMHYn8Slw1h+5pY2h8BiO1hctXr0NxFrhUfhKnPUaNtZPHjuV4SPhDVi6rZmTTDrI7DjKyJ43qV3jDmhVMTh9loZwnFDyE4lXZtKyWJw/P4ZYsli7Zy2hfB8VwF18/7iE0lEHLjdC6ajni7BruH5/CnjqAjJfLa6cpFqHgLrCnI0O0phLLWMtUKktxPk3neXEy+QVa17rkplOotSlCG4egdhZVlVGr8yR+vpbIsjmsjB9pzSw4AnO3rSe3v5X6Dz9Mhd9l1nKwXYdNnka2SnuRRRfBlTAd+/kH+QykMKz6uKpnJf/ze39EQH11fqjed8XHeejAHRj2S1v8nIrKaB2vW/+2s9iqlw9BEEC8BZxvP7vNdV2mvjePFJSIbmzAU1VCDkfP6nWzOQvVI6AoMDgySm11Jft795HOpHFch7AkYvh8+BWFmbkZJNNkbm4aWZK4vrmFaxrr0BDIdyjEKqrovPQqjj10N8fzRWzDYG5qithIHyvbW8nt6uOz/VP0HTvM73W0U5vTuKq1mu4/eBNCushDgyl+tK2P89at4QbFg2kZfO5T/8nmCzeRjy9lZdTl/M4giXt3YmaLiJJE5ZVrsF2XBw6m6ThBIgvDU6RaWxnLiwgH8vR0qUz7XUJTg5TTMBMO49U1snMzhDwyMa+HYnkKWQxhOQXOFIcpi168ahV5fZqCxyb8zGMnRVEzLvGJPMebbWaHRxjK+GmbbmW22k8kPYqnpCFQjZPVMQslvEKQdMDLYXmEqswYdWsDKH2teHK1xMX14HMZFQ5DGRL5XsyZ1ci6jWpVoRc8GEYS0fIiSX5a9fVUC+1U1McRZRFhbwDbErAo4kXC9BdJth1HEgWcgoMqBRH8Iq6waAENyjIrI0EOZwuUbRsBkHBxXeclLxhfjXjVEEDFL1K9ftEg6av4HRjZ3xIsWfZZjm/9LKIjU1BEDtYo9CxY+HWXeyphQlx0fQypLm8te+hXBAoJmZoHmnj6vccIItGysxG/GSByxEvjWof3dl4GS0BFOc1FdsOnmrjhU00kx3RC1S8t2PmK39/C0ccHKKYWrTaHHuwj8O13IQUXJ+Dkx88j26NS9fMpLnbhksDiqt2dy3LZHU9wf/tbWReSqHkRsiuiIlFz7cnayYeHdz/7b9112NRzBRXhKr74vj/ja/f+mJnUAn9x8/u4ZMVJkTrH+BoY/wqcWj5MA/ULL6nfvwolJwW1IOeh3Giyf2SWS4YncFtspkdKuLk0uXt72H3xAO1eCdHRKeWzpBISO2cMmu0HiHub8eUMDEshFS0zFhSpsCdwMzHCQYPGTJIL7/ou+vpGjm9eoGJ3D6WUieNYfGjzQQ4s9KDPixxaaCKj76IxnqIyPItnoMSbLmtm20E/nTXjVPvKPHL3KCVnhsTYPJ4lm6iUK5GitUy1LsWeGyPS2MZDw+NYDzyOx17gsksX6LmwndfFgwhKHG9tine/uwKPXMCWdAKdGqIIgihSe8sOcERwBUTVRPSaGDMxKl9/AFmx0R3wyCIF3SFYn+fTDe2M/vQoqiSSM2xGUi9MlAKyhy++8d38/uYrzto9PFeoidbzP39yN3fv+hHHJg/QP30U3Sq/pHNIosiq1peXPHVO4Nx12p8CAv42L6nteeIXZqi+6tsIwpkFjV8uImGZUFDB7zNpqm+hobaReKSab//kWxSLBTKmRU1zA6heRo/uZ3hi+ERcHMyVCmj5LC1NbUT8ASoDfjJ9Bzjg2IiOhW06DO58gojHw30TU7THK7hiIc1yOcADxwZYF4sxcbTAvf5WVoY95CaOoUbayOSK2JbLzEKaZW4N3nwFo4rJgfkSkwWZS5a24fYOEV7fRe7QMIdHixi1LdiihOTYFJIO9QsLKCUPdXMWhb4kquSSx8B0LXpb1oDgsiw5x87EPFc3KETCXQiI5IqneopOwqPG8XiiJJVpjtfarBkViTpxYp4uhuWjjEcNXM1h6aBIZa6IGVKpTJYZWj5BdE8jEn4eW2IRkhu4brKLO1ofp3u0kuqYhOTJIlTbVLEOTBfHMemxLibnGSYUC2OZArLoQxRKLIteioOD4DpYQFCtxiuFcbM2hrIAnQmS02WmJsZoj6xHR8c31MxY4zbqbluNuhTcmixGhY0vUgLHRcXFL4l4RBHHdZkqDfLA6Je5tvVPkcRXDYV6Wfjtbv1reMUQRRGvWINNlr4KmdGogi4JSJbLUiRq3QIFEbyiRG+th0ZHZk9llkO3DLHZ38wHKjZT/eUAS8cbyKV0mjv9eMVfXbarouXFxemMTZRJpy3OWxmk6/x23vAXV/PD/3cHsPgJuuS//o4b33spn6y6hiXxjThvXUfy4kHcv7ob7+QiURSAzUPjPFEq890Zib9sfekxQp94yxcYmDzCVHIEgI+96R8AWNu+hP/5478984+cNk4nfwAOgjsHvHLpkCef+BSalkKVoNSpsOBG0cZj5La4iIJCT98UO9ov4SK9yNgvruSxi5Kk1v2EJTQwP1lDoghLmut4c0CgoaaR0cQELTmdXHuKVmMLeaGaSCxM49T/0DIzxqaBJAtzl9OnWdRFBBqku8gkpvHN5nhwZBkF0aK15SiresaRsiaJSCW3b3dAtdnYuEDYozFb7RJkgBsvGWa4rHBZXKW9JslTUoTGt51PW3yYBw6G2T1TQg5vYETMc+XGGfaknqbhjlVccm0DZa2AJ2wjewSMVICJn6ym0NBH+8Y8vqiFkQij1icRFAdv+xz+5eMgO3hcgbmjMfoO+rn62jILsx4m0vupCXtoi3lfkAAKwOH/9y80xqpe8b37daGtups/ef1nmM/O8rMd36Gxoo3/uOdvKRulF/4x8JHrPnWOW/hScbphQBAFopuDRDcHye0fJdh2dskfLFoel3QFEEXYn1u0CqmKSigQolDM4+IyNTtJbVXts7TomXS2nbNz7JtfoK2thw0r17GqqoqaZWtI736a1qY2gsEIybF+llVXkdR0coVF4XjdcSgWSwxZDhWKl6H5BVIZODS6QLmtkoJk07ilkz/+izsI5kX+3BPH01VmTV5CHXXIO6M4TpH0jkk8GYHKiVHMvAcBEQEbJaWTu6uPYCnLMcFDU7ieaselEF+ONbOD5oVpguUC1fFmfq9mHYXiGIaZxqPEOBP5AwldT1EqTxMSoWfOg9+WsdwSjmNQpYdoSmdQDVBtAxEHwbRJV6g0lMuIHgXJUpmP66h5g1xphNcfCoDtRRAilEYbMXMlMk6SmFSNoFvIoh8BCVXwInvChNRaKj3nMeY8SD41R1huBVXGyudIZBdo8a1kRNtDXbmOUtVxfBMRbNPB9ScZmNxJ5FglcbEZ0zeM7mrMHzAIbjBQfQoZzaLe5yXskSmaNpIAI+ntLNTcRE2g86w/c79OvEYAXwNqqIpSOcvKeQtdFhnBZCQu0z1vsdwTY0y08eAB08+bIsv4cDRAvRLhgkAr6jMroOVQz9nV4br9rnmKRZvd+3NMz+jctLH2mTLDAMQeNDjiOQwfuwZBEJE8ItXNSyn7tmL5y8ilxY+VVidzeWEb9d2XsBhk+tLg8Xj5wh/8H7c+/nVu3PxuqqIvorST9ZkzbnaFhrPjORBEysgYoVWUqmwOTtZzQ/Agu8aWsqaY5Q5PJ4GWIhlDR97dQF420A6GGDjuwyxoUJ9jz5UpSonVjG07RjhoIBkaLRXv4fjsGGG/zNyszlF1M/LFWZYOzzCxcQJxIEClp8RoskTOA5PaDTT0tLJX/QUHo62QljjfdxRfIMvVHXfzv31v5rH5S6jwmWy8YS8jcyph8QjrYo+QXFjHQuA95IpTrIoMsLJhlv1P3U9FuYqqFouL671UBGvoau+kPCqBbGI6eRYSWepCVaRmwSqqVCpVeCszCCKEVk7jumCmvdipEMlHVqBf8SSW4zD88ApCho/jqV2MFw2KlsNkRntB8icCV/esPmvkz3Ushnd9Bn+0m28eCdBWW8+7LlysxPCMtt3ZTC6pitTyoWv/Ct3USGSnGZ7t5/Gj977g71Y0rz1rbXilcN0zux5FZdGiH1qhYusa0jlwyQuCwOBYL4eOz7Oiaw2V8UreePVNPLjtASKRKAePHiCVSRFXPaiixHS5jIiAhYtl28xPjzKj5Xh6oYfeqQkEAdaft5HW6lr2ZudYFQry/bk5Pr13Hy3RKAWPitW+kiWJKY6nNcQnH2P+prfzZn+K/fkcqWOHmMmvZFVFByV9mPHZQxycH6CqbQOyDLMpg6ggUfH0HmzLxkCmzZ5GlyRcx2Qgm6ZWtYlJMrrrkM0eRQYEoRFJ8tI9NQ5YeH2L3ypZ8qAZKXTj9PKCLi4mEFTCBP0tJPO9eByTqryI41oUFYdcfheSILF60MFvSThIeL11WHaZ6NQM4lQPLmALOu890IogiBj2PIItYAOOKBLPR3Dc4CJ9FQUeqz5CTdKiGS9BuQLHKFGQFjAjKYp1E7SO3YyYK5MsTaEJOao8jWTlJE5GJDfoIBmt2FIS1xtgNLOPueQMBdJ0tK2jONrJgZpZ6huTqL7F+uxRj0zOAtuBOV1nZSTEbDlDVI2e9Wft143XCOBroHb1DczsuwMpP88bAuuYUGWeSB+joe08PhlZ/qzcwq874/Hqy+PMzRsUCjaaZrP8kjZ6Lmjn+JPDCEDtbmD3DCMXT9C25mQ8oaDZKKKHYpOAkjIQTZDlLNkjR2DzxRimzXv+Zw+Frib+flMNa0IS6ZxGLHzmycN1XLwTCh+6/JMo4RcmkK6bB/Y/z96zM4YbL/gM9yUM6mdKJOJLqJzcTrx2jrp0gX59OXIgiHwoyZs7+/lWy2XkDoXBDVLwGXhkgVbJBGmEAf8ssZo1VEfXUHJBF1K4hoshGXiCAeYyIX6Wupj40jC1ox6klqP05IocToYZMmvpaAqhxmKsZCN7xB3sb6piQOtiy2gRj2vTGD5EY5OHyZRAyl1JVo6xp3cc84Ig+lAtlygBmpY0sPPoAWaHB6gb0VmupfhA2witcZlin81dhye43kgwGfbQe2grS1d3kk4LPHzAINQ1xpbYBnKPrSB+1eET9wuM+SBKVR5/UxqvRyIa8DF3/WH0RJDbp4cxrBM6kS+iGtrP3v8Jruhe8cIHvgi4jsXovs+THL+PyaNfZ43hQU8oHCpsQsuPInvCBOPL6L7oP87K9U6Fqnh546Z38dX7/pFrVr+Jhw/e+SuD2cfmB1nS+NJraZ8LCEIQeP6wEW1GRwklgXMjy1NTFSMxvwexZzUgIUkS1112PelsmtnEDBMzEyiCyIn6ADinkNWILNEeDJBJJbC0IlnDZPvuJyjX1rNvIcmj0zN0RiJUBQJ0N7cxXlnHgutiVTeRnTtMVW0nmWCEg7E4T95/Bz0VcebSSd7TvpGRQA3HF/ow/fDXW39EjTfExqvfQlehRCSZR5G8eOUAPk8lTzRVsXx8hOlUipncHBfU1hL3VaBpM4SC7ZhmEcnfiF6ex7QyaOUpTCmHbedxeK4om42LiIDHE8V1TRRBxRJcDNfE40qE7MBiNq3kIefmsDCQEfDKYTRbxwIsXHTZwG8ZyEjIUgjdTQCgyCFsuwy5NMgipuAiITJa6bBqSuSudbPItshF+zyIjoRWO4ocjmBUpfFpFWhakaIwQSpq0iB1ErM7CQqVjLXeTWiFxljqJ0QFhYqqFQSqVXIt23Akl0qzQNKUiLsuMiCJAl5RZLRYxnZcXFzKtolHOvsW5183XiOAvwK27fLvX89xwQaVCza8OoO9zwZESSbStIpyepJI82pisodVDaev/n8TchfLlgRZtuT0bR+/9QP8UcMnT9v2hZu/xn+NfB7zx9thKoX8wcvR53J8w/DxltsfIeLVqT4wiBEZpTeo85EvzvJUXwLP0iZGb5N4XVeMgfEUf/jWtVy9pZ1fhp4oYiQ1zLxBxZZfnQ0HgDv1PDu6EcWzUxh+bzLNzntq6W5XufLnt2NVzrGgeLjH2cDynm56IsvwF39EqeTnHct7+ZsHL0EQwbd+HistcmFAJZCeYXimir0ZP+31AlXCHLp0Md62WXxSkNTkYdZ338btg5fSPyLjkRxqCvXcWwoQ95uEInX4lBkGhSTV3nou8Re4/H+fYKgySMfra9k5GsWQHBILM2wMP05qoIkpoxmt/krq7BYC9bO08wAXNuUoDxzg0SeieB2FSxtVotdVk0iV+ebWJP7ZBXx2mvn0IHlXYifT1I9cyei2NA8ln+IPVmyhssLP5Zvq8U97ye2rw9c5RfyqIyg1KSTvYkjCplUCRxNzvF+uI6eZ3N47j2G5v7Iibk0wzOGZMR7pP8S/vvE9r/g9MPUMCyN3ohfGEIGIogM62elHgEW541L6KE3nfRxf+LnP4itFNFBBW003yxrX4LgOjx++F8PRn3OcR/YSD77K3N3iFnDu5Jm6tKft8voRlHNXQmz9qm7+9TNt7NidYSaRo766nuPDfTyxexsTM4uFpE3XQQuEwEgiAH5JQhFFMoZJyjTJaAbrKyrYMz3FXGKGvOAQkGXShsEtHe3kbId7eg8zXN7FBV09VMmwPOJnqLGGYz/6H5AUrGKRpeEQbirBsMdPTDK5tH0JO40SbksPuaMHKSk2uySbZrWTkDfAV+UkN3p8LAQUYp5qVsVlcsUyactGskpIohePHEaRg+h6ElnyUXaKKIIMroXFmZetAgIlSUAqjiKLHmxHJ6uAx3XJSzZhw0SSFFQlQp2vnnT+OLKokhbzCGb6pKag4OJKgCiSL41goDHe6KcsWywddXFcHcFVEV0opHt5x+EOQoFKau0R+uR+Mk6BDnUl2kEBJZbC1myS6i5CXoON2sf53uohusbbaDQFksZ+qpsqcMJzGBMR4pVVyC0KJd8ceECxF0WwTVfAciFrmARkkYAs0+r3IYqLxpCg/Hyj8tuF1wjgr8DMnM2hXp3Ht5fp7lCYmbP520/E6O4492rtv24Ea7sJ1nb/ppvxgvAFvPgjXkrZk267ctqg9/EBugsablFH3tJD0REYe2ySRCBE/ViemTeGcXwC9t5eRidKoAkY+4foA/q2CwT9Mv/8/505uF+tCWBlDY6WJQ4fKHLJeX4EQUCbKaAnSoRXVf0SMXgeTTn1b87KGOwcWuCO6WmOTcuEevsIT40zt1bEjYvc8OQ+Fi65gSoxwLFEG7Mt44TKMwR9FyLYJurhJbh2nmVb7qVDDuOjgX1SmOO9uzhkOmw5z6W/KUmVq2AVjlFSFOJCjqwTIxaror15BceHe8maEpsaFtg16EEtR9lZtY03zlYTdvysPLKStNbIdNsxjsYDbEnMMW8oLLGPM25orK89RIPvKuar9vOfP/Rj5A/SGkswU+fj6bkAd0oa+hNDXLh5FdmKN3B+3b2EH0wjPlWi73wdpaeSeLoFIRpByW7l+6W7+OS7ujlW0vDN9dC5ZgJrOkZg2RTPKO4sWrBhWU2Av75vCI8k8P4N9ewcy7J3+sy1cUVB4E8vvYHZfJpk6aXVz30+CIKA7IkBIyf+fu4xrqNz6IG3sfp1v0D1n50FwzMQRZFbLvkIAJWRWiRBpHfiAB7Zw9BcH35PkM1LLuN1695K9YsJdfg1QvLcgq3dy5kIoOAB1/4hiH98zq4fCStcsiXOl77ZRyQYZ3ZhjtGJ0VMaIaCXikRqG8jOTlHpVWkNhbBdh58NDeNVFB42TVzAdBcXHktjUXQHKkNR7jh2hMF0ipA/wNjIIE2rV9EdkQkf34+ZSxEIRzgiy9T6VNLlMn1zR7m6oYKEbrNL8dG2YgNV8SYGH3mA66I+5GgVY5F2nGg1R1yJlh19FLwLSK7C4ZyOcPllNGgaK0YOME6eiKkRUmKUZZ1SvJbako6jJbH1M4VISEjYhGwZsLBPLCLCJuRVl5AONhqWpSNLfgRBRhK9WFaepGwRlRxsUaK3yeG8kcXkrYI2x1S4hOlVqbbj3NUwTOeEB7OuDsMjYxYSiJqBWJpCtHTOP2RzvrSEbK3Dl1of5e0HGolnailLGSqs5cgBH0ogxIbpPLtnf0ihGETvnibZn2H9sRvw5h3kKovcyn4ej6+m0UqzTBkjKFWieUM8ZUdYKfVTchxs16TsOIQlGVWWaAy4jKR+QHvFLefseft14DUC+Dz4wz9P8J0fFQEHKZ7ngcfC1FSJvOMPDarr4INvj3HT9a9cYPg1vHRc8LZ1HH18gOnjiWe3bfv+TpZ/8+TLWA18ttWDL+Zh8KJqirUqgUmL7EYfH42H+dvPJtDK4OKgyi4VqkFjTfCM1xMEgWBPHKm/jKSdtBfl+5I4mrW4z3vKq+T0cVqwIgBBsHeD8vZX1PeSZvHl245gNXv4veldbEkdRXAFjHwMsa1AnT/HdutnBK0LuNcncJPjRQ3YNARnGM9WEYxpKLLDPX0tvOWSDPf7ahEsialchNpQipK8kbVzJaYSeZL5RqzYt1lWPU5963XEKxtYKCWIVy1hKvc4Dy8fZGXFlfjnFZqnB/jFWAc/j7yBj2Yb8ecW8No2nTNBelpn8ZRz4NfpaBqkPSxRJT+KGfPR8QaRFDF88hSXXzzP7vkAxT0OC/MDjIyVaNEaubQqhNlZYPKggE9r4Aq/ysELf8AvDuTxorA8kuX6LSIPz9ocq+5nSVuQSM84jgOSvFj3N6db2K6L4MI719QS93sIqxKP1Pixdk5zcKb4nLHurqpjNp/mCze+6xXds1MhKWEs85eTg54LIz/MoXtv4rzX3Y3HV3nWrn8qmivbuWrNTVREanjf5R9HVV7dXg5BqALhbeAuSsE8Ey8J4K0EOPfivD6vxNoVrYxN5nl63w4kSTpRtQpwXWRFQdDKeASBsWKJpKZTtm0coGierKzhArU+L29sbeG/+gb41M7dRH1BOkIhdEEkGIniApPFEjOaznUN9bRVxNm+cQtdcxMUczkyepHenMjdqTTztsOlDQ2EcyZXNHfhI4fjlpnzaNTJYYYf/Bm7Uglqu9uJe71c29jCQEmjYXYAcFHSfRRFCckrIToGsjWHKEbRzDSnL2glJFElGGihrE1jmAVOLZljSxKu4+Cw+PUzJPCYeTxKjMroedhWmTl9F7PVIR44z0DRbUQHNk6Escwi4ZyFKjXjy2S4eVYiZ8ySiNbjyAqNzKFkHXQjQ7mYpmyl8QWb8JRkOhM+BI8PVazBFQ1c3aHUPIB3up761BCG1cCgsQ17ZpJwpAJMA7+vilJ1BUnvAnlXJeXKuAJUCAUCrkZIKHJIb+Qq7yi2K6E7DtKJcCjbgZnCJI1RDc9vsWbdawTwDEhnbP731hOZcgLYmcW6tXPzLnPzOmp5jkO37eaz98T44z8I8t7z1v9G2/t8SKVstj/lcuWVEnv2ODz6qMstt4i0d7xq9L9fFm75ws0AfP51/8nxpxYtKbt/foA3/MXV1HdVP3tcRU8t5qVLcfcfoGY4i97sQbJ9rFsmcecnTb54r4+tOw1a4hYfv6KIV/3Vlt11v1StJLa+FjNrnE7+AEG+CVe9HfQ3ARZwA0gKgnzpK+673yuTKRnMjZWZvfQivI9oHG3tJnJzD1UMEnQe5rDfJrdzClsLcW9sA/FhH5FQFCnnIitFYn4PqrSBL04Ps6A5CFqR+oZjEKhjW/IR1LYSVRNryWQzLIQ2MLlQQm0q4oYHGFYOMveED5+6QPleicFlh4hMDJLKNhKIZpmaDvG3tbNIHSM02nEuqtS5pmWCsqHx0FAzd0y18ZfR49iROapVL9PWPHutMMF0lF3FdciFVsRNe8i6Ckt3Z9ky8ENSuUa2Vuhc9Uch3lTrZVLQKfoMHL/D/y7Mc3DIw1Xv2sV739XKlCyidIfQHAfNdJhOelle4xJQRO7uj3L9kihNzLJvOkfU66WtIkSFX8YnC5St0y23mmnilX91RvtLRTHVi5YbeVHH6oUxlHMcaL6x62I2dp2bMmpnG66rAcNn3imAa83+qjDBs4YrL27kgcdmWdGzkv6R47guzC3MosgKXlFinV9l6wmOX7CfX2OyP5tlvFhkVSzCRD7HtXVRXCfCbaOjNHs9BGQPd0ykqA1V88T8NKW1F+ALhBgHGq1JLg93YWlTvKG2jsFMkR2/+AlZ0+bvNlxIXjM4mk5RFY5zfiZJrPt8sqUcARKLWq92hq6xk3HKCmBZJrniEEFPJX4tQ1HIIUsBHOcZi6sICLiujaYnsKzSYmaxKOM4NgIuKiqS6SDgYvt85Lw6gbxLyc7gF2pxcIiVBWyjSLSkoskeLkq14wl4SOf6CNlegoaPnJTCKGWQcMkWRyiEPPRMl1AMP2o8ztTMIQLBNip97ThGjitGoa++zAMNvVy+q4BHjaEFJvBGBjAQkaQGcIK0r2hGDLhkR0cRl8xQ1i+jHElTe2gfzrDG8auacUIBloiT1JKj3pfFRUASICBLlCwLryThAvsS92AJfi5p/ug5ec5+HXiNAJ4Blu2e8O67yA3zWFMnY2G8S8bxtk2TeHA984rNp4aKLP2/QbanjvEHHVcRkH+zq4F0ymHfPkgmHf71X1wcBz7/eQvjRJjP3j02n/s8LF/x200CAT5xxx/xmUv+jen+ORzL5VMX/gtfG/tH1BMxX7brMrJvAk0L8+iyeq7Tj+JKXpSSgU8xuHptFK/kMDZskCu59N/xl8S7ryBQ042vovV5r+u6LtguckhFDp05KURUrseVS4CNIJzd16xnVSVj/XP0J7zsar+W9yxsJ7orgL/1KAO5RmqDJV7X9RhDiUYef2IDOV8JTfETiQSY6JujdalJpLJEd/YSRGmKrLzApoZeepNlhos29Jqs4uusW9tA71w7/fNRZHUfV9fu4hLH4YJN6/mfhxx6k+2MKCLi+jnE6QBVYoHAfBkzYuAqAllPls6aPqbyeeq8bTT7AphTCgN1BboqTWRZ5THXx3AxiDwZYjxs4xcLjHgUwp4Y/voYNCqYxXF6quPMxmGmNMdxM8bWsoivVmSqKkDcMUh4LH6yu5cbNIsvjNWQXRvjcMrg+5f8f4QCEpIU5/2bT7CDGHTWw3whxz/c/wM+cuFVPDZ022lj/Ppla/nb697KqvqWs3bfXNdhduBH8CujDk89XkD4LdcZO7t4rr/csVz0aR1vk0ph8H+IrnzdOY9XliSBipgX27Hw+wJ0NHfw+M4UtVW1NNQ2cPjo/ue09NSy0s9gMJfj1qFhhvMFVFHg/olJWkIhgrLC04l5VsRnuKahki8eOkLcI1LzxEO01bfSrFazK5FmfU0FP+g/yrWNDTw42I8kwMp4jNH0FAXLoi1STbwAh+bHuKSlDn+4glxunsU6Tr/soQD5RKk5w1ysJb1o6Trp/nVx8Hmr0bUkhpnDdU1AOVE0zcDFRZZ8eD2VGFYOHJumcpCym0KyNJKFfnQPeBwB14F3729EdgVwHSxBAxwkUcErhfD6lqJJlUyln+b88Qhln4whOYQ9dQTcRloiIfzeOgRBIm2kmA6XmYzYqGYZgkHyskvvQgvRmZ/StraOaLmRtqobsUKHyIznOWYdZmnve6g2R5lLjlDRFSAQV+j1tmM4AkuESQQBDjjtRIQibcIcEgJTJZ2IR0YUoMorI6D+RhIkzxZe+7qcAb+4v0R7i8zAmI41GwPJBmtR3jN29V58bfOYmRCl3jYKVpHPHXuYkOJjpn49naHfXNzM1sccfvADm3wORkfBOfF+G6fEeE9Pwx99yOaRx0BRfrtJoKxIfHb7J7jrXx/mZ/9wH7Zus+17O7nqDy4C4EjBYc+F5+EKDpXZQ+CZR9b9FIMVPDAdYWyumSXNCa5e0Uu9qJIqi7hH70fPzdDwPAQwezBB/ugCUlCh5roORPn5x3Dxo3D2X7G/ev1ydn1pgRHNoTbmJ6GF0bcNEtzhcGfDFjxGhiVts+RLb2DTmjYO7d2OEp6jxi8jR5JUMsAKdZT7Mh+gFC+TXppix5ENlHzVLI0PsFwapsJbohgfY/doDCIqomhzfKaJWyK9VHht1q1uYWDEQbYMkB2EhhzJ2RB/sPlHHBxvYDTbjpCrQ1hVxco1JpmZLKn+Y9ywtJ+6YJqhlEVdyKDFgWOOik8oUucZJeoZIpRpplMJUqwwyZc9fKUQ5KqIjpHTyJgW9xkWSVwu98xwxw0W9U6JNxppqh2X5fNw6XgVH6zIU1/XQWdVLaJw5nv0iyO7CfmipLQKHv6jTzEwP8Njg0d5x7oLuW7ZmrN+32wjj6XNc6bJ94z47ZxTzhkEQUUQG3HtZ/4WcG0bI2VhLJiEVqRw3eKJjOFzi41royzpqKe2qg7TNKitqmVmbprJmUkcd/HeBp5JAjkR9/fLKFk2R1NpLqmv41AyxXihiCiIdEbCtIVD7EwkeHJ2jgafwrWNjTw+PcOh+RSf3HgtlYpDuTxCXPVQ6/OxqiKKT5TYWF1F0tAREakLN+BYRXrCPuYyh9FiNQQlBdW2kCU/Li6WXVwkMAgIwjPPpcPiM2rhOCezxAVAkXwEY6vJF4cxjAwAjqPzTA0p3UhjCFlc1yYaXoYtgK1lsO0CtpnH71RjSUEMO4+hLaDbBo5TRpDDgItp5Slrc3iUKK7rEPbUIjou/pKN4djgFXFtB1FQSeePn7A+GjzRYyMIcOXoDJXx9ehZlVzmCcYbliC6HjrNEpPFOqxEMzMbxlii1SEme0n1NiC0NmFJBczGChpL2ym7AkQ8aI7IhFvJhB0kkx+gye8lZ1kYjkO9TyWsSOTK+8kb84TVan4b8TtLAHcU7yDjzOMlwKCxl+XeC7kgcBMAc9YY24u3c4H/jdQorQBksjbv/egC1ZUSbc0yne0y2ZxNIuMQvvAIpd5WrKyf1N3no1Tm8TYlqLxhF4JHZ/8D7azYpJ8z8nck+T32zn+Zi+r+kbbwtUyn5kjzIOBStpIsFEdZH/k8xZKH0RFwvINUtCdJDGzkTLOIYcDQoEtzi4vf/9s/y7zu45dz9789gl40uPOfHmTpRZ00Lq1jZVBkbG0Lm8ISka8dZ7vqoXdikJ4aifpGP4mCj5TRjmLGqQod5Y751by37ifY+pkD/lM7pigMpBbLxOkC81tHCXVWIAc9eCrPXQbiqShqJv/7ye+xzhumz+9SVaGyNb8UQTU5jzne0bmNp/NX8nTi92lwIRDQabmuBo8wy7pylsGxaTJ6BEEIEDTnaMvqyG2zLDjNqFoj44MB+rQe2uIJymnoXD9EMm1jZGpIFCPcNruKgL+IV8nwiUtG2W/UsXRhiJGSzMhEMyOpEIkRidquNEdLTYyPzzMW2kc+n6euLk/UdFFwmTN97NUFQhGZP5D68GYk/q9/JSNemxW1QbyCxCP2UQhH2SNHOJZz+fcaE9mNsC1xFSuMX3CLP8z/YpGzLHyazH/7mvns/Bw1YpErdhV58uoCt4/u501t6844ljet2sT/7d7GjSvWE/MHuahzGe8/h1U+ZDVCw/IPsTB654s6/mzVjP6dgrgSTvGqSh6JYLcfQREQRAsoAOeeAAqCwEff/wae2pVmx/6dpNJJWv0+BvL5Z4+p9Hop2RaYZz6HX5aRRZGJQhHdcTBdl5lSiWsb6llZEecHg0OMFgrc0NyEKApMlUusiMXIFMfpifiJ+QN8KBrBr9bx5xXdZEsTlCyLnQs59jvQYyYIuDYxXyWK7CdVzrBtbISV8Ri1fpClIAG1mZI+hevauDinzBaLlFUSffi9NZS0OWynjCDIOK6JLAWwZRNFCuK4BrqxcOI3i2XSZCmAIgeQHBtZDmDZeQxRwDHnMVWVea9IY6YA7mLdTdcq4OJgCQK9vlGaF2QEWcGVFWa9RXRZoCEtkTMnEFwo6QmSUZV4voyLy5UjdXQ7nQjChWhuiqmlg8QTwwxXtLAtWMOe1SrdRxeoSIUIaw6zPhVP8yyTvjBNmWrmojG65eOUfBLzmo6AB1V0WG8fR3JLGKpC2COzNh4hZ5h4JBFRAJlJfErk3D1o5xi/kwTQdHV6tac4buzBOfH2DRkHWee7BlX0M2MOkrJnmLGGqVFaeeJpDdt26Rsw6BsA0/Ty5x8O80//kWNgRGBmpB5XMsANoo/VYibD+JeOIXospIBJYGM/o6ZM0dKe4wJ2nMXsw1diIj608F1K1gIPjnya3sP/ydh0kVWrUjQ1lSgVJfoefSdfenqC1OSibETj6mFqlzzFwvBqHPuZGKaT16+tg299yyGfc/jjP5FYsfKVWwIXJjW2/ySF64IvKIAgsOySMA3dvnNuHs/M5mhZ1cB0f4JA1IfHu+jqEwWBG6sW/310cycTT49xMBOkXpgh4K2h6FQSlIpkrBhzRjVXxbfhAuXMHK5jPcf95pgOalWAyLpq5u4ZRpssUDicBFWg/UPrEMRzT6azeQ3fU4+xvXUz184O4/TpHG/eiIbCU7QwctxP2vYTiOrUex9FN5tYFrkMVekhq/dRe94omRGJ1bVB/Mr93J1toMVfpLTOpDHp5/hEjmkzRF5XSAzGqRpxafb3kSJOSfGwof44dx/fzBXtc6wJVNEa6GPXlM3OY5toqkyxakmSxLyfwmieKv8xovHdTE/nOTDTzTbjfKqX93NzcZAa8miCwjJLo9euoHUkzEC3QU3JYrq1nw1ymqOmzMWmzOfzeb7TXMfPczrd+TIbLJEPmNUcD/RR68jszrQz5ZXRZYFH1phUJzO8P9vK7PQsG694/qorcX+Qj11y/Tm/Z8/AdV0Wxh988cfbJcrZIXyRjnPYqt8uCIIP91SHqgCSX0SbN/BWhcB5HMRfT/3i2hqVN15fw/q1F7L74NMMjJwenzhWfG5iUVCWUUWRpGFgui71Pi9v62jj348cBaBoWfxgcIimuTniHpV3dnSwbWYWV1CoDVTw0ZUb0UU/j43sZWUFIECrV8JBZbasEZRFeiobOa91HZP6NM3zwxhYVHjjeLVZnk4k2D0/z1+vWY1lFxAFEVFQcAURn1qPps+BIC4SQldHknyIkh9RVLCdMrnCwLN9cXEJ+hpwEdCNBbxqNaaZw3Y0LFtD0+YxrCyua+HIPhZ8eaJFOFptkAtIxAs2fvOZe+niIjAdh4LPwR+sJ12lMuTtp785h657uWyPh1axB4/gxbRKlGviTMaKNGfTKIEqpJKXXOwwRb/JgaY+1MESl2tBEkGZBUNge+s8UddP0ddJwLK4qThNgztLUUzSMWjCahfkAK1B+VknuW9+CluzcdJllDW14EKFqnA8X6JgWnSGaxF/i2nUb2/LfwUUQSVhTD5L/gBsTO7Nf4MOz2rS1hw5e4GENUap7PCN/8sRi0g8+JNaHt+h8eBWjZk5h/mkzdS0g2nVIHg1cECOF4heuxvHkHFtCQQQZQcUgwvu+Cz3XPcxGgMns/Y+8PEFgkGRr3yu4kW3f6Hcy2ThSY6mfsTA9DiabhIOW2jaNJqQBtlHIJLEdC1kH3Rf/h0kn0HE+1EKgyrJ/ctxMxo+Y4CitPzEWZ9xOYnMTMP550MuCw8+6LwiAmjqNg/9zxzmKWVGy/nFF/rIoxlyWMjVIp3RAOI5IoK+kJem5fVc9r7NDO0d59ZP3837/uOtBGMnK5M8emyaI9pV5KfDPDI7hy4EWVI1ypraXh7qOx+l0U/czDGabSJi5Diy9cesuOwdJ9wii6i8eFFs2nVd/K0RckfmwXJBd0k+PUWwLYq37txaH6orguz62LuZ3Vmk57J6ZkeKuMcsFmVaBeb0SlRXo1M6TlFvxLErUNMjiMY9bBtvJ19ZRzEVJZlQGM+uJamHWZE7xnneCSxvI1d1HyRfEjhUEcEebWJ+tIaawHIW0jphd4rqmMDrVx7m8Fg9TwmNVNQdpGgFKTl+HCFDXb3JpusEHrw3wvkrj/NodTuHSxryjmbm/FV4xSl0S4GSzLEj69BXt1Nl3oFWWyIQbaSupgCWQp/lpSzdyOr7HmQ6a/Oxz8ZhKsI3Hj3GP0z+iB8sC9Ee76BbGmalNch9s63YCIg9Mf6yvpLWGoF5yeWme/+VPW//p3N6T14skmP3MHX4Sy/pN0cefg8b3vTkuWnQbyFc18+ZZJa8lR5cW8cVtvxa2yNJAgPDY4iije28sFv/nZ0dHEqlObCwwHmxGFc01NMVifDR5cv4r6NHaQoEmS6VWNB0Prikhwa/H1GU8Sp+1lRUEgzUEELiaE5nXW2AkOSia5PYLlhSFbhJZAxCpk66bOIRBXJ6FtcdYtfsNE2BAOPFIl/tPcrHVm3CsDIIgoLqqUAURcLBTjL5I8+21zBTGGYejxwA5BNFARbnVQGBYnka/n/2/jvOkrM884e/T8WTc+ccpntyHs0oZwECESRyMhgwXq/9cw7rXdv7ru01Xodd2+uAE7ZxAIMRKIEkFFCWZqTR5OkJHaZznz45V3reP05P0ignBMvFR0h9qk5VnQpPXc9939d1I9DUAKYRx9AjFMsnAJdS9azYya+20W2HcMnRU3AZMxoYjrKSOG5e0aeHFFIVhXWLAVylRqDuwwlX2JIuc0+fzUM9DgOzq1FQ8aIJ8maDaGYJO+Ng2ePkExm+GPsGwgcXqS6tV0R5OjNAyTJIJ2a4WJ9lWmknRws79GM4oXmcegez49OkF7Ps2DJMEAshm2/LgucjlnI5+fgMbaNJqo6DqSioioIqmjWTGot889jnuKb/d4j7Ol/HO+vNwQ8lARxv7CPD9HmfaZjk7SVO1Wf519+7CGtkia6PpgmEFa6/MsDwgMYf/1UR0xB8+c9b+PX/mWV8ymGlLhYJqKkCXilI4eE1hDdPUXp6iPjV+87swzbK/Kdb7+Jnr9vEde2bAOhoU4mEXz7BWqzs5VuT78f2qnjSRdNV7r6tl9bWOjfeOE8sZjMyUkRbsbcQAqafeQeLJ3YRuSaNUi4TXnWUlukvEdC3cpzfW+F+Zx81z4M9uwWf/0mBzyfwPInyCqNXnieZPVJi7z1FpCtWtu4CArli8VmvwDOLBUQjw56DgnAoycWrW0j5X3k7theDP+LjE394M9/6/XuYfHaGUrbMv/zqrXzuLz+CoioUijUsW1IiyI7oXqJ6mrzVwiqO0Vea5NIeEz1iUFC6mVpMUXb8XKc9wu0PjPPuay7s9SiEoOXqPmLbOzj1d/tAQuHJeQq75xn4qa0o+hubuiuG4viiFovhEPmZRRqur3lpDY+4UQTX47r5g5Ra/NxWuJJF1c+lPUcIOCbliRhxafNkdRSQyFidQqGbklri7v0xLh6KcMmqKfaGghidBd7X0kog7KeeDrLO902SwQJ7TrUwL8P8bbrGe0NxPFXj3Rse58lT6/iuvoGe1AyrromwJbnI0UIn/bUsH6jv4QPiCKeKaU6Uk/RMBMiqOsaBNEqXRqPqkNLLNDSPTgTLztW0ax08PBLhqwGbyPQy0ZrB7oEo/9EyyT90xcg7LteTYkfXIrllhyfjEQwRxEZyXLWas/hqjnff/ad84/r/jKZ8f1OqkbZdvKBH5AugXhhj/siX6Fjz6TfmoH7AoKi9uOekVE93KWqqgD2EnAJehln76wTXdfn32x9kbnHpeZdrQuCcY1fz9YkJ+kJhruzs4D19fWTrdWxP8p3pGaKmyVihgKGq3NjVxWSxRN31WBuLkjBNTMWmWB5HIvj86kF8mmAlgYoqYCDgcttkmlOlIhuys1zZ0YGqrLQys4p8Z3qWjw4Psb2lBZ+q4rhVFBHExeHg8jTrkh3UrSwCFbmSZ7cVyaOrG+xMt5EoBbCdMo5z9gLYToGZuMfjIx4f31/Asc63ONK0EI5Tpm4toYggqBoteYuWvII4I7VseiKOTHv4HRcFG6mqyOIpYl4YRQQp9tiEkjq1eQtp1RHBBIvmAm1VBwUVf7VB2gfqEyewfR5tF22kqETpP2Vyb18as+BjXTpFV7CKliohdIFs6OSD8xT7OzFKRRYnyyT7wmii+ZQGFQtFUVl1eR9nbG6kRErJQNBPxXFB6NQdg4qd/REBfCvg1+dvoMFzmp1LsGSVf/vbViLZIZaj92E9eC03/WQ/AJ/8YDNq89VvVjj9rH7slhATvsPMNdIMVDYwcyTC3kM+SnUXUQriH57BN7jIuQJP6cFxe4LfP3ySol3j5p5d/M//+sraxexe+mMsr4bruszP+3nssRSG4RIKOQgBnicoFDQefbSFaNTmom0VZg9chSIrJJ74LcSqPpbrOovaB6gPj9Abu52lsYupF5KAg6A565qb0/jiFyXLyxKkx2/+lmBgUGVg4KWJYH7RZt/+v6biPoQj/wcCP+bo7+FVVmHP34w06rhBH/gA2yO6/CWwBBn1Z7nz5BgJn48b+ocwVOVMetjxPBQhXlOUcOMNa7jvbx+lkS1zaLnCyd1TJNf08LV7KvQHCxjGPaxS0xS8AL3mErpwQEKvdYLZ/DBqNcuu6DgLVjvfK2zDb0wDL9zsWw8b57/PPZi7/TjdN69+we+8Vixkq9j7Ssi65PFvzCC9IAgJhgMNhbLjZ9OOBf7x5FUMlJeoOoJ4S52pWJz2vmmKaQVf3qOoBNE1B2qCnSMlUv4OIv4yj89tZK4wzCWrJniqdDMR/R9Yq/8tvb1xhMjg1XVEpE5LcIE5LUKp0kG52sBvNNjQdpyQk0ZTPXamDnJ4bgTl2Q6OGnGmttyHE8gRtjXao3mC65fYVaigVFUeyUQZUrIEVAcpBTurExzRp9lnd7HYl6FkDqDVajhOhSu1AtedrPOlVQKBywmCDOFDS1kELYdfvKfMo4M+vj3qBwmekNw3e4Q/2P8d/svmd75h1+WlMPXMF8ic+g6p4Y+wfOLfzlmiouhhkA6eU6dpG3QazYnUicd/iczsg6y/7h/fzEN+i8IPtAMLFyxRfSqK9mZHAFUG+zqZnFmkdHTyTBSwPxik5ros1c83Uc40LDKNDDf399Pq9+F4Lv/tqd2ETZOwrjMtJSFN5WOrhviX4ye489Q013Z3cWl7G+1+P7br8vDCAkORCB3+MIYG98wscDSf4SfXrGZXS5J0rcrqWBRXehTqDgmfj4ih8xOrRwgYEVp8p8UebjOFrvhImA0adglFaMhzyoWmU5KyT/Jwxww35mLUqFHTPSL26eidwliXi6VDqTGH4TWtYprUwsNzbU6LnjxZJq9B0JFoz1Ob7nMkGi6eVwU1jLAkuj9JWa3ym08OobsKOTFDWi6h2g6jkzZ7yt+gsPM9DCzBgf5ZKu0XkZQJSlOdtCUtioEE26VK9GiaJbODZ+IKo8s5ev2tKO3zqELSGygxXqkzM5Yj1h9GX/kFhvSeU0IvEEg8CbYn8WsqR4o613WPYluPA69Pu8g3Ez9UBFBKeQH5k97Zd/TsWJJM8AiJjiV8G57iJ/+/dj78PpV3XNtMFf7J755N064bNfgvbd3cOjPLe5MB7tqziLpvmYMPJIj8xL8jgvULhHxC9egOx6h7i9w+u5t3d+3gaGmWhmuzLfHSdTxjua+Tt06ytBQhFs/y7LMJFEUyOFhh584sjYbKnXd2sbSkUypraB0Jal+bZMv2f8Ly5TkyUWaUSZLrh2h8U+CfX8YavZhI/XEGyl8lq12H1jKCP3sHXn8fi0ufo1JVEQL+8A9gwwaX3/gthVBIIZ/3+Nq/S959s0dbSkdKyfR0g0x+jOLsJMX6NFpqCqX733Cz14BWhZYT1NpUvFgFRyhkGlXalAhWbiPSC6GGFVAClAvH+dp+PwQ8VBRCuoKHIOUzWJuMEPe9Ou+1ffccRlMEoYCOLeCuO04RXojhKZJS/CoK9pd5YGoXAbXCxdFn0Ywljtpx7orW+Vj9EDFAKJKS62M6cYwbe6ovsUeIXtxB4fH5M383pkpUxvMEB2Ov6je8FFIRH5u6Y3gnXaYbeTRDgOKAI1Cli7/eYGwhQsXzMVNqYyg+z8b6cU48E2VsVMNKVLGOh7mo5VnGyv0U8xHuPZRgW+cR3r9mD1/ZdwN5V+HZE1Fsf4aMHqPgN2kLTzNeaeOb+y/l6qE9JEN5nl3cxjsu6eGusbfT4f0FNTPNzFw7Jh6DHfvZ2HGCqK9C3VL5v8feQ2d4iYv7nkbxNAqG5I5IG7PBGGs7FwhIia64LLghphSdb+kDuK5C2U2wZEtcqbJmvM4tj9mMrNrIXxXqPJzK8zeNOH8t1vNjDRutXKfPqVKbESsEUELJZfPwIFd0jL4h1+PlopI9jGOV6Bz5OIpQyUzdiaIFUfUAfZt/EbuWprS8n0jrdkKpbaQnvk6s60oO3/NhAHKn7mDm4BfpXv/57+vv+H7Dc48D50fbvt8WHP/pEzdhGDpX7trE7fc+zuzCMsuNpvWCIppxrnOjgCnT5P7ZWU4WCrT6fczWaoRsm6Cusyoa4T1DwwghWBWN8q8nx3FnJFtSSRQhcDzJTKXK3uUMP79hPQKFU+UiccOk4bokTJPPrl5NwwPHc4n4IuzPNxgNQdlxOFleoisYYjQaQFFMwsFuqrV5kkYAKasrhOfsJKR/SdDQoD8tcJx8sy5uxQ+wmffxuPaginsebZQr25B48lwfRIVYXSKBkuERsc5mxlwFliKCVqOCnolRsxcBgS11UlaYgCVouGUKEZ3jsRpBv8Pi0W+yFCgxrx4g0H0l+VCeTv0Sdi220+qvcLz3G4hajVPhAu+deR+TyROoLQfYcOgqQo1pjrWeIO2USEVCBHasoTUhcDwBiosjwREqvpVIqCubXoCKEAgBqmi+NzvMMuAiLuiU/IOBHyoCKIRAxcSlcSaSh2je064tCLcWOPXg5QxddIq14u1MZ8A0Xnjw2BjrZ2OsH4BTW2cp9i7wqY+Z/PNUiJprsmQVzuzHaygYPvjouvV8eSKDQKApKn9x/NscLc7yYwNX82MDV7/gvsZy/8FTi39E0T5FLObw5JOrSaQaIG0u2ZEFG9LZIG1tDQJBmyIJii1tBPwm28V3eEikaLhRvEyKSuMjBKyvoBUnqE1UUIsZgt4h/I0pxrP/g4ZyCZ2Tf0f7jq8zdvDnWb3xODMz2yla89x8y07wWmlrr7NQdfj7fc+y64r7+OyODo6N34cQRW771i+hKzu49kP3UW25h7b4s0jdoea7Fp/61yD9lMyPEBQmlnAgcR34FFAlYOD61zWVcVLgIilYDgiFkl1jolTDBHyGyoZklL5I4GUP8MFYgI3vWM9FF3Xz3VsPsP3KXiZcOOr7DkuLASLz7+dk4kF8bpBRs0S74tEqq6iNCMJREUoVDwUtMsH+WIUvbPsvL7nP1K7u8wgggB5/47wgfYbK73xyK+Fb/hkAx/LAEOCA37VRDJes3yG8YZxLx9PoySqPHttErRJE31tHJBt4usfJWic39T6GHPH45u7rSIWW0QOL7Op/isnMEPl6kBsH/46ZTIzHTm3kibm1BPQaq2IzzBWSTJcHeWh8hFJgC10JlUJlHfN6iaSvQTSU4yuFzdxonGJ1yxTLpQB756rUbY2TmQF8rVnmClG2lG0+2/okE8JPm6wx7C4z57byPWMUXTRwbB8Tig9bUTArBpvHFonVXU4MBGldEpwML/BukeYe0cO9VYMb/TOcvL7GF40VsqcICKl89x2/gF9/fcsOXilWXfZ/sKrzBBPriLTtJNNzA8sTt9I28nHiXVddsH6kdTMAycEPkRn/KgBTe3///3kCKJ2nOHfmfbobiJQSRfn+tOiMRoL8wuduoVprcNs9j+H3mVRrNTwpMEwfrmWhShcXiGgav7BtO4+l03xvcoIDuRxxw+Cdvb00PJe1sRib4lFy9TrHiwWGIxE+MjRIdyCAKyWm5uMDQ6MYwkEAnpR8YniIxVqNgmUR0XUmyxVKlsWGZAsncmkiqkBTggxHo+zLTrKjpRVQQagowiTo76ZQHmtGzJ/TF1pBsGZOrCRpm/mj5xY0nRZMNP9brqR2JZKzL+HmCO4BKj4jibBzyOZLAIC5iIunCoLuRcwPqzzl28/qOcEjffOU/YKfeqiITxqcCOSY60jykcNdpLUb6Qs8xgHfCG8/2sEH3SGEbtJQHByhss/XRjlQojM7iBWeJpV6lIAmWQwUqYcWedoaxKysbXyWAAEAAElEQVQ5hL1FnESMRV+JIWWJGZngKW8VCpLLlCOkRKlJeW1AEUhV4snmeYiYYYJmL92xD77Od9Wbgx8qAgjwY7Hf5u/zv3LB54oqScZVrI8+xMMLMX7zwyHW9758+fbGWB9bYoP88r5/xMEjpgdYsgqIpo8lLeEAN3ZupWBX6Q+18qtrmpYzG6J9HC5M88DSAT7Rf+V5nmSzlccZL9zJ1paf4UThDp45aILSz559rTQaKpdfcpT29qayVjkYJjfWTbyu8W65SPra46RbFgmULKZCfoYDZfr7K3i1G8jUXJJP1HmgpYU2t5+AFcMUDyMjftSSbEZFpcD+7hKXfOT/I26k2LzrTgpKkq7uwyzOdhBZ+xTBo1eTbJljxDzK3qnHUOsB/IkCV93wD1iugVkdwjXnEKEpbHstin4KReaxtC0gbXAmSbn/hqVuoa68E2RTNINQ4LlBvtMFjUADaFguj8xnmSpWuawriaq8dB3l9Z9v+v89+pU9aGEfHSmNdZUlZr4wR7ZlI5WNeYxgkaX44+RKglDDT6ayio12CDV0lBoGFb3Os74Gww5kFg7T1rHhJfcbv7yb3MMzAIS3t2K8gQQQ4Kf/8glcRxJp8+HZHuVic+be2ihgeSra9nnqFZ22aBbPUpitplBidRSfzmBYY13Xszw52U3d0/GpFXZ2H+T+oEmk0sINsTQBTXB/cQ22XWUqv4pDS924ikZKtXA8jaeWb6TUCGDLGj1xl0o9Q31pH2ZNo1LrxA0FyZS6qAYsOkwF06jy7jUP8pXDN6IELWIZjUMzI1zT9wyOAgPkSYsgrid4xOjglDAISo//5J/gb+nAwuBtxyus8y3y6IccAuUl3vlokE8UKjy2DbbJBR4K9nHEjdGtCdYreR7Gj4FLULH51Qf/lD+9/pdft/P/5w8/zIMnT/DPH/8EpvbyhlDdl0D3NctBhBAYgVYUPXjmsxfC2qv+gnF/K7OH/gzpWSxP3kGq/12v+Tf8IMJz7gb5/Crq5iTRRcoSQoTf3ANbQcBv8vM/cQuP7T7E7n3HmJxZoFavnbdO2XGYk4LUyCbq4yfpDQUJqRob4jFsz0NTFSzPI6TrfHpkhJt6evju3DxF20F3XRL+EAHVw/HA8jy+enKC7S0pdEWwO73M9pYUPlXF9PtQBYzGk0wWMyhCYCoKHx1uZqKkdHAch3ojjeNWiIXXYDslytWpF/x9Z8nd2b8B/EY7tlvBdc+3zxI838S9SdTFmb+a//TlNaq6xFPTFNujBDwf3RmbwWWFnmKQiJpkIVBmS76frVYQVyyh6i5h6yK2nVrEk9NkDYnb4TKX2o1n1nFkJ1c83M4zAxbPJooQruHiZ3z0TobEPOukSU5NkMiq6GmF5f4y9bBOSFZJUCZLGAcFT64EkRTBPgYJ1SbQ3CItpknEkLSGb3iFd8pbB0Ke21DxBVAsFolGoxQKBSKRyJtxXK8aUkp+aeFypATXBccVaKpEVZv+d/c9tZZqOcGVs+/ng+9Nce3qTp5amGFXR+8LDubpeoH/dfSbuNIj2ygxU83Q6osyXl6k4tZJ6GF+ee17eVfn9jPHcG7U6khhmqprXZAG3rf818yWH6cjcDl/8Y17eOygH9uK4sgiiUSFeLTM1Vfuw2qYhP5oAKumEusokfQsxq5ooISq5MvQM1LDDTsEbUm+sg7XGSL4ve/xda7hJ6YnMHMNnlrro5ErwuOL5LRhwrUlnrqoHyelcf0zzzB4YxCjtZU9ez/Nxu6/J9G7hOupiGg380aVB5e62KLa+OPLbE4s0bBN7l3q4vLUAkWZpMXfjquvxVWHcdV2PBFH9WYxnGeRwqSuXw1IjFNV7NY25HP8B+XKn88dNASgK4LtbXEGoy+/97Lnelg1i2dv/gvsUJx/Ht7F0kUPYvbMcs0i7LDK/GvQ4agMc2U+wWUii1QddvtrfCvkYAMtQuPrV/7Zy4pA1hfKGC0BFPWNN9f+yBce5IkjS4ioSiZTp1ZszqQNzcMQDsPdJ8gU4nidCRoVWJ7RYdccRsKitxYlqWY4FKtiHU9wxeA+xESQh4L97IifYONcAQnsz65iermNimuyZd2zhDuyrMvleGhiOzV8JNuuYGvsT5lebuXQfD+LdR/XXvo9zMYnMeQUfcYdtHsJ5p00BzLdrGufJq8p5ND49yevh3mdnr6nia6xiHkwaGRpVWvcIbpRJfgVj02U8FFFlR6+YzF663UqgyUU6TJ8Vxdz0s/0TbN4psu4FuJLYhQF0HBIYvER7wT3Kt1Y0bXsff/vvi6pwrf/1V/yyERT3fgzl13O791002ve5stBYWk3Mwf+nET3NXSMfvJN2edbDa7110j3u8DMmc/OfX0JIVD030fRLv8+HN35uOGjv8a+wyfP/D0SidAbCrEnnWZTMsFYvkDCMBiORRmKRPjXEyfINSy2pJLc0t/PXdMzbEjE+dbkFAFNY1d7G35FYb5W53OrV1NxLOYrFe6fWyBk6Hx2dISy43Asn2eqXOF9/f2oikBg4DNTFOrLfHf6JNd1d6ErSpPMSYEQAiFUwsEBLCtH3Vp+Wb/vdMq3menyoQgT3Qjiuqc9AV8eJCAVDUOYeNLF8ywMPUrVyaFJFUdxUTEIhHrINKaYSNlUukzWLPkwckW+s9agFCywMXCQg+E4JUz8jkqvk0ZMXspMsEQm4DCzUt3VI+bxC4cgNSZoZ0AscG1lkon8Kp5u9zGqzlCRJrvU4+RkABuNAA2CosGCTHBUdqFIh23efoKahk9LsrX3b9CUl/9ueqPxSvjaD10E0JMeGiY2DRq2hq651G2NoOqg67Bz40mkHOfZY3N8+Z4uuAd0oRAxTX5s3TYu7uhlNNHChpZ2xvNZvnbsAD+1eSdDoXY2RPtImiFyVoWt8UHmalnunHua+VqOxVr+zDE890WzJtpz3t+L1X2MF+4i5V9PwZogXT9AS7dCV7ado8cDOI6PXFYgPJfCPT080ehgeKDMyCEX47IlxlMC52t9BOZsvLdlaCybTKiCNduzuMeXaTmSIzLq48cr9zCwaGElNcrKlezpHiW65RSRuRp2aZh0VxJXU5nU2uiLOWjOEtvW/QP1h06SLfvQfA5jGyWzuRRXts7ydK6FuaUeNsYyPJZfxZINdyz0sLbtcmKGgauvQXXnaBYXa7hKBzUjCaJp3SDKPqhEEYVmMBBDNtN0El5IHSkBy5McXC6S9BlEX6Jf72mkj1a49R+fpNy9Djth04jUaDm1i7norexNuKSXVWq2hj+QZzIsKadX0xk5wbdVgSWKACwJhz8/8R98sPdaWs34i+7P1/7Gm89C84V37eZO3rOrl3+4Y4z7i03jWaFLvJhNTfNYLsXIlOMkDQVrWQFbhbkABC3K+gLBCZfKRDcbtj2LKyRPjSQYUibZMbXAn+3+CLrmcMvm+1gdmeS24AhTq2CwpLIn0kqmEqXhafTE/xmfssx8foBKXZC6eAzdtBgVf4Jj+1DcGnvLNgm/Rm840+wBqjQoyhA3tu8hEsnTaNF50OvgUS3MR6kTb/h4rzrHf4hunhItXCNOYcimHtEbXuafGj1sMS3663WOXppnqi5oWzL5dkcSv1YjIm0KGDjolPHY47UxEm1h+8glrwv5e//f/d0Z8gfwpaeefNMIYLR1B5FrvvR9r3f7fkJon0G6Tz7fEqCZRPCcx77vBDBXKBEInF9yMFkucapSwRSCnGXheB7LlsU7IhGCukZHIIDtSYYjEUxNZb5a5XA+x0eHhugKBilbFsdLZZbrNf5w/z4uamnhHb09IARD4QiKEHxraop7pmdZE4+xWKvSGQwisag1Fpkt5ZmulDlRKLAmHgPOJFyQ0jnP3+/54ADTLR4D6eYEV9JUCBseTd8/6iiu74yx8/ON58+NILKypuKpoAo8r0FFdTgZW2Y4n+DZnhpawyJoWXRV0jw+3GApKtGTJwmYNqHqMLuOeiiWj/vX9HF8QKVhBJCaIDnWStmfJx0E29S5bMzlWLtHLtBCwazTgsBCo4FBUYf2ziPsVAIoUtKqFDjqdrJanaOBRk2a5KROBxlKwke3WCaoNsUyQy0//ZYif68UP3QEUAgYNDZyzNqNaTjMLkboaS+eWRbw2ewd62YxezZNYEuPTL3GHz/9CJpo1u7d8b5P8t8evZeAZnBRezc/Ofw2/unQM/z1qf381OZd/Ofv3saNg6N8YuAqvjR+H5e2rHnJY5svP80dk5+gIZszJAUTRaj41RSxqEG5HMJZqb/t6lrmndc9gy+r8o6xGqHrluhc7ET5jxTyHTkmbAh9YJ7oCR/RyQCaKXmwbyPT8U6u27WMN9VO61Vf5dSJdmpLURJ2gYFGmkR6FlsLMjHcSU+pxPEN63j85k7ax/cQuuEkemGO6Wu2E3Edqh1hurQslyWaaufRaIFBtwhKG5s6r8GZ30tArbOvEKc3OYzuTqO4GXQvT0OPghqm6cq/UqcTElhDNO+6GuAJCDzPiXoeFG2HuyYWWJeKsDH14ql71/J47I8nqKZ6OZxcoDxgo/37bXhaCtkfZ6HowzjSSTYeJKQ2cBsRTmJwf/czSL3pAyVXxrDvLD1OQDf58f4350X/UphYLLPn+DJdisGw38+zPoNsvYGmCZxLptFMycyzKZAws1ddqc3xYCqKb0nj7asfYH9ulHhepz2gsbFnkVBB48DkWu5vdDPSMkWmEmVmuZ2Le/bz8dQjPOl0cioQYWmpA6uS4kNr7mdVahpNOlzev49sa5hBdYasbSIbkpqEo/OruaT3IKrwyFS6COouHgotokasLYsiJcfdMGmfSYoqD3hdPHxghJiep7JpihbqZPAx74Vxj6e4pXIKZcs0ec/kJFGGO7IENIc/qG9gyTAAyfZKnk6Z5YlCP7PdICPd/Pr6K1iz9rWpfx3X5RNf/ie+c+wIZ2WBgl29L2wy/Ubg/2XyB4DcB5yNqjWDf2fPiSdBVVou+NqbDZ9pUKtZKELgrUQoLU8CLnXgWC7P59eu5tszszhSsiYep+56PLm4xJ7lZZ5YSvOJVcNENJUvjh2jOxjkloF+LmlrJW/bfGvqFDtbWxHA5uRZ4aIhFIYiEd7e3UVnMAjydJrWoTMYoDMQZCgSAckLui1450T2mhAEA/1MxWo8MjTDQFrBAxo6BO2z2Q4BNKzFC7Z3Ok0sVv53du3mxE4iOd5VY9VsHVuDZwckky2Svv0aZV+VQlQykA1gFODpIY+KCdeJOZINB73aS8XQaK17bDkR5HgwjYwJAiEVufYIG+dVZtRV3Dy+hgl1HIUavrpCzRSM08bV4iBB6nimixQOSVlECoUTTjd6OUAtvkRDGsySIE4JIQSjzHH6faYIMNQfzBZwp/GD3Qz2eaAIlc/E/4CLzfdhqjp9nUXOtbgzNI9UrMBy4fmZhyclqhD83f49tPpDxH1+ruwZAMD2XGzPo2rbVGyLYqNBVA/wc6M3sTrS9YLHVLbneWbpL7l98sNnyB9ASOskZg5xUfwvOb7vQ5QqpwvjJJoqsT0FV5Es9bs4IYkUEql6OCMV1rtFQnVonzEIlxUSGyoMjLmk1ATlPQFqxyZ5unIFf7LhOp4diLJ7pI3j64fJd7XiaC6B+iz5Na34vDqbMgusPzBHZL5GrN0h1tvg2+ENJEzodEdYV19FKfArKLrOtqRLSbsSTXhc0a6QZSt98R5cIRFuFk9L4SkxFJlB8ZZQ3UlWCv+a//LJphjED/iaES3ZHKnODhDydAnxuYXEzQ5Q+br1kveAaij0XZ7g2h1B9PsPEphrJ7jpvSirV6OOe2jfc5iqHMDyFXHLvdiVboRnoEqz6Sd2zjhVcCrsyR7lZVRKvCkYaAtx3ZZO3nNdP/PlBhXLAQR2DeSDPbhPtTdPlKXQtukkn7/6q7x91RPgaNQqfg4t9bOu4wR9qTm+t7Ceyak+LvGfYENsnOONNjxNsCo5zfbOI00rhCWdxJ4wwTmNAXWZaO8yMlnlVL6NxUqChmMQMirUG36W5rtBCG49cQWq4uFKhYlcJ0vVGI9lB5G2gixrWLpH2tDRHY8IdtPCWrFpxItYqSJvr03zbneSA8VOjj25jUEtj6pIVOExqwS4U+2mqPjoF+34fGAoDrrwyAcEJxb6mW1zEULjxy76FGvXfew1ESfHrfNrt/8xtx85yHPbKt762c+9hiv5I7xSCGUYeOGaSVVJoBk//uYd0AvA7zP577/wCdaNNtOwAJp6ViVal5LbT00T0jQWqjVUIWi4LkcKeYqWzQ3dXQyGQyR8PvqCIdbF48QMA01VuW1qmh0tLYT1ZuxG0hxDbc/jQ0OD/PftW9nWskKCz33vKQo39fViXFBLff64duGTIqk3FkksF7j+WYGmhnloveC2nYLF6MrE/kW8LeU5xE8CPrMDw0ie2ZcAIhUoBCSa10xWtOXAqqfZsZRnW2QvnfM1smqebSegNQ/6sU3EjuykaqgoeOhSI15VaDt8hLXf+ibJ+RnmRAvj7RJfJM93hsd4cHWd5aiDCOVpYCCkoFUU6RIZBBKf6yAdPxVMer0cI0sWhqUwLtvoZ4kukT/nfIkzmudM5aEX/O0/CPihiwACaIpGi9FFl7eKLeb1fKf8N1g0qFRV6pYC5UE+s2k1y84CIc1kyNzM0cwSd0+d4BNrN3N9/wg+VeOK7gE05axX3Wc27OAzG3YAcHXvy2vPdO/0/8ex/NdXHhIXTQTxqUlMNYwqDK7t+ROePmzxnd3HcdzTpFTh6LFulpbCFMt+BvrSTC0kcLsjXHXLIYIlFb2uELo1ReGqHL55k+T3wlxnTbH+qCT94WuYjaY4lnkU2WEzm/ATWPAoRNp4rLedSLlIKp+jEWjBNmMsqi5/d9m1zOX9hMfDbAgfoFj12BO/hM/kXGZyYU5ymCvjsyzbEQraRsqNPGsCa9nZuwWEDyN3P9K8GVutIrCRIobmHkZxl3HV/vOGCCHE8995p0nWi7ywT5XrPDy7zEXtcUz1haX3Wz/VzeLBEtriMu5jJ1AvuRhtQSImF1CP+NBUjczWWdR6CgWFYvwYSsMPZumCbR0oneT/nPgqP7/qwy95vd9oCCF4/2X9fHHPHsbb57AnmucqMFilWlDwCjqi4UdXLdaKDCHFptIIIpA4CKZbfWxT6jiqpGGqPFJYzUBqjq3Jk4S1GvVEg8ZclLBRw6/XuevYxaxpmaK3IHliZj31KzIc8Yf5gHqEsewgcX+RtmCWxXKKkFFBES5rQtPs6DqK6wn+Zs97MaJF7E2TlKoq7WmN5UaEVX1j5BfjRIpRimGHYH+Jwe0Hua4wiQsclQn2zq2jW7fR6ibLdpAvF4ZZF5thtS+NjsWCnGMEm6upU5QmC3aQI0N5/FqIgGY0m8e/Rtx/5KdYLi4RNvspNZr9nrvCef7TZa+NWP4IrwxSujSVYwme6wF49jI8fw/v7wcu3raWe/71C+y86WeYX8oSDUfJZDP4FQWfruFIie1JYobGf929h0vb2viVjRsRQG84hKmqfHt6hqFIhItbW4iZJhXLpuI4TBSLbEkmOJTNYapq0x9QekQMA+3ce1JCw3X55xMn2dnez9aWDmw7y4VzWZOm9O75hRuuW0W40GapuKJBd1ajYNQIVtUz3zndZuCcXXO2+YDAUiSPj7i8bTmBv+Gd6R0sgERJ4HOb27l6zM+3NzV4ckSydS5I5MAwDUUwm3DZ1weahEwgSWCqlbBe5K6hRTrzkgO9GvV0F63lCrvGBrgjJVhQkkRlnaq/iKcYnHY/vMw5xpISYUx20IaPOGVmM9fzRFhhQBmnX1si0DdLUfexhhlMYZ/z+5r/X5MaAVymqxJbeZRV8TfXf/L1wg8lAQRIad306KvZGrgeU/XTp6+jXW9G8lgDjrR4unYPa81LCasvXt/1anAw8w9k0s9yvPLvSN1DEX78aoL24Fbe1vM3HMl/hXz9GH61nT+7/W9WDETPfYQEuXwEISTHT3azuBSDooF6r8J7B8bQq4L0xgr5K0q0HJSEDwXxB8p0mUcYejhNWXqsC1aYvtpjUrZxyGylktOxhYLlj6L7NaKOQwKThVA72YjC2mqARc/mkN2KHkxyQ/s2xjpv5U+PWSw3FDZ6bQSNAu3avyHMzyCVJIoMIurHMeS11PwaUok0HxYhOFpOgkwx9BwHjnNnjBcOOJILRqjnrLJUreM2HQVeFG3rwwxcvYETSjfxe2YRpRr17kGy1+WJ53bRd6KfSmiBcmSCSnIM1fOhVRI4wex5+xTAQKDjxXf2JiMZCKCjIWWzZsBN+1GiNby0Dxmu02mayGI/9y52c3C+G5+i4I5muKL1EGXDQRdFeidDLOZbebB1BN+8H0NzuKXzfhiEhquRLkfY0j6GI3Uy1QiKhIuUU4RqTTXwaHKKrNLCnOijPzrVdAWTcEX/ARSg7qi0h9L4IwUcX44ERR7ecx0Rs8I7hh5lpiuAyCZwIjU0n6Tg+nhQduHHoYMKvYNjNLJxTN8CXz11EZmJOKxfoFOvcB9dHCVGHQXDXea+zBqqAcmn12/l074M1coiO7tWvaZz7HoNvjeu0BcvcHnfNHcfGwIUfuaKj/PpXRe/5mv4I7w8eO4xPOt/AbNA4cznQjx3qHjthP/1hKIo3HLjZdx9325C4XaCtsVPjI5geR5/feQoP75+hHStRsrnI2matAb8SCmZrVQJahrXd3UxV61Qsm0anoepamxMxBmNRlfEG4KIoePXNYJC4ElxRoB4OmORrtWZr1Z5Jp1hU6JZ9iTOG9t0TCNG/XnSt+fijGpXWgzMSQbnzg6+mZAkWgXNu5A8ipUsjurBzuOChj6H41jAWd/A0/RRVQK4/jB9mTSTSZuyZ9Ke96MKD8MSbD8Bh3skveN5/mOkQv8SZMOSfYMSzQE3uYZUZA3rH1YJPuyit6xDiY4zPfAAx2QHKYo00EmpBTwkXWIJBclj3hoGE0eJyzZayONXakhfnYoXByEpeyYJpXyGLFWlgoOGKyWL1ROU7NyPCOBbDet8l7HOdxkAOwMX2iZownjez18rpJR4ew8zceyPWO7IYygq+AJ8cstBnkr/PhV7AYRkXeKjAHztkScvUB+rqks0UiGbDyGkQkugwK5NR9Fu7WbnUpHI7lYMoP3pEN5VOZjYQK7fpZr3cVLT2bp0goeCW+muLvKefz7Kn7+3k6laN2iSUKnBkBMgZrYTdFSm/JI1xSi7yhGuKMSIK1X+ceQQ3Rwl8bTBN1qGuWZBYWFklu5gP5XyLIpYixcO0XBKPJo9weUdO6j5OFNQcPrBTplRlq1as+JDgpAqCK/ZueLsGWv66Jy2x5Eeen0BhIJltj9fToKaK/FrL1294ElJddcutKez+OYWEbZHb3mYwoeXqMdt9IxCKTaPay4SzoxiGQVqHaea7vgotJlxqp7Fzvga3tt15Su5Dd5wvH/tWp58rMIh9Qiu7tAoKVBaKUb2TPRNku5YH7sfzSGFR2dijrmZGPf3ruHi+EH00SzdswE8w0dLVtCSmMevqcwU2mgJZnA8CJsNWoN5pnIdWJ7Gut4pWqbLdIeXOZHrZFXLLDXHJK+206o6BJhFbVoSMucGOexEuXLwGZKBAp0yTd0xWU5NMxSdxVRdrgjMsD60xL+JYeSSzVAty71GD0m1ShSLzfoivtZ5HiBFW9c0i748QnfppcIBkixj0kqNcTWG7JD8/Nqr+MLODzA39wRLi3vx+VMveg5fDJ50ePzEb5LwH2M862MiF0dTJcMp+Okr3lr3wvcTnicR4mx9Yt3yOHCiimW7rOoJ0JrQqdRcdF1gvIxn9rmQ3gLS2wvkeG6E7zT5O8dBCsf6v2jGT7+GX/T64pc+/0EmnjxCfnmWK9vbSPlMJktldrS0EDcNJktF8pbFkUIeKQQJw8CvKuiKzolCkaeX01Rdl4ptY3ken1g1QkhvGvMPRcJoioIqBJ7nrViqiPMi092hIJ8eWUWLz4fnWRc4VEjsC8jf84k1zl2mIvCQ2AKyYY/vrfdIllWu339W/CFOHwswk/B4etDjqkMKWj1DA4G+sqYjJKoULIUkwgemWyVa9lhXVan6PMqWR6AhGEoLhtOwYxyWUz560nUSRQ9XAc2F9z8heGxUUjYls3FJa1HFjmjUCwnCRwZx+yTTPh8ZEeaQ6EXFZQvHWSSGD5s+ZZbVygSadFHxcFBpE3lU4eBJhYanoYhmNy4VhRImCdXk6s7PE9Rjr+ct86bih5YAvtmQjkPtr/6G4pPfQa+rbIr2cvyqGF4ywBU7voqhBbi0/b8D5xdzX7p2hO/s2deMiq187KGg+DysEYtQTqG1CIXbw0TsPEnXw2HFqz3sYQXA2plDBKuY1jwB9z3s89+Mc/tjtBfqVAYFyuE+hhINLLOdzV2H2OhN86EnPs1hf4UvdixwWSHKx5dbURDY+Lll8iLG+u9lsOiwc2ItR31Vrk6vw6k26FrMMz/QRjYUwHaq9IRWNR/z55A/pCRmBIkZwXN+83OinBJUO4evcgyzOke2670gPRJLd1OOX4pjdjdTP88zFo3lyqxOvLjflyIEW9YHeeRfTyHqLlIVKJ5g9Z/3k3l3B6XgEfJd96BYISqJI3iaBQLWhQf5k80/jwB++8iXaPMlX3Q/3y/8ws3ruPvpGY7OFGkWUa6oV2yd43skx80qhAR+pcZw9xj5ic1E90Z5tmUz0YLHSHgGx5V0x2eI+xoUG2H+8qmb2dZxhOVKlN74PFf07yNdTXBCWc2VwSfxpMm++WGOL/cw0jpDh5gjZttIWWwqu2lGAWOiwdXmHNNmB0l/EYHgRKmVHauf4rFGK4eVUT4pxghgs4Y8GXxYPthcX2bEyJJXDZ4Q7WwTaVZRwEsKTpJAkkTFYYQcB0lS8fdg+ONcH2nlx0abE77Ozl10du560XNnl0tYuSzBnr7nXT6evp26nSPhq+LF6qgCXE/h16/OUckfY2n5QVq63kHI31T4u8UqwtRRXqZK/QcR5apLreGRKzn0thvUG5InD5VpienoOugaPHO0hrci7p/PFLnhogh7j9XQNMGlG1+5P5/n/AtSFmm2f7uw364EPE+jbsUI+ZfB2/+af+frCSklrqkzvG6AZw6NY2czTGdy7EilsFyXB+cXWKrV6QoEeGxhkXWxGFHTYDgaRVdV/uxwmoCmclEqxVytRm8ogNpk3OeVwDQ8j7rrsi+bZTQaoyMYOMOQu4JnVaovVbZwpq8yEtARwsB1y2d8WE8TQwWBpXskS4LROUGrEycSbKFYaaqJz00BTyclVRMeWOeRDUm607CYgHc9rRKpNl0gpIBAuUHVcKmZHomy5LFNHm9/VqWuSYJ2c8+WIVA8SbbLIlEW2Kog0IBwXbB5SvDUoMdXLnUZmhd01ibJmhUC9VZk1mO6HQJKnXXiFAvEedxbzaXKEXSOURUmnhVCUVzut7cxbI5RwyBJmeOykxom7xRP4cfmcW81FeEj4h1DJ09A7399bpbvA35EAF8j3EIJHnwS6++/DMUCbnuNStylY/tH6PnYZ8574E7/t+u5/MY//l8G27vZtnEbR7qm4enTa0mkhEURQoRdWioVItJjzA8xoC7AEoJpU8EMWXR/uY3KhkWEoVPaJslV/QSKAVapM3hRm3svHkUbD/Bj88/wd6tvRGs5SkuxTk5rEBi5i/+iNxg8+ammikt4/EX7ApcVO7ju6IcIWBGEMNCTQeySSt4XJTPcQbnLRFccdO1SBs4p8H2JoWVlmu6uTNk1BAquHiFYPEa+ZcW6QdFY7Ps0PWO/R3zx28wM/9zzbjxda7Cal36hXLEtyGN+hVJQpdLmpyXdwD9ZxbhtNzJxFF9Qob52JbIgwBQ617fuwFzpKvA/1n7uLVvr1ZEI0N8WZnKxjIWDUMEXcqllVTxPgK2AA7W6n8eObOc9mx7EbhjsnR3l0HIfR8QgPZEl7jsRx/UUak4MXXFRFI+gWQMB//DMTfQlZrmu43tk1HasfI0nIxEy2TilRoCEv4ypzjYHZ6DWCBAy6vgVB+kJTuXbCRp1dMOCZIUOyjTSG5ibS5EeniSkOmxmmSmCbBUZTL+LAvwLw8wTICNNNpMBR6XHtTjmi1HC4NJwKw+/7deZrebZnOwlZr5MOTnNl9zUf/wr9flpBj/1UwTaL2zi3hG9mGcm/4jlqoLjacT9dd652kZ6Nk+P/TdmvZPEZ7/Bpqc+w968jePB5TsGiN/8w5kallLyzFiFdN4mFFDYe6yC44KhwnLeuUAG4EmoW5LbHmmmbA0NHnlW0p7UmM86tMV1Rnr9L7lfRb0Wz3sG6e3j+VK8rmuSr/Syb/zTXLfl10Fc9zr82tcPuq7xt3/zG9z1r3dTypaYnE8T1DROVSogBCXbpjvg58aeHm6bOsXJcon3pvqoOy6uJ4kZOh8cHOTitlbUlbSvlM1OFIKzal4JPJPJNMUk+Rztfh9Vx8GvaS+o+D2dJj49vp0VujXjd7rmxyEI7vO3xAxZze9tnlTQVZe6cq7/39k7YtdxhY2TkmNdEk+BxbgkF4SyCbFqc82WkiAWHqbcWOSkmcUDLj+qYjiChg5VKTEcuG8DBLVFdnEUpy/A1vF1eApYukf/guB4GyyYknxEkIkVmU+ARKGhghAu4KHisUyUOiYNT2eGFAHPYpOXIe/ECIkGR2UXWcKMMocpbKKyjLKSth5UFlgggZ8yC8U7iQU2v4o7462BHxHAVwEpJdJ2kL//Rbjre7jCI99dISL8hO0ky59djX/HZ16QODiuSzqfI+QL8IV/v43J/Vkcv4NaUxGKACFRFlUwPU4FJWpR0JABhmp1HOHhGCoJRVDM+qhISWjKxLthhLHxdeTy36Z144OEdml8u6OP3OQo7zQs9q77FJfIAJ964J3ouUexfQIWNtFeSja5lQLjZoNTfovvKkW2znbhArbRvOltU5DtNKn5BFIIkM1bRwjO5l9WBpCWuRKVsEk1pD9H0LFS3+cpK2pbD6SgmPwglk8FBLgeQnrkU1cQX36Alelo85wAMVNnR2uMiO/lRVoalkTfnEBOlElNVtCd5jGGFw2WBxXo0vDlVKTp0RlO8gfbf5o2/1ml4VuB/OWcCqcaWTYGui84nvdf1s/RwgK5iocv4RBpkzTyDjP7DAy1QdgO4mg6kTYVLVhj98QGZsvtSDw2Dk3ha1TRFYf5UooNnTO0BDP4tFmO53p44tQGSo0wx4t9TOc62Nw+xrPFARpDy9T8kruOXcy7Rx8hUw3TH19CkxA06qTLMfzBEo9XBpkvtZGtR7h27SP0USLkuaiZMF4lwvemN/O+vqeoC5U+ytTRWJABbKGi4eEhmGvE+auJDZyqpXA78iS6SsRi/fzUZR9nVaydVbH2V3Qu5+69k+lb/w0AoQgm/uVvWfeLv3lm+VJxLxPpOyjWT2G5BdrDkK2Z6KrGYHiKNqsN4WlsVHag6RrFVftJPdtFreRjcv8pItdvRg2/NLH5QYOUUKm5OI4knTtLxBrOi3zpHFgOTC5YpHMWtivQVcH+E1XW9vvRtBd+xoS6GeQ8Td+oC6GpDUK+eXaM/Cmu58Pwvf0V/Ko3D1e94xIOHTjB7skZlgpFNicS3HlqmvWJOGFd54mlJd7e3UXY0ImbJjGfieW6/Nz6dQQ1jeV6nQfm5rh5YADLdQlqGg3Xw7+iBvapKhtiMWwpiRgGrpToqsrxQpHRWPQsyVuZTZ93xlcm2GdqB6VECAPbs7l9Z4ZkxuXSY+o5378Qtlts2r+eSQ9LPAm+lc37bcGWSYUtk1DweTgKGE6zI6hCs5y7VJ5gqi/GRMBlyFNpKwh0B/yOwAMKfsmuMUnYTiL6k2i5KAO2YM+QZOe4SdHnsHpOgiIxpcNCVKIpgOPD1jzeLZ9m5GALE70uu2MadTvGjpNbUZM5TrScQtFz9IsZxulgQXYhaLa+u0Y5G1UWAvrEMn0so4roipnNDy5+RABfAeRyDu/vvwZ3PAD22ZHPNhyOXLVMYHADFy2/l43bb3pR4mDqBl/82d9ECMGH/+D/4qZc1JyKDEqk9MAEtSJQZjxQqqTDEMRlrC3FRdEEqZkT6JqBrXr4bInq1Zls30a6o59cbh/b60+SdIfRqlczO9jCE1qQntYU/UshMgMRNi6nKdpVlNwAlqMRBPAgFAnwkWwba4q+Zp1DAIIumEsOi/0+FE/iGiqu8JBSol2gwmjOHC1TY2BsmcNb2pEKzyGISjM/JJpE0Kx7KDQQMor0JKat4qkG1fBWqqGNrPjD4FMVoqZGUNNoCb78VmutCY2PXRfmzm8Lqrmz9SnBWojRJ7YSueI4Qhe8x76a6z6/Ft186z0S+6ozWJ7DslOmRT8/6vnJ64ZJB5b4l6cOUSpJ7DpYdYHnguXp+IOSFiOAq6p8OX85ej2JqgsMBMvFKBuj86xpnaTmmKRrUda3H8LQHHyGRW80zbHlLp4pbsY2fUzkOwm4sG6pzslCg8uG9pOtReiONlNzqgJ4HobWYEoJUQhbiNYCV8f3E8ZFSJenlSRO7zx2WuOxpbUM9ZxglVrAQlBHpyR17vAGaNR91LMpjttBBjtSrPI1MIIt/PHbP80zy6fYmnzlHnyVuWkmb/0GyulgtJTU0mfrn3KVMfae+j8Ua5M0nCzQXC8ZaKBKl02lK9E0BS9v4IXqaCGwIy4Tq9LseaKdkYKgp2aT+iEigK4nuW9PHtfzyBZfzPDjHEgP7AZoJjzHdqTSAJCcmGkQCggWsw0CpsIlGyMvMmau4rm9I88Vf/iMMj69hEQg5TJCvPW6VQXiYX759/4zD33qN8jZFg2fzufXruGilhTfmZ7hm5OThHQdpOSBuXk2ppJ8ctUwQ9Eo85UK0+UyYV3Hk7K5HmBqZ8dfT0pa/P7zzmHNcRiONkV5DcdppozFWRJ4GmdsuMS59YMujrAoaC6m//QnkrqQmAg0ee73T9cNnv23IsUZcnFaPSswkXhE6jYezQCAFBJXClTg3nVV8oEKPRmFaBXKuiTpCBqaZDbqsXdIcsMhPzE3BBOXcDS0wKNrPRZj8MiIzdCCwBPQvyA41q2ghzO8W46z291Guq4jKnGsRgD/ZBxts81aq8FQo0FbdZknxHGelYOsllMUCLJazDAtU7TKHE97g6wXk+hCoshmzasmkrRHridovjw3kLcq3npvu7co3L/7GnzzHljOX7DMbBj03PRLdHdcj6K9vHoxZWVg/NBlO/nu4WcRJxTcYQeioO0z0KXkXZMLLOt1EhWNVTJOMq+R7u6i4vNQdEHHUhZN1pDxAKsP3MHD+avonK8yWm1Hd9P07txOu2JiuB5SN0mnBH0HXO6/8f1sf6ZOV6ZpTHoaPUuSHi2E50lcPEIND0wdz5EUkhr5lL4SxPNQhHJG7Xs+BIWkn0LCR2T5YWwzQS28BkRzsNIsh0B5nHK4FU2kkHqQ2pmBR8U2BKonYEWZrUqJi03Cp3NZR7IZIX2FGLmhhftCOhVszpYpg6gaXP34FYy8rZWt/6n7FW/39cZ8qc7XDqb53PZO/PrZwX1rsJc5K09Ke/5uI79w8cVcPdDPz935HWZO2Swc0ZuaGk1ltiqZLedQqxLvVDsuDp4qwHVRGhZL1QSkBQvlBEKBwegMqUCBqFkECWPLl+FPudTiSTqdQ4ykZkhX40wKScU2GYwvoCpn38ZVR8FUbVaLChLBQMc0uvBQJJSExn6SuBGbi81DrBrM0C4qBKTL34j16EhuVKa4Ol/km7VewkmF6Z/6NXza+S//KztGX/G5bWSX2fs7/xOdxnnlBL5ECikljeoi6dKzhM1epPRolJsEsJVOfARpPbkWM9eK7CqizkZZkDYtG5bRDJfhVIPfwiZpanyu9a1HPl4tckWH3UdKLOVeaZRDgP7Sk7RyVVKuuoDLaJ9NMqqfL1CQLqAg7S8AmfP3cI4CWEoPaUucqopmngBl8BUe75uHr/zFf+Xw8SlqDx3AmlxEepKIrhMzfdwzM0vJtnE8j7JtYbkerttsuqYKhUva2vCr6tnx65ztqopyvoeEEARWiGK+0aBoWXQEAqhqM5qmyhfObjTpoYfuCj72sHqOWhd8UqBwoVDkuVtSea7D4EqNu2y2rXRpij8kUPNJGp7CcgRcAQNLgkdWe6RKguA47O33GOuSpKMwOdugNdvCZLjCfRslNR26lmFfv0vVB31pFVcIFsMKRiUOpRHioQJOwGU2bjPumBxJhlGkxSVz0xwJFij2T1AgRQ2DJ1iHgc0aMU0bWY7IfhypEpA1+pRlAsIGIGwO0R59F6b26oVmbwX8iAC+DLjHJ+Df74Ri5cKFuob44u+wqufVzQSKbh0v5SFUH0LTkHVJIOSgddvsHwnyjocckmWTjlwRtV4jVjvBP63u4qqxCkbVo7R5Hel3XIt/cZ6rIwqbTA9RFRzY8gGk4qHqGq6uEKkJGjWLvFUjUA0y3jlO1ajQlekBK9Y8GFOh5Fos+G366yb1oI7UFfSapBZQ6TxexVMV5gbNlTSBwJVuU8whThMWidZYIpJ5AsvXjqcG0WyJr1qnGtQxG3lSs7cRDmgs9v8ium2RWphnuaMD1/CjuqBaLrZfO20OgCEVru5Ovep0rFAEs3EdVQHDOz1jbWJuf4kP/9vWV7Xd1wK7kaO4+CSJnhsoWR7v+vKz7JtLE9BVThXq/OHbz1qYRFQ/Ef8LR5WEEGzt6ETzBC1tCpUeh9JSc7bvuqAboCiS3m0OxQWFRkmwLXaATCmIKiSeFOybH2FT+xjThTa+c/xyEoECWzoPU3RCDNqzbPaOslSNka8XWNd6ktHkBJoqcT0Fx1PRFBcBhAwPQdOsezU5pgjQhoVfeCxj4iH4GEcpmT4iSoOGo1GWGuvVPE+o3Sj4uLQvwHdLzdfEk+mJV0X4TqO87LDvz7+Fln+EkreVmPIwzV4GTRjRKCce/0PKxTF6N3yWsj5HrnQMte6h1G1kTFKjjNFbR/YsgOGSi1b542/1cdGyybVtFrfWHWYKKoiXmQ/9AcGBk9UXJ3/1Mngu+IKgvLZXyX27i+xcF6S/04/nOXiNzwIqQvsgcOLMetKTz5kErsgNbEnNWEVQu+E1HccbjWDAx45NozQ62/jy//0aT+8/xjUd7SzV6hzK5xiORpgpV9jZ2kpbwI8CBLUmnVIVhWyjgaEohIzmpMiVkqrjoAmBT9POsWs5W993KJOlOxxCUxSQNL0Cz9ficT5daxIzj2bZjVgxcxE81+vvwniwRzOl6yIp+iW6JfC5TdWvJ8+GGzQEjgBLQKSuYAmP9zwpMDyFmgYjc4LWfHNvsapgaFFgaR6G43EgOkefO0RPvsTItI2lQS7qcrBXsmFSUkmAzwF/JE/Vv8BoRiesezzoX4XbprBdHKeIyaNyNYPLLkeGHbpYRiWJjUoZP7d5OxkRcwSpEhFVukWT/J2OndbdLK73/LWRP0j4EQF8Ecjx6Wa68pO/8vwrXLMT9Xd/6TXtQ/S6UAZRNEH3QHpURhv48YimLZb7a8QOhFAaNVzHpVrS+fjeMvviftRanu7FaeY0Qfmii0jkxllyNqLX80y3dlJQS4SJoCiCql/BZ+ksFjVuKmX5K32WdfEG/fPrmgfiE9Bqcqhe4olEmR9bbmd6XZhKTMEsefhsj2KLAXKl8FgKSl6ZB6oP0Kf3scncBIBeydJ7/L9jme2U45/DU+K0zpSIZWtMDQjCxTqByjSBSoxSNEOwdIK22b24+ifItBsoroprNlt7nf6nP+p/zbV4y6tCmCerVAIq5YDGmrEylgEjG9+cHr7nIl+3+cdv/m++fGqImfq3sFainS4qntfg01tenedgbzjKeC5P25CNokF+RkNVJFZFQQt4lNIKtbyCXq8zPDjNqjgYqs2dYxejCBe/blN3/GRqUWaLLQhcbhx5nLbwMmsS44xleolG0jQcDUV4qMIDRaIpTeHSaTsOl2aG3yckw1RYssOgSWpCY0QWCOJSEJJThFmwIhQWO3E76zS8KE92vZPfevvP8h7H5uGFY1zW9tq8/NJjdZzl46huhghP4Uk/gkozjRNPovoDKNEwVukACwv3ccL6Nk6tQizTTU09henXUTUfuq4iFRfhgSkFkaBDEME/LWl8Zc6PKjV2DP1gRwMALNtj95EyxbKLEN6Lr6w3J4IX8IBX8azaLizmbPJlj9borbRGJgAX6RyGlQmFXNmX9CROyaUm2tFMB7+RQ5gKMf0HJ/pqtsToumozDx2fwPaa5C7XsMg0GnQHAuxMpShZFhHD4KH5BTL1Bt2hEBFdRz8n2ndaCKI/JwJ4Li7tfKnx5EIiZymSkl8iJCSqZ9d6oX0IBNaKy8Npojikb8RVGxSep8+wgkCX8kwq2ZAC12umjv22ZGhRQQUcpdn9Q/MkDQ1OtUhyIYfZ+ixXHVQw6wqWDg3FoaHBA+sla2YFrqbQ5ZUIVS1CeoV+R+J6Gj3KIpcqR/mut4XjfQ3CfSe5QT0OUtIucwB8Q16Cg0Y3aSzFIO1F2aRMnjl2XUnSF/84AePNbQX5RuBHBPAF4B2boPbTv41RKl0w8wGgt/01kz+AP5n4TnN/q3JQU8D0UOrQvSz51bkZ/jmVYGbER0JPwNwYAaFTS7Vz/7oI4VKMj7X3EpBL1GQnibFnCden2b/9Fpx4ByGa/R+QBg4NwhUF8fYY6fw+fm7vdpSiiVAUMBTcWA3f+gjrFtoQdY1DkUkGpnq5e3gRLaUzoA1w0jpFn96PT+ggJJqr4koXAwOki3AbmNYp/I2dmNZR6st70RsnMeqXkmnpphKLEqg10LxbiC9LEtnHWOh4GssQeLqCZgs8tZnSEZ5EsR30oMHqltdeU5UrWGRHQyAEwpMcXRUkXmgwesOb28vRcT36//BRLO8qVFxcVHDh+qE4V/XH+Oz2TsKv0krkv95wJT99+11MTbmoOvgiHnYdEBLD7xFu9TACkuKcn68fvo6ByCxrWie5YdWTfPvYpRxcGiJdjbGu9QRj6QG2dBxHCuiMpdlb7OORUIL36NkzM2EAVZyONDS5gCMhW40hVIkiPCxb5fYjV2FHKlw5upuiMHjI7aChqOymjXDQY+fqAifFtcRYoO55mJqPVt3PLQPbX9O5rubnaJQqlOwQWWLERAqdRSqsxyfm6L36BjqufSdPjf8u9aTJUvYuLD1HpNZD+/J6TN8W5oyH6JdXg08gTBee7sSfqPEr7ZJvT5nMlwVYzZRXzfWTKdVJhl9+jepbDbYjmVmyzi1xfmEIBaSLVNQzGYFXCt8zt9MY3I6MdTA1byEljGu7uGHrd/AZy8DXz/+CApXjNab+IU8jmcB51yfYMvCXKHwczf+Tr3j/30+84+odXL5+FT/9ud/mWCbHh4cGqLkufcEQqqpyKJenbFlc3dXJdLlMyjRJ1+s8trjILQMDQJP8Bc/xkT2XpL1wivcs4Tvbo/d0n4zmct2DaFVgnVPm7QGuIjG8ZoRwNizpKp1NBOvnvCVVBA0rhxDac6KG5x6DQBEaSInEQZXNbZ1OOktA8yBchUwIFiPg6IJaQOV9+/uJmi5L3hggMS2F9hykCvDQWsGOxVYuPZIgrS1TGJ5j/3AdxfOw0XjYW8vozCrclmU0s8yk14qGw1HZx5Ayx4icRcHFRaFDplmnTLHf7aNXWSal1GgL30AiuPPlXua3NH5EAJ8DWa3hTUzDZ/8r5vOt8IVfhHseQ9zw2p2/G7lFBizBhFwxQjI8hAWm49IWrCBNWGoLU435GZlNk9B0Gp39TF75bkbjDbqsPKVgDCcdJlaZws0LjgeupEYbqjCQ0sXDwbbm0Y12qlGlKcpYaEeUzGYBrgeOWuMwxwh03cV688f4tv4Ue9NHeXtwO98sP4YjVW6OX8/xRppjjePcFLkJVzoIoXBj6B0YigmeB3h4GGSTV9K6eAW+yr+ielWq4TGy7esBBV+tgaMPcXSTQcvcAbTGMj7nQ+hVGyUo0RsWoXyJ5HKJ+sYuNg7GCejPFZu8cuSL3pnIhFQEKIIICls+9cbW/s2XGuiK4Lb/SPPbRydZNO2VJQqXllPsEgqf/JUeBlPR17yvVckkv3bFZXxszwP44jap7S6VnGBqt4GiNYfeYIuHVXWpZf0cr/ZTyCUIezn64nMcXBxmKDGN9OCndn6Ve47vIluP4deqzIV0Ki0VSn7tvAmRJ8F2VHTNpWgFePzURnZ0HaRhGdw+dg1dkSUG4rOUhI5aMYkHGkRUizgOJ8Jb+eTgZmYbFt+95OPcO3OYrmD8dVFezx65j7FH/gXvGQ2VTkp8kIpcRiOLi8rWn34vsdERAIZa30s+OM6zB29DdIQoRucoJdtYbk3jqibengi6COK1lVAyQbzlELonuEwVbI6AVXT4Vh0iAQNNfflmx8dLHjlHclH8td/frxeUV1Jjq6hIobx4aMhdYZJCIIVywbWtr78e1OZryFpZdbDjARbzF9HX+k3OjU41Vapgdpr42jTEmk6OZbYBn8XzOvAHymxb/eZH9F8LQi0xPnzFDv7he0+yKhpldTRKyW6mdDcnE/zl4cPETJMNieZzce/MLP3hphDMW7GDUZ8TETyN055+zc+fa/Wysg6nifvp5K13ZjuaBG3lmpxeqnrizPK2clN0ocqz+5CclZhU6rNYKpQDkmT1/Ot+phb7tCWYPF1qcGFCGkCXgjVzTcXve090kio42F6dmgHf2OkhFUExIFkcAoRHVcxTNh3GWg32pTrJepKQqGLZAZalwqkWi7ISY9LZgat4bFaOYQibZS/CejHF43IERxp0KTkM4aAJSV2aCCTd8Q+9JdwhXg/8iACeg1KpgbzxsxxVoqylKWE/g4/chPLTH29GzK58cZPZl4vl+7+Kf2mMYHuAiqmDCpoNlmWy8EA/UyYEe9+LY/lZ8P0DJwd0NvaGUaJ+tjcyrDv4DUJ1j8d2/BytJ2co98eZ07cgKxIzKrFlDZ8WBd1EKFAN24TKFkfN4wT8I8TrAWxhs1RQ0Yot7L4ty8ClR7iu0MIXw9/hWWWWqwKbOVSaIy672eBL0WO20xnwUXVUyl4JwwtStR2wbfzVCsFaAk9fIJP8HppdQHFrJMsa4dI8nmoTKtyDv34tgSk/lijSmnkvQkkyM6ChuQ7bHj6O1MBuCbGhP4mqvz636JYhP08fO1uzEa27hFYHqVRcQqE37jH4+buOcffYNA38K54IZweOy5UEH+5rZzD1+u3fp2tce1WM8UKWcs1BKBIj4BFKSFRNUp4HZFOk6dR1cv4o6UYYO5DlA6sfIqxXGWmZRgIRX437xncSMqp8etvtJANpWjhr9AtQtgxCukWx7ufJmQ2MZzu4sv8ZgkaDZKBAT2SR0fYJ/iK7k5LdhTR8/Fp/Nw9OPMy21kF+ccdHzxz7jb0bX7fzkJ05yNS+BwjKT1Hhq+iYFLkcjQ20rwlRbUSIn1ao5vNY44dw4hEQggBhlLYqSbeDgrmICAAFFZH3I9vKKLMxpAcxBfxS0qcqRPwqf/+TV73kceUsydNZl6NlzgiwVoc8Ivor75LxeiNXchibqjWjf97KhOlctcXzvPTEc+rJzoWUEmPyGajkQA9grb7svE4UUkrQjJXNnmWRUirMZbppi3XjM07heR5ipb7SdcFxTVo+tYZ9h69AOh4TC9dj6iWGglngB4sAArz9Fz7M3aUcu8dmcTyPtkAARUDNdXn/wAAx0zxj+vzhoSE0pWnX4khJzXFQhTijDL4AK6f1tNIXOMu+TpsznBF0PI/Ge+UjBZrZE85GENVzfAPPjypCrSkFpqE2CaIHWAr4PLCEXFEJy5UMlXPOQZ3draQZWdcQLMRc/HbTdHpMOYVQVdrKgrju8O6jVR7rDiEFmDrEK5CMnWD5kgyPaDuxV06N3gjiSoslPYzfK1JXI6ieIN7wsd/fx3vFbmpo7JEjmEiWiRCmSkOq5KWfUWUaSRAhfnho0w/PL3mV2Hcsy+yxOe664yC7ju/n3Y5Lq1qlLnT80m6+6f73f0O96PV7OZ1Gy9Uf5PB3HsUTCprr4SgKtk+gFA2KE60c1kZYnGjDmZ+i5RaFTffW8defJTkwjD+tEcmG0Dvn6Krew+LIKNG6gz60TFErUbZaiHoB0EAoKgIXn7AZcXaTG1zgrr6j3Pz0peSSBTqCb+PAA3mCySCHG2O0rtEYnO9gupFmd+Eo9ZrLrc632BbbQoVxPtrxGXINm9mSyXQ+A56gc/qf8FcOEyqGqcRuomqE8dsZPMVP59xqFC9PNfA0tlZCESfR7CF8jRCmbAcXNj01iRCghE3Eunb8W7pRo6+fnca7VwU4eLy20vIctvxMLze9vfUNJX8Aj08XaJw/lUD3IGRqfP43WkgGX9/oj6GqDCZj2NLhlFeAqEvPFpvFozpCg9y0imqA01BQDYn0JLajYc+3863KdQyOFHAKj5NQ8rRHllEVl4ar8+T0ej6Zugs4S/6kBEN1qTk+BIL1rSdY03ISn9as2bp57f24wH3LWyhWB9k8PMZwZy+XX/Kr/KPTwYZo1+v2u7OzBxnf8zU2XP/zAOy986+RToCy+FMgjpBDSIooZieoglPPPo0Rt2jpu4aJvX9JaWKRWPtGSuE5+ub7cJezKGo31dVT5L0srdk2ZF8WGhrk/OSKRtMEScAeW/Lui86vBzpY9Fi2JFckFRorpXQS+NdTLjXOL9L/7pLHzV3ffwI498w+xvNJ0P3g2gjbwv/Mt6ituw4Zaz9T5HluFOmlIiF2/1bU+THs9tELo1PNDZxDIJvSg4nFq0iEZ7Fsia56SDSqh4sYKQ3icQ5+dz2lWifrR/+WUfPveaz+17TFD7Gh77tI+Rc/kNGZP/7Nn+TAP9/N3of388DcPFd3tBPWDQzDQFdVao6DT9P4s0OHeGdvD6tjMZCSsm2f1+nj+SA455qJ5llWFBNNNbGdInCujcvKSueQsdPRv3NdBCWSF646BJ8E6Qr8TY0gLk3yB1Dxgc8C4YEmT5NHiYOkEIJkualUrpiSoCWwNEnvsuCpYY/2LORDglC9WR+Ir46M5ehdDlE04dNPquSCErs/gGKojAjBYtJlw4zGM0MKDVOlTV1kZFHwRCxCsqKgC5uSX+GI142PBnFRJkADR6rYqIRFg13qcRQkB1jNFnuGgNH/Si7vWxb/TxPA7z45w8/98dMgXdY1ykghUPDQpEdAceHHP4D64x98w/b/oLPIZDxAa6nGcsBEOxJDmU0gRwr8xNb7udI6wZqZCb50QyflhELmmvWslsfwFXcTnsrgC1XA50JkieVICqWa5KJv3c3TV3Ug/QEcEcIpCPRIs09k3oL7jW2snjnIFXvXk3YLfGPbNB8dlcz23Ufo2SC3lvLcPTNFVNEJKTpa1cOjQS3dQI/68JeLPPPAKQ48UWTjByGYn2LDU/soRvzYehVbXySQ+ztStQ9TM6YwPQO8KqCjOCn8TgrD6m0OQnRxbtEwAoLXrMK37tWJIF4Ml3y+lz+6PEEorvPoEwWuvjxOa4vx0l98CTz1R/9OeTrDVX/4Eyja+WQuW7PRlNP1NRI8wVevWMe7rn71iuaXwrbOTrZ1dvJjt34Dh6ZnVWFOpZJVEJqkdcTFqglq+aay0KqreHZzmRFVKBHm6eDlzB4L0Fqf5YZVT/Dk9AYKjQANV6FqBwnqFXTVW7lmAkvRCRslwr4qltSZqrVjOA3awzkMRTCYHGFrj8fb1+1izdqP4jP8/Ms1n0MTrx/5nT7wbaxagezMAR784l/j1KdRxBUgW/DEcTwOY/Ah1r49Sctojme/+3me+XaV1Rf/JsqsjtMSxawHcYoxytmjyBK02Gvpa1xKdKEHgYK6txsvVUZUDAKKIOdK7rAEJ6IRLk+EeDzrUnXhmpRCpuGx2IADBZcnMlB6AQM9KSVpS2B7Ev1VWBy9XljKWhydquNF1SYpU3XMo99DLS6gFRewo22vStwhFRW3ex3PpbfiOUTynCX49QxWQ3Bg6uOMdn2VSHCO5fsLdH00hSMNBq9Z4vDdcTzLQ0Zi9B/7XRL1LLWhQUJmgWbPpB8sCCHoumQD9UOnSPlMAqqKqSqoStNuy79S55f0nZ1MGorykuSvCR0h7DMiGiEgHOhBU/3kigfPPw6eowcWBioqUj6/EfcL/h7O8noJLMYkXflm7WCwDrYmsaVAlafpHzy4QbIYlWyaFAzMQ9knONHqkY5LLj0qyIQgHYWPP6TSUDxuvdjFVf2oXjfTKUmq2HyewjU4me3B50BhtcdIptmCTrVddCHp0Co4HWUuP9HHWvMI091poJsaJlV8bJdj1BQf6xknL/0seFFmaWW7coy16iKe/OFR+/8/SQBLFYuLf/yOlXRc8wW9oAWY1CJMaRFWdwURf/H/Q0nE3tDjyNkVkhZsmyvwdGeM5dY6SrWKmg7SJjNkSlHMgMNvNh5jTz7CqFXhaPe7sb0om4L/RC4qeSS5Hs+FXeO7iSy7PHjx9TRaNtLtlVhoqDTyEj3iUq/nKagWhmawx+jh38w7+czSdm5qvQHrWT+Hjvfzzov2k3U9knmNHi/K4HQvDyafodOLsnm4mxbpsrlWJat+ia/EXEJPDHPM/+8MODehsorSpk4CT30dsDEbFQLV67D0WSxzBp81gM/upW74V2w4PMRzXgv6YArrWBpztBWhvb6RMSEEq9c1a2c+dPOrK9IvTi1iRALs/5u7OPrvD1LL5KnONZVjwY4YO3/1I+etrymCa4cS5GoOv3RpD1sjUfToG/+Sl1Li13T6IzFOpLPUCoJEn0O816VREngOCFUSSjWH3sKcQOgSma5CWNJI+qnVdAqNIOtbT9IfW2AgPsP+hREiZgVDDdEXX0TgoSjgp3Ga4mIIm1ZfDum6uJ6C3x/iCx//LYR4zrV+jbYhz8X6636W3NwhFsb2Uas8gcbnmopRTmLIX0ayjNBO4Ws5Rrm4iKJrWMUCJ+7+I1qrVxOqqMysOUC72UmnuJZatka4sQp1LoCQp49doKSb91BNSsYcyTdDcXrCPj5w3Ub2lSURDcqOZLwMGRem63Bu7u006fFcSSVtEUjpDEfV7wv5m1myCAcUNFVweLJGrXUU5IpPklCor72WRusqZLQVUcnhBGKoqnoBeZs9tsjCeJqtN6w7z6LlpSY5zeXNqN/GgX8hXVhDw/bRGj3CxMKVSEyOzb2P1d1fp/snHIqNLjSnguMYDA8/wlL0PZxceA+icQz3gd9hufszrF3lEHr5XQHfUkgOdXFvZ5S9j0xyXUcnNc/j6XSai9vaiJkmAvjUSFMV70n5gi3ezoUrBUEziWXnkKdtWCTUG2lUzY+3kv49f0vnUkC7+Y9oWrs4qsR0X3m0+twOJLoUaDYsRTzai804ogf0L8JyuKn2rfua9er5qMTW4eG1HtMtsGkcFE9SDEk8FcI1mGmBhgGFIOzt85huA0eFjZOC2XaPnOcQq7iUgwrhso5rwpCywN1DM3R6UwjPR8UOcpF5gDlaeIT17GQMD4W9cpgcYfpZIKzYGMImU3mEkDn8is/BWxH/zxDA6QOHmMy6/M4/HmchXQJfZKW+xSOaPUYmuZqpVBciUUZ89sY3nPwB3NKxky9l/pjLZvPUdZWCr044Nculuz0mB9/Hvz7azhWh+4m1uVyfPoUWWGZOvxopFJRAFKfVYcgQ7M62YCYziHCRVKNAseEganNsmH2UYqiTufoaTtSPEwy0Yrkuls+lcpHG/87cSf+jPk79Uz+hU3EW/mgDHxjN8O5wErvu8R/BU1TmLJyxOONH83jjeUJX5XgkOs3ekQw/Yx3g2q9cwWMXPciofoTBpzZSd1YTzG5FSB1XzTQ9Ye0WFNmcqeoOeFg0ezKeHan14SR6fwJ3ufyqIg1vNOxqne/96t+w9MxxirNLTbnrOYgNXygmiZgaf/2eNW/WIZ6BEIJfvvRSHp6a4v9kn0TzCXSfRNWhVlBAlSgqlJaUlWm6RNqCvB2hPOGRcmwGtBPMltqouwajqUk01WNd20nuGruMsFmhK7LYTAWrDoYARYLnCcq2QdBooBqgaUFWDd98Afl7I7D7W7/F4fv/HLwg0IYUC0iW8eRJNK5sFqfr+9l/32+j6gqR0Cim1YLuBFE8lXiuhfjj16L3BFASFtHaMK6EdNchWudGUb2z0WIJnHIkf1TySNcKfP76jewtKQRV6PPBN+Y8Ms9rn3f2npnenWfxUAVfXKP3g21v9Om5AJbtMT5bo1j1SEY0ihX3zCH6n/kWanaa8vU/g2zpa6o0dfOMeT2skLcV759TB2cpZSvUynUCkecr2zjfY+5Mof/Kx4ZaI+ibR0qFkG+GUGCBofZ7Kdb7OHrqPUip4IgkNSuBIkIIxeGw8itUFhJ0xR+hFizgv+VySp7H0cnDbF97xRtyzt4MrL9mGw8/c4QHFxe4obODbMPCp6pnavZOk+qX/UQpULMWUZ5T32fZBaRTAM7WB74UYV+KwcNrJB94vPn38619rh6omfqVZCPNXr+zMUmoBgEbKjrkg9BePLutqgllA3YPSw73uAwuCDaPC3JBiFcFJb/khgMqmgd1X7NDiBMEV0K8DIOL4KUKCKKsWlA4MNhgvZimrPooRAJYMkwmLFHcdkylTh2dSiPCRKOHt4vjNPw2QyzwrDfInIzRyxL9YomcjDBFG/Nyme2hy2kNX/9yz/5bHj/0BNCq1th96208dfs9/MdcD/nWDbQt7ydSmOD4mo9h1HMono2ueEQ2DxO+5hKUrW+Ok3zZrXPtQoXhQo3Ww/OUfBoVVWVUq1GYfIC7oztobzlBrRLlj0/9EhuuKrOu+hgJd5Y9A7ewtfB1nJN1Ot+1kflshVZHoXvxAC0H8ywMbCNSXqZlbB99bc/wrkiW349YXObfzNN7NpLyD+Lds5F5a4nFVUcpFhz+4Z/K1H5+gVRQ4etzWbRfv4bhtTMsJgospCXceC+3KXUCywodD6+jMrjAj8dG6a3EiNTCoGapxZ/Cjk1g1kep+g+gelG8Rh690rRbac43VTxslPYwOC6Bq4YxR1rf0rU7mt+ktlygOLX4vMu7L133Jh/Ri2MokSDmM/nTJ54kNWBjVRTKGbAqgkDCQ/N52FUFX9Ql1uWycNjAs5vdLytLCu/fcoAZ+zh/b29k9f4NjCanSCZzFK0w8+VW+mPzDCencRFUUDEcyZ65dUzn29g5kOWT7/oAg4NvR9PeeEsUz3U59ext4DlAAZXNuPIA4IBwaMjfBAXivWtwbMDSkDMBfEobKWcDYWcVLjVq6iK+8W7EuNIkJ6pNcmF4Ra3Y5PxVTxJUBb2a4LgtsWyLT27r4nAVcjY8mGnGTM5AynPif03S49oeRlAFIVEUwfRkHQZeeznCK4GhKyQiOq5rU6o6FCsrBVpCYEzsQS2lm0ohRFOlqygvOC/b+o51VPN1/C/L/ubc+sHm+bDcIM+c+CyWEyHkm2F1920Ua13EjnyF4c45AmaedGEDs0d6SHRmEH6DgfYHObW4i97iP9IIGeQX15LamKc9tfY1n5vvJ9atGyK+to/LF6u0+vy8f6AfRQgc6aEJZSVr8uL+jKeFNlIIEAo1w0+gXr5gvedezuczdj73M9OG4bmzCpKaKjFdzosgCsDF43vrJaOzCh05wfF2l5F5hVANigGw7SYRHJ1v0ti6KlFCKUy1xrqZEqYjiNSgpSDwFEjHPFJlhfWT4AlJLiC5bavHtQcE8arAVUC3IVaVWB0OUUUSrMLh4TrYISq6SpYIyYJg1aLCE6tCVOqjBI0C+4JJNoYOY4oKAeFhodFBhvViGkM4pGQJG53DcpBJ8328P3nzy72UPxD4oSeAj3/la3z3rkd5ZCFFOTWE4jnUgu20LO4hnn4Wwz1B8l3r+Miubdz+5BT/a+oYv7e+i5DxvCYwryvm6jl8rX1MZHLYmsKWpRKzIZOqptJaG+eGRJp9jsq1mRI3Bb+BMRcinVjFgeS7cHIV7nx6O0v5JMG4SnRzN/tW7aRumWxbepBSNEam0Mtj9/YxK1Zx488+SUaZ416zxE9ck+XuR1ZzolrGXjBBD1PtzdEI2Pzu9AyNUINo3WRnqsL4tpPU+jNYHuzMuRw3NGr5GGq0gBdqML3+FI+bOS6qlpkOHGfYS9KizeMEs81ej2oB2z1dp+JhuiqsCxHdtQ2jrRU8iXgF1hnfL8w8tJ/04cnnXdZz9SZc661XF5LwB+iLR5mQBYyQh9uAalbiC0PbiEO9KgnGm1m/ZL9N7pRGasQmFSkzpQ0zXfeD6zFRbacjmGMksMRFg2NYdcFg6wLzbKRbHiKsGWzY9nmG8jXueHKGS9cm6ey86E0hf7m5o3zzdy9CemfPvysepqkfVFHkNXhKU7xSSE+T6hnAyRSI1teTUjZgiWYKX0gdsVKQLlbcMxRPQ/HUM6UKQjTT+mVPknWb9sSaIvjKAweJjQxT1X1oXgPQQVHOaVUGeBIpID9R4fB3MiiqwLUlimZRc2DPwQrb17+ceq7XD+uHApSqLvc+mTvv8+JNv45olMHwnYny4XmgPqcsY4XBGT4Do/1CAnuu0OXCz0AVdXy+DHUrTsNOApJSrYvdx38GaiVa77wbERJYP3sJ+6c+gY2PbG6eTfEv0xI5hC6zjN11BXJ+kcBNm9jSm0LRfrAJoBCCZDzC3TNpLjIU1FKNdr+fqH7aZe+lJ8mnz/cZfz678bzLz4UUL1Ckeg4SFUGi0vxuyZBkItCZAX3lq6fFIvv64VC3pOjzeM8elba8IFVqEsVQA1whUM4pIZiPSNoci9WTDSwUNAQNFXIhSaQqGZ5VmElIunICzYOqIthyUlDzwWBaEKkKpABbldzam6RqwvZJhxtmStzZk2QpaqBJm6FFg0uPKOwekNg+SY0AaTT2yUHeIfbQkDpTsoVRMUuWCJ6Ek14HN6jP4hdhVkfe85Ln6AcNP/QE8M4vfZ2jWR9htUT77ONMDzRbBdXMBAYuHYZFZfYQ1Tv+it73XcNctcqx3DJb214/heILYW24m/qh4/zWmjZMx2V1tkJXqYFG8+G9zixxKtuJa/lxGiE0Pc9A+bu0nHyUv9/zPnp9DmHfIu9Q7icyVWcutQ6n6mFGFygHQzze2M7s1BS9a2e5s2sTOTvCpuBmJkWEGS/DyehxtGyA7M5JGiM52r++kVX/423UPnIQuWuO2K8/jbpQRhoeNh5v6+9ggxnmC/kMbQsp1K15fEsaAelxa8ftfLxUo6r4eEqNsLpRJmW3IaSGp2Wpm8cJj16K0ZMisPmcdKn61o36nYtQZworU7rg83d97TdZ9e5Lvg9H9NIQQvDRDRv5/UcexrKb8/Z4twcC7Kog3CKppAX1koov4hFISOyyymwuSF+/i6/osatLodRIs63zJIa/F3+wnbLoJtf6cT6/ro+xo19lYPAd9PVdC8Dbrn5zfltmej/f+bN30SgvP8/SZo0pMoAn7gIBgRj4IgWcksRWK5i6D+Hq+GQbAsHx+p106jtQziE5Qp62QTmzReqey59XJPOmTsyvEfLpOFaDoxPz9Ax2U8h4hO0lnECAuhpA9zXT7HPPFFk+WcWuuUgH3JUSgnrOY+/tSwxdF3/TCeBCxuLETJ1wUKXaWEkBC4E0A0gzsKL6ZaUkQ+X5yMe50U04J/p0ukPIC1rEgFA8HCeI6xlntiRl07NDmmEK6z+I3buB9HgUT5qAoN5I4Nkujx78ZRolA2f2cXyNKKsGbkHR4q/Lefl+46fedx2ZeAv5E7PcNpdmMBQ6xzrHecFMyXNrMwWgei4q59cjnC++EfA85O+0MOOFpuaqByfbPLqzKmccZoTkVBxaioJLxhRWzTdFH8NLZ7ei0iwXObfqsDuvgCwhaZpJV1dYSVsBBAo+B2wD6orE0wX7+l22n1S4bYfH2hkoBCTFAEwnJYsxGJqHLeMKrtlKm19jOiTxOT7m4i63bXdxNYmUAr9oYKMzR4xveBfjoGJhMMIsj8tROsiyXkxjS4VeXeHS8Fu3x/SrxQ81Afzab/wP8of30g64qoniWgwf/CcURaHasZFAws8VXYOkWhLopsmv7bqKE/kM61Ptb9oxtl72Xt62+yvUdJWg7Z29ICtqrbbIMk+Ob2ff8iqGA1nead5OQCh0dC7ScUOdK9z9oCtMMkR/+ijHht/F3Xf10Th5hKhtMdg9y+jmk3zy/igYLguXjXL0kRL3t92K+xEb12eB2SQF6XcfYvWfdrNwxygz4TJPjqe4enYT1/3iNEe/0UbPlgBP7Kkx8LUtDOm+/z97fx1n13Wf++PvtTYchmGSNCBmtmTLHDuJnTiJw2nTJm3S3qbpbXvbpsz9pr97b285ZQqTkzTkmJltSbaYR8M8c5g2rPX748yMZqQRGOTEjh+/rDlnw9rrrA3r2R94PnQ1DvBI+BjdW/axvpQk4doMhvL0B9KcDAp+ItfDjDklsLKL+LU/hzReXVfXK4UjX35gweXZnpFXuScvDvtHR2iJxXjXqtX8/ZPPYgU1hYmqKz4zJCmlDYJxTSipKE4a00KuBnsz6wjVarQdpGZpgN7IEkb8IJ11zfzva68latsETZOWlu0/lN914ukvUJ4mf4LpfC59Ft+QGcoVA+UKInUehrTRuQjaLNGb/DqGZ9FUvpHayjZarK1EZDVMwdPw/ZLPxoCk0xBUNBQMzXBS8Q8nSuSTHstCQ9yUaGRdexvvX57nuYEUAT/AwUKQRNzBDdmMni6jfNCex/ryYU4aEY7mk5xDmxRcu+3V169LZTzG0y4VZ66p8ixcgMRdFBfZz/XDeCq44IZCCMprb2I2TwQNeMQqe7CHD+H6HyTrtGE3jJBpuJHHjymuj3oc7SnR3hyg9RXI8P+hQWn8fBm/VCFsGvzHseNo4N2dHSyJLnydnC+rep7m4jkrYUHtPy5M/qppO3DtIWPea8FjqzQnmxQo+JlHjTn6DmeOkbU0IU9gzLxbULUgfn2nz5bTkq5RwSNrfQqG5va95nTYhKYuC6aWjMc0IzWwe6miYkHJhp5Gn4fXQCEAlg9tU/BMp6AtbdGY1tw8sISOXJKHW3rJBrMEvGo1k5IVJGA4FAiRR1HEpp4clvBp01MUCdImUuw13oRrrOca5RF5jc5f58PrlgCmhoZ54J//Y/biNPwKUggCho+HZsXaFn77i394zn6vJvkDqNl0HVfe/Vm0W9VOm3s/CgEhy+GalU9y3aonUQqy5RC+Ntm65RD3H7mWJR1TRFM5Hnmmi8r1AZymWtIFTc8DU1y78SjPF1Zw9I4GVvkRsi153P67OaDjhPJ15DcNVeXeXQNMhSiZdLy3n+GHooiRCGo0xPJYgBWTDUwWY/zV/2piIlctE1SIwZHHryDf2sPmNZp3ZgIYcoKVnkMISYOv5j1BtFemMLqXWOsrI6L9amPi4GnMkE2opZbb7/xzDv7rnaRODLDi9mt+2F27IP7njh0UXY+OZJL/2ruHou8z3m2hPUGs2ccOaYJRTSgBrRtchITSlGSqz8Q0fYxGTUtdhC0tywlaJrevWk0scPnDI86H/kP3sOc7f8LUwAuzLqeZW0bPkZQzguCXYfBoBK0EyeYMOhihw30XZX+CEfs+fO0gtETjERWtFEpFApZGmDathiBINebvG67ig7dI2iuaj4ZM/mU0QG19JxtjmiGngvSL7FwSwlDHiDY2YmcmCAnNk0+3kclKljbkaF6Rx27xODqSZCHCMzzu0t766oyr0poHd2cZmXQvvjFwZhJfiGBU/87Xij6/O3EmDvLMEMynGXN1p6dbPnN8X5EqrePxE/8fqr6FeM0I3ra1VMqteGXN0LiDrzSef3F35o8yAo1JWj9wHflvP04iCFcHg7wwNkFzKITjeZiGMe8KuljstJ77ZnSJQ7MQ+ZsRjBZA1BMMJzSmgrpctbZvvKAJu5JrjwaQQFk62OrMoT1gKq6pz1V1AA3E7D28oU/Q3aRYOmpwwyGJVNXjnK71Ga2B1QOCcAVMX5MPQi5YTSJ5YJ3PhgGPK06ZnG6AhgyMJWCgXvNESFEIgq2G8EdBu0U2Dwp6GyT52iJ2Kkw6FIJkGRcLHwOJIqVDhKlgCEgEVtNlNpAzEwRfYeWCHwW8/n7RNJItzQTCQSr5IgjBrb/2P7n+Yx/hxFPP0Ll1MzUXLZD96iDctZ5QSxelvqPVBWfdy0JUzeZQ9Zb6yuSxni3Ur1Ec+/Yixh+O8+aNT/HM850cOdrMTcljNAYKnKq0c+fj23nntufJOrXkswHGTtUzeuJmVhhFUtj0f+xZREXQ9P0N9H7yMSpNOfb83gpsV7L8QAtWKcChCOx/MElq3EKrM0+PbV02i1sXs3inYHnOJiseQxtlLGCpt0CQsoBo88ur7frDxOqffBObPvEOlty4GYDr/vfP/ZB7dGlojJyxGHxw/QYe6e2h8y2Kw/0Z3AI0LqteciHTxAxUH7qqJgiTEI+4fGjdWpSGn9ywgYh9+d9+e7KK8ZJmcQQ+f1xxQ6tkbZ1krKT4vadc2p/5KstGXgDOnaR8aSNV9UVKAJF6aO6qoLVAK8nAyQrSnWAiN0bbjYt44V5J0+JGnEgFmyCe71EoF2ipbeGKQPVGdDQ0CMHeE5qRCERqLd5dA5uaAozkIVDyCXtphJ/H15Lu042EygaL4hl2tI3yaKmZ8VyIzz/dhesvLG0UCoLjvrqkReuF7tGz2NzcZS8S84ncmaxfIQRC++gZ9/ocZjKtM33G6jd7aBeQoBTaslFGACXDJEL9pAsbMGW1JOHQhMPNVyRfUn9/1GCEAix/+5WEv1KiXISttXVAlbyfjbnVVeA8hHCe11dwyUxw7m6IeadFSeitUQQcAy2qSR/REjTkQOFNx9TOeSlD0zYlMXWVTPpU++1rWDUkWTkEeUMT8QR9dYragqC+KAlocE14eKVi+VA1DjFWgWUDmvWDko6xADVJmIooFk8Igu3HKNUbDInFhIoWDTmfFyL9lIMurrAYbHS41T9Cc/di9gebOJD0yOgIUigkEBVlVoohBBKhY9yQWENN+LU7d10Ir1sCKITg/504wFTfAA2d7bOxPdveddsPpT9K+xQrKcKBGuQcAVwhBFa8jgvJbIo5H2rCOd6+5hGyY61saBlg93OL+eJ9N9Fcm2JgvJEvpzfz7nX3UBvOEI5U2DuwiLDyGQnV4FsmRrFCrhTFQNDxmWvQaEqLUzR8dy25dUPgSQxlonImDjCZBZWpTvzSgEjM4l/vvZlIQGBHbZINIbTWVLL99Dz6+5QnD57T/0jTFjpv+AvEa/gNavm7rv5hd+Fl45d27OBjW7bw9UOHyLn76Uwk+czb3ja7/sTUJEcnJri5aykR274knbFXGp896nFvn6KiwPaydN/3z4zEdmDg0Jx6mET2wIJTlwCiEQffAc+pJgSXsxCrrRBKSKwj7yJTOMUR827cCqzx38LVizvpyRzkG8/sZW3DNVyz9hpqojX4uKR9RY0Z4GDFZ2eryV+lPLKT0J5Q1IYkjgef2e2TCAp2tSlsw+WRY22cHPIRxNh25SiJoMtAOsLB4SQL5VzOoKk2wLXbYpdvUM/CVMYjV1AYEqSkWvrtUjGPmJ1LJBbUdj67AXFuDYkZ8jffkughhY/SFmhJxCmRaD3AUOZq0Jqp0VZWNn6B43wCKUOs7qg+i9R0Wz+M6/eVhDAkwjTnDczZZA/OJXwLJd+c0/Y0mXuxRHBui3VZQaRYFXN2DYFA8dRqzdFCmVv3SAbrNFJD+6TElaCEoGhpEuWq5a+nQbNkolrqbaZtL1CtGxCuVN8EBpM+ppI8u9RnoB4mI5pdhwUtaYNjrZp97YrlI4JIRbGhR3CkVdGyZILFQtBTWELXsGDZsKDUkEGtPkx3pJF6okyJEPXLT7AnkqRCBBDUkWOXOIwhPKIUCEgIm+sJmPUvaoxeS3jtzsiXAMu2aVr2oxG4+d1Dn+bo+CNsan0Hb135K/PW1V//XsrjAzijvRdtZ8YiWFMc4mffu5+fvKaP03uG2X26nZGJJKbh8uDJK/CVQJomS1v62TOwFFN6IBQCCzEd9Cum/1Nhl3B/DYk9i5BzrBSaMw9k04a1Wxv48K+upnNV8qw+CXJDTxJtXIcQ4JRSqEoGM1RLqHYFi3f+9ms29u/1hpBl8ZFNm3jHypUETBNrTtLDmoZG1jQ0/tD6djLt8b2eM5YpF4up4FLygTqWjX+HVWPfIOhOzq4/m37MXGJeBaQF5RxUCgYJoxUhBX4xRKTRJN4q8U6HCaoA2XSRsN9G0Aqy58QeNty0gvTkAN/PnSRkvYNDQZufWeVymyNwlSRd0jRGNM8Naz6wRqIR1AQFWgs2LkoxmgmypX2CZMQh4gt6p8LEgy6OLym75z5uG+MuH3rbq+uN6B2tUHaqRMlfwBB4VorAHFbGLAOYIWxwvooec9q74Go9nWi8ULChgdI+aEk4VyGa9kkHVxCJjFAoNeEri4GxtVQCFRwvyBP7cixusvF8MKRg5/ooxg+xusrLhQwFaLptJyPffoJy3zgAhpSzVsALxvfNwUzptumdqvvMrDxPjOdCi89eZvtQNgWGLxiJKVorgrqcpi4nqJhwYInmusOSvZ2KvjrF1lMCQ0tsBSebFH2NVVHoRRMCRbW0XE2xepyGvGAqrGlJSUZrNMqHSAl6mqpu3pYMxEswltB87SpFyIFcUBEtwgP+Bmq8Mh95qkyhbpJnl9QxVa9ZrS0mdYIxnaTihfCLTThhCyEUIeVzvXmAJplBU/W2ScJ0NnyMkHX5E0J/WHhdE8BXCjmnwsP93dzauRJjWgx1pJCjKRw971vWc/3foOzl2dR4JQG7kabYcoayR2mJrThn25ptN5HcfD29n/80k498Y8H2XMvkxKqVdB0/SbBSIbRsE0uv+QDKKZPq/x6ttfV4/VFsMYXj2xScCH7ZJHcqQMQ+2744X/k9eqxpeumZf6Gq+vBzf7CBj/7auouOUf3K91KaOk7bFZ9C+S5uYZhAfMmPtLbfjzNqQq9cneVXAiVP88mHp01RM9YOI8ip5ttBueTtFjKBdsJudSIUomqRNixwpi/v4tQZj6VbBjNs4imYLIzgTI4wkh6mNBzCcwyW/EoNZSPL6NFTbFt9I4aOcVCWiASyBBf7HH+2jt7iaeob2kmamuMTcPPSIBGrOpmuqYdEcK4wMrQmSnz0qm48RdW6JjSfvP4I0YDiyEiSrzzXQdjyyTvW7H7vuqmWnRtfnQSQUkUxOO7gL8T6oDruxTQiFEcLeSb5QnnVdeaZfs/e11ovYAecj3PWn/VI0FrTf2SY1uWNmNacKUmLasFX6VOM2hRjARKRU6xt/zquH2Xw6xlK+0fxb10J9QkQUCwrLFMwMO7w5AHNNRvjlzo8P3JIPXmY8uAEvlON1TyaTnMyk2VXUyOGlERN85Ker/MI4tlk8exzMWexz5nwowU2RQLJyrSbV1SviRsPSFIRTdAT3Pq8RGpBb52iISdpTQlONVfdv+v6DerzmuaUwKQaH1itSnJGTiYf0gwnNYsmBV0pSV2Ppq4gKVqavF21/q0YFtQUBPvaFZ4JfbUQyUTYdjTGfcsV6WiImw5IjBM1PLJmC5tGBCEH7twc5blEFC18QLLJPEpIOLgaLFn9ddHgcnxVvuj4vpbxBgG8BPzD80+RKp1iNHMvH9v8yzzU380XDu9lR8sSfnbtemzz3NpD3VPPkSsNkPCOYVu1XNnxKa5s/9ACrVchDJOOn/kjIss20/cfv3fO+t6uDnLxKCdXrWDdvgOs/PV/xghVZSPq25fQkhrh5too/nCSZ+87hSldDO0QC5ZR6sKhPAutWrw8xsd+cy1v/cClWVCFNAlPi7Aapo2RaL+k/d7AGwD4g6cdlh5+lHLrBipWAHdGQ3B2wjJoKeyZ5300bfDcOdevBkNHMbAZGCiyaI2DITXFtEa2DLOhbSfPPfksgaDP8OAInqNZvGIx4VVRBk9o7vMXE3DCPJdegrHE5d1NFvEA/NGTPu9Y6hOQLr5TwbRDxAPinHtqxlNnTc+aUwWb1mQZEJQdyaqmDFJojowk8bUAJK62eLVwor9MxVWksz62CeWZHJCZMS5mCJx4Eq+xC79lVXVglV/1qZsXTlC5kDVq/hJBKV9i5NQE7evbkFIghKC2JYlWZz2LtAZ8tLRmw9ayxSWcHLqVpS334XeuxRuNoeJVq7XvgWUKPF9jGoLa2Gt7egu21uFMZBCmgQhY3Ds4RM5x2FBbgyEEIWM6C/csncVLsQzO22f6DPlUOXfR1EjAdquJGgthJiVoxig8GQfb0ySLEK1UDQyGrv59x26Jb1TbWjFHNKElJaZfDvRsPK8GSqYm7Ama0pJwqVr27YV2ResEbOzTNOYkCs2iCWjMCiwFwYrgiVUaz4adB+HoIsVkFNqmDDwl6GtQ+AYsmRBoCabhsMM6TIgyJ3QrnWKMsKjgaJsADu01P09z/CZM49XPzn818dq+Qy4zfOXxud2/SJvVTKWUJWZEyJRHWZ6sIxkIEeEEf/v4H9EcW85PbP5rDGlScrPce/zvKLs5kqEOTKuRhppLz3xtuOYd2PEkJ//6k/OWd5w8jZIGHae6wbTJHd9LcmM1A3V1spUpP8Mf/dVaau0o79wwwUhPmkgAipVqnM8Zl83FEY6YvPMjS7nxXW+QuDdw+fH8uGJwKE0tYPsVpFa4ZhCznOU9j7+bYiJGU3kPYlqXThiAAqdIlTRIKGYNykWD2sYClgwTjvqMHA8DFaaGbCo5l1z2UZSvCYRg9x4PZ3KATRtWYBsxek48wfp8iVt+4mfIHoP6kM07V0i605rvPHuA2kIBQ2wnkxkmXrMIyz7Xgnr2fJsMO5QcA8cXNMVLFByT+460orSgPlIiaGlWLkq8GkMMwIrFQfYcyZHK+bgLlaoLJ6isu3m6Asg0pAH2WS+4Z/sCz5P5O0OIxcyXaex/4ChuxSMUD9LUUY2vitWEpwnnzIOqKu7L7IsAoDVam4yNLmcsvQESEt5y5ngK6GgJ8MT+atWLrlcpq/pyIdzZTKijicEv3E9gRZxf3L6MJ+55mqQVoOJ5TFYqNASDs6fipXhb5lb6MKgOf9w9P+mbWePLqhbgzLItPdVic5YS01JSc5M/BIY/vx2YF1EwayX20YR8QX+dqgo8S03LlOC6Q5JjrZpSEJyyQiiBawnu2qJoSgmGmipMxgxaJwxsX2IoxdaTgitOSf7P7T6OCZ1jmsKiYfY0JFgqxvCRnNCLGKKWJ5TkBnGQPtHGVnrIVw5iGu960eP5WsMbBPACyFUmmCj0YBnDfGLb35Itj5EMNZMMwV/f8Ha+ffBPOeWk6Eu/wLcP/SlRu5ZMeZS+9D7WNN1AbWgxq5a8H/kia6EmNl7Lyj+5g2Of/ulZ/5bp+6w4cgyART/xm8TX7JjdviVYw3vbzogR3/r+Nu7+msvO9TZ9J9PsOaovQv4EhgmmKXnLhzppbA7z4V/+4Snqj1ccvtQ/RtQyKXiK9qBFT6nCxztaiJoLZ1K+gdceKr7mT591Ge8fYfn+byLdXjSP8sKin8dy0ly3+/dI6KMcq/lt/HKIjsl7MAyINoDvQikDPftCKC2RUhCKOfhaU1RjaGUycMwiXm8SbfCYHCkDBkIIVlxzBW53mgG3xLPP7uWxRx5GN9YTSE9x7NnDfOzaDdMCFYo7T2q2B/ZjZMoIsYO6pmV4nsNMibe5k26+LDENRaBaOQ3TgFjIZzxnUxetIATcc7gakbWtfYodK12Wtb068UWerzk5UOb0yEWkXwwLpFk1pxnm/HjAszneBS1MM39nc0Zn163cuZT+oyPUL66dswPgVKps3jBnF51zBAE6EF7QLiUF7DlaYEasYGTKpbP1tf28EELQ+PYd5A70sHLLcsYfP0T3RAqlNa2R8LxEl7ki3HN1AReqxHI+zLXEzR1jF5hrqzaUpiLBN6BsQ6wA9nSsoZred+aM+2hM5peLW/C3Uk0IcXW1DNx3t/mUA/CuZyQVQ9PTqGnJQH1WYCmBJzUBF0qWJhaboN6Bot/KnVs9aguCbTk42qZpm6zqBVI7QrScI+DU0E8tp3UDmzhFQHhsF8eIUUJonykdokGe69V7PeINAngeHBx+lP8+9BUsGaXsZni676u8Y83vzq5/sudL7Bv+Aa4qgdYcGXuIiFWD4xeR0uItK/4XxsvIeg23dpHcdB3pZ++evyJWS8P170Na50+q+Pnf28CtH+piUVc1RvHPPvEUfcdypE47uMKjjEMkYvOhX1rN+/7HSiplHzsgqZR8guEf7iXha80tTx1iYgETxVcHx3n6us0/hF69gcuBPf9+B5lMHZbSLJ58gt46i8Xp5zD8PCuHv0mADNga0ygyHt1A5+Q9mAGwQuD7oLVgYihMosGhY1OOGelJrQGpcMoGxayPFYJASFHMGIBm9PQQtbE4+ZNjQNXykQxYFOwAtmlhTMcAAXxorWag5mY6kx6maaG1RmuF0n5VQ1CAlFWSEbbVdEWE+b+zPuqQLZvkyibrWibJOFGOZ7uo9Bu4DSF2bLj8Y903WiFb9LB6nwe3grtkwxnL3kJifsZFngPz4sqoErO53GJulsG8t09BojFGovGsrOeZQDI9P15lhgTquf2kKociz3J1KgTFisaQ1U1fbWmdywW7Nk7ddRtwJjL0l4p8e6CXTy5fSXM4jJqOwZyL2VJwC7z1L+T6XQgLxfvNXy8wlcZSAsPXs5m8c/eV87a+MDTgCI2lBRYgPUHXqGSoTjMRg0fXa4QP+9o16/oEngk9027djf3wnY4abClocaFtQlIMgWNI9rcpPvikwWiNy9ibuwksn6RR5Tmk16MwyIkwHoKKNpiS9UzI9TiBFm5rfMdFevz6wBsE8Dw4MNrNU33NtEWHGC/uYCDTR8H5Old3bOBrL/wFeecQrioCIKWF8n0ikVpwYGndjpdF/gCkZdPxs3/M8akhyhMjqHR1srIDIU7+9SdZ9qufQQYWDuQXQrB46ZkH7B/805VMPKzIn9IcnRghHcvx3p9fgWlWb1EZ0Az5E7SFG15Wn18OHhxP89RUln/rGzvvNiOOz6/sP8Xfblj6KvbsDbyS8Nwie//9I5hjCax9ZT6kFIZwKCPI2QGONr2N5KMF7LoiIuohBKzr+xcspu81q5qTMHzcomdfFK0EsZqq9p8dqBrMbSNIS3sjhbRCeVkMexml3Jngo7ETfeTiZ0LcDdPkV/5/H0IIg3B9O15uDK08lPIJeSnWLq4HDIxIA34ljyrl8F0HpVyC4ZrZdg2jWjJXTTOW6XwxFHB8NEZ9tELAlixb0kgq43HwlMOaFQv5Yl95LG606RmukBh4FndkkEznRXTNzqonC8zx53Kuae5sV6+eGyU2v6XzNYFpn7NcnK0MPd3kwu7O6kpfVeMwT/SXWdn+o5Xs9HJg1ycY1B6hWJR4MgZu1cY2Y/G7nAl3C9lRZ0ifVoKKWa3w4Qkwpk/XTDLH3PO90GemP9taUJaaoKpW397cK9nSC3fs9MgHoCVdteQ9tlqRC2nCDuTC8M2dmgpBKobAjMOKEcH23ZKSpVk1IvEF3L8e0modOznCiKgFJAY+J3QLi5lCGWGCdge/1PyTmC/SY/daxhsEcAE8cirHZ57YyWBuM8fG3okUHp5/J3R/nq88v4NkUNOWMJBSAgqlXKQ0KHtZltbuYFPr21+RfhjBCKt//0v0/McfUh7uZtEHfp2RO/8Tu3ER4gIWwIVQd50gsgr+7TdPE01Ys+QP4DO5O9jnnOD20PW8M3LtK9L3hfBXR7+LRvPrq945b7mvFP/v5ACH8xfPuLp/PH2ZevcGLifcVJqJJ55h6K5vkYo9j5mJEdSLKVt5jFgFkgl+sPYvUVmH6/r/GUUDyh7ADilCUrFXvpvNla/S83yIQtaktqlMpWggJeTTJoEIDAx3Eo4o3rRuFffev59iwSVWk2Tk4AjSMtGqmmVsWIL1V9dw6oUcwUiU9/zSz2JaNlqDX8mBkGitGR04yMTYSRpb1tLQspypocPULbsanR1BKQ+ERPkuxqy1TFDwTCwDglbVdmWE4lDKsqU9zWQxxE/dYvP1ZxSFsuK2G5K8+apXJwbQMiUte75A/zPfJfuRf7m4hW8BKKWRxoxNbs70fRajm3U9zmjNneV2PMdiBWcCBs9CldzMfJ62Wulpm5KYu82ZiDIhoLXBxpDg+xrjNVJv/FLwm//3lymWK1jFCqPff5r0ySGk1ljywqRlrrXv4va4S8OMdItnQjEAQQ8KAY3tguULSqYm6FWJ4tnkD6Aiq1VIKybkgppkXoCseoGeWqFpHwOEYHK6RPZ4rJqksrcLigHNqj7Y0Cd5eoVC4rGi36QYgp56TeuUJljR1BYEI0nN6UYJOsFdYjtCCWxRQSAI4vJ241mCIkFtIEyD9fpO+jgbbxDABfDZ3eMM5xQSC41PzO6jKXaASGAYKcoI4SGlhYGJj4OrHZqCS2mJreQd687N4H25iCxdT7Clk+jyzSz71b9/SW0IIQg1C/7HH2wgGJl/2tuMRu7yn+IH5Se5LXz1i45ZvFQUvPI5bofvj0zx991DHCvMJ38z2539sCoqzZTjIoUgab1x+b4WMP7Qo4x887s445OocpkatgDgyDKmNjEjRdJpQeL0EF0PPkm92ocRz2CYAkMFKadM9L59TC4NUshYZCYsLEtVvYWWwkoEWb7jzUw9pHjzT+wiHK1h/CvPYdoekUQZCMyrYlPX1k4o0cjHPvNLxK00WWuc442apawiHlpOvvcZqEjqWlaRy00Qq19CUWnSE6cJt20gFG2A6YojUH2BEVJihhLEyFCd4iykHUE7JVAuph1i5aa3YgajbMpmCAUk12x99cSfj/WWOH1sCF3XgcxP4tctOmeb2eD8BYjYaM8ElZJLXVuScDx0lrVpvszIPLftAjg3ru+seLWzjq/1mb9nuzcXEkY2JGSnCmRTZbragjTXvX40SKUhiUZCEAkhTIPARYjfDKYimnhRUAhokuWXTgBnysFVbY9VYpcPaELTt0OiXF3mSoh4Z6oBA3xnm48EbtttoKgmkXjAPRs8BuvgXU9LGnOSnkbNaFKTjkA6qnDtqubgeByiZWgfg94GGE7CO/ZKtpzSPLPeg7LJkFW1/vbVaa4+KuhpUHx3uyZSEBQiGhuHOvKMkSREhes4wKRO0hVopbPu4y95XF6reGMGPQuOrxnKzYSvaoJmBiGhPtKNlB5ddQ9hygqgaYysYKx4kppQK5vbbuOaro9elj41XP++V6ytJcvn62I9UdnHXucoDTLJIrPxspE/gD9Y9/5zlt01OjVN/uY5fs7bhgZuf+Yw22ri/OW6zle8j2/g0jA+kiE7VWTpmvOLGD825FPMlRj8p6+zQoxhO0xLj0vAx1Ih7JCiXIjgpDVv+s4/QUViLREEoz5ENKFcF3ufKtPYOUIk5iE9wVh/jOHTJvWLXSqiibaV6+k9ZLDh6tNEohFKGZtAzENamrHeAEJKdn3ofZw89Awrr9vOu//H7xKOV+8DJz1ILrMbjDRGrBGpAxjBGMotEYrUsvFNv4SQJp4dITV6ApHunXVVIiRmpI7c0CGCoQTSqj4Xqj5KifYrSCuCHW0gUN+JGaxaF14tq98MsgWfY30lCm/6JGK0G79l9TnbKKUu6EJ0yx79R0aoaVmo72e7aaeTEBbaUswXjtZa47k+5rR2zvx1ZysXnO04XBi2AUcOT5Dqm6RrWZL6pIX5OrICziC6YjHF0yPg+rOxgOc7h0oLTrRo2ifmuuLFOS/kF8LMlj5ndAIlmrs2+2zok2zoq9I9Cezp9Fk/IIhWzlj/lo4ITjSrqsyMFpQsjW9qyjbkQqCN6nYdY1AMCDrHBRPhauWQQFnx2DrN8mFBwBHU5zXHWjR3bfFJ5DVPtwe59XmD1QOKiiWpLcBEwuf5ZYqgJwlqF98xMDDRwsK3BHUij5CCtmAHKxp+DstIvviT8BrHGwTwLAhgbVOIExMOhijh+TamXbVOaS0JmHlmxOWHC4eJ2g1sXfQudnX+9A+v0y8Dq81O7hJP4WmfKT/7qh777rEUd46lgbOtAmd/m28N7C27fDT+45Gl9aOKL33mYbLpEr/9l+/FDiz8GLmv36fnq/eyLJci2G6xvJSCdAykB0ikkoRijZR8yZA8xOIrS+iJGrJS41QE/lCCkecjyMAkluEiSzFGTkbp2NjBuuvWEa1bz/3//ll69wxSKRQYGRhBK49994wQbVCE6zwGpgxM26JlxVK2//QywoQwdZHCQDfh1vXYyTaWJdtYNqffieXXodwSbm4cu2bx7KTatvbNGPlRtOcgpslfsGEZcSS6OAVuNWNf2BFKhQ5C0REqeZfGFdsxAj+869XzfQolhS8DcDb509WczXnEYQESsWhVM4tWt1w0i/RielNn7y+EmHYrz6d2evZfMW/bue0Uc2VOPNfDhhtWTofjTK/zXQK2SUNnA1NFQTrnUZ989fQWXy0kNi0lf2KQ4vH+aQJ+/nFvKAoaitNW0wuQvpm4vbM/n4EgZ2kSbjVZo2IKwhXBcI1mYx/T7UPQFZxu1KztP+PDWTcgiZSqmoHRkiJSkWhPsGoAXEMRL8hpi6Fgfb/AkYrd6xVdY5rWjGD9gKBlysCRcNVRzZaTmiOLYc9STS4MI0mF6WliZciENamQJBVSLBv3sO0CUofZdCLAA+sMVtm9NJGjUWSRnkMk8ONpTHiDAJ4FyxD8xdtaSRddHjs9CSJIwMoihTcvFmXmc8lJUxfuuKyWs5cKrTV3lp9gk7WCRebCJb5qjTi93ggn/AEquHyv+Di3hS9f3dvPdA9xolDiU8sW8aW+URyRx9KR825/vodV8hWWg8nnFQf2FSmXFWvWhYjFDMLhH71z+qOCXTevYbh/ioHTE/SdGuf6t61nIncAjU+5kmLwqXupP3ItpdHToKExl0UkKuhgBZUPo4MuKhugcUU7MaEo391AJGCSFTb1qp5QeRND1immJuN0ddVTo1ZSbyfovH6coRqPd37qL8mOj3PsiceJtY8yfOogzetLTIxm8f0gLZvK1HV6SCNEc8stdD/7AkG5lC1v3oqTHUI5RXyngBlcuFKEtEIEapfMW9a08gZOH/gq/vgA5VKeVW/7ffzCFMIrozyXQsrhxN0ZmjcX2PMvh7FiccyopubKr/HmT30UNzeGYYcxgq+e6xdgYNQ9v2JLNUgPkZ+ESM105sqMhsvMP3p243lEUZ+5O8WMUvNMYgBnmpj5rHyF53rYQXt2H631PPI2FxesZSvAsk1W7eyiUnQJRQOz8YIeFo2dDdiWxJRQE399TnPFnpHpdHhesfln7oifTQBn1sVdMXteDQ9uPCSJTUfwlCyFJzVrhgQBr7q3I8FUcLpRYfqCRFEQLVctha7SeIZi12GITisUzVwvuSCsHzCIljWpqM9zSxW7Dgu6xiUVURWsPtFSlXlZNSipy8FQUlMM+YQcQW+jJlmUHGxTBIOagmPiByokRYU8ESSCggrxnsiPrzHh9XlnvEwYUvCfH+jg1KTPz9/xA0JW6rwvtUJIFifXk69MEjCjWMaPjvhotzfI4+V97HNO8HuJnznvdjvtdeypHOWI6uFrxftYY3aghGa5tfgV7c+k43L/eIoThQoPjKbIa43FhW++82UMfr53hLc112JfYgzMxXD4UInDh6pJAt2nCpgW7NgRYvnK6mT1egokfyWw/brlAPzNb97B6MlesquzWIW76PlemjVyEv+oy9jhNJ7wqVghCqYiEXRRDSlKroH0BKl0hfThbtrCQRJ2iGJOkhk3aGiFoBVj2aKrafuNtzJ03xc5PTXBsfQw699WQXl5vvUvXVzzji+z7t1pnvvWPhJtFZQHqV4DpySY6raoWezTuHkFb//NP2Tff9zBoo3bibZtRPsefiW/IPlzKh49h0ZYvLKBZ+4+xsqti2jpqOrVTbr9pJIewRFFXecVnLzn/2DIBMX+CAe+NsHUqTLJjgCDzxYoZVwmu0cQLRreV2Ff+i6axzQ50rQsvYWoWXvOsS8XFjdZHDpdmi/NMj/VFnv4GH44UXUPG5fwcjWb6HHWvTnHG3x2PJ/n+vje/DJ0Z4jjvGbn7T9DK+epzGiwAiZuxcMOVq175XwZrSCcCNFca5CImiSiJqWyIhp+besBLoTI8jaU71PsHpors3hRXMj1O/cpdz5yMFcrUAlNTVHgCE3BhG/vUAzWVcu3fejxah0Ra1owujktCDlnyKMPDNRrDrRDy6SgI3XmGBpIFCW2p7E9gRIGRUtxrE2zZEIzFtf0NQriJY3lC2wP0hE42gbbT0tWDwgGan1q8jAWN5m0EgRNl8mNJ6glRAifARoISsHqpl+79MF7neENAngBSJHi5hXfJ1sZnl0mqolKWFJQURpTBrj/5GcoOVlqwm3cuuo3fngdPgudZitb7FVsD5wb8zMXn8vfSW5aZuPRyvNcP/6LhLD5ldgH+WT8va9Yf2pMgw3xKIMll3F/Ri50BhdwYehzy249ny/zy/tP8TfrlxI0Xj4JDIfmt+G58MTjJZ5/vkRbq8m1N0TRWvP9w/vZ2d5FQ/TVteJcCEWnl4Gpr9Be93ECVv0r3r7WCiEkQ6lvMjTxECPP38bI8Swr19SzbbHmeymf//zpewgXSpTyATK1CVY2pNneNcTXXugCAVtaT5IN5QiN1hIqh3mhFGdZm0/T6iaMtEuJUWSoQnKJwqqPEbkuSPfYKMXiUd76n5/hO//3rxga6iawRBOvPIWnixx67n8zOfYc0aYypx8P0bq5Qn7cxApqyhmLtdd9m30DU/RVJnjLL/zc7O8RhokZTuL2HwEhsRatnF131+d2MzmSZegz4wyeSBGqh66fnaRrVZKNibfw8Jcnad4VIzZ5ip67gqQeypLwMzhTLngwuq9IqNaklPMwlipiv+1RXjvK/uIoU6IWz7Ko8fOvGgHUWlN2NGouQZg790+/QDkrdlVZ1UzZIOBisbgzW5yx1J1N5uZr1FkBc5asTW8wvduZhI7zHWc++dP4XjVm0ZoOP/A9n8FjowydGuea922jVNGkshUmhkZZ2pXgzVf/8CSuLheElMRWLGbEstCViwh8n73vi4j/W9gVXF1ma4FPVb9PerBkspqd3ZyCJ5Ypdp2ccetC2Jmf0jcRVZRsjeVB1/iZWMGZq0iicQVElSDgwvrT8PwyzT++1ee6w5KKVHSNSLobFX11mnV94NiQCWosV7DtlOAbV7lUbLM6h0hFm5jEFzb79GakEePNddsQ4vX3cnCpeIMAXgBLkpu4quMD3HP876m+r1SxoyFI0jYYKTjEbYfxUj9Nya00xZa/6n08UVA8f9jjyoE+4jGH+I2rEdNBilJI3h9507ztfa0xhOCBkSM83TOCs/IEw3pydv3MI6GEw7/mvs1PR24lZrwyJvJfOXia/Zk8U66HRiGQsw8ijY+YvRyrjwKh57qizsUz6TwZ1yNovPwsv3xBY5rgefOXFwvQP+Dx/J4SqnGM+48f5anebv781tvnbXd3IUVCGiSlwe5KnpJSjPsOt0cbWHMZ4796J/6dnol/xfMKnB7/Z+qi17C147Mv6aGmtIcU1XOQKx/B8cYplPvZf+AuIs4HmZrIcNfXwwwcexSnpJBCo3RVXFkDWarW70fHTXZcqbnvaA0V38K0JHaplkyqTDm8isWJCm/d2YRAY0cDTPT3U6nNUSg4CAKQLzK+f4jebIqeSYF541Ws/9RP8hNtKykPHeGZp34dT7ikp47geyXCdYrOa0tEahWjh2yiDT6Jhk4e/co3mBwJsUQHcd/RiGVXLX7/+af3IqVkWf0ERw7niCweZsdbVhKM2HQfHOb5x04gbB8nLTGWlKn4JZ6+w+Nb3/sOhZQm+axDsM5HPSlpHHFxgprkP7jIhCaxN45/TJLzFfo9DvYWQFVD7QYiUwAcyj7MdQ2XN2ZYa81E2mPPsTyO4xP73p9T3HQb3uL1C5jtqJKwGSJ2ppF58ioLHmdm7RzyNjfR42xNv7Mt+jMyMXMOPyfr99x4QajK0RiGRE1ndmutkYakpiVBOBlCaYWvJG6xzMRgCruUh9chAZyBXRfDdz3wFF4qf0n7zJC/S0urOT88UZWAsTzIBRTXHJF4wN2bfaJl8GTVAghnEkcMoGRBwBesHpKsGYKBpGYwqWhJS3yh8WV1fbxSzSiOlwTJsiBa1gzUQqgMGycMImXIRCQrR2YynTWmhuFazcTKfhbZBkPU4noBIrZLk8hhCk3C7Ccdvp2tsVUv49e/9vEGAbwADGlybdfPsqLhak5MPIUpA5we/lfyToaEJVhVE8TX0GqmWbfsk3huL4Xs1wjH3o0Qr07Q8XNZj8XPQPrYBLJ5ErOlhlNLGlkSlCSt+bf2pKO5b6pMxjrM5/5hit5RB+M3HoDzhOAp1LxSQy8VB7IFvjIwzjOpHJOON02lBT4VMDTStxEYsxIDsy6fObWnFtKu+pnFjTQFXxmJhy1bQ6xeEyAQEBw74tC22OCu7xfwfVA+9PS4vHlNG1119dy6et3sfq7WfDE7ymGnRE77nMUf+ZvMEDusCG+KJClqTZtlkzhLJNzzFfv7KvhasK0z8KIEXV2/SNkdYsYHNJl/gBPD/4+2ug8QstvQ2mcsezf58glKlRHG8/eQDG+lq/GXOT32d0gjjONN4lYUj37TIxiKEGs5Te++RupbQhSecGmIFvn6w48RktASrLDMqnCiHMLVkrlTvCEFvtI0JuGLgRD5q4K8o1HQWidY1thBsRRHRmuoqbfIHhsn1lmHmy6RrutBmD57WmzyKYu3jFUYrK8g19TzrcJavrT7TtbtT/NHXQZjkbfy9OHtrPKeI77cJU2cdEAQbq7g6Qqr31EEZTFycIKengHMoOT5w9/BCi5DrvlDti5ezfG9g7hlj+hbujhyZIL8My9w6sAwE0MZ8ukSblHDdMD85O4AxRGT8pAxKyWTPmSDgIjns+ajUUq9JfJmCtkA+bUFWCIQtR5GK+gCiCDzZtleZx/dhT10RbZe8nl+segdcRgcr5DK+lUtvB0fROQmpteKlzfrz8FCzVw0UWRmu0teOB9y+gXXkGeSRzRQ25qsfhcCpTRbNtRhKI9bbmq9pP68FiFMg9b3X09mzwncbJ7cJRLAmRfv+ZGb59u2+nTRaIyzt9SQDYAO+DTlqnbC8ZgmG9Rs65az5G/O5gwkFA+vUyyaEuw6KrG0oCYP927UvHMPmFqQsxUpU9NQEFQswb4Oj02nDeIlKJmKsRrN3VsVreOwelgSdATDrYr2rMO6cR/TCXBKhVjt91LwI+QDsDy8nj7PIikm2BjfzoqaKy9tkF/HEPoS7tZsNksikSCTyRCPLxw0/eMC30+RnfpHcrm7cZXGlIKAIQED016BHVhNKPJWrMDKi7b1cjH0rc/wpBPh6MYPoIUgkcmzpSPOEVfgaPhoq0XEEJQPn2ZqIkdg51o+Pf4QQ/TSPdbPSDqNXt694N1vYfBE47/R8jJdip8+3s/+TIG9mTwG4OoztlTXyiO1gfAkYrbS5MKPooUI4DXJKP+0efllqw9cLCpOd7uUy4p0SrHjyhDR6HxnyLOlHF/LT5DRC1R0OCsSXgqoEyZr7TAdqSiTkwpPaSZzioqvcaWioUPzwa4arEsM6i44fTx+bOc5yy2jFtto5NCzOfoPNrH5lhMMHKnBLZmsv/k0giC+KpGbCDN0tI7DjyzF9wyUEihPM3i4FeUbCBQB02esVjK1qcKtx1zaHY+Ma/LExBlJEAEkIoJ8Cd7ZNcUT2yXvqY2y3bYJxAKYQQOkJHVohHzvBA3bl6DKCqUUXtIhF3P5ykGbtFHPuuhDfMusoUCAA249vxR5EI3F+zZ8hG9Wmuj/u89Qi8+Sd2kq5TSH3ToayJGkTJuZJSorlCckyjcwgkky0RL1ooknwst5QW7m+h/UIhwIxwOMnx5Bao9AUJIu2FgBg3LBpZR3zhrR6ZMpNfgC4WssE9769hCBoM9jz2VZ/tY8fo9B7Jd9hA3aB+d5MLvAqJ+fHHtrw69Sb7+yMbZzkSv67D6SZzLjUXamVfk08zsxP+BuzuL51rxzsNB+C1n8ptcvpPF36eIjcw8lzksuZ4iMUgrlVy2KKzsixLwC9333KD/xc1tpav3RCdu4HBi98xnSe0+Ac/Zr6MJYyAWsgaKpCHvynACdqlt2/rJTjYrnOxUVG647ZLB46twkoBk4Ek42+3zzSk19FqJlQfs4XHPUqLYvNEJXn/Rf3+kxVAMffdjA9gXDCUW0IsiGNSVT09MEz6zQWBX4tbsMihb841t9Gtw81x+y2N8qcLBpWXwAJWBKLOE9LR9gXagF+2VW6fpRx4vha6/vkbgMMIwagqGtVIqPYxvFOWt8lApgB3dg2isuax+0q8k+AJVShJGWTaAlypakGhI8UgDt+7RWCvixEH7AZKJnFGcyw6mJSSIbOrCCI1yZ+AnGkqd5XPzDvLYF0C6b+ZvaX3tZ5O87w5M0BSyez+TxlUbpM2+aVZevAqHQvjFt/fNBaJRZxnCjXIqJ4tl0nn/pGeHXl7W95H5eCOGwZO26anah54F1lkX1uFPic7nRM8EBWoOugLA5E83C7NNQVGDS8Dg87DA6VcJQ1bdwyzfwhWakKc+YA399ymFzS5CbIzWzx8pnSjzw3f3cfPsmwtEziUYRewnr2v6F/X2fQBpnXrddP4vrTxGM1VDfPsld/7CFne85TG9fC9/9iysZOtaE55hYtocXVhR745gBD9818V1jttueIXERTLW5lFyD57RJg1/g4WiQUxsqtO2zaPcN0kXor/EYvdKlZihJ5Wmf1e8NYNsGEwb836kcj5cqLE2a/FntYh59fohVpslTrRFUfZFrhEv74hP8ov1Wvu10sMkvkEEiatrIVtpwZJjVOz/O77k5vt/7Ve4ai9MXbmCLuAfhjWK6LlMijmn6mIZPrNHHlgaGIXFTcWpG0yxbfgJdWsH7/uRdHPl2L7sfOEHFEXzgNhs7IDgw0cm7P7mLO/7mcXxf0XN0lMnhHL6rCEZsymWHcJtHccDA8MBB8NzjFRqbDbSwKTxtwBFB5MNgtIKQELhi+tzPuXTCJKm1Ls81O4NY2GDFkiBPP3oCArVV7UIBuGWQJsjzvzS9pJJiFyJn0+suZGtYyCt9tsjzhcjfzHGqx/JBCyYyHgf3DbBv/yTLnhnittsv/0v5DxPxjUvJ7D2xILm+1Hi/k42KoCcIT81ffr5AgERRYCqoICgGztgSz942HdK80KFZNKFJ5qB1ClwDOkclk1FAKeJFwVRMI3S1nFzQh0JA8dWtmqAPXaOS7iZF0xT014IvwQ/BHTt8Vg8IVvXD/vYIX7pCIF1Qpma5LKKoJqlsDi+6rOXyXot4gwC+BISib8UOXcv4wC3zlgtRoVy4j2D4XIvMKwV3XFOe1Bw/osmrD1NepfEtqEtnWN/Xy+nGOpaOjVKbz+M/nCIFCGnwXLvkrpbHWJW6hXfZS3k84bFXfvmc9gWS28LXsjXw0mMjXKW4fzyNKQStAZvBskNAVt/+g6Zk2BrAj2ZBKjQaO9OCcIOoQAGEwnAjgJiNEzwffKAjdPlV/oUQWAt49PucqvaBB2cMRH4GZcRBBACBUYHaVBDLk4w2FLGc6QekD5mIQ6hi4kuffMQhWrAZbiwQHwqy73SZaE0eKy1oX2Pzla/tQeTzPPS9g6T6umheYnLTh2I4FY9///08nv+HbHrfv+KLFOFkGbcMJ59ZxvKdPey7ewV9+9sopiMEQh7lvE3doiynn2+lsTNFaHGR4nAUp2ShhEAbGsMXJBOCtKMxTcHG0zYD+ASykkfNWsqdLn7MI9IC6+Mm3x0tM9nhkVms6O5W2I7k90dz/HFHDScMGFM+KV+xKREhWRvjCxM5low7PB01iWYjfDE1wk1t13I83knvC0/QGOwhGPkA65PrefebfgZDSOKBICOjj1MbOsVH2yOsaH8zDVt+kzu+dhN6vERnsBdvmtdoDapUQfs+a3cX8Zptrn2oyPu8Z7EOnWLD7/wBtStrePC/Hya2dTNrVtRy7fINAKy/upPHvnOQ7EQRw5DYAZOaxigjfVO4aQM7YDBjVJPNkh2/4XP6gQrp5wSR3/cpfMEgcK2PjIG5Zj7XEph0Rra8KrJRg6eGkeO92M6papJHIUP0ma/iRmupbL94ctdFLYELbDdvOZfuaV6ohbOPqZUGAfJskek5VshK0eH4cz2su3o5hZJPqC7OFbesIV+4NKvYaxmhRfUkrlxN+pEDL7mNZEmQC8Clnr26vOD250zUWdtPVymulooDKja0TQkcW/LzD0iKtiZREhRtzXe3+YzUaH7lTpOaAvTXKm7dbaAMcEyN1JrJCLylX2GWYdOQwa4TcLjJJxsXRIqa7aclNUXN/q5qyrGhNbvkAcZ1jByt/HLTtjfI3wJ4gwC+SGitSOVOUxtfSjT5SfLpf2Lmcve9fqzL6NZJ/UCT/QFkbcXQek1bt+bNX1F4QYvK8lFsu8yNhw4QcSqI6ftRAiHls6vPYyDQiGkMki9P8UjDkxR1+tzfh+Lz+R9wzOvhjxIfZ4nZ/KL6+NhkhpaAzfta69mbyaG1YG86h6M0SVOyvd7mO1kTK9OEWzOKnW3AD2YxfBOzUINGzYkEVNMkcOHL1ANOFSsvdhhfNpTWfOXOFKl+D+8dIIwsQrsoEUeJWoROoTFBaLTKEi4vQSqI5y1yMQ/XUkzWlSmGPUoVD89UBComobKkbTSK4UmEIXl0d5nMYy6mJai5dTFje0+yqq6T4T6P7jtLfPNzd1OpeODU4QWGaRsSNHZqfMfg0MNLGeuuZfd3V2PZLlJAJRegY9MQhVSIWF0ep2QAkraWCQa9Rdi2z2QdCEvQMmHR3mTyqbeGGBrzaG+1+PLdea6+JUTPoM89eU1D0eIXd0S4f3eJdtckZmh+bXEU8X5Bl2czHvL4pvJp8zS3RyL8YiDOImEz6mj2SJNT9TZ/WZvAD5p8w22hc/U1XFlfw3PHLVricaLxVratXkpHso6//fZ9nBgY5SfX7cf1Swh8ktIiYIbZvOp2/PIxuiv3suTpEFprxtcWUWGNYIzSYouW5wSjm3OIvgyRIybF97yd5q417OrPUngwi/XWP+B0sYCVStF1SxdF3yNtKEo9WUxD0LKhidRYHqHhbT+7gcFDp3h6b45bPpAkWimgfMXEIoH1bAmVEpS+J6EgSf6FC9MSQlGjnhqzibWx61+V69SMJ6gk2vDNYHVBKEKlcxv+HMsyMN88OXfx9N+5SSFnYx5JPE97F4syWqgM8DkVQ6bJn9YafXZ/p4VZNWCHLOK1ETzfR5U0tS21tHs5tl91bum71xvKgxP4qcKL3m9ulm9DTtCQO/+2/jSpm7EInrHcigU0A6v/elITLlfrBBsVQCtGY5AoCQKuwNCwpq/ah4CCrgmJK8F2IOzAykFBxAUnIFg6ITB8wVhUcaALIpWqTEwmVK0pbEkXW7kkPMGiwAQIi/V1N9MSu+FFj8uPA94ggC8Su4/8M+Opw6zqeBedre8lELqS9OQ/o70eApEriCd/4bIc153UZL9T/WxYgqWHBHYZpGfiKE1hdCmq5SjmaAAR7wNDzROHD/iCD55czOPNI/z55qf45MG1PFR7msdbhoBqzF+MMLUywZCaoM8bZdxPvygCWPYVdwxNEDdNVkRDfG1wkknHxRACKWBSFPlObhihLYxKDDkeQksXKUMI35zOCpbo6cdMNfLvjPlEM121YPpHWcCnLpP790LoPukwfsqnpF20C0iF9CdQZhQp8ghVBAooGcGUSQZb80TzNpmYizYgFStR5xVw7DjFgEvEsXHwycTKhAomMRFgOFlmiY6RSFhMPlum77BGDq/gka87hJZK8jmNX2rDlDmCkcVMpvKMHVvD8CGX/mMWyhekBuMYtofvGhiWhxHwyIwHuernTlDMRTj1Qgd+UXLonhU0r1hKtCWJ98QBirZLyYGmNpPP3luiOKX5xPtNhJYkYpK6hKapJ0BnOEzfoM8f/1wD9/UVGenW3FYTJKirL0TpYD17ZZJdhsP2UopCGWIRg14rws4VFrsSCa6zKsh4A29feQVmQ1V4+Xc++R/IQBi/lEcVs2jfoy4WZSKWZ/3236I7FKVj2fuJRhYh7QjLg7cxvOcAK47XgvJwQz51h4NYJUmuzcHwqlbNZLeFEgpUlVxEe4+ywfXgqW9z/NaH6P6N36FsGHi2TXptE8u2XYk3XKBwfz92c5Sr37mWk88PUROb4tlKGrVEcN9j41xRF2LPtyGxHuK/5eMNCnSLYEk2hutVKAUk72n941fVAlEoeZRdgapZdIbASRO3c+vCMXyFFLJSwK85cz/NdcueLekC51rtFsoIPrudhSEQQs/fbc7x9HQjbsXFCtgopWcTQWbXT+8spaR9fdtsG8UyvPn6doKB17+ou1Ubw4qHkdEgqlgBNZeczx2v+WfjUkfGBSq2QGpN2BXkbU0poKnLSfSck1w2p4v9AJ4FYVfgoImVBJlwtXrHul7BeESRDWvihaol8a7NPjtOSOryAqE02ZAmFxRcc8zANaC7SVFTgPGkT1+9xvZhuBaWD0HIFSyagq2cYErEcbx6uqc2s6xphCFdy9qXPqyva7xBAF8Enj7w11TcPAE7TmPNOoSQWPZiGlo+fVmPm3tKM/W5M9/DBYGqPmnJxxWDSzWTrYK1qRJWIIfvhDGC09lgcyyBpu9TooxlSkIlwZXjrbMEcLlczLsj11PQZT5fuAtP+xeq6HQOMq7Hv/aOsC4WZkdNnCWhAF8bGCfr+QSlYNL1UFqhjAoqmMUNZLDKSfBMPDuP7YRRoowXTmGU4yA9jPKZoG2NRguvmsCoqm7fD7TVv2qTaj6tuO9zeZraDcpFDWOaynKX8BAUFpt4ZjtoB6VCYISp0tMKnjRQwiedTFWXSQtJjkLMwjNTKCNB7SBYno03FERNaMyAIBK1cLKKUtKjvN4n9ICFKmhcrXDzGtGQJtYBE0mD2F5JPLqIkZMxmldMMTkQJ1ZfAAmRRIlKKYBTsgm6DpmNbXT3GxRHLJbv6qdtxQjd+1Yy1hdDmxozLAhPSqxOi0eeK+NMX0af/s8ylmXyzfsdPnJbkNouyTefKvKRD11PfNsGtt73A/qKYxyfWk671YOvJCtveDt/mR7F6T+CqFuOlZvETDSxYdOb+LLrELFstFvBnxrEz03iZycILN2CDIRxR7pxTu8DpVD1i/jwm85k7G3Y8YcA+NkMxz9+E2IwzXg6RcQFIwLZVS61h22CeZtA0WRyZalqQVIaA8nwTSvI7biK1X9UDYFQxRKGkAT3PsvYu94HwSDW9HVlLI5jvnMpDbVhWjPVifTZCZ+xHJzMFEku8hhSEAj51K91MAM2Zhd4nktkMkhcx5hMxMiWh2HgOFasiXDzhXU5XwnsOVpgYMy7sD7w3HtHGqho3YUbfRFJHAs5ELXSTA2nidZECITPhG5cSP9v7oLZCiJzWk6PZXFKDuF4GOX5WCGbYNgmO5kj2RCjqdbg+KExJkdy3Hjrqy/T9WrCCAWoe9Nmin1jOCqNKp6dyFTFxTQAPQFKamx//hk00ThUY/dwIRWFU81w1REQupohrIF0WFOTr56lilUli5GKYPdSj8m44Kb9At+AsCeYtGBbt2CgXlO0NC+0K64+YmAoiJUlUzFNJqSJVmD5sGQi5kHTKMtyEXp1FNPXfHOXpvdkNaxmn7eCgKnYPhShaSrKCw0r+aPktldsjF9veIMAvggMju8mYMV4+zX//Kod0+nTTN3B7BNxNqOOqkkcrUj2nma8rZmYU0BaJTxHQtlHWhJtCtKhMMfjoyzKmTSUJQWnxO9te3zeI2BYTbLfO8WnE7/A45X9lHWFFuPStbMO54pkXZ+oYXDS7ONz+QG+dMXV/PGhYe4fn8IwPErRcdz6XvBtpG/jhHNIJ4QfmUKV42irgm84qPgI0gsgzAwyvwimrYFoyVzJ+y3J6Msc3UvDvZ/N45Q16TGfodESuSVp3FUOk5umcGJltFFXjfjX4arIVTX9EXQQZQK6jKCM9C18XUD5ZTwCaCKE8pp4IYoCSkmH8mmPWD6Av6dEegr8Zk1ktYnfDOJ49cE90PcExqJ+2t4LU/+osNseIPLTzbSfHMQuZ1i81qdt1RhLNg7RvbeNI4+0s+LWQTo3DPHkQ9fSf1sL9RMv0LJ0gqDtMlZpY2TgCC2tg2y40mPv99swJwwSMYPRYhkzYPLej13F1Fiex+7az9FMhqbmGLveuYrWeBk8h7pr3sZ/3X83HdE6lmzdSP3Ubpye/VhtKzFqmgms2EHl+LMI00IIQdSuJrIIO4hsXkpxz91VsbxpGLFaZDiB1gqzZem88zE68AipvQ9gfX4vhfEThFMW9dNvObpkkDwZwCxXsxjtKUn98yFCaRO7qCnXeJQbTbxYiPzSpZiFMvbYKJObthI/doy6fXuZ3LId7GmCIsCsD5FCU0kIGhcnWBK3uefL+8iGFZ1v1TQmfUbDUb7yXIXEUYvf//VtVA5McPihXmqvtlnUleRkeTdLiZEffgEsi3DdMi4nFjXaDI+7VSPQ2Ra/hV6agtXEq7NfqGa/aT3rap39fhbOcdsynwRWShWSTQnKhQovpl6S1npW23R+p6BcdKhvTWKYBp7j4TgeQgqCkSA9B4dg/SIODuaY2HeCXW/qJHCeutWvF0w+9ALlvrF5y+aSvRnyvJCqwsx2wzUaqTRt6bOvBUFkDqesy4npGD1myZ8GGrJVv81oTBP0qoE8WgoKQcHyYYGhBPjVp/pzyxSdw4KrTkqa0oL+WsXfvt3jF+41CDkQcDRjSYiOCDxDc8/OIm1TcVa6JXypmapxiXsOh1ujWKECERQdpJlcupHAkiDrE80EXudZvy8Hb4zMi8Ctuz6DIV/douIT/wVMh3WcebhqtHI4sV7SeixNfc8o9SPHSaxz8H2f8kiJyCIbv6QohILcs6qGL9d/g2uG6+kP58lb00XrgXpq6DBbuD1yLYvMJpJGjC/U/xFBYWO8CDHhnTUxBsoOx3JFCk6BSVWiqD1eqIwxFRtBWUXc5Gh1Y9NFGRWEF8Y3SxAoU247TGBgFSJSwbfL4NuUI0VsP4tZmolZkkhtEpWChG3SW7q88X9aa+7+zzzd+7xpDQRFuabE+OZD2BM1OMkQ2jCx1BBaWWia0TKGEuXpidaskhoRRusAgj4MDRgCPWFg729CXnmU0cZB6iY2IlHUbRekD4yhm0E0O8h9CbAqyCkTZYK2FL7jorOjBEspYi2N6PI4/lgj46M/TTzdjVt+nt79LZSLFvWteUrpKKGdS+ivXUY810vmCzGa10MlV0vfAZvYZIr+oQAr336KaFJx4vFO3vFTO1ndaXHf949yw44w23cK7jvYyrED/SR3HKNvq8V+1c8tIzZ1p/eh7CS7fv42WmtMVi8JUD42BFpjNXViNXXiFVOIti6Cde0LjnVo443zzD4ykqwuW+CcHP/Sb9PwlXGUEkSwYTZqtOo2DE+Z05ORxi4b2OXqdWxWBIFJE9I59IjN/j/8c8xiidbf+x0OrNzIoqZaMus2gGXNSpjMxeipKbI9U/QeGCFmm8i8yYFH49SuTXLkeJ6hUwZjhuahL5T5hV+4htO7j1JZ7RMwVrA8shO3eBRV1OTHD152Ajie9pEGCMU899x5cZ6Y/wVj/Obox83d90LJIAChaBCtIZIIXdJvONOH84Yp0rSkruoVEALDNrCFQKuqMPSiVdXwlWRTnC3vXvu6J3/Zgz0o1wPbAF+BP99ae64Lf8aYMH9NMiew9XkGfA7CLiwdO+NA9tCo6bq/IGjIzVwlAqHg5n2SfEATL0+H8Pjwtj0GE7FqXGdLGmpzkuY0HG1RlGwIejAehyUTMBUT7DwYBal4bolFb6NPWJYRQuOKCiHl0inH8FOd1HU0cUN8BSuCr18B8FcCr+s7Yio3wYf//GqWL1rL337ymy+7vWJ5nN7hR9m88mcRr0IWn6poprqHKRRHiQSbiIbOxOM53gk6HzyNKRehLI3dkifth3H3prFtgRvxGXdL7K7r5p8avohr+nxrSZqQMglMi1THZJjP1f0h6+35FpaIfHEPaKg+gLsLZe4fz/Ahu423NAT5THY3R2OncIxytWq4lmD44BkgNdqeI6MjwQ/mkUqC8BFKVB/svjVnk+qDozMS5Jq6BJ/oaHnR/XwxuOvf85zefyZ7UGmFsjz8aIF8TQ6p2lCygtA5hHbRMo72M5iM4hltKBFDaBdDRfAMhSSPTxBfthJ52odKBn+qQjaRptg0SchdgpVuJ7oohrMqRcipZ6y2B6++jCpI5N5GhGOweNNm5NY0taVx1m6pJVEeor7l62SnrqDu2oeof/IG9tyZZEhZdPat5PoOSZ/uZ0kyTb4xyMCwQHgtdNT/FPmTWU6fOoht+Zx8bDu/+CdX86EHbqS2vmpd3Xn7tTjHnkKV8tz2kzt46/u2YQdM/qFwJynnKM76KxEH9hOspLhlyxlF8eDKHfPGcs+9n6BSnmDXu7+LtIJ4XhHLOmPBFebFs7n9bJbx73yR8L1DCGUy156hp/+rfpPMzxOdER8CAnHKKz9ObtNWlGnimxYPf/x/YhgSuXYl4XAQLc61j2itcaMGxvIYn/iZbbzjw/9JquBxz3ey3POdLADbVwXJFmBIOXz0j+5k3c0GNy+rZV3sTZjCQrfuwAjECddcXvIH0NkaYGi8QsWdZmcXmc9FdhxZTOE3Lz+/RMxcTT8uJbZv/nqt53fjUrUA58b7VbtR7YdSVauknC5n53sKIQVKKVzHJRwLIQWs7IqweWXjJR7ttQlnIsPwtx4DX2FEgiil0IXqC/KlnaczW8ReXFW5WZiI6vvu9PfqccVskknJBCEFzy31WTQhacpAXUFQWzhjPXQNaMwJGnKS03U++zsFDVk4tAjSUUXrlCAflBxvgdqiwsyFWTrhk4rHmFjSSGBqGRtjrTTGlrAy9Po+568EXtcE8M8+/0lcv8Lh3r1867H/5J1X/TSG8dJ+8sN7/oRnDv4t8cgiGms20Na4jTsf/wSxcBvXbf3DV7jnVciAYGDsafad+gJLW9/K2q6PINHYhonQBsodAm8CbUFqKkol53PinTu44q7nmDpc4P4PDnK8NUVtKcBoqIgb1NwauYo/r/kE/5r/NlcHNp5D/i4V95WepdWoZ63dNbvs9pY6TuRLmKbHX6eeo6eSxw852NkC4ckc2eZalBUGyz3X4qBBahvhG0g/gHBDmMpCuAGY1g0UmNSZkgbbouCrV6QG8ELYfU+JyWGPgWMz5E/j2Q4TO49iZ5JVUhrJI+QISjehZDuW6gbGEdhIXcLyu/FEJ1qEQOcwPIVjrQBhgSrjXDuIOQAks4ipIF60TK7mFNm8RWR/CJ0JkV59AlkOIfriBFJxyk4R/RMHqak5TktwPwoBg2WcY1sIiceJb/8mw+YavO5tbFpRgF8+SfT5RwkbZVTfImIHW6hfM8DiG/eRaFjK266/lTfdWuGX3tNHJJFn3car2Lz5HfPGQkpJcPWu2e/2tBXlk5G38fPht2AJE72p8aIzTF3LDoqZXoQZ5PDe/0d64gAbd/4ZSrvEkxePzSo+8xQTf/eXTPUfIJK2zrp0ztg4tNQoJCoUwirkmbnI9DRZHLx+GZllEZRVgUARrBoa4mEK0RihafJX3b4a1zQD4Su+/ddP0FofJYJkLF2cX18XCFiCllrBvQ8do+IqDh0y+fiu92E2Vl9ihBDE6tcA8MQRRcWFGzdcnmu4scbCcS+VYgGGRMXqoJiB6Jk6xTNk6xxJFuZowwnmkcML4XzWqLnwPR/jAuLuM8dRvqKQLZGoq75IWLZZ9UxrTSgahGrYJ2u7QpjG61cCpDKepvff7wa3qkjq50ugQUSD6Hx5+srXVEyQ+tzYvpeC3jpFoiDwJdRNV81ZqLq7nP7fA8IenKrT9NRpmlPQ1wCtE5qCXdVXjzmCgq15cKOiMaN5cmU1gzhySrD5NOQycKJVkSwKmtOCoYRBW0pgOZJIIMj22rW0NMXZErl8ShyvN7yuCeDh3t2zn//pe39GY7KNq9e/5SW1JYSJUh6ZfB9PH/xrEpF2csUR4tHLd7E9/cU72H303zAEBAz418OPM1nK8VsbrsALlwjka9GixNDSZiITGcqJAG7Exo9ZGJZPzSmL1okwfTctpcFs5aj8Fh+PvYOwDPKr8Q8ueEzfK1BKPUm49nqksbC7ezw1wjed+6gN1PJn1i8ggKP5El8bmOB3VizmNzP30O9OMmO8U6ZNcMJFUSHbNcfSo6lGHJsanADaByEVfjCLb5arKWRKYhcapjOAoSFo89fruwjIy2eBVQomB33cSrWTXkCRX1RB5qOMb5X4oShGSaHiYYQIIFUaLcJoDDyjHV8lMfQQQo9g6jyoOLHUBiaaqhpVputhTpSqgrwFA+O5Voi5iE15jM/VoJSPvDKDNhV6zCCQqqcSTON8bB9GokIlbNNd2clS/ThOewav06Xbfw8r0rtpj00Q+vh/U5N8K8nmv2co+XmG9h2m79ktvOe3+rHiFdLlIQKGxrQMYskwn/jrHCOjR7l+2y+/qHGypusGCyHPmdF95eL4ZUJWNZFn2Y7/NbsunlyJU05z6shnKReGWbP1N4klL/wiknvwPioH9hFmxgF5bjbjjKXDUAo8j/GtV5Bdv4Guz/4HAlBSkll7LSqyGGS8mtaoPMLtiwiHQrNSIgvCkKzZ1U5dPMSq5Y1IwTkJFs8fL2GaYtrqBj42f/x/7+Xr//7T5LqfxLAjRBZvAuD+FzSeDzduuODPfsnI5D0sU+D6l0YCdbgGkZ+CxDT5m+N3XSjR6myJGKHPPRcohciMoKO1aCs4/3jn6cfkYIpQLIgdtDHtC4egCMCyzHkEVQhm+10pVGhqDnNhuvnah/YVuljVJEVWYzyFZVC7fSWTTx2GskvJqiZnjCQ0W/qq47pQHOAMLpYosmRSct86n3IQNp2WLJmstjaa0NgO1JbOyMJ4QvO9rT5tKUlDGq45IikHoDklOLJYES9C22R1+5AvUFLx5MqqNXDxJJSCLj1NJkO1PlcftqlYmqDw+P42KDflSDVXiOYDXGGOE7WTr8SQ/tjgdU0ATdPG8cqz39d2vPTamw01K7HNOGV3kmO93wYMutpu5NrNv//yO3oWiqkMj/7zZ3no7/4NENhGgGSwjq1mCKu+gXxxgMGEomZpHYmxDOWQSf1EnshEHnVgkO+WPN6UMNmcbaD32hxhezEhEvxb7e+ybo7Fr78vgx0waGo644rLDn4R351E+0Vize9csH/f/tv/j1hHmQ//5E/wqwdOU2sbbE3GyPoex8f20nBwN+aKILJQwQkF8GWQqY5r8IUP9DPP/GdMP2QCFdz6XkLDazCKSVSgiIpN4YRzMAJ2sRHweXdLHQnr8l62V9wSYuCoQ7Uasmbw5gKlpjymk8OpFfhWI5afQ6giJhV8owlf1KGVAdJECwleFnM6qUHoHBWOYHgKIWJYug+aBPKJRaj6Et6WAYxHOwiZNfgxH3qDlNbvRTdnoRwhNGVSTBzBsHy0Lchn2mkcHcRrDhAfqTAqVlHJJIgfei+1m/+WXPgAofheGq0P09r8q+RCJQ7e9X2GBh+go8agLno14WnLrdaasLGRtesaSCQb+M7nn6bnxBif/MO3YVovvcTe/Sc/Q6o0yO1r/4SAOb/Y9OKl72Tx0ncyPvQEo4OPEI5eXMrHm6zWsZ3jzF0AAqmqLiclJblVq0kcOsChX/stVCRM00MP0PrIHvKrr8K1NRgmGAYYU6AMMEILustmvu985xo2x2JsT9Zy7VXLeOTJU/j+GRpYqAAVjSnBNMBTZR55qptf/LPd/Pa7LeoDgvzAC/jlHB/atQ1fBLlcCAcN2lsCjKccJjIXzAWukj1poBONZ77P/TuHAJ5DBudsIzgjF6MBUcwiKgUwjHMI4PlQ05KknCtf9NqzKh7JoodnCPJzrJTlQoVKySGajFAuVLj3C4c58WCAX/vD6y7p+K9FOGNpZDiIcl2iKxZRHpwk3NVC/Y2bCbTVk3rqCJFYkNKpbtYMLZRx/SIsxdMQwBUnJQc6NW1zqobUZcQ8XRkN9NRrhmpBolnbJ4m4Ap2rttGQFSQLVZmwibCmviDYdUQSKioKEVg+JFCGRV1ekCwK/v4tHk15QX0uQEZqgn6E9zUmMOrzpIvPk68cp7Pu51/07/lxxeuaAN6w8Tbu2XPH7Pf/8Tdv459+5XvUxS8tNuBk/z0UymNsXP5T3PfM71B2J+es9bl642+/wj2uYu83vsvD//hf0980CJuDgw9zzfrfZXhyNz8YHeJxrbk1EOFNvqL5QA6L6nO6NiBJtOYYM0yKEY980OUZ47NY2uR993+avzzyJIuXxHnqiX5GRwrU1IZo70jy3g+soWtpDeH6myiMfR8z0Eaq/z8xA83EGm+d7Vt3oczpxlY2B+pZY3XSEuynxjJ5R3Mt1yQMvvPg/2HMi7Hq355kaOcyxte3g+HjBacwS/X4PlVhXHHu5IKhKTeexihH0Z6JcEIgNL5ZQaOwQmV2tV7+S3ZiyGNyWOFGSlTqM0inhF9zENdsBe1j+mOAj8RFiShKhBBaY6pelI5i6DQShdACu1hHKaIojkwQjGikSoMLKmbgX5vDqDigo1giREQmKV09TilgIQ7Vo+vz+EaJspFCVTTicCO6pox5uJGxQguVG1OU+lYReGYtETPFaMVkYuJ26rb00NakMWUYgFgixDt+8goa226irinIWO4eGmJvAmD/Mz08/P0QDa1bWP6LksmxHKmJPL6vzpmEDz90lIneKVpXN9O1vWM29mohtMRWYkgLyzj/xN/QuouG1l3nXT8P6kyt5YXtFtNuKMOoJp+USnR++QvkOjuJDg0wcNvtxI8dxcpmCExNEO7vIbNqFZgBCDSAXqBSxIxVafprnWGwPVm1kG3ftIiHHj8JgG2B51XdjcKKYMszYrzSCHLvM1PE2q7l0x8JUjhxH8ot0Ro4QnTxlkv77S8BlinYuirKZNrhrqez59/wUty256kIspDLd24msI4mUaEo+JdehUNKQfgSkkSEEJRCJsa01t1Mv6Qhp93HmkhNhERjFK0WlkN5vSC6ph1VcYmuXoIZDaE9H6bvzdjKxcRWLmbq8YO0TmRxKaAcDyoXDvS7FFKYLAuuOTLn5YCq+NVc07gA2icl73gOEiVwDIi41eVlU9OaFkxENMNhzYlWjelBx4TkuiMGd+zyeXKV5m3PQrhcVYLY0K8ZqYOgNtlSjhCtryEadKkNbyNXOUI0cPnja19PeF0TwJ+8+X+ya/2b+fMv/TJlt0QqN8b/+sf38fnffuSS9j/W911K5Um6B+4nXxyYt25Z29tY3HzVK97now88Rs9zL6C9Mw9Nx8sSDTXw8L4/JRSopW/iEJMTy9AtHfSZFouSFl6dwK5Utf4evO0knoLwQJI9150GDYar+MJTTzL1mIHrKibGCziOT9uiOLU1IT7/WDc3BiRbQ2kiDW8jO3wHfmWQirAx7WakGcaw6hjN53jTNRGy2PQVy1zV2M/a0hCnylfxwuhjrA473N1iMmisIjiZxQ9M+4FDJZxoN7PRvgul9RWj6EgOz6yA6SGcIFauHoHBhq4p0o7PVwuH+TP78r7NP/SVArmGSXxHY03GcBsOI9F4MgLaxXZHie5fRW7VFDrsogki1RiSIugyStaBEhi6ghtoREmFsUhSPFokWhOEZA6tbfBNtAGiroAXzJMXMbJr+zFlEKEEohzEDReZ0kOE7lsGKYOSXSF0cBH+B/czsncZ9b2Cls4H8a/rRk/t5NqapRQSgkg0Me83tXbUUVMfQQhBXfSdzIRPjg6leeHp0/zEJ68F4Gd+/Sa01hy87wi9+/pZfd1y7vqbB7jlV2/i6Tv20Lu3j2VXLSU1lGb77ecnMBtabl1wudYapX2MFyHNoLXGVXmmlpUJD5oESvOJ6UzdGKDqdpxJVNCaaE8PU5u3Iwo5Rq7ZRLl5FcnDh6jU1hA/fgwnWUu5pQnsKunQYr5rTGuN7/v4vs+bl3TMLrdtk5pEiGyuqjGoNCBMala/mamD3wddneXq1tyEFWvhgf2Sh37T56oV1/KpmwdINL64CjsvFftOll7R9i4lzm/e9oZZtbSedwNmGXY5X8GpuMTrLi7v5NgGQlXlRbTW+F6VddhBCztggQDP8bjm1lW85crai7T22oY0DZLbz9Q5FgvETwZaaglli9Rd30J2Xzf5A6cXbOtirl+o1vUtWdCSXfhVTAMumqq0P1gKFqckh9oUffU+b95n8uB6n0hFsGYA6gqQDYFR0SQqgpo8lJadxogmGAsn+Op10DLlc/tzJusmA+RXRRlKlvnT1e8kYp4RFApabyR9vFi8rglgS+1iWmoX8+0/3c8X7v87vv/0l2hIXjhz1PcVX/i7h9hwRQe7NnyKbGGQ54/95znbvf/Ndyyw98tH44ou0kMj0990VVdOw8GeO3CUZFwu5Zb2lax2k7hFTV2DQbjGIDXqMVL0CQhoOVjHo9kKxdoyhmcRLUr043Wc8gcQuSaaGiKkUhK34NHbk2FP+BRL37eOr/RNsKbxIEo9hnJGAQnSpjB+H6CRdg3rAk30RBfxfF8QHn+MxLZDPF2T5cHKEE/np3jfZJnG5w/SWND0vGnDbIA4svoWLnxFQGnKcyeF6ehhww3jiyyY7vSv9/ECOSzf5mC2TCzi8NOhay/LuM+gUlQIoXGCZexsnEpTBqc2h8DH8rrRThJfrsD0SphqDJSHTxxDjyBw0TTjywZ8L07lxAkCi0fAqMEOZrA2+PhSobGwnquB4TjSCqMW58CTFNxJlF+DnpCo7X2oaJmyqODVlyikHob+06y8tZ5U7v1IpWBckDscp7QqQCWSIVB7CMN6lnV1/4d4aC2FyikyxX30Pb+Gh79/kE1XdtF5yxJ+d/hbbOzeyseWbaC+Mc7qTYtYurp6XxTTRT7/y1/lyCPH0ULzjT/4DgC7v/V8dYAEjPWM0/3caQ4/eIRKycW0TTbdup4tb9940fF9qPtfGMufXNA1fF74Pv6pPuKDNr55YXem1BplGPS874Pklq8gfugQk5u34oU93GQzwh0kvWkLslKh1NaI0C5YgVkiIuYQEmDWteh7PqcrJTZM6wMWChWWLEpSX9OGNCT3PnwMtMfUwR8gpEmicxeeUyBQtwwjUCXeSimePG7yq6kOvvE7l//Re3qoQrbgVd3R/nk2Oo9F71IyRxeE1i9u3zlj/cz39tG2ooloTfiC1uXZQwlRdZAIMc9arQGURpqSkUmXHzw5xS1X1vxY14KNLG0lsrQVACNgkT85AKX5VsDzxQTOLJ8hhg9sUGw/IaeXnZv4IYBMBKIOhOYcYu2gxPRhOKnwhWawBradqmo7REqaB7fAoglNwNU4a4dZakzQ421BKOiSk3z12npqXIO6eA0OHmU8Ii9KUfINnI3XNQGcgWGYfPQtv0Y6P0kqP4Hne5jneSudGMly+vgouUyJLbveTjLWwZLmXdQn1vDw3mq833tu/PpleZiUMlmOPfgYxox5xoDQIg83J+nPNHFKrMOMNRNtqnCkz6B7zCduu2yMCI6kPBpsSQ8G4//dQf5jexHXpaiEXfw7G2j63CbCrZJ0RTM4kKWQrxIyrcF1srwr0kdRdOM5k6AchAwhjCDSiKG1h9YKr3CScnGQrxau5rFKkj9e8QT13hTHfMWHy6fQf3wvh0ey+EB8zWKaDvXS+MJpsm11lGNBnJoIoWiAsmGAX/19QDVmxJf4sUnwLTBcjGISK9NCpe4kUprcmlzEeyKrWB6Mv+LjDjDgTGIISbgQZ/S0xo7FGLn5BbxIEbMcwLNKxI/VEj+0ksyqUfIrB1DBajazqVPMZpuqLNIzyP4gjdNtUHtrmmDnVHW1AigjJahN/Vjdq/G3TsBECH/bMLquiDUSQogGtDQQ42EmAhlqso2o3hgi0IuzRKN251GTBUrdKRpbkhQC66g5KbntagO8foJWC8OZ75IvH8f1Jsk0l6hcY7B0ZRNDcpy8ztNr9XLi+ZVc/96lbLm6Ghe65zsv8M0//S6Dh4bPP4NrKKZKdD/bQ/ezPbOL9353P19JfIP6xXX81t2/et5xTgSbKLlpDHlx2ZcZCNMkvHknqncA06veG04shrIDSM/DyqRnt1VSogGzUKDU0kZ25SrsbI7QSIpi52K0NLHSU7ihCDJ3DC0MCEagMAnhmVjEM9PajEvTMi3a7CCn9ZPkGOdTn7yNX/jIVViWwc/+yteq51QBqoIVa0NaEaINyzEC4VmONfPM6B2H637b4x8/IVnbfvmSmXyliYYMVgRH2TsaBjsI55nkF8LFiNxC7uD5EiAvDotWNlO3KImUstqeZp4AtFbzBaE152YnV/s1/Y+u9quvN8sdpwZ5/0+tf5E9en1Cux7RZYuIrl7MxGMHKI1O4RoQdPWs1FYVZyjhXKvgun5xRg+c+QlBvoB8QBN2qjp/M8t3dylsH8qGZjImCLmSbd2CigmGrxmqOk3or4P71ylSbMVwBWEXtO1zvKGVVccV6TrJxxp3EjZsrBehU/sGFsaPBQGcwfrOK3johe9y7+5vcOuO+VmwuUyJv/rd77D9umV8+Jeup3lRzbz1uzb9Oqs730Ui2v6SpWQuhv3fu5f0wDDZ0WrAu/YFhV4LD5PucCddlcNUsj38Te9m/ldDnLGY5tO9BX6hojheUfTbNpt3LuLInmHUlIEXK4OClv/qojLqoIpBbnpzJ3d9/2Q1Fg8IBKoqTW3pAyRjKVAWCANpJgnX7qKYehy/UEQEAjiqTMl3WaoO84y9GTMxSY0e4+1Fgev6BLVPflrrq/bkMIFMkVJ9jGTfBCffsonISJpMeyPKV0jpoIQ5G6uCoRClGFJZaNOteoojk2jLozNo8o8tb7osYz6DB3MHkAgqX1iOkhZWPkrsRCuFzjE8XcJwLMo1GVh/FCdawIuUEVoipMLQk1RDnE0MoVGlcWpudvCmwGoCX4bQho2giCCIwkBaGfxNo1AMQDmAyNn4S1OImIPsacNTtZjjFRYbXYTqLPK3WIQmP8RIzSGafu5enH+6lYC4gsDyIl6gTDi0kiOGxy2176Z79C/wVZFycDO788+jYkMs2bWKiYEcVxrL+eLSVlQoTH1L9Tp2Ky6f/eSX2X/fIbIjF6gEfwHkxnPkxnNkRnPV83seiZ6tbbdfvK30SXKZk7S2vxWoTuKlZ56ct02+vYPg2BhGsTBveXFJB2Y2Q9vdd2IUi/R8+CP4ARuzEgIziT06guG4SF9RadgM2gdMCLeexY3OTG2+7yJjd1Owd3FKP0GFHGvl20hOx6q1tcSpaRQ0bx7m0N1NOJlB/Oa1WNF6hJCUp/owgjGsUBKlFUJIio7m438PN25UfPqnXt7zpDw8gJAShGD0rm8QXb6OycfuYeiG36BQkvjZPgzVia8C1SzRF4mzK3zMjtCllHC7AJSv8VwPO1gNE1m6ZcnsOqfk4ns+4fiZeECxgB7gXPi+AgXSFBx4+BjFbJmtb13NkUePk7R9eIMAAhBZvgjl+oze+QzCNDjdqOmvV1x/cGFCNUP+Zu6IlUNn7u25d/lMXF82BLaCSKa6vLdOsWepojYHawYkUguyAc1IUvPQWp/2CUFxpqKIhpqSwLAtPtgd41gSHuuq0GW20BIs8N58KwnzxevUvoGF8WNFANd1buVY/wu01XfwpQc+w81bbmffw+N8+le+iltx8JWg++gIn3vgVxfcvzbx0jTzLhWbbr+VQz+4n+s+8TP892//KWJavczGY1X5GCFVRpDh4MRVPBauELMEKuHw77uGaFcxGpcYfPu/NEIJjHva8X56AP6tneBkgI6wZM94iR987ySVypn4wmTCZ2xc8bVvSH7qgxopfYKRBkI1V2MEmjH0Ivz0MVQBzEU+UUfQWinyz7XfJCo9PLf6rp9NFUnUTMdRaY1lmiQ7ojw25THRlCA8lSfV0YCyTZpeOM3oxg5wPQjMWII0OpLBmFyC9hRu3QCbrTb6/Qh/UHPlOWP1SmNDqJ28W+H+1m4CIkG5JUNwNEHNni7caInJq47g1RfJN1QJR/RYC26ijNOUQhlQNe9pEBZGqOoGs1vAF3Uowph6AIHGI4lBDqUletkklG3UsjGU0Fi5ECJjobsGMGrTOLUeR/1BkirBwMYUy/duosuvo2h5BIpBdDpIITpMImlyyp1ktJjj2tgaltT9DFOFJ+kRSwgEDdrVIPkTTTz/wCn6nhvnA//jGpijXvTtP/8Bz31rL5XCyw+Wr+QrfGr177Ptvdv44Kdvf0mW8hMH/w23kqauaQeBYA26VESdlUhQe/DA7OcZ0uFLiRIQSE3h2zYj192A8DwCkxNk16wDKfESSazBfrRlTs9eNjhZAkf/Dmf5x9ChFuYxQQGWbaCTL3BIFbhafpwKOQxx5tH5J7/5Fm742TQP7o5jhDZw6pkUph0EJL5bYurwD9BaUbf2bQjDwo41IaSBp+CBF+CWrYpdq88tw3bJ4/XnnwLAmRwjd+h5rNo6klt3oQ88jOq4hkLnDhgoMVsSZFa75QKEasaid5YUzIuNATwf3LKLkFXX7ULWQjtkIcSFrcTVrpwlATPNYdKjWUa7J0iPZnjz7Wt5+y1LztfMjyXKQ5OgFEYwxAa7hRUHq1Wa5peNO4OZwItcSHN4kWbnifkveHdu8bE8uHm/JJw6IwHjV330bOgRdI3Ak6sUZQvevE9yrFWTLMKKIehugl1HoSYneHalpkaEORnzWT4gKaxpY3Wshes3t2InLzFs5A1cEn6sCGBTzSJ+/i1/wKNHvkehnOPhfd/ns78/TBzJpDKwLE3sqmM/tP4FImG2vK8qxLv/zvvoe+wJZkIoQobP6nqTgtdEMlvgW6ct1tYUWPpTKU7UFlCGInfHEsK2puIZhNtNKgoYCjFY0pQ8Hw8Qroc/RxtM+ZrWJpf33DbFwJDJohYP3xkhN/p1xDSnISEhnq+G8wU9NgYHSB8zGcGlaanNc0+d5v7vHMF1fayAQaXkcvW71uJt7aDy3eO0P3GMickc6fZGak+OYBQdtGVMW//mPPolOA19APxCaAt/Xn8DnlaYr0LVlU3hTv7j9KNUEgWMXJD80iEKi0ep2d/FxPUH8ANu1W09XY64tCiF9gVaSlzRhqWHEPhofKpl0atnTmiP3P0Vwu0QXA6mHq+2IwQIiQw7+GJa6FppKFrI40nUoiy+rWmuNOCEShRq8jTX2yjpoE91kNo8TtNAkI1vjjH6vTrE8VpWrkkTkUGK2QAxcRtXWw65cCctVg25UIk7nnqcq9+yZvY3V6spKB7810dfEfJXbRQmelPc/Zf3se/O/bzrd9/Gko2LaV116UkPXat/iuzUUQLBqhVehiPocnnBbecSB0Mpoj2nEVqjTRMVDFP/4AMMvvf9s2Sn7oW9+MEgU+2d1Dz+JKld1wACr/lNaOPcyUVM5za25H6OPd8/zfgVX6Zjlck1fJLn9dcZ5Rg3RT7FLZEP8tTxhyn6MazIIL5bQvsu0gwQ79iJNBWhuiR+xURIY9aa4mv44sMKy5DsWPnSCKAzPkJpsJfaXW8id/gFwu3Lqb/hbYzfeS/mgT103/LrSGlMv6NcAoHz3WrvFqgIciEiKADPV0h5cTJrBkzGeiapaU4gQ9Nu/bKLZZvVWMxLIMNCMF2iWKPnVAQBuOo9W6gUHArpEis2t5KoDV+0vR8n1N+4iZqda9BoUo8fxC87uCMpoHqZuAaYvsKcpnIzZ+Op5YqJBGw7qbG0nCWMhUC1Ah1USd+MK9lA0JTSNKYkrg0NOUU6qOlu1jy3THPNEcmyEcnK4eq+rikY7DQxuxoYLIyyORTn51qvJmq8Eet3OfBjRQAnHlY8fddu7uYOgs0Bbmj6WSKFHkzLoOIbOEa1suiPAtY2+DR0GHy1sIE11hhXW4M4VhfSTLApPMaBUYv19v+fvf+Ok+usz/7x933q9Jnd2d67erdsSZZluWNjjMFgMKElQAIhIT0heZJv8ktC2pOEJyEhBRIgBEK1KbbBvahYsmT1uiorba+z08tp9++P2V1pJbkR25Cw1+tla+fMaXeZc1/nU67PMIv3dfJY+wTbvlWFV5LUdKkEKyvwbaxkem8McSaAI2F8Zn237dk3ew8py6Khn/3bIXwmhMLexQY55qT+hVeuKTpb0wfJ0zv2U8jZNHfESOWyaLqgKBUWL6vlyP4Rdj90gsTxaar6E+j5EsSDZM5NsaQUoC9VYth2kebMA/uih30TIQ42/fzcAvBGkD8A15EktocwdFAtHeEJSs3TjDa/UN7BA1yB1CQoUIw2IRUTzT6GShEpVYRwETiAikSlzPRyiGIOJ6GUPwsQI0FEPI/0l9+rVamUH7RBG4TEu+08SPA5BoZfxVPqibIBOVqJ+5COt3QC93iItAWrS0sw7lL40t9sZ9+/DZL6lSyp7THk0zEK8gXe+r5rqF9fQTjq5+d+8xbS4+mZ9rr8w32f48iTx7Gyr4T8XbzgXxr2fem2MibOT/HgXz9C14ZOPviZ+17xWMTiy4nFl8/bplXX4aSvLGcyO1UlkFq8hMDwEAf+5C8o1jdiVVeBps2xhaod2/AMg8SadUxfvREsG4wIbs0myuN18dkks04ukWlmYGg/ZvB5KulgTJ7gIN/BIoeDhV9EOZf8GpXtPmobdM7s34KiqyAFwfrlSOsIilICM3oZBxuchO/s8qiOCjrqXp74SCnxnH9DiDoU7U7iW29n8ukfEOxawpbnyytpYTqB96Uv4KzegDI9TOjQg6Su/Vmkqs8Teb7kxOXRVLSXjRQUM/156ejPkr8XcxtffHxte9WFz5Rj/FzHw7EdfMGXXvBdx8UuOaQnMuSSBdpXN+O5EoQkM5UjVBlA0RQmBqY4O1iBoSusW/zy2cU/LRCKghbykXyhFxRB5TWLGfvBHrAcQJIKSM7WSDaemX0JkjPEDpYOCLRLagW/8zl1bg7oMPca7CLxz1Qe8Qpw9SmVRNDjVIPE0SAZLJdwTEUUot0tBE5N8oHeMKnF3VTXdhKKqwvk73XETxUBNOsEpl9DSxTpfTZBeOhZfnVDB0+dS7BrKEnWKXJVw10vf6LXGfkzJ9BHT/Gt0iqSapAhr8hSe5Cc6qJ1niMmJNaeGhKKwuJ8gp4jCQZ9kuFiFVOhKdR3HsP7VjW8sAKKs2/xF2KamhuL9HRa7NgdoLZW4jOhWJxZJy/e9eKnuwLCVSgWigycm6ZnbZzkVJ5w1OCZrwwgpcRvaoyN59BNlXyqRODIMFX1lShNFVS89+d476DLNe94Lx/Y+f+QSlnX6eKVpl4JcZO//Q3P1pNS8tR/ZTFfaEJEc0jDxT9QTakiC4Zbdp25AiMRolSbwdI7AQUh8wgpcS1B+ruSwCqBr8NDKF7Z24aGkA7hLToEYkg5iWIpeDkVkYniLUkwJCZpkHG0kooYiqIcqsXpSCEsFfFYC4m3HEAXAnW4BeekgTHhRz1VRbxeQ53UoSFLfaSSFdeGmMjVE1B9xKojiGU65/t9VNaG59q573sH2fXNvSDACBns+97Bl+uZ/9b3TsFh4NAQ4Vcg6/GyeAXvARI49573k21rxzN9SFVFOC7a9DROVRUIweDd9+CaZtn6fFmm6cycRJazSHP9ODEdnznIhHGeFb/1NFIpIehmL18lxwQqBqqjYpemaA5Vc3hqgslJHS0cQSDxpARFkJuwCephrqR+010P1VFBPHz5d1eGi5M5zsC/f4uqrRXU3/MBEjseBwRCVZl69hH2HUshm5ZTt/8rxPwjnMsmEKkxZGXTlcnfJWNZVmoS8y2GL2H9Kz8yJMpMNZVX4yp2LAfN0DAD5bfPyyqAzFr5uFAXuJS36D8+TClTwvCXj3MdF6EIQrEAmckc548MkZ7IcGbfAC31Pa/4fn6aEFnVSf7MMIHOBqZ2HcMZS6EiiGcgkgcPOfeIng7BaAxyusfSfgXNk7MiFXNwBfzbjQ41Kdh8TEX3wF+S6LLsFlZdSaQoqEnBPTugOq+garDmQ2/HrIyQ3HOS/NkRetwovsX/u+V7fhLwU0MAc8dHSD11ksrcGCd2Bsj3t7NTS7K8JkymZDOet/n1T72Vd37kFQrTvo4w65o4Zdcw6oY5YcfxrAwi4tHEGTKjHlP+bvotH5bSSFN6B3X1Y7wtUEU6Xsk3PtZJTiuitqSIZ3WmD1Zz8U+0qtrP+98zxtVrcixdEuLRJ6NM9kepHm6BtkGIJ8uRuLaK3LsEK5xAdvcjLBMjXcnBk3uZSqRpaIkSCBrs23EeIQSqpuCUXFIjGQxVYKsatU1txKpqOTh2ioGDe5mwDe6feozBziqQ+Xnkr1EEuSe4mPuCyy/rj9cTUyMuP/x8huSki+JpGKkgkysOUaxPIaQgdLQZO5KjWJvAqswCEtVL4Ak/hjsEgM44pfMGZrvAK0nUsn41nidRFBCREK4SQ/FKeKUMg3+jYlYriD/OUiGjSF2CAbKiiIjYeMJDLRjkN/VxvpQkTJE1e8NY5y2crjNoGzTcsCBwqI2v/65FIXWWJZslTsrFfFDl7vd3w2aA+XFPDUvqGTw6zPDJ4SvqHpfx4hY9AOGXKKaHm3ypDLz51sLjz/Ty+Q9/iQ9//gMvOx4vfsoXTziYu1MhiPSeILV6LfFdO6h97FFSsRjjV2+EqrK1KdOzaF7aopLN4AVD5bO4Dqh6mei4OYz+r1KqiGIHHCytD9Sy+EQ/e7iWX2DMPoOn5kkfewxF0bir4U52fGcHBTNPRet3cYtbyE01I1GJtF516d3O4abVcOf6V57RKISGNXkf1sRnST6/jeTeHRTHhilNjTFy/5dJH9lLyA7geDlCdTW03fdBznz9GbzoS7nhy8RXHe3FC1WCHihnR8/r8JcmdfIKbbvYEljKl8gkclQ1XVjYi9kSqqFeluF76a1JKfFcWXZlA/6wD93QqV4SJ1DhnwtnkI7E9BtEq8N0rWvl0FPHufXNbaxf+YrZ9U8VFE0ltKgcEFyxppuJH5bLp2oIVLf8G5t1/Jg2dA/D0kEVV5UY3kzs5cy5JOWyb+ECxPIKAUswGZFYGhiOxLQFmnDJVWeREUnD+Sr8qs6jd0U5Sz93spzY+kVE13YjXqc67wuYj58aAjj9zEmye89zYmiat0VX4yyTfPPYGF88NIypSL6+7ddoX/ryJaneCKjBELVdLTQOjHJD+CzPZ6o5kq9gvZkmO6xSoIKbK2KsCNWzUt3B2aCkKpyiIhqg83OCA388SuhXRvmt5zz2/8cyOraaPLMjyPnBCp7a8UH2PHeAQHQX736nSjLTytF9CbaGJexfAk3jZRKYjuKeq8W9+TjpqTwHfzjK8kADmZyfkcwArd1xnnmol4mxLP6AjqoJDEPFHzSYGs9jGAaqqtF37AB+TZB/8jkSqJTevJ7fqN/Ef2aPMObm+Jngct4dWkq7XvGy/fJ6oHfXNEO7DmN2LUZBxzMcMtp53CqBMRGlavdiMl0jFFsSMyLDoCcLOIEE3kwIo9Cg4dctSsPg5UGdUdtQZp6gUjooFBAyi/CDtiQPEY/qUg14ClLNgwKyooSzapisVcIwJYrfpc6KUD+1lMzKEZqzywirEfqvehYTE6kplJr85L8R4typUQqFLMXCBXfuhJ3CVHQiajn+KZ/K4zrOFcnfS9O+i/YrCNziq7PQSk+y7cu7aFnTzK0fv/FVHQuQfeZJ3ImJl9zHDgRxNJViTR14Lp5QEJ7HZEcPdlsb+sQ4dlX1BSsWoGXSSE1HHxvGjklQ/KDOkBOvhNSjBL23sPehH7BobSdr25awhy8Bgsef62fv4W6u2uziBg2Eo5BZ8hQ/+/suD/3HR5mcDtOw6lHOPF+N8Gbjzy7vN58Oty4rIj0f4lWIY4d7rqL9E3+IWdNAcu92Rr/7VXBsKjZupdB/irXv/TiF82cIdi3GqKzm9l++j91HMpwdfgl3vxB4sXqUzCSeL/aihO9S5wAv4e69eLuqa5iB+ZVhzKBBKW+9eOm3GW/E+Lkpzh8e5Jq71szFCHauaZnbx/M8pCfpPzpCfVcVwVgAz/Vo7K6j73SaDaurrnz+Bcyh8trlaLEghcFJks8dR7jeBfUqIFISbDyt4CFJ+SW6AyigzihKeEKiSMGde1X8tkBKQawgGI14FM1yxu/PnIoR6TBpGKhACdgIv4HmQcq7EOO7QP7eOPzUEEAnXw7KX1EXQSAYSBfY2BhlOGvheR77/nkb7X//7pc5yxuHejVDRLXZZrUxqQWp1l0WqWdpCGe5wzvNdqeBDaaGnRsiHdZpi2U42V/J1PpRpBBs1kJUHzzH3c1HGYyt4vZbDbbc0IQ1/U2uu+FehLKe7ONn+Y2VKXy3dpLafz8k/TBeB/lKXFsgDAcj4hIo6RBLwYrDuAcn6Ns7xbprW/EFdWzbpSIQYGIkg5QwnSig6yoVNX4SY0N4nkN9TTvx5SsZWt3K/9fxNlq0KHcHFvGr048RVHXa9QqSRUlAB0MVFGyJX3/93MBOwWVoe4LGzZUE9CmM7k6cUAkjpSOFR/PzN1E6nEC1fEilRKZtYO5VWFg6XqSIIsDLgTBmlESAYq+C4gN9gzf/tVjR0byytVBoELvTKsf6ORJVMcq7zj5lTQ9fKcDwaY9ExzBdT1yD010g0TaKWJ7Gp+ooRZ3Y3h7OLT2AqJVsuLabRcFlLPe1oM4spJ70+H5qLwHF5N2VmwH415/7IqOnxi/rjxdZunlRNTd5paMupgRXPu57f/Hwj0QAvVQKnJcuXZVr78AcH6N653YyPYsQwNn3/yyl9nLNYxtZrtem64Aou+5DYbR0GpH8PubUGQrdi1D4cPmERiWer4bB+/+Ss8kGUr3trPxkAZ0gAkGhdi/amTpuiN9Hti7LmDxBjFaWN6/iQHUtQ71wZtdb0Hx5nKKH55W108RcjEUZtgN/+dUpfvWWScKtr65Wub+xFYDY+uuoveMdhFdcha8+RdsvaWR7H2D8kdPoO2N0/OofoioCw1C41Kt7+UkjeP7I5a7fiz97TjkubDZJ5BWKPwtF4A9fiOeSsvxycHG838Xn8VwPoQgE5XhBVVVAlMnebMKH53mkJjIYpk4hUySTyDL51BQrb1rCZH9Zf9PQXpvM5Z8GRJa1E1nWTnhRM2M/3IN0XexEdiY2ENBVpJCcrrVoTpQ1NwdrFdadU8gaHqrrMVSn0jkkyUU01LxDa1rjqXfVsXwozWRbkMDaDXRd14w1lSZ3epiPLOt+UdmoBby++KkhgBTLC4iuKHhS0hT249dTnJnOA/DAzrO8peRgmD8ZXWIrJtuKTYxQwQ1mH2vMERQkWamTDEFn6gVKqYcw6t9Dq9/mMz+3jXu2GXS3jHC+QuMhkWbTLVdT8WgPZjqIiKR57qGvcNtdSyglhjC6G9GqA3jpEma8C9/qNtxkDu/5GM88/SST3hiLljSSfGaMZC7F2aNT1DdE6e8rV/7+3lcOltcECePDZe04VTfoXL6W0wefJ5d2WL35Ns6fOsyv/PWXqaxpmNe+CtXPF+NvQQhB3pZ846hHVQC64wp7hz1W1grW1b8+D4XBZxJkhwoMPpOgenEj7kNDTL7pLL6BGMYjYA0MoFZUYjQ2kbZOYO8ZgbowaC5ewJ4TmVUCIB0QSnnRMpskWmxmMZzhT9IDlcS8GDa9SiJLAiVkAw4kTQjZ5VjDnIFvpBKRGmHAGMXbupsl+5fSZnZSCk5SqJ7kKQ7y0dMbsXfFCfvCuL/t0RKsxtD1uWsoQqHLrCeiXtDMUlRlXp3Ol4WQaNUezvilkT6X7XjR9xdnD81HZjzHuQP9tK1+dZIcamUcvbEZq/fEi++TyzJy2x34BwcIDA2SWrYCNxS6KN5NII2ZhI5ZMiMETjQKvntQ7CmEGpprgjp9FLPvv+gITIEcpXtTHVWsoWJGP8ftGGBzR4pGEeCE3EGSQbbyK4RkLStbXXadnE0ikbi2hZNPogUqUfVZsuNh+HI4pQj9qQhHE9M8u/sH/Pwd1xMLvbqMVUXTaP/lski99AZBhAh1XY2vNk9860Ul+SRoapl0zm26RO5lDheRPikvce46dtld7g/PnvYVyUsrikCoylx1FcHl1h5PXpB1mSUF548O0dBdS1VLJflMAX/IN3fRYqZEKWdRzJRITWQYOD7C8i3dBCN+AiubKOVKHHzyKMs6Qzz0rWO88wOraen48Xgb/ich0FZH28+/mczhcwQ665l88gCZo31IBE5URwRBTrucaVd505Zb2b3/eWoOTlHoGaRyg8mKht/hX048SsO2EVZoNfxq5624HR4D1jStRtnKbsQjGPHXR9h/Aa8MPxls5w2ANiPaKoRAFQJVgZva4uwbzRA2VGKVwZ8Y8gfgvfeTjDz0eRQk426Qw3YdUZGniMkj2dXUKGOIxS5XqVfTUMpy1Zn7+ebyKGajS3zCo1BbRVPzz9N+yyOYepbtu0cYG0vBruVkxk+gVk7iThcJbgwhcw+Tf1JFr/PhjkJURNk99jiTvgTjQ+fIp5OoaHzzS/vwZhZ6qzS/ttSitdfS2N6DbZUYPH2cutYe1m69nUi8mnD0ysG8sw96U5VUB6E9plAdgIAOtcHXzwLYeF0FA09LGq+r5M+2foXCJigMJCm2R9CuN5Df68d08sg1EaxuDaUhjmeWa6qWDTgXZT+qM0Y+RyHmj0IBSt50mfDJ8hrqjINRW95fAnoFlEQRiYFwgZQPTAepSITPQnZOo51SiGUrycZTxJbrxLZ1k95YZIIp2jNNnNywh7rvriZQ8oPVx87cSe6KrZ/Xzi3hsuRLcjTF3937zwwdG7miq/fC35eQPAmKIS9Z4GedQlfKBH55FNJXlnN5KQQ3b8EaGmDyU3/0ovuUqmoYvekW/GOj5JpacAMB/GfPEOk7S3rRIgrNrS96rPRV4/qqyy3Kj6JN7EDJncALxVAUjx6/wcqqTl7gG2QYw08MAWiYjHCEjeJDfL/0GzyV/ws+88l3Mm7VIlEwYo04xTBCWOih6vK8kXKOk1rFAJsWgaKG+ftHp4kF8pwcHOWaxR2vuo9mIZQmVKOsC9j68xfmg5SSurhO0K8wNmUxPOXgeeDYDp5bjpu7rF8A4bkI10Hq5hwnFIYfPG/eqL+SGXBp5ZDZ8njlyh9la55ru3PC0LMIxYIICdPDKQZPjjJyZpy2lU0suqYDf9jH+PkpQpVB2lY0UlsRwKiJkEnkiFYEMDSFKkfQf3aaTLrE8EBqgQC+QghFIbKqPBdr77ia+E2rSTx9iCiCikQaW0+zxNdIbXUd61qWcHBiLzEzTHeo/Nz58KKbKdZlCUTLLwqqUGgz4z+29izgcvzkMJ7XGVVvXY1nOwghiL95BclnT6OdGecvwj7ylkOk+SfroeAOnMFFI0CJASdCxjMIKpKCXst1VWGqgsOcyq1FafoPFq21qB60eMfYcfa2NtOhxTgrVX5n6J/5/d7FrIv5aRArmFj7LryRHORBWRTAGc7gZnpJ9B+iIOOMHa2jvTlDi4hy48ZFVNQ08oW/OwpcCOa+jJaV6y4RjVfznl//U+xSkTd/4BMEQhEC4ShrtrzpJdvpuB5/uVOSL8GKGkldSOFdy17fEj96UKPjzTX8/a9tw2zuIuceQdlbQmQKeNeG8LprKckg46UTxHKV5YyO2SKx5QTRclb0zCYB6EMRtKKfQtPkBWufAEUH46LYezGzUupSL/elCjSnQZEXijR4Hu0nl9G8dxXZew7jjEpOLd3OueQIi08sItY9ghb0iNyQ4a7FzZwOTrDIvHL8qpSS3733YZK+69D0EYRdunSPl+wra/AKWnBhkJmZBs4eLyC81sHJCPK9V5YRESo8/60XWLLl1Wdk5ndsu+J2CbiGQd973odVUYkVjpTnpKqCaeKEwwh7RpNx9q5mTLRy9u/ZM0mBWppAT7yA1FQgCU4OURjCGjtHZUsrRVJoGNSznC6uZzl3YpGjiMWOJ28nqfVQmjyNEWu4YMnSjHke1PLfCkIIRiafZiI9STj0Vq5fkeSaxS9dq/xHxcS0w8ikjWko2K4sl60DhFDQjRdJ+AGw8mjj53Cal8+Ln7w8g/qV42IiWMyWMING2d0rlLIO4Aw8r7wt3hgrb1AEU4PTpCez7H/kKJ1rWtEMlYaeWkZOj7P/kaOsvXExhs/A81x8OYtKBdb91rVE28Nce2M7wfCCpMiPAqGp6Jqf2jdfg1u0SO8/TWTVZtSZmM6WRV3UVVZjVEXKVWkoE75gbMHC95OMnxoC6GuqoOVXb5n7HOiqJXdihKlHj2Ek8wQ6qn+Md3cB33roCH//b89xqncEhEdOGrSqSf5v7QkeZTNXh0ssCefZXnIZu9WH0VJBUCYpTOv4czb3jUGd6mfnmUn2tV3FKhHHPhAgFHbAD2rMxmk+ybcf/wo3X/t+FH8J+UInA4MjNDTHmFSG6HyvTpt6IxPj+bn7sqV9QefJULn17i3UL3k7g2dOcPrQXpat31L+zvRRVd98hZZdGf+wRzI0U33s7LSk6w3K/L//y2eY3H0eVy3C9YvQh5Pku9IolRlMO0r0SCt211lS53IYigVSzAlji4t/NTNWvlJTEktNvrgv7BKepchyPBNpHRJ+aJ3RuPN5kAd7yzkOxo8zoE9wfWwpk0aSc9Yg2UiKpJ6moy7M4bYjXB+PEbb9BJQrL2zfecQlm3Xx6urmxXG9pNvuIl4nEchQJWQTVFxrUxoTFPqutPhL4jc5DP67edH5519FemXh8VeL4pFDyNDlUjKzt5nu7qFYU1suxmsY5Vg/oNDUTKG+oUwGL7vbi/6YY/ICN7aCwprllEb/jEjfGEa+gKL5QcIdyh8x6h2ln/2c4hnOsoOHX9iDFsihtEwykowgfBWsffcgsfoneOG7v4b0rqwsKoREUQQlx6QypNJaD+++Pk5utMDxr/ez+F0thOpeu5JXqipIZR06Gk2Opy5Y7zXt8rGc5xb2hbFbVsz11cvp+71SlAo2UkrMgMHz3ztIaiLDDe/bdFkyyNy1JERrQtzw/o0c23GKxHBqThJGN3UiVSFKBQtfZZAzh/tp7Kpl38kxJs5PERhqYMOvrlkgf68RVJ9Bxcal87YJITBrYj+eG1rAj4yfGgJ4JQQX1xN8nd64fxTYtsunP7eDE6cnAQUlPI0o+omQp6n+Wj4WauZ08iCZwhC2NcaXNvnRFJXf/l4fplWgobGeXMZi9LkCjX1Jtt4aoOLaYRKjdRilCPeMQvDaBOOD00TjBYSewpSS9JkgLbKZ5wceIZk+wAeuvRFDCzHRf4xwRCOZuED+ELBx61JuvO//EK1Zgl0qMj50jsaOxa+6vZYr6U1c+Fx4UWmS1xaP/PVu9n/5MO56H06zwLbHCQc68R1yKUaHiexrxDdegdySR++0kR7IEuCUs3z1Gi6yoMxQnJlf0rxg+Ev8reLSHSQQsMvxf65A/9YSZNDCueM0vqoCa8bjOIEU1plqhhYNc02si3xrCdVWEQiiXoCEm2HKyjLupLg7ds28dnqex/P/8C3IptGe/QrCuTgDVHCpcxdAqBLFJ1HDEnt0hhzk06AIYtfZjH7LKIt9zWsgSKnQ91d+yuUL5ZXzQCTs/sYeVt++nDV3rny5YZpD8r++TOHJx6/4nQDGbr4N6fOBriNKJdRcDruqEmZ08S7co5yx2F5CfWdFbWcsvYp/GqO5mkK4CvOFIvrKn6Wm5+cAyIkEKTmIS5EMo0y7YQLRIWJCxRMuYGOGE/hCeVTNwbEuEMCLLV/d9YJ3XAtN8R6qIov4gy/9B5/9s1rWTDQQbg4w8nyC7rteO1WCgbES0bDGRNJhloNrCjjurGVbzln4LrhlX4boSYnwbKT68iXbLg0xlJ6HqimoqkqkKoxdctAMdZ5rmJnjhCjPVUUoSE/iD/loWR4iOZEmUhVG01Vi1WEWr2jCHzJp7K5leiRNYihJejLLc+MpNvyI/baABfxvxk81AfxJg6IIOlsrZwigQC+FqY4M8j6vn1FjFQER5gG3har6AIeWaVSVPPyOybBvClezmZpIEAnFqIrFyBstOCOjnJP7MZxKwr5bKQ0IfMW1NG6u523XLMfLnKZ4rArUPPbQNJXNKssWr8c5EkcunSBeLdh8Yxc1tWG+8m/PUyo6LF2/FRFo5r8+83f8wh//E7rp+5HIH8B0/kJGgl+Ft/S8MZlgRx45Q0EZxQh2IA+n0Q+NEtzazsRdp3CjkF0yRqFzGnMqQqFlitIAOJMC/2IPJShwhzUKIxL/YhclOD8ibr5b8RLMhM+Jk3HUY1U4bz/JnJKqlFBSIeaBAkpBEhyXtMZiDHsJlJSP3ophulL1TBamMRoVfid0Nzf6V3KQc7QaNZdd7tAPjjB98ADOsrsR5w/D9DCzzEwCGEGElWceU3NBi0ms8Ys0vrwyMx/4rA8392LuwkvjB69sY3Qcl8alr+6lK3T7W8g8+/T801/0d/j4McZuvg2EQJ+awIlVIBwHqc0+3sS8f+DyeLRZKBO7UasVfFYNHE4g1SrsdD/7nRPsV7/J1crthKhGJ0A319NbCrL7/iZcyyA91Uh12zH6nr+No6mGeRe8+HohH7x1g8LbNyl84h8fZzKdwZq0OXx6ADXn8tbb1tP55vlJU/9dLGn3M5V0iMdUHEcyOGGVh6iUK8c0zCZ0SHk5Qb7o/qWUDBwbxgwYNBjjaCOnKS2/CWm+eI3WcuygnNcHqqaWkzwELLuu+7JjFKHgShfpShzLQdd1FFXB8zwSw0kWbehkeiyFpmuE40EUVWHJujYKniQa9hNEkD41SGWlwaI1PxnenQUs4CcNCwTwJwhSwr4jw7OfMP0C5RdzfKO3Bu1gltbGXZycLGFdO03nVBsf/lYT07UO40aUJD8kny4SVUKE9OXsq/4Kaq5IdSrKmtsq8IcOkPr+cqaPniVw9U1Yx76KPVqF3lqBv99AuzGGYx3i8ONZfCdXEa8eQCBoaIpSWR1k7TXN5LIOhVKB2uYO8tn0f7tix0zVKqCsh6a8zhVAHMvhhW8cIH3+PCJlUerI4BusRrqT5A8eQzmfpPh2A3eNy+DfGOj1LvGPw8infXgFaPtMAWsYFL+DM6XjJF3UAHNKqZ47k/+qld2d4iJvlrRBKqAIUI/WQGQmGcIFo+DHyig47zqGNMvuuecr+8jEC6REDiWWw7Gg8myE5H9mCcZ8+D9psDzYihCC1YH2K7a3YUk9+aarYGIAdawPKVSEdJFCQUgP5pG/WaetoDSkXrDiCQmeQCBx01cen+BVNqVzKm5aIC14sSxggJs/tpWaVxFu4aZT5J9+HFz3RfcZu+kWjMlxrKoarIYmlGwW4bhIVUe+yJSaV/T+onnnP/8NtBPH8d1xG5kNf4YzfoR0qJaxyRPEamNsN/4JD48w1dgUWbyij6ef2Ej35m+ypHqAfd//BfKpei6YQC9+NRCYGty2VvCu6xT2nOzjyQPHMYRKJGMQkDrb/H1E/trEsz2WvLvtFffTy8HUFRqqy5a6a1dFOHwmx8iUzYQbnk/dbQuhz7foXUqWh3rHWLSxAzfWiu/wo5S0O6442hefV8zEz87uOFvz97JjLnI/K4qCFJJi0iJrFYg3xlBUhZU3LkE3Nfxhk+FT4yiaYLxvilN7zpFJZFm9pInrqiPsOztNVyjIVb0l8j8YIHD7Kw9NWcACfhqwQAB/gvCWn/0PRsayc59Llouec4gWXVKLTZqN02zuyRA5cR2/cmyUYrrE235miBX1dYwcitFoXU1r9mpEpU2laKCojJJOFzg02EtbYwmtppZgZY7ivjGsY51Y5zLkY2GC76kgYj9B/pwPsy6DkXdRUxXI0BTt3VVEY37e9aFNaOGNWPp1RCpeG1HVjU0Kuwc9Sg68Y+nL7w8wmPgqU9nt9NT9Hn6j6VVd7+jDx/nuJx/GsSXCA/OQj5J/HMwcUveTt4tIM0RpTwm50yJWlUBZ7SO8RcPLCvKHVYonVXxdLtGbbYQsq2E4CYGigRaXSLdM/uYwmyOhzmxXwX778Rk5FomX9ygaOZS6sqaWUYziCYdlsokT+hAVWogJX4Gl2UWYh+oZWLyX2lUV3GNupCBfuoZv377zuGMDKLaDyE3PbRfzSN/sthlLpqKB5yBntPIuCZYrb1c9VD+4BcAV5PbpaDEPrcZDD4E9KVCjkmKfOpMxc2Glb1n+0m7NofQxDo48yMaWn6HC30ip90S5woQ1P3lFAq7PhxMM0f25f6JYW0f/299JrqMLLxyea9PLR6vNVi0t3+PSDX9M3rmfocgoNX6VQasd+8T3sX0RLH0RSp2GxKKGRfiJUBEZYuWqUxi154jVncUt+ZmXBYRNuTpq2U6siBLZ7E6++1SIT//7fyLxkdX8CMWHo5cIOyZKTnLw82dZ/K7W160s4orOICs64ZHnEkykyhM28Nx/YXWsx6lsRmpXdusqisKGu9cA5b7NvenXLsjFXNTqslG7bE2UyMva4UmJa7lohlp28XrlmrBTQ0nO7DvP1XeuQlEEnic5+mwvFfVR/GETM2iizEjJKKpKS1ctA6dHUXWVYr6EETRxJzKYBUlE10gWLYSmQOnV6B8tYAE/HVgggD8hOHx8lD0HhuY+36210eUFeeAfSrzQJXHbhzgy3UT43YOE4yfR7qvmQNLCO6hQb6S5Y/Jujq/2GJneT9F5kDW1WwgYHTxz7ntMpRIMDI1RW3OGpXVdaN5pTk91UiXiuOkhBvbvZ2lXhKbGMJPXVzOeP48WGEegkUjbSODJ3kbefe/b8L14E141qgKCP73x1WX8KsKHIgyEeOVTV0rJyectlEAFVtBD1qooSR8Rqwe7ziIbP4TMehSKPqo/e4hCax1rV16NPaySfSBJPq6CJ1CrPNI7VXJHFYRuYTRI9DoY/YyJYkqa/qA0z+rnYSCEC7g4adBm8hjEnIFM0Jj0M1pvlTmDC1K66HaIrc8FiEQaGVs2SlO4yJnwGRY12ziGxUkGOX9ynPtDu/hqz29QpVyeaed5kkf3BvEWbUbd893L+kOgli/I7MIt5rl7y9svWrQVgTR80NBI23uOkz8KxVFB9riK6gN7ShBu9fBcQXi1i7/NZfi8gvQuuF833nc1pfxLk9bx7CkKdprpwiAV/kb8665GjURJP/R9sMrHujNZhtnWNqY2XUf45HHscJS2b/wX+ZZWzn7gQ3PnK+d3iDmL3yzRKxMTD0keMBGYqEB1ZT1B44Nk5JewRZHs0W9TtNKECpPET6jU1d9KlexmB/9MgSSOtIgvTxNoOEBqvAXP02b6eLavBUJ4IAfxa8dxSoMIavm3J46iajrCFZi6QUomcT2dlFlkR+0Ad8eWkzyTpaLrtS1hNrXtUfRYnMiKdUgpyeQvUORS21qM8wdxovVwBQI4LznkYo1AIWBqABGIgeHHE8pc6TZVU/E8iapeEmsqIJ8pEonPuI5nWONsPJ+iKmWrc65AejKH63h0r2+fSeCWJMfTRCrDoCpU1leQns4Sivm55q1rGH3oKFOWTUM4QO9EmsKb6qleVfua9uMCFvC/AQsE8CcATx/Zze/87beQxJhdjqt0k87wKJGbCqxvuYnBxChv71/Gpyr+kWl/gVs31XPwiQLHzvk48MFBxqr66fRsahIFLBT6Rwdpr+oi6jSjSp2ib5Se6FXUVRucmC7hbTjKaFFjWZ3C5LTOrvPljN99IxmeeOQMW9Rx6ppjLLlhOcPFbt597yd+fB10ERoq3k5Dxdtf1TGFrGTghE0mB867Q0gB2vYi+dGz2GEH+bFGStYkTX+RIexNkKpU8DZUECt2kNryJOYuF+kJ6lZO0/noGUaXd6G2hUEF6YB/sYtE4qTAHlYw2zwUPyhYZRKIi17BfHPUjJFostaaM5AVzhbp/+oELb/UyJM9WdTH1qF1JJiMTDMgJgjoJueVMdJOnmygQLwUpkIE2Wef4cHiXn4rdDd+YbJrn8fXv+cwnGiCJvACEbTdD6BOnAdANSSaz0aoKqWkAFWD2QQRoVxiwizDQ8NrXYdobmBytJpw/DlS3yuTAdXwMBpctKhH44ctzDrJ+c8YKIaCq0hwJPHmKkIVAa57/8aXHKs1DW9lcfUN+PUyqRVClEW5Ozqwjh4u68/pOngehaYWClXVDN98G3ouR/1jPyDT1VPOAhZiRsoFylT2isI0XPwINITgqP5PTMqzrOGd9HtBlJpFSHsvxQqTiZq34S/WccD4C3IigWdLbFsn0PgCUqrkputwXY1AxTClTCWuoyKlguflWFy/l01Lq0hlGoiKCG+7tppvbJMwkcCyyxqTWd1GkTAQTjJ+Ms3DH9rNnV/aSLTtxePrXg2k5zH6wFdQA0EiK8pVR1rqDHoHytZVt34RhbpuKGQvP1bOJPe4DijaXFbHLCFTVB0KKaRm4CEoZApohlauEW45CFNDEcrcXPdcD3/IvEDIhcBzPTRdpXVFU5k04qEHdFbfupTK+iiKWnYLC0USiUfoPzZMvCFKPlXk7N4+Nm3oQg+aZEM6S80Qra7LWp8f38Ekcll12RK4gAUsYA4LBPDHjE9+5a/5z23fx5M6akMr7lA7IJiueYqBhtNkWlpJdpzlA9HbKOzOsOj9N2IEs3ReH+aGDy1lz+AR7IoVHKl+mmt3R1jjrOCob4hkZpJ9o0NERSOK38GTAcazg9QkFuO5aVbU+yjYkiPjFt89ZnNs1KI/CVkbfvPNXdQlgvg0DV/Az4b1Pxnk70fFM3/3BLu+fBQnBqpZQGQlMuWR/sAo0q8gzk+DUkHGVtGNGMM3dVOqeYHAIoEzDbGNNrphY+AQW16EI2fp71xDoVfgZRVyh1Qq73TI7lYJLHMpnIHAsvIaqUjrElkVELaC1DykAo7G3KKY2ZXHt1iHCos98X5ab9FxwjleEL14QtIWqKZKhnlU7CcYM9kaXM63C89xwh1i3E3S6wyzSm9n6GAfU+f9YFaWg/w1HaK1yKlhhOcSbZUoqkRvrWTsmSyeEYVCGqmaYPpQUmPMKr7NWgGF5+KZQcgL0t8bZHLpBwnceJZw9in0Gg972qPrT2yEJskeUygNqlRsdmi8RyGkV7JcvYt1d61GM17+kTNL/mahVlUTe9s7UX/+Fxn5xMcQrotUFJR0CqkI1EIe4diMXX8j+da2cse/RMzgLMpFxgIzf0Ot6aNEAau0kT3SoVY+Ry2TjHQqoDeCJxmdPEa+IQmUk3V008IuBejbeyuHHv1ZPDtAZdMezECGsdOryU41I1Dobgjy/ps2cvjoGI8+fZLURJlESclcVq6QoKCwbKoGFQUraxOse+1s7kJRqHv7e9FnhNmFEERDGs01HoPj9kwCkwKByJUjOD0JQpkXFTDr2fWiFyxsGhCquEBa9UvIH5STQFRNxXVcrKKNopY1AEOV5VJ7nufhCYVM2kYR5QQ51/FQXQcMDSEgN50jWhXCKtqMnEtgBk0W10fwfDoDIY3asRIpy0XvzVB8agT/LT8Ztd4XsICfFCwQwDcYY6kpvvDUt3nvdXfRFK/jazsexiv48GwVJZpA+PII28/it95Obe0tVOd+QOaJDE9uepbxXxlD/t8qQmMG3xss8Rv3xFlz231MOUMcDx/ldN1pXhjei5txUV0dXfopVIwgPKhMr8CbUsjLBEvrAygKBHV4ts9CSo+f3xDkL5/OkXfgi/ssNtQ3UGGbJJ63+O3OKRor/+cpuOcSeXZ+fjfb/uU5MgWBPlUiIpJkZAUZApgPFBBXG6gPZJFekrwSYHr1clhsIhKCsx8zib+rROQacIIG+Vg1g1srGalUUcYFuRdUtDgYTRKz1UWLSrQqUCPMBEFd+G8uKcRRIRtG+i08v4JQs1jDFkIR1Lyvci6luCBK7OncS0QGqZZRzivj7HRO0KM18uHALTxUeoHvl/Zw3BngCxW/Qr87wSq9nUJR8v2DDZSMmWXaFyq75eq6UIaO40ZqsaxhhPCoaykw2d2OldLxlm1BP74dYRXA8IFVvIi4zvrnNLSDj0Eph+qU0NVx6t5hEd1QdnELFQqjghf+xCRSVKi6o4hwQlxz+xZW1V79I4+jEILoO95Ffu9ugjfezPTpXlLVtYze9mam16xFz6RQskUCA4Pk29rLGj2KMi8oTV7BCiilREoPIQRNPj91cozqws+wU0yQk1kmSvswApLgyQacQAVZ8QjG9GFkY9k9OnsJVbM59vR78AXTZEtBBg9vRQgXKQW66CXq28fAhMXf3v8ohqIxmsnSNzFIuliYl4wiFajJBqksBZjSc/TWTHJTepoW32sTcwsQ33zLvM9NNQZFy8PvUxget8kWrxwrJ+YKGYs54jqX6X0Ftnhx/OVs3d4rlZ2TEpJjabJTebqvbrtw/IzGX6QyhC9ooigK2ek8mZJNqCqEYeq0Lm8gPZHB8Gt0rm1hVWWE4YeP0Xd+glMdNSy5vo24J1EyLp7l4uVslOD8KiMLWMBPMxYI4BuM3acOUrCKPHNsD9LzcDwXFAVhOGiqiducQFkK+wazbDJquW7qRr4ydZhTj5zD2+OnZakgY1Wy8eoOrPoG9EyJcHKStz3+ILWFRSRkHqlYOKqFh0N8qodF8haqCotwrTzm6XHSYhhfvEjvhENjROHxUzbL6zx++3ofn3qyyEQOHjpTwidKtNc1UxuNvS594cmy1lfRSRMwXvtrPPKpxznyg+PkioJpJcxy7QQ1YpxJt5G0uwhvEPSBLNJUKOkGQ7KafK9C4Msq0oHYbTZWv4qzzMObUEgNS4RUMZslep2L0FwqbpM4eXBTlMmfDlK/JPng4tVQc5GxZNk66JqgSIQiKPXbGLU6SIE96NBRVcf+4FnOKWPEZZgoQVZqbbzJt5YGpZJpmWPIncJEpyAtVuvlkk3P7nYp2iooEhyLps4+VqzZxaHPphgPVYBnYalV2AMDHDj2TqSvRHhlmPWbn2L//82QLjaw4WeOc+p+jdyEwCqYuK2r0IaP0rb2AbxWFV4IML7n20TvtnDSgsxBQXCJxLOgdxss+qhFqEJSGBDYSUHeSZGxJgkbL05kpgoD7Bv7Lq2R1fRUbgZgV//XGEofZmPLe4n5G8jv2Ibw+Zh+81sZbGvDQ4CuY8ercQIhrEis7P7VtJdI/rhUnqbMzouew7GR5xDxEP54K77Eo0zU+tA7KpHVV2HnxrEmTzIc0olMuYTizHEfVbepaOzF8KfxXJ18sg4pwfRnmRz7LhNTKUanDHYePYXryXkWtHnzQ0JRcdhdO8DNg12sHqln79dP0/LLrx0BvBRBv8qq7iCD41Y5ti7jks65lOwr7DxD5ATgODa9u/tQFIXFGzvLlTwUUc7knxH+uzQJ50oJLflUgfRElq6rWue2SQnSm9EDpOwWLhUsSgULRRVMj6YJRn24tkdqIMnwwDSq46I3V6FaLk6mSLujUMy6tL2/m9RfH6Z0fhhZdAjd86OX2VvAAv63YYEAvs7450e/xv5zx/mr9/4m0UCYO9du5dC5E3xt+8PsP38MAGHYrOy4ig1Lb+VB85uMZYY4c+IIi6Yc7EUWXaPVBI5qnD0iCfeHCG4O0LE0TlFK5NReCkf+iaAbpeTmqHS7GPPtwxM2cXsR1W43g8o+XN0luLYfc/QqDvW2YG0+xkTe4Z93l5jOw589WaDCDxMzxT9UAUUPvvIrv4l2hUoK/1140uVbR36PTHGSqK+GLe0fJh5oZffA1+iMX0NtaL422PBZi0zSpb7NIFxRLqNVyHropkDT5y8sj//N0xz8zmFyiQL56QJhmaaARsaqIqgXSDtRGsQImnBIyypQdIzKChaFfIyVGkhOnENvA8+WeLaCVxAIVZDbU3Y9pR4XmK0e9Z+w8BywhsCoL8u/uBYovrkcjznMy1kRZXdfIFOiEBX4/TqN1UEmHAdQKE3kqa2Msdldyj5OU0cMT/fwKybvDWwF4EbfSn5m+m95wTrN32W/z19FPwjAkZPejGFGgOegaQ4ISXHlW5FqmnjDFC31h1FqN7D7oTpEapwqbx8+PUnbVo/+x/sY7l/ElIiDOY4ojoHuQ49kKZxWCCb9GBUKy5eoFFUNs6VAYUyAK1FMWP1OKJdMgfAqSXEoyYH+h3G8Etc1f+BF54Om6GiKia5ecHkKIfCkx9NnP0fUV8vtH/449vAw4fYOlN/9DdzkNCd/85N4/gAyEMD2+2eVgxFSXpEEzuYyzw6OIlR8QhDRTNyKxeR8WcZLh5ChKrT8GoRSj4gUUIN+tFwVVY0uWuSSwQW2fOD3GTuzFn8kydjRbn79ljb+/Gv/gSKzSEVQsBwcT152L8BceUAEpHxFHMVjOJCmJRfDd/L1lUaaRVONQVVM49CpPG0NPg705rBfQphd0zTaVzVj+AwElDX95KzJ+wJeLhPb8Gn4wj5yyQKRqnKWlBAgVIVirsThp08icxab71jB+GCCWE8tiZFJDj5+jKbuGsbOTuB4khW3L2fQlTyxv4+eliqmOyvZNj1NS0DDWFGBO1LAXPE/z4uxgAW8nlgggK8jbLdce3jnyf2869O/xlBijKJtUbCK8/YTAlzPIxKO4NutsdFbQ9zSKMW70eIug0se4Pa9a3A6NK4K13NAL/DXH/4hv/zJa+iZsgll7qSUjPDdExMUo4dYtNQk4FNYXLgTWxQohIYYD26nvTpIoHaAngmd+yctHjvjEjYFHUGDUymLsdyFR7XtQdTn58TwIOs7X33t1peDQCFsVOFTw+iaj5BZRaLQz1T+PDkrwS3dFwjg6HmLP37/OEgw/LDpjiBv/8UoX/qzBJW1Gvf+Sow9j+cp5j02vCnI49+yiZw/yBFvJd1KHxG1AC4UidJnR1GQ+MmS8GJMEcUvTfxDCVSzSEVrPXpDHPfqKbyQS+GYQIt65HoVQmtdhC6Z+KqJkxKkn9XwL3XIH1RRgy6p7YJSr0pog4c1qFA4rFHzoXJmsLTKJNBslnOes9JMmJSpKDQm/EzUFlE9iRpUsCddzBadNXYbqUiB9/i3cK9v87w+/HT45/hC4Ulu9a2e27Z6OTx/YOaD5uPcqcX0n+/BcwV6YxXJQoSejmFOPFmLMnkWGaigL3sbY98ZwnvyW1z3Rxq+6hEmt0+SqV2HvPGDaKUk3qERPO8EdgYW32FS1R6mKb6cJ4uPU1RzWFM2Rq1EvcTD5msE6bmcTGyjNtBNT3zTFedD1KzjhpaPzNt2TfO7uLrpXnb2/yfxQAtKMITZ3UPRthn64IcpTk6UrYBzk+qSTFMAxyF4updcz+IrloTz3BKbq+toD0YQVVvozZ7g8cNfx6hbgV5ZB8UcpeApbOMYwkyiRwGlbKHKp3X8EadszVXBH07Q0jrMh2/RaE330F5XRdA0KFg2miLoG5uaf3+XGCIBdFdQ1Gy+13GC6nyAP9HeOO06n6Fw9bIQiZT9kuQPyuTcHyqT9Tn+OuPNALBtD1VV5ly5VzwH4Av5OPHcGRZd3TZHAGfxwoMHKR0ZZd3GLhxDo3FNK4WihW4aBCv8oCp0r2mF3nGk4zE9nKTtqjaW1lcQODTC1QyC+wABAABJREFUZLbAH+z8On/64LtQ1YUEkAUs4FIsEMDXEb/7lb/lUP9xkrkU07nUS+57/Pw+RhMDpHPTBJwGtma2MKmaeFNp7n1+OZGQyffHB6BFY+2Ax9mZ4851rmZNaZJKO0FIT3L0XC2VsRQ9bUlG9YNIIbFj46xcvIyTfcepWdKK3pZhc66E7ejUx0w2t2r843OSbx+dL9HRWFnB13duo7O2nsrQaytHIYTg9kW/NW+bX4uwtOZm6sLzCeejX03PrTJWAfY/k2d6wqWuRcMqevzrH0zh2h5F22J6IkvOidJiZvGVcmiihETgYBAgjSEKFAhwVjahGwWm3QiR4iguHl4xjxzupdBRieqCqikk79fJ71HxFElko0vqSYPAUpfMDo3hvzPw9ygoPoXgKg+jUpCbUhn9WwO1QpZ1ASVM/ZeOXgX2BDT+loUjq1AUC/Ry/d982OPAulTZG2mDv8vEUzwqxhR+vvttfMT7Fx4tHWC90UOnUjfXLzVajDt8a2lWLwgrf+8RKJ+IucW4tf0EkfAog/2dZLQa9nytFf/wHiKGTkG7CpHpwz57DN00OD+6ipCVpyAcRDiO1A2krxax5V3IqfuxT/Vz7Dmbq+ozuGf7WHL3+3jk/9vO6Pf7WPJXs1qDl9h8FIHtFXhi4J84nXqOuK+ZaxrufcXz5NrW983bFtY0nIpKCpHIBb2V8s6Xn8Dz5orTA5fEAUpk9gQZcYqSuRWfHmLI/0O8WA41HEdBxc5O4VMiWM4oSnURtzQjkG0IMlMm+YxGVVP5hS5eO8K7Gn6fKtGJ5jf44m9+mPu3v4AiBH/5jYdfUXuLetl66rdUSorDY+ePM/K4xftuvjJxfj0Q8CkETEG+dMk4ujYoGo7tkhzPoJvlMm5z8FzwXDxVL7uEBajKFbwHEoRThFIeEYiy6Z61hCuCF2IEZ3zrfg9qokFWdddyzlBx8y6FdIGjT5+kpiGGIRTUk+MMaIK+zz6N7tO55j3XENdUIgMZbmqsJqyr7Pr402z6xxsQ6htjTV3AAv6nYIEAvk744tMP8MOD28jms1d0gVzJNTKdmQDgpDLIl06dpeKrAW5drdFwsh5Q2Fprsibl44GTg2wKxTj80BmyVX6cDQ1sSA6yYVGB9ro4tfrtSG8XlU4nJSWDnpLkjscRYYH0FAJBgTOepSZSwzNnLQK6oHfy8qzJu9atxu+LUREMXfbd6wEhBJ3xcj3bo7uKnNhbAAE7H5xvMU1NSk7tL+KUVMZO58jkfay9IcD46DSPfUPDUsKMlFrosAdYG3iOAbeHKero8O1BE+BKg0wxxjQmljCwhEpA2uTXR1BuFvh2hUk9X0KpddBiLs4AVP2yg5MSIAWZnSqoEi+lUOpXiWzxUOOS7EGBUSdBOsTe5BDZXF7M4/daFM8phK6RFE4LRHslrlQRVhrFmB8K5gE2NpMyxQMNJ/ihfYwutZ68LNGhztcyG3Kn+HT2e9SpFfxZpEySZos4XHzOnsW7Mf02Vtbm3NkY8ZYO1r3zeQL6MDt/kCSi9HPNJ4c49K8eleI5RnJ3IM0JRGIY6rtwTT+FYpbGjY203pbC0lKMlbLkD5cwD0/Tde9KJseOzyVFzK/9OjPThQbmVZzPnmEiP0jBTnF9y4cQ4tVbZhQhuDoa5YnJidmJc+GClxJCwyDb3VM20V0C6TmoTpITA/splpJcs+i9NCjLKbZZ9B24HxHfhOqvR2ZURPpq8hOPYizSQZcoVQqNtUFKtsPe79QjCyGmz9TTeGOWd1xn8NUnd+G4LscHhqmLRcgUipdd/6VQWQpy81AnUsBTPzjCVZONLHl368sf+BpA0xTiMQ05bWM5MFOxjdLASWhaRi6Vx7UdPNctizjPagLqJlDeVyjui4tYC8pJRpqOFArhmYzhi/f3PA834uP0eBo1kyV8HiLVYQqZEk4qT8fiBg7vPc/IWBJPgbd0VbHEH+bIM6d5YjTJ29vrqQ4YlByPI/0J1velMbqir2OvLWAB//OwQABfJ/QO95HMpV/0ewkoCLwr0ENtrJKxw1GcjjTL1rUTrvTz4LmzHJ1OUq12clOsmZih8wMlSyRRYNXxacbI09sXp671JA3hAMH8HfiI4OGgTGqYNUN0XLcWIS1Uw8fKJS2Ep10ePV7ic08kqS7VUeVPMFmWJOO+a7fwkVve9jr1zovDKnr0n7TY8WCWA88W8V5EzSOfgeKuR4hEavDUFjLTJivXxUlMPE5ffz9ZK0C9Ok7GiTHt1eOg8FTxblq0XqTQkbik3UqkEChSUsSPGXPJBUwSozmKg368xgLSBtdTmPqmQv1vFlGDFrlDCkJA+ikdZ0rg63FIP6uQ+oGJ9CSxmx3CGz28EggDjEZQAh5OEpwE6MHzSKliC/BVg2krFP1eeWHUQbcUtplHyagFpOtRqYT4Suw3LltQ65QYi/UmMl6B/fZZ1ugd3H2Lwme/7GHb5exWCTy37c2EQilyuTBLVp6mr7eH/qnVbL7xCW5sPsyRp7twp4/Q/vZKhh5xGP7h83iVS6leqZPe/V+otZUUw0uZ/OftTOPytr+5kaIzzbnEBMbz++leupHzTwSJbyyUM50vCoC8oBkswDoFKOSdIsennyUeaGdF9c0/0jw5k8/NWTjnkb5LUQ4oe5GvVNRgB3WmixAqXzvzeerr1nMjH+WfEo+jMIgRKGBVtCOCCiKpohZCmMFO3P4Y1SLKdVXv5fjw/WRSAsO1UYRgdDrFl5/YSUtNnIBpoGkaH3vzDXz6gUdfWeMkjPsznI5Mcs14C1W7gwwUxll8b8tLulRfKwhRLh23qNWP48LwpMV02oXm5SAlkaowvoCJ7tdn9r9AAmc/G6Yxb9u85nkSzx9FmWmL67oIRDmOEMil8px5oZ9Te86RmsgwOjTN9fddQyAWQDc1xkZTNKRL2JqKubqFYrZAl64SrgsRbmzGffI4TSEfQpZllm5uqCb7/44S/rVl6J0LJHABC5jFQmDE64TJzPSLfmdoPqr8NQS9AGF/BfFoLaqiIWXZi5IXRbLtfRjTFp/7wTC7cxOUHEnKK/Bvw0d5bGKQTNDmrfe2sO7eAsPVD9IabOad3d2E4pOc8j3GlNmLsf4EwfYsGTEK2RD2SBgUt1yuzBG0FmP8bqCOj2Vj/JyxnKpSGF1Vef91N/B7d78yF91ridSUw6d/eYLv/GuSfU+/OPkDEF6JhFVFcOgZjPRRvInTKGeO0tz/ZRqzu2gweuky9xHTJimhM6rWouNxzFvDeaebIVGHX5aIyBxZLYDEg0fyZP4wS+a0TckqYfcrOKMqsiDQKj1kRqDokDugEr3ZQY1KhC5IPmSQ3a7jFQT2pEJpSKF4SjD2OY1SX9l8Yo+XrYdqAEpnLLRIHqMemof9tAwEiKRUzAxUjRt0Hw7wkadW0+jEaVNr+fPI+6lWL1+4VKHykcCt7LCOc9fUn/KR5D9w7XqVeBRmCVghb3HqRJD+/loM08EqVVEZz9P7cJijhzdSUTHG2vWPUUh7aD7BeGoxXslF7erBru2mftEIy24apLZ1Eq9yOaYvgGoHufm2+6i6JUnF7WM89P++T2nKxZur1jaTHitmki6EAByQaYR/PcIsu/i3D32VB079CZZbeNVzZVk4gjFLiC8mxrPWwEvIcrnQmFce5xnUm36aKhbRWr+Kk1PPYgtJ3i3wtd6/xou0UBo/yfipJ/E8B2FGiDWvRVGasbwE1kgfk4MHaQg38G+/9HH++RMf4BffchNru9p4ZO8Rrupu59plXXz6o/fx0TtvwHZdbli1hJDPxNTnv3frsya2i/6zNcmO+gFs1cUnNJa8u/UNIX8AqiLYsDzM8s4gq3uCRIPqhddUIRBClEuyXexanxWGfoWl6y7ebezs5FzbPM8jm8ihmxorb1hETXMliqLgOi52yWbs3BSuBw/uOcvigJ+1jZV8IBqjJlrBKZ9B0NS5b1ETtf6yNTKESoVZTssv/HDoSreygAX81GLBAvg64YZlG+gdOUf/xDCWeyGiWlN0rlv1JpqUBtIPnmC0B0qKzVRqGwDCVVBiRSI3jbF1dC3qkQoOjCdpDwc4PyKJbT3BoWSIX22pob43y9k1y0h1e0w//xyGupj49PVsz+5keX09WipA6Lo+EslKRADcqRCirkCpL46XM5G2RnW2msprx9mfHuLPU9ez5NfvQDffeK0s25J86mfHSE+9TPXWmUxDIW0i1hlwLSrGn2ZisIKkm8c0luI4NkGmyEk/z7lbCBopmuVxjrEOgSSpmKi6R3VhCkdoHNfa6KIfgYfhOXgK4Cn4ltlY51S8tMDNCZyEwvQPNNQAZHZpM0QaCicU1BjUf7xE8gkNe1hBjZVlLEY+Y1D9HhujzQUHMgdVQle5KOX1CeEI2vr8jNQVMC2DVirY4x7i4fW9lDTBVqOVOrXiRbujQglxs7mKcTfJiDuNg8u1V0keeBRs28HzJIapcOZEkVPHPN7x3rNoepHw1VPEQgVSmVpiHUPs71tH3FG55Q962dPZhOUcY9JsYqB2LWs2nKDTPIG+WacyH0WI50nulVyjNWCfthn+tV7yhSJKgBlduznmN1dyDcqJPwCSICiVgMaY5fJcoo/rq19hMegZNPr83FVdy/1jQziehaL6X/YYSR5P6UfzloAzyfT0o9zcdg/D6T7MYISz+7/AEAq+9RFEYwDlaD2aZ5M7+QM8K4u/+WqMijaUpMX+F/bQ3lDOKhVCEI+EuO2q5Xzis18h7Pdx7/VXs6K9XKs6WyhyamgMQ1OpjoawXY+Q3+TkwCiNVZVI6TE0lbxwo7Oyi57CSCDDgJJiQ/HVuZBfS1RX6AxPWleWhrkIL0b+5srFze6niLkYBc/1UDUF6Ulc16WQLRFvqkQzNMyASS5VYGpwmsqGGFbOIjOWpqoxSq7o4gUN9j5+hKamepJCcp0So6/vHFFdg5B/Rq9Q4kmJWuPDt7nuive3gAX8tGKBAL5OuG/zm7lv85u599O/yq6TB+ZcvaYZoG/kBMP6OSpvqqHDaGVKSyE98LIG7O8isnGMG6wu3mQv56uFs2xsDdFVbfKFAQ/btKhr90hYUJ+0CGT8tPc24LeiaPhR8gEyZ64jFm/GOQ25ugTiqsP4WsOoE3VkfrgUO6/DdAg0F0Iljo7VEgx2s/je9T8W8pcYc/j2PySxii9D/gDwQJZNg4O+m2jKPEjOX0Uu1AKlHFa4m2B6H935T7OjdBsDopUm9TRFLUBJmBhOCamreMC4GqUofSBhQK3BERqumGm/BKNRIhyPQp9CsVdl6C800CRIiT2qowQkuALpSpxxhYE/8iNMiR73QIXSkFKujLFHparTxS2Af6mHVgP5owpmq8fpqjzHCwUCUUmjE6brAY0vbBhnKljAbxsoSYsj1hkaa15cwuL3wu/kd0Jvx8FDFxpPPTmGVaogl7UZ7M9Q1xAgl3VwXchmTMIRSdXaDFrYRTccMqkwo4M9ZFJh+s8u5fBgMzfd+jBrWx7k2R1rUCIRFOkRUCfR8pX4k5Li1Fm0QIC+mj6M2jS6Ii+4emf+Efoi0FoRhedIpFIYukVI7J0ZPwv814IwOZ8dI1/RSUAzr9g+x7PJWQkOjjzI8tpbqQyUM2MrTZOG4g84y1I0sxXlSgkHzN6OAEwUtwuki2cNMpE9ys7zGd654s9ZWn0j/3L2BSxpYZ2xUGoUnEwaaWXKcw5w0hMo/mqkEiAamyZbKCdA7DnZx//54rd501XL2biki1gowOrOlrlrR4MB/vgDb+PY+WE+94NnGJqapndwjGjAz5YV3Rw8O0DY72M4kaRYsrFcFwQ4isPhihESvhL2oWf5o01voyL02pSFezXoafETCiicGy5xbsTCe4mfqZTlBCTP81BUBatoA3Ku8sfFsc/pqSzDDz1Ma2In42/5P/QfHSKfLrLixsUc23Ga+s4agjE/x3eeYfiBA/RURpgeTLLp9uVg6gyVPK7OlXh6cJJ39DSC5RBQVey5GyyTP09Khs4n6RnLY1D5+nbWAhbwPwgLLuDXGXevv5m6iloCRvnBHZ7WGBw+Q2WkljuMW7h1zxKsJ5I4/VXkH7qK/Ola3Kd6sLZ38bDcznF7gifPZkFW0BIMcV3+Oj4+uQXN7OfpXJ72fSnc9AAuDgKVhoiPDa0BPEulmFHJHWmgMhpDUzVKp6qxB+KQCuAWVXBV9DqP2rvXsekjN2F0/ngejtu+m+Ps0RLF/IvsIB3wSjMKsQLDSyOFjqsE6Z/245NJhFtEUyxi3inalH04QsMSCq3uEJW+MON6GyXPIC8C+NwCIZnEViGv+EFIVCQxN4PmWQjpgvRI/0CnNKFAAZACdA9swBZlzb+EAAdwAQFa1MNs9jAaPKa/o+Fr8Qiu9ojcaGONluMB/YskbhLyB1Umv2SQ26vhqwtS61Zzx9AilvdX8dtPXMv1Z9v43UM38VuHb+Cmpxpetg9VoWLOkNdbbgwxNZ5mYrxALmfTe2ya1s5+ttx0nqqaKZas3YcZK/H8tht4fscNBIIu7/vof9LefYhzZ5agajoHd9bxzG/p9OTOUTzRzfH/U+T0f5k8/D0NPbCEyPIVVN18C9mIjXDLFh0py0U45uTgnEEo7cVyPPYe9dh10OPI6QyWnQSyYPUhlSiF0mmeT5x+0bY9cfof+Nbh3yVTmmTf4UfZ+3cnyY2W3cZtscXkUk+8bP9Iz8EujaE4OW4Ma4RlEMeaYDh9nDPjz7F932epDbQT8FUhnEq8MyWklYKLXMalsQNkex/CHt9HZV2AN11zPd/Z/ft8+akvIKWkZDu8ZeNqbl57uTUzHglx3Yoe/uO3P8L1K3qQUpItlXhk71HGkhnu3bIeTVXxmTrvvO4q1nY2g6JwMj7FRDDHkXND/OMXHnvZdr5eaKgyqYxpKC+zYniOh23ZuE45CUQ3tXI9Z60s5lzIzlgyBRx47Bjy5F6qvREalAJr2lQK2SJ7vvUczFQIOX94mFhNmBs66zl4cgQ7nae48wiJI0OEon5urq7gN1Z3cngiyYNjU9ieR3S23KAsJwxJwCcUrJ3jr2sfLWAB/9OwQABfZ7xn8518/3f+kWuXXoOhm+hSozpQxy2r7qLQoGFXlWgfr6MyUoHZksII2WQrJsiIHKeC/YQWjbOso4aD4Ty/tWoR79BW0tHs8MRRled393NkIolfq0W4fqQncNUcwZ5tKDfuwtUt1FQQY6KV0s4luFmdWSedVpOBgol/yfWs6OxAV398xuDV1/uwCvJFFWOFdNFlASEtyowLhHRAuMiGLQyH34IbbGKR9whrJ/+E1sL3yRGiVhvmtNrCLnsp2VIIgUT3LKQj8GwTV5jYQgMUSkIjqwaQ87JSBd7ETGqrDTgKaBC5yaHqvhJafOaGJfiXuzT+WYHQOpfozQ6BpRL/aofwJpvsTo3xf/UhzPK+bhamH1YRPkldqIpYpoMVAyuYPp0i0QVrR+r59hfu5Zfq7qa9sQX11ppX1Z/vuDvK1mt9xKv8NDSG8Dwbx8mxZOUhHvl+N88+vpJoxRhtnUfxXCgUAiQmTZrbXuBnf/FTOPYA54d8tF2f4/zuKXw1L5D1Epw/laWj02T7M0nODusopo9KO443I/wsZkL/pATXAc/NIr0Mulbk2jUK160TRAIWuQLYjgruOMKbRgofqdzzL9qehsgSWmJr6K7aTMPQVpyCy8jeBAAjmV5qzWhZP+cK8DybcOJfaLKfRCsewPDGiWrA+AOE1Ai2W+Dc5F5atk+y9mAQDYllD+LaucvOJQRQSmGNHkQLVbG/6gn6nB20rtrJx34pSjpX5B1//A/81Td+AMC5sUl+7Z//iwd27ANgeCrJ73/xfnqa6mmsrmDD4k78po7rurxw+jyf+fh7edNVK1jV2cKK9pbZNBoACtkM3WM/3gSGbM4j6FPQNQgHruzuVTQFVVfRdA0pJYqizHkVDjx6nH2PHsO1HASw4e7VrNtUhxKKsvKFk6xNQmt7iHxJUMyVqGmNs2RTB9UNUU7UaEwGNcy4yfu2LuOti5oJBwyEIpBIFrfVEFjRSKy7hqipz9F2AeUKK66H/46mN6CXFrCA/zlYcAG/AaiNVXHP+i0MnOtjpDDBR1b9PLpp0m+dRasxOX37MNpIkvXdTaxsXsqTO0qI6mneVbiWf39+lK/lj/F/m1s4MaHSHFIp5kpcu6TAvvNheioj+G0FTwPHVDELIdqm70DPDBC95xjZp7spHq0DT0VvSuCOQakqidpfjR4xMLt//C6R//zzaV4iYRqpmNieiuO6JFLnqAjXohs+hPRQDBNX+IiU9lPAx6i9joQMk1bCjHvVZJUgqlvgzdq3SWsVHClcQ0ExkRiorkeDO0pSRMirQVwgaBZoln2csBbPmbL8tRZ6t0r+lEJpUiGzSyP3goYS92ACtAZJzc9ZmDWSQtAj9bhG8CqX2B0SZwK8InjOTDKqBK0CGj5uc3fPWu66ajlTBYvex85yrDXB79Vto6PTx6eevIXmpWFE4Ef7if7iBwM8+OgUyekC2Ywkm67g61/azNiwZHigk0gky+mjt9LV9zxH9i5jtCfMXfc+hD84TZc5iNEygeO2cdun+jn+RBdVLWnGJwaoi+fYeaKf8OMT1JV6mThRYiRtUPcBa0b+o8yXPcDzJMgSmioI+MtWwniFxtCYoFCyqK120VDASzDqdfP42FFurl12WVs61a00OBuJV0Xx3iqZPJKkekUMgFRhmArN4JamTh4eHyPhOuUav56D54yjuJOczw7SIQRhNcp0ahufH/gUEg+fFkFVdNpq15OrT5AujGEEQojcONL0ELNhdz4QQcqhjZOAdLGGn8eaEmjtChVOE/ZELzuPxcgVHZa2lC22qqKgqyqe5/Hbn/s6ErDssjj80//3kwD8wRfvZ+fxM4xNp7Edh9qKKPdsvopTg6N8f9d+MoUitutR1Fy2u7u4dt8Kmta+fqXhXgprFwVxuwMoikARcKwvx4He4jzJIYQoJ224HspMXWuhCHBtFm9sRygKmqnjOTaGz6B444cQ430kxjSEPcmixfUUpI9odYjmpbUce7aXrvVtLFlViwgbWKPD6Lf3oGybIGxoUB/Emy7QKkGEJNG+ERQtWnZFK0rZ8a+ptF9Vh94T+7H02wIW8JOKBQL4BuHOdTdQGijxuw9/mkjez2MvPIArXZYtfgfv+04lR33d+I84NPa1M2ocxfR7dKhxbq3XyV9fzT8+eJJ40eVr4+dYNR3kd9etZtVKE6EXkXbZQylFORA7o/XjD2TBkCiRItIVeEkfpdM1UNIxztXyJSVFfUDhgxUvHzz/emPpNSYDpy4vPTCnLyYluXwKoQjCwSqC+X0sLzxPhVhClxtiRDgU7f/kh9abyOkt3MwYO90waeFH94pERBJdWLQofezXNlD0DBTpYaMSBWpkknMiAAjizgjN6ikyWoAhpxWQOI5Kcb+K0EH1QBbBLYLUZmw0Kkw/oFP1HpvoLQ5CF+jVHrIgUCMS6QkUn0Txg/TKVUHqNxq8rXMV90/v5mChj6ur63Ang3SXOhkKneQ3b3+ELz/egXnXj2a1+My/JhgfzZOaLqEoklymnnh1gYZmi+WrXbLZJYyO2rQUPSLCpWfZOQ6/sJilKwZY032Q/d9axmhAJb8pgX0Eju/KYRYsFNvlvttqMXxBnOlphnZnySszNfBUQK1CCB+qM1gmgp7Adg1s20LXdA6ftOgdquedb+5CVQZAjSPUKKBzNj95xbYc/PwZitM2m/9wOb3fGWRs/zTrfrmHaGuQu5f9EQB2xqPrwQLp9cc5pI1QKPaBtIn6mwj62yg6CfrGH8WjHD+qoBI2aojocZ49/C9s3Pp+VsdXYAw8yvbTX6JYnAYE0xk/Z0drWffmARh3uFACTkJJ4p1UyRppisoJfvMdv82XnzzMycERAJqrK/nonTfw/x54lNHpFNcu7eKX3noz6kV+VE9Kgj6DxuoKdh47zUgixUQqTUttFUtaG/BcyfMnz+ABo/kSP/8vX+T/ffg+etY3/kjz4r8DRRFz0i0AtZUmDdUOw5MOigBdhaJdfgaVY/0uWMiFUIhVheakeyTlNwXPH4XW1RzLHaLl2c/jr/4F1tyyuSwf5Hh0rG4BRWXvk7287a0dxCq7aGyJEo/anPrM35ANbaTaqcYzNAJPfYaMr4FQ7S1oOGD4UdHBJ5A5h+LTIwTufmO0FBewgP8JWCCAbyDecudNnPzeWXxfsrj2D29iz8gOvrL/83zUvBfTUml2q7CHPNprunmT3oqZcFjX2cB4IcDAdY24jw+xcUULGzSV0etqmeoM07T7OMFSCnJRtGLZaOXYNiN7NOrURWDNKA2LsovV9SQukjVqgCZfGDdZRI35XvbeX09svDPII/+Zu6gSwAVvsESWi8+7JSL+Gjy3RFBkiDhDLKGavBJCuNtplNUUpZ+8V0IoeUDSwggjohlPBuldei01Z3oxinkcESv3hyfwUHBmdeJUyYhopFYbYtzXBNPljFY7oZWtP/mZ4LZQueSZXiPxAh7BaxwKB1QQEs8SVLxdwRozmPiqTcWbHIThELlBkN2tEFjmoWoG6mQt+WaXOj3GsaKKrNR533+E+WB2HQ+s8jPcY2Nc/+pcvxdj+3NZUtMWIPEHSkRiVfj8IZo7+tl66w6G+nVGx1bwqN7Ar73vOKWHfNSuG+Oxf74dpVnHvTGMHpkiHxiiZlOa4R15PL/OwJRJtNZPtU9BGipr7w5gVReY85yr9aDEyJ8aJNAhytXXPBtVNVA1k0RG42fefiO64UfKnhkhaA3pZhBSuyxjFKDlhlpSfTm0gIo/bqD5VYyQxv5/PkWwxkfP25sZ2T2BnXOIHV5Cz4azxCuupim6nCPjj7F3YCeTTuKiMyrUhLppjC4jn0tQ8KYAie0WGU4coybQzkA+A7j4TQvrvCB7yMHUXCrNBvy+KDXRHhShksieJ1ucRFNMOhsDhAJPsftkFbZzO7qmUhEOEPL52LSkmk/cfctlbfvTD769POdF2Sr6hUe284VHtvM777qDv/rwuwiYOnf+wacZm05zIFVAUmCQaWKHglQuCqOZr32d7leKqpiOqasEfS7VMY3xpIsuPa5aHOS5Izky0zkCYV/ZKizK2pmzmblCEbiOg6ZrWEWLKa+S8C/8BygqRjnSgqoqhbqaGvYdTdG6rJElK2vnpGfSex9hZKSfYlMlWXeENl8nwaVryRzfSxgHoeiAC4pevmbGxtz0o/+eFrCA/41YIIBvIAxN50PvuZdv/csxqr4P+kqVtJvh9PpBTBnh8eHdXB1dw/WRq9CeKnC06iTtoz3Uj9q81TOItHUQqLOoDWlMJ7OknQBhfx4sB6MhQelMDYVJP/7MRnLhNPuMJGtiPhASIUWZHEqPE7k063qaMRpiiB/jAjKL7d+dH291cSjgbFmoikg9AInUFON2DzLczEk3yTJ7hIA3RU6OcLWc5invzWyXeQQZasU0I7KZgjA5XFqFaTdSlH4uiNS5+FQLUziMEcdzVdyozh53A2Qu/DTcFj/KeAnhOphdHqGrPPLHBRU3uaSe0bD6FZQqj5FP+1CCEjWi4FsOWsxDDUH8HV7ZYHROIX9EIbJUYOyrwVyvkJxIsl62s/Gxp1BED6rawDvEBvS39rxiTbUrYevmEPsOJABBsaCRTBTxHI/TL0gMvZv+sy7jIwE6F00ydHYJobFhrGMq+YkkvroK6mpP07lmiMnHqkjvjbB+Sx1196zhwGNHadraCSNnmTKmOF09hE+Tc9XncEeQpX6MmbW2HAcGhrAQmNxxfTVCLRPrcvtmSL8SwJNF9k2fZ11l27y2NG6oonFDFaW0zf5/Oo2UkoHt4xz6wlk82yPWE6Llhhq0gErdukpW+n4FANu1ODm+jbxzQZNToGCqIaqD7dzS9Qm2H/0cxVCYlup1aKpBNFhPe816xpK9WE4On+GycXkf0hUYRDF8AVqq16GrJuu63sn58T08e/Rz5IoJxpIvUFuhUhn2oc2IGleEglRFQ2QLJQ6eHZiXHQzzpVP8pkGuWGJ4KontuNRWRPjSY9vxJCiKgjMjjPmXn32Y3666maqeKKs+0vkjz5HXAmsXBZnOmNRXGZwaKIKQGLrANECvDuIzBNm8nPeb9ryySLmuqXO6go09deiGSmudiaoICpbHmp4g4YBKJKRRsr15uoOR1ddgPH+S9NKtDE6eJa/1E5l2CV59N/7qOKWRIQKtXRjrasCR6EsrUKPGG99BC1jATzAWCOAbjEFxnro7IuTSRTJ9o2zaeAvxQcGhpMrDTxlM3m1x31ofvnGPxmXL8RlpzHGT6UCO3lKBG4MxFAXiAxkqz2fA8KM1FXHOx1EEmLESiuah+wSK4sOTHupFi4wmBI0+P+G7evAtqX6JO33j0H9yfgD/5WXyZDm4DEnQH0bXdNrtR4nZJzjqu4uabBq/ojHhNlApLEJCY6X6FCVM9tqbsVDhbJGCFUTgXjinolC0dXK6HwWJJ8FLKczlRqkSIaDSl2O6KkjtW/KEN7ikdqkU9pkU9mn4Vrj4O1wq7nLo+1gAJSDxL/GwBzzyBw3MzgKBRaDXgK17hDaAz7FpuHWMp/blKAxMUYhM4CWLoHgQ1CDnIg+mEKtjP3KfvuWOCJ/+x0Q5IcPVGB7MMeUr4g8EMX0aiubiC9hk0wFqmw/zrxO3cNemR6iuOsfg6BSbNh8hUOGncotL/0gTRksHV93UwnVvW8TAN77NZP8kB331hJsqybqZC+PmTpZrwAZnZWFmhk9dATJB0fKjagqGMkP8ZAkUs+xHlwovpM5TYQboCF5urRnZM4VTcCilbbb/wZG57c/8wzba3lZBNF6J5qtmYCJBwZ7icOJLjOdOARKBSsxXT9RXT8nNEfXVYmpBljTfwljyJH4jghCCG1Z8HM/zmMr0s//sA1huAZ8epiLUxLLmm2mLtBKvvhpFLSc2xMPtZItTuF6JXb1f5JZ176Gj5j52nTjLxiVlcnbPdVfx1IHjLG19+Wzu33jHbdiuNycWncmXWN3ZwsYlnfzRl7+LJyVThRxDvQnWfrT7R5wdrx18pkK9WSZW3c1lT4KUkqU5j77hEpomMDSPqfSFbGpVVXBtl1BAwRGgCANNhXBAZXGrn2hIxXIkpl7+HTZWX07cgu3d3PTnf8Jk0mbviR7GD79Ahj4Co9OMP/t7BJsWsfhX/hVf3YLVbwELeDEsEMA3EJ5loz+3H23ZUiYaXZY1b6A2FSW2TzA4OoKrq+x59AybwlXUTwfgoCDlmgT1EifSSZ44l2JTrR/bNskbgpG0xdKGIJytARUUIVFNiWqWSzIYroEyQ/4KjosHPDc1xalMhq0jE9zwE0IAR0YyTLkTBEQEDRNdaDO6bYILTmHA84gaEk8P0Wu10eXlWV2ESe1d3F+SKLi8U3VpUHcw4WU54S1ntXies7KHlBUHKdGki4MKikuQAkN6zYXMBWBWxxgADUzDxT7tYkYzRK5z0Wskk/9ugieovMfGv7hcWcUaVvB1eXiuR+U7LZwxgZsQCEXBPi0xKx2CKxR6ZC3SB5qpIPtyvPmROmShEiEXoWg6NBlkUhmGR8+wgnU/cp8+/lQOXQPrIm5tlVwMQycxYfL29/wQ05zkuWc6yOcyVFVNc/x0Ax/99SfRdZdsOoh0SgRWFqi2xrCPR3j0c49z40duQ+bSmKpHbeAkk8lxCM2vPTzbjTBTF1gBvDMgFHSjHkUpUiopKIqCYZjlo6REKD6klJzJTtDoi2CqF0ITzj0xyp6/OYHqU1GLHk6+TCjsyikmlGEGHpsgt3kvbXIl53dlUBOVeNftBkAVBm9b9v/DUAMcG3+cTGmSRGGAkpOlKb6CpviKeX13+sTncKcPENINNDNCW8ctLKm9EZk8yfTYLlShUFm7EQBTDxIPtTCVHcD1Srxw6ltsP9xHMr2eVR3NBEyD1po4H7x180uO13PHTvPt7S/wnhuuYW1329z2X3rrTeWxcxy2Hz3FM4dO4giP6i0VRJoDr3Q6vKEQQtDe4OP8qIXPEKxbHOHJvWkyM2MWj6jouo4iwLIlzW0mpqHQ1XRhvE39lVm/q2I6YTtB8eQOCg09lIppovvyuGcOcvrPfpMVf//V16WNC1jA/wYsEMA3EIqh03HvLbTmDM7t2EdzqIJwJERF2uPn61u5sescRyZyLE8mkXoQJVdAVJYIV0pWdiym+9AJMlMHyay/AVnpJ7pnCFW4ZCM6UnpMT6SpN018moKnWJxIlcg5DiujUR4fG+PqeJzhYpEt1dU07hqDG19d9YXXGlMTRb7yuTOEGwTmcADLK+IJD50LchczBaIwnUli1ikmfWsI2ufIonLG6GBjPkXAjFEXqKIvmeU/HItbpcmAdz19sodOcYoN6g4ece9EExaqIlFUD+E4RMU0beIMR+Wa+cxllgRagqJUwVOIXOUy/hUD67RSjh9UBNn9Ckazx9Q3NcI3OahhiWaCWQ/BZR6BtSWyu1VSez3CVys063E2RJdQpYVpN2tx12ZxR0ZgV7J87ZCG9t5mDj7xLAfD0/8tAvixD1XwZ389MW+bokAmbfPYQw6LVwoamxTOn4mRTvj5/b/+IprmzaXwhgI5JicDGEOCwhM6R3ckGWSEHQ8needWg/p2g5XxenZYZ8lyoZTbxfxZzumwGaBWI9QaNKML3CSmGWTe40dcGIC+/CR2/zZWVW2hMVyeo8O7pvBXGYTqAwQbTA79Wx8ID2HpiLNxgqUGipsPMpA+iGLGCeSb8IwYeUtSHepkItfHRO4st3R9gqBRSdHJ4NcjV+y7ULCBEg6tsTYaaq9ijAID2YN0GLWk7QyTE/s4njjB4sYbiEfa+NlbvsSZkef47q7fx/YKBPyHWdH6XgLma+dyNDSNf/yl97H9SC/7t5/j4Z2H8Bd1tv76ytfsGq8lAj6FOzbF5j6/dUsluw6nKdmS69ZEUITAsj0URaCpP3qog5PL4n7yBqL5AqWqTtxgDOk6uPksk08+RHFkCF/9G58ws4AF/E/AAgF8gxHqaaV4rsjW55IMbAQnIMiuqSD49B6WyyhLqtN4o+c4/7udGMfHkNEg6mgIo9bFurqOiWMJvI0VhKdKtEQFiuoQzAkmlQDPZgZ4sxbHUFX2jmf53WPHWBeLsTYWQxeCPztxghWRCF8fHOSTy+qvGHD/RuDpR4b50t/1EgwopEsuuq6i6xX4nQoUqV0SA1j+f0mJkTAW4aIRKD3PtNHI9cUpQorO/f46KjWHiGrQNf3v5EQIkyJREhiexXZvKwgFgxKlyhiurqGOZgGY0utR7RKunK3NJmAu+1hQzmJwyWwT6A0e7rSCXiMRioeXEkx8WceKC0LLJFVvLWHqZVeyVMCogqqbS0yfziL6ohitOWpiYZJuATlewvviedwKjWc22Ww6ZeKTCt5QgegvLOYm8d/7af7TvycuuGBn4LoShIfnqXzn6yv40C/uZNMN5zj9nVq+/833EYklWNnwLNHaPFrIJaoVGPxeI6mTIRxdp5QRtEZ1JJKxoQyx1pUkAunyeMkZDucBCghPlC1/QkEodQjfNSCzM6XhVISnlrOGL0M5SSArqgnosbmtaz/ejZV1SJ/LMf7sLjJvfopi9Tjxr78dc7gBVGj6+1+mePdO8ucE4WIddzf+J4fkN9h3epi9EzZLOqJEfbWoio6pvbj1rLL6GmoHH8dCYXHHz+CMPkKz3kApcx7TX8dkcYqCanFs4DGuW/YRFKHS3bAZUw9hl4pIRVCoPgesfcXjtXFpFxuXdr3kPrtPnOWxfcfYduokigr3LP3xx+++GmxYMZ9wG/p/X4ZWMX0YkRhqbSNGrJHi848ijSBSNcC16f/C39Hze3/1377OAhbwvxELBPDHAF+bj8pbwkw+cxjPCJPfeh3hnatw46OQzeBEcnhKCWdZC+FtFqWiTtZwOb/3NA23b6Jql0dj3zSloIMp/WCDb8rjLqWZnJ0lrzggBB9sbcWVkqzj0BYKUZVMciaX44GhId5ytIGqZ84T2dr2hrZ9OlHiS5/tZWKqxPhUmTRUxE2u2moyeD7J8CmXoKxBzDiBgRk/ooGtlDUL+4NbsL0kk2qBjJMh6EygimrqvR2kYrcQLrzAEvsILd55nrDvJqZOYUcD5DIRjHQJ1wEXH6N6O/WlUXyeTU7RZ1zBF1iT9CvIzjDSryD2JLDOqoiwhxbyUP0Sx1NRfBJvFCb/yUT77SKBNS7CKesSCw0qQhHWfaKb/uks+rEKnsg8yvlGnYZtq4n5NR4SozxXmuRohc4vn2vA+8YQa65ZgRL575Xkm63a4HkXbxUIVCRw/nQVB15oZmwozJqrB9j+9M1YRYvngh53rD3GsjsHkYrE8NmEO4qsaUvx7sa30LK2kfM7j3Fgr03/0zvJtWyi8+d2UlEIUTQsioZdzuaeDeQ0l6MYy5FeEikVkCWEXj/nI774BWQuC1wIklSxP51knRojqgfwxQx8MYOBp8YYOaqi+CrR9CKKreHhogCiYBB4ciPctY3mZDfRpjBXcy9f++GzGFTz62+6BlW5/IUnMbaLTKqXhpa7EIqKoqj41BB+VWOs7wFWtd/D1Mg2HDtDQ/vbaDUrGJw6RF3Fknnn+cBN/8aDe/6Ys5MHOXzqK9Dz9suuJaXE++YJxJpalEs0OL19o3jfPoFYXo1YXo2yohy/5p2cQvpUlpZ8bAv4aKqtoFjh0LP+5WMK/7dD0TTWf2c3Qijkeo+w912P4tlFyuEjkmD3kpc9xwIW8NMKIeWldoLLkU6niUajpFIpIpEru00W8OpQGp2i91P3k1V85LJjKKGN5BeH8G/7IdrAGdLvvpOq440o6RK5Op3d/gxtQENtkPA05McN3BUullRpPJ5hajBNVVjhk70HSDo2/7RmDUfTaZ6dnMSTkmvicU5nMvz1qVN4wIbqON/5/EeJLXr94wCllDz07QHaOkP8+e8dIDltzxEA01R4630tfOBjiwB48qERvvgXo/i9OEJesljLUrkCCILm4pPYIgi4TCjdSKOSiH2OglqLbaVYkvoM56xFZN0qIhWTHKxeS2FUIZqeIkMEHQu/ZmFYNhkRpCR0pFDLwrUz9UylpuDc3YT+1BAk3Av3oUt8MQdZJdCCIF1BaaRsIQz8g4VRlFQLSV0oQkQLkvIKJDMOFafqWXa1n32pU9yzv5vljZ0kFxv8/ece532nq4hJBWoNKv9wLYrx37fuvOuD/Tz8SHbetlBYI5uZ1VyU+AIlKuMuIVXj3JCguSXJ+i0huhaNs3HTD8nu0ZncWUlqXwRflUFlxMe5YYfuLSHSY9PsOP3/Z++84+y46rv9nKm3t+19V9pV75IlW+4NG9uATQ8ECAkJLSEFklBCEpJAGnlfEgIJgUAoIRQbDBg33Kskq/e2Wm3vt7ep5/3jqlpyxQ6Gdx9/bN+9O3fmzMy5c777qwHe9dYhDi0cwNF9TEsnbAWZbMiAlEi9D8XoQbizYC5FKKcTBYDzWqCllAgkMT1EezDFJfW1ZIfj909g5x12f/Mw+ZEyVLUTZ1GrOCw1gdIa5jX/sY77DlS5f1seNTPOUCVMU1OEruYAr7koTsBUMDTBghNJC7OTT1LMHab+KYmTHSdzVT3V8iR2dQYz1Ezv8g+hqkF830ZVz9+v+CSz+ePcuvnPCUfauXH5BwgHUhhnWBvlSB7337ZDxED/2MbT79se3n/txn9kCKZL0BCGT2yEA7Pwf7eA6yMuakf75CXcumcPn/3+XTiex+c/+OtcvPQXnwzySqF0/ChbXr3y1M9aQwuXPvLMbQbnmONXjRei1+YsgL8gtHiYcE8Qb/dh1IMrmH5XCDeeRhs6hp+IoPeP4g2XoL6b4rIy1z7oEG1UsSoOU8uTFKVEvW8T1lCaeysulzT1EtcjmELDkzYPTk9ztFTi60NDRBSFwXKZ/fk8EU3DVBSmhYfZ9b/TWqpcctm7Nc0PvnSUXL6WlRCJqVx/cwdDx4rMWxBj384MzW1BLr66kf7DeaYPewztrlnBaoKg1v5NKiGQHkn3MGVhsL2ynKo3SkudSk7vQ5VVArrJVOImjmRbaHAn2Gk34x23SThpuv0JvKDDRLWbjJvAUxWkItF9n7jMkSZBTQXWLHn6bUOojT6eppzsQodhuASKPpWShljp0/l3VYrbFMa/bjKW11mCg5oUuAJWhXrYVDpMMGyz7OIgq9wG/D2TVPIlHjf3s8st8KEL1hAYnWFcZvnuW4/wCeOCl+S6f/e/Ovnk30zwr19K454Yu6qq6KaPY9UaGFfLAUqqIGNL4nqRpQsmaKprQQhJMFZGXafjqyrZXXEKrkGkvY1cZpZEXLC0AVYuzfDRe2xWRKBjgUvvSCu6lyRsNRMt2uzry+GpBSRdqCj4vnei9Mezu/+k9OkNp+gMNZ2aA1vvfAInI8lc/QRGrp7AQ6uwJ0EJK8gKlII6haU6933tCNvDUY6NuXh+Ah9Bcdylf7zIAzuKCKCjUeNvf7uNziaTuqaLqGu6CLv/birVEaqlsROlShQa265FOyHgnkv8AdTFunnP4B9RanR5YO+/EQs1c9WK36udg+3hPTyEzFbhoUHsTAUmSjUz7UQRhs4Q6wN5eN1tZ1+TnRN4W0Z503UX8M37nmA8ncWXksM/HGZsyywX/P5Cws2/+MLuv0jC3b1c9NBhnrxiAQCxpat/wSOaY45XLnMC8BeEGgww749+HTudY9eNdxK7cz+2sQdN6aPcmcSrNyiRITSVJ7hFoKQa8G1J2apSsQThux/APDTCmKtyb8VkU/4wEQLMC4WJmiqKEPxgdBTP98n5Pnvzed7a1sbXh4dxfB8lbBAwfz434/Nl4mCB4pNZgo5EBzAFi5YlWbYqxfRElYO7c+TzM0RjOq99SydX3djCk8Ys0obhgyCExPdBEaFaWWihsSfyW/jWZsLaLI3OBE2lvUyErqDLuRcdQZ29j8nYB8gRxcm5CMelSoy9La0YukuoPI2X0ajOl5Q2KDTfXsUu6KCIWpLHGVkhfkGgRHz8rAKqxO0VyKpP/ViFyHwPoavoDT69v11CMRXUUK118KyXZ3d5kIQaJueVOWZNcGRsP/ODJrQ38EDXURoOmch6Hd1VaXFj/MFta/GNAsrC6Ety7VubdS6+MMTDj5UByGUtnp7ynCtINMXDT6p4dUkis3txr1PxpU8gZdGwwSbcXiZnNTKxczkf+/4V/OjPb2WwrKHbDvMqChPTCm3d4AiPaFVBqE1E0wWSj0YJ9UUYaQshlXF8bwhhbkCo50mQkCcDCUEIlWzpEKsTPRyafoSmSB/+Tbsp7xGoAUksEQIlSGyRyoJ1Pv12gHXuHbgVHb2iMK+s0q/fyIx1rmiTwNCUy+2PZfnQG5pOve9fvoq4fhm5Q1+jmDsEQiUU7SKfOYBuRAmGT3dlkVJy/IBD+3wdLVuGVAChq0jXp7B1hqcOqfSFm1B+qxtWgCzaeHf1k/nGQfyhAknPgtuPvLCbOVLE//JOuG4+P/rUh8iXK8TDIY70j9Qsqb+AeN5XIoGmNno/8U8UD+0hvnL9L3o4c8zximVOAP6CMVJxkle1kN25CzE0jCRL8ClQh4MIz8VFQS0bFKafpBiJ4W0tEv+ph3AchFS4U0nREIzQEQ5z++gURysF3tXTyX8MDDBhWcRVlZznMW5ZzDgODabJlOrx3c//5sueAFIcrbL9jlG+8rWjGCi4QmAD2JJd22aolF2qFY8rr29hYqxC36I43/uvAbJpC00XqPEon/xWJw/dWuTwzgrlvKSQkVh+BYMwAWMRdjCEl93HbkvH18K06aMcSnfQZUbpMb/P5pvfTMP+AtrDI0zF2jE9G6XiMVtuBAW8eg99XMO2wriKpOZ1Fiei5Vw8qSErPrJywmLlwciNOl6dxrLPVdA6VYJTEjMkMXvAViALmJ4kaXkc9kfpUhIkcxZOfYjGYoBsCJIrwrQfi/Pa+1uJySzgoxeBEQv/yfTzEoAT+Qy6qlIXfmYz//vfU8f731PHm981yONPlsgXaufHCbcpSJQQeJ6CYwnUxwuMvaMZ3fMo20FiWgU1KLEMj33/FGX9kikcx2fRTevZvfunZB7xWNTtoGysggear6K4HmbFY7+i0hQM0DBRJWFNc3hRmqrvUJsFBmdGnwghUGyLRHqYbKIJzwxxzI2ijz1CqXKI2fIQl1/wdiIb6zkyNkHxQAzl0iyJ6jj1eiNJLU/VmYeljSL8OkwNXuNIvm0JqqeOcnaxmu8/nOPmS5J0NhkUc0eZHr2fYKSd5q7XcHT3EZAeudmdVEvDKGqQjt63IqVkevR+0hON7HygjWN7BzFLFVqXh+j5yFLkcJ7j6xbi9B8nMFSP/2/gZnbi/9cu/MkK02oSVQRJYj2Pb9B5ODCD79eKIsfDNctk3+va6Xvdi2sZ+KtK25vfTfrx+0luvOoXPZQ55njFMicAXwF0/fFa1G9PMfZtHWkVkIA2WaCuZy2WU6Y0fKC2YXUGvz6JOpup9dGUPm9wZjng5/m/uThJHBa6Bb59OEe/X7PuFTyPWh4rfHN4GF1TWLGojVDg5bX+7fnqEId/OMH+TIlZCeCfZXjyXejpjTIzVeX+n47S3h1h0fIE2YzFd/7zGO3dYd770U6icYO3/EGSkaMRuhbpSAmP3l7kx1/JY1tdpJIw4y7HJkddOEW6dBWWNs1BYzlhxyGYAfvCKJnm1bh3ZvE0CNR5CFuBep3IZgtvUQLCVWTe5eQgrUYwyx5UdHyp4jaCNitRHEH8PkllvaQSMAiMelzSOB8jJdkm9rNgf4YnVqe49oFheqcr3HXTPAruFB3jVVZ1X8qRRRN0fL9K6+MlNiaXwEQOVAuWx2FXDpI66o3NZ11L23G4Y99mFjZ10NdQC/x/8MhuPvT9L2LqBl940we5tHcZFdtCU1V09dyv9fe+XuuBesX1/ezYY+H7J12wkthKKB4CLeNwvJIgtGuapR0DuAMKciN4HvhC4bH+FA3Tw2w/cjfTiTqueMMFlC74b1ynQsjSkEgGZ2Em77FYtajzqwwtriNUctAdH09djNArCCV8ItnmpAgV4HmEizM4RpC6mUHS9R14RoRhJYCutXNJ0wY0xeDBY//O7r29eJn1fGh+BDnbjhAKUpqYegJPLgOpcl8hxM6y4C3RzQw6cR6qLjpxvmfW+xF8+Y5p/uo3W0lPb8W2Zkk0ricztRVFDSJ9C92oQ9MaCIYTAHhumXJpmFAsR9Cqpz1m8dh4mOP5Ojr/fQd+f5rUYYuW6SwRu4o9m8f/u9FT5XE06f98ljpH4t87gHL9L7YDyCsdxTCpv/KGX/Qw5pjjFc2cAHwFoCei9HzgzahBk6Ev3YrwfIQEp1LADCcocWLZEgpasVyLoZK1LhW6lCTx6BAWNxsVwkKyRKr8s6XTZBiYqsqiaJRXvWcj11+2lPbmOKOTObrb616283n8E4c4unmWgu/jqkrNH3oGigpNLUFSDSbvfH8ff/mH2xk8NsnQsRIf+dRyDuzJ0dQSJHqiddOdPxii/3CeD/zxEsyAyuWvj7J8Y4CHfpTj+rcnqJaa+cKfPMaxwzOYgShXOz/m4fgtZJo9Lhj8LN64yo+6fwulvop7dQvlC1NE/uoQgbROEQvlYC32SgC+oeAFfJSqwPMCiIiOG/VwUh7T7xE0f1YSOeCz4vcqeAsE7qhKNBOmv3WQSMWhoVTl1dsn8RMGaVXn97cG2Js/RkPOI7DcpqxUCdgaDX4UEdORQRUMBfWiOn6wusSPS0P8sdrMCk4n57zxq59m08ABhBBUHRtFCFRFpezUrEiv//Jfsbazj12jx1jT3stPP/DXz3hv7rtjHn/+6Uka6gR//ulZQJB9siZ6S61hFlnHCQ3BE/tXwaTCks7jmI02Qd1jdUeeyqBHqDTEwktDPHJ7iNAVAZKtATp+1kJHWCEbrHDgeJgBoTOvO0x82mVgWQO2rmFZAbSAfoart9bdBcCs5Gke2EW6eR7TzX20HN9FJh6iFNFYXr8OYyDLxA9uRfYN0e6mWfTUIM689WjRJk63lTPQhI4QClVfogmHHqPImHvSQnqm8KpZP5/YV2J24lGc6gyR2EL2bK7DtgKYgQA9CxWmRudRKcOyC2oWWU0P09xxPZoeo/OTYfx9Optuhb1PWdw7onKNZtGUz+DbFoov0QrijKNBl5d7Ad+k8+N/aRvMCcA55pjj52ROAL6CaLj2QjJP7Kaw6yBIKI4f5qQ7Mtbch2uVKWZGODN8PqxCxRV0KB5CCB50DI7JmnVv1rZ5zcIuGle28bvvuPyUy7e36+XL/PUsn8ltOUyhgIDH7co522iqgm379B8qEI7o/O7HlvLR928hn0uz+dEp3v3BBaRnLY4fLdDdG8WyPGzLP8tlODVTYjQzyY+/l+Otvzmf1rUtaC0lfvdjt3DfbavIfnmGcnOEffMuIXh4ilCXQv6Ty5ExA091yf5FB5E/OoqbAiUQAF1BGSziX9wMTSb6d4bAl/iaj1HxqTaAPg7qTS5d11oY7ZL0VpVdmGzpOsAl5TKhdoPtpsO+6VlWr+0hcCCLfaifvnwRPxAkq6oomQJ6cwtmXR1KdwT3iTTkbbyvDaJf76NFVTRF4djMOJsGDvKzg9uJB0MU7erZF9FzT70sORaP9Ndaoz10dDd/fPtX+Meb33Pe+6Npgs/8RTOuKxmf9Lnj7hzDI7UM58aVDkdpI7XKp9QT5il/CZm/j9OemKD19Wk2vvE4A5/tQHFcguPHmdIrlO8N0utL1D0aQ3XQuE5nQchn+pDFoVEHTJ9oWJCLRFl9bJjJrhhTixoAiVAUpPTx3AIlw+PI2htQhYJa3M2U3ETG8rAcg23SZcGhdtSpEksHTOyRY6juFKL34rPiNSUuiqjN/ZtSgovDWbIVje32IjQgocKKEDxQ61yHAty0ROPgzi4S9TkKuSDVsgIECIUP09T5PrQJULMumnZaPAZCLadeK0sbaP3YkxRmTEILgXAAkQyg5i1OdrI5M6L0JeFAGn+2jFL3yuwEMsccc/xyMCcAX0EE25uY/5F3UB4co///fAtvNodiBJGegx01cVpTkBtDnizuJmuL2KCnMuQqPOGGkaqGFg/zf97/Ki6/sA8BLF3wv1cvbPTxNL6UaEKgqCopoZDnrGJ02LZPetZi+6Yp/v3/7Ke1LUxHT5jpEYfJAzryKsl3v3aMfNbm9z+xlDe9c945x+nsjhCN6fg+DB0r8pu/t4Dj+23+8UMH8bQ8Sp2KHxfsW3g5+jwbzXYJDBSoGgpej0AKj8l3Vok8oaD1pJAJHeXWMqJagSMVnLjEj4E57IKA2IOCiAYyqbCzL0TDrR7VGYG8GoQJI8tU5lc9HnEqzOBz7VMTrDlSAdVAhEI8deMKMqX9XHrcoTCew9k8gbY2BY4PFR8qNisfsrlnzRGaVm/kii9+nP6ZiRd8/SVw34EdcHPtZ680jtAjKEbNgiW9mgtS0wT/8Nct/MNft7BrT4VLXjXA8F06lWsS+PN8GpNZinURdl2+kMqggXnYItZZQYs7lAoB7p9R6VhR4djWAOuioHg+mawg5Aqa4grlio9nSwJvmKU8NMWKSBsR6ZEcscnNS2EFT2Z4+0jp4LlpDKOedYlujubu5phuU9UXYchpNC3BbmeE+Y5Ddcc+KmubSdatQAsnqVXscfGljZQeygn3t4LAUEy6YhfwcVNQrws0AUVPkvdgVxkWN4xxRdsR0tXLyM4EEEoFwxgm2bCXlq4V6HqA5g5o7jj7GruOT7noEUvWzsGsN9loFFj5x0ug0Izz23ci/FOFDp/xPj39HfF8ZaIP3p8+CH96IUrfy2fJn2OOOX61mROArzAiC7uJLOxGNXSOfvYb+Bkb35fkvCwyFERNJVCyOVzbwxBgA8ekSn0kgOFKPv7qRXw9rzGbLbHsf1H4AUhPcuj7Y4haGT1yrktB+ufd1vegUpbc/9NREskAi1ckWNgTI5mq1WZbf0kDo0MlzKclcXqe5FtfOkJHT4Sevij33TFKueTwnt9fRGbKo5i38RWXm/91Gd8vWGRKLo40Ucfy6JpJtS+AOWtBXiX4SIjia0y0YgjFMGBVikIyQ3GDxJ6nEHlMkvwBBAbBj6goKZPQ+izjIZ3hizTaDZvVUy6zf6mT+5KJF7G5eGUP2wYsrnlykuOLm/Db21j5+Ahr+isMoXA05lJd4qGKLBOjBZoaVeaV4BOx+7idg1S3Ofx41yYy1eJ5rtpzszYV4q3tkod23sNFKROvOIJiJjC7rkFoASb/5ClQFZr/4XSpmZXLg3z200186h+mmHnA5+IVh6mGw4znE4QvVWm/foZxtxl3OMOuq1PsviuGP2TRM38BqxoN/KnjSNcmrqk4Bw2sXoP8VAE1BOvaV+DmJ5mMx7Esm5DtU2/5TAUVwqpBVWiUpIVuLEACm3NT3GNfyJB+KUtck5uUh5lxygyGJmh+bDMSCB2xkOlh7OY0mhZFULMk1rqI1ASugiSmx5HAohBkXThY9mkwBJM2dAegWwughVzqYg9hGEUQJq6zBTMYoVLU8T0b5TzZygMHy1QrPvMWC8JRjUu+shppewjA++pOPMdDSA9VPFstxzMTUk50nnkBIlA+Mow7WcL4yZuf1/ZzzDHHHE9nTgC+Qkldvo7usSrTdz9B9vABzGPDcGwY2zQ4YsOoa3K1YaFLeF2jyeXvvIqmDctRWxt56F/veVlj/J6Je//2EPfvTXNBIIAQgk1WhVl8CKngSbD8U53WBPDq13RhRCSuK1l/SSMHto2wsftOGF7K2gsvY03dZtj6I+SytyNCtfNxbI/hwRKO45PNWNiWz01v6gRgzZUhlm9cjWbAYzmbzGyldiBVpdoYodqkgKFAykBsmkFpSRAc8vEDFdTdGZQyKNe1k/rhMFYbFK4RCNODE/ky0UIZ76cK9jUCu0mSKHtQEAQXunT82OKy3gnCZZdlhwNEwya3b6gjbgZZsi2AfXSE1rwJZBhZv55EsJkvDt1DQIZ4g9rOT7T9pO3aeMuu/YKvvQq8v68eieSp2RId/Xdhl6KAgox1UDn0PZRIC1prM0I9twbfVZdHePSJEgePWOSm6+n/TpByV5AlV1iU/SBHS+1Mbwqw47E6jEsiLNg7SWh/jl/7x2v42Xv3ky+XMWyDYLKBo09aCF0h/Op2CkWf6bs9MlqO7C31XL1xA3LbffQ4Ju61V1D1HfbkPTwkEp9KaT9RDFaJI7xvehHhah2jG5Jkd36fk1Yymcng+hpeOYsXLKIIE0Ux0ZQEQM0SKLRTTV1cKbm/4PDjfBXsCGvDgkVhyQWRKNO719F6syRV34PvVhkduBXPrRAIt54Sf+6nHoVEAO33a6K5ocVkdtImGFKRUiJ3TeJ/ZScyU4VdE+hS4J+sc3ii3eLT2xvKl8IpPJDB/fiDiPYYyntXn/e+zjHHHHM8E3MC8BWKEIKGmy/EGppCaTBIb9qFtBwGSrVOGOt0Gy0VR9FVLr9iHZ2vuwI9WQt2/6dPnNuC6uVm738OM/hgGg9J1veJKIIZ1yP67iWo9UGoujj3zaIOZvEuriM86dBV18FN7w8D8K3/OEou5zE8FaSvU0emj4KiQzV3Vns2U/f4g9c8hVnfxRODKxgZKtHUcrr4rW4KbvvWAN+/dwzrPV01wScBUwNReylVSfHtBtbMLKmBZrzJPNnXWoQPm9AQIHAAQk+BOQCMSJwVKdxXtzH70CTmY2mWfUSDP1fIP+ki8wIj45P5vsGS62YJ2z6OpvD1NZ0MGDq/NmWxbcoiERXk06O06Bfw+HeO8sXGHUyZGd46tZid6jiz6olYyRcQMKar4Hq1jyjAQ5MF1iRDHC9Z6MrJbhsebnYAhIKSPUbig38ITv6cffXNN/nqFzswDMHOiRZu2DKI5nlUCho/zVzM8m/sY0vXPHSKGBWLWANEjxf52hfuI1Gt1OJSBSiqghYzUTpjrPr99TQO+PT/z91gWFyybg1H2Ey/9gg9cjFrRZRyzGCsPEbBrWLaxymOf43lfhUz0oPb0wz+JVzVs5rR4Bh5bqu1agtFCXQuR9XDeFRQhEHVHsVWikSVGLoWAaDo5glpQRypcU/Op+rplDyfSVfwayGfkObjx/bg21EmBvfQ0fcO6luvYGzgdrLT2zDMOpINa6HiQsBlZsKiVHCY2HSIeVd084k7vsfqTJRbjtQjJ4qwf7aWbg/PackTT/tJnscp/JzYEv+hQcT6NpScBan/v4tAzzHHHC+MOQH4CkYJ6XR+9A24hRK+44KES1IxvvBfD5JoDLFyRTd6MoYW+cUGgzsll6M/niClqiw2TBKKwmFp0xzpwE7EQVdQ76sSUDxCbZ0UGwOEGjSueVeQe0YdBkuSt769m4nBEguWrEWOboHhJ2F8W+0AT/wdsucaRO/1gCQccEH1OLQ/S6nokpm1SdWbZA/tIGcXuO9BHWuozKWHSjy2IoynaDUR6QMqKFM2bqCAF/Dw4grqbhu1WkTZVyTywxLC1fDCLl4EKheA8doOZi4apfLGAn4WOj/mEvw06LqK6qvUv1Vj10UWt/W2c/XOKToLFS7ZPMkUKkv3TzJWXE4pavKvK8sse2yYe5wDDE5l6dV9vhm06FcznN9RfprGGARNweD0aaHgnNGdLqgp+EBTSOOhaZewctoadLreo0dl2z+BHiG86gMoRuSsYxhGbbuUY9DsGXjlDM5PfMqWwNNNygtjXLz8KM3OJFt/2sjYdIZkcZTZKMRGiuhCoX1VB1f93XXsKI2QH8iw51M7mKnm6FjRRUtXH/6RGbzQSub3XM3skR2MJCc4ttfGLTTz26+/maPBGHum7qXqFBhouIpNlRSLvn4Hl3/zB9QUvI9W144Sr0fRwwwZmxlOHWFB+lKi5RhCEyBUJIKgGsDxbRAaf9PlccypcIf+Y5am34qpQUY5zPF5WaKihfTEFmxxDwsWvha7Mk0uvYd8ejeJ+jVof3clUkr2/nSavdt2oc9MM3ZwjIHUAOagxs07umG2fEr8nX3NT/z8DPf1pPB73vF/TydXhZiJjBovbaLJHHPM8SvPnAD8JUCLhs/6+Xff/coqbjr00Axe1UcACVVl0nU4HvCoWDm0citKVaB6Kl5XB1VLEN10CCNVRQtcVuu6BpgBlQVLTrSmq18I2QEIxMHKQyUNQ49C7/UILQDrPgDAjW8ocby/SKq+Fih49Gd387WFl1O9pZn2bwxybEUMx7YRQa3W4UMBfAkFl+Q9Qbx5MURnCvU1SeI/PIpaquDe0oIbl5RKI7h6hbqvaUh7iHmrDA4FJI4rUaZAOlDRBLJFol4J+T6V/0hHWPDgOA1SxZ+qcNEd+9iUCvLlxGaOFKaZerjE6vI63uQs4yfBg5T9MkeMcTiz5/EzrOLzmwRLO1W+cn8t+1dVTmjaE3pQAk0BjY6QyRVNER6cyrOqLnSO+xEkuDaV/p8grSxquIlA7y1nCZbODoN7ftjD/91R5bZPWgSmKiTqciycP83AVBit0aR/d4yG7DTZMjRXczQlah01Hrjjfh686wHmX9jL8LYhpCsxdAPH8PB9n8BolT53KSE3yP7J+9icfohK+bXodiueFeeCzjeTCLWRCLZSUTs4MF6i76nNp0cvJfbIXoKLLqRo7UShQsrqRkXFdg+haKtxpEQXoCo6FVHEVWxUO0Z9fA/z6u9lcSJOIH89aT1DILOH2YVvoXDgx5QG7qN8WGH+RRcS71uJ71VPXRchBKRKDLel0ewM10bms7R0DV2VPMTLULKh6PJieSHxf2fhgPzOftwnhlG/+GrUBakXPYY55pjj/y/mBOAcPxfSk2z/l0GUEyoj47qkfZ/1vQl2TGqUTRW/UUGqPjgqUgdlaBilbFGsOnSFNTbUC0z1jMXPqdayJz0bqhmQPhTGkXu+DU0roG4hpA/TmkzRevnpkjZ7/PXk/ifP9R9awFVfvog/OJ5F8TSk4yN0BeF5hLPbGV7fTDIXQPNMZN7F1itwUx2GH0fGdLyxaUoNAmVc4HfozNyQQ/t6gN6HFSrSx27yEb4g95uCN2vz0YZ2YkXh8Og0/9ij8Pkhn0KDzu3zYnTuy7CVCSzFI+nDNn2KY+YsvpTMUD5b/D0Lu4ckOwdrAiNkwJ+/UWd4VvKdx1x0HSayPntyVf5wkcG6VJCe6PlboAkAaeGnD4AegXDzOdsBNNRr3Li2i/sbxzg+pDGYibH6B8f4iWzgnmI3rgfDwUXERJl5wSNIIFvKnpoTRx8/3ebMdm1G9g4xNHiI/sQOlsYuI9A5j+xoEUs4tM7fz6L4CupTtWDLvvqLT332Uz1xZi5cweSjj56SR8KIokXrsPxDhIsqXdobUARY5jiOO4pvKmxP3klDtYO6yjIUN4krBJlqkNbqCvLmMCP+YxzK30HaHua4/7d0VcfpblrP8UcfYmDrdm751J+fc02u2NhDQ49Cd6qJ/p/O4B9OIwJlKJ9f/J0b93f69UvOUAHvfXehPvD2l2Pvc8wxx68gcwJwjp+L6d35WskLUTPlBZoMGjIOm/ttvFIIpSgh56OMS0TVBykpf/AKjGCG4/vvZ2v8asKa4Nd6zuhMcuxumNwHpfHTi6ZQ4PgDoBpQmoD0MShPQcNSWHQLJc/nO+UgOFXqDub5suUxIS3QjVOLb6BSIhsp4AkVb8FC1GkPEaqlUvu+JN09iSj5JOLN1AWXMNm5ldIKDxnVKI9Lgr6Gl3Rx6wSFWxRiZZVdHdMMdYdZND5DXI2x68JV/L39OJ6WZWZRDwPbdS66ppmxiWkGjo5xTOaZsSogT7SdewZlsLITUlGFB/fVnMOlE53DFrbC0XEYnJEMTEpyFRAViGrwyVUN6KZHZzh0amfyjP66Zx9HglXAHd9NxfcI9r4GoZ4tGi9OxWiPZpgNVXFVjT1v6EUcg+TuaXJFDbui4hAgH+hi0C5QcaGZ7HnnSTVf5bF77sBes5d8xaIhrbNH34omAmzoeQ0L69c94xzL3XVfrV+IWiscbaNwONhKoywx65cwFJWI9DGNZkzZTF6dJm0O0DCrYWNyLDrETOgYtlKi217JMW87aWs3jizglPKYhx+hOfw+9q/oxVxX5JL5q886vnfnUfyfDaC+eyVLV9Q6qnR1GNg/HIG941Byzh3003imCL8X7fo9Hz2Jl25fc8wxx688cwJwjhfNj759gLs+f4BFWhykIB4JsPrXOuleFuPYXxyjioJ1jwMq+DGB16sgbFCiGlrCZL/fQldYoTdWi1cb7q/guZIuxcQtZ1HPECzSdxCKAmNboO9GCCYo2yZjE+0kvT24Lc2EL4qQbFf4zpGtHPmui3NdL2JVM0LVAUE1FCGSWwSzMZR4CJkUGMLBqq8i7ShSq1JpKZCYSRI9ZsFxA+NJn8hjAucjC3FzICYK5NYME+gJMDM4wviDhxCtGzlWzSPSOeqjbexr7iDjF4n6GhevWMTo9B5mp7I0taQImwGmD+XxOcN3ex6uWaERD4lTAvAkCqAo8G/3nrY4CWBpKsh9E0XiEUG3WSHhBjmlKOXp7c46pgCEizezi1I1jdlxOVpywVnu4L/8eBN3fdfB/OEIw6OtdDQGGWtIoU7nUfDo0ipEVZ/OiMkP/BYa3GmkV0LlzDLINRa0bmREHSZXHCHHA6xqfSOT+d00hOehKs/8KKp/zzsZ/YNPQGcDFCvMhvoo7X2YkRXXsiYWAulQ9asY0maH0YMlIvSOL4cDT1Lq0Sg0jTAa2YwiIB08iMzliRlhOp0rOej/EOFLdCtBemaIDWuuorH+7LqTImYigjoidPqPlPBohuDusVqCyKmzPNuNe1Lbn6nxa1u9SHfvc/HoMPbnt2D83vqXft9zzDHHrxxzdQPmeFG4rs8ffOReukSE/kKe406BPcLh7s2TJOaF+eQ/L0VYCdRBH2XAR93vo2QlslUh0aTRmGqmklzCta0anQHBcH+F2QmLyZEqR60rmYi89mlH9GsNhO0y7t5bmR6codD+FiwvTGD2CdzH/p7XzjyFVI/zmDvEZN8EbpdZSwjwXHyrgi8lpXAK4Wn4VhmJj+2B7WvkE2PojonwoaKN4TTFCXQuJDrpkOpRcDoU/JYAllokMqTSPpugYcigvCKKRxmlPYnammBl9Dhpdx9+ukD+xw/QP32UPbsPMjudZ3I8zdGjI/gnaiP+Tmkdf1648rwi8LtPuHz3iXPdisOzcEZTCrQTpeYylsehXJWvDU9xlzJCpil9ahvBc7SflSDzw1T3/hDr7x5Hzp4+7vKlAT7wu83oqqDriTEWPD5E7/g07WYVBch6KoesENOOihSQ1etwRODEcU/3VgbBf/7mlzh8aB/HC1sYn/4JIc0gHmxhz8Tdzzi0qc9/mcw3v1sTUccnYTpP4+BTtEzuZ6lwGCIE9ijj9ihPaM0M+w7HjByHmp9Cn381hraQZGUxQtTiJf1yianjS7DVGPuVO/DxKYc1Hls5hfPkn6ENP3TOGJRLOtA+cwWiN4n/4CDuPz8FMQM8H5/T4u/0f08jzvi/OGu7F5H1+3z49v6XZ79zzDHHrxxzFsA5XhSH7hznbe29tAfCdAUj/Dg5TiBQYXh/Htddzpc+nMfNnthYeliUUfcG0S+NovmS13VqtAYFnifZ/miW2UmLSsmlqT1AqRqg9YJXUXrgfgIyi5A+qqjZzKSdo0ozVUxGD5Zpam4i7GjIrCBSmiSd0wnMW0R5oh+ZG+NV2lE0Ted74xqhtl7UUBRnZoSU5eDGLCbabVSvlVi+iWAmQHI0Sq65glc1kIpC9hMLccwZxKxLRRTJHXqQclsJo/8S+nv24xddqgOjGMs7WesoLDhcZFx0sWtmK77vcKjyFAlfUBTgVM8WdPO8FE1+BAVRswieUQJmJA0j6TNEgivQjtWjrJjGOmMfCuACYxWHroiOm1NpUwPYszV3ruSMOnRnisAzrYInjYxlBzd6HH18DWrd6UdDpDHCtX9/PY999hHUdIWU4pDxVXwVJjwTEIwqGsuUNKNaPZ7rYLrjSM4uhJyK59DTszhNAXzpkK/OsKjhMlpjS59xnrnTs0yNVTH1ELpTrg21OUVofh3HjSRVoTKqxqkqQXLSQeIQyQ7hGw4jTVUOh/+doJvAnL6aKeMIomQzzuVMT5ZYHv9q7eqVJ/CNCI2sJBBd8IxjAfC3jiOH86hvX4qvKEh8zu72+3wRL32LOIBrel7qPc4xxxy/osxZAOd4wfzLX2/iM3/5GH3hOJqicPfkMLuOTNM+P8DKDUm+/7VRBvZap9bD2kInqG+RrJmossKxiZcdjFpIF7opMAMKCrBoVZQl6yIYAQ0u+RSHoh/GlrFTOxISgnKSFjaxoPgv2Ed/xD37dvFb/RH+c8LmQFlBqhItXodaTrPGPo6vasTsHrRZFXGsiFHfRqW+mXxSRbPHuS5ynKuCo1QCU/jFKfKJKYrKJNVYiepSHbu3Hi0SQY8nMQNNBGkmP89DCh//yCT2w9twP/8YQxMBvMoiXq+uJ/qBt6EEwmBqWBGDpb5aa1t7Al0q/GX4fn4v+qPT7uDnQC0blCoQ0mH9/NpX1/ZqIiIVUhirOCyMmvzoUZ9tI855XY1nFiCWPvgZDR5uhsMxxNZmlO8lcNbso/qRQWTmtGDtfdUCnIKNtH0aZZUGzUXXT7unXUdjl1ePqjQwG1rKTHgxQSOCqVhowqUzNsXrW7Zw48OTfHjld1jbdjONkXnMS20goEUo5S0+/e57uO0LO88ab8un/pRqsg20miCVik4l0YQ3MUT9D/+MWHWcgJejXWukXQTIac3gdND9eJp9wa+guLNcNnoTF/kraDNdYk2ThOIZeuIPgu8Slx20+KtpP55lYdvf4f14mB1bDuNPnL8Yt/L6dtSPrMe/+xho8szKLye6dj874gxb4MtCxUVOll6+/c8xxxy/MsxZAOd4Qbiuzz98YRMFx6G5K4gnJXdNj5CoD3LVlV1cdUUPH3z9TlxZhyZqokdBJSDCJOOgNygokzaPHikyf1mEUFgjGFIRzSYXvqqOQFBh31N5psZtojGVlZcuQXc+AQ98ErwqAIqQQJW4GCDm95MhwKwtGXMNKrjI4/sJtfWRd6v88UCS+LL5GK0BxEAR2VqLjXMDIQx7HpNtM5QUiyUoWIkEfiiCbaaZ7DoCCKJjdQRJgiHwVY/KFTGcDS1UVZ8VwxcxJHdQd2wIZ30Xy4b6uX+dgbTTFO/dQkTTyUuPStWiX5xM+pAgBaudVnbr45SFjylVrLOkxHlQJG5bDk/Ar1+mYWhQqEoOjEhSYR2pu1zWqxAoKdiazW2ZSa5ri6J52il5KQFfM1HcKlKKmmUwIqCxijicQhxOoTxRK+fC56aw7slhbl2GMBWEEHRd2sOx+4/iOz7zAxbHDIXBak2cK0iCwqcoFFwpKDSGkW0TVB6LYSoOl3TspzsxheJoeF/4ANe+799Qm7rOOkXpnyuEhRD0LgqRcyNwrAimjtvaSmV/P6X6boYtOKJ20WsGmEYnXM3RPHOcoaYoG+6pYpaD7E09ibEmRFEdQy1YLG+5F3PcpGBBs3ox7e5KksWrsYIaKSXO0apJ+niJ+mYD6XowPgntLTA4Arv2QjQCRySUPc5tFPfcPJv8K+NTRZLi2drIPQv7p3D/5jG0z1071xlkjjnmeFbmnhBzvCD+4Z+eIGPbeFLiImk0Zvmjm6K0NEcolx2klGzc2EY8pZ3hZpQsvhzmr4VMSBD0JGZQI5u2mZ20OH64wsSQxSN3zHLv96cZPW7hWJJc1mXn41mqSgNc+/eI+iUIoSGUABKVCgZjns6mYpDpjrUsndfB+riLkWgk2bcCLZRAC8ew0uN4MUGprYCT8PE8F9+2cHwLXzW5wxZ8ebYF1dPR7RDJdBuKJej4rwaMjEahboahrh2MzN9F9cpQrQgf0DKj8m6zgw0XrmZJQ5JDV6/E0Nag0okvfJx3bUTtbQZPUtKU0wu/kGwxRlAQqFLgPlMZ6JM5FD6ggNdQxFThjm0eSwIR3t/SSm8qRiqk0BATXKY38KpoIyJtsKFPwfJqNkDXCJ5qTSalwAnV47ghrOMRPKsF7epeeLuLyAXOOLREHrCwVu/G+ZcJpC+5+MOXEu9KUEVhwDExS6HawBAnm7RhIrlBhEnOG6OyWENqgq7EJAvrRmodS6SDPzFA5et/ctaphmMmN79/JeHYueVrWv7ij1GSi/B9DSUeROgK+gU9yJWdiKBPnTrMUXxmHJvrf/ABeoJBVkX+CuG24yqS/o2PcUD7KSJnILMaTseHKC27BdvoYG9ygjq5AMPXKYYlE80GB5pdftyZ5+hTM8j7NyG37YHDx6ClCUJBxNIFqH92MSxrOGesPy//rGX5llZ85jnxXBzPoaw+f7u/n5enho7zt/ffhes9xx8rc8wxxy8FcxbAOZ6V0dECn/3cJq65qoeO9ihf/upOoKZLKq7NMvMBlocTfOhH/4QhVLb/2wgHHwhQymgnXL8SMwKNPZKQBktydi3LVBGUcpISz1w813Mgn3XJzToEO1LIaBMTk8f5ymSQP2qeJaR43JGL8h+TcfSGEI1RgWxuZZnZRJQ8U72LSFs1B6uqGQTq26hGKyh+FS2vQkDHLEcohR1yjRkUqaDbIRRPI7IngH7EIjIhmflkDiFrFhnF1wlaCiFZ4sGLBAdmwrxxW44nW4NYqoIsWRSCHubCDjzLQcRDtWLXi1qRtgtHJ06dX1m4p0PHnh4QdlI8yxMSSxFIX+I4MDgtObzfZEHcYEl9iot6IgRSY3z5OwtgOMXyy0fIVyR+iw1Fg0KDi1qxiM3qeIEIbjAJ0sf6pkbyza0Ee68EwKo7jNRynL4lEg47eP8whvAhEFfp3NhFseQRGyuzRCnRLwy8E+GLRTR0NHbiUjjUy/hQMze2PkzMLbNrsotVTYNI6eFNHkNbe/2pU80eK5I5WuBndxykmLW4/PW9BMOnM26FEDjq1VSNBhx7B0OJDSTNLCPBNehqHIlKwCtQsusRroOwBtjZ8gRGqcL4kjSq6oItkdpSXG0BemYMmTtEyCqiWHvZvEHnhs0CT1GIFiAfg60rPHIFG1rnwchB6GhFmAbi+itOjUv94Dq89971vL9Lz4cPuHEyeKjPYCc8M3nkvA5nF7xHhhBXdqH8HGVhKo7NoakJvrl1M711DdxzaD/TpQK7xkbYPz7GBZ3dvPOCi0gEf7FdiOaYY44Xz5wAnONZmZousXXbON+9dT+53On0AwU4mNnD+kvX872BNHX/OcgbbmzDK9iETIN8zMcteDR06QQiYITEKUEopTynVdbTURTwfVBUaGo/YRVa8U4OTFQpTE9g+WlGbZXdZZO+gI115D62XfBWZDCFmDxKJX2MbM9FKOEEygnrF5paWzRVFyMQJh2fwNMdfM2hHM6geCrl9iyGHcLYnqagVsi8Iw5SRZUe79ip8cMFLkYmRL5dA1Uy0RTg8zfMw88UUKIW0tyJzJTwKxX8hwfxJzKgKvgTWfB8NGodw9rcKCNa4dwagBJaXZ1ZxcFSa79e0gHNCUEln+DITIWpcpV/PDBJ2IBlrQFS7QadDT4bF/s86bhc1ROhfXkOka3t1By3kMLDlzpupULVbCAQLBH8YAWvoYrrlND0MOatC6hefQAeLp49qAkP97NjKJfH2fCVjYxtH8WZyHGsfhazEqZc1Tl5Ihl8gq0zdN/8ECObF7Nj3yoWlCTH0s2sahpAALblotz3VdyrfxOtZzkHvz+EXXB47TuXUijbZ4m/k/T95Vru+ILJZMNrSPpjTBvzCVYVPM0hb3aQcVR0J4MdSBDc9C381jLZliC6AyJgYqHj7bqRqjJEm3UnE2mJFmnHXfY6lNwUkyJLY2YhVsBgxzIPAexrs+npaSG1/MrzzlGxqhGCKlSe2yImgQqCAPIst8vTi0XHUYmdcP++6CSRJ0fxfnAQ5cMXvphPA/BX9/6ULz7+EAWrek6E6rd2bOG/d2zhwz+5lX9//dt58+q1RANzfYjnmOOXjTkX8BzPSKXi8C9feIr+gTRmJEDkae65fW6M7w7UcXd6IUd25vi3H/4uxzpu54aPeNjeQTxzmKVXWyy+FOzyCWPXs+Q7aAY0dxhc9+ZGrnhtPQtXhVl5YfyUWPzG1h3sDy1nkHredqSVjw42MGIb7HeijM+7HMu2cPKzVByfI7Nlsod2IF0P3/dwilnc9BQL3RlaHYPlgTRmKYJlFkDUBKmvuzVXq+rgtQXJ3OThdAtQJYoPj3V4LJ5RqaSCVM2TLu4TOaDhANJ1oeoi+6fwyhbK/GZEYwJcH3JlyJXxTlyDUbVw9smfKgqtkKl24kvz1PsXL9K5YrFKVypAqLyCoNTQfbBtgSVt9o9X+c4jKntmB1kUG2Lr3lVMHVpIttpAFg0hIwRkgnQlwOceSDF0ZACjPEWpWuGnWwt8485t7BvM1+7BB5tgnoYIP82+ZEmUt6bQgzo9V85HqII66VPfO8AiBOHTJ4DXOIPQXITiM2o3sagtT0fzBGOlutoxFAmui/WzrwCw+M2ddF7exPx1jay6rP28c8NsDtJibyNZGKCzuou28lb6+u8jObKNom0zb/BB1u35Gq5mMJNawcU/DHD1twVLpzrxpEBaSerrvoimFXB8eMPaCEbdSui4hExrPfdfG2N323HuudLF1cHXwDLhh9lJbP/87liBgCu7eT7hekVUBtUUO/Wmc34nn1Yv8dkQZ/zzjEiQUy8+EcT1PJY1t1Bx7GcclQRc3+c9t36Ttk/9Kf/wwD0v+ngvNd/8xiNsfar/Fz2MOeZ4xTNnAZzjHA4dmeVNv3YbxwaypwVbzqalK4FluScKWOSJxNIEI9tp7T3OaEFl9MgI+488xB3WN1EbluMFjlGSn0RnJZqh4NoCVQfxtAUzmhBsuLoO9Yy4Jd1Q6F5Q64E8WSjwD/c9wOMDA4zlcicWpQAgWRVy+K1Oj++Uc5QLOcKt3ejCR081o2gGbimLaoYo9e8g3NBGxQrg6ZLNmsVY82F0LwhSwVe92qIqJAKF0joJ1J9al0O5dkZCObrzFT6ztcLHLxHYKliKD2rNTekXKqjJCIl1K3CqDkUvR7ynnfnf2cuWzABwepmXgOYrdHsJ+rX0Gb/zqZhTqJl1dLYfZkmLySObMmjC5ZruFXz9pjC7/6fMrfowxUZJk9DYt7fEIrmIsDlCOOnz6r56Wit1TJYcvrxJ44aVFa7rnqUqddY1WRhVjdEdJp8ZaOPSZeAxyds/eAfv7Won+NpObnliEYG3DSIfKZxyB/slnwf6Z2keU1n6hmXs/tYOwpkwqZDkMFA+w5c9vXs+mYPtRBLTLH/TZvSxdQw+dpjVjUeRAlQBOFX87DgA8Z4I8Z7IqXs/M1Zk6FCGNVd2nDVP5MqL8IfzHA+sYyYwH3+BixtOoltFJpuW0XrgUaZDPZRaQoTc7bimR1pfi23XWgvONinEmgboq68nnm/gYucWtpSDVOIhusZ0ZucJpGtTeywKLAOijs+D+VmuS5wb7yeSAYzPXYv9hjzsmX7W71QYj14vjec9Xbidrh/4kuYGV198nN6f3vED/nv7ZpxnEL5Pp2BbHJmeon9mmvn1L31c5PmwLAfT1LFtF8M4vYxNT+W466c7eeKxw4yMpLEtl9Vruunsqsc0z7UszzHH/8/MCcA5zmJ4NM/l13yTQuHpZTAk44PZM34OMDPdjOs/Sb6cwRcC9WTXMSOHp21CEUG2HPw7blj/dbSwgRAqCIGiQDiiEk1oTI5aROP6WeLv6ViOy90HDpC3zqyAV1su8y48MV6lbB+m6oOTn0E1gnQ0JrFnRhjbdozw/JWE+9ah65JjQ4NocZ1yt4fuBVA9E6EJqmoBoxoGVeKpzslTPrUqV8JZpPAJ2HDbAov54+2MB3XGso/gVxxkLo8Si9BwuMQFh032BatkJnYQ02P8mrqIbcYk0i6fqtuHgHo/xCqnhUW2wjwnwH9FxykoHhKXxQuPU7WC3D0wRKurYxtR6uI5DFunNxTig21LmFwJIV/naCHPDfOa+PreLOtG6miOS6L1Poduz2MVU2SWBcgZKURjBDcTxC4P8W+7W9g8pTAyLbH1CtdOC/5eZgl9tUSl4tFWyNHWBPMnBQFXgAP+4wWOzljo8zykD4qnYx0WSMXCTLhYlgG+hu+DV1KI2TnkzHI63LsoxguEWgpYlgBbgCug+UJCno+qKmeFBfzVO+4GKWnvS9DYHj11x9e/eQVD/3mQkqPhKEFk0Efzi8Syx/F8na3rf4fu8U1MN/VSTAhiGRft8XFWlS5ndl6GoVVFekKSVjGG57fQPaVT95CKZQ8y1tvFWKNKOT+OEWnCDpsgoGlcIdj77NJM++qNeJ95AnloBvanz7uNQi1TWj+PTe0M7/+pVz93p5B0BTlWQLRGn3vbk0eVknSpyD8/+gCefGFJKP+55UmeODLNno//IYryMpa5Ab7x9Uf46R07mBjPUKlYjIxksK1zY4kffrhWFDsWDXLBhvk0Nyf5wO9eSzIZOWfbOeb4/5E5ATjHWWTSVUrF89dAq0WvqYAklZpGCJ+B/iUkkhlKhTDLV205vani4osCsfBqRgs/5h3v+G1C4VqWaWbaJprQUDVBy6RNNPHsf5k3RqNU7PONSXDMNlECYaTqgVdF+j7KzDCvMfbjJOpJ6ON82+2mYi7AnxnCnhzEiNUTLkZIJwYxDB9XtUGV2KHiyd3WkDWLIL7AFx6OWeEnCySJqiBeLHDjkQTfCitU4iGUujD64CzXZRfwxMiDTDTXIdNFhinw70oJzauiqCE8fHCrhIRCVbX4WeAoNxeT1PsmSdfEU32uXNTGmy5z2D1a4V/v1pC64KrjSaYmyjyxIcP4ojjLUgkGx49jizyvX7aUbEXj0oZ1SAEjBZhsUumaJ/iIlyayIo4qVCquhNYA33myicWKwxXHBXdpKiPBID+tKxP1JNmyw882jbG7r4zRJ3hjv8HHd4dRqrD6cZfBg2Wq1wfRGnyKF+/A/Gkv+kwDQq/S6AcZczw8X8ETBuP2fJqKHRxkls6mn+EmfaYsjZ/c/xp+NrwRfqYgfufzRJMmpbzN1W9ewEe/8ipUTWBXfRrazl6odU0QiemI6TRF2YzpF9H8Cp2DT5Cc6Wdi6WLydfNZNPITiuEOCsFWwk6EpvSTKMVWth35Dej9DyLRPFr0AarzDxId+hNCsSMkh3M0zfZRHagAx8msXsDm7lHq6npZE6t71vmpxANwVTduyYaDaV5IAu9JoXem+HtJ2D2Ft3UC7bXPXwB+4s7b+dqWx1+g+KtZfiUe/ZlhPvaNfi5fluKGdakXPOTnS2dnHQf2DzM2mn3W7aYm86f+f/ToJADf+84T7Nz7D+zfN8KChS3o+twSOMf/v8zN/jnOIpkMnLepgaqWaW0bYnRkPr6v09l1EIng4IE1jI4uoKVlAHnSAijA0AOsXHoFv/XOzxCJJM8+RsPp6mn1zeeW/Xg6AV3jwu5uHh0YOPFObXACyULT5qhZj1cuIACvUqQi4V+n6/hgyiBZsZk/8RQHIyoXdths7R8nW57FLCQIT+eoNBbxcyrUnxxHbUFWPVgyK9hXL0lOd6P4KjMNAyiqAwjKoRyz3jixphQyLLhoJsBrnC7+vbKFw80WicwkRiiJW0ozprvUizBqrB0hIZM+xALiHBB5SqrDtw0PLTgNwsGXBpsGyrjTFzA56yKVh5mmwiV2G0srUYK9Gj/aepz7ZjW0cpaJeJnv5jXWdCssbpNsLSu09Pm4j0n2+Cmuv6qMO6qizhNEvApXhnZzxY1RSp+JYo8JVuPzSEJlWyTAxQWbUVPhNnJ01Bt01AeZ//ZO0ovrOPyJAR5O57C3DPP6zzdx+c29fEN5nI6Nw0zd3obIRPCDkjYhGVVcPAxsGWR69zhm9GHM8AyBYY2ZbD1bJ5dxMvxY+pL8bM2y+7P/OcSrf2Mpn/zG9ZhB7byJQsEAHAquQpUuRbUBdIXShiQjg69n6bbv0RF8hNK1LURLxxizVpPtaGVn2zxct5NiNcT2kWvY2PZA7TaHR6h2fg60Ilr6SlpH11PUchyefYojt32FSnYrMx/6e26NXszVsXrq9Weeq8p18zCum4f7vf3439gDRzI/l5b7ufsFVzw4en5r5DNxbHaaiWLhuTcEDKKo6MRoJUAMVRgcl49ScRzC5ousYfg8CQWN5xR/z8ToaIZXX/sZxsazrFjRybf+5/de2sHNMccvEXMCcI6zaKgPETBVNFMnn62eet/3dRLJaUZHegFJIjmNGagwOLCQUlmlXI5SqYQJh0ssXnghf/r7X0fTXkyZ3PNTcZxz3lOBoPAhP4NUdLREI9Kx8BUVx67wuT0WSbMZS2j4LVM8kN2PG7DJ6oeRWUmsfz/65Y1ko70E7BlcxcBV4qDAtYObKOvHSFbfQimUwQoXkHgYriBnSjQfhnqC9FkC3VaYVSpY4wXCTpCgbOJDWor/LuwhHWnDSzawIp3H0lPIqkO42st+cwJXKIT8EGWtjIMPmgM4SOmQ2+8w5dTzW+1XcvWlFYI3aMSLgv57R0gVTYbLZTS1h+UZlYWXK6QiElOTfPUBnZawz99P26SA0rYg5q9DNa2imiq6b+NqGtpFAn8baBIucjwGQ4L5Uz4JR3Kr6/PPs1DJVdm3weFzdw1wNxN06IIbIwmieY2hoz7RmYUEB/qoi1cYrJYYqEZplhLbdmhWDFqVAEYxzB5rCdmiwea9r2O8VI8tDU4VNwRO+tqDYZ3sZJnU5R3n3OuT9F7Qw457FFz0U58d5kZizl4OJy5GW6vSEXiExMNZupoe5/iyi2kiTbacoDMa5eq+exHiRDKSABE+BlIg3AggMSIuTx75Gc7wTiLxIMVYCtuXVJ+nVUx78xI8y8ffN438yWFwnm9yBzj4qGfIvpMi8OmJ4s+L9c2o71j+vDf/6ubH+e6ubc+5nUaAFD2kGcAkShPLKIsZTKIk6GBRa5zLl8dfyEhfEGOjaV5/8z/9XPvYunUABYXi+DGuueqvee97r2H7juP85m9dQSQcoKU1+dw7mWOOXwHmBOAcZ2HbLpbjs2R9G1sfPp1JJ6XBnl2Xnfp586ZXoaoe5VKAYLBKz7x9dLZvoL6+SDgUR1HOP7U86bJj8sc0hxfSHn3mHrAnKdu1uoHbRkbO+Z2LYE81gIsEz8Er51GDEaRdE65BXWBFmojW1aPvH0Bv3Y8VrKfUpVL2DEpuE6VCMzSq9M78iKLexfHY1SAFo5EBEvYYRb2KFciesopWtNoyHLGhrapxXb9Jv1lP5MAT3DG+g86OtRTnrefigQLfS02zdEagFVQ2BNuIygAPp8f5aOlKPha6k0VaAxewgH+sPoThSX49185/JYeR0uOGhn2snOykuSVArCGBbWiM7BlFuSzB8l2Chw6EuNKr8lA6wvzhaXr7EugI3nKhTWsduKOw+1sKqayk+s/w7T6FGy8K8OoNzUhfoqwDZTH4+yQJTfC+MRfPlpgVj1dtnmK2JcrRBXH2jhcpPTqJkrNYnYnw+lyKqunx+GyewPQ8fJlAD5ZJKpJc3mZeOEWr4TPuVdGEQn+1SHG5ZLA7yvAPWuj83Z+Re3QhlaMNSAWQAr8QAFTmrajj0lt6ue0LO1m4ppFlF7Wedb9/+sN+7n9S0NTXhaKcFI+CKmFCi9ey11uLloUDU5dyZeVfCOkDNAmLaGqSTaV1hGIueXcRUj6EODPwzjdwWr6DG3sKzxwisb/KtV+4n6beeViKStqzaTeef5kT9R3LaoESv70K56s74c5+ZMk9MdrzI0+Uhzl/isgLR7lmHqLh+dfo+/R9dwIQIoWHi0UegXJiVLWxt7IKAA8XgUKUZgIiQpA4IFkgrsN6noL3xZKqi1KtPnPt0OdLu97MfL2DnTsP8P73/iempnPrtzazftlC/vvu978EI51jjlc+cwLwV4TyoQkK24eou2E5WvzF1+R64JEhpASr7BBPBcmlKwAIBRRFwXN9hAKVcoKTWZ9tHftJ1c0SCdTjuR6JeBOH+7eyqG/9OfuvODlGp4c5dijLGy9d8pwB43/yo5+gKeIZF0L3jEpG0q7gnhB/ugIL63VGg3GqxSLV2TL++AaCjS5ee5KY6tOQq+dQMgiu5EjyFgJe5sQKLNnb8Cai+TCJ6W4yyWFsswwSjEqUpoKJ9AymA7McTijsw2Btw0L+zE7w34VB3nxgH3sjUeLrl9I5oTPw1OPcoybojC7gydxmrjP7+WBoOVnP4sHcfhaqcW5JLyCExduaD3PnaAP7HZhJpPidpVAyTXYcibL48BgjnR7Jjgif3plG0STN4TRi1AMriCp1MgWdTBZaMtC/VCG100PJ+Nz8FNQlwL84AGkL9xHwhyTUSagIqIKqws6yxTJN51uTBR6ZSvOJi9pZvCfC1b7GI2aej9tDzAvGaXYijHsJXOEyPRvkUDmN5dn0hhIEdYO9ocN0vuNBrG0dhFunMdoyhFonqbvsCJF5s3DbfOx8iOjHHsOejjDwd7/B0ESBb//jVkaOZBkbyJ0jAI1ojFBSOcc1HAjANVdp9HZ7/OxnkrIf56d9f4amlLla+ScsN0J9YD+Lk/ewIPXgKQugECAq85DCQXFSSC+CXlnK6669nMTiRbVjSp/hcpUpxyaqavQFws86X89EzE9ifPpK5F9fQWbxlwg/izYSCJQzXp+a08/7aGegAGPPz5V7kt+44CI+fc8jtIm16ASxZJEMg4AkywgSj4hoxqHMkNxCPfOxKaGic0q2CgiZL29lsSefOPyS7MeVLjYOWb+AQu25likW+dmm7VzU9xf0NXTQuCzE3//bW581QW2OOX6ZmROAvyJUhzJ4hSpOuvRzCcDX3djHvEUNvOuPrkBKyW1f3cTo8TTRWJBAUGfftmGklNiWBwhM0yEYkMRjFrniKO3xCyi2vYpU20oAHNvnyN4SqUad5vYAEaMOcfByRCZCdrFNqvHZYwCXtTTz+LFjz7LFmUukx/LmEIembYSE5qiGk+1nquhT8WFRXZDNzTqqP4yrNlNakUDM2kihYykpLDXFSdOQdBU8JQISdDuEHaggcalkjxOig8U5m111YbY2CAbVEeotl/68hldU2VUaJVjSuOCROt7mJzhqdKBFFvCV9C6WqCXe03Ap358dZtYtE3J18Jq4ftF8tmS2cPHeC7haVclYArcKRany5H0udx6usMav5/V3TyPTHqqlIKogNai/vgGzKJC6x1BGRUoYaZM0dUmaXg+JB1ys2zXMbTaiJ0fuzgZyByTRBRIjqqC0gfugxJmRXBsMghD8KFNBuC63/uUj3KS2E4iHaSwq+OEYpqbjK+D7kgNWmpJTwNSgPRjG8l2eKGZQ6l1CbZM4RxoZ//qlyIBF/auHMWI6NFYxPnSAyXs6UPIqESfMmm/6ZH7aQn1rhLVXddLSFTvnTl97TQPhOsm2fVC1ah35bryiVjC8s0XQXKdSKnns2iVJpwWur/HIkfdx47K/oiP5FE1Ng0ipgPROWQBlYAR94q14kZ0IqaBmL0XraDx1zIrvk/MccrZDQjWYZ4ZQn6OI+dMRiiD060vhm/ueYxafu98XFQUY0lA/uvEFfeR9G67jjgfC4ISRCExi5BlDQaWZpfRGo2wvbMXDo1dchUn0hFA9UQfzxDXJlV6eNnGWZXPHT7bzox9ufUGfU1HQ0ahydhLZmDtF1bfYGFzNAasfSzq4sowEymmX+W4vxrTOF2/ehNVT5MP/fO1zFq+fY45fNuYE4K8IyWsW4ZfnoYafO6ni2RBCcMVNy9BNFVVVeNN7NjJ4dIrWriSBoMEX/+oehg5NoWsKC3pTLFiUZn5vilXL38fW3U8yGqqnu34dT8wo3NwJriOxqz6V4umF4ZpXL2N23HpO8QfwOxs3ctuOnU8f5Rmvz6qsx/IOm4ZQgEzV4/0bQzheiPfeNkvI9HnnlTZ2aZBdpYXkA5I8EoIa+LIWUHjGAz6ZbacSzDHZfJj6qfkgBXmOI32f8boytim45kiEvorA9BWmgipX+U1cbdbz8dLDxFST97MYU1o0hlqwpcHHAn1Mr6lnhd9Om9PKQCVNKGjyuOYy7ebYKmBXwwz/XOplfjWAE1ZQv1fmMS9OLmmSz+cwHA8/UUQaDn4shBVpICmCYAqk5fNndZOoa6IcHlP4yfd0qusFF+/XiTdKgpemURUH76hP1VXhqEvdBsFmq4CZVllKzWXo+z5vSIT492KRqZLD7Yyz1m0mruoYuo4rffZV8iyMRjioglYwSTXaHMuXGSqVyCRCaIbB2JeuJNgaw+yLYHbtR4/V4+QaMBqnwXeoe/V+bnm0SiCY4LF1r6JpnUHDgQDL1rQ843zYuFqwbplk+z5Y2gfR8Ol7ZhiCV79a47rrJP/+7y7Hj5toqovnG8SC0zgEUTg9DwWAYuO0fgMkiMJK7Hl/i9H1XqDWqi6iqFwSTlBFUvF9JqsW+YMW85dG0Y3nbxkyP34xzqZROJI97+/Pk3f14qm4+AdnUJc8/5p8A5NV5qWamco5FOUUup2glyupkCMnh4mqMV7VuIE90y5JumrSTwikPDthZdPh/Et1Fqf45tcf5W8/czsz03l8/4VdpZAIguQcAQigCZW4EmW+1sERZ5AFShcRPUyDVkdYhPB8H/uASnGvwTf0bfSsTXLxG3tQX8B9n2OOVzJzAvCXlJlHfIwkxJbXHkZCiJ9b/J1k3ZoWClWXYNggENLpW9ZCerpIuWCz7rL5HNlTK+Db0Bgkk6mwb/80sUgjLS0dVEtZ6gKCa1pqUysYVlm+IYZyxjMzFNEI9T331Ks4Dl96/AmE+mxZhSeydoWCZlR5eHov9XRgKO08drzMaxdH+ODFAb64eRZF0bi5oZNDwToqqg6TVbBc1CB4BAENPAG+Qj42VXPKqZJ0/SBS9VBEECImRU8SH4WkdGgomYQ9lVcP6LWAfUXjIx1XoPkQtBRQdARgAvN0g06vjXxM0Go1crBO51NDt3GL1UxPdT7vLdZzR0MEpWE+emMAcWiQYKPKR00Xz5ggVEnj+CpGVEFW2ylPm+wLS9Z+TeLMl/jlCmKmhJ9TmL/f5GP5KnZ/CH0S7JDAWdJI8V9dFFshdRE4EwJ3GmYHPCZ9hy4ChFEYVyQLEiHe4oaY1MBTFMq+R5sRxJOSH6UHMTSDZsNkvOIhNZ2cB5ZroTXpXPmtVex433ZKRz2s4QBmq0fXb6UpHZ1l5rb30vZbPya9eQY1VqV/lUuwEkZ6Hq7nc89/7yebkKidARYoYdpEAOXplhc/ywXLQ6jqufP96FGPbNZnslb1g0K1lU1DHyCgTvKmht9FPMvaLYPHUJIbCHSfjgF75D/+kpmB/bzmL/6LcelxZKiIN+OTedDhouvqn3MOn5qlqoJyeRd+yYHx0nnV3ktmX5IgbzsEL0AArl8Q5f+8Zz5DM1U+/V2VWcdD4mMQwA4e5e7sDBvrrqBR6cWTgBSnisTXElUkAljV/fxd5M+XT37iOxSL1nNveB5s6RBSgueU5gkKk4JXYntlP4bQSagxrotdxhHrOFVpU/Ir2Lgk1AgBYfLk9wa489s7uesvjtD4BviDv71uziI4xy89cwLwlwyv6vPvf/Jf/I/7AIlEF3cs//RLfoy3XNnMX375IAuW1ywxiqIQCpk8ef9hjh+eOvXgP3BwlksuWsje/SFiAZtP/8On2FTUuLRRJaKffjiq6ot7UB6cnGK2VObSeT188JKLOTozw2uXLyMVCjGSzfFfm7ewuKmJHSMjvGP9OloSCnus/2b8UJSxvEMyIJn1x2lsG+aPXxemHFlMSInQLFR6fY+jjSq5vEATZTxqNQpRanGNnmpxckn29VoG8vyMClIlb0ra6hW2RxyOJiUTKvzt4z4tdhgUwT9tqHDlkOC64T2oTh/IulqugQyjHBIkywp/lpFs9zYR1hOoWhSnatIQ7uYm6TORMwmaaVgfwMt6BIemwbJBKpiqCiUXP+Sh5Uu86WgWBhqgTUVN+thiCeL+GajLogSjBAOSQpsgVJJk/kayLV2hFK4yNQqHjnn8jh7mIi9KPw4Ph0u8yo7Q6Km4lqRLD1FvaEw6FhKVqnRpVhUuC5gccR3urY6hVCwaX91EY94kfm2SKbvE7j/cjV920OMVgm0zdL8vQmrV6/CmJcHLo4RS1zEx9hR1i6fZbtSRn7qBJZaB5vtE3tLE4XYHQ3rkPZtjwuRSNXVKBHpuhbGBH6CbSdp6Xn/WfBke9vna13zOTBg3TbjldTaBwt3o5RPJA+czIHsBMFIYdZchzhCW0YZWKvk0qqbTpRhkGh3sow5LL37hma7KdfPAl/h39ddE4MuBAOYlUK7set4fkZaP/e1R6ruC/NWBLJZdS/3wUdAwiPt9zGpVJsoz9EYXMp0voRGoNaQT4kQruxq2+9IngTQ3J07V8XuhWNhY/rnWv6AIoiiCWS9Dk1pPk9rI7sohnqrspkKVMWcCRahsDK6mTksiqVkRx8ozJL/fy/eOH6RhUZiLfr+VYHJuGZ3jl5O5mftLxo6fjXCr8yAzosjRys6X5RiGprJkZSuerHUHAAhFTW54VQ8PV4vsMxWSyQB/+KELqZaGufJSk0e3fo+v/azM/A2/xfa0zataAz/3OFa1teJ4Hkuam4iYZ1t76sJh/u/rb+bDt/+IsGmysacHgC7/o4yL76CIKiC5s3g/4844F0dvol96/Idu0up5jGgablWiOj6xacF0a63ANUKAcqa5oFYvRPPghn6DpKXyL2vL7K33CdvwL986wFBUsqN9FZ/rLHHlsMoHdx7l0fYwJaOMrhzEtzbW4qpKBlpe4iZ9NgSrzAZ66ArAksQi7l8Q5trBErMVQXegivAqHGuso4cxlIN2LUkgpqDUqZT3KMhiCbMuhz6ewFd91KUC6YbgjkkIVpBpH6XTYeonCi2LXJgxGS9YzHouo3mbdEYyWVZJxWPoiiAeh0XRMO6wTwCBVvHppMwMAdbP9xCLBcf3lZkwNHr0Op7cNMpQ2WHNm9uw95eYnq0wb7aRXE8ANaCidYapvyoE2m6aru4AESW64Q6S3e9GlHxuWr6fgyt/jUf+JYSiQSA+TfPSOKnVURygFYNZHGwJd3lTxByLvvQR6psvJRhuIxA6101sWfIs8dfaCr/5G7MIAkQin6A8uhz32F+fO9EkoFqEL/khmn525uya17/31Gstm8P77o+48M03E0m+8LZiysomlJVN2LumXh4BGFQhZqK8bSnKJc9cSuccpES6tX/ff0MLf/Af/acMZgIVva6bYGmc8dwYujpKjGaUM0ypJ92/AljT+/wLTz8fqlWHuvroixaAz4QmVYp+iRatgWvDlxBQDIbsMVShokqNaS9Do1pHvz2EjySsBGlU6yjLCr6U7NsygdwicUoei2+uY/ZIlVXvapizCs7xS8WcAPwlY9k1zRy6O0tRlPnjq9/+sh3H1KDscNYDTU3GMOvi+D4EdIu33CzYvHkzX/mmhScyGJv/jXdcs4iWYBHprkVozxzL9XwQQrC+q/NZt2mLx2vxU9LBcWeoVgeoujYBDUBwY+xNKAJ8KWkUClXXoSAlGRdaDUE5oLAvGUOVEg8XhH7CQnTyvAXImmd4R5PLTNChK6cQ8AQXjGuoaohGF/5ibZm2ksZMMEPXoIMzZvFgaxev6m8nIgVDuoYTV+hzXRRDcFVS4TK6CObzjMZh1LeJmWVWqzqMGYx5IToWWYT1OmSDyiDQcEWAsKkxk9HovMxFTmr432gk9EYd2ZTH+icPkZiBkokIOijbDVrWm2iX6eQfLfGT7UWMgKAuq2HoDmuXaOiuwJ71mbnAIRJVeGqwRJNmsjAQYTRfYZ7iIasauqvzSMbh8WCV2YKFPi/AZe9ZxNjD0yx4XyeVezMU3hHG+5GH4mtoDR4L/2A1rt1LZXoL43fvIr5mGNfOYmBytK8PNb2FlsU3E2lpYMtXB9jw9i4S7UEUTUFH0CRMfOkxUxxiWAuys66DuDvKxa2X0qSe62rs6lJIpXzSaVi0CN79bo3RYw/juRXC0bcRar+F/OhXwRrnlE/wRB6DCPch7AnQ5z3jXDtw/8NUcnn23fsAG37tjS90Op9Cff1CvIINg1mwXljLtWdEAd6wEO3NSxELXlgXDhFQCfx2J7br88PvDqOqAsXzkFKhIaYQi5pY5iqsbgtzKoXvSpTzNOYxdLjxgpe2ht6hg2McPTLxgj/XrDYw6c2cZZ0EaFEbiKkRDtkDXBnaQIvWwLSXJuibIATtahMxLYrqKSyLLCDj5vDwiYkwR71BXN9jSk2TUCMcto7z+De2sWHnQta1LGLxG1IEonNL6hy/PMzN1l8yAkGDez/2zzw1eIB3X3zjy3ac16yKcdeeAvnq6QdoxZaoqk0opJLJOXzrWw+yqC9Je+swZcdj3bJuGrUhhGgF5fnXIPt5+KMrrwCgUHwMyxoAfIJazZCnKYKTNT8UBMeorZOvlZIrPZf9UiEdEOzUlFoKie/jApodRNcrOKJWa1BxFVR8DqY8yirEXcH7t5vcvsBCl73c12Hjqj6f/OkYPVoaqY3Sl76ZvrRWs45IiYLEUHzchI8CRFUFgYJbn6LXsplnWSgBDSoKmgKRXJqZx3xiiRasdI5gJMTEVo0ZEaFejOEdh9LaBg5dWs+yriJh20NGh1Glil9QwNYpCB3Vc4n7CsemfBQDeqoB1qtRbvNmqOZAMQSjvo1qQWafSxiF5lSMn7kue4XDcsvjhnQI674SfsFm2iox7/11LH5tH/UxndQD0wwfL7PmX5fgVTx23HGc4v4sC99tUpzcjxmLUBh9kNCiI1g5h+2ffRA9UMH0BTvuuJiFv2Gy+9YRZvcU2H/rCMmOEKH2IMMllw/09dE//ihbVAfft3D0VnIC7vanuVA6xIVGr3q6XZyuCz76UR3fl7USL0KQbNyAXZ1BUQ3AIL7xfqRXxcntxT7+z0g1SKD7A2BPo4R6nnWurbzpeg498jgLLn1hGbZPR33TYpQ3LsLPVPD+5AF4arzWuePnQLx1CdoH1iHqX/z3LlN02TtUpmQ5pOnHpYpSWIlb1TDrQihaALvZRSkpqLZyVrmaK5dHCQc0DO2ltYCtXNWFeBG9hefrHbRoDeyw9tOnd1H0y0hfssDsJiiCHLIHOOoMEVej5LwCmqbyQGkTIRFgpbGYdr0ZXWhMOjNsK+1lvtlFl9bGAbufJi2FEAptejNbqnuwdzn06Z2MbyvRc8XLVwR7jjleauYE4C8hy9rnsaz9mS0VLwUBQ+XKxVF+tOPMrD7Jm98cpzUQ4F+/IpnNuBiGyq/d3M3SRS0Eg0E0kQd1I0L5330QKkqUk3UJDQ2kPGPREAIL+IxhUgHqbYt9isIduk7hjE4LrlAJVOLECin+PH6UCdXjb3SDd+3XSFoK/2d9FSHB1SUPdjh8YGuAwZTkLYdMFqfTdBtZpJdCOssRUkP6NhIFR1WJ+R4BH5QTLvWTllXtxNEVBD4SJeRTaS/j5/LUOQZydoRKcwOiVCaWLrOzp5l8qINFUhJ6QvKTJaDvmaH42BiWbbC8O4wuBUcHAxy3c3hTHt5mnxnXpuwKGtHIKC6qBDuvsCVUwHElzY8YRDSNS9UQXtpjQVxjsiJZHTTwwwpG3uU183W2awrz6+NEozruv45w38Oz2E/MsPRdnQhdQVYsRL1ONdtEbnsrM4PHUUNJop0BkBrB+sNkd99Ipj9AJlvmkc8fr903Hw5vyTD98b1YRYd3vWkJfLiPzrqVzA7/mPGGlTRlA4wmHMrCZ7fMo1XzHEofpHNyN6aZpCg9QuFWmuJLUDWDWHIJ4Wg34Wj3WXNFqAGM1DqM1DcB8B0bJf7cXWs002DptVe+2Cl69hiEQE2FUL9yE/7jI7hf3g5PjL24nUV19L+87Lm3O4GU8tT8c12JdkK0NSUMpJToiiCqqvgyjudKZi7LIaRAuAIx7SEVia/5KK6KAF61Os5fvO35xxy+UDo6UsxMv7C6hpuqO4hSc0e70qPkVwgT5NHyNvwT1t9hZ5y0m2WJ2YvqChrUJG16E0k1hoKK47s0aCmSapwJd5o6I8ESsxeEwJMeY+4EFwVXktISZA97/Pj9/Vz1Vx0sf9PzT76ZY45fJHMC8BXM9MMewRaFyIJfTFxJIqSiCUk6U0FVFMKxABG9yB++z+c33x5nZiZDe6tA00ERgRNVVGywnwKj9391rOHQSqRvUbX2n/W+BHYC40JwsecxJaAsBF/XVEoI/LOqAgssM09JwlEBYyfinL6zxGb9mMabDursbHSxFMmvPQwb8yrNVXAF9OU0PHUc4adQySMp1WLypMBTTSoGRKtnpKCeSqEUSAFevogSNHEVD6GrmM1N2JPTTCXDBC2LoKoStFyWj4/RjkDWpUirIfKhCMliibqIZEc2hJoPoKkeVd9nwrMIIdCrKpUTvs5NFOmSJivVCMdklV3lEm0YxMIanuISK6mEpMKijEdnNEoAkFkfTwVP+LyrIcqjdSrHvzSAPuWit5m4ORf/P49gDBdxCy6x+REu++3lPPiFXVRyM3TeeBgrqxBpKRDpGaF1w260HW/j0DcOQt4lqflc0WBz+5hJZrBMrNnkw+9bg+d7FLKHWNV2A/WzCl/98GN0XdTI5b+7kKL02E+G4cR8XLdK9/gWhFCYUhSK2UPoVhpVi2CY9bhugb4Vf4RunK4tWD6yD69SonzsIOPf/gJNr3snLW//4Ms5RZ8R5eJ29I1tuO+5E7lvCtIvIOM1pqP+x/P3BBzYbzE+5tLZpbFrh4Xv+ySSKouXmJimQl8iguILFqXWsnk0Ty7i4KRcUEGxNBQNqiEb9bCBUoCIqdDV+PPH+z4Tg8enn5cLWEfD4XSHEImgL9DNbusgx90RQCCFxBQ6lrTxT/zh1ao10aCmOGwfZ01wCR16KyA5bo8QU8PUq0mujFxI2s0RVcK40qXiW2T9HOPuDFeENzBojzLMOF2ilUf+doR5V8QJN7x0bTDnmOPlYk4AvkJ58v9OoW6PIxptLvinlzaw+oXQkVLZ8tgEwZDB4tVtDGSbSJdN1rRuZV6Pgu9JzvHQiBdfiPrFUirvxHGngBOJnUIgpcQFvq7reAg+49gcBj5lmJTECfEHXOt5rHMr/KRyHwORiyiFfD4nTpeeqeiSQymX0KxKfUliW7N89qYo/kNpYo7LsmmBbjZTUZbhWYcJFEMoDRKprkaxLUwrQJNUToUV+tLF9100tbZwWo6GNzaF0BRoC9XCDisVZNUiHQnRkMmRKFcphYP0RcLYE9MUTZP0bIWFikM+Hme4JGkxi4TCZUbNDg5d2oD54yOYWYc+THwkXcKkkHK51I5BWbDP8hi1fVIhjx2FPMFmnVEsrikmUZAEENiawtF1MXq3ZDHzGoPvnGDw+qMsu3UpAV1y8ScWUiq6DP3jXhoSCqmlScILImREhkU3tjAxOkHj6mtwiv+NVQ4yun8NSnYtuz+/l2jRpRLReHOnxYOTOpGAoFCF+QsSbJ1I4zbMEsjtwyj209zyGlq647R3x1miRBnM7CFdHGAm3k57NQ8IPKEy3riCxsntpKw0nluk4hYBOLjjM7R23URd8yUUdm9h6Iufws1liK2/HOlYWFOjL3rueVKyuZhhXiBMs/7iSjEJIVA/tA7/nmPIyzqRv3MnVJ+HW9iVcHAW1jQ/r+MEAgLDEOzba5HN1ixh+bzH0GAZoUA+6+O7MBmcwAxFcFZ5oIAiTSK5BirqNHpGw27z+farF9HVYKJrL09dvG98/WH+9CPfxnGe+zp4eKfK0QAs0LuJKEF69U722UcBSUGWTlnaT1LwixRlmRatgYPWACYmSTWOLR0KXon9Vj8bQ6tp0urIegVyfp42rYmI1kxntBWBoMtopSprot23JY9/dowr/7ITPThXL3COVzZzAvAVihQuvvARjRbwixOAF8yLMnDxSXezJFNJUbQihGZKrGredf5WbtqK/9UxAvi+g/TLeJ5EUcAVgkkhuE1R2K6odPs+U8BJR5J+wi0MYAmBbvcTcQu0FR/ncPINJ3Yq0TyJkJKJiMajpkeyZHHZQJGftsT49FVBvnHbQczQNFJ1OM4i5o2b+JpA2MsoW7OUFJ2tZolrpcHW9jtYObGSmLMQoagMCxtNidCSd3CDKQQavgqqauB3Jwl2trNWUagWy7hRDUyDaihIoa8HZXiU9nKO1t0eT9Z3stdWaClCTAtzpFuQtW2k51INC3aUytyipIgIjarjk/Vc6oVBwRMUfYEiVRZgosxCm2eiCvCFQCgwsjxCvk5n/1qFHb85zNhiC7/OYd++WdIXVJC3l9AzQUYHXZIZH8OwSPIYrj9D4w3voUW/gursXgoTm3Bnc7SsuZKx7XUUwiNIXYAj+c9jQV71u90snh/n4b84wPBAgWzSpynUjBPpoBDrxDds1n56GQXpco87TToUpjPvsFyJYYba0WILGJndSXthDMx6KAyfPT/cEiP930NKydQd/4ljFXjQCiE3b+XyoCT9yN3oiTra3v3hFzz3dpbyHK2WyHsu1ycan/sDz4CysgmxrAH3c1vgunlwOA0HZs+/sS7gzy9B2T2NcsuC532MnnkGPfMMZqZdHn24TCbjnzJGS0+yMBam0TVorDZSH6yQPSIgYpALVjDNJIFjGn6xRKoxQm/Ly/OHnuf5vPe3v8zP7tn1vMQfcJaoAzjoHCPj5Zn0Z87ZzkDHR6KhEBJBRuwJ5hkdXBPeiCtdEJIWrZ4hd5yslyft5UiJOJPuNG16M4ZinCp+LaXEFCbIWns5I2Aw+HiB4qRNsvvls4zOMcdLwZwAfIWy8Q9akb5EKP/71rQzCRoKfY06R6Zq9TVMtcyK5j00hqdOeU7PwTsAvLwxik9H+iV86eCdSPhQgANC8ICmkxaCxVIyIQR7hcLbPJf7PDisasSBnYrC7vByQprCZKAPgPaKQ8N4iWxYp6wmyIZNimaJakJnpKuH396jceWggR9ehe1sR/HD9M0G8bQQaqKZgtAwtCiKUIhpcCj1ODkzx56mXVw8shAUQUmPMN/xkSmBHksgBajqiZhAIfGlh5PJYrY2E1BV7K07mVVVwpEQiUQCN5NDicZYE2rGfG0E64dPURfUUYcLDDw4RtHxURBYSGali4rC9nyRkvC4QU1xQ9BgqSmoKC5rlAgRVCaEjaN7SKlSjikY1jTJdCN1R6p8Z1YSvr+etlaXC1sNHlVstmTTIMAPGFRyCrM78vRe1IgazeFWZpC2i2IUsAuHsab7aN7QjihrBN/UwPi0R+HRNFbJ4/6vj1DfmyVfdnjDTT1cnmwgIXRouZoZaZNEZ1ra9FOiWQRICI2mjlfTrYQpS43ZyScJehWi5QwISRkNznAJnpgljB77HvKiEF5rE4v6CxiNEbyfHUVO5Rn50mcoD/bT/aFPoaeefxxXpxlg2rVYG3oJ4l4rLhzLoXTGEG9ZjPfOn9SsfGcS0VDvfRtqfQje8sIPIaUkWXG4+ZYoEyMO+w5ZDA96SM9nOD7KrJonP9xNXUCnLxhjj68QrfpIRUBnBEUXLFv18sX4/t4Hv8qPfvjUKWH6QogRwReSoiydI/50NJbrfST1BDYOByvHMBWDFq2Bei2JKlQ0oaIJDRWFuBpjsTGfjJfD0HQWqfPPKHlzugWehoqmhpCAlfWwhc+B22fZ+AdtP++lmGOOl5U5AfgK5sVkv70crOsJc2QqC0hsP4ihVFCEd6JCXo1TQlCpRzEv+l8fo2n2IIQJHALgu4rKZb5HSEo6fJ+Nvs8ORaFeSi72fHZpGiUkr/I8jgmF72saLcpysr7gVa6LIiSPJUxcXSUXdFE9n/aij604XHO4xDUTbcQtiaMYDCaHqStfQTTegKaG8KsZgnoKiUqDnqDRBX/6UiQqi6c2IKWPgspCx0GiIYRE6jXXtY9APaGspe/jFkqowQBusYSGID4yxn1XXEgkV+KaTAkR+n/snXecXeddp5/31Nvb9D4jadS75CL33p3Y6QWSLJAGhBBgIcuyoS0b+iZhAwtsCAkBQgqJ09y7Zcu2ZFmS1UYjjaa3O7eX09/9446KYzsuOI5j5tFHnzv33nPPee857z3ne341Rb2lmYFsHctsIl+06GmXvGNtgq8dLOItaqDbZJ5bSLNBi1GLKkjPRK07rFBNImoYQwPfl+iBgq8pCM9n17tmyfbZbLq9zky/SnB3lOJ5HpnjFqmWKO8qJKhfNc98v0O6GOHpEwHpUJyMu4PEtM1s/lcQtdUokWeYf2orJ/asZOihLPnhCss2Z7j5k4Pcmxxh37cmscs+k08VAXjb1YOkhE4gJU8EBTpFiGbFoF2YtPNcF2shu4dS/hBCKATUsOozPKf1A6fCLiUEASITo2Uyhyjm8Ur108vk7voG7W/5wMsSgC26+R+y/J2NiBlon74MwhrB94YR1y+HNc3Ixydh1xQkDLT/ez3KfyDb199fxj9UBkMhnXO5aEWUo6mAiRGHkeUFFCrMHq8xmGlhd68kUD00GuWRpC5IrAjzjp7Yi2/oFWDbLob+ci9LZ85EQhFECeFIB4czRSE1VCKE2O8OsUFdSTWwWJB5Kk6VDeYqFBRmvXlMYeJKl2YtjRN4RJQQTWqKemARVn60Re9UezyAPX8/y7q3NZPsfnW6My2xxI+DJQG4xIuSq3qLvUp9AjT2zW5nS8duYnrlhyyA3Yjw1Qj11a0F9lIwzT5Ms4/phVGiWNyuKKwOGv09lsuACwOfP9N0yki2EdAqYb+E7ysqw0KQCQJmdIEtBI8KBUMRzGUMtEASCIlUXIxahc6yy0rrCXY199FibaQ5O8N4qZO7V0kWYi6/+gCYxQl81SecWIftHULXQZcb2TJ7BXV7gZosEw21NeyUvs2pPnmuEM/6Qaqmgd6UBk1FcSPUe3vQ8jkSxTKJbJlitUKhqQlz/05yNZ8Vl/RzvJRAnxinYitIv/EDv2EwgZMVtBZ14qpBW7IZZy5LkzA4fFmJtuMmxrSBscKnvaZgTYBAYdXOGLV0QM+BGF/9ozH8y2ooJzWO1AKyl9a47OvNJPs8bvi7dkJZnZMXzLMtvJb23gzWwSqM/g7hCw5QrsYYv7eP4mgbwY7jJN6iUh1KYnyhyMK9OTRTJdaqURi1EALO39TJ0G0WIiUZw+Z41CKzUCXTqjFnuwxuC7FajzMRWFQm7sG0i8TiAwTSp16d4PnEHzRuUoK5EsFsEaFp+HvHYCL37M4ggc/cbV8mvvHcH89EfQmIREM0qLeuQrl6ABEz4Bc2I2suUhUo5is7bQcTFt7BEtID/5kyomtR0DxdYu25SVbZcDA8zrRhEtkyznwhRUnR0AIVXwGQeGqF31rZwnnpH4+w+fkP/F/GxxfQNAXXff7juNZYzpBzEu90X+czB7AYlClSRuXZ7SMlkiIV4iLCfusoARKJpI6NKhSOO2P0G13k/CK7a/t5U+IqDEVHReGEO85RZ4SLIltJq6kXHPvZNVN9B/Z9ZY7B6zJ0bH712+MtscSrwZIAXOJFaUtoDLbpHJ+1URSPdS376ElMADzLDazE34QQP7m4F88v4OFgAx/wPeaFQgLJw0LhgVAYiaQrkHxCVZgQArUiMDRww4L2wKekCIpCUkAhEwREpCSMxAXqUtB7IkQ8obCvaQe7myVNuRnI+Fx/yOT7y8NMJW268/CuUivlUBRTOhA0o8oECJ8ggAAPSYCNSkAMrTyBEjJBVzCUhhlQIrGNDGrgoCUkBBKhSDKzAXLFABvHLczjNvVElEeSTUTXRNiyZ5JsTmEuKqks66P64BjdYR1ThcPzNl5Z0KmEgYCgWEL6Hr4hOXxxiaOXCm78TDvqjIJvKZRaHaYH6uy7vkjLRIihC0sUWmyk4pHRTRJKhOF1Ob74ZB772xHOmzQYekuBN6ebufWBOEeHa+xvEfiTCWr/vJ61/3OcA8e6Ua06wjdQOuuE/qGKEi3ybtnMn9kTxNvDFEctohE4/sSdzFXPxT2oElJ1jFCA68Bk2MVrCThcqfOMraBfVUFJdLLVs2juvIyDBz/PXKyT5nwNXT5PpWJApON4//gwGBoiE0FO5lBv3Ubw5AhyPAdAfeToazZnXwwRO5NNKiL6K+4X7OccrL8agaIHcRWqATJXRntnO3LYwskofKZ1L5OOgi5d/EiW3arEUyAQPo5aBV8jnZhjmdn26ny5H2L05DxDR6cZH194QfHXpbbRrGaYVXMs+PkX/r48O3YwIEBBoUlJ4/mNuEoTHQeXhBLlwshWFAQP1/ZQkXWyXp6VoX6klCiorDT6sQOXU7ryVAzg2cizfNZCCEbuLzL6UJmr/riPjo1LInCJ1x9LAnCJF0UIwY4VMXasiDE9f4CEOk4gBYFU0JRTJ9o2eB733GuKhITWzlFvijVS8lUheEAoWIsWNoEgjGR5IJlQFXxF0HE8IL5WckIorAoC5hUFVwhSQE4KSn7A2rzK6hmNdx2L01VV+e0rChRCUHMd3nSnSqvRybsPWPzLRkGkqqN4g0SCGgQqIa0ZRYCkBiKMroSRgcTTm7GERygUIWqoNLqvgvQDhCrwFQOQaEKAaIhA0ibUbFryKvZMBK0tRf2Yy8p1rXStUiiWK3RkQ3ipBOevrKHWXcquz87ZKkd9i6e1CjvMDKEWjVAEyvmA9qMhBvbGEDWBKwWaLzBqJu2jgsyXTMppDzUQJLIa83WHhe4a80oVAjj/7l6Gpi0e/6jL5JYS1+1uxrddntl1iJ0/m+Uj9irabiqi2G1Er3X4l++bzD6pkdmf5qMDHqICIpPgHTtWEru3wLnX9eGaJqHOEap5H3+tZHJuBAybXtGPNh3GiwvsnIKsu0znw6xoWUtXaiu2lSXQo6CHcBID6MVhoBGmYAuTsFCRQR2hayQ+8QGqn/sGjNaQW/uhYiNiodNpBMkdV73mU/fHhT9ew/rsSSidJYiKZ/72dhbY9WGPBXuaYnESiAECNwgxHW0IHUst4ugVQqrHpRPtjMxK+q+Ur7jH9wsRjhi0tCY4caKRzY9gscvPmWWm/DnaZDP1oP6861AWRVlUd9CDEDm/8V1DmDi4nPQnUVHJKEkG9B5KfhkrcEipSfbVDzPuTpNWk1hYjSEIwXKzB3nWuhtDe/HvHm3VWThm8cifTPL2f37piTpLLPFasZSnvsTLor15PUXvPGpuHEVIhNKLmvg11MR7f+J9MDUtRVfiar6i6XzMMGkVgs+6Lmnfp3XRolcHZhXB2z0XX5csLINLg4BeKTmgqgQIZACTjgoOhCqCvCk40SIZS0ryik9XrkKTNUtnLsxgUSfoDvP2Qwp/+KDBpdNp5mI6Q6kkQXmcwC4TBA6O4+E4FVzfw5QJotY8v6Xv4+5oGbnYsCSQ4KAgkUScOUyvhBACoSgQ0hCpGHoqhhJRUTMKJ46Z7H26m0fvC+F2q6itEVqtChtCeSoTAZURiPgqF2sJrtfTrCaCEvj4FZtAkdiJgK23p+kcDqF7CpovcAwfhItmCYQPyTmdA1cUmVxvY0clUoIUgA+XbUzwgVuasG+ax2t1qSc9/ucHH+GJlpPkHq9QfNM439ue52srHB759WP81xvaGNDDXLi2ykXnFIh0nsTZEnDetnlW/HmWh999kq7BBQrH2zEP1DHu1eg81k33gUGMk5KSKvBqEmMMgmaNiaTJN72Av/VsForHibp1eqwaieok84lBKnqSkhbnmfQ6qq3noZvNuKFm5Ppb0FtCiJ44Wm8nwfEyweEzRZjzj9z5qszHmufwcHaIkWr2xRf+MWF9ceLZ4u+HmbY5WV/ggcIwFdmwUgVSUPNCpI1hdFFF9xIE2FT1KsvaQmSa1FNRC68qv/JL/8ie3ScAUA1BPKIS+6F7SonkKesgNWmx1lBP33JGaHgeAiQBknNCG1huLMek0bO5js228HoyagqQ1AOL/fZhjnmjBAQ40iGlJWhS07TpTaw3V/KY9RRT3lyjD/crsL1OPF6l+/w4q2567UNilljipbBkAVziZSGEoKPlHGAToCHE62sKuUHAblWlDkSAKpKNSIYRdEuJGQScVFWKqmBr4DMSUuiv+nQ/6vPVC1VWPC0ZblOZ61JxTXANhbIIGEtIDl5S5ep7A5KzBu/emWBZIs6hy31iuZNEHZutU30oQseVKq3VCng1gpqDGlqL8Gp4hTxq2ENG4ii+wUrXYFm1jBQaGImGlUHXENI9q1B0o7KZ54OmawRFH6VfI7RSo/+wS/KJEucoZeZ9Hz2q0LfCxA88wn0m5V01ngo5nN+i0pNW8Ysa/jzYZRddUYgUdbAFAYuWFgAFiq0emSkDWdFwoj5W1OfNf9pJvVPnyMU1pnurBAH87X99kq27OlhzqInm9ioJVbBshc7URxwu/9dBjLrLloe6+bcVOaw+ny/8wWP0Pp6i0FnjzoWA+eWtLDtSort9mmhzkbkgQ7EySGShhqpZeCQJWWEEUK0ZWBmb+ISL6qrMdM+QmYST6Q4eXoD0YZvosjRHum+kpXCQlLXA3vRq8CwqWoz4fV/jaFMrhzddwpDZyi84JtVIgubRInE9wFUUtKDhdvSyM4x9/g9oueGdhAdWveK56EgPO/Co+S+jsPOrjNpu4k+88PZ9T3JwdhpbN9BVh5iwiBhVNByKTghheZgLcxQGaghV8P/049yx+rxX/WbP83xGRmbxvMYxUFXB1stbGc3aVJ/IoQTPzemO6Sqa4+OjYmJQW7TaAeyuTLI9vI71usYe9xAJJUar2kQ8FGNndTfvTd3MXusIk84MxaCM7msEMmCl2Uev3oWHj6r5nPBO0qk9N8En7xdJKo0s/1M8Z59IcCs+G9+91Blkidcnr6+r9xI/FQihAK/PGlffDsZRUMnj8++qyjFFxwXO930U4G5Nw5SSiqIQBT7jOvhHVEb3xmivetz9Fr+RQyAkCFB8+PhnPPZtVth/ruC2m1X+7jdh/SQculLjd3SNt3XobKJCaSLN90Y6+NCWSWJakiDajmqmEEJB1yLoLWECt4Tv5HAXEvxGewtObjeumMVsOQdPT6JUhimrGhE9jarQMLdJePyASWKsRsHR2DxYQe/XUU5Y/KJ5hFJVYa+qcoMbR8RU7OM1TOkzdLlDwoRZVLq9OIpfpzYWoK0I4xx0kXWHMdOlvK7O+uVxtOMKtRlIzegQSAJVYsV85gds1j6aZOsdnWghC7+qcfyc3eg27D5vmjUHmlh+NMPgwQyPXzrBWx7bRKwtTcmdoWs0xpZ/6uXgQwHNv1lkNGlTTTqM90K0kGN0hUt3yOHibIq3DcUonn+QejWFc6IVKXz0nhmC+QwR28BTa0R6ZrCLGbqHQsTENI9d30TUinJ/y1ZGOzbhuQbxuEEmMkdPbYLpcAdN5VkeqXYzPngB8y3bCRSNP/vsd0nWc/zyL9/KbDTJ4Vs/QKheZfiGd+MmUlz8md9h5ff/hYFP/iWJi6/nOLCS57nI/whSeoQrWtaAhCf3VRjoMWnO6D+Oaf+ChD7UR/WpA8/OizEFdJowYhEQcNEzSb6zqUSASVgB13cJpE/KKJJ0RpC6T5O2jhPCpk03+UZumve39Lyq4/zcZ+5g9GQWM6GRzBjo4xZH7pihuTNMJqbhlDzqcDqvVw8rTK0K4R8OCOoBeRotK1UUQFCWZXbWnkIufvFSUGHMmuK4P0ZGSbK7/gyrzGWYQuewfYK4GiUqQuyIbEUTKgJBMqaS8VvPbPQsl7Qm1NNFp38Uiv76qOSwxBLPx5IAXOINxUVqK81KkgmZ50n1TCbgvVpjqgsacQ9pGWAi+bSmU9ykEh0yOXL1YuLA4k29Egja8wqtuYD1zwSMJENEoiHuv8ai5/EY5RC0hwNuPtJDt9XD/x1ro2Ar7JxOcOmARyRy1slfabhybddF0w30ThOvaqGklqOqOsJTMGo2nvAwFI3xqqArArracA9v1YvUNJ+mkg+ToLUL1Cq0JEzsfkE3CoYSpeZHMEplzDBsljp7TZdQh8oP1tTY8qU6egbSWpRgXQuHZudZuRfsIxFkCGQe5iN1emuRxoWuCg+/t8jUaot//51pLrnDYM8mg3xHGbWUZryax9cU/BV5sgmLH9x8DBOTnTcN032sn+n1zxA9nMa4L0Wo7ML3NtHy7lmqsSE6EwE7vjPIfMrmgdVZFibauMFtwz0WYfbKXZz0bFZOtaFIBUOVVKY7CN52gIwcozTRTtGK0bF2P5eKCoe0TQytSuHlFtCdEvODyym7On2Vk4S9Kvf1XQU/dwVCWbR1CgUnHGU+FOZP/+ZOVu1+kL2X3oxZr+GEIgSqinHlm9G++88Mfe3vufuCq1mN4EJF4cKXaflShGBy1mYu61KtBVy247UVgADadc14D+aguqgCbQnjFsqFSb5eqXJomUFaLdFkTJBSNEa9JLaMoIocbjvMixRqKOCaSAtdRoib069uEoiUkvu//SSKHzC4PkP/hI1lauypOxwfq6HSsP6d7XXWHYkxbuO4HgGgGJDqjZI7UT0tdm3OJAJltBRSlVwcOgdD19lfPsqjTSdJzPkU/TJNSoLzo1vQT3k0BAxamxsWvkXzuABQGn/EvOizYhNf6MZgbOfL62G8xBKvJUsCcIk3FEnrONmg0OhmAc++R5cSTUBdCOoSdClRhWDMAN5bWlymcSK/4l6P9Sc0kok0f/VbVUSxRvgZnXOeTLGpvcL30jHOnZB8+sQse6f7+fP5BB9+0wi5iQhbO5LcMRJjfr7KhzZNI0Sjs4tEAVVFKiqoAjUZBkwen06xPFynXlbp6m1HA1KKIJDydORReJ2J2+YgvmXjjsNCpsTtV1YwZ3U2TekMrkjiJ9qwF3z8QgTNqBBTBOfIOF/dMs6McBjviLFh1KA6nWPdhiaeun6E/hMduFGJuzugLqHVjeAa4Bg+w2trPPquBSpNPqrrc/91J4jkNBJ5nbf/XitfP8fn4EcKSD2g1F7DB1o1yHZlOdo7Q0td5Zp2m7l1Hm5vwNzlFfIt05ixgMzoNlJDg3RXS1gph2X1VsbrEY6nyqz52nVcftmT6M0lRsfbqOTjZJeNEDy0juqqKqWHEtSzVYy1HhcGhxmNDZDOJtlxf4LhlUmOLHdJq1Xu6r4aT2gQBKAoi4k28ll9mKuJDE9d9mZQVax4EuHYoOg88aafYf/F1xEvLDAPWEg++DwX+fFslv9zxw9414UXUdYeJKKn2N5+6+n3D4yNctWn/gDbd/jw1ddw6fk/w0whT3sq/ZrFzJq3dGDe0oH9g1m8by8mWHjwzXmHvz+nCZUUn0p/je3J3cw6TXx59mqUQKJaEhkW+AjC9hjHnFk6WjaS0V7dPre//7vfYHoqz5Z0lPl9RcpCYdbzqRsCw5b4gCZgY0cE5fwMO/99CvyA6oJDJGj8ZMP9UTLLYw0BeJoz9QFlIFkT6SduxFGlSjy6jbqqs9/fTUZL0qxnyHl5WrRmVKGA5FnuXQCpSUQsgIK6WPPvJXw5AcUxm2TvUj3AJV5/LAnAJd5Q+H6JzdJnXhF0yoAR5YwVUABu49QNAn7d97AQ/KZhoEjJoA/DaiMJ5PHzVMZ7fSLOAjk1oLcKo5fXOGnb/Jut4d2bILK6yto1kPhAnAeVGMtafN7tljFzFk8ej7JQi1FbK4kYIBQVKSVhM4PjlKg58xhakrHZFD8YyiA0SWvM4hd7ao3LlgQ/ADzwih5eyUfrVgndEqd2yOLRGycppCy239NN/3GBrgWEVo/iFlX2XDXFtqkwvq3iOSrXPLScw3qNx2SOL1lF1jo6Zuwpnr44z4Hby7z/lwfQWxw8qdI6Fmbk3CJf/W8ThKY01t6TJFHUmFpZZ27AwrRg5a4w0aLGFY8nGf/QAkKB+bzKzFCYpCm44S+7Kf3BMc7vk0R8H2egxFNr52kqteDpReJ52PStgKcvUNi6r8Blj0eoK/3c8+HvUzu4kuCxzdR3baJYjDOeKPPo+29j+86tpGYU9iUTrNV0MisSVEY6SHTO8y71Pr45+yYiusr5qaOc74xxX2UlgRnFUARqVKNO5KxZcNaMEMApS3HgI40zF2or3YyVbgbABtLPc8U/NjNNvlrlqRMn6F1W59/uH2VyTRdvPqdRR/AL995NxWuIkv9z1/e59+A+tg4s4/rN27hx2zkY+muXh2fe0IbaFcb+4jiBFTAbUdEVl1/o/H8sjxzDC3RGrX5qToz5w1kUUyWyLE4PJaSEILAYOvIwd40XuOb8c16VMQV+wP7b9pCs2pR8STYIiOsq0a39vOkXWig9PMMdXzqJKiFXcWnO+vSFBxitH6cWSNpUQbupsW+oSm6oympDI+cHxBN51rct8IOhPtxAJR8Uub/yBCuMfqbkHLbncB2XcG34QhShMOpMkVQTKKKRhOVKl8dr+1lvriSpxrEDh7BrIvPPri/4YiI+2rx0iV3i9cvS7FziDUU8toP3OD38wN/FrDy7bANIcUb8xQPJfqEwvdhtRQpBDx6yrlArBUy0CY4vVxg84vPOr0tKcahEVfwgABsKXTW8ZTWeMQVdbS4r9Qod8ybpGQvddfiNc0fJ1zUUUcL3TRRVQwIy8BBCQUqFwDZZ5sR4S9zF6yxh+wolWxAg0BVJSIegqmIdqeMXXJyMyahn0bXFpN2PsuFIEwPpOHLAYTalkNlVZD7q4V4i8efga6vDJOqS9fUYRzacZHx9luN1BeXhDHtaO5EjAZuyHoYhGO2WfO0X57n0Xpjo1dDycayCR9s9cdrnDTbemSDX5fDAB7I8ckuO8fU1hs6rYgpBKC+ohgMCQ3L9rl46i3HC3+hg+henqNUl9/QUcEMB+rxGIDQc4VNLHuFnHz/BTKvPUf8C3Og4+ZLK8XMOsKESwnx8E7JiEFMrdFRC9G46QpU8fm+UcilKc73OeK6JZZ1z1I89w02Gh+fvIBI/SqWaZcfQCOPWRaBrKGED+nuJ3f8Y1vpVeGsb7f6QAZyy8kgJngfGsy/wp5gGqlIS/aEL/hXrN7C2u4e2ZJJy/QK+mP+/PHr0yGkB+Km3v4vb9z7FRK5RY/Dw5ATFqsUy5SrmT8xzxQUJjp20OX9LjHTyx3861jYl4CO9fPPBBb6+xiSj5rCCCG3mAqNWOzFtgfd3fZcj6W7uz2/E5ozBVEFixQP+zTrA9N98jx88HXDFpRfx4fdc+7LG8Og3n0CW5ol3tvC5v7iHyck8fYZBAZdthg5KkmppPdGaTUibJ61AOYDxUsCyPQli8oyVz/Ilc1YjSE8FYkojyGN1W5ZMxKG9yWI+myEsTOaDAiXrEKpQ6FTbyftFUuEMhq+yTO/hweqTpNQ450c2Me5O06t3kPeLhJUQAS+tJ/EPY8S1JevfEq9blgTgEm8ohFC41uzlnz2dnF/nk/7TlPGeE65dVhT+n2GQCQK2+D5PqyoPqSor6j5v+2rAXVcpTHQJ7LDge8tjDOZcZhWFtTvjnBMv8aVCFOeRFlozJUo/O8N/3x/mZsunpsFsRSclJMvSFgpJgsDH920cr4wQKoFMc3ihmRXpMnpYsG6tw4EiqALCmuRILsRAso5UFIK4gnKBiWKZxCMq6bCGlw+wizH2xXzWaTrONoXP1MYor1CwFPjDb6RIZgTzqTB/vqxESH2UW0MBrhEwfTRMKR2j1ppiY76LdfMG950zwu2JeS74ciubHg6449fasPIBl7rP8IPLy2TDAZ+4LcPKXXEmV1l4F5cYX1snXFDY/v00PYfDzL51hjUzDl+7cYQ3q6u5/V2TZKWPvqLMe3YqbD5ucKDH5p86PDqLCsmoz3wmQEFSXX8/d28JyMcDUCSHWvLsaJ1gtTPMgXU6hSDEnNTp7HZ4PHUOhztauOHxk6S3nODpXRbZx8ZZfaUCTRvxF6Jk9x+ioy9K+jv3MPuxDxG0ZDCsGtH7HkHqWkMAylPuwcVHIUD/0a7Nh6Tk+uex+LSnUgAkIhH+4n0fIBk5U/Q3E4ux93/9Fbf+8Z/wyMn9AMT0GPgGpbLP4eE6fgB1yyed1Jiccbj7oQKzCx6tGcHgsggXbk+8qu5id9Ti/w2E0YWDKgKuSt+FW9dQC+BONfGAcQGlFJiqiu1bjd0jabQn1BRqus/9ZpRaeBZT2Mw8fS9tGy9vlCsC/MIorq+jRjPooUayWC2XJ5JJM33gMHd96s/J5XyqahtTnqRdV1GEQrseIpAegfCpjFvMfnEYNVLj3FQYra7SdWMfQ49WmCzMEQLatqfxgfnd+UacoAZTnQbBaIgnRzcw0DJKh7WKG1LnUQ98DlpD7LEPYUqDq5Pn05IZZldtD332SjIiTk3W0KSKEIJlRi/1wCKkhBouYcznFHp+KVh5D7ceoIeXKq4t8fpjSQAuAUBQnUNEmhDi+S0gP21co3WABtcH3fyDO8weP8se8hRwcM6Sgxf7PjEpeVpVWSklm2IBaptkeFDBMQUigLhX5/GZDoLxGjdPZFk74rN/KENnWsWsazy+3OWessllm2z0iMJ9E01sK1VZnrJwfIgbPp5voamNbiT5usnG1jyBtLHTx3CSGxlMKJh+Hc9oZb06BwICYaBKG1cJmIl49BDC1FW8VsG/hAvYgc8WJUK7rXDxkTDfvN6ldVKSKivUVnVySc7Aj7uUUzGu/PMYiWmD4Bd1VNPkoeoCB+x5Pr1Jo23nAgW3xv1dFX4l20WLVUZoDsU+m7ff0cq8Idn7zgWMf0+x+sE4LWMGqRmdwf1hHr+pQKaWpHtE4OkzhHzJvo2j+KrP8mMapmlwwaGAjpyCp5a44QedPHpenm9eWueD39SIBYLuecE1Twl2D+hMtzvMpOZ55OJxirlZWgoDPNpeI/LAZqxanJ54iVI4IP7WO0hH62h1m3JMwVzXx1y2hr4nRiRWY9zM0FEeht/7C8zPfJQpkaZy09W47c3Prix8tkt4MVaw8bIA3wOtkbSxDLjiJVz0q7bN73/9a1ywciVru3s4NDaDnF/OOza8mZlalvlSmW29GwjpBpYDEzMOl5wT5xs/yBEEEts5M7zZBcnsQpVszuOWa5v+g7+IBp6U3L0uQvF4jQgub2v5Bm3mArU7mmjWHMQfwYqVWfr/5RMcr87zv3Z+l9l6kURPorFbAomwfNxAp3n7AE77JAtH8mhmhOY1O8idOM6/33odpbk6dUsj1tqCouuUJiZJdHUxOikwq2Oo4T6CRAcpReIgCYtgcc7HMKnSxT5ms8vpXOGguAWWiziP/2CGfFOd7W9tJ/+NaZo2Jtn5vSk8wAd6tqWJJUKsLK6FmMYxw0aQI0+O7kiE7ugJjmcDbohcSlKLIuxOVjnQ1PEwifgUVw29h7xfIZBQRJ4Wf6e6fpw6/PLFk38BUEOw6qYMqrGUCbzE65MlAfifHOk7uKP3gldDibSidV/8kx7Sq0pSMfiEuZaidPi8e5R+GePX/CdPV3a4TddPn9F7ZEC/EvBn79JxBIBEDyR+HMStUwgh+Mduyc/+QZRsUcdXNJZlfFbpDt+pRNEf7uGWlfPsnYkzkHS4259jmwhxITpGJEngaI0SEopAVULoQkeiYAuloTsklBA4ik8iUFGljZABMaGSIGBKOByMxNhKGzuCCjVX47PhGk6rw/mk+O2dRZIVONBb5Z+an+EaZxkPFufRTDhPgKfDr+baiYY8CqkhcpUe5qsh5jZ2kjo6Qiw2wT9+egx3lUZzySYzq5MuqvQt6OTLGnvPL/OOv+gkNWpyeLPK+VtnuVHUqG3eRkH3ue2CvdjRBF0H16AOD9Azv8COoRkcrVHAtzOrcNHRdg5unSeXhu9d4nHl0woKcNNencsOSD57q0LVLLIQdcl6gmrHCXS/iUlZY5kSYX3zfdxvNvFZM8fFnsF2o4exX4L7vVVccV8nTU6BQG+haKmwvpPOsTIb/L08dm+V4tGjFMPX4C8sEGg6MhoFVWkUWUSC7YCmQdgE30PIhn0wDvxvBOZLEICO52G7Lv/66COoKKjCZMCAy9cv5y1br+bgyDyBp7FmDex/puFW/e69RQCCoCGCFKGctjYJIWhtfvUyh//0WIW752wQggCdW9sfwnt6G8W/NtD7XSLrVyAiEe757LfovD6Nf3+WyE1JcrkQqipJJmyEKqDskVrRQjjaTHbXLIM3bsC1bR773N8zPZTHX/yBzVsOoKC5FvNHjxOE+/G1CJbehu6ViNbHqcVWglAJUBGLN2dhiljZZxgtRxnQIKdbODUfa8HGeWCBJk1h4d+moOawwtAohwXlGQur4GJUR6mWHK67bpL5To3bHy0iSiG2tFW4vMfGcw6haJJE+50wfwOith4lMcYT1jPUA5u4mkBRo42QjcXxNEQgi8fkpe3rTe9r4aL/2vWqHbsllni1WRKA/0kJavME9Rz+5KMQSoNdQum68Cc9rB8bSWHw28YGdvnzSP902eMGQoCUPKSo3KuojW4ci57BwlASOwJqUwlZ0Rn525X87uF2znfyZPMG/SnBDR0VHs3GyS1o/OFjy4mFYLYyxbcMlaaooKtm0tvq4ngC11eYLBkUbZUVGQtLeCSrxxuOSEUl4peo4ZMSKkIG+EIwLTwCKZkXLn2+RtSHq6stpOdK7AxL/njQ4z1mG8XA569CM/iJgP1hl1nrMKO2T30KfvvGCinLZ53hcEWQZF044Nwv2UyFPU6+tZtt5nb22BUKSpmso7DuaJhLb4uQnFJJljRkzOPdf92Go0gqSYi2ldinCjriEm/XYQ594CSbx20uzId4YLCMa3hccLhC96xKLewhEMRs6A8P8Z5dgn+8XKDiEa/p7OkJ+PplLpfd08my4xY37XHRLZXbdoQZmNxE/bwHGF6e4+oHJql/v8LULQvIapTRoX56W7M8EfXQdn+HdRMZqHdTTrwJoc4QXL2BDbEHUI+NoD8yQbChi0z/M8xHtuHUPajXQdMQtoNwXYJMuiEIEbAYsxkBLOB+Ae94CfNsbXcPX/ylj3Hrn36agxPjeH7AE84hjtnLKdVrjM0V6Un28LWdOps6N5IrGchAcLxwlJ7YAKYeouKUUVAwtRCqUDlnU/xV+Q1UrQWE1ElqgrojUUUYm18mPHgbO3/hSmqhODd8/ShBLsf88BjxgRHe+Y4V/FPQhOb6BHIxaSauw8UZ/L+eYLhaZtnx9Ty259/ZufN/kcpHuVJ/Hw9436Ama8xH2nAVFRH4pKtFwtY0xehqYtZxAtvAJY6UKi5xXKIo1FECUBSFAdUB34Gwwn7L4rhr4AcGhekaawfjxOdc1no6qiFYtS3DgUKZiacLVJUCEU2jQ0wQMU1Yv4H6iSwH80AuRtzME2oaRx39GaRv4gUaM8O/yFozy4HYFHvPEZy3G0KL3eZeqf1ON98Y3pQl3rgsCcD/JEgpQXoE5Uncoe+CNXP6PSVyLvqadyO012dx51eT89UWvqNfxufdowxR5BiLAeVCUBWCwAfKKv6JKEIB995uguNxlD/ahzFtYu9Po1QV1I4qbWaZY2qcuft7qE0mGIvZTFZDtHoWa5rq/Equk2/t7qJ59RQRzePuY3HWdbrUPYVNbVVKwsMDDAVAoBGQlIKE0BevOgKBSlxL8llxhGuDDEfJ8q9imKEU/JyVRIm380sywcaZChYG3fEER/UShtAYTSnUFYmPxPEDPiG38z1lmv+jFQkdi7JcD+hqbWF9KcRQOOB2v5Vfszfz1idaWFjIkhg7TrLgoaqStrJKNGQRNg3U8+NkDrn4VZNZO82jvzxDMSN457fWsXxC4fB7U1x16ASJchip2MTrCq4KniYpxDy6FwS9M4LL9mkkLEH/jMJ4W8DqvMW1B6KYlPEClXPv3YpE4/KxMKPNLvHELCI1w0fvyHDvYBcXIZm+41r6r/k2s+s99h/Wae0M0ONDJPYvY8e+kxyM3Y5obSc/XGLhdz+JDOswXUQRCn4qgXngKOF7HsG6YBt+axPumkFQzlzyLwOiCK5WfvTFvGGxk4tF0uHW83YwXcgzNDVNIhJmMrfAVD5H3bbJVQtofoyFok13op/mUAsnCkMoQiFtNjNXm2Iod5Bl6dV0ptPMzjfR3fHyEwkCGXDbfZ9E21diy2Xv46HyV2ixi3xq7a+ixjdztOIRUe7BlxNs3/8kbsTCmXL4hhvhB6bHb5nncv2qjTzx5b1M94cpt5iN2yZfIg5VqFaqeFHJ99s9ZFeA1pYk3dTPM/NlTpjtKIGDL5RG7CBQNyMUzFakMDD8ENPRa/EJk7KHkeEYrhJj2jMY1CJUgIoyQCp4BrtaZNJpRVMCDFWn4o3w9ESNFYqCKyXlmkdzTNA+NY0fE+Qtk1rc4LjWz3g9RHJVklhPlP7du1mTsRgpSPZNtdEUNdBoHFcnsGnXm5ldHWEyIqlFApqNIbx6G777fO73MyVmng+hw8b3NL/sY7bEEq8lSwLwDU7g1nCe/huwCjQOt/OcZZTWLf8pxN8pztNbOE9vtGf6E/cZ7nSniAuNR2QWRYD7RDOypKFsz0OnRai/RPNBnfq5BerLyshZg7LQmIroZA+2EFIkmpBMVwxuWTlHKuTx+4+uIWH4mEpAwvSJmlCWIe4aifGhTeOoCqSkdjoP4VSc0ak285KGZ1oIj7hb5LfppCwED4fKfF+r8pvKefT3tWKicsyf58FIgR0yzgdlB5W6RTWcYVJ4fFZ9hv1ylhbPxPMbXU0/xfnUFZeHrhhlVa3CRWMeU/0evx9sYcBViaDhq1FOtKr0uwol1eFIzOetIxFkR4pj63Q65i1OtpZpHzLoOWFQXlOlfVrFMDy2nDjBXVtLvOMhD1U2qu/5AeSiklANZpNg6RJLl/TPqvTMqPTMK5QiZYL0AjsHHVZNBSzLPkLR7WOhuhVlzVMUlilYIZ15S6dfW6AeSTN18zjR+pX0ZB/n6YuuJmkPczA+wZqTj7Hmmi4G9PVMtAfkbn0PaaPMvL4cOiWiWiP+1e8Q2nsIY3oOd+sGoodHWFjR1wjeAvqBTyoq2mJcoDV3nPzub5JYcznRgWeXQfnXPV9gJDvOb17939DVEO+79DJOzs3yzNi3mC+5zJdKZy3t40iXI7n9JM00llvjROEoJwtDbG2/EEM1mKicZF/2STZ3bOZP2ne8wpkuqZbncapF/s+DXyMxcBTVtxif/C5vPu8cNiV1Zr/SjjNVIfSkgjYdELgaT5pFpoyAf/hGhfy/7GGdU6GW1ChnzIb71/VQni4RLDjkHJ/dK2yKCxUuWjvAeNFBmd8HiiRARQ1cfKGjo9DsacyqeRw9zHzqEvJiLb2lb1M2V+OKCK5I0a76+PIkQsSI96mYW84hd+cTBAWbllQHRvEwC75guaoiXcl+12f7RRnimxIcGUqzo3OSwFbYL2zkWy+n+fcO4okq9vFp3rHhGFGjinb4esoiTNDyNQqOwVyxkzWhlaheO1v2RdioKqieILHyLqzyKpxaN76bwK31Lbp/X0j8nfIqBGz7+Xaiza9uvcQllni1WUpNeoPjnbgdrByNssjPFX8AFEdeyyG9rvgtfT33hK/mPfoy1pAgqqj4X+9FmAEyZyBSNql7MhS+sZzYrji+oxJcOcdBv4nUwQjrZZEev0DF06h6GneOpDkwF2WibHLtsgLX9GW580SKoVyYdc1VUqbLt4+1no7xkgFIGSzKPkAsij80AqHiihCWniYbXYcXW8NF5hpQBOOUSIkQAZJpqqhS4JVzxDBoKlh0VgPWySYuqrfQrbdx65EQrcM5PuiuZyutbPNa2Vbqo7Jg03Xbca6/K09B2Py5uo97zSx/3HqE29Za/N5fOvzBv8wx2+YiPYXJUI6JkxoPxw023xdnwPVpVWqYxwzsHot8tw96hYA2dq+I8tFfrfDFax0iErpyCjqCdSdU3vKgwbYjGhKJVCVTTQHfX5+irEUJTa7HXdhAwrXwZQipOXQciGBIFVNspG2yGbuaZt6A7ugEyZbv0jQ3wgr/cWb6xzBnB0k3CWa7auhxjahMoyUz9Mx/m0jlKAQ+2ugEbk8Hwvco/Je3waoVVLqa4VQvWuByxGnxB0DggwyQwQ93pYXvPz7Bzv1FXO9MaME7L7joBefdgbndjJdH+MbQl7h95JssWPMUnQIPTdzJY1P34bgOb1vzNv76w//lFWcAK0LlvW/6AvrsSko1i2PVVuJGC5lY7+llqt+NUvlKGq8IBCqg8LtulN9xo4xNZTncEsLxTc41N6LfXifwAqShUtlhcLC4j30TJwg/fpDeQ0fQA43Y0MLpdQsZ4KuNGFszkBRMszHhPYd57TxUUaUe6SEbOZ+8sQVHSWGrMYrKNs7xBunpWqCpe5QNnQned3EHv/8+SVumxNqQQtd1bWhpnfUhhfSgyuN3zBI3LTpbJNtbA9JGQPjR3aw1VuI+Pg6lGtPSBBHQH2ri6vh2uswY69qmOb97jrBRp3HzpaD5DVd3ef4izOgR4m13E2t64nli/+QP/T/Deb/U+YqO2RJLvJYsWQDfwEgrT1Cc/JHLaJt/CTX66rZ2+mlDEYJ3av28U+vnsF/kM781yUPzKlUrxMKeJurZMMmVBSbmMyiWgr+rmaCiI6SLiccIixmSQlJxVB6aSLI2kyeqO2iKyhcPtDFZNvmjS0dY1WRx94kEVVcQ0hUcDyxfkDI9lMUMbB+NutlKyM1R05upmhlUoRIgGMDkPcFqbhYr0ITgf4pdlDSHT4b7Scs5vEQSEkkU18YSPh+sr+QtLKe5vUb4wDFsP8VBZR60EO0iTHQuBdk843GTP/F3EonGmQrPkfG66JVF5qIztDnw9j0xxruq1Npdjl/6FKUHN3Np0zx9axeIjglajhikkx6GAda8wc+P2OxcF8XSBXUDXDTKUZ8nV7tcu8dg41jju0okgYCEOs/V+9OkF2JMqWuo2AG12Ch99j68wEAEYDzscmxTGLQi190TYs+VrZj6MOclTbqaEoweyrC79wgt7WOct/8SHrCb+M5MiZj6OF3JG7D8LQgEob0HSfzrNym/6QbK770VZ9Vy/JYM9LYR0jTagU7gF9Rnu31D7SvpuPGTzzuHfuOG9zOdzxExw6dfW9XVxZaBZTw1cuI5y5+pKycp2I0agSEtTM2roCsZvvPbv87GVb3P+dzLRSgKl1i9DDxosT99Ek81aOptCNPSD57CmyshFR2KNaBR8DokBP1r+vgfP3cpb7m+YX184ukhCnc8RrDPxg4HjN8zgaFpFGsBg5PTZDIa9VnRaF0tBIcSLWi+x7pKDqSPi49CHFeTQJWQexxVOpS1XgIljBZUSXv7aQrqxL1WuoiRvs/jtp3HSEdAH1XoUAMu3HySpqjN8NYOTuwPCBU9Ct+cJp6pcvP5CzR3CO67x2FZdI71pQL66if4vT5BIdLHzMxHeXD0TvoSTxNrMVCMGbIjP48Rmic18P84OXYrprsNx/axvTpBYQP1ehO6mcevrANANbIk2u+mMPkmpB/l2cKvYcHvPCeBHlqK/1vi9c+SAHwD45fGwJ594QVi3WjxpTvVs1mjJvnbjUly0uaZoEBtC3zsT2tMDmVQnBnc/UmwG66dYyQXP9UwDYRUybUDOf79WDPtsYBPP9ZHxdWRCJ6ajTBVNtAUyWBTjQdHde6f7OdDmybxA0ki7NJougWq9AjZ86j4CBmgC7WRgygagunnD7fCgEYQEVxEN1IG6OMnmVAkmrBJhVLsi5R5knEScYNtoo3OZBPqWoEaNhkKilxMAkXV2OdVCW4YpHuFT5pZrqg2cYWM0H8oxgnb48pfjbDzwn5u35Fjw/4QJ1bYbF24hKm1GSZLE7RVTOIxn9WqjSEULEelLRvghxXWnIzwPz/fRJgYuYSOK1Su2DPK2RdNgcDwYWA8ykzbEPVYL93BE7i6QimsMpe2qfUMozgarWNtHOyqodZDdIxOox6extzfSqSzmVqiiFgY58K7asyHx1Hdq1hhT1G8LMT6oY8yMxHmiZWXsOGpMWbaCmQunKIjdwdHZtcz2dKE2tFCApV1wBTQzo+u9eYEHieq8yyPtqIrKlsGBtgyMPCc5b78sY+z5Tc+gRsELzr3al6N9c3byOhVbvvff0HTL3+ErvVrXtrE/RHonRmiT9QRdZsgbHKyVuauqW/w1tsLeDMFcBtiVAIakikFPp+b5uDv/R3//vlvUe1KcXxslqmZBdT9CunVaSozdawghVAls9EYyWwObaHG3kQbQSJOwqkhEKT8KFaQR6pd+GoCQQ1JEU0WqerrMPwxTCnp8Et0+w5HlRpDjJIUXTzhz+Lh43kBpqHw5EGF8zaDVVXpP7GLeMLmKXUl+HCBn6G0cxvH256go7VKj5hkcriDjrRFWLeoe1V61HupW6uYi93O5v4v4C5cBEEEz00Qig8T6vkysVuqVEoZrL/vw7U8ApElCFzUQIJSJ5LehVAsQolD1PPn0CiSaKEac/h2N6Cy4prUf/iYLbHEa8GSAHwD4x39xgu/qYTQV73ttRvMTxkZYXKJ2gZNcOxP4OEnPK772TTPbghwViFhJKoScCjbKAI8UoyyoaXCd4abEUC+bvCB76/kphV5rhlYoCMuua5/HtsTNIU9GtJOAQKkADuawVYy+KoB8pSDeFGQLGuCkIYk4PKgEyNQmG13mLDyrFB1hBBsoAUVhQGRpIbHtO7Q1NaCLV1uZjkGGn4oYPs528ELaLLH+efZGMfauykpU/zlKoW1u6psTYV5c2Y54bRgdmg/Fw7H0DN5BuvPsK8YZzjlMd8RJVlzuKhQYHdzjKjv8Xer+2iWKf7g8SkUOcfxrjW05ufQ5KmqwmfvP4gXYoiaiaIXMPQFSnqI+aSHHYKEo1OZupjjXRO0j0ZRFIv2qSgPbHuYZeYA7vw2qkWf6cjddJa3kmiOsjDo8ZB4mo7iMo71DHKgP4Kr1tlcUBk224iacVYe66ZihJg9fhKRiNK//wifvPlqviID+sSPjo45VpmlPjPESLPNykz/Cy7X39L6ksQfQEssQV9HmA+uXU3u0d1EUskX/9CL4Fcsqk8cw6ipXPw3ayj2WXxbv4uH7F3Y65q5ZW8H1kweR5f4PhCofMdw2ZUr4gC3j0/B5NTp9Xl2wPz+BYQukC74622Glxkodyao5kIYvkvctdiUn0BRenD0NHHXw3cmqcRjbJQbeEqdJoxJmTCBCJNKTrPKCXHR/CDzsb0EusLQ8hzJegxt0iYcr7DsojLi0Q4efmAz4VCVc/M5+pqOM3BLFjscQ7W7efSeNJNTEdxaju0r6oyWHA4cW8+G9ftBqyHSo5wTPsRUrdEQUgvPYiaeIdl+B8ILocb6MU48RMtsM0ZzDGe6FdfpRXESlCM6ETFHefYqzPgwdrkhzIVaJpLZTS23rfFcc5neU4EP/Of2qizx08GSAHyDYj38RzTi/p4HxURd/XbUSMtrOqafZi4+V+P6yxQeeiKgVD77ndMpG5QdhSNOo+fsSDHMSDEMSBQkLRGHoqPz1GyU8zvLnN9Rpui4OL5KgIJCgBSCheR6zP5x3HwcvxjmdL/a01sTED5VF06S8DUCTaOzfS2DCzn8qoNvgI7KJlpx8dFRyUmLPHXiGOg0mtmrKCQxqGsB/5ao016p0WxI9obaeDpV4OG3J7liVuG/z4Vw9Sid1/SyfH4XJwuS47EQoxf5rJm2uGKhSlVV+dUda9GCgA8fHeWjR8ZQtGMNsacIls0eRfWC00K2sdcklUSFsZUTNM1kaB1vJXB0BLBvrSBTA82cZuVTAyxEFiiFq7Q7TxEpxchl2lmjr8UsDaKoHqZ3FKvusDzYQKkli6Mf47K9fVBr4s7NKgQ51p44RMfJCAm7jf75j4KskE4n2XNuM5bvErvnERJvuoZfUl78tNhbt5gaepTkzAm45OdfcLknho+9pPmlKQpz1RzLexNcduN1cON1L+lzL0Zt1xB+rgI0plFsUuem77jkLrLQ5sv4A+vYmZli74CFWtO48cEYBdfGO5V0fLYOPrt5it8IeVBqkmjdo4xJVTPYVF4gFkSoGRl8oxOhRHEU8P06Us5yUC+wrr8dXRljdGqSqWozZX8leyIeIV3FVJtRBpvZV5nmsk90EXyujDERp7XdIZpMM7xQpMfYgu4GBLUKITmBMD2M5hNsu+k4Kw57dEXLCAG97RP0tE806jkGKjoldNOnazHJXk0exYx8Bt+L4IR6sa/rZ/JgjdCRtTjTfQgEYaI4msDXXJ5Z7rPpaQW7vPb0jjGiJwncOAgXUOg+L8nqN786RbuXWOLHzZIAfIMhAw975x8D9ee+Ge0Ct4KS7EfYhdd6aD/1fOl/h/n8l23++kseC3lwT+cCLPYTXiwpIQgWrXmNZxLJXK3h/u2K2WxvL3IkF+GukShXDVTY3OGiJEMEq1agjoE724ZvmTxL+f0QEqgJj6jeEEweHnZTE8pZ4koIgS5VdKA9CKPWPChUyXYbhIVJGAUFgSYlPeoAd/e18bHJMJ6ZJ62YrC84fOjESUxpUQ2HKQUH+eyaLlZaYXx7nutmF1hbsgmEihYEvOPEFLtbUmwqVBtjEuCpBornoSPxJTjSxBD2aSfwTF+j68nJ3jJVzaTvZAxXCRPBQglMeiZjuKaNaZSx2yZRixFmeqeRlHFSM5T1WY6Io/SXu7lu9/nMtRawZxeYNQ7y9Pr1SKXIsulBLs8GpO6a4M63XEItHefcv/8+s0cPsGndBVyz8TJKpspF/+PjLznhItrUQ3NTH8hGdnCodfnzLrexr58bt2zj+3v3POc9FYGPRFMU4qEQjufTHH91av6dInb5elo/cTNzf3MH/lQeDZ3MgRLXzbfRPRzDkSf4u19a4GRasnbMoLwguW+E0zX/JBIUCYEAVSICIIDBdwwydu8E1rCkf2+ZqOfQXhimPRLGcX1Kio8fTKAEGoGogKoCkkhlihN2mHrZJ17TSCgGemEXrhFip6gQqU1gHBpnUySF871Zuqw0tlOhcLsgbzxF06Z2tBstYjsNdLWGMx3imSe76D6nTETk6UlXG2PkTDUfCYSldbrItKYslv4EwMPxI2htJXruPYzjGhjpE3jxh5ifeA+WTGLUQ6h6ic0zE6DEESIg8OKg2HhWGzLQEKhc/ekx1r7t1lf1+C2xxI+TJQH4BqORXfpD4s9sw9j4PmQ9i4i0EsztRW1e9xMZ308z0YjgNz8S4jc/AoWizx981uGvv3zKJ3xKOEi6o1XGq8++kPcmSgih0h7zSJo+/3SomZyl0bKjibA3R+iylWSPCtSoTyRlUZzUCGx+OLmw8cLiporYBCLAkBr6opg7xWkhI059pNHvVigKCRHilBWOxW4XW8ohttQiNLvwK7PtLMxWuD05R6V5G0GhRHtlgVBgsj8ZZsdCnj5LJVWDuOM0YhWBFifP1bONhIYAUCVonoMbaJQ8j4gGumKfVURD0Hmig2K6jhuLobseCgpepEhMq9FWChGtxgmUANdwqCaq1KJ19LqOHZtF8QMSZRc15ePGy1TSVdTkCPG5TnrrN1JLFtHVLlKVEaLVLu6fPkzt2wVarryGFiVCwQyRjGe4+eFZYivTdG146fGwimaQ2vwmRr/3vygeuZ+O636dcOdaZOA39vOiCzlsGPzazW/iieFjZMulU0dwcR8tSpAgwPV9Dn7mr2hJJJ53e0EQ8Mzt9xBJJVlx4XkveZxCVci8+yKQEjUZIfvF+yiNnEBGLSaaFH7nnQXskER34Zl2hyPLQUyG8DY3egCrj4ca4k80ROBiS2DG75/Eq3sgBAdjGdrqJWKRDlq2bKGezxFVh8kvKFTzi+ZyoaF5FpghFsZiRAIfB0lED7jwvU+j18Js+tebOag0cxfDUK5QuafMcXOGHn0QoeUJKXVWBIfoeHCaSu88laYk9QuvZdV/f4JgcoZwrIYfMlEs+1m3ToEQiKDR06OqRokF1dPHQOgO/towx899Ez1/NsGwup0O43Fao3uQK+6nUDmfQeUOIrlNeOUknp9A4qJEJ0l3fId6YR217KU0DT5Ietmml3xcllji9cCSAHyjEbjPempe9D+BoNHjN5QCQOm59LUf1xuMVFLlLz8VJp2y+NuveMSicHIcoppD3j7lP2uorwCF2Vqcq/vz7Oiv8WW28ytvHmGiuY8t12SAHuy8j5WrELjgOCkIPIQC0v/hLZ+Jn2slgopARVn0yjWcyYoQp1tYndKLiqIgogZEDfTFNxTZGJ8RSFqkz7jqUdZCxAOFrkqFX1ooU0l24IVSxOafoKk+zz89HPBMOkFHJQApCYwYuBaatDCDM2M74+qVqIrP2LL1rJk4SECj/VlDBEoi1Qi+HyGn6rTOuo3XKiF6hiXhaghP8whEQCKbYMv9mwhEQDVZJVAl+XiZkG9wbkyg103KyYCis4OacIhUVdaWmwl7bTy6Zohzci5vP/99OK6F+3SRSO9alvetQ1EaYi2+7OVb3sqqRi7TiVYvEJo+QrhzLTO3/xmKEabt6o+fXm7f6Ek2Dwyw7+QIxVoN2/MaMWiqius3DrAfBOjqC2eOHvjB3Xz9N38X33G56uMf4cqPfRAp5Uu2WGbeczFetkTxtieYXuHy6GCeJ40i02EDEI3Y1hp4zT5Kykd2+ZAMCPIKylAjDvVs6jNVTN/DV1UyTgWpChJikqPHwrS3dqHoKstXNjOzH5JdBsdG++lZobF8eQrlqRyFBRtFE2y7tE5mdRGj4NEcC7N9dTM5cZhlg/OUih4P79GZrk6Ty2doiZZI2VHW1/updM5RO2cTmJJw3zAycBABaDUbqZz5ldTWrESMTBGyKkyEezA9i0hQW/zFNJhcvpk5maC3eRfHm1Zgj1xIRD3AodgqlM5DDMyVqSkLHPc2MVh1CMJZPNOlNHU9rt2EolVp23ARHVtfab3GJZb4ybAkAN9gKHoEbe37EGYCNdax+OpSSYIfF//jV0L8xock4ZDgiX0eV7/Dww/gjEWw0US+vVPjjz7TzkBLC2pTDNhCz1nrMVIK6VUhIu0atVkPK+sT+C/cdV4g0E8dV9EQcgpiUQQ+93iffflWEGca2kuJIhSi+WFo7UeTEnybdPYpyulV6E4ZwymguRWUxZjSTfkSPo0oqEAJoUgPicCncUI5ZeELFoWeqxpYepwD/etpd+4jPZfE9AxcReAFEbSaxpqTRYSAYHEb4VqIYqhCxahjhBTSC2lUT0VBpZKuEivEiOSipK0E5UyZUqtL9/EmZlNZThobubg0RSUSI9DzrF+YwXSXI1SFkBIhFIo0RrjYvaPx58uvtRfXQ7ibbkA79hAj+7+AqRroiTaE/uyi6h+66hr+5ZGHKdZq+EGAEI36gl/52McZmZ9n19BR1vf0kYpGX3Bbyy84l3hzhtzENHf+5ed58uvfonPtavq3b+GC970TzXjxosNac4Lev/sonb7LB7/9JmQQEKoLVAvqEYjbCsUpBdntwYICHR7BoIs4pqPIs4IBhUSPGmiRKF62QlUL0VHNY1oONX8UOzPI+NwapoTFr15RJ2PUGJmAYkknnozT0uJhF8dY2xSiKdONc6AVxRBUbs5htdYo3Ss5eTLC5ednGV7w8P0w+VmdaNJlXVqgVUPMnoDcH4+zbP1x5j78XpRDk6TvuRt0lYrQiUQVnOX9+IkYkdGJRicSNUJLfRYFSYDAETpCQNcd36UVnYRW5M2V/0PdvYR4UKd/vsRcbi3edJLwyvsY1PbRkx5HGAtY+W1oehFJM22bz+XiT378Bff7Eku8XlkSgG9AtKZVP+kh/KciHGqIh3M3afzce03+7Ts+8SjMLYAq4O03q7z/bTorVr/wz00IQWplw3JoJFS0sKB43EH6ksqEd1Y+z5kLsThL1onT/+Rp69+pZz+0IZCLje2lRHeKeKjUo90sK5UI1Y4RrUzihFIovkfr7L24is5k82Y0NUz7zE4Uv376xCEC66xc3lOPjWxmX/NQPQ3dr9GVO0bCG6ceF+Q78rSPt3K8U6d1RkdzDExO2Uob9sETq0eYjxcI5yOYikq8HMcXPooQtI+0UWwqM905Rb5YwiskiQgNRJHmoII63YyvRpCqhR0fIuRk8ELz6FYbp6v5LipgIRQIIL93juTa9Es+5gCqUNhYr7OzyaV5zmf88S8w+HP/SvSHBOA/3Hcvm/r7eXrkBCDoacpgajq//42v85fv/y987PobX3RbsUya33roB/z3Nefj1mrkRifIjU7wzO33cOju+/nIv/3DSxqzG3h86sA/UkGFgkbmzjDWuTYx4ZNxBMVVHmKXCUWBuD0CKvj/pUJwbwh1VgOLRrHklji4HhFcWuoWpXCICjqqphPWqlgdEiuQ3DUS5qJoFelaVKdnOXIkgmZofPhntqMfmSMxMIqT7qZ0II0XOBR67mL9LVWqj6f41m1tWKpLd0+dif0wtZBn9WCIbHQ3Y4WLqLkh4rM1/DlJ/ajGkeIO1rQfIuMXCCqCvJYi6TkoVmOODlaOAuAjKKkxdjVfTABcNP8wTX6Rih7FFgalphpxUSfoe5IZLcKl2jdxA4+54z+LnXgAM+ZxsK2TQ+1beWdigst+8xMva94sscTrhSUBuMRPJTJwwLfwa8Noya0/6eGc5n9/Ksz//tSZ5zPzAW3N4mV3c4h1G8S6G1adk98rYmUXFeDZauslIITgjLnv2ahuBeG7ZEqHCRAkikMEQqce66bQvBnh2YTDbVihDPVYN53ZfRAEz0oMFWc9njqZ+Cj4hsNc5wxdJ7tQUWkvzuGJCHOZBNXWERL5Gk2lKKqZI+EpuLqLrwVojkqhpUjHaAe9dg/ZzgXS82lCdXNR2kpqsTr5tjxRLURPthvhdVPJpfHCT2C162gxiTUUotj9TTJZBX3hGnJ9+3Fr85jVRnFl1Xt2rJ1feW53j5fCwsNfpHPOAinR6lVG/va9rP65L6BFUgA4nsdXHn6AWCjMsrZ2FsolCtUqdcdhQ28fmdjLcz2rqor7Q6+d2LWbZ+68j/5tm4g1/+gM1OHKJMcqEyT1KAWjRr7bJ2gKIAGlpA9lAVkFEQExqUJKQkVASOJfV0N5PISYVgiCEjFZxwxJEjmLc/PDxII6+aYVLORKvHdLMyEVmtddz23f/garVkuy883k8y5vfXsP0Z4Shcka5ayNrafpLXegH9Aonh9CWajR9sAKnhJ7Oe9q0LWA9cseIhqdoRhXqOkhekNVrHoLnc4k3lcPcXyqn44Bj4RfpL56kHpPL9VHR2l3x1DcgEBt3EMFqNTUCHNKG5vyT/FXg7+Gqxi02HOsrBxj3mhmd+cg7x17hIoaZXv9LirJGtPWecTKLThqH1Z5BdWmtSi9Flq4+LKO3xJLvJ5YagW3xE8dzvS3qB3+JCcO/i7lyW/iV5/baeH1QnuL8opbeZ0ivTZMeq1J6wUhFPPFl4dnWwcR4rTlD/+M0PFVA0V65Fq2Yjp5fC2MFe2iGutF+C6GnUcNHMJWlubyOKpTRaoNmecKk3xqPbmmzYtrk8ykeni6bwee5qI5gq6Tnc+KBrT1KIFRxdN96lGLSvcIZtBoTyiFxA5bjazaWJ1avIru6bSNtRKqm1RjNcZWTOJoCUJWCCds44YcQlUTTw9hUCS/uoI6vZ3E/hC4HtGF1WRmmknWJnFiYyi+ST1zgELfd5C4nK2kMxe0v6JjI30Xw1cwfAhUnfHl2zi850z9TUPTSEWiHJuaYjqf48oNG6laFr6UpGMx1vX0/Ii1P5flFz1/Asihex7g4X/4yot+fnW8l4+veiv3XvYXnNe9iuBiG5JnEovQJcFNdejzoClAqhI8YJmPekcYtayi9lvI6+epXGXQlZ3F1j3mQ3Eea1mF1SwI0BjZuYupg0eJ6JJ3v+OdXHz5Fi6+YgWaAdGIjhO4TF8wxp4jq9CKIR6nwHj7JEdv30Dz7deTjnbTIyyO7z1BwsxRo4yUAolC7T1XE3/XJvpaD6GEchiax2DPDM12GNU3kLaLOjJBr5hjcrSFA8NrCQKFhXqamgjzza63U44kaHKynDf7EL3Mc6R3C59b8atkzWY2Fp7C98NsPZGndWglhxOrmTBXoYsykcyTpHu+xjsvuocvf/Qarn3rB1/W8VtiidcTSwJwidc9vpR8fmqK7+UaGaZKqIMiYQ6EL+CgzKCEX95F9KeN5DKDtnMjOAsBivqjxeQpR/BzOBXvdsqXLCWqb2ObKSQKucxmZruupJhZQ7RyknBtmnjhCMK3qEc6sEPN5NrPY9F5jCYdorUJkoXDp7c8l+igHIpRNaKLOclnaiQCRJwKXaMJ1j7RQ7gawlcCFL8Rr6g7OuVMpfE/VWVs1QSFdPG0S7ger1NNSepxB1sLYVbjtIy3IVTwNYX6yiwxN4WasglEEtVXiWdXYYsNFKMryBz7GUKVFYSKqzHLyxHoiLNOf+G2yCs6Nr0/8zlaLv8IoGBHEtjhBNPFKZzymZ64n3r7O3F8n7rrMp7Nsn35IGu7uvjaJ36DO/ft5Q+/8TVc76VZIC/9hffR1P/c+e7U6pz7zre86OeFEHhBQFgz+frFv0eHljrrTRpm3CaJzEhktw8dfqP8iwTvRgvv3RXULQ6eFNT3OMwtyxAK+ZBwKZoRRishgqCJarKfBVGnXAuIxWO0tcdYszbNz/58F3v3TTFePUp5IoXrBUTDKrqc51tP7qJSLDC9vca35WGCFSYi3IQ0DfS6Tc0zGVi9g7XzbUz4HZS7F4stS3is+Vy+vvxaJrV15OcDlPkc4UqJcilCzQ7jORpzox3cnbuGsegA97RdS4DClfkHWBEc5+ap77HOPcxUqAtXMbDUCHp0kgCDLRNzXDjzJPGm3WihWVTNo2PLVURbeoh3rnhJx22JJV6PLLmAl3jd8lcP3saRhTn+/E3/hXnPw3Qa1iItfT7j2jrumJmhN3E+x+Zz7IjHWR15ZRfxnxZSK01CzRpaHGYfqyN98Cov5A8+u9vGqT/PdtRCPH+EcmIF7dP3U0ksp5xajVrPojsVVK8OqomjxwlVZygnVzQsgtI7ncFrOIVnbXH92BPYqknYt3k+X7UAQp5FIAVKOUXPcKObSS1Sw9cCarE6nuaRzCaQSEL10OI3kcTyUWoRB0WWUJ1mtPmLOJkMkVSmqKkZlNEYQc80YqYLzzwBMoWwEnjhdjhL6ml2E7G5Hc8RybnHZ+m8uf9Zr7mlOcpHHyS1+WaUH4rrO4U9ewy3MImW7iSan2DZoQcw6hVOHnuS6MA2jKY+6L6US9euY3R+jkQ0yobeXnYMriJkGDx65Agn5mbJlkt0pDMvcCzP0L99Mx///tf41LqzM04FnWtX0dT34jdCh4sn+R/P/APbUiup+TZzduFUC9vG/7pAzKjIbhdskD0e6lMhEjUbr82n6hrUVUnsSIDtKCRCEdraKqROlsnYR8mzFduTrL9qI22t2yjlXU7uu5/1520hmkxBTbByeYqIfz5HD0+Qz5awqzZeeQxhP0V1YpyjY1UqxQJqy5UkMw49ncc4kFbpbvfRVJdMPcvBmTS7/Kt5j/9lFCQpf46onCOqnMC1dWL+AkLA+lXHcBWdZFVlddzDjQ3jlQ2a7Xl0PFxpUCuAGnLIlOZorc3SaU1iiApW2MBWfKbHfp0VfZ8jpO0D4RHKdNJ/+XtfdF8vscTrnSUBuMTrEl9KHp6e4GQhyzezWX6htZXfGh1lV6nEp/v7+cuJCapSUpeSoXqdedd9wwvAUJNGqKnxk43dahJ4ksqYQ3HMwXc8rFMdu86O+Ts7SE+e1VUkcEEoaF4N1bcJ1BCaV8bRo+TTa0ELESsMEbbmyCdXk8gfwjUylBPL8dUQTdkzhY0ljTJxAgh79lmbEQTCbzS5kwogyK+rUW2B5gfDBFaSQs8I0UqERD5O93AXlXgFzVXpyXdjWsbiWlQ0J4bU5pgaHKV9JIbXo9MzaeKGy7jRPNJdgzLaTigoIplhpu8wmZM3NvbFS3DBR1c8t/5e6eDdBE6N+uQzRPu3P+/nzJZlaIk2um75PXJP3Qb7vtt4w7epDj+KXyvyYLGJsGnwM5dcyqNHj9KSSHLdlkbc6n+79a3Ml360+MvN2jz1UJ6tl6ZJZHRCsShrr7+OQ/c+CeEuROdNPHjbIa74pRf9muzJD9NsJGkOJal5NlE1RCWwCE7toppAxKBv/1rGzx3C1yT+5XW8kzbVpIl63MftlNRbFDLxIqW9aSjYJCOg+A7N9cdRkxGKlS1s3nQ582TpvmA7hmliuzWO5x9BjmbYdvFW1i9zGNH3cmxPjYnjeaTiUs5NUKtI+paHiCaPEotnqNc8pqfDHDw0wPq5OW658STdk5spz1SpSxO1JUnPRd2su+OrAASugSdVTBHFN0JELlGI7FGYaDLpEFmU4nHqqkHWbEENXJ6Jb+KJph0krSxttQX2JzeTcEv0LNQpyuV0df0jBDaKXsYPJ+k854YX39FLLPFTwJIAXOInyrTjUPN9lofDAHx3YYHv5XJ0GAZy42Vs0zR2lcvcVyox47oowMdOnKDo+/QbBn/Q38+wZRH7ETXU3qgomiCxzCSxzET6kpnHa9RmXbwqSCc40woBeI5FTtEpNm9CAtM91xAIFSl0DL9OtDaJE2pBc8vg+4ScAqX0GsLVSTwjQbR4nEDouIqJ6VcQwGRFoSkcICUYOkihoMoAO+SguSqK1yhTnTwSIjLpg5SY2LTMNJ0eVqQSJlwJIRWJEijPsh86WhxfkbSdbCFiW3jZGoq7WMYkmUWznsHVuhAiwFUGiCwsx1dPdWY5U3q6wQ891wV6/LllVFJbb6E+vp9I75YXPAZC1fBreRZ2fglCzxaRUsK+kTE+8Is7yDk+y9rauXn7uc/q9hEyDHqam5+z3smdOQJXMulI7vn6DJouePLeBfpXR3nXx/s4/73v5dCBGCLwEdFebPulBYe+o/dSUnqMb00+zMpYNzva1vPQ/H7coGHZ9VsC2o70Eksk6Jlezsmeo6BCecBAqfq42ySoIOsK8VVxwvdOI1qrOHozsYkKjm+BtCiX8wgBWmYliVgV3/d4/DsPUsPhvAsH8AON7t5OHv3WPdhOnVjKYNkajeFDVQD8wGBgRRN1q5OjR1SC8DSyrjJ9ssDn/mgWR1YxMhEiW23U2hxBMYwRhFjYshKNgIifIPxEwOc7Lud873E6Wk8w7LaSzLpsWTjE48krKHgb8cwFcv4ges0k49bZG7uc48kOfmbs7zFrMURiDDtRIB2cBAFB8zLSy194PiyxxE8TSwJwiZ8YThDw5xMTAFyTStFCwGfGJ0BVGLZtAOqOe7qvSaOZFCx4HnFF4UOdnbQaBq0voQbaGx2hCjouaNSRCzxJ/rCNnlDIH7RQDIGUAbXJs3pDC4HEQDhVXCNJo+q0xNFCBEJHCoETaiZkzWPYOfT6Aon8YZABEoFrJHD1GGal0We2PdoQf4rSKPSMXKznVw812tItClDFFxgFFYEFgOJqi3JMcDqC8XRBaUmgAIHA8Ov0HF2BKm18JSDlTOKbYPfYqKl5Zvp30iT78I9dh+KpGLUUIJDCBfnC80OJqKimSqgt/Jz3VDNKbMWLF/fVok1I10Zv6qVCo6YyQMWH4arFF37vY/RsvJK/+vkPvmCnjx9m+rEC0pcUesK4to/rQDShgZB8/W/GmZ8Io7bsABRQNPzZhwmCW1CUH23tNBSdazu28/nhb1F0qjw0vw8v8FkW66TmW0zVF5jrnaDsFKkr5TNaWREE8TM3WWbEwJuvssY6xmPn9xFp6aL2hTzjusYlygQb126m6sUYzSWREqYevI3x3fvQMwlK1+YpRnI4WYek6CErJlh7zvns2/kwweIUrVfrHD84SqYzze779yMVl+UDRWpTVRwfkrEFli8r01ZKIBWBfvcjRAKoTMwyedONbPnqA0RVybb6PqIP1qjIZr664SZ+bvYfcZ1mlh24FkUvECT3Mqn18C71e4wk29jV3UtfdYiklycdP0KG3Y1bBQVCTT10treTPfwoXecuWQGX+OlnSQAu8RMh53l89Ngxsn6jjdjTtRoQLPYMPcPZTe3ObopxTTrN1ljsNRjpTx+KJmja0IhZi7RpqOaZpqhCEYzeUcRaCNAS0KwVqY9VKKi9oBooTgXNzlGN91MLtREEPpn8Mxj1LKg6EtC8Oo4widpnEh3UZ6WTPdvyKM6yPkokvuajeY1TTzVRw9d8ovkomjxz7AMCUBWEBF/3EATUIwmiRR/N97GTLrOXlfFSAUpNEJ6OIRMBVpuNKLQQRBYQdhjZPoL0DcTk4Om+LMTKZNauQg1rSF/iFh2E+srz4dLbGv1fA9ci+8iXqKkKoWqRqCrpNAJujXuMVYZe1jpXvasD6UOiL4xhCo7uLRNP6UydtMjNOpghhZblncyN5BFCQ+l+6T1odUWjN9JGzbNoD2Wo+zaXtGyi5FX53uRj1DQb63CdyGaBKxUcuVie+9Qu8iVb/2GcQs1gKhHHLDt0Ty9w3OikYldIdS+js6MbRRRJaAoGFu0r+6iVSsTObWFqaAz9oWbmLzxCeKBGq92OH0Bhod64iVAhl3Up5HIE++8jEhM4yQxPhwbp9PexbBA0U6AqPuVYHdWLMJaI0Dsl8cIdzN0+SamUpS4rbJ+exCfM3R1b6a8MsyK/wA+WnQupChdMLCD0WTqYQ9fyDMiTnLAzjMd6uSf+ft5i/R1RpQCAmW7n3F/+PHoshR5eOu8s8cZgSQAu8ZoTBAEfGx4mu9gG64yrr5Hx+WJlU6LAz7W2/jiH+IZBC53dwaHx0Hddktqsy8IBi3q0n7ZrI+iH6lgLHozXyA9eh9Gu480GVPTNjZpnnkW8OIynhUgtHMALN6NVJ1EJkATMXVbGyKuk90UBgSdUfEXD9C0aTtgz5WA079SYGq5eV3WfJf4AFBQCv+G8xWw8hms1vJjEyTiUV1q4LQFI8KOSRChDrdmD8FPIyQGIlJCRKiTyUM5Arh1RT4IAYUrS57ai6q9u2ICih7AVE62aQ0UiBGyM+UilysrYPFM/+FOarv+vmC8hJjHefcYiecVbO7j8Le1ICd/5h0mkXyLVonPhTS18+dNOo/ewHqVe8RtWwpfA/1j3s5S9Gtd/67epyBrPuCcb8aUCQsci2Mtt6oEkKhUsGYACmmy4tQMJhlMj4XnMnRdD9SXDlTlW2CN0KhoLWZVCbguxWJxWbYyoHie5op+aHxBuL9BlRBk+Mo35UAHLUpg4cZLjzxw5PbZg8U4voLG9noEQRztX4rSsotwX4abNxykveCSbBLt3lyg7HqnKAo/2beBE8lzeduDrKIHbOJdIk/mIyqHUCoSqsLttGevKT3MsXeORpjjnHNrOcjuPnRHclvw5FvQYN+4don0qhdmehmgBM93B1X/+EIq6dLlc4o3F0oxe4jWl4nm8/+hRCi9QnPjFxF+rojAQiWADS47fV06kTcctB+hxFaEImtY3EmikjOM7Eq8aMLOzilsTSNUkCEXIRi5CBDa1cAfpwmE8I4Xi5JBCLPZfFacTTYT00f0zLmcJFM0UMbvUaCmnBVT7bPSKRmo2hI9ERRAIia9KVE/gZDzqnQ7lzhpGNYlZcnBDDvV+F62igA+KA4EJtQG3sRE9C5l58BSQauO1yQEUO0m4L4ZXcVHUGE7WItzxwq3XXinxN/0h+2/7XVbWZwEoZDo5PngO/cN7uCudZiJ/gF+YmqJ9/XUva71CNFoK3vIL3RQXHCpFj/a+MInILMUcqJE03/r7cX7m1wde0vq6Iy38+Xe/SfCUhhKY5NZViWLQMdvK+vAKvqM8iOcGlAUoJgQCPAltdQXrWwkeXROiZWuJLKD4ktaRMuMb0lz87ZNUHMnUzCTBxl76YzFMI4QMJI/f8yAXvWkHQ4cPs/+pA6i6oLmjA9d1T4eoKiosGwwzeqKO20j6Z3rcZmtiP1vNYcrjefI9Kfr6Gq70tevS/Ms9AyS7s2ysHyVz1CNdK6AEAjsYZH+6m9lIjLDjMhHp41DSon9mGNO3ebD5ajqXfZ3Wwh4MJOfUf0A2dx6bjS+gDgBKgJluZ/tHPrMk/pZ4Q7I0q5d4zThQrfK5yckXFH8vhgL8dl8fbbpO/D9h0serTXLFcxMHhBBopkAzFfpvTlIaDZHdV0cPSeysg1dXcaJtLOgxDDuL4pZomt1N+71J6lqYfCRCup493ZbujDtYEgoqqGd62hGa1/GiPrUuB2NBQ7VUBLBwrkPqkI5eVVDGdeLDGWauKlJZ7aFlwUuDm/HBAVEXYCzOJ0EjHRlAa/R9QABd44STK+m+bjle1aU+USXU/upljHu1Aopm4qDy1d1Ps+Li91J67EsY9Qr7tl5LOdHMyYEN5DNdSFXjdmsvPyslKnDyn04QH0zQvKPlJW8v2WSQbGrc/tzysR3c8/VpilmPwU0vLb7wFNnHa5j3Rhno7iH/SJV6yMXd4fLEsSGUSzWSQZQ3Zy/l6+fdRqBIukKQMiUL0sO1XW4c1NhdEdQLGh2rA0arAc2JVtpb2+ldt5qhiM1+WeCSSpTJExOU62W+/4V/x7F8kOA5kpnRRuq6UE51ywlYuS5Kdtal4HiEwrB6U5Rki4ei1Ih1qRw9VMLUVNKZMMJx2dB1gByttJQVVtVO4sRDJHtj3F3u5mi8n4loiv7KCabiNTzF5HMrPoGthlF9n7FIN+uKTyOFYGNpP7o7hDQa80aJJLjwt/6FWPtLE9VLLPHTxpIAXOI14YlymT8cHaX2H1jHe1ta2BB99a02S7wwiT4TM6lh53ysJhOnGBDt1MjukthqB4EfR69NIIxWjjZ3snLySXwhQJO4gUAmHEJ5HYEg7J4pdiw9Bb0kMEoqgSJPxwF4YZ/mPWEQjdg/PAXVEST3hfB2VFFdhaAeEIQkmOBrjazU09gqGP6ZunZAcrCNtpaVAGhRnfiq1Ku2f2TgM3f351AjSSaX38RMocCuO4f45bZl3POOdyMVFSsUw190g5t4TLf288XKLO/z0hQPFbFmrZclAM9mzbYkT9yzgKoonHPFi9cRPJuff/9V/Os/P8yJw3NEIga1FVXqQR3aJOHDIcxsmNXbZ/i9ZAarY4GaDw9lJbEPlzgHl+5A4ASSdFMMmRIs25Pj0nU76B1YhlA18g/tYmT0KNXZK3HEFGtuiTF6f53c8LOLXktABnLxhgF+8M0sANu6UiQiKjPFPNWaIJpQEIokEtY5eaLM8JESblkQbxOY1ZPofpSZpE8qE0KYChvEDFYlS7c0aFrWRGrySe5MXYCtmFw89xCXz+7krrYL+dee9/De8a+gBxK0WuMeQoCCWBJ/S7yhWRKAS/zYyHke315Y4LpUit2Vyn9I/J0bjfKBtrZXbWxLvHTMlIqZUokHOoEHig71qTD+ZBV9oIPykavA90i6RTw1BIqK8FyUsE+t2cMsaQj/VCJI47EUyXC8ZRUbx57AaqtSHXSIHTExKhrCVpERh5nrCuAJUgci5LfV8SMSlIBAlWcSElTONjKeEX+Lz1WtlXB4AOWl9tB7mQhFJdS+Ci3WxJaBZTx69AgPHHyGL4U7aIqlCISCF8BIFtJRQXPMYLZ7FYUpm69/9RnO/eAAauY/Nra3fLgHoYgXzQD+YQqFyumsWynBHA5hhS20YyZdaZP3npuhpcvDT/tomoIhJDe2S+6cU+hOhxEnSqTummfm3HYeKXswGdC3+wDdPb3EYzF0KQh5BnesuJ+btr8d4blIOfusMWiGQnZLCn+iRtOkdfr1ZDNkRQU3LUgndcYO+ZRyPh29Gmk9wrgaZzi+jrX98wyaU5QrDpXDoARgz+kogUtiPMdKUxDrr5L1V1Hr7KRlvoiHwFJDSKuD9oUWkuFHCQUOBFFwMhCdQIskWfvO//YfOi5LLPF6Z0kALvFjY3+1ih0EfCuXY6xef/EPvAAK8PGurldvYEu8IoQiUBcDL9utpyDmkBNJdNOlVl7AiTjoxSh1LUlI5nBNhYn0Ctrr00yXQ6xqq6AttjzTfQtX1znWvwJtywHCnk+910VMKATpKnaHhzmnIywor7IIj+qUNvt4IfncJiNn/33K8idB17uIR1cSDa/8se6XzHnvPP13f0srHekMF67dwrSmk6eR9DSWkzi+pEUHaQqCsMLUMoPbFhao9CcZlC43ESclXn5oQzylv6Jxf+vbTwCN3VcxQ6i5EuaDMWTc5z3bOsmsnOdg/xFSoYCohKiuUh+ps/nTJ/HqMTouXkbbzR1c7fWh5+Y4fnKUqquiNBfJ6nuxJrJgqfTvmuPY8PeItcC4pWJEA/SqRALdUZM1oSj3K43zQ0gV2L6knIWy4pEtwer1Jp1qjIpex7R0REGnK6ZSStr4FohOhUg1hiYD4iWYDbnkRxV8xUUxqpQmDWIc5unIcs7JP0X/5GEKWgZj9hq6Kp2c6C+hFHyo9qGKJOnIhZz32WtQ9KVOqUu8sVkSgEv82Lg4kaBF1xkwTW4+fPjFP/A8tArBx7q7aV+q9fcchk7O82937OMT77uYWOTHY+F6IcT2Tcijx2k6v4lCT4rZqXYKFZ+yiDEwVSQtwI3CZHAl8/FZJtvqpJUjNDuj6JYg5FYZaP4+T0ffTNfJGk3WEJolUDyJkApWm4MXknhRHxmCeo/7LLfu83SaO/P64mMsMkhr80svj/JKeWq0yr2Hi7x5Tdl085YAAFHQSURBVIKuryr80bIbWbUCfuAbPKE6oCs0RX3KNSgIn5Tq4bYZTL65hdiRKsajOcbrkn/baHFtKEF/6sff0SYIAg4fmTj9XBRKp/6CmsHU6jESg0UyasBoWbIhYhD2wlDQcWccCpUc5v4I12x9M1EvzsftToZaDbwWDzc6hS+r2KKItZDGkEXk5DjDeoTRczO0HSvT+0wZD4Vs2SZ2ME9ztiEALb9xUFUBXgCyJkjNxmlrM1FElLLlEBU6rlNjZWUP8VqI4UqVWmwlmZUe2nAZ01ORfpyaDDGUdHiw7TyumN7Nzx2/j3KkAnqV5mIUPd+KZtcZKLShBjuQRhGRmiKUbqewt0Dm3JfnUl9iiZ82lgTgEj82VCFYGQrxq8ePv+J1bE0muSCZfBVH9cbhm/ccoFS1+MbOb9O9coGLu96Pqb02MZKitQnR2gRAZwuMz7jUbHA7lrHQnqZ79gALcoCW5geIXTdLrb6D4WoPbvshEkMa6QMRzJxOx+A9kFZwh0ysHguj7pE4FMYLB7ipoFEL5MUMMS/g+QyHl7+q3/mFsNwAz5fYEoy0gWo+xfGnZtH1qwnaOwHY1KcwmZeMLKiEQ7AKCE1YrPmTUdAU3IRKfsbm4Ff2kV2dZtOnt6BHX5llD6CUd3nwtjnWnpNk+brn1q1TFIX3/cxl7N7d+G0KoP2Wi5l4+ABeT/v/b+++4+Su7nv/v863TK/b+660u+q9ICEkwIAxYAPujlucOHFNcW7KTbnxLz2x49xUJzfucQWb2LhhMMUgIZo6EuparbS9zc5On/m28/tjVhISvQiJ6DwfDwGa/c7MObPD7ntO+RyMt3popa1EKnB9t4YzHqLxQC9DoZME/BHM5Tq1729AL2gYrsHJY8d48kmXuXNdHvhaP15I0HpFhFLiFqxMAZ78Jg0nslghndaDOQTg+SQFS3JwKn/Wt9DUBDUhHzVBk45EiJqkQVGroLkaomyQqylS8dtonoZluNTkI0RKEwRHdP55yVswPY9PHvg5dczQPTKPmXwDocJS3MnLicaeoBw7jl1J4AXGiET2oc8sQ1jNSCeB4atHupBYlXjZr72ivF6oAKicV0OVCodmT/V4KYJAQNdZ9D/8fN8Xa9+RUe64dy+/96GriEerRZ4/9f6N7Do4TLz9KOPF1As8wvkTCmq0NBhMpV2SUZ32pib2yTiFCoTkAHH7GGW7Dt3v4hqCUpOH74ifwQUGgdAohMBLBDArOo7fJdtdwk5Wa89hcPZo36l/P3008Nz2BJbS0vhLGEb02S94lW3oibKhZ/a5/s9SPnPbdmpODnBkrYH2tADbFIOpLHQlIbEzi16R9H2ileBIhdCwxZxvjqNNOUxNTvLQDQ/wxodfWqmYp8ulbYo5h/HB0rMGQIC3vW0ddz/wJD/dcpj8LdcS3vcUhTdfTWX1Ev7v0RAfJMQNQ09Q2gkWkv3rdxD87wZaFndjrU4Tjbeh2c1kJ8bYuvX7OGY3x6ZupBKcy5yVDxPu6KRRhsnvTGCuvooFbSbtR44xzD48JE9dV8+y+ybQ7bPb5XqSjniIsuMSCxj4pY7fDeK5UDE87LKOT5cYJRO/beL4dbRKGJ0KPblRsmaQspklaPupmejmDWMFSqEykiA+UcKYWk7Z6qQSGEQUO0CGwK5D93T8yQmWfmYxmqGmf5X/+VQAVM6rJ7LZF77oHAv9fpZEIqyMRFgXfW1+iV+snjo6xj/812Zc18MwND77lQdZt6yDW69ZTDBgMndehdrgRpbWX3/B2pgteIynHFoaDIIBjcZanR2zxZ4HS1dQsBYRCAaZqSQouUl8/WHuWfku2sy7CeUm0aaDBEcFTo2Df9Kg2G0j3GoZv+cKec8uTDS8kIC/9TULf8/m+nVX8dlDUZpCwWpZGo/qubi6YHmzxJ91qdT5mPOtMcL9ZSL9ZYQr0ctnSuS4eZeTt/XT+d6Xtwu1dW6IW3+tDX/w+YPMB//iQ9z+tW2UujtIHTqONjKBWFDCODFE/DFBZHkIvc5G+3mc0roM+CStexdjfHKainsZJ/rD+J6opyzXYjRsQrqHKO56nKFyC/6aetKT3bzRmiK24n10/92VAMyMjHLbx36L1sEsbneSiSNHOb0bheqg776xGRoiflJFG11AwDQASb6mQLwUwV8MIIFSsEIumKViTBMomWwcfwS/7ZKNlqhYHpHyHkbDBm7NdnB9OGM3o2V70ZwoPs3GNfNoxTYEfub/8Tw63vkmhP7SNtMoyuuVCoDKedX/Ekf/un0+Pt/be55a8/qjaYL9fWPkixUKRYtIyM8P7t/LX3/xfv7hr1sYs3fSHl/Ghpb3XbA2PranTDrrEglprFzoY9s+C0+ClJJK2aJ5SR39wy6OA/smP0x7chhL9zM8cTUNhTzFTAtez0G8ugpGycWXO1VY+sXmv+qPsXhkGc2N7z2PPX1xVs3t5jMNddxmpRhHgPA41ZPQaAUz51L3izRtP0qhubNlUHQQsydgnOr38W8fJ3M4S926OlpufOmboAKhF95Q8vCW/WiT02htzWTffRNeRzPm3kOs3XcboXeYlJoldosHV6QJey0U5sFT/j56vnEt/IrHwj1ZHpvM41k+tIkniWFTMDScoSZOPnoTDUcG8C+OUvvmuaefM9HSzCd+8t+n//7tj/4me3/6M1zLqm5HproWcCxfYTBTxhDQGAvQWRPECMfwdEmtJzGlhs82scI5koUwYSuAi4cnw/hsga8cQdeLEO8HKRCFHsguhEoLEol0C+h2LXL2/dN8Y7MKf8olRQVA5bz6VEsL97/IUUANWHmJj/idy7IdbMuhXLHI5Mos7m7i0Sf7GRib4YFHBIvWeXRGl1+w9kkpMQ0wDZCex1TaY+0SPxMph7xdHdVJzcgzQU6GSNf2IgtQppbHwu+HsCBBBz2R2yDqgq7hajqWFUUgCPjTz0iCkfA6EtHV+H1NCKGRzmwlFl19Xvrobcvj/iyD8YfNeH6B/iLKrcyJxPkT4nxFTrNXVjgV60odQUpSYocEzVsyhE9UEPL0ASpndbMyXCZNiviC87cG9uCdD2MGasjXJarncAuBu2Iet74twnCpkc9m1jKHAW6ofZgvjH+IoeYWlt0wTscdexgsdzDu+ijN0elu2kn3yjyHd7+d+MG30zpUIj2dJz6VRToREhvbnrMN7//i57l5cpKvvPsDCE1j6sQAi0KSkGlweDKH5UqGMmXGcxU2iADTjsvhYo6lDQnCPp1kIYrPMdCkBghsqxWjUI+mTTGlxzEHVuPXS7jpq3Ajh5BOHOmGEERnvysaDdfX44u9/DWXivJ6pAKgcl6FDIO4ppF52hTPc4loGm+rrX0NWnXx+/Cnv8f+o6M8eWTsrNsf3F5dtJ9MSrxCO++c93EM7cLtkB6bcomGBJm8oFiRHD1pUaqYmCaEQzp+UyeT9zh1wp9pQq5w6t4a1QP9JM2NQ/jNBJowGffVYGV8lMqtxKOD1QA4e72mhWht+jDhYM9Z7aivvekV98X5zwlEWEP/YN1Zt7t3ZZCjFjsfT/PzQpk3LIidWfP3HO6TeQJUAwlidhr21NF4QhAcd8CTaLNrGnXn2Uc79ZhB5y91vaJ+PZ+rP3Ez/32sArEz/fHQ+eP+P+LqxOMUizGS34rg/oFOd+w4CXuGJeummDjYS2BylEOLBS3ZDmrbOyg6o8wUQ5TjIaYDQUKuztJfW0q084U/1MXq6/mNu36IEfBTzuW487prcB2Lou2wpr2RXcPTVByLk+kytSGYKTo8MjBNIBBn9UKJq1lotkHZbGTKakX36hDEcYInEZW5aLlFoFXQcr1IXwrNDcLseTXVHSnn7SVWlIuWCoDKeff7ra38/fAwuecJgRrwrrq6S7rci5SSH9z/FF/9wTYeeOLYqVufdsWZiJDNCL723/vYvmeKd71pOTdeH+HQ0DGuWXDzC56n/GpqqNGZznokYpKxSZdsweOpIxUsGwwTyhVwqoN6CAHxCExMn/0YQggm09ezYsGVuJ5O3zDkCgXi0RGa6hbSXH8jhh477+v6vC1ZCOnPCIDGHzYhj1ZINGsEHy0RP1CB5wmArpQM42AhMZD4gQoQGLZwghpG2aXc5MPInzkRw+HsmtbM/ne+L4eU8rx8T3O2y+8ardjzn/m1iFHk8vguaioPc2T8ckYG2pnTPEh/sYtcXw2BxgBSD9GYt9GFn6G+TehCUpyRYKdxynXIVJbsigX03tj8otrjCwUBCMXjXH/bHfzgf/0+Nd4J2m74fUJ77uSpfUUigRSxcIQr40VOphIExVuR6Z34zePogRJhkcO1HBy3SMh3HNvsZ8afhNx8NOkHNLDObIppuKWexo2NquafcklSAVA57zoDAdZGozyRzeJIyalVgXNMk99pbWVrNsuV8TiLLuFj3r738yf503+5m4GxzIu63vUgNVPiUP8E3717D3sG85wYLFB+axc3XLGIspvDLJQpDe4ltuSNCHF+fsHpumBxtw/XkYxPukgJFbu6pl/aYDugCYiFq4FwJvfMx9AE5IqSIwMROpp8XL4Cdh7wk80nGZvSmdMWOC9tP5f5Dx1gnh20ylmLH/3JbjrX1LJ+eQ+/9YiHTOeQK6OI9rNrL1akx7fJMoXLEnzspEwej5JtoRkm5TY/sT058r0h2r8/iZaTjNf5CBccAhUP4VXjftmEwGzZQyNsnLdAv7MIlWfUUqweyxcUJaJ6ngeDl3Hg4z1kKquZM9jHjYHtNC4vMXb4RjwngL8ChmsTFMfJFecQtHyEJzSaDhxGaIKW/Azw4gLg09X3zOVjP/nB6b9PPrCS0Be2Y07/hGJ5AJOFtITn4coIbmkxZbueSMcQxQEHHRdNK+JUOrDdOrxgBvPZdhTpsOzPl6rwp1yyVABUzrtWv583JZN8oqmJGtNkxLKIaBoxo/r2WxJ59jIVl5JiyWJ06unp6NmqHD9TJl+mp6OWnvq5iMo4S3s62DH+A7b9TYHVzYN0r0sSaJqHr66L3MEHCLQswpdoedntLJQ8/D6B8bTF8qWyR1uTztSMju1I1i318fDOMhW7Gu6iYUF3h8HhEzYV65mP6XrgWvDkYZvJaY8VC/zEwhqa8FjS+9r9iBItzxx99rzqObXebIFi0Wji7SsiG41qdZpKdVT7SZliFJcBv4YN+OUYCxhhwlvI/koFTa/Wsyk1+jALDoG8S7o1wKGmIA9cWccHbx+k92SJdEznyx/oYvHhLDc+MElNdwzPctF8L/2EkBeyKaaxPAg7Tx/Sc+Y9V3CC/PtTH2PRPsm6K7dz1GhFDMRZv/4RjDk2uYdXUBlJ0vXYMZrWb0WaLulKCn1rAqsrRm0gh33SpXL8xX2geSG1V/ZSHAmS3naUsS0emrOcpM+PaUxQLvVg0Ys4vAdbzMGyUkgPqPQikRhpeLYJ9uSapAp/yiVNBUDlNbHmaSGv5RKe5n0ug2MZbOe5psifewTI0DQ+9cFNLJjTcPo2menFbxwlY28k1Kbhq+vCTg9THNpPZeI49Vd/9CW1TXouTnYCN9jI9n0VImHBmsXVUblM3mPH/jKJqI7PFFQsj90Hq+EPIBKCUlmy66CNfWbGE107syTuFMcBy4IffeYg+vxaAo1RDpgO65ZduB9ToYSPX/qP9UB1iv7I2BRtYRNfTrL3O4fo/I6F6JH822eHCQQyzPNtxCci+OUebpA7uFfvIe1C1rKoDwQZaw0gCx4tD2Zo6IqydUmUSkBny4ZaosVxvvihLsZr/dSmyvz7hztYE/Zx2Wz4y4yNc2LnTpbddOOrMir4rb0PsypVYmfkKkDM7lORIAQfbPkhc60Jtu15F28Y7cdu14l2HkdqLkLz2HdVgdK9MSK9jQS2LiIYyOGmskRSFn5rirJVwEecmYeH4A9fcVPRTI3OD3bQ+cG/QHx6NzN70+QHBzGtNgTVnyf53GrQwHPDCPTZTTXP/jr5Gkz8da/t6TmKcrFRAVBRLqCpdIHP/ddD/PCBp17W/RetnuY/H/4rOh99Cy21jbznhhV0xlfy0X9eies5CKEhhMBMthLqWEaweeFLfo70ju9jTQ8SXfImErFeahNnRqMMTTKTcbEsycxEgWP70oh0nrY39J4OKcWJEpXJIuH5Zzb4nBv+TgmYLuUTaYLZEl0fX0o0fGFGaJxJmy/9Yz9t4y43XVtP6R1J/t+2ITb/+kmSQuP9ZoD/2/gEG9bG2L8wy+H0Mb7T+SMa3BiW/gOatWtx5VxyhEnHDVzARePXiJA/mcFOBGhYlOD/qwnw1Z8N0D5Q5BvvbudEe4iajE3zpMWPVzVxMKjxl7Ntuv/z/045l6euq4vWxYteUf/SpQJfevBRhkMNBGvvp9ywFqmHqgs1NYNjpU4cE04sG6evp8yJmWYuD23H9Dt4rsaJ2jqchREM8wj2cRdzJI6mjWAZBv7pBAI/mBBb2fiKvxfnWvyHS7FmbILNb2DLDVuxZ2yMqI41bYMLGs8f7OquqmXlv6xQJV+US54KgIpyAT24rY/hsQwnR2bO+crz/3LqXNxOoiGOz78dx2/x5fufYEltD++5YQVFO4Pllnhi5LuEfAk2tX0IIQSxBW94WW0MtS/HLWUI1Hawou3ML9fUjMu+oxUqNjiuRzRmEvMLJvYNEb6mk7LwUyjB9P392AUHf0sEI/r8v5xPjMGGP1jBvG4/gdiFGym2+kqMCg9P88gbkseOZnkkPc79dQMgJJnp+1h75ShfXrkCD406TaeMTl4KOhjBECvYjI+5wAEquEAzBgewyC3yY3xhIX4jQFdeJ37fMF/88BwmEiZCSlpHSvTNDVOOVH88e1KiCcEVv/wBDj64meYF85kZGeXn//QvrH3XO5h72dqX3D9D10gFSzjWXhIj4E0+SqFuDfnmawgaFrtnFjKo1RDL/oQdR3xEOnLMTQ6ABCEkv+v/Kk6HxYFfXEG6q5aFkznQOjCcNMLT0DDQmkJI58UtZXhJbY8YGLOvzdLPLOHk105SmihjZx2k+zzPJyDYHqTx2gYV/hQFFQAV5YKq2A4/3XzwJd+vtrmGcrHM4PFmJmpitC2qZ+XiXop2nrv7/xHbLUOkHTNYXYC/U6bYxTR1+FlDLe3iuTfc/EAOMEaJj9JLacritt8YITPWTNvy/YRq/QQTJg3dMTo3NeNJCAUEli2JxH0sWhQlqfcypyfCkeMVnIrHkptbObwtgx7x4VWq88Ca/7l/9JR0HS14YWuyhdbH+KMmk+//SR//tGWcYVswpE/SNehjsLlCV2KaFj3HP9beS8fBBN2PtTHy8Rjf1L/MBtHE9cAxbCZwaEBnGX6WEWTonmFG+zKMfbyNKVx25lz2/GYvpCokp0oEx132LYgiTQ0BhABbgl9A07x5NM2bB8Bkfz+F6WlO7Nz1sgJg1BckaEgKlotAotlZGsbvp0M7iuy5npBWRjo281oES4wnmePfSbBQplzQyJ8oM/PDacr7Jf7wIJX8GPZMgbibxPTinPrwYo2mSFz93PX/Xg01q5N4FY/RH48SWxhlanMKa9p61iW0q7+xktoVqsyUopyiAqCiXEB7D49QtpwXvvAcu+5/EoBQwKT0nRmK3RVW1zbyD5/bTN+4ZNlbG2HTFTxw3zg7xh7i8g8tJCssCtgMU+QTcj76c6wjMx3B6M5pnjjSx8iuNMcfnQQgdbx49oUCEqvq0IJ+5rx3PocPlygNZYgtbeDQQ2NEPAdrIIN3fS/tN8UJmjD8VAG9JnTW8b4A7myJIF3TONzvMpMtsGFlkN0HLZrqdeZ1vvajgaGuICP1OrubJA1HJLeUinz9rWUatDKDxTrqhnt4cmIuv/fYIP6sR31uO9f5/5bHxed4IxGuJsS9FBDAFB716MwcLNA6bHFdOUogbJBpkER1jf/sTfK3+1PU/tVT3Pa2Vk52hVnYCm1BHf+zFJ7uvWIDjT09RBvqX1bfUqUcqWL6rHFmVwrKE8M0dhwnFpL0ao/SsHc3voTL1JYx2t7cwcyBDEe+PEgoGcKeiGNMPkJjtJaykcR0BHFOTflKNGlSHnyWbd+vsroNtcQWRTn59QGW//MyUo+nGLlzlPJ4ubqjuTPI+tsuwwyrQs+K8nQqACrKBfRnn7yer9y5nULxWbbHPgvDZ+CcCowaFMs2zRvqqe8N8IvNP2Nwn4/GQJDYjXOJaB6Tu1PsTM2QqoS4MdDBAAWOkuN2jvM+Off0Or0ttx/lsD9HeZ0P8S/TaHdOcb82Rqls4xqgedXjyjQbvIRAmgJ90mPyyXHMoIlWFyJxeRuhgE7uQAosB3dJAt9VvaSKAiklU+M5sn1jxJu7GcoWaI+G0Gaf/1Q7pKxuQhhLSTwJmsZZO45fS570OHBFBXvUJGdoPNCTYCI+Ro1eJmbmGYn5SebTpD5yP/UDAfy1YyyQY3S7t5BlOaPH/zfvamlhR8TCRrKbMqt+awFO0cEXqYaRhCF4X2OII984zvInU3z2PW0MNgdBSkI+waaa554yjzU2POfXXsgXdz7wtL9V47gjBT4cxM6HMMsj9BccApsP4FplRMklUpckMjdG61VtlMZNAnmd9ECeiZpROpPrqOkxkMdt7CEJSAwCFA9PP0cLXl2+hI/eT1WLgydXJOj5ePdr8ryK8nqm9sArygUUDvr43O+++FMszirn50Eo4jJnUw3Lrg7xhrel6FydoeEKG+sqk4yTY+1vLyL6AcHDo9s4Tp6GnMmMtHhITvDPHGRYVkf1ftE+xY61JSbdEscPTVPJOhTyNrIMmlN9LmGDRDLz6Rgzf109nsxwNGTO5YnWvdyWup2+A4cozLMIbmomXSfIVEpMbT1BMZsDn0AzBMeyRUKmge15SCQWdjWCnFPweLI8yY9S3+Jwec8rf6Fforxb4SPHv82Ik6YQSTGWyGLpGnUlD5F1eDjbwTZDZ91l36J3bh/y6v2n7+tjFEveQ33y93j4yHY2ESKIxgL8aKaGL/7M0cx/7Anx95tqGW8M0pOySSKYGNF4B+en+HVN6NzSS9U9s8vqF7DlY/9G05f3Udk2TbluDhQsJvtddv7JUa6a903KjwWY3lzh4C92MykOkJoa4pB4iNBSP8bV00wn9zPU/CAVI4O/Qx3tqCgXKzUCqCgX0NhUjk9//p4Xfb1dftp0sYBEQw3HvnOY8Y4Ab/1Qgjd80OCJn4YRnkPe9DgSLJKY00Sz4+NweYYH+1LwWAnjl+s5FMpyZ/kkgSGH4wssiBmktxWJ7LDwAOGcehqJh0AgkUhC3yvixQSu5iG86uhROjtFJl5mZH8fT1x5mNpEHdlihrb/59BUP5d8ro+pN1e4+sorMSyN0UKRpD/GDFkKWpGYjKBJDQuHJDEEsPlRnYTeg+O5z/paWLbkQJ/F3DaTWOTlfZaddgrsL42yMdJ9Onw+lj/OfZkDVKRNvv0ojXoDAycSZOtSLN/Txe6FDvP2hUk1TPILsYCrYuNnviXi9LeG+vhuror+F3GxkRt4Zq3Lr40WaPbr3FATYFlnmO2mxLMlwc4wu5bWEdDE6RHSV9uHl7+BXaP9bBvpY6ZcQBc6/3vDzXxo/nq2ffcOLrv8WvjJXYhb3oluDuPa0witzL/e1I0Z0DC0ELrp4At41NQ14ZY8fn7/t4k1FsnPmaDz5C1IBKNf2UfHb605L31QFOWVUQFQUS6gwdEZbPvl7ZSsba2lkKvgCySZHLMYq+2mhgE29mgMOQb4BZ50icUaKQgoZixEZ5jGn3lEvuuSXSMZ2znB2EYPGTcQ0y7O41kq7TrmiWroEkiskI7mgmZ51TJxTxYJlA0yLRU83aV2MMKa29uRBpSbJPnP5ziQnMK6aYKhd5WpG8mSWeXSbXZyKN9HdNigvbOLIX2EjJFl0kgxbkzR4jRxZX49slqQjhmKfKnhQbSiy9eP7uWK8FzenFzKg7nD7C+O8hv+t2A7OidHbJbOOzNVKqVkwJqm03/2gv+S5fHvvxhjfnOQm5cnAfj38c1k3BL1RoQFwSYA7kjtJO0UmeuvY0dsJ31ijFBHC/GsD8/nsW4gyTWrH+Lo4TV8qL5avqfaYpidwUYI0AWgbcf1ptG1mrPaYnuSR7MVkobGDTUBPtkapc1vcHeqyN/MTRDSz+/kjKnr/OdNv066XCBdLpCtlFjZ1MWP/vJv2Pr1b5AZn8AfrKDd/R9EV7+JFXOmGdz3CJWCBtLDKhfwBw10U7LghsvZe/ejlDJDuGkH3ZSc6PoR5fQEvW+89rz2Q1GUl08FQEW5gNYubeeOf/ogb/rol1/yfVPDKTQBpl8QrA/RPnQX/nCRXT3vwi+iiJKAjAY1QBD0owbatEd5zEFO5hipZIld00CtWWR0IobvKRvfdheZ0PAiLrIMuiPQXMgtjhE8lseftTHL1SK7iZEAAtCiOkYiiBaRiJkyvfMWU85OIfZJTl6TYmRJkRa7npP6CIVvH6NlIkn8zWF8bSYVw2LEN05ZVGgo1p5VvNfTJH7PT8pL80Sun0dzfdyXOUBB2py0pnnSHOJ7zZ9iwBzmXUd+zntqV7M+MpevTz3GI7k+kkaYL855PyN2hs3ZI6wP9PJA8GGGjq5iKm8xPXcfZc9ixinSE6hupvjY8W/x45m9ADQacQqeTVAUcKVJfd8bKOg2O9Y/wS5vCT+66qtIy0e+HCZdSNBWM4wQ1RCIOLUXNkfe/T3i2tfO+t6ZmuB/t0eJGWeC3i11QW6pC77k98HLJYSgJhihJnhmdHLOmlXc9dnPIV0X1wZH0xjrf5zWeesRCHRDUsrpmAEX0++hm3DogTvwB3xowkE3znyYmWzcxZy/Xv+a9UdRlJdGBUBFucA6mpOYpoZtP9dJIM8kBPiCPhatm8PQsXGccoldj21iwaoh5sUL2Lt3MpFeiSYMnAWAD0RF4n8wB64kW+cw0pzGa6gl59ZT9/FRjJTEZ0xR9tcjbBi6tY36R6YIjJWI9s+gFeDpZysIBEZ9EbMmihAGpewMXrlE9/VzWB5ZgBlNkc0PM7LFpnNVL3uHTzK8+CTxEy4N/iiZA2UWNnWQbI6TsOPUeWePktW6CTZNryE79ySDTpoZt4RPN/ls2zu46fDnmXRzNNYafOjQj9hdHOTx/HEqONXpa0BH48+GfoKNh4HG8fIU47XHsMYTHJ6U1DaNMlCZptNXw9uPfAEhwEDHQ+IhGRACx99ETXmMttoBMsueJJcLg20TiDgcdeLsrHTwq4Ht1ESmcVyBYchzKjiG2SeuoV5WmC/O3tDRG7r4dqUuu+lG3vxHf8BP/+Yz2GUduyKJt5TxpEm5qGMYHlbZwPS7+ILe6Slvz7UwzumOlF51U4+iKBcltQlEUS6wZCzIDRvmv+B1AtA1QbKk0Zg3WLpxEW3zm1i4rgMPH4N9EtdZjZcPI80Ymj+CkD5ERiDrPJwlDt41JtbHYxT/KMncXAex+yD0gxy+nTa+UpbKVQL3sjwAsaMFcsuT7P/bVUgNxKnzcBEIo7r2T9OTRJd2IAI6dqqMm7M42T7GWCJP1svjhQRNoRZEJs4CFnBd240s++jNZKfKmDURQqEovZUu6j1fdR5Vzj4+As/zaM3W0DsS5e75v8X3ej7Cnb0f5/bUDprNOBsj1V2fPYEGEnqQdn/NWaVlBIKHckd5qjhCwatwTWw+luvwZPd9bG+/n0OlUa6Lzeeh3BG2ZY9zbHyYmxJLuPJkPYGyho3ABSIG/M5MmuUDFYY6JwjoNl8z7uf/7vw1thy8ju/1Xc+jh68iX4kzlm6m7Omna9xkaOCwaOGg3PeqvV/Ot6n+E2f+IgXjRz2mjt4NmLien0DERTchO+VjZiKE64L9LJvYpWOz9at/81o1W1GUl0gFQEW5wBLRIF/483eycVXX814nAalBW8FkQT5Ee8VPMJQgUl9LTWsSjAieDJEvtjFVWoawBcIBfUAHG6QAOxfGPRLFOOkjvBPQIXh3mcLlUUptEZzttVhP1uMisBMm/rKDbsDAB3rREgX8HRPoC6Mkbt6JCJappCpk+TmWPIZBCG1BPansBIPZE8ihRgrfzmHU6uSPDJG6+xj2VInxn+5l/J6DaAEdYejVngkLZGm2py6QwdB0kkYdkexivnRoL0tDrQghyLol1kW6+Iu2mwH4y7ab+X7vx7l3waf4P803sjHcTbe/nr9quwVXegxbM3y0YRPXxOdzS3I5fqGjCUHFc/nJzD6Qkrqcn7c/1sjmzGHSRoVYWWf1SZPassUcmSNQaEDPgN/RqS0EEP/0bpbubIP+eYh0HTXRFBO5Jo6nevjK0M1MuCGkhAjHWendQQ3uM0bD/vpklg8dTPE7x9I8mbPIP9f5eK+RY+UCB0o5hvY+LaxqGsGoD9f2MP1g+hwitRE0I0awcQ2hlsspF2pxLD+gP+MxB/dsoTiTeu06oSjKi6amgBXlInD3w4dIZ0oEfDply0XTYLY2MiuvXYZu6uy4ZzeeKzkat5iO+7lqYT2MlKnbMkVbby3JtXVUhIWVMGE8h3QjYOoEzRQNQ32MhlaBqSFt4JCBFQrh1UnMlIVZrOB0mFhdAXxPOPR/bCGT1zXT/oN+0CV6ykauKFO/cjMnxpMEnupBC3pgVXDKk5TMfTRcNpfISpeTX1tFwDVx31iPG/LIPfWbaH6bwsBKQr315A934WTLWOkUTm62jQ0RhOZyZjtFEKHlSBo1SD90iyQV1+aPH/gqi2pa+MSam0+/djVGmBqjerLJRxo2ck9mP0kjxI3xRfznxBbqjDCrwh38NL0PTQhWhTsoezbtviTbCyepN6Jc6zRTmOfQb0+TafdYsj9GmRLvPBpmYlkvgdviXB6rsHxIsmwyQsoLsHI4Q226gjW1lNCmPnZr3ewfXkUGH1sMeGvLT8HSGC/0MlPXSwqXWqmDJxG6hislJU8SdCX/OpxHAl+cn8Q4Tzt/X8jJShFHwtp3v4uhp6plbWJL59PzoXfQ/4+fwXMjhKJZytkslaJOLrUTJASiASJJByldzm26GYygmxfuSD9FUZ6bCoCKchFYu7SdUNDkmnU9bN5xnErFmS26MrujVBOYhkZz1iRqmIS6Y5T/eS/+pY1oRY+u2lq8UIJK2UN6HpCBkIY0JTVDe7ATIYxwBbdHwziiEdqXwdxVxp2W2CEdzzAwNJdIdBTnU2m0/S0s+swTRAop7MdD6BmN/Lw2ttb9DpHjJZKhLOGeI9Tf2oW/ZT3Tv9hBbNGjhHqG0EyHsfsFkw9YZHePEp7XyYI/v4tgxzSRBR7RVW/Bmf4N9FgETdOQSISRAc+P51jYaYuBLz1MzTXzqV0fJF3ZzH0nt7NnJkswnEGKW/n89h/xjoWbaI6cvW7wh+knGbZmiOp+vji5lWui86g1q5sc1kfmsLc0xI3xJewtDfNnrTfxmdF7eao4woMtY9QaEVYFOpg0c9y38CCrj8ZIFE3m/sIkrNssGYkwHnIxigZRIVlSLNNmSJL+4ziPzWMXGynGJUU7ypaHP8KKtTk6a55g/sTPGY23Ec2/hZO3PYZdOcmcT93En3U1n273t8YLjFTcZxlDe+1cFkniSknxljfzs8/9A5V8gfgbN2D7DJKrrsXMFAnFAxx77OcI4YGI0DS/hroV76d44qcUJ3cCEn+kDQoWZibIyUcfwrEr+M9TPUNFUV4+FQAV5SIwr7Oez/yvN/ONH+8gHg2S9op4loOUsOv+vdXdvppG95RB0/J6cu9sIZAs4zTXYDW1IqJmdY2epiFGbcTWHN6tSSSC1ANtBHamcT8ZRJ7USNsBZLtO3VWT+IZdfKMlbMdCv3yaniu/Szo9n8LwIla/+bM8GPwz9O0aiR1T+K8bo+JvwGdVMBJHaXjjj/G3RvCK1xJqM/GcBDO7YPh7EJ4/RvHkZoxokEBbC3Z+JTVXHMazFuMvL0faITRNAyEQ0gUE5YkivpoyaAla378OIxoAfYYW93K62r9DxdiPpoVojfezayDBJ+/5Npd36Szp2MZ9pd9lWWglfzNyNxXXYX1kDpNOnjWhDvaUhhi2ZojpAWzPJeYLYEuXuzP7uTLay6Sd498630NAM5jjr+Oj/d8ioQUZra/QeizKQitG2D+ER5CWvIneOk75V+9messafiDnEYkHaA2VCFsj5HNtyKLOze23Uzc8Te7B67BSSYKHLA5YP0UkPDzP45E//RHh376G1c29CCH4QONzn838Wonq1V8HZus83vavd7Hn7ifIbNuFT45T29LJst/+bbZ98z+oX7sMf6yN/OA21r3/VvKjk+S4isHp/XhuiXDdYgrZ3RhOEL0SYO9Pv0GktoGlN37gAvdQUZSnUwFQUS4Sy+c3k5opsqynmZ8/dphVqQiNS1rYE8rQ0tNCTXOSSFYyfXSMmvoaxEIPX30IPAlTJagPggT93iG0sRJWRSKkht1ah/uIg3l3CRkzKXTV47ZBNFQkVRej/cd7cBt0Mm0rOLm3F8sXJ5rIsHnid8kur8PoyrHu+n+lprmPpttWkT3eRi7fRPIynYbluznw51dR6N+I62ygEhrCHQqSz/bQeNMv0LIebmEdez9yPT1/XMZX9wk04zLwBJ70sKbzTG8+RGxlB/ZMGnt6kOjCjdiBKHrABFcj0fqvePYiorH9+ALDTOe6CfkqpApB+lJFYrEg+CRhzUdI0+n0+VgaamNb7sccL99FybuBsmdT9CxG7AwZr8yx8gQbInM5WUlhCI8J659YHn4nQtTza9F1yCPTzN9t0j7ko1QuMaVHafW0aq2/ig99tAZrvJbrZjRS0Si+sE52cY55nQ/i5KPUdx8gmjyCN+8EuQfWcyi4jvadGewZl/2JAsfdHMe23s7N89fzK8uvv9BvvdMcR/L4/QUm0920ru+mlfdSGt2JY/2E6Zlaoss/RWn/I6QOP4RmRpk4sovxfd+jdfEvYwZqcT1JZuQhXK1CJTEJmuThL/8F8zbdzII3vAMz8NqVuVEU5fmpAKgoF4lIyM9tf/9+vvGTHWx98iTtM2H80y5r3r4Ku2yTaIijNQtC0zbav40iijbu+3qrFYdNDXIW+s+G0FJlZMKHlwSRtxHZChoSvTxFa+B++OblTN28iBl7DH29R+kjJhW7EZnKM6d3O/3uKgqRMJGt0xgLdQzXwNdVIhDKYB2vIfdUCw3/5zjZ5luJbf8wTn+Q0lCOXNAhV1+PmYDAjI8jt91I18pajNBR3KLL4b94N12/0URozhTSvZvR783Dmszjq4+gGSbloQpejSC6wEYP+NHMPEIf4tg/GHT+8aPEgjkQDoeGbmJDy9t439t72Tqwj1vmriUwuwawx/ddpuynuCr2G2zJ3MXeUhPvqZ3HVwe2sEnr4C863sKO3NeJiWkiup8P129guPIIU/bjpOzNJM3LiEgfuIMk5nYSngpy2/oBNuyIkCu7GJafwFQN2lduoQ3wkHRNQuaDOzjmNRK5r5UHapbz6P6N/Gn3/6Nh7W7Kh7toGs+huRJbSlpzMSajFYYHxvj6yQeJ+cK8feEVF/S9d4qugz+oAac2pAjMmgUUC9NMDxyiMJ4i0bOe0sRjJHrfhlfXgSt+yujB75FoXYfui9K1ZgmPfeMPqW7mAbuYJ1zbqMKfolxkVABUlIuIaeq886ZVfOWefRxsyHH5jT0ULYda6YP+HNZglkmfTe3qJAEM6MtCzEQcySCGCsi5USRgX9GA8YMT2MMuhf/djL/YTHJsD7kvRYg7xxDbGsjrSRKhfQxdvQnz6DCd//4EpbeP4LRfRnggRctkmj4nDD6XI/e8G2n8iPyR5fjiUSb+rJbAnDhjMzms0QmQOsGWAJGlAfw+l+KRAnFxEq+YQAsvIbH8SaTsIvXQXqYecMkd0Ai15/A3xwjPrSfQHCd7YJTkFWuACEKTmMkf4hSOklzdS/be32b3ysd5+4o8C2o2cfeJb1LyVnD/iTGeGP8ef3f1X+HTamn0rSYodHaXpkH0UnJL7C+NsvXIboa0uzFCJpHAo1wXnc/a6FyEECSMdgzxVhp91TOZF9W38bGNg0zYh8D8HZIndE7WFmidNHGERUkTBGdHA21dMhV1aL9zPW/x20RXHmaer5+DOzfiPXEt41sWQdsE5okGdCeAhsBfMXkqNIUjK5SlxlB24kK+5c4ihGDJ2gBDx/OnbzP8EeqWXM/4I79DJZ+n/or/oOmyT6AHaxBCJ9x2I4ZWpn35Jxnd/ndM9Nms/9DjPP6NDeDagGT/vd9l8Q3vo2XB6gvXOUVRzqICoKJcZOIBk5vffhlT7ih+bTvZYz0Qa0bfmaLc7iMYCSCaw+Az0b5wAFFxkcvrkYuSeMN5Cjd2EfQctEdnMDMu2j9riHd1kP9hFLc8nxN/9AZi20do/o+dlPvakB9MQ2mCUmwa05xGy+UI3ZPDOQKt930fAEcP05d8N8lr2qiMmjgzE7gpF7fkgtRpiAiW+D22fHGCcqVEdxwiviSH9uUomXm0SBvFoYNITRLpbqDxppX46qJoEYEmTUrDM9RftxC3UEZEy7glwdRDizCiKSK9tyBFnojvEKlcmAPpH+PIIk3JPhIhi3iozC8Gb8MI/ICg6aPBfyU9PhhzMnT7bf6kZRP3iRb+7dhXuKeS4tZgCNc7zL7CR3DFX/EPo19iWTDLRxs3EJ/ycXjg75jp2cGQZbN/4Z9wPL6c933jcmzhEnZ1JmMuZkZgAOmwTcDSkMUoYc0jseA4ScMlcO8yEDqkajBbprHfsgX90ZX0VUD3NCq6i6VV8DyLrnjjhX3DnSOW1NB94D6ttp/nQKTn1zGmD6EZPjSjAQBDSBpXfApEHscdxfE1YllFNC1KrGEZ2dGdABRSozz6X5/hnZ+540J0SVGUZ6ECoKJcZPaMzSCDfiq5BPt3JrCKNi214L+pjdihGTK5Mr7ZEp7eL89HDBUQh2cQOQuxZZLQjjReTxTjSIbKvCSUJdw/ibZtnEpTEhH3qPSGcWJ+nGCWtj/fB72TTF9xI4mZrSQenSTyVBlN92MgiAU00oUi8//0DjYc3EDKWMldoxrFY1OYMT9GyGDTPJNC1kZ3LGJ+OJmFkAFOtIIuDdxCBem4oAnQNQpHxoktbwMkR/78LuZ86hp0n07xWI7pR/toed9a3IKPsTtbSF6+jaab97Cp978pej466mr4pbrPsbRhGRsbDL6891/44aH7ODKZpKdxgg9fthWJx+XhACEtw6T1bebGdRZ1tXNd4hMgP0bFm6T9H99D2Z+j7pc6eaI4zcDQz/jznUsot43gLzXR2NdJXf0widg+kg1tBPrnA4KmjIeGQAOastXTPSQgPI2Z29+EFi3iX3IMa7ieiieILTyOX3eZXnmQkSMNnNAtxgIF4paPsVCR5U3dF+qt9qw0TZBIaqTGz9QldBww4kuIxJc841qkRCeEEZxPw6I6ouEYhg4r3v59jj38G8wM7yTW0Epd1wIm+p6ioXvJuU+pKMoFoAKgolxEpooV/mvXAI4nCekBMukQhu1gSIHWl0N/YIT68TLWr4SrCasugIyZmPcOIaYtZNSHdFw8N4wQAvGmFmRzhOlJ8F0zj+jjwzR8Yx/J0lFGPrCchtt2Ymop7JH1NPxiH7l32yQLhwg3LSSQMLHDddQNDZMTDsc+ey2ZUozmuYO4JQc9Xo+RDCFzJXYcLRD2ARLKDjgSsjYwnZtdCTbLkwRDBrYAr2STe2oYX22YsR/uQfMbDH93O26uTGbnAOXRDJXxDGM/ziLkSepX2izq/BWub/oQQb1aQsWVRVob7qBsjmBq66mPSyayBncda2Jd0xx0/2Z06wZc7S/41RpJSC+Qskw04cfypQgM7uE3o5t4yN5BzjvJzBv3ki3fT03wKtp3/yYp8wESvXdjjjdWN4AgMXj2On0ekkI6SjyaZ/twjGTdJLXNaYgW+bFbZl+ywopr+tl8tA5PVgO8JgQ/PvIYn1hzM4Z2IYvAnE3KF1eU2nahNqAhNA3HhUS8Fq88SaVUwhesYf7VX2Ls0N8yvPcn7PnRV0gPHedtf/3t89x6RVFeDBUAFeUiMpQpETJ1pksW0yWX1t4WdL+BdDz0nw4gxoswWcH89wN4l9Xh+TREYwSRc0AXOIaG1haEnIU0wdgxjh5JEc8IAofTaEWLwH/nSN26iFJ7C5XGMbQBE33bJJ4ZJNNyLcknJzA0l+nlteSbw7Q9lad+7F5GTzYzMAOjxxPg9+Fv9FN71XyGvvkE69uhIShJWzajOROeIyT5Qibhzhq0jjpKIzNoIT/l0Syy4tA//iBdn7iSyliW0kCK6S1HwZUgwKx/I17/LfQueudZj3eg8AcI8xC9DRpv6lzC9/dH+fHeOOniATRjhIHscbYG/p2Pru8m6zxF3jmEJnQS5lrM32nnh4fvJT79dZY3aAS1VuK+W8iym4yzk/RNv05w53rcaA7h+ZBCgvQAHYnERp4eibXxGAxn6SjEsPu6aPcX2a857HU9hgcWMtI0yYaxNkbmDNCVzHI8Xa2L5yH5+bEdvGPhJlqitefvjfUSrb82ws9uyz/vNWEfWA5krepUcMWV+HSNvoc/jVWYYMlbvoVjeUTqbsEX3U92ZCf+SPw16oGiKC9EBUBFuYgsa4pz77EJpksWGBrRumh1JM+TOG1h9O4Y5G1kSwjzW30gJdnfX4m2rAbZEEQ/msFdmETqwNZRxPZprK4ETe27KEd1vEAYMdWKMV4CD/RkkG5fmGMiTCERwWrtImuNUp4o4N47iM+THK3YtKwoUt+YJj1Ti1OwkAWHyliGwsEJ0GDPuGRuXDKWM6lOiHpUT5qcDYKzG0utos3ozw9SKdoEWuL4WxPI2SPQhKmhRwNo2TKZXYOE5zXgWi7Fg2N4soeJ3TEeMKdYe80wJ0r/SWfwoySMy7DMLA3+G2n1v5srWn6EWy7yrpV3UxtKcdehFMsbmxm37qLoniCizwcpaAm8mxrfRuoCx3GNHcwU67ACe6g3r2ex8W88ceQ92E0DRAabqd/1W7guoHvgVAtXF4WDhsCTgpRR4vtdfaxKN9BVqPbXNW32JKcpeZLJcJlAOkrLeAObI2lORM8aEyVkBjiZmbioAmAsqdPcqTN60n3OayImpB1wPAj4BZYnyFkSiSBUMx+hGQjNIFK/mJaFv0ppeoBKfua164SiKM9LBUBFuYhoQtAaCzKWK5O1bUqpAhFXBylhURwPgSy6GI+P4NZpkJU4T0zjjZbRCw7Efej3DKGPlQANL6gjAwaTE4sI33AIO7ESY5dBeOcoxvTjXBMu8+CvrEcOZQl/4yiRLcMQM6l0RDFHC5gueMkcg8MJvHwE1wFTlLDtU0FPgOdx2Mpx+EQcIxrAV+ujeCI3+/XZa3w6lKthwslWACgPpCkPpNFrQrjTRdyCxcjtO9B8OsGWBNElzUw/1g8Sxr75BLWfvoGThzMsvHIQR2Ypu0O0Bz5Ee+BDp1+/K9vewZVtMFhyGK7czrULstQYOhVvGa6Xx681kXF3Mmb9kBHrdhrq95IuCnQRpWiPsc3+fwTSAaLlVrxsFlHyIcYSaLaNpNoVIQUBXSC6c3AkjhCCnM/mWDTDylQ9Fc3huL/Em090czCRpnMoQsTz8d3OI5wI5fE8DbRTR95B2AywffgQl7ctfM3eZy9GzyI/oyeLZ93m0yFkQr4CUwVOT+/rQNCUGAKaFr6fZNvlCKEjhADC1My5mUjjStqXduHYHoapjqFXlAtNBUBFucicSBcoOy4IiGQ9RMFGBnRI+hEnCoiJIs57uxGH05hfPU7ssSH0kgNpUS0KrQkIaNir68jVh/GPFKG1EXsixMyyEJYvSPqP1tL9vf/FY4+Y+D6t4YVNZM5FOB5SenRaZQrRNMWCD3cgAEYPSIFAIB2DWM0MNywv8tjBGgZTQKAEhSh6SGe+YbNHc5GepBoNHMSKh2Emhjy0DBeBDzi1yVROV0NGaE4dnuMAIHQNK1WkcHAMgEBXPQM/OUB29wBzAtdy5a9/FV34n/M1TJqXM+VspsV8Dwn9Mg4VP02j/2YWRT7HwZk7ODhxkAdP9PHmxfOYl4gxL/jn/OP2f0E27GAmkOaTyTdzouEp0u/9CvFtb8Xom0chZxAWAonEm5uhb1Iyt9uj7lgtv350MSFHR0ewL5FmfyzFareRdVON+FyNsuGyZroRIQTbaydAitODo7+05GqumbPifLyVXpFKWT7jNr8Orlf9PBL2Q8GqztIXbUldSCCExImsw7IEpinR9WonBQJ/qJ2JPpfUYJ66ToPOFQEMnwqCinKhqP/7FOUis7GzBssD/aeDGFvGkHMjiJKD+Z3j6DumEDM2SB1t9zREfBiWg6i4eB7oVg6NNDKsoR/Nkrj3KMLOYtRrSJ+B3JlG5AvoI0X0+xfD0XmIVBltII+ZKaNbLtGSR7dTJv+eBVjv7QY8cExoO4q8/AESNXl8i/YSDju0rapBaxinbUE/WixLJZXiwMk8bLoHceV91Q5pEkJpiKVneyixAc2vIzhTctgr2lRGsuQPjpLdM8j4nXuqgRaovaqXxLou3IrLoR8dft7wBxAxFrAy+l90BD5MX/nvEcC80P/HRGGSrRN/x7HCt5kulsgXFpJ1drM7/0GWNgVocv+KX66/BbNbI3RyFa4oUVi9HefqIcT8NDgCfTDKjkMaT3hZHnIygER4YEgdCXRko2ycbGEomOOelpP8r7Vb+eOVj1JrSNbP1J/VzuZgkmPpkdmRsovLnAUmhu/s23IW5C3wGeDToCYApgDbO3VutSAY1LEtD9eVSFn983SuBZP9Dgc3nz26qCjKa0uNACrKRaRou/zgX3fAhga0kSKUHIj6kB0hiPvwav24a+px/Rm8X03CFwTGAQdN2oi8jYw6CNPFa9IR/TZaUSP8ZBb3kIWb9FOTLiHEFC3FQ2AaEE8hmobgxDwkGkHNo5S12ebkce0JtDEfhDNQSIApEQGL2OrtDDUe5BtTWfS+djQkXv98vHIA0Kj4soh0LViBaqc8A7n5BuKGTkWTuFKyvF4nZbv0V6ieZOJKCkfGEX4ddIG0zl57NvnzAxjxAHiSww8NMHFkmoZ5NS/qNa0xrgChYWhR4v4AuruU+fEagnMfRgY2U/LK+ESFK9veQo24krH/PsDB9m9hHJhHqHU9wa2XoZtJjICLHApD2GVOJs6eSJqVo01IIOyaZMwKY6Eid7X0c+NIF1sbRumPZnE1ScBw2LFsH5rPhhkTHYmLTlnaHJg8yeYTe7l27spX8630igkhaGzTGD7uIaVEA+KeR0jCuNDx6RDQq6eHmAiKtiTiE/j8GrpPo2RJDKO6JlA/J996DhSzL26nsaIo54caAVSUi4jjeUTT1WlQ+5fmYL9nTnXtXMbBaQniGRrGnSfwf2sCWdIw9s8gsjZydsOFLEQpbVqAR6i6YRWB9Ay0kosxWkQveejF6ho86RjQOgTZJAJJY63J0sVxhAZOOYJ521GMe4aq4Q8Xji1EPngjx481Yj21HHfzlVhHPRxfmZEc4CtXl/wVIsi9lyEPLZ/tlQTXwHI0bCnwdI+hvAQXzJoQycvnIkJm9cqKiyw6z3hdisenyO4eAsAte2z/zoEX/Zp2Bj9GZ+AjAPgNkw8v/Dq3dv0Tbvnd7DyxEs1tozv4B9X1gbm9lEeyJL/3YYyFPkJ7NmBMNqAfqEHf1YAEyn6LwZ5xlmaSjAWLfLXnABlfhW21Y/z9wh2UdZevde3nWDyDq1VHv8qOwW5s7s8aRH028vQuaclEfoZkMPKi+/Na2vimCPrsMEHI8+iyHSqiuus3U3Qp2pLaIMT9UCq6WI6kZEvyFUnIJxjoLzM6WH7GKCCAW4b+XaXXuEeKopyiRgAV5SIS85v89X/dwsd+uBt5YArjpwNIXaD158DQsG9qQxssIEaLhB5PIc5ZpyWbQmjCwNMtjLKLRCCiKbD8iEqE0xszdAvhGsgnL2Nhg8Xwhi1M7FrH1IkUnhZFahpkolAJV6/3VRBzjyBPdCOSM8i++VAO4dc0IplWUpFpcAzIJ2ef4+mqYafkzoYex2RsNuMJfwUrlUeWnxn6gNO7h8/lC5sv7wV+msHpOLtHl1IjPgydj3JX9h/oiPXyxl/5DlOpb+Ad9rA2HcCXXYY2Uz1iz0RDTAdpLjUQcn3kTIuS5jAQzPJUIkVzKcIH++aT9ll8ZukOvKd9xJ4o+EGAtEHMvkbXdK1kXm0bSxvmvOL+nA9CCJau87Pn0Qp5NPYE/AhASKgN6wRMcFyJKyHsE7iuPP19lp4kNWmBJmjtCCClRAhxOgwKIRg/ahNv0Klp8z1PKxRFOR/UCKCiXIR+e1EbXlsI68Pzca5qAlNDhoxqCZikH5AITeK+oel0mACJSFtoho55NH36sVwZRc45gYykZ6/UkG41QImWk0zMexxZjIKt40kPKCNsB60SobqJA8Tcw9A0hFixHUwL0XUUzWfheoKwHYZyACbPPdLsmaM+55KupHBw/PRav2c4J/wZAZ25G1p44x+se8HHfiG/s+7tfHzNW/i9y99BWG9DEkDTpxgN3kMhdBxv+SSludvI3/wzZF2ZdGKKcsMwOtAm/NRaAToLUd7XP585+QRrU02EXYMpf5k9tZPV3s92y3QFLYUQwgNHarhogOTOQ49w7/EdmPrF+1l8wfIA178jjG7MBjsknpScGCjz5O4c0zmXkg0Iqps+XEnYLzAMQc+iCHMXhAHwPInremeNBnoOjB62nu1pFUU5zy7enzqKcgnb2j+JfiSDuyiJtj+NuyKMMXoC37ZpmAohkLhzIri9MbRdU4iMAwgoueh3DMyGwuovbE1UELaOnsggrRCuZeCG/VRao4Rzw0wHp+BYJ7g+KGgIBAYa85MaowXIWALv+HyEBvLYAohlABcZKOFVAgzkNDBjVH+cPD3IvYiNDc5LWwe28IY5fPg7N7+k+zyX9ng97fGrANjU/PvUxqYYLf+QqXwBYUpy7lbM4Qb8I93gCIymISaX76RwYg5j/fO4qtiKB6TNMn6p014Ms26iia/PPcBYuFwtGeNVX5E1U42kAmUaSzAWLpxug4dkNJd+9gZeRGoaDN756zH6D9s88vM8WC6lgkup4IEnqcxYjKYdatsDhEyBhqRQcAn6NTRDIGV153Cp4FAqSeobqyN+woBkyysfzVUU5aVTAVBRLjKbP7+LE7c/hVhVi/nFQ2hHssiaCjRmEC7ITBdSCsSUhUhbuNe1Yty9H9G7H3loNdLSITmFmEmCp0M5jDnVgK+YQOg6WcOD5lEC4xZergVt+k2cmasUECjglWKETOhdepxdh+rwClHkgZWAhJQJkRnQJUgNcMEzZtPOuZMK54RAvwaVl7n4X4AvaGD4zs+RaQGtieHpToanDnCZvwQNLtJfIXD3ekTJR+T4QiKDczlulmnwDErCYSRYYCyU51g4S8LxcyyWYXG2jpnAKGXdrb4cHmyrH2fDRDN90czp5zOEx/y6AiNZky/u/BkfXX3TeenXq0XTBd2LfKQm/Bx4okRtRxCn4pHNOpiuZHrcolhwccsOmRmX5jY/TS0ByiWHWFxnfNQmFNZpaQ+ceUwN6rpUAFSUC0EFQEW5iAzvneRHf7IF6UnMfdM4ixII24NpH15sCWKygNcTQJuoIFIW5vf7oGEE0VAEPDQzj/R7iHAGdAtn7Trc+THkd48hcmUsx0bzVdBbtiMTYeSOK/EqETQ8QIJpQTSLLMXYMQH6/KO4qw/BlhtBONWA5y9DIgOZ5GyrJdVkWp3WfN6Rv5cb/gAhwCk/98kUr9ScwG8xEZlPZbBCbPNqcm/7vwQSSaw1x/FvmVct1VIO0FX24bk+dAStpQhNlRAtpSggeLRhlIypEy2blMOzbRXgCsnDTSOcvgFY2zpNW7xMMmizc/QIqdJGaoOx89a/V8tlV4dZvSlE34EKezbnOLI3jxHQ6FoShrLH1KSHl3IZG66QnrKxLI/ueSFSEzaFgENzWwAhBJoJ8UYdX1CtRFKUC0EFQEW5SFQKFj/8o804FRfpVqdSje1TAGhzdiNbx5D9V2McdKlOHuoID5hJgs+EOYcgF0Oc7EE0D0D3ISh0IiwDkXexPAF+qxrgAMabEaEMlCIgZ6dvrSBMNkEgB56Gu3tttbA0cvYaID6N8HSkYVVvxwTn1Kjceahnp0HdnDg1XXEW3zT31X/8WULorG++kfXN8Ff5r1Bvl2n070d0OTCoEzi2EBCnf2j2RdLsqknx9oG5hC0DR6vWwhsNFmkuhpkU1dc57BgIIG+evdHlsaE6/KMejhRIbw/v/f7f8l+3/sFFdSTcc9F1wbylAXqX+Dl6RYiGdh/hiI7rgG7CfbelGOkrMT7gEEsaxGpM5m8IsnhDlGBER9ME2UmHQESFP0W5UFQAVJSLhOdKQgk/3Rtb6HtkBOk8bT1dsIiQler2SwSnNmeABmUfBDWYaMVdcxzRvxgn0oTPm8DgHvjuYsg1VO/XPASGgxxth4lWEB5CntlGIk6N5jkmOH6wwrNfkcCpdYZhZCQHoRzk6sHRqgu8ztOestal9bz789fRuaYJ3Tw/07/neuOqDWx94la6fdsJ7liNb7jzrK9XNJfDsQwrpuoo6A71doiKcFmcqaWu6EdqcCiRxvBAQzA/k2BH3eQ5zyKouKf6Uy2YPF3KvS4C4ClCCOatDJ/++6nJ3OvfX8eWO9Nc/4EgHfODz3rfWL369aMoF5KQz1ag6RzZbJZ4PE4mkyEWu/inKBTl9Swzmuefrr6dVN/M0251OROwHKqf3TzQ3Or6PQEkUnilEFKPMP2mXpy6MM0Dn4b9a2ix65lqPYQ1loR8dPaJaqlGvuqonWuCYTvVkcXna2AwU33+UhhOn+VxKpie+vMCU8EvloDfvOedzL+265U/1ktUODHNga9/AaO/HZk/O6w80DTIaKBIYznIxpla/OUgGhoukrta+zkYn2ZvYgrLkMzNRpkKVMj6rNN9ejYtkVrueNef0hR5cQWuFUVRzvVS8poaf1eUi0y8OcIf7/5lxFmDXbN/ERYYp9aWuWc2bxg2zCTRpIawLQKT48T2PgWT9VA2GR4PYFU8KEQgH5+dsj1TPgaqa+w83eMFg1spXp02Pn2dgNlC1Gce71WaCpZw+BcDr85jvUThrhp6b/wggfo6xDn92TjeTH05yJXjLdieIG/YSCR9kRk8wBEecvYux2M5sj4LISFoac9ZHcevGzSEE+e1T4qiKKeoAKgoFyEhBLVzEs/8gvRVp2eBasKYnQ42S4iF+8BfRIukiZ7cSXh7EQ6sgkIIIQUcXAYztdWhPisA4TTVkcXqOKBuyWopmDOteJ4Wyqf9ES9w7SsgYN2vLDk/j/0ixFY14+ZtoFr/DqqrL03gurE2yrqL6fhI+cp8v/0YX+p9iu93HqOoO2gS9Kct+5NAyffcm2AawkmmS7nz2BtFUZQz1CIMRbkIPfwfe2hZXEeiI8qxXwye9TWJNlvnT+PUZzjROgzBAjSOwsBcmJ4tylx6WqBzDTDL4PjAX8HTTfC5aNaZoUZt9hk4/e/nCnYvXOT51dCxppHG3gs3JVoZyRHsTOBky2jVE/RwcRG1U9y+bDsH0jG6Z2rp3LCFnliB+3avJODoDIXzVAz57GURn+Ml9RkGBbtMHfHz2SVFURRAjQAqykUp3hoh1hTmo3e8FTPy9B22pyYjT027Vsn+eZCLw2gr1I5DIgVG5ZxHFVA3CbEZZD6BlomD5efMGr5XGuqevgbwlRM6rHh776vyWC9XoDVGfGUztVfPwdcYBg0MNMort7OsNsWGXC03j8xl7Y5NNJTCLE3XkrT8BNzZz9Yv8qVoDCb4ys2/R2f83NNUFEVRzg+1CURRLnIj+yf4u+XfOOfW5/vf1oOaSYinoH/ROfcSp/951po9zaoWc+bMrtQzqtfpnJowfm0EEz6W3drLB75y42v4rM/v2N9tIbdzFFuz8eomeczzWJGpI277cfA4Ec7y5d4DSCGZCBSpCAf73HmWZwmF71qwic+88ddfkz4oivI/10vJa2oKWFEucnVzk+g+Ddd6+vqxp6eIc8OgBtNNZ6aBn3GfU7t0n3Y/79RU8XNP+xoauC+/jvOLJ2DhDV28/XNvIJQMvPD1r6HuP9zE4T++Dz1dpFA22Zh10dAoay5IyZ7kJGsnG5gMlmguhjgYSzFt2M/7mEHdp8KfoiivOTUFrCgXOV/QZOPHVzzPFecGtmcLcGfG/M79rxfrFRzi8aJppmDFO3r55E/eSdOCWmKN4Re+02tIaIJ5f30tSz5/M8v/zxtxEjoSifQkGZ/FzUNz2FY/xqJMkoBrkPHZL/hSX9+9+jVrv6IoyilqBFBRLnLTA1ncskOoxk9x+tx1fac8d+h7fudp9+7L0L6mns41LbQtb7jQTXle2mwx6kBbjMb5rWT3jWNbFRoqIQSwMFPDzppJRoMF3KefjvcsL3XYDLC4vuu1a7yiKMosFQAV5SI3sHMMx/ZItEXxXI9y5vmnFF9v5l/Xya2fvZL25a+vDRCa32DuH2xEOh7ogj3vuwNsybsG5/HUkhLbF84wPdZH3qvgcmb4tDfZSv/MGFJ6LKht56Z5l13AXiiKcqlSAVBRLnLL39pLY2+Szf+xh9ZlDRy4p5+auTEGt42fx2c9vyODmk/gC5g0Lazl4z9+O4bvtTni7XwQRnUlTdOtC0k/Nkg4HmD9b27gbUaRf3r8B1zetpA3dK1gojCDh2R+bRu7R4+xdeAprupaRrM6+UNRlAtA7QJWlNeR/XcfZ/u3DtC4qJaf/dkjF7o5L5kR1Ln5LzfSe3UHjfNr8IXMF77T64SUEq/soAf/5/RJUZTXF7ULWFH+h1p841zmX9vJyL5J7vvs49jF17Iwy8uggeHTWXB9J51rmunbOkSkPkT7ytfXdO+LIYRQ4U9RlNcNFQAV5XXG8Om0rWhg48dXsOXzu/GkxBc2kA5Y+YtnfWDDwiRXfmwldXMTdK1rJlwbvNBNUhRFUWapKWBFeR0rzpSZGc4zfjiFZ3t8+6M/xy44L3zHV5HQBb6QQaVoY/h1lt3SQyFVpm15A1f9xkqS7epnhqIoymtBTQEryiUilAgwfTLL3juPsfSWbt76mavYdcchpvpmyAwXXvkTCND9Om757Klm3adR2xVn6niGzsua+ODXbqIwVaJhXvKiK96sKIqiPJMKgIryOmf4dAy/ji9ocuUnFnDlJ1YC8IW33cnBe/oxAjqVXHVqWDMEnifhBYo6C0MQawzxa3fcyonHR9l5+0EqeYvmxXXkp8qseFsPLUvrefCfd7LmvQup705Q3504zz1VFEVRXi1qClhR/ofKp0t86dY7Wf62eeSnihzdPMjim+YycWSazGiB9lUNlDIWK985j+xoESTc+5nHSbZHed8X33R66rZSsHjki3tZ/Z4FxFsiF7hXiqIoynN5KXlNBUBFURRFUZT/AV5KXlNnASuKoiiKolxiVABUFEVRFEW5xKgAqCiKoiiKcolRAVBRFEVRFOUSowKgoiiKoijKJUYFQEVRFEVRlEuMCoCKoiiKoiiXGBUAFUVRFEVRLjEqACqKoiiKolxiVABUFEVRFEW5xKgAqCiKoiiKcolRAVBRFEVRFOUSowKgoiiKoijKJUYFQEVRFEVRlEuMCoCKoiiKoiiXGBUAFUVRFEVRLjEqACqKoiiKolxiVABUFEVRFEW5xKgAqCiKoiiKcolRAVBRFEVRFOUSowKgoiiKoijKJUYFQEVRFEVRlEuMCoCKoiiKoiiXGBUAFUVRFEVRLjEqACqKoiiKolxijBdzkZQSgGw2e14boyiKoiiKorw8p3Laqdz2fF5UAMzlcgC0t7e/gmYpiqIoiqIo51sulyMejz/vNUK+iJjoeR4jIyNEo1GEEK9aAxVFURRFUZRXh5SSXC5HS0sLmvb8q/xeVABUFEVRFEVR/udQm0AURVEURVEuMSoAKoqiKIqiXGJUAFQURVEURbnEqACoKIqiKIpyiVEBUFEURVEU5RKjAqCiKIqiKMolRgVARVEURVGUS8z/D6+hCrrV4u/fAAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plot_umap(cell_extended['x'], cell_extended['y'], cc=cell_extended['cluster_color'])\n", + "res = ax.set_title(\"Cluster\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Aging information \n", + "\n", + "We plot aging related information on our UMAP, showing the different age-related variables and they are expressed in different locations of the UMAP. Below we show the location of the cells from the adult and aged mice. \n", + "\n", + "Next, we show the log of the cluster level odds ratio for a given cluster to be age enriched (brown) or depleted (blue-green). " + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plot_umap(\n", + " cell_extended['x'],\n", + " cell_extended['y'],\n", + " val=cell_extended['log2_odds_ratio'],\n", + " cmap='BrBG_r'\n", + ")\n", + "res = ax.set_title(\"log2 Odds Ratio\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Finally, we show the clusters that are identified as aging-enriched and aging-depleted based on their odds ratio. (-2.5 > log2_odds_ratio, log2_odds_ratio > 2.5). " + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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cluster_aliascluster_labelcluster_ordercluster_namecluster_colorclass_namesubclass_namesupertype_nameclass_colorsubclass_colorsupertype_color
cell_label
AAACCCAAGGACACTG-367_B04273CS20241021_0273272273_STR D1 Gaba_8#669ff809 CNU-LGE GABA061 STR D1 Gaba0272 STR D1 Gaba_8#B199FF#005B66#660F13
AAACCCAAGTAAACGT-367_B04787CS20241021_0787786787_Astro-TE NN_3#daf28830 Astro-Epen319 Astro-TE NN1163 Astro-TE NN_3#594a26#3DCCB1#a8afa5
AAACCCACATTGAGCT-367_B04833CS20241021_0833832833_Endo NN_1#09657733 Vascular333 Endo NN1193 Endo NN_1#858881#994567#00992A
AAACGAAAGCCGTAAG-367_B04787CS20241021_0787786787_Astro-TE NN_3#daf28830 Astro-Epen319 Astro-TE NN1163 Astro-TE NN_3#594a26#3DCCB1#a8afa5
AAACGAAAGCTACAAA-367_B04815CS20241021_0815814815_MOL NN_4#c4dd4731 OPC-Oligo327 Oligo NN1184 MOL NN_4#03045E#99FFBC#99CAFF
\n", + "
" + ], + "text/plain": [ + " cluster_alias cluster_label cluster_order \\\n", + "cell_label \n", + "AAACCCAAGGACACTG-367_B04 273 CS20241021_0273 272 \n", + "AAACCCAAGTAAACGT-367_B04 787 CS20241021_0787 786 \n", + "AAACCCACATTGAGCT-367_B04 833 CS20241021_0833 832 \n", + "AAACGAAAGCCGTAAG-367_B04 787 CS20241021_0787 786 \n", + "AAACGAAAGCTACAAA-367_B04 815 CS20241021_0815 814 \n", + "\n", + " cluster_name cluster_color class_name \\\n", + "cell_label \n", + "AAACCCAAGGACACTG-367_B04 273_STR D1 Gaba_8 #669ff8 09 CNU-LGE GABA \n", + "AAACCCAAGTAAACGT-367_B04 787_Astro-TE NN_3 #daf288 30 Astro-Epen \n", + "AAACCCACATTGAGCT-367_B04 833_Endo NN_1 #096577 33 Vascular \n", + "AAACGAAAGCCGTAAG-367_B04 787_Astro-TE NN_3 #daf288 30 Astro-Epen \n", + "AAACGAAAGCTACAAA-367_B04 815_MOL NN_4 #c4dd47 31 OPC-Oligo \n", + "\n", + " subclass_name supertype_name class_color \\\n", + "cell_label \n", + "AAACCCAAGGACACTG-367_B04 061 STR D1 Gaba 0272 STR D1 Gaba_8 #B199FF \n", + "AAACCCAAGTAAACGT-367_B04 319 Astro-TE NN 1163 Astro-TE NN_3 #594a26 \n", + "AAACCCACATTGAGCT-367_B04 333 Endo NN 1193 Endo NN_1 #858881 \n", + "AAACGAAAGCCGTAAG-367_B04 319 Astro-TE NN 1163 Astro-TE NN_3 #594a26 \n", + "AAACGAAAGCTACAAA-367_B04 327 Oligo NN 1184 MOL NN_4 #03045E \n", + "\n", + " subclass_color supertype_color \n", + "cell_label \n", + "AAACCCAAGGACACTG-367_B04 #005B66 #660F13 \n", + "AAACCCAAGTAAACGT-367_B04 #3DCCB1 #a8afa5 \n", + "AAACCCACATTGAGCT-367_B04 #994567 #00992A \n", + "AAACGAAAGCCGTAAG-367_B04 #3DCCB1 #a8afa5 \n", + "AAACGAAAGCTACAAA-367_B04 #99FFBC #99CAFF " + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cell_cluster_mapping = abc_cache.get_metadata_dataframe(\n", + " directory='Zeng-Aging-Mouse-WMB-taxonomy',\n", + " file_name='cell_cluster_mapping_annotations'\n", + ").set_index('cell_label')\n", + "cell_cluster_mapping.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [], + "source": [ + "cell_extended = cell_extended.join(cell_cluster_mapping, rsuffix='_cl_map')\n", + "\n", + "# Quick run through to drop duplicated columns\n", + "drop_cols = []\n", + "for col in cell_extended.columns:\n", + " if col.endswith(('_cl_map', '_cl_colors', '_cl_info')):\n", + " drop_cols.append(col)\n", + "cell_extended.drop(columns=drop_cols, inplace=True)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Let's take a look at what columns and data are in our final combined DataFrame before our final UMAP plots." + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of unique cell_barcode = 997258 \n", + "Number of unique gene_count = 9838 \n", + "Number of unique umi_count = 81632 \n", + "Number of unique doublet_score = 874 \n", + "Number of unique x = 1146862 \n", + "Number of unique y = 1146950 \n", + "Number of unique cluster_alias = 847 \n", + "Number of unique cell_in_wmb_study = 2 [False, True]\n", + "Number of unique wmb_cluster_alias = 2656 \n", + "Number of unique library_label = 287 \n", + "Number of unique alignment_job_id = 287 \n", + "Number of unique library_method = 2 ['10Xv3', '10xV3.1']\n", + "Number of unique barcoded_cell_sample_label = 287 \n", + "Number of unique enrichment_population = 6 ['Calcein-positive, Hoechst-positive', 'Hoechst-positive', 'No FACS', 'RFP-positive, Calcein-positive, Hoechst-positive', 'RFP-positive, DAPI-negative', 'RFP-positive, Hoechst-positive']\n", + "Number of unique region_of_interest_label = 16 ['HPF - ENT', 'HPF - HIP', 'HPF - PAR-POST-PRE-SUB-ProS', 'HY - HY', 'Iscortex - ACA', 'Isocortex - AI', 'Isocortex - PL-ILA-ORB', 'Isocortex - RSP', 'MB - PAG-RAmb', 'MB - VTA-SN', 'P - Pmot/sat-ant', 'P - Pmot/sat-post', 'PAL - PAL', 'STR - STRd', 'STR - STRv', 'STR - sAMY']\n", + "Number of unique anatomical_division_label = 7 ['HPF', 'HY', 'Isocortex', 'MB', 'P', 'PAL', 'STR']\n", + "Number of unique library_in_wmb_study = 2 [False, True]\n", + "Number of unique donor_label = 108 \n", + "Number of unique population_sampling = 2 ['Snap25+ neurons', 'unbiased']\n", + "Number of unique donor_genotype = 3 ['Ai14(RCL-tdT)/wt', 'Snap25-IRES2-Cre/wt;Ai14(RCL-tdT)/wt', 'wt/wt']\n", + "Number of unique donor_sex = 2 ['F', 'M']\n", + "Number of unique donor_age = 30 \n", + "Number of unique donor_age_category = 2 ['adult', 'aged']\n", + "Number of unique donor_in_wmb_study = 2 [False, True]\n", + "Number of unique feature_matrix_label = 1 ['Zeng-Aging-Mouse-10Xv3']\n", + "Number of unique dataset_label = 1 ['Zeng-Aging-Mouse-10Xv3']\n", + "Number of unique abc_sample_id = 1162565 \n", + "Number of unique anatomical_division_color = 7 ['#70FF71', '#7ED04B', '#8599CC', '#98D6F9', '#E64438', '#FF64FF', '#FF9B88']\n", + "Number of unique anatomical_division_order = 7 [0, 1, 2, 3, 4, 5, 6]\n", + "Number of unique donor_age_category_color = 2 ['#9ACA3C', '#CC6828']\n", + "Number of unique donor_age_category_order = 2 [0, 1]\n", + "Number of unique donor_sex_color = 2 ['#735AA6', '#FAAA5B']\n", + "Number of unique donor_sex_order = 2 [0, 1]\n", + "Number of unique region_of_interest_color = 15 ['#1AA698', '#219866', '#2FA850', '#32B825', '#40A666', '#72D569', '#7ED04B', '#80C0E2', '#80CDF8', '#8599CC', '#98D6F9', '#E64438', '#FF90FF', '#FFAE6F', '#FFC395']\n", + "Number of unique region_of_interest_order = 16 [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15]\n", + "Number of unique number_of_cells = 502 \n", + "Number of unique cluster_label = 847 \n", + "Number of unique cluster_order = 847 \n", + "Number of unique cluster_name = 847 \n", + "Number of unique cluster_color = 847 \n", + "Number of unique max_region_of_interest_label = 16 ['HPF - ENT', 'HPF - HIP', 'HPF - PAR-POST-PRE-SUB-ProS', 'HY - HY', 'Iscortex - ACA', 'Isocortex - AI', 'Isocortex - PL-ILA-ORB', 'Isocortex - RSP', 'MB - PAG-RAmb', 'MB - VTA-SN', 'P - Pmot/sat-ant', 'P - Pmot/sat-post', 'PAL - PAL', 'STR - STRd', 'STR - STRv', 'STR - sAMY']\n", + "Number of unique proportion_max_region_of_interest_label = 681 \n", + "Number of unique number_of_adult_cells = 395 \n", + "Number of unique number_of_aged_cells = 416 \n", + "Number of unique proportion_adult_cells = 823 \n", + "Number of unique proportion_aged_cells = 823 \n", + "Number of unique odds_ratio = 846 \n", + "Number of unique log2_odds_ratio = 846 \n", + "Number of unique cluster_age_bias = 3 ['aging-depleted', 'aging-enriched', 'unassigned']\n", + "Number of unique max_region_of_interest_color = 15 ['#1AA698', '#219866', '#2FA850', '#32B825', '#40A666', '#72D569', '#7ED04B', '#80C0E2', '#80CDF8', '#8599CC', '#98D6F9', '#E64438', '#FF90FF', '#FFAE6F', '#FFC395']\n", + "Number of unique cluster_age_bias_color = 3 ['#9BCB3C', '#CD6828', '#DADEDF']\n", + "Number of unique neurotransmitter_combined_label = 15 ['GABA', 'GABA-Chol', 'GABA-Dopa', 'GABA-Glyc', 'GABA-Hist', 'GABA-Sero', 'Glut', 'Glut-Chol', 'Glut-Dopa', 'Glut-GABA', 'Glut-GABA-Dopa', 'Glut-GABA-Glyc', 'Glut-GABA-Sero', 'Glut-Sero', 'No-NT']\n", + "Number of unique neurotransmitter_label = 9 ['Chol', 'Dopa', 'GABA', 'GABA-Glyc', 'Glut', 'Glut-GABA', 'Hist', 'No-NT', 'Sero']\n", + "Number of unique neurotransmitter_color = 9 ['#0a9964', '#2B93DF', '#533691', '#666666', '#73E785', '#820e57', '#FF3358', '#fcf04b', '#ff7621']\n", + "Number of unique class_name = 25 ['01 IT-ET Glut', '02 NP-CT-L6b Glut', '03 OB-CR Glut', '04 DG-IMN Glut', '05 OB-IMN GABA', '06 CTX-CGE GABA', '07 CTX-MGE GABA', '08 CNU-MGE GABA', '09 CNU-LGE GABA', '11 CNU-HYa GABA', '12 HY GABA', '13 CNU-HYa Glut', '14 HY Glut', '16 HY MM Glut', '19 MB Glut', '20 MB GABA', '21 MB Dopa', '22 MB-HB Sero', '23 P Glut', '24 MY Glut', '26 P GABA', '30 Astro-Epen', '31 OPC-Oligo', '33 Vascular', '34 Immune']\n", + "Number of unique subclass_name = 172 \n", + "Number of unique supertype_name = 432 \n", + "Number of unique class_color = 25 ['#007200', '#01d669', '#03045E', '#16f2f2', '#1b4332', '#38B000', '#450099', '#594a26', '#61e2a4', '#6b5ca5', '#70E000', '#72195a', '#825f45', '#858881', '#90E0EF', '#9EF01A', '#AA0DFE', '#B199FF', '#CCFF33', '#D00000', '#EC4067', '#F0A0FF', '#FA0087', '#FF6600', '#f954ee']\n", + "Number of unique subclass_color = 172 \n", + "Number of unique supertype_color = 432 \n" + ] + } + ], + "source": [ + "print_column_info(cell_extended)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now that the information on the WMB taxonomy has been merged into our cell metadata, we plot them here. Note again that the colors here are the same as those in WMB." + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plot_umap(cell_extended['x'], cell_extended['y'], cc=cell_extended['class_color'])\n", + "res = ax.set_title(\"Class\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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ps5PHWEhHE2x7+KXxboYkSZI0DBkAStI4C3d009d0Zgz9HsyR4x7vJkiSJEnDkItAJGkcdezcS8tbuxCGMd5NGXOXfen28W6CJEmSNAzZAyhJ42jfqk2cVlmeR8iZ68XhkT2AkiRJpyoZAErSOMnEkzh9XhRVGe+mjDlVVdnx+Gvj3QxJkiRpGHIIWJLGQSoS4/Wf3ke8N3T4tm9nAMsSVJ27ECEEinLmBbiSdFwsExIRSEagqGq8WyNNUDIAlKRxsOf51XTuqEe128A684aA0+EYb/7i7zh9OSy85XKK50wZ7yZJ0vjr64Bn7oFMIvuzosLZt8Dsc8a3XdKEJIeAJWkcCNNCCIGZ0bP7v51pFAUzY+BwO7F7XePdGkk6NdS/dSD4AxAWrHkIHrgLMunxa5c0IckAUJLGQdHsapwBH6jKmbgGhBJXAUWzq7nov95P+9Za2rfWjneTJGn8zb2IIQfeEn3w96/BW8/A/d+Af30f9m076c2TJhYZAErSSZZJpHj6y/9HeF87qb7oeDfnhOjWQ0y78Cx66ppoXLmZvW9sHO8mSdL48/jh5s8P//z2lyAdh2gPvPJnuO9r0LwDxBl4lyiNOxkAStJJFmnrGu8mnHCKTaVx1WY2/+M5gg2t5E+ZNN5NkqRTQ24RvPN/RlbWSMNLf4FHfwLB9hPbLmnCkQGgJJ1kqqahqGf2V8/MGOx5YTV51WV4i/PQHDaCDa2s/+NjRDt7x7t5kjS+vLlw0ftGWNiEcHt28Ui0F0Jn3q5B0vg4s69CknQK2vHEa1j6mbfzxyCWRTIYwUjrTF46B5vDzgvf+R3bHnmJHU/I/ICSxNTFUFAx8vJ6Et64HzY9D5Z1wpolTRwyDYwknWQ9dfvGuwknzfZHX0GzaWgOG6loHAT01E6c9y9Jwwp1QSI0utd0N4MvH4KtUDiK4FGShiB7ACXpJEv0Rsa7CSeNqetk4kmSfVHyKstweN2c++/vZO/rG+jYXjfezZOk8aNpoGdG9xphQqQb1j+eDQIl6TjIAFCSTiIzo+OvLBnvZpw8ByW5jnYG8eTn0rByCyvveZAtDzw/jg2TpHHmKwBjlAHgfp0N8MyvwNDHtk3ShCIDQEk6iepf30D7xj3j3YxxoceTxLqCbPvXiySDIfat3SbnA0oTlxDg8R376/UUdDVlt5XLJMeuXdKEIQNASTpJhBBEu4ITL6eXdmCrEyOjoydS2R+EYPM/nhunRknSOIv0QG4p2I9jp5znfwWP/hhWPwwd9WPXNmlCkItAJOkkSYaiRFq7slu/TaQY0BID71kYJgDu/FxsTjv51eXj2zZJGi/hLjDHYAg30gU2O3gDx1+XNKHIHkBJOkk8eX5mX30+xXOnjndTTi7BYQFv+aKZTFoyh8IZVTSt24aYaL2iklRclU30rKeOvy5Fhbr10Ljl+OuSJgwZAErSSZSOxgk1yoz+RTOrsTlsdO1uYN+abXTXyNQw0gTjyoEpS0Abg4G43mbY8Sa0Tsz5xdKxkUPAknQSvfWXJ8kkxuCO/zS37o+P4s7LIdkXxeZwMO/tl4x3kyTp5EuEweWDVOz4h4ONFKgadDdBUeXYtE86o8keQEk6ieZef8HEWwQyBCujE+/sw8oYZOJJ9q2WQ1fSBFQyNRuszVgBbv/x11f3FtSuP/56pAlBBoCSdBLNveESPIW5492Mk0dVjl5GCIzUMeZDk6TTWfVCOO9WEBZjsjLM1LOJoiM9x1+XdMaTAaAknUTBhlYKZ1WPdzNOCl95ETOvOAdPYQCUbCBYcfZ8NIf9sLI1z685ya2TpFOEww2LrwJ1jGZk9TbDhqfGpi7pjCYDQEk6ifxlRXhy/aj2M3/6beWK+ZimSaCyFIfHhbc4D1XTsCwrmxbmIOVLZo1PIyXpVGBzZLd5Gwt6WvYASiMiA0BJOolsLgcLb7kcu+c4kr+eJvY8vwq704EwBXavC7vTgTPXi6qq5E+djCs3uwvClIuWcukXPzS+jZWk8RTrA09g7OoL90Dr7rGrTzojyQBQkk4yVyCH0gUzxrsZJ5yRytC+tYZIayd2l5PKcxZiJNLYXHZcPi/li2ei2m10bKujr7FtvJsrSeMnrxQufi8UVY9NfZYOax+DfdvGpj7pjCQDQEk6yVz+HNw+D4p2hn/9LIHN7aL6gqWUzJ2GoihMv3QFejJN+/Y6kqEoFcvn4fR7MdJyU3tpgutugmjv2NUX6YGatdm9giVpCGf+RCRJOgVNPmsuXTVNBOubx7spJ1SiN0wyHKFnzz4yiRSKTcPSsxek4N4WLMMir7qMollV49xSSRpnHj9kxjJHqMgmhq57C2aePYb1SmeKM7wLQpJOTVMvOotLvvCB8W7GCZcMhml8fROGbqCoKnUvr0OxaQCkYwn0VJpoZ5Dmt3YQ7RzD3g9JOt2UToPcojGuVEA8NMZ1SmcKGQBK0jgpmDKJgulnfsZ+yzQRloW3IBc9nUHRsgFgdo9gQTIY5qXv3svKu+8n3tM3rm2VpHG15CrQDk+TdMycvmxgKUlDkAGgJI0TRVW57vv/Qe6kYhTbmf1VNDM64ZYu9GgCm/PwC1wmlqRp7Xbuv/3r9DXJBSHSBFU5Hy5+39jVl45DwaSxq086o5zZVx1JOsWpqkr+lEl48nPxFucflh/vTCFMk0BVKeWLZjHtorMGpcFRDtotxErrbHnghfFooiSdGnKLx7AyC1pkOhhpaHIRiCSNI2eOhyu//nGinb08/dVfoGgawjjzVu0JS3D+J2+jaNYUFEVhznUXkFOcj6kb9NQ1s+pXDxDvCeHwuljxkZvGu7mSND6CbbDtlbGts3UPTF0ytnWOg85nW3BXePHPyxvvppwxZAAoSacAX0kBJbOnEO8OorqdZKKJ8W7SmLJ7XAQqylD6t4QrPGjuo7cgQNXZCxBCDDwvSROOkYGtL4FljW299W+BosIFt41tvSfRhve/DoCjyMmCn8gVzWNFDgFL0iniws+9l9nXXYjjDNslxJXnY9oly3B43UcsJ4M/aUKzOaBkCmSSBz04Rt+JrsaxqeckEaYgsqMPI26w/r2vIoRACEH+eWM5PC7JHkBJOkVodhtL3nU1xbOnsP5Pj6In0mh2G/G+MBhj3CtwEi1651UsuvXK8W6GJJ36Zp8Hm5476AExNvUGSsemnpPASOrs+n8byHRnQBy4MbQUi0m3Thnn1p1ZZAAoSacQd56f6ZcsY/oly4j3htj28EtMufAsnvnaz0/PYWFVJRmMYKQz2JyO8W6NJJ3iFPAXQ28rCJMxCwCDp8/K+td++meSbTpltnnAgQBwxV8vHc9mnZHkELAknaK8BQHO+eg7KJldzXv+chdV5y1CdWjj3awRUx12ppy/iGhHD5lY8ugvkKSJbtMz/UPAYxT47SfM02ZLOFeygFJtLqL/H4CKD08f51admWQPoCSdBhxeN8s/eCPTLl3Byl/8HSOtI4SFlTHGu2mHsXlcILKJrs//1LvR7BpOn3e8myVJp75Ib3YxiKqCaQJKdgEHgGYDI31s9XrzQD09bh5te3OzUx8FA1Mg47VRkB2AY04GgJJ0msifMomckgL2LphBybypbL7/OdKnSACouR04c7xc/PkPUDpnKj11zSiagiffP95Nk6TTR6AYUgnoTgIKOD2gZ8BfBKlotsyxBIF5p8ccwA3vfx1NyQaqQghURaXgilIm3yLn/p0IMgCUpNOIw+Piqm/8OwBFs6bw6v/+mXQ8gT5O8wNVuw1vfi7LP3wT0y9dPvB42QI5ZCNJo5Y/GfbtALM/yLMs0FQId2Z7w451m7gpp34ewL2/24kQB4a+Kz83i6IlJahn+C5J40kGgJJ0mipfMIOr/udjePJzqX11HbUvriXY2AbmyVkx7PDnULliHgtuuoyimVUn5ZiSdEbLK4PcouycvWgIfAUwcwVseAaEBYYOqg2sUfb8v3gv3PC5bN2nqI7X23FgQwhB5ffmUFJZMt5NOuPJ0FqSTmOFMyrxFOQy7/qLmfu2i1DV/q+0ku2dO1EcOW5mX30uS999rQz+JGms+PJhxdvhus+A3QHBVqhdD0YKFAVcOcc2l89Iw843xr69YyicH6Mm04DjAwEZ/J0ksgdQks4ANqeDuddfRKIvTCaewul14wr42HjfkyT7omN+vNyKMvREirYtNQQqTo/5RZJ0WvD4QU9nF4IgINIDKGBzwpKrszt7hHsgFRlFpQrEgieowcfHMizCG3q5/DvX0NsbpKy6bLybNGHIAFCSziDL3n8DAGZGz+4trCgUzKykt6bpwMq6MWBz2Jh/82UEJss79YnCMgUIIedknQx2Jyy4DDY8DXoSFA2q5sP0syDYAm4fNG4ZRX0uKKo8erlxEN7US7wxRiaYpuzayePdnAlFBoCSdAbSHHZcuTmEmgU5hXnYnU6665rAtNCcdizDxEgeW0oJm8uB3eUkr1LeqU8kW/7SRCZucvanpwIQbUsR70mjJ0yibUk8BU4qL8hn92MdeIucVF1YMM4tPs3lTzpouFdAWw1sfRmW3whdDbBvW3Ze4EhMmglzLzxhTT0e/gX5ZHrT5J8rt3k72WQAKElnqIv/6/1Eu4LkVZaiahrbHn6J1k27SUXjRLuCqKpKJj76BM2qTaNwxqnZmyCdGJYp6K2LE2lK8vC6DRTM8NK3Lw4meEqdmCkTb4kLb5GD8L4EkZY4vTUxKs7Pp2i2b7ybf3oqqoSSamirA4cLTB066qFsGpTNyO4drKdGVpdlguPIe3GPF82lUXKN7PkbDzIAlE4LiZ4IwV0tTLpgzsDWQNKRObxuCqZMGvh5wS2Xs+CWyzFSGUzDoLe+mTf+7+9EOroRI9xr2FdWiKcgwIzLV5yoZkunAGEJmlcHMVImvXUxmlf2HZg+IKC3Jj5QNtaS7UlO9sRY3VSL2b+RhbCgbXMfRbP8TL2iiI7NYZw+GzPfVjroOOmIgStwjOlNzmSqCoWV0LEXTAN8/dMtiquz/293jjwArF50Qpoond5kACid8v644D/Qu2OgKtzw8JcoO2fmeDfptGZzObDhoHzRLIpmVGKkM8S7+476OqfPQ/V5izn347eehFZK46mvIc7el7qItCUw4kcvv59xyHqjTMikdW0f0bYkjhwblikoPysAqkLnljChfQksQ1A4K4dIa5JZ15fiCsg9owdoWnY1sGFAuAvmXnRgZxCXDxLhkdUT7T1xbZROWzIAlE5Jlm7Qs6OZR6/5NvtzgyqWIKc8f3wbdoY571P/RrIvwgt3/ZZwcwfCHH6VSDqeJBMbn4TT0skVakwQrE/AGKWUjDQf6Kl6/os7QAFXng0jZVG6OEAqrNOxOUzXtggzbyij6gI5fxCA+ZfCzHPh4R9AOgHJCPQ0ga8Irv4ovPp3aN9z5DoUDeZdfHLaK51WZAAonZK2/e5F1v7wQcQh8Ui4sRNfZeH4NOoM5PJ72f3Mm1Qsm0fZghnUvrh2+MUhlmDKhaf+jgLS8bFMi7rnO0cX/B28MLj/dYoDRGaY8gJSwWwy4/ZtQVpWk932VoG9L3Zhc6mUzPdjc50e+9eeUJoN3H4w0vS2bYHeWgpcRbDo8mxAeDROb39KGUkaTAaA0inJ1A1IHYj+hABvRT5W+tTY+/ZMMvf6i2jZsJPq8xZjpDJ07tyLnkySDPaP56kKWAKn30v54tnj21jphDHSFumIzs5/tRFr64/cVEYWCA5RZtjg7xDm/mFjkZ1mGGpKsOexdhLdGfKme3H6NHylp+YChpNCVbMLP4RBOtmOHu+mQIvCSy0j2xfY7c/2HrrlYhxpMEWIQ/tYDheJRMjNzSUcDuP3y83dJ5rahjaSqQwL51SflON1bazn0evuAhjoATQ0FxXLK8iZXMBlv/zYSWnHRGQZJpZh8Mbd/6BjWy3TL1uOkdbREymWf+jtuAPyInImSgQzbP1rM8m+DJmEQbw9G71pbrKLOk4y1aYw+ZwAzWv7UFWFa366AKdvgi8U6W1F37MSEe7E0dMGpgkuL6SOkujd5oLz3gFTZe/9RDCaeE0GgNKwEsk09/79Be7+49NoNo0v/Pvb2VXbwpc/dQuF+Sfu7+C3pR8e+G8hIGHYKLjyKq79yjKEaVK8dNoJO7Z0QDoax+nzjnczpBMs1plmxwMt9DUmSPRkDuvNK5jlza76HaMk4iOl2LJb4mouhQu/MpPWNX2ULg5QNGeC34T0tMDTd2dTuxRMht7mI5e3OaF8ZjaVzLLrs0GjdMYaTbwmh4ClYf3ub8/z4ptbyRgmGCbfv/thXE47H3vvVScsAFz93QcPe8xZOolld5xN0aKKE3JMaWgy+JsYGl/tom1jCGEyZJAXrIsfeReZMdxh5mCif7aHZQhW/6QOV8CBI8c+sQPAnmbYtfLAz72tHHWc3u7KDiF3NoAlp9BIB8gAUBrkzp/8E6fDzsK5Vdz9p2fQDXPgOd0w0Q2Tt33gO9jtGqVFAZ77+zex28Zuova2nz8z6GdHoZfbd3yDRChNw/oupiyX2eIl6XilowZGymDTH5oINSayG0powMHxgZIdirV0MfDzkIHeCe4ZFDqkQyY2l0n5sgBmxkJzTNBFDf6ibE9eflk2GBzJh5+KwpwLsv9K0kFkACgNUt/Uwc6aZn5z33PDnlr2B4J7m7r40a8f5SuffsdxH3f9Dx6h/sn1wIF5f4oCNz3yFQCe+cEWot1JPHlOSqbnHvfxJGmi6muIU/dsF8lghmRfBsvq/8Id0olk8yrZXji9/4GTPAR8qHhXhte+vZvSxQGWfax6fBszXhwuOPsmePW+/gBwBOyuE9ok6fQ1QW+jpKG8vnYHW3c20BOMjvhc/5v7nieV1o9e8ChCNW2EazoOpH1R4MKffIi8meUALLmpmqKpfgqrJ/DwjySNAVeenVhXilBTgnhXBiNhZYO/gwNABSxdYKbGOeo7mAWZqEkmdvznm9OaaRwI/hQ1G+DZjrBKOiNzd0pDkwGgNOC/7/oLocjol/y9tmbHcR+75Y1sHaF0LinTiQLMfveBzcunnl3M2766BM0m/2Ql6XhYuiDWnsJIWcP36gmwRpBhZDx0bIpQ/3zXeDdj/Gg2sNmziztUWzYg1I6yPeb6J09O26TTiryaSgA88sxaItFju1P8zP/7DcZBcwVHa8OPH0OPZHcK8NgS2BQD18LFPP29zcdcpyRJQ4t1pbI97Qf1+AnGfYR3VBre6ME6wq41Z7Ta9dl9gAHMTHZhR/oo5+6db0Ck58S3TTqtyDmAE5wQgu7eCLvrW0gkR5i59RAZ3WLzzkaWLTy29Cwbfvw4kJ3z57Rlh3dS/in0Nh4lv5UkSSO2+a9NNL7WgxBiYIXtfmm7iYXAow9/SbD6Q0QFUDhKj9MJFmlMsu0fzXjynVRfUoDdPYEuZYlwNgA0R7GiV5hQtx6WXnvi2iWddibQt0Yayu/vf5Hf3/8ivaERbCl0BN09I9yU/BBPvuOHYB1yJ68q3PHna46rPZIkHSCEYO8L3QghssGbCoo9GxeoGiimgnKUxfwWAnWcA7+D1T/bjSvfTl9DnBWfnDrezTl5Fl4OXVPB1KG7qf9B5egpXibPOeFNk04vMgCc4NZvqaO9O3RcdWiawjWXji7L/MafPI6R1mlbtfuw5wIzylB+uw/FEvD5GcfVNkmaqLbe14xqU5j/b5PZu7aHjtIMrrhCLGAxuck5kD7OssClqoijrK3QjiH4EwO9hicmcEyHdYQ5mk2LzwCKAiVToaAC4iGIhzls0/ShPPsbWHIVLLj0hDdROj3IOYATmGlaKMrxn5hzvG6+/qP7eWPtzhG/Jtrcw+Z7njls4pGr0Mfiz7wNZZoXpslExJJ0rIyMialbpC2TzrUhvB4Hb9wYRe3/zh88DCxGEEMpB/0zWuKQf8aKMKGvIYE4dBRhIjAyoGgcNqFzOJaenQuYip3wpkmnB9kDeBqJRJLU13eyZEn1mNS3cv0umtu6j6sOpwcisQTdwSiNzV1cePbcEb0u2tIL+oGTlq5AMt/HTf/4L4rnVx1XmyRpojEzFq3rg7RvihCocqOoCj27Y0z7t1I+//KbTO+1U9ng5IbOfBLq8Au2BIKU3URRFBRLwWmcmD4CgRizXsFkSKdjS5iyJYExqe+0sfhK6KjP9giiZidnWgd+twfv8jpwo6/ZYPur2S3hANPUURQVVR27ZP7S6UP2AJ4motEkM2Z/gauv+19efmXkPW3DMQyTLTv3saOmZeAxr9vBtOqSEdfhzAFU8HjsfP5jN/D+Wy8Z0et6tjfRuWHvoMfSlcU0XLQQtfIE7/TRmYKwDg1xaJH5saQzQ8uaIKF9SZK9GVRNId6VRk+Y7PxrK9PX2Snozt7ri5jAHTlw2s+u/s3+YyEwFAvDDooFpnr8vWonZbGIAm0bQif+OKea5p0waRZMWZpNEG0dKbDvl4pCbvYcK4TFI698ledW//DEt1U6JckewNPExo2NpNPZMZtbbv0/Fi6YzMsvfhVNU49pGPf7v3yYB59ciaJkRxDcbpWFiyZRWVRONJaipzeCdZR5JZk4eHLhI++4khlTykd03NqHVrPrb6+hqgom4CrycfFPbqfwwnn0RJIU+o+Q0PR4reqFn9WD2Z/41qbAAyv676Al6fRVdlYAPWEy679KeSXTwSxXHtH2FD01MWaRQ1I1CPkyeOMahmrhNvaf+sXA4g6BQLcL3InsUg/HGAVvJzoItLlUfJNO4HnjVDV9eXZ/32Ar9DRBOj58WSEQioJi6Nl5gwAo5Pkmk+MpPBmtlU5BMgA8TVx88eAVXFu3tVBY8kk8Hjt1e36Mx+MccV3Pv7aZ+x55jXRKx+m0keN1odot/F4vtQ1taKpKQZ6PnmDkiLN1hMieSx54fBVzplVw7WVLj3rs9T98hFhTD/uvCUZKp+rKxQB4XfYRv4cRMwU81Ar1cVjTd/hze+MwLWfsjytJJ0nXjggdm8PMuqGULnuavzTuQVNU3tdXjKoACKLouJMqqgUOcaAHULcJYjkmQgjyw3bcmQNDgUp/UHjwz6ciPWIxeXneeDfj5NNsUD4DPP5sbkCbE4xM9ncmBIqiDBoGBsDmyeYD7Gqg2wghsJg/fZwyLjTvBF8+BErH5/iSHAI+nTz0z88c9lgiobPi3G/Q1TWyNC4Z3eDZVzdiGiYCSKUNfnbnR5g2uYKGvUEM0yKZSqOqR0gMq4LroB3ZQtE4TW1HTjKa6A5T/9g63KX9+/gK0NwOqq9aPKJ2j5puQUSHvzfDI22HB3/7Pdh6Yo5/HDqCL7Cv8x/j3QzpNFHzVCet60KEmhNMdnqpNnOYWuMk2ZshLSz6DB1vVMNmKFgKWAfFcZoJrpRKXjh783Xwd946ZLnGoQs4xnpBx/F47Tu7ee7z29ATx56Q/nRjWjpP/P09PPHoxzAT4Ww+n0DJwO/ksOAPYNZyyKTgpT9hbnyWdDpKV7AOgK5gLU+9/i2a2jfSGawd+vVjRU9BwybYverEHUM6KtkDeBq54or5XHrJTF55tWbQ4y0tfTzz3BY++P4Lh3llVldPmP/537+zu76VWdMmU7+vA6ddY1pVGe9/x8XsrG3hg++8lE9+5Tds2FY/fEVWdgEagK9AISdg0RM8cgC6/d4XiTb3klddyrL/ejutb+yic10tudNOwN2fbsGdu6AmCqmjlO079fYVDUW3Ek3U0N7zIqlMK3Oq/puSfJm6QRpa6SI/igKNr/SwsbuHWZMDzO5y0Gr0YdgFGcMkXGBR0uMk5TKI5piUdDtQUFCFgjvVvyoYgaEKNEtBPUJ/36ELOMZyQcexSvbqoECyL43d4xnXtpwMlmWwe8cjNMQbsCs2QiV5FORPh9wixJqHUQ4JzC1hERcZ/K01gAAjQ4l3Ohf788jJzy7cS6T6SOtxttQ8hqY5mF5xATOrLj4xb8Dugsr54C8aeKixfQM57gIKA9Un5pjSYWQAeJq5+xe3M2/BVw57/LOfu4833tjDFz//NmbNKhvytes21/Lyym0IBG6Xgxyvi2svXUpZcR7OpbPI9XkozPPhdTuwjpJWwejfJ1RPKWjYOG/Z7COWn/Pei3nzy38lp6IAd4GPc/7nnQjLQlHHuBNaCLi3EXZHYSQbm3hGsfrtR7UQ1OGuOSd03mAotpN4qnbg572tf5ABoDQg3p0mGdRJdKfxlbuYfnUJ5cvzqHmig+15PaQ1wVXvnEz31ggiKlh1XoSI32DJRh/l7Q5yQ0MP5+5/bH+ql0Nz+A3X2zfewV9/I3D4NJJ9Bv5J492YE29b7dOs2/pX7MJGkT1AIH8qdO+DuvXZYT2Fge5cAZiKYLW5j6tCHhSnFxxu1EQfOX1tkMxgnf12qsqWU1m6lJ72rdz/8n+TSPbxxsbfkeefzE2X3jX2K4WrFw3851+f/BiNbeuwaS6+dPubqKoMTU4G+SmfZn75yxdxOm0DC0IO9tC/1rNyVQ3XXL2Qn/74fUC212/l+t3sqW/hqZc3oKgKeT4vmqYR8Ht55/XnAfDbvz1PNJ4kEkuyZde+Ebdn+uRy/udzt1E5qZhv/vgfXH/FMpYtmn5YOV9lIZf/5t8J7mqhcEE2zcsRg7+OFPyyHlpScFYufGrayIKuP+2DdX0jC/4AdoXh0Tbw2+HSwuGP8UQ7vN6b/e+V3XDBiVmtbAljUPAHkMi00Nz1COWF16GpI5/rKZ0ZzIzFjgdayZ/uZfI5+dQ+3Uk6ooOiEKyPkzfViyffwfx3TWKKrZSGZIR/9u6l5ewQc9e4qGhx0laukPCYCBWcujbk3D6BwH7Q+PBoAr9xnysoIBMx2fiHRi7+2iyEBZ5Cx5jkOT0Ved35BNNBlqj5LLcqSO56hVSgiFxhoUF2xxaF/p1fQBcm+XgxhYktkwAUcOeAN4A562weefnLBHLKuOKc/8Jdvw2RSVLfspqMHqetexv1zSt520VfZ+7UK8f8vcSTvXT07Gb/mvSOnt2UF88f8+NIh5NzAE8z//GZqzjvvBl86EMXDPl8e3uYjRsbAbAsi1/88Sl+9ddn6eqNMGvqJP7txgtY99T/cuWFi7jw7DksmJ0Nxi4+Zz6lRXk88/JGPO6RBBkWk8rSbK9t4bNf/wO7a1sIReLsqht+Tp3D56Z0xQh39ljZC1ui0KvD8z3w+a1HLr8lDP9qhVe6s68ZqQTwUBtsDUN4mK2Unu6A3x0UFN/TOPL6R6mu+XdDPGpS0/xTNtV8mXTm+PI2SqcfPWmS6M0Qbc/OZ6g4N5+SBblMuaSQ6ddkb0T6GuK89dtGtv24kRd37OP1fa2IpIU3qTGjzs2UBheepIqhDp7Zd3By5qMles6mGxaE3frAvsBDlxu/uYHChO6dUTb9YR/1L3SNSxtOhmkV57FiwbspVv14FQcmFqFMmJhmEe5fTHfwHD6XYmO+WoLAImPp2fmCeZPhovegNu3A5wzg82ZTgPlmnMe51ddSnH9gb/dUJkJd85sn5L24nQEKAtVUl63gmvO/JIO/k0gRI5jpGYlEyM3NJRwO4/f7T0a7pBH4/g+e4K/3vUFr2+H78L70wpf4y6OvsGVXA16Pmx989f18+2cP0Nkd4vE/fQ1/jhvLsrjr5w/RF46xekMNAb8Hv89DaXEelmXx6qodROPJQfXaXdktKAuJgWVDt08mlAlyy3Vn8/X/vA2f15VNInu8d961Ufj8jsGPXV0IBS74t8mHl//8NogaENUhnk0wPeJtqBTgv2fA+QWHP/daN/z4kPmQKvDoOSN7H6PQG17P5rrPH6WUg/lT/h8FucuwaXL18kRhpEw05/Apn5J9GVb/pI54b5qXLwkRMXWuezp/YCi3u0jHG1VxplUUwZB7+h6tx89EEPEb+KM2FAHaIf0Hh75upKuIx6z3UINrfrqARE+GTb/fR2CKh6W3V6GoCqrtzOwJXPnSd3A1bmOhVo5WOJV9LoMyewGuhuwN8/7LuyFMYmSIWRlWi0ZuK7sRAiVQXA2RbsgtgRnLB9Xd1L6RJ5/6LCErikDgdORx65U/pHrSijF/H32RFhx2N173EOdgaVRGE6/JIeDT2Je/dANLl1bziU/9kd7ewTmgLr/yB3iLFFz5Cucvn8Pv/v4iO2qaKSkKEI0l+wNAQUd3iEg0gaap+H0e4sk0ZcV5fOb262hs6cbp0Ljljh+iqQqWgJSextJMCrU0rfokUkYcl+bhpZWbyQ94KS6roLsvzpfuuBTteOb3TT8Q3Ow/iSnP9YAbmOKB5XmgKnDPXkiaMN0La/sG7S4yYgL4Y389FxWCo7/dfRn4VcPh5ce43zxjhGjqeIjmrodGUprtDd+govidzKz49Ng2RDpl2VzDz78KNSYw0iZzb5vEul/u5fynfVhWdkFHzKPji9ko6raTcJh0F+lopkJR7+Epl47Wa6eh4EyqWIrALtTDbrAODfhOei+gCbsfa2PJB6uYcW0JgSo363/dgMtvY/GHzszdhXb0bUUz2ykQXipDHUw5+ybY9Oxh5TRFw4cTv+riKmZBJAiKmk0l48qBisN3cKosW8q1V/2Q+5/9BBaQzPTx1s5/npAAMM8/xE29dMLJAPA0d9WVC1iz8ptcduV3aW4enOok3i1IJwWxKpN0NEJBno+l86cyqTSf7Xua+N7dD/Ohd15COJrEZlNxOR1csHwOOV4XkF00Uru3Dbcruygk4PcSjsYJ5HqJ4yPZHsFK2UlbSTIJ+MP9z3PZ3HIWnXfO4PlB/TmpRuU3jeBTEJFDArok2aDv0iLw2eDVnmxi5x/Og1XBQXP/RtWb0GXC3XthVxQ+0z/00ZGC1BAB5X8ePsfxeHT0PEdL9+NYYqQ7kwii8QZ6QmsoDIx9T6R06hNC8Eh3I9M9fpJPhuneESFvmhdDsQgWGIi0hUNX8SS0gW+BsEFDdQrTJnBu9eKPjf7079VthwV2Y7UKeCzq2PdqL3rMIlDlwVfhIqfUiTvPcdz1nqqqy1ewJXg/HsVO1EyRblpL8RA33grZHttuEc8m/8/EMLrCEGrH5vKhxENwwbsASKRCrNryR+ZOuRKft4gCJYcuEQWgvnkNz6/+EVed+4WT+C6lE0XOATwD5OV5eddt5/LJT1x22HNGHF55ZTd6QlBRVkBjcycf/vzdPPjESjq6+1j51m7eWLuTN9ft4ppLlpDjdZFK6zz76ia27GwkFInj87lxOGzMmFrG268+m1g8jUg5mV4xGdWhM3NRDk4PCEVjXUOQ68sjqNkMtDz8yuN847ffpTM4yvk4NgXOL8SwshODIbtnAQB9BjzeDjUx8GrZXT2+Vwv6ceYAs4CkASkTfl4HX9o59B7rj7UfW0/jMEoLrsaujS51RSi+ni31X0I35HZ2E1HM1NkRD/JqXxtOvw1nwM7fi/fR5E/Rl6OzryqFK6OiKgfm9HkTGos3eXGmFTL2Y+udO1qvnnKEf472mrEgTOjYFKKvIc7uf3UQaUkx+Zw8om0ptv+zlc1/bmLdL/eSCp966Z+OhV1PY0Pld+ZaHjQ3k4MTZp47ZNkOK8LT5k5eNGpYbTTwoLGFLelG4ukQFFWBlT2n9YYaSSZDNLa/RWHeFK4vvhxXf19RxojR2LqWVCZ6st6idALJHsAzgM2m8YlPXMZv7nuOa26dxbMP7TnwpACHD9bt3M1Hb7+MdZtq6eqJcNPVKygryec9N19EsC+Kph24F/j5H57k0WfXsnjeFObPqqCyvBBfjodwNE5tQzvLF2d7wG68cjmXX7CQb9/7ex7pWYeCC7vdxnZvBXXr3mJW1XRsmgeXy8vLa/Zx1XleCgJeAEzLOvIQ8R3VANhbkljb21DwwcEXCZPsnL13ToLv1mQDsnI3tKay/z3Meo6jWtMHZh1sCg1fZm8c6qIwJ/cYDzKYwx6gvOgG9rb9ZpSvFKzc9k7OmvVzfJ5pRy8unTF8Ngc3F01B7M7gKVeJRdLM2e7BkVTwxTQKeuwkPRY5EQ1LEQgFhAJuXWP5Bv9AkmcFiHpNnGkFu5Ed1jU0gWapaCOMEQ8N3kY895YxnP93EHuOxsL3VdD4ag/RthTr72lAT2QT37ty7ThybKjamTEncNqMq9i+50ksMmiWhd5RRzzWh5ds7r/9n2lEpNlpdRImzblqCSFSGMKkQuRgM81sUubatXDph6goXUyOp5DcnDJQNV6z95A66IRqmDorN/2By8/+7Di9a2msyADwNJdMZdiwtR4EPPfqZmKJFO/4wEJefqqWvt4kqh0UDVJh+OkPXiZQ7OCmW1dww5XLB4Zl/TmD99FcvmgGza09hKMJHnl2HfNnV3L5BQvpDcUwTJMl86ZydXIVouGfcMFCpk2eRFV1gN5wmMrcajbs2cW6zfvQE4XMmT6J9739HWzZ3cbfn9pILJ5ha20bqZTBRcumsnTuZC5efoTg5ZZJKNsPLHLZf9lSBNldPlbkgWGBxwYLA1CWgj0R6DrGCNAAVg+za8jBZf63Bv6w/MjlRiEUPcoq52GYVpQdDd9hxdzfoSry6zwR/LW9hvpkhC9XL2bz2n20NycRTihKOgnaMjSXJZmzy5vN/6YJNDObEiT7pcl+53csSBDNMTl3tQ/FBKFCn1/HkVFomZxmaoMbzRzZANFwvYLjlSBac6lsva8JM2ORU+ZEWIJM0sTmUKi6qJDcyS4cOWfGd6WibBnljiKMTDstVpDfxF/iQmMOKygatNDHqWhUqnlYlmCaWsB2s4O5agmFioeEkeb5jueYp5Wz7bGPcc7V36K0YNbAa+dPv4aGljVY/UFgX6SZSLzjpL9XaezJIeDT3J8eeJlXV2+nvrmDaDxJjtfFu2+5gL/9/RPc+O75WDqk+8CIAQL0hI09daEj1nnpefP5+bfvYHJ5IZefvwBXiYP/+M7v+eaP/0E8nuaqixfzi6d3sXlHA0II3nPNNSysnIdL8zCluph4VCfcpxCJxtjT2EEimcLltFHf1MMr6+vpDSWJp3ReXlvHlj3tR36Dy/JQpuUcciHpv+D0ZLLDwJaAWAbW9cIsHxxhwvyQjuUa1WPCD2qOXm6E7LZjX9EbT+2loe2PY9YW6dSUsgzuatjIrngfdkXl6/Xr+eW5jfz1mnaerejC1AS63SQ3qLF9UQKEhd1UUQHVAptx4HTfU6DTl28gFPCmNOwZlbyIjZyUjdl1XhwjDP5ORYoC7ZvCdG6J0rc3gb/MRf4UD66AnS1/baLmqU4gO48yHTm9h4L1dJR5SjEBsjfxaXTyimcNhOT7b/Kd2JiuFnKFbSb5ipdzbNUU4KFJ9LHK2EufEWJjqpZooov163496BjVk1YMytlqCYPmto089tJXSaSOcrMsndLOjNugCez6K5bxhW//iZ01zZT6ClGEymtrdlK7t435syu59V0uHvnXBkxFgAXxvgRrn91B9ZzP8NwTX2H2jKHT5iuKwne/9F4A7vr9Q/R0R3CoNirKC2lu66Vz0jm8XuDj7P4TzDf/4/2Eo7cQ8OfwyEtvsGN3AsueQlMy/ORvr5GMHz5nLq2bLJt3lLT9ugUfqYKv7j78uYyAhkR2MUgwA4k0rA2C2wakR/YBKoCL7OKS0doSygaf6vH1csRT+0imj+eOWuB2ylV0ZxI9mZ3PancfuJkRApJhnfx9CqUzPTyc6cYVV4jadNoXWMzY6aKsw4kA/HED064gTDEww+7gHrlLXg1gaBaq2L+C98D/nkwnJJm0pWDPUcmELDJRA4ffRl9jglhHmkzcINmXZseDrXRsCYMCc98xibLFYzOd42RzuPwULr2ZKR3raWl4hDw81LSuBqWAMsWHX3ENZGVURPa8nhI6+6w+bIpKQPFQKLzMUUtoJsQqax850R7EjtfRg81syrWYM+0qZlVfzp7GVzCtbC7KSKKDrsY16GeP8DwrnZJkHsAzwLOvbmLT9r1sX9+JZQgmz/bS2NKNYZjMm1XJufPn8PTTW/jb/asHvc7mgQsvn0tJsYd//+AVLJ43Zcj63/cfP+OtLXX4vG6e/PPXKCkKsKOmmerJRUTT26hvf4JIsgHQqCy4DBSFvS19/PzvNaR1CxfzEUIb8qTudmr85Es3Ma1imPxPf2vOJoVuGXpT36TDJGjGKXLk4LA0mO+HW0vhK3uGLD+IRnYrOAHEjnEBSbULfr742F7bL50Jsn73x0jrx5O41saMyZ/EtOJUl37gpOyAEO5JEQ2mmTzz9Lx4nqreCLXz2Oo6rmgvZuF7J/Ovrr1cW1DJdE8u7ZtC/KlxD02VaWJtKYpbbJSFHPRMMnG2Cubu9qJYkHBa2AwFw2bhSw++zz84ELQQZBwCdIFLjK7n/MCA8sgcLagby3yAeVVuIq0pNKfK2Z+exuqf1WEZAs2m4C5yIAyBHjexuTXKzgqQDhvMuLaE3Ar30es/BaXSEX7x92ux9CR2NHw4eLttPvl4aBcRBOBVHPSJBE5s1IoeOkWUuMhwhTYdHegQEbYovdgsk5lKIZpqIzZtAb2RJqZMOpvX3/otFtkeUxsqRc5i3vOuf+Bx5Y3re5cGk3kAz2BCCL74nT9jGBY//H8fwGG3cc0lS7jmkiWEQvHsCl3F4l9Pr+adN5xHcUGARx/dgNNp58nH/pPr3/7TbEUKWCasfGkXvnwvc2eVs2hu9ZCBw3tvvghhCaonF9HQ3EVJUYB5MyvoCe9h096fH1TSpKn3BQA6ggFyfSZdvYIUu3AwC4XD0zEk0yZPv7GLz7xn6J1N8Nuyq3JzVIgd3ouoZQR2m4Yx1YNjQT5EDKgd4cpYk2wQeG0prO+DuqO8zkl2fCl10D1TYyrbNXMcAZfd7sfrnnqcAaBBS9dj5HiqsEQGTRn7LeMsS9DXmSS/xM2rDzVSvyUIgM2psOSSMhZdNPQe1NLItKcT/KOzDp/mgFwVj8NJUypGxNDZHgsyze1nU0UEl8tF774gnqRKxGfQVpJCUaE44SCaY+DMqHgyKkmXRdRn4eq2sFv7F3hke4Js/V8lAdgzCuooZwOZiCGTSe83VFLpo80J3J9H8LjnDZoQak5SPM+HK8/Ojn+1IiwonJXDBf89k9pnO9n1SBtG0kJNmPTuiaKnLN78YQ12j0rZ4gAL3l2BmbHo3hWleL4fVVOwDItM3MSVe3gOxfFm05yUFsyhpWMDOgbFFBDATbuIkKd4iIrsDfRkJYCqKCQtnWYrRAqDzVY7F2pTMYTJRcJFsxJmrwjSq1hQ20S+mkNTLDIQ/AGUkYtbcZDJJHE5/Nl9gpNRsDnALrerPF3IAPA08sqq7fzf75+ko7sPp91OMpXBYT/wKwwEvAT6V9l+7o4bBh7v6AjR3RNl+vQyQr2/4fs/eIKf/eIZdEyEKkiJGD/65RO8vnIXD/3hC8QSSZ548w2uOecc8vx+rr10Ka+v2cFzr21mxdKZADR1v8qOpt8P2U4hoLw0xPQKD91BG9lVEwZWjglJG4pxoM0KCsX5R5j/dn0pzMyB5gT8sQEOyT5gRyMwvQCHZYPHOmCSG9KjSNESMrN7AXsP7yXZ3z5sCqwIQFca9g4RJP7nNvjijOyxj4Gq2JhcdBOpdDuJ9Mj3YT5UMrOPhdPuHLP9gi1TYFmCxh1B9m4P0dsWx+N3EA2mScUP9JgaacGudT3kl3gomuzF5ZWnlWPRlUkSM3VmeHK547zzBx5/ces+XrY382aog7pkmEp7DkVRB92eDD5dpafIAAuuf7wQU83u+uFOqeg2wd4pKYq7/QhAtwtaytNU7cvm+RQItCGCLd0mSLpNXDEVTShDllEYvvfveAK4MUsHo0PnlijuQjuapiJMi1Sfzqvf2UVffQLRv0bMygiCtQkUW3a4PB2C+mB3Nkn+5jCugJ2tf2tGsQliHRnceXZyKzx07Q5j86iUnp3LWe+aOiZtPh5PvP5NoskeLMDAooc4wu4ioJvYlewoh4mFTVHRUCnDRwW5bKGdDhElYWUIkaDG6mGFVsn52hSeyY3S2lfLDMtPXzSCDRWjPy9WHzGClsUfHn0fS+a8g0uXfIzoG39hr9HFgmv+B1WV54DTgfwtnSYMw+TuPz7Ftl2NeL0uPnTbZeT6RpY77jOfvorf/PZlvvTVf/Ctb7yDL/339XgKVV5dvYON27MriC1LsGZDLR/47M9YfnYVimbyu4ef4fPvfyeappJM69gdNnbsaeaGK5axu+mfRzymosCS+Ql27nUxtcJOMOqnzewFSwFj8J9dSb73yBXN8sET7TDEKLCCgmP3QU/k2aD1wIS+EaWkSApIDp4MLhDomISLMhT/1zJ6Wzpx/CWEzxoiqezeRHav4oUB+Oqsw58fAYctgBDHmrvmgI01X+CChf9EVY+vl6K3PcFrDzWi6ybR3gPZtePD7JeciGVorgnTsS/G8quOMq9zgloX6WKKy0eRY+gbhUW+AmZ4cvFoB74fLwVb2GH1UdHgIhJLotoF7u06m86K4+7TCFbqmHbI79VYd3YET0yjbkaKiN/guifyWLHOh2odSPdS1uoYCOiG+05sXhils0THllGY3ORgbm0OKtnh4jcvCOONayzd5Bv2fR5pS7iDv48nIgXMAC37nnPKnFhpQbwnPbCXshhitodQBTaHipGwsHRB/bPZPbfjHZlB5RJdOomubFYCI27S+GSQWJ3OxV87tu/9WCnOn0Fx3jTqm1ajdtZzllpBMBPkOWs3C9UydlhdxESam7T5FKteNFR20IkDjWK89BJnlbWPBDq5posWEcIfdZB2FLAr2YkLO2Z/8DeTQlyKjW2ZDjTNRUFuNWg23srsRbdp5HVtpbJ06bh+HtLIyADwFCaEYN3mWv711CpeXbOTHI8Tr8fF8kXTuf7yZUd9/b33v0BzWy//89lbMYVJPJni41/5NRedO5uK8iKmVBZx+WXn8PizK2lv7yIaS/Dm+l2s21JDoDgHI+2itUnno++6iDkzSnG497Ftzw6eW92B3atiDjNtTlGyvYAeF/zb9SlaOzIs2SPo3r6C52fvPrBCrf+k/93fvZJ9X/Mrhqxv1datlNZ0M0l3oqFg4whzlTaGs0O7w8nOhj8qA4v1UxvJ3FbMZbVxWl/eRkBz4SgswKnb4NBAKCGyOQRX9g69p/BRxJL15HimYwqTjH7sC0J0s4e2nqeYXHzTMdcBsPHlVvq6Rr4yRljg8dupnivnAx1sXypKkd1N2MjwSrCN9TY7n5o8b9jyzakYT/Y2oVsWbyus5P6OesIugxvJJ7ktQ7g3SdRjsGxlDtP2eojlmGxbEMcf0qidlUAocP7KXHbNSlLa7cRSobMwja4JinsdOI3DvztJp0nSZZEbsaEKhYomF4GQDVCoaHYODA4LRRDzWceUtvnQgO9Eqzg3D0VViXelCTcnESZ4S5xYuoWpW6iaQipiDJwrFBOM/uTuRzxF9E/3OBDIQqw9halbaPbxWzl9/uIPAzC/cBmPP/uflKl+3Ng4X53CP83NfERdwXY6WGft4zxlCs+Yuwj131EHSbLD6hq4MdhOBxcxlWQ6QUqJECFNDwdGPurpxSY0BKCpGm9uvpdYsotll36JvS2rmVy8cKCsaemk0lG87vyT92FII3b6rvWfANZvqePR59axakMNiUSaJfOn8tq/vsPvf/RpJpcdPcjoCUboCUa4/7E3aenr5NxLqtnb3M4zr2ykpDCXH/3Ph4gEu+nrC2FZFi4f5JaBbpp0NIXp6ezksaff4PoP3sVDTz9PS2uCcLQXj68dy8pwtD8fTcvOMywvtsATo2xuC7e+J437giBWcbT/JJo9kb61vZnh1iPtamjkjfxWdKyBDejFQf8MYkIKgzAprKFO40e5BmXQMTGxF7mZPHUKvd4YZlcSX1EenTc4cHxxLiSO0FN3d312zuIolRdez5yqL5LjrmT/4JplHluvSDi+45heB9DXmWT9c62EulMIKxvYjYgFvjwHgSLXMR/7TNOTSfHnthr+0l5DicPNTE8u1+QPv1o7Zurc1bCJLaEeejJJGvb14Wg0ye+0sbexjz+f28oT1wapm56mpNOBN6HhTKnkB+00VaXRDBVTA6Eo5Pdp6A7BlkUxusoMLAc4DJXsfjpi0HfDsAl6inTaStOknBa1MxMoqNgMcOkHvuOaULn2mTwueHN0CwGHCvyG2k5uuMeOFDgOV6b5zT4iLUkcHg3LENicKq6AHc2lYhkiG/wd9LctTLC5VRw+jYJZXvJmuA8f4xYCBNj17DxFu1dj6jWFnP0f08Y1+DtYe6iWMBkeN3bQIIKsNhtZTDmrrH3UiG4WqOWoKDgU22FD+2b/Z1hMDk7FxiJbOSXCi3HIHbWJII0BqKT1JL2hBnY1vIrPW8yMqot5ed0vaO3K5jV9fcNvePqNu4jtfAnCXXT07mH1lj9jWcc/2iEdP9kDeAqKxJK8uW4n/3pqNX2ROF/+9C0snT+V8pLR3UXdcOVyHnxiFclEmnWbaikpDpDRDZrbevn4l3/FiiUz2L6nmXg8eyfozQdVG3o9Q219kqSey2XnziBjbcQUh4/H2tQcDCsJmAO9gPkBMAxouWgDUyYFqPLkUedvZs00J/YnZqAGvYDF02/spLjAxU2XLR60KwnAB9/2NiIXRHF8bCdCP/ok8aCaACs75yWfQ4bJNYbvIVQg7jewpVW8ZS7+VvUsu3fsJXNWhvfk38iUZzrhf3bBkVKHFThgWwSWj64nTFEUdCPc30CF9uZ83npzNlNntTFvacNoaqKi+NZRHftgq59sItKXIdaXOXrhgwiR/fdMJYSgPZOgzOEZ8QrrgN1BlTuH+d58VEXh5uLsKvud8T6qXDl4tcHD9Fba4vwXc7Acghtum81PG7bR7k+TUEw6LkgjbNnZE00VaVas9dFVlKGnQGf7/BgZu6CszYFmQmtZiq5SHcWK0F1ikB+0M3vHge9BtjfuoEUZikJfrk5JixdDE1Tvc+NIKxT3HD7d4ViHak90799Qi0eirUnm3VqOaVjoMYNYRwozbWEkLVCzCfKFCapdwcoIVDuYGYuenXFUO6j2/kUyTo1M1AQTvJbC3PMLqPiP6hP6fo6VlluKI28SyWALL5g1WAh0LKKkMTBoFn30WU66RHQg4INsrLuMyeygg05ibDBbiJMmdcThlAMRdDBUz96W1XQF66hvWYnD7sHrLqCsaC5WKoa7txvia9lq7GFbzRPsqH+Oq8//EjnuAnQjSXH+jBP3oUjDkgHgKSQe1Xn8sR20xBp5fc1Oevsi/MeH3zai4d6hrFy/m78/9gaWZWG32Whu7xl4TghYu7F28PGD2X+H0xdKsGHrds69MJldRWxl/43lTqHMSJHRQ2R7BbMnjf3XSU2DySWgaUkyhkIlsL4xD7Rsf4SCQjqT4cW1b+D36Vxx9nKCsT0EvFPRVCc2m0b+TgP2J6d1K4jkgd7DQ0/8xVZ2TqE2VA/lEa5DhmaxJn8PBWk/y4omcfO0t3H37j+ypmkd6aYwHw5fCka2AhNzYOXkoOOrwNzh50cdSWffKyAsFBy43GkcTh2vfzQJCm0EvIvwe49tPpKeMenYF8M6xow4pZXHnsz6VPdMbzPbY0HOyS1hqb+QHM2OEIJt8SAzPbm4hpj0viceoi4RYZ4nezMQNTJ0ZJLc3byd7kyK/5t5Hilh4lZt/L5tF4FXLKoSLlrSCT7S+Dpuu420ah7oy+7/27VU2LA0yoy9biK5Jhe9mkvj1DR9AZ1A2M7yDX5aJqXoKtDxRTXK2u04rOyaXRNAEdmccP3DspYimF3jxZfSEApowobNGDrUSzpN3OnsMHLcY2JPK2OaNHq0q4D3v4ehVjG78hyULMileL6f3Y+1U/tMJ5ZhodpBc6oUTM8h3pXG5tGy+RI1hb767FCntf8mTwXfFDcCwYzripm09NQeypxReSHbN/6VSkWjTnRytlaFU7Gx2+iilh5aRJiISBMmjYbCFPJoI4KJxTbayfSfu3sZ3R7jqUyUB5//PE6Hl7QeZ3vdM9Q1ryTHU8gFi+/gXyt/xMwpl1Hin8G6dIREOsQ/nvkM5cXzcDn93HLZ909K6ippMBkAjqOMbnDPn5+hqCCXR59dS2pvGXmpGRgU0mYIqiqqedeNw6RHGYGy4jxsmkoiY4AwjvsLZpppfAWl1O9TMHQHPUEbfbEAZ33uHZgdL1OYSdHZ107G6MThMBgI0BTQNIHXWUZR7kLSmh+ReQS2F2UDJksBNOr3KTz80qtkjGamVmVoD64hL2cWGSOMp1Wh2F+AEjIhJVCX5sLGyOGNVMB2pHxmGoOGfgbkaXSdb2PGG6X0uKI0ODuoEX2YmPTGeik+60q4Yirxnk20dDRTHS3G3p8IYyAf2h1V0J0e/U4kA59vgpTehcOWR15hO1ffsm4Ur1ZwO0pwOQuP6dgAe7cGUTUVyxzFKuoDhycn78xN/zDbG2BtpIuEqfOtvRtoTEW5JFCOieClYCumEISMNLO9eXSmE7y3dAabYr3UJEKsCruIWwZ/a69lVv/zCdPgqZ4mmpMx4sKgPhnGNRlaUi7WL42gK2BkdCp7XdQXJwffuGjQMC1Nw7Q0rpRCT6GdnKhKyiNQTAPdLijqcdBTaDC51YGpQtpu4dRVHr2ph5IuO+etyg7jKijkRg+6DAjwJLX9/zkoFNs+N0brZJ05uzzkB22sOi9CoE9jxVujzw073P7BRyoz0rr2K1+ai5E2SYcNZt1YSuOr3VguFW+BEyNlMu+2SdS/0EXb+hCKpmCkTVDAGcgOGxtJC5ffhjvPzsL3VZyS6V+GoqTj7KGTIAkyiomJwK3Y8QsHzSIysK+vDydpTEoVP3PVUjZYzbSL6KDVvqORMeJkjDigEIq2oiW66Qs38dfWO8joCep6tlNcOB3R//tKZcLsbVlFaeEcHnrh85QUzOKisz4+lh+FdBQyABxHnd0h9rX2sG5THbvrWyEWocA+GwcaC+3XQAfUbY8xY8Gx9SilMzq+HDeJZAbDtCgpzKWzJ3z0Fw7D4XTR1evjsWcKBg0T13/uFeZNLWLhnE4CeTqxhJdKXwmx9IFkzIoCkWQDNtXH6kQhuekC+q6sw/ZaFVp7LiBwOk2icY2n39jNuwIJ0nov7b3rUNFY9sINiLiJ4gArRyX6WTeOL3fhiLvQYtBjxbGjkSuyc9Cs/nlB6qFT1ocbvv3qbMp1gfmGQEu0syq6kZun30FrpI0CTx6g8L31P+MaMYXqVAANlbA9jolJvu5DmeuDc/Oh6NiCIN0Ik+dfTjLdRirTS9o4yhZ5ADhRFRX6+3ZsmpdZFf95TMcXQrBjTSdG5hiCPxiPTSROiK5MErdqw2cbfLF/M9RBUzLGnngIw7KIWzobIt2cnVvMG31tpIVF0jRoSkYpcngImxm2x4LowqI1Hac+GaE+GaE2GcavaKSFxaaWLqLJDA6/jRU1fhwNFk9cGURRwY5Cbq+GCFt4PAoJtxg05dayAQISOYImb4b8oIZmKDgMjaaKFEmPhSKgrSRNb5FJR0mGS98IkHZZeJIqhiZwmPtz9Q396zt088XyVieehI2ydjuqAYW9dsrah1gVP4yTvS9wwys9hJqSZKIGetLEXeik8twCuvZG6d4Y4fXv70aPCTSngsNlw4xk5/iZaYEn30H+WV7mv2vyabdv8AULPshza39Kvg6PGFuZrhSxS2RzjLrRsKOiYxEiRYgU00QBhjBRhdo/fjOyc8BspZigSNBF7JBnBKaVwbQyHDyRxBRp2rsPn5/cF25CQWHKpLOP7Q1Lx+z0+ss+w0wuK6CyvIBHnlmDHSeuIe6Cf/aVOn7+6GI02+hPni3tvUypKCEWS6GqEEuk8DgdJNKD53cpijLsAoyDJeIRotEO/P7JqAfN0zN1i617uti2R2HZojyu8q4hubWDLYVTSSYVSkuiVJRHCPZ5eH11mF4rRbypCPXsDOa8nmwAKFTSaTtd3TZCIScbd/QxucxJri+DI+ykzx/D1ZuDMSXD3tt3E+/soeT66RRsLMa/yct6VxvVeoBc0wU22OLsZG68EPuQWcwO4SKbagbIvKuYHzf9AafTxY2Kye3L38+PXv0ZbZE2ukPdCG8Xn7XeRtgepza3A5/hxpdXiLPSe8zBXyrTSW3LL9GNCIlkG2mj+yivUNGU7LCU3ZZDjnsG0yZ9FKc9D5ttZKmBDrXy8SaC7ce4rZMCs5aMfuXzqcYQFr9o3o5hWZQ4PbhUDaeq8nj3PuKmgQ2ICRMV8CgajakIM9259BkZdGFhAe3pJNUuH//q3Mv2WJCMsNgS62WSw4OFwAT6+utoNxIk7AYmChdPLYZghkIlRpAMOoJQnkHEb5Kx9wd/AmbtceOPaGyZH0d39febWRAMmKgW5EQ19k5PknALfFGVsjYHaAp2Izvv750PFmKoAvtBw7ZH+n7sDw4VoC/foLLZhWZAY1WKpRsPDPmbiiDhtXCmFRz66IeET0RwaCQtom1JzLTAMixcuXacfhvr3UH8eQJfqwoWOHNt+Ce5Sfb073LhULnwqzOxubRTZnHHaBTOuYKStb+hV9EpFDnUi14E2T+hCvIJkiBIEvqH21sI0WFFiB9xcvPhbCicpU7mGWuIbTpHwW7zMnfaVSyb967jqkcaPRkAjoPdda389HeP88qqbWT07JwLGy6mqecMlBFCoCgKiYjFg79pYekFAWYuOnpPoBCC7939MEUFfj77keu55NwG3v3JnxA/KM+dooDb5UABnA470XgS3TgQAPo8LqKJwYs8VJsNyzToaeshE7comVw98JxJBhUNsPHW5gKuFk3E0gFedl8xUGbh3Ba6e32Ekm7SlQWo4Si2lRXQP59IKAfm82V0B0+/OIPbrpnBpYsn0R3aTHLqZEKJGNaiOP6yGXiMCsrPOY/IltfYfdkWLnzpLDwi2xshDKgSucSUDAHh4qjdUzeVw+4o7EvQe4EN/Vk7jbEmfvL6zyn3l7Onu4aeeC+KCSvLamj19LGgr4p37j0bu2nDUWg7rh4wuy0XRXGRzrSgm2EYOF0PdyeuYIo0Dls+Xlc1C6d/G1U5vq9yPDK6RR+DCOhsiSMsgXKc+yKPh6d69vFqsI33l80gpKfo0lN06knCeoYeIzVwW1agOYmZ2f6RlDAxgKf7mlE48JtKY/F6uAMbkCF7gp3i9JMwDZyomAp4VBshM0PIbfRPxBfcq9Vzi68Ub6tCd/9CYVsGVEPgiqtEAtmFC2XtDiqbnFTuc/L6hSG6S0w0CwJhGzkxjZy4xrQ6L/XTkph2cEUgN+Rg+l43kA387P1zPFMOE2dGw1QtVGvovUAyioVTZJ+Z1JpdZKIAJV2De/4Mm0C3CbSMAoqFQxxe28Hz+05oDsCDuPMcVJ5fgCNHY/sDrex4oBXfZ3PwLlZx/CpBJmKSCRt0dGankzj8GjNvKMXpOz2Ge4ekqFx86Vfpee2P1Bvt1FjddIkwxfhZrJZTb/USIone/7fnwEZilMEfQK3opVkc+4jSfrFkD9trn+G8Rbcfd13S6MgAcBw88cJ6nntt86DHkoSJF+7BFyxAUwaffJ57oIt0yhoyAMzoxsBuIB1dfdx0x/fpDUYoL8nn0WfXUlTgR7WpaEb2hGyaFkJAKqVTXVnMtKpSGpu7aGhpR1VV3vP2i7j8/EW8/7P/N+g4lmGAkl0lHI/HiYZ6KS+fRCyRZtDGUIrKXXwcXIP3CqjfV8RF5zQQSXtYTSlgoRjKYStHsz0O2dd29UKBfzYF/tnwYQO+vgu2Au+ck925Y0eYcKAd3ZbG3d/TJ/pTXCg2A2/GecTtqgAotYNTg9d7IWYw+fxqUnETy7LY1LKZOlc9PfHegYuXwMLQLGL2JLsDbZzbNZN0Drg+cey7AWiqCwVIphv7L4z7wwk7B8as97+P/c8LLJFm0fTvoio2GtvvQ1FUqkrfM+rjtzVEad8bPXrBIwh3pcikTZzu0+eU0pKOsS7Uxd/aa+g2M7wV7UFTFPJsDm4qquaRrgZCRhoTgQOFsHkgSN6fxMIO2BQNTUC0fwK9BQNDXybQYySJmNnf49J4Hu1qCsNtIyGMgTmkdl1hXyxC9+T+VwoIhO3EckxQBJoBpgNevyhMdZ2deI5Fd0E2GvPENBZv8uJIKVg26C7WKepxUN3opK0sQ1WTC1Uog/6CTM3C1BS6CjOE/QZT9rlQTJW4y8BhaAjTwi5UHEId+Nt3ZQ7MbfUmB89zdeoq9pBy1ByBQy3yGFGy9tFSsqt8feVupl1ZTMfWMJmYgTvPwTud1ezd0UNtNPs3r9pVFMMEC1Z8ZirFs0///e5fb3+NqTaFkJ7CQsGHmzL8rLL20UJo0FiTcYwrtNMY/elgjo/bmUtZ0Xx0I4nddnruxXy6On3O1meArp4Q59/0FXRj6J6doiqVIoeLYGf2QrK/FxABk6cc/sVo7Qhy188fZPHcKTzy3FraOoOEI9nVW01tPSiKQmePj3y/j/ZUEOOgyf1+v4fZ0yZxyTnzcLudPPrSSkKhJPNmVhKKxFkwu4pdtc0oioJlWZiWwGGzodpdeHJ8uLx+oonskKHWn2pl4K5e0Q47mcfjdnbsLiWRVHEn23Dn68yY1sPatgBGqx8FDeHMIHIyaL0+vG47S2aXH6jAa4PLiqAmBpaAjhT8qYlpdYsRlkAV2sDxDSwafFGcRpK5oaKBPGFDXp6m+uDmcujJZLd6y7Hx0Qs+wC/X3kNfKkgidmAVrqUK7KaNiCPBtHApObqL7YUtLJx5DscjktgDCBz2QtKDkkAffFeuoCouVNUFQsWwgrgcxahqticmnmoE5diGq+o29WIax3YR2M/l1YhH9NMiANyTCPHLpu1sjgc5+DbFRKAKCBkZftq0lWK7m3KHm7CR7SvJWIf3kmSAzFBbS/TTgKipZ0NDC5qTMWKaQcyV/bztQE6PSsRvsWVxAsPOQIwfzTFIuQTT691MaXCxbkWUYIHB3lkHtUPAtAYXuSEbTZVpnCkFT0Jlz6wk/rBKebujf4aoQGiCYL5JQ2WcGXs92DIaBUEbRT32gdW0pgb2lAKo7JqTYFqdG0sVuNIapiZQTIadVHHUm62DHCkx9JgEhAJUm4Ldnf1O1DzVCYCRMnnt13W0ReLkYwMVcqs8LHx3BfHu1BkR/AHY7G568/OIBB2EEykSpAnSAmR/f3m4AYUe4gMrf8fLTZd+j9auzTz68td420Vfx+MKjGt7JpJT/2x9BhBCsG1XIzd++PuDHnc57eT5vQQjcVYsnM6dX3w3930nSF9XFHHQnTdAU32Ct1Z1Udu1hxuvWo7X46I3GGH95lpeXrmVVHrwnZhN0/C4XZQU5hKLJzGtA8Gfz+vm2194N//760dZs6mGW687j0tXLCEUjnPZ+QvJD+SweN4UPC4HP733ScKROI2t3cQMNxYaeiaFpmpk0iks08Tl8IBNGejNGJpGU2sATTNxuzIsmteBx5Pm+uIYW/2F1Pa5EbODiKIU75hyCZ+ccfPhVeTYYFEuPN8NK3ugLpuw9tDLhAONbUlo8YaYRzEm1tAXJ58GH6oEVYFiZ/ZfIWh5cgOGPYnlFCgWiP3rLABdMQi6YrxUsZXchnP47Xmv8Y/3vnPYdz0SncGXyeh9hwR/h7KwRAZFqFhWBgU7gZzF7Gr8IR5XFXOq/vuYj5+I6iNP+DyMilkB8ktOj7v3p7ub2BnvAw78vWpkB90VBOn+bukOPTmo12zIv20B9gTorv5KDjHoW6lCR/7gIFIXEPZbqBYY9uwwa1G3nc0L4pS2O3DoKhmHwLQJTFWQ16vRl2cOzAks6rJRWx0nlGvQU6Sj2wXlbXYcaZUNS6Jc9GYePYVpaqenaKpMkXEKFq13s3VRnLDP5Ox1fjxxldyYjbRNkBvPXhJMFZoqMpS2OVl1QYSiLhvL1vuyi7/E8AtHjmR/0Hfozdih28QdyWiGjs2UoHtPjO0PtNLXEEe1K9jdGh3hJLFii2KbDXtaQY+b+Mpd5FacHn+/I3Hxsk+AEJgb7qVj1/2QPDClpwAv85VS3hB7x7GFBzy36nucNfed+HNKcMgewJNKBoAn2Ld/9gC//8dLhz0+paKYVx78Nvc/+gYBv5drL8vunfjp7wR48r4OTNPi9ScOJOV769U+Vm3bzJTlJo8/v57Vb+3h8RfXD3tc3TDJ8TqpmlzEa2t2EPB7CUXiCAFOh0ZFeSEfuPVSNmytY/3mWm659hxmTz+wh2tFeTadyHf+Ozuk+KPfPsFLG9rxuByEIjYE0NfbhaZqOPLs2GwOrP4QcNBpef8Yb/+yYdNUiCdcdHVPYun5NXQndQJL2nF05jKnKMnOgMkj0ZdJ7Ivzhar3ZV8bzMCfmqAzlQ3Spnqhbug8Ve1KDLuiclO8CJLFUGRH69ax+vMNDlCAJQEoPbBzhRCCtuBe3jA2EvZm6x+YyiRgUiyPkCNB3JGmJreD7y9+FG/cxT+3PMy7Fr9j2N/FULJ7Dadx4MLrmk57z9MjeJWBae1fcaeRznShqjZMKzHQEzhasVCGtvoh0umMgt0JRZOOsJ/zKaQxGeW1UBsGAreikhQH9sQQDA7Yhg36DqKms3n5NB3MkWT/OXRpLWDZs53aioA5O91oloI2H+qnp3GlIOWAsg4H1XudbFucyKY6ykAgqBLKM9EdEA+k0QzQDIj6LBZud7NjjolQoakynV39m9BQFIt5tT6iPoOdM+P0Fuh0lghm7/Rgs7KNM1SBZilc+KYfxQBHRkEVSrbnTxx4G4YmSLosnJmjL/zQbRaRHJOCkL3/rR8eyI1psuj+5ugxA5tTxeHR8JW7KT8rF++2CItv8GPfadKzK8rMt5Wiaqff3NWjUhR8eVUY/VMXrtVm0yeSrLH28bKoG+fGHRCJd7K97mluf/tf0LTTeO7laUgGgCdIXUM7P/jVI7zw+pZBj5cWB6ieVMSHbruMeCLF2k01+HLcAwFgfrGTD/xXFQB5s8P88vtbKVAqEZEcSgJTEfpefvTrR+kNHbr0fjAFuPDsuRQEfPQEo0RicUKROADvfcclLJ43hcXzppCX6+XVVdvRjnICPGvRHOK6kymT83noyVV0BiPEw0HsdhtaacnArDWPTSG5/yp62MribL4/ISASnsS6N8ppXlBHOKcZd16KhYEMuY5C9phJ4sZBAd5zXVAXA78dqjzw16Yh22giaLSHWOdo4fb4EtLC4M+ZHdyoziTPOuTOUgBnBQY91Nj1LC/ufojO4q7s2N4hF+uCZA6+lJua/HYsNfve4iLFA5seHHUAuJJHaaWGK8T72L3ve4hRzKVR8IKiE083c+68P43quIdKxDJYx3nd1dOMaBX5eIsaOve27iJi6IN6q7PLl1QyA7cwI2cdb+rDg5fZmtBZnKGr1MDsPzOnsms3yImq9OWBpWV/NuwQ81os3pxDQ3WSmN9i/lYPvohG2yQdR1rFm9B4a0mYyc0uFFNw1gYfppoNBN1JBUvx4sgorDsnhjOtMGdPfwJ1KxuSeRPZiPaqF/IGNXW/nnydlNuitOPoNx+aqZJ2Db3Q4NDAb0zmAlqAlh0GdvptXPbtuThyNDq3RfAWOHDutnDlOfAWO8mfdnrcvByLrmAtgZxJdAfrcGHDeZyLxU4ES1gk0xF6QnspKTi2JPbSsTn1/hrOAP987E2+/fMHiMUHp9Ww2zWCfTHmTp+Mbph4PS5uu+H8Ibd427qrkadeX0WP6MYtctGVFH1tEXqbWojpgmJ1Gl1W/ZDHz8/NYen8KSxbOJ3Lzp/PrtoWmtr34XKCYWqUFQUGyr7junN5x3XnHvU9Xbx8GlWT8qguz+dd1y7imVc28YVv/xHTMNEzBjZH9k9JFwoel0YiZQBW/+bp2uBgUFGYWlGAbljMLJpOL/U05tgoKziP3GSQ2dEtTDYPCnCvKwG3mg3YflHPcLGSDZVJpo/rUzMJqSnWOFtI2gxWOpu5Pjnz8Be80AmXFg38mOuZwp4+nYguDh/fUmBrUTMe3UFVtJAGf3e2y0ZTUEhhmHFs2sgvJIWUE6abzpYHRxn8OSjOO49oYg+l+ZeO+HVDCfemWPVE0/CLjUfeKOacXXT0cuPsT+172B7rxaaoAzGXSnZVrgDS1pC7R2ftf2KIv4tjNnidFKoJO+YnsfbPAxTgSINuh2evDg0M++6PxPIjDnwxlfNW5bJ5aYyGaWkMxSLus6ibmQQTJrXZ2bokzqwaD3unJHAnNIq7HTgzGuUtCtGAiSehoprZ3JnqEcKvQx8v7T488NNtgpBfpyg4+Lm426Cwx46JoLtEJz9oO6zX8GiB36hXDmdXpaHZVbb+rZm8KV4qz8+nd0+MsqUBfGUuKi84/dMXHcn5Sz5CY9s6LEweMbcf9nyVkkdMpAft/GFDRWBhcuSdM8eKXXMwq/pSivOHOEdLJ9Tpl+ToFPWT3z7Oez79Ey595//jqz+4b1Dwpyjw8fddzeTSAtwuB4lUmsefX0c4Eue8ZbOprig+rL4/PfAK4WicpStKiCk97DHfoCO5j1a9lknaPHKVUvIchcydWUF+wIvb7aC8NJ+PvudKHvj1F3C7nexr6eJz3/wD9fU7yMRC2O0KXreTusah55rta+/gh3/5K5v27DnsOVVVmDq5AFVVcDrs3HT1Ci45Zz4et4O8HAeqApZlYZiiP/gDp90Bqm3IzYVbu8LkuB3Ed6SI9rjpUx38PdnMxkQT3Qhej27jmc7+ofNcezZVy7NdcJRcdZOmF0OeHc2ucp2YzZJ0KVcnpw1deHsMPr8N1vdhCYtP3P1rNrcftBeeOORfwFBNQvbEoIu3z5Hib6s+Snvvc9S1/hbTOrBaNJXpJJ3JbsFnWTo7Gu6isf0+ZnM2Jbt20t718JBN05RchppUJsgQT+5DNyO47GVH/CyORlUUwj2H7+k8agIeu2cX4d4xqOsEMoVF0rLwq3YmOT3k2OxoQMwyiJ8Cm9ObruxwMDDw95WxZYeX0UA1IBDS8CQUMCCSY9I0OUN3QQZ7WqW3wCBcYGHYIL/XzrlrfSze5MMftdGXZ7Bwew5nbc7Bkcn2czqESkGfnStfCDCrzjuiIW+AuEPHVMWQQ7a7ZyVomZwmYxt8V+FL2HAYKoZD0FSZQhHZvIS6Kkj1lxUH/TMWFAGeYifhlgSOHI28KR4cOTbmvXMSvjLX0Ss4A9htLqbYShjqN6uhslSdxFJ10qDHbQed3E7G8hC73UMk1i63ghsHsgdwDKzbVMNDT6+iqzuMJQSWdfCdKpy7dCbPv76J6opiHvjNF9i0rYE1G2v4wz9f5j8/esOQdXo8TnqCUZKeDJPmFtK3zUWROhXD0knntFGWM5nzzlvAnZ//Nx57bh2vrdnB9Vcs45Jz5xGJJikuzKWlvZcde5oxkjGE6kLXHbicCm+/esWQx4wk4iRTKYLhkc0JmzmtnJLCAHNnVrBuZwsvv7GVkklVqFo2cNFNE1UBh10jlTHBsrA0AaqgxqzH1h1k2fxJrOywEy1K4Yt3ssI/m3tDWykEqjoeY7OVYHFZ/2f0tmJ45vDgNY3BM55aigwvvgYnzwcauEXMxJe2sUJkVxIPu8dobRweaEGZ56PP3jb8Qtr+X2lZIo+4LY0v7STqygY8fWmFjlgnWxp/gZ0EzV2P4XdPxekoozv0Gk57PpUl7yOS2EEy3UtX30rq237HcJdbRXGganYcagXJTBeQ4kA3nYLXVYURj9AVepWywquO+nsaji/fidfvIJQ6xgTQB0kmDPZuCbLksvKjFx4nYSNDRph0myYRS8cU5pGzn41mpcPBv8oRvMaWBldKJeazBt+GH/onoYE3pBJ2ZhNNJ10WGZtAExDPMYnmKHSVZLDpCgPj1yZc8KYPoUDCbVHSbseT1Ng2L87sGg8FvXaiOQaapfQP8ypYHFjFmw0EBVG/iS9iO6yXwG5ppJ0W7uThX5bpdW5SLgu7MfQXyZlRmbLXhWoqmIrAZikoI+yBHu3QsGZX8BQ4SHRnWHpHNXb3sW3ReLq7eNknqOnZQkd68LnTxKJG9NBkZRdEOdGwoxHjOHKCjlJ50QJK8mcwZ+qVJ+2Y0gEyADxOlmWRSKRJpjIUFeTSF46RSmcvK6qaPWlt3bUPt8vJ1MoSCgI+LjpnHvtaurnm0iXD1lu3t52evigzqssI7yxirm0+dsVJoVbFsnO8fPrOOQNl3371ikFBXSDXy/987jY+/60/EokmMA0HRZOq8Kg2oj1tfPjzd3Pfzz/HrGmD7/wWTJvG3ClT0NSRdQz/9ycOrNRdsqCZ2roWMsrgK5jToWHXNDK6iWq3oTuTiLQNK+QgbY9w7oJrUG0qa8LbuK34ChY6C3k63kSOHuSPRgp32zM8UHwlHssB+5IMLEM8SOYcH2/5kkzbqnOtMht/eR9VXYERvQcA9sQRP62ltMhDxyGboNssFUtYCBWEAl3uCLND5Wwp2Mf+K33CUHGrgng6g89hQ7EyhOJbIZ6d/5nMtLKn+Qcjbo5NzUFVNFRVQyGDwEJTfTjt+eT7zmJK+e2EYlsI5Cwe+XscRkmVj2Q8Qzp+HL0uCpRP9bPo4uPrkTwR7u+oI8/u5JqCCqa6/KxSOkgKi5QwOeLMtYNXhoxVx8RBH7FqZpOfOzKQcR5SxiDb+auBYkEkrz9C0kDJCIQ92zOjGNBdYlDaYsObVIn5TDJ2qGx1EPGZ1M5MUNjjoKzdQX15lN7J2TmE56zxEfdadJSmmbHbjSut9g/7ZRuQcFo4DBVHWiHlMvGkBgdOdkNFMw58MAffXLnTKu60esSPrqh3/yeffdY2zAd8vMmi86Z50WwKU28onbDBHwAlU7jphl/x64cOz6ywwzoQFKooBHCf1ADQMDMsX/AeSvJnnLRjSgcoYgSztyORCLm5uYTDYfz+MyNP0lgwTZNzb/wyvX1RPB4nHpeTUCSObpgE/B4K83O5/PwFPP7CeqZUlnDfzz93xPq6esO4nA78OW5u//zd1DW0U5jv4yzvNdRvGtwZf82/lXDLR8qxOw8P1vrCMe78yT9Zt6mGtq4QAKqmEcjNxedR6eqJsGLxDP78s/8Yq48CAMOwePK1Hdzzj9UDj9k0FbfLhq5b5Oa4KC72sre3k2mlRcwsK8XujNIX7eHa687D6bKT6X2DTYlWfhut7d8lAYosP397+YO4wgokTajvD9IcChQ54KZyMpflY7fZUO7aA+tCg9q1/0ISx6TXEafUyMFhDc5m1lme4OML7iZhP3DysxsamlAw7aBjjGC1okXAofDFS79IMvgzdCs4TLnhaLgdlfi9M3HaCykMnE1t8z1EkzWUF7ydOdX/Ocr6ju6Fv9Wxb+fxZ/OfvjifS945ZQxaNHYsIfh/9euImwYFdherw50krBGmvR1lj96Iyo/kwP09eGgH1bM/krLAH+7fFUQ5sPJYsWDeNhe75qUw7dnHbSaYClz6Wi6TW1xsnRvFdGQrMzSYu8tNxpHdQcST0OgoTDOp04mCgq5lexgRDCSQHm4KJNlmDTmXyFAEmhg+dBMcSPt+qEPzBB5LAOjMtWH3aiz9SDWFM3OO/oIzVCjayoadD7Jm699QhD5wXj3UkfYeOlFsmovLVnyGsxe87yQf+cw1mnhN9gCOUkY3+NRXf0sqk2FnTTO9fdnFCgF/Dl/65E388J5HsNltRKIJnA4b73jbeXz8/VeT6zvyHq2mafH1H91Pfm4O3/3y+/jp1z/ET373BIqikAq1AIN7V579Zydev8blNxfj9h5+d1u/r3PQugvLNAkGgzi0AB9775UU5o19IG+zqVx9/mxef6uBnfUdWAIM06Iw4OWGS+YxZXI+r7+1l+rSAhqi7TyzcTtlAYOCXIX7m5/H4bPxxcnvwBXdwyOpHjr0bADVrUT4wuJ/cXfmY6Bb0JKEtMjm7yt3w44IjgsLwK7AhtDACW5/iKegEENntz2IT7HR7UkxKTZ4wUZxm5uf9n2A/zr/r8Rd2SHRObEKuh0hDI9Gt96LgoJ1xFOkSigDT+56gzuveRTTTFPb8mtae54Gkkd43X4myUwjyUwjmuqlsvRWKkpupie0msrSW0b76xiRqQvyjjsAVFSYNP3o2xSebKqiMNebx854H1tjvaOb53dovDFUgLc/WDsoT+Sg54Dl63JAgfUrhli131/Wlsn+m/KAPQ26M/tcUaeN7mLjQJ1qduUvQKDPxrK3ctiyKEYkx6Cz3Ni/5gHTTnYVsQVvLYkSzDPwRzX2VKQ4Z42Pwh47zrQKikIwoNNcmcKRUYnlmDjTKoZq4UgPvjREvDpOXcOZGZxRc6hePhMLVIWUzcKbUYcosf/tK8PGxAd23jn2nmk9ZVC6JBcjNb6Jjk82w0hjCROHPXvNaWxbT3dfPaqqDaSEGcrJDv6K82Zy5bmfp7p8+Uk+srSfDABHae2mGl54Y8thj8+cWs6yhdO54z1XsbOmGd0w6OmLUloUIMd79AnHmqZy1vxpFOZnL6SB3Bw+//G38+ATK5k5fy6vdUdobUiQ3h9HCHjyr+3s2hjl8z+agXrQHqw5Xjd2u0Z7d+iw40SicS45dz7zZ1cd0/s/2OaaGtbv3MkHrrsOpyM7rON22XnP25bw4z+/Sm8o29jm9j56wwny/S7O9XYy8/yLuWdbL5mpJp9bejPVgSJWRbdiCBOnPZfq/BW8S4/xfy3/zB5Ige6SFCwug6TJ7i11uHamqHIXoLynAqIGeGzZVDEm/JerBQX4WapioK1fy3udYtPB++MLKbN7B11YrP6J556Ul0XBStYV76XCWcqU8+djbtrBVY1L+NecdXTEOslYRz9N2vtzWWmak9lVn2V21WeJJRrZXP8l0pn2o7x6/y4I2ZXTZQXXUlZw7Qh/I6M3bWEBrzzQOLrcJ4dQVIj0Hv88wrEWNXSe6WlGVQ7fcvC47I96BIODvyH4w1p2bt1Qx+9/zJFWKem00zYpTdoBNh0ufsWPUGDjshiR3P7bDhU8KZWEapHwmKRcFq6USsgHlY1O+gJG9ire3zZnBvxxG4GwDc3MDjvnxG040xpCEViqRd20JO2TMizY5qVAt6GaCm5DY3+65v09e/64vf+RwYZ66xoqliWGDP4ODRhHPsVymDm8w1HBP8lF5Xn5FM4+9W5OTqSHX/oSHb17OHfR7SyedQOLZt6I15VPU9umMdi4bWxUlS7nAzfeO97NmPBkADgCpmnxiz88xcPPrqGptWfIMjtrm/nDP1+mqyfMlMpiHntuLam0zuYdDVyw4sB8Pd3I7jPrdBye8PKj7x08ETbX5+GO91yJEIJps/IpmeRk08owz/6jg+baBJqmEAvrbHozxFkX5Q28zm7TuOXac9i47fBM74YluPOnD1BaFOA7//0eCvNH3xO4u60HTVXZsGsXaxp6yLz0Fg9vqMdl05helk95jpcOt0EmBVgCh6Hwp1c2scwX5TtT2uGFHZTu7eOKIj/TryoF4KK8JQgh6NHDFNj8XJS35EAAKKBdDxLKhAm4c3lpfheh/D7+/eIFFBycw+vxDnCpVFiHz+5arBYQyTGpiPjJxEyEInCK/T2nvSRoIiAW8dltb2O3v4WzrXn8unI9TuxMt1VyThU8sv3xEX0+In34XXaOp5rz5/+ddCbEnqaf0RtZT18khT/HQlEOXyhdUXIzTkfhiI53PBIRHYdTIZM69gjJneMgJ3C8CfHG1tZYL7XxCLplkhIWAc1B9/FUeEjPHnBgzGzoMUwAXrpiiN7VQ6axahZ0F2VIu7KPFwRtTGp30jwpTdLVn5pGAZuhsGx9DtsXJugpMnjzwgOLtTYui2fLqf2rhYMafQUmYU+G9hKVztLs/sA10xLsnZZixXofvoiNqmYnM2vdODIquj275zCWQshn4E6quAz1oPQwRw7ALARJl8CZUbBZSnZP7uOYRHlcq4EtMDOQSZgTbnVpKNZOLNHDi2t+xNqtf6EofxqdvbWkjePb73ssJTJhkqkwblfueDdlQpMB4Ais3VTDA0+tpK2jb9gyLocdISwK832cvWQmOV4XjzyzhgefXDUoAPzaD/5GOqPzf3d+ZMTHVxSFSdXZRMbLL8mjuNyJokK4V+fpv3fw5tO9zFiYgz9wIKicWlkyZF2ZjMHmHQ0UFfh44MlVfPID1xzx2M9uqefeVzZx3szJ/PvlZ/H9J97k8bdqEYDXrhHXLd7qPJBfquXgBNVugWoqxBSwm4LXYx4e29PNue+7jcb1v6IvFmPxQcd6pW8Da8PbOSewgLpEyyEfAtRu3sPyFSt499VX09bdTcG0Q1acXloIkQxf2Hj4e789ugQ+Pp3E93fisDR0YWX3fkUBbHipQkXDoXs5p3cWFjp1b9TTWt3JmvJGAjUHT8oahhAopkLF6l7qvK9Sdc7ZKIqCzZXtATZMwT3/eo5pk65g2dzlPPTSo5SaXQR8EWyHfBOnlN1+5GONFZXjCv5yAnbOf3slFTNPrRP5C70t7EtFCRopMkDoCENfhzl4wtuhk98O/RM42nqpoz2vQNRvDfq5s9TgyRv6mNTmIH3QzBFDEbRNziZfdicUzl+VS93UJI1T09j0bCxqKtkeRJtQKehVOOstLxuWx0h4LPL6bAPpZTxJDSEE/j4Np6GhWQrtpWl6CnUmtTnJSWio5v63MLIAylKgYUqS8nYH+SH7kK9LOy10u4UvZjvuId6jSXSlCTcmmHRW3tELn0FmV19Ke04ZLZ2b8XmL6A01EokfaZvJk0tTHZQUzGRv62rmTTvy9Uf6/+ydd5hdV3n1f/u029v0qhn13mVb7t3GNmDTwfQktBBCCyQhEEIIKR8tCYEAIZRggwEXsA3uvcm2epdGM5rey+33nrq/P+5oNCONmiVbRtbSM49mTtl7n3PP3Xudt6z35cVZAngcuPehF49K/oSAfNHk2stWsmbZHADWrprHwrmN5HJTtdHmNNVgWoeLT/z4V4+wcVsb//S5m4nHji4o3DRvfFWYA9m0S9vOLP5DstzOXXH0rKqhkQw/v/1xdu/rZnQsw2c+ciOrlsw67Ljv3P883WNZWvpH+dmTW6fsy9lHia0Z97l5igQhsFWwXYWvcQHcuonzm6/kfW+9Gk96uJ6DrhrMCTawI9fG7EA9t/Tdd1iTvw9vonFkNjXl5ZRNF9y6Mg6/6pp+PJaEu3oJyHH37ISqLghihy1ECoL37rqIF88d4NxtTVjpPP46Ddt3FOEQKZhTjKHVlfN/PffS/M930Bxu4PyPfIRAPI7juoylMwyFktRX3sgn3/lGCqZJR//36B99EE+6SAl+o4LR9AuUx847cl+nCPs2jZzU+a4jcaxXOnroyGjJjvFf3TuIaDpp2z7xfEZ5hN9fyvkHcDT+dIQ+RssdRqPOVJ+pgL3zS2EVvgLsWJijECzde9sPZSMqFfs1eurHy8JJwaaVWXJBl0IInj83QzCvsHZdBM0uxcj219s071exNI/RMpvGjpIl19Y8rKCHFJBIT/VWHBiSpXv01FpUDxoEiwqaFNT2G1jGkW9cNuhiBkoE8Fg4GYIodFAMBUV/7UndXrL6oxO/S+mxr+sZAkYMVdX52d0fxHaPJx755cNla/6c6vJ5zKx/+ee3szg6zhLAY+Bv/+Xn/PJ3Tx/1GCkhlc7x9Au7JwggwAWrDy9r8+H3TK/b5vfp+H06inpiE9b5V5dx/tWHVxLRNJVND3yTc2/4HLYz/QLdNzjG+i37iEaC7N7Xzaolsxgey3Hnw9u49sL5NNUlGExNX3P3uDBJLBk4qGss4YXuDH952xcw/OtRhWRW/FKWzljMWxZeS52/hogaOmiAGc+A3Pt8Dz/mHt58yaUsmD19xmnabxOZIHaHrLydeaaq1BzUPXPx2KsMsdCrmDhvhVnD4tvrePKtFk9sfpKM78gT5/mN57Jmo6Swv5uh5iFGzVEqTT/dezZy2wc/yIxzz2X+NdfwpQ9+AN0wsB2Hn95zL4tmzWT1wvcQCc6hquwqxtLrGUo9hXgFSjZ5nmSwK0ei2s/YwImLOCsqGAGVmuZXT4bll9s30G2exDP7SuHQTIoD2ybLz2igW+NJIYfADEBfnT3RjmpB3u/SMq9U/zeQ87B9kkLIw1dUUBwPVYJuC9atzRDKKSzcFcTR4Pa3D9PY5WP+rgCFoEdsqET4HE1i2Edmr5otqB0w6GgoMr+19FIaKCjoR3lHKh/TYezAJR4e1zeZ8J1MIoh0wFepYmVfLVFvpwdCKMydcTEAhWKKULCcZKb7GGe9fNC1IL1DOzh/+fsRRxRdPYtXCmc/gWkgpeT+xzbyi7uePCr5OxBaIoAPvPUKPv6Blx6sf/NNl/CNL32AaDhw7IOPAikl6XEdwkQszKYHvk1T/dHLdL3rxot483WlcnD7OofJFyy27S0lK5zXEADXnKau7zFw1LgbieHrx/aGkOMVAfaNPskdz9/GF+58F/du/hk3JdaiTnYiCRidl8KOFZh9WwF+N00yRUcemZlmwheUyOf8qcHgk6sOeMDdoT3c7d/D5NVZGXW4+4HHeT7XizyCoWtl1TJGnttL946tJHt6MJ5t48bcAt76vk8jPRc7l6f1sce570t/z5Pf+AZCCFLZHF2DA+zcvx+/UUl95RvQ1QBViYtZ3PwFyqKrj3L/Tg0URXDBG2dw9Xvn4DsBnbRErY/KhiDltUHOvbaBQPjVUcD9a/s34hxHks5RIY7wcywcqYzG0SRhDvxM18f4Nkederxql0SkD4WngqWDHM+7UBBolqBi2GD55jBLdga56sEERlGQD3nkwh7DlTatcwpkgw713SW3bdWQb+IyojkNv3XwuXAnXqxKUBD4TYX5rUEk0FNrUvRLotmpz9KhCdRHu50HCJ+kFFN4lOJ8R4cEM+0y55rpQ2Feiwj4Y7z1qq9jaKcvKSYRa+KqtZ8+S/5eJThrAZwGvQNjPPLMVu74w7pp96uKYN6semzbBSEZTWW5+a2XoGunX2x0S/8orSNpFlYlWFRVykD++Ptfx1f/4zdomspYKgdAPBrk6ouX09U3wi13PoFpOXz43dewalEdtZURGmsSbNu3j2W1IVq6Oul3E8cgddPgwPHTzOHxyHb8vn5UpbRgC0Wi+FKYjsutL3yLi+a+nlsu+Cr/3vkLnk/vKFU18BdRFmroA/6S/t+heHiIWMGgVDljEiQlyZi9udIT73GY5oGOyiez52JIDQ9vgnoWcBiwh7F9WTRR4sLecBi1ModiSJAgBmKkhYKbd5HRKFowyPkf+xjrfv4zzFzu4DAch7YnnuT3uTyXfubTfPKd7yQaOujud20HVX9lv5LBcfK26PwqNj16rAxl8IVULnpDM9VNrx6rH0BbIc227CjD9inORj5RPcATOe7QPiazo/FtcvxxEC5IFWIplWhKo322OaWfA0LlB0T5xsod9DyMRl2GKmzeeE8ZYzEH3RUEc4KVLwTYeF6B2gGdFZtjSE9iaS6ODoFCKQv40Bg+ZZycTZcMIgDVEeNl5g7fd6Tz5ASpnGzpE+SCLpmgQ9mYjs89WoXiIyNQZhCsOKrc92sOtZWLiIYrGU6+8gkhQX8Zqxe8iXik/tgHn8UrgrM0fBrUVScYHE5NKemmCAgFDVYumcnnPnoTuq6yeH4DX/3czVxxwVJ+c/ezp3HEB1EbCeLXNarDB6VnPFmSlVk4p4H//peP8M2//wC3/+DzfP1LH+Ddb7qYSDjIOStKruv/938/5xcP3s321n384dnnkNLj13/3CZY3HV6v+LhxqO6DEOhaDlWxsZ3AhHFRqAdjCgN6iDpfBf885+Nok2riDipJ8h+ugwvGi7iPWNA77pq9oRpmHyF+0pYgXTg3DonDLVZpNU9AGhOWBwuXolLEFRbC56DHTaQL3kgQL+1DdkRQhspYoq0lnRQkAouJ+Pz4XZc3fOmLhCsq+K3YzN65h78U9Kxfz50f/wtCgD6e/dH55BYe/+L/0vHE4RJDrwQWnltJWU0A5SjvMNFKnaUXVlPZcPQY1dOBKiNAxrY4Tpnn04cjWQqPtk+UyJ/qQD7gMlg9ieR6TFgRY6MC3S39bRtQCJZcvvGkSuusIt2NJrmIRyyjoaPiKZI5LUECeQXbgK0r8mSipQZccZCOeUA65LBpRfaQEMmpg60e0gkWFIr61Lcrd5z8HY3ETRV9Bt0SVIwa05K/460XHK46S/6mQ03FQspj04fQvFyIhev40FtuY83id7yi/Z7F0XHWAjgN7rxvHU+s2zll27JFzSyc08DG7W389DePks4W0TWVVUtnsXF7G9dcsvw0jXYqqsMBbpjfOGXbO954IX5DZ3gsTXkigqGrWE7JVfqGq8/lDVcfLCPXVFuL57nc9uBDpLJZ3nzzu4iFw3zvT1/Pts5BvvCrRxnNTR8vFtBVCkdKDBEl9/SBugKjqWXEwnvxpMDzNKKhdoRwUIVL1LLY1voo34kEecvzu1BWH2QlPmEQVCfpKv6iCytnon5uPmpXAYyjvNO4gF+DtD0+pNLCkooU2LlwhAvWh9C80vkDwX5+Of8W9DGdr3e9jedT27ilZjuFkI3P51KwA7jtOsmhVvYXfOiahiwvp83xWP//vs2bVy+jtm4lMrcDdh8ec1McG+OXH/ggF3zso8y6+GKClXGMcIBQVfzI438ZEYzovPkTi8ilLB66tRXDr1A7K4pru2x+YgBVh7LKEJlRE0V9dclq3DvcwbrkABn5Msd7HU3R5OW8JePE0FPAX1RJlk/6jglQvJILOBOTeAe+Kh5IHfwpgWrD6o1hdi3IU9djYBTFuHWv1LBhqbTMy5MNu8zZ40dBoEhBJuiSijt4CqTjDrmASyrmEswrDFXZDFTZrN500BJc9HlsWJVl3t4A/pGD5OuAIPuJxPL5ncPfRE40FnD5+2ec0PGvFVx/0d/R0vkEv3v0y3ivQNm3ysQ8Fs26mkjwJIwIZ/Gy4CwBPASpTJ7P/uNPJ/5WVYWZjdXkCiZj6Rw3XLmG3z+ynqJp09RQic/Q+fj7r0NKyYZtrSyeNwO/79URE3UAQgi27+1keDTDcxv30NY5wIrFM/n2l//ksGPfe/11eJ7Hj++5h+baWuY2lshk2G9w/rwGzp1Tz3Mt3ViWTWE8ucSvqVy+uIn7t7QdtGIoELYgq4EiIeSApQiKqodQIFtoJpubiarlqEk8Q3zDO+mL2hTLO1g78iKLi/u5o2o962drVKagO2qAEKhCpeCaBNRSZLy3Kso/PfxLEr/azKff/A64tfPIN8JQIOUgL6tkS3E3Czcm8BUUhowU0aQPLqtAPDsCRUmiWEZw0CAyEmPISJKVPtS0hhKQVLkuA5EiIivoz+hIVSIUhd6IQWq4wIBV4Hfbd5B1Xc4fKyJUFc3vx57kDgawczme+Oa3WPfD/2Hlze9Cqypguxm61q+ncc0aAFzbZvf9D7D7/vvxhcPMOO9cms47j1j9y+NGCcUMbvrzg7JFju1RXhuicV6MrU/1ox2NYL/CGLNNftK3m93ZJLsL0+jtnQocotl33PBKJdqkBI5nOji0Hw80BxyF0iytlBI9CoGpL1i+oqBiWKen3sLTS20Ip2QxnL8nQDHgkQk6OKqkul9HtSVPXJGhGPCIpXQUV2BYSulYwyOe0Sd4rm147F6QZ+6+AIu3B8mFPEI5BVOXDFfYVA5PvTDDVFiyM4SvcJANdzWY9NSbWIakts9g7r7ji3E+1GX8UhJBHv/KLs756Gwq5r+6whVON3xGiFCgnIpEE8PJ/Xgv44uTrgW5/qIvMKN25cvWx1m8dJwlgIfgnOs+O/G7YWi8+bq1+A2D3oERPvvhGzF0jUef2UpjXSVf/fy7J4595sXdPPrMNp7f1HJMbb3TgZvfdAmf/cpPMHSNt91wIXNn1h7xWEVR+LMbb5x233svWkpNPMxoJs8DW1sxHQ/LcXl8R8dh4VJBp1Sd7YYunbIi3D7Dpic0HujkAUhcz8foyFrSkTC2IinmfAw6wyzVfZTFG+lo24AsjBAvKyfdNIu10cUT5A9AXFBB4+AM4uEw3NsPPUeRONBUCChkPljBI0/vIda3hCazEqvg4pmA5cGKOMO79/Jw4X6qhhoYtNvwZJIbsosRdojlvTW0NHZzf2IbyYSKYUaJBQI01lRTGCsQj6dxfOAUNPaYgv7IXKKzKjknYjGz/QXyIyMU0mlwxxdyKTHTaZ79/g+QwLY77gRFIRCPE66upjg2Rqb/oIZX76ZN9GzcxHX/9NVjfOKnBpquMHNJSUdt1ZV1xzj6lcWoXaQjn3n5yN/JwuPEZthJVsSyYZV82EPqkgOUzzFKP5Nh6ZKRCmvi3LIhhWBWpbvZZtZ+P5YueeTKJD/74CBLtgao6zFwhIu/oLJ4Z5BgQcHyubQ3F2ns9JEPuLiaJJLRSCQ1rnr0oIZeOFeyyvlswdKtIVQ51eypIoinShcsAUeRtDcVScVcHE2i2+K4CeDRb9PxmVsLo85rPgv4SJhZfx7XXvDX3P7wX1Ewky9bP6qi88L2X7yqCGChaKJp6kT4zWsZZ+/AJFz0pr/BGrdq6ZrKdZetJJnK0dwQ5Gt//R4qy6O8sLmFQsHCMPQpmbHLFjXzwuYWrr10xWka/dExa0Y1l12whEg4wJ+848qX3M6SxiqWNFbxt7c9SkUkSMRvsKdvlIIzvkyNz81BobDQ1smXZVk30yObV0gaHFTlV8YPlgYFAeHAGLbwgQzwcOwq5LJZtDw/jOp/CE/zsIMhoqOjvDB4K9dddR6aZqAJDSEEH3rTTdCWg191c1SPhulBVCcajnHjmhtJXFyOkvXTYNYjuk02tjzJ8OY99Ixuw7LyhImS0GIUvSSDSjtvSM8iIcpZ1tFANiN4PjyKWaEzq6Getp4eZqTCFN0ImTLBPqeRtmwKUBHpMV6QNld5BusS1/Duir00JLvJD5VqU0xOBJUScD0Ko6MURkenvYx0Xx/p3l6idXV40qN9eDv37/gxl8x7K0vqLnrJn+0fG2YHY/QVc8c+8Gg4niSPl+jeldpxnnuo9U/AaJWLapXq+k5tdGqbUoPipFk8WebhqSWKtGFVFsvwmNvip7fWYu/sArsWFdAtqOlVeP68NNGkht9S0E1BzaCBbpcqf2SCDoaroNmgeGJKsLigpDF4UKblYFW8yVA9WLEhiBmASE7FUSS9NSZ1/SdeNealJIFULgxTtzp+wue9VtBcfw5vv+bbbNnzW7a23IcnT607eMns11OemMGS2S9fKcsTheO6/N03/5uW9i7mNjewaO4sLj13FXObG4998hmIswRwHP/8X3fQ3XdQ7PlLn3ob6zbtBQGrls3m8ee28/DTW2msLeOW73yK8kQERTk45UXDAW5+y4Xc/uij3KBfyMy6V5e1BOCTf/r6U9bWZ29YS99Yhq/e+SQSMFQFoQhM20URsDSn05RTmdMywEM1krw3C2yb/kkLmqCUueg3FAIVeygMLAA3iKu6PBN8BKXST0WyAjdWACmRVpH0WJLbtn+Xtmgb58YuZWl4Da50GSkboKFWpzaoloieBrJ4sJ/SLxKuLEnizKmYXdoWgqAp+M3X/oJOa4BIr4kqS+fkSCOcLBmGCHlh+kQHVxhvQeJxfXIhSzI59o2N4a2qZVZDPe+oOY/td21mg8iyvmO4VCRXeEhFoSD93KPORyv2cq+vwHvHRibr+x7m4JLjK72Y8ndpS8W8uZhOgV+98G/8fvsP8WkhKiP17O3f8JoigP/Ts5N+99VXg/iwWEGHqTWDD8n0PVLih+ubZt/kdsczfifD0yAVKwm2DFbb+Aowf3eMGR1+Hrk8CRq4KvTXWQRzKqGCiuYKhARHlSjueGa7C8mYTeWQQTbgELBUdHc6rZqjqdgIIkWdyIGQYd2jasA4aijlwfPFlGf+RCE08EV1nKKL5j/96gyvVsyoXcWM2lWUJ+awq+0h+oa2A4KDducTRWk2C/rLmD/zUhbNml739nRBVRQMVSWVybJ+227Wb9uN63pnCeBrGY+t284Pb3lw4u+ayhixSJBcrshffOAGEvEwH/zsdxgZzTC7uYabXreWyvLDS1+19fSQzefZ2bb/VUkATxWklKzbspG5jTPQdQ1dVWgoj1GXCPH8vh7iwQDXXr2UgXU9bFXn8+GcwojVzr+FgghZcgGpSslyUB0NMXNNOwue6+KXchl5St5RxTV4/dLZNBQT9Mss61rug3yGESR/2HELhcUKTybvLy0SHhiKwfILzuMbwX+Gu/uRpofEHV88xheQSyog78KYBYmDvrTbPvRh8v39xJi6NpemMg8PD4kkJsoQQuAiCSkaa+w61th18KNSLx11e/jKWA/9WHSqznhjU1OgHaeCQV+EQOUoXakssXweY3K/Qk6qvTrpnvsEjiFpuvpCfu7/Xwr3/+fEJF10cqSKg8QCR9d7PJOQtE3uHTpKvOerASWFcVQP3OMoCXeiiI8p5CIetkppJpcQzAgW7A2yZ34BW/NwBUQyCo7mYdjgyNJ7UGOnD8NUMH0ekXSpEsiLazIoNizdGSaW0QgPakhA9xQ6ZxSYvT84pf8pHFeRqN7RqZrPPngTJJK83yNYnF7i5WRLxEkH0r0F2p8cPqsFeBy4YPn7uGD5+0hmernjoc8zMLoL15vefS7QkbiE/eXkzTH8viiRUDWWlWVWw4VEIlX0DW5nZv3aV/gqjg0hBO964+t4dvPB8qWXr111Gkd0evGaJoDFosWPbnuYb3z/d1O2/8k7ruSL/+8X1FTFefipLaiaQiaTJxYNUl0e48EnN7Nk/uEZZhcsW8bs+gaqyhKH7TuTkMpm2bK3hbbuHv7lHddx14u7WDu3njnVZfz6H+5n8fN5Qg9sI1Ulubq2DK8zT1mxnG8uWs8t576Dx3d14ElwPY+RbIFlXd3UpDK8id3cqq0AV3Cj8To+tXQtprT5x9Yf4peC/vpGQiP9uHqOtDde7WGcqTm2wyLfCnhrPUPtQ+TXJ6kTQcZmKFQpAVAFvL4G7uqDsAYfbALgzr/8JLn+fgTTayJJYF1ZFB8+3pa/BAAFBZ/jQyBwx3U4fmAM0zpiklId9qvOlLHBpP8RBAIDrL+0k+E9i5nXnicx0oHP0lBQ6K9LkonnmdFaid80MJcF8V/QzAXnvIlvP/JhnrS+d0Q394bOB+lP7qcm/spKPJwO/KR3N2MnUt/3AE5Elfh42zgUkz9zBdzDzbuTfP4vof/xNoo+j1BWIZnwJtop+iU9dRaW4YFXIp9bl+RIJVw8CbGMypJNAdafn8NRJOGcykilg+mTxFMqMzp8aJ7A1kpl4Hy2QsBUmDVO/qaz3nlINO+AK/hIen/gCYmQJXfy9kU5qod8SAXC+ZfHQiekwCm8esoU/jEgHqljXtOl5IojzJtxGZv33IVQVGLhWkaS+/EZEcLBcsLBCgwtSDxSx5XnfYqugc0Mj7X9Uci8BANTQxC+8+Nf8p2v/s1pGs3pxWuaAD6xbsdh5C/g0/nn/7oTALd/lJ0tnQSDAS5Zu5gFs+tRFIXXXXbkgNbq8sPLsp1piEciXLP2PBqqqqitiPKXrzuX/p9vp+/xTZy7L481Li6wbFDBGRwlp4AdDRPadxlzq212hoIsLuikyzWKfsjsuYjvGUvwfAE000JVPZ7b28MDW37Jl99yMStjC2hbfhFmrhepuiiBLJiUsivH1xpP9XBwQVEo3lCBs2OYvcooVfkEzPSRuiTMg7ue5bKqeorzHBqBHS2b6Nm9G4OpWrwwdY02gKbGBWgtOtIrEUBbeEjpMYpDCIUXlCyPalkq5CE0UnKIgLYkGmnFLAqy5ghO2mZ9RTnNuSxL4o2sfueH+V3LDxlWUiyfewE7Z7TQOfIwzz1yPzkreczP5jcbv8UnrvjOS/pc/1jQW8xy13DHy9vJoSRvcuWOE02EnvrxH/z/eAjooe5iIDoi8NsquaBLsmwqwfF0yAccEiMaQ5UOUoPdCwuc/3yU2l6dmgGDzSuzWEbJfqy4sHxLiHTUZf9sk2TUoWVOgZoug0yZS3O7D90pafjlAi5CQqCoTh2aGNf6k0yIRx9KFAUlNYAD2xbuDrF3bp6FQy+fpmRidoiqxdPUDD+Lo8JyskRD1ezc/yC65qe2ajGpTC+a6mP1orcRDVczNLqP+c2XU1O+AFXVaa47h+a6c0730I8LX/+fWwAI6aCrsLN1f0mi7EQLHZwBeM0SwNb2Pj7yN98/bHvBPFjIsli0eHFLK8GAj898+I28582XvpJDZFtqK2VGOVE9ivQkaSfNzsx25kcW0BRsfkXHcijOWbQIJ1lkcOcg9/+/R5jT5uAbj9vRJk39CqXEBjvngK2w+A/DLBNgSpuiJtlRJXm8JoMGZItF6vUQVy+bxS+27kRoLi+29fL2y1eyKbOXCs9HumuAYWGAcUi2rwK3Dn+P19e8k0YnSv68Jh7o3kLbTJU3dJfzWPd2RrsG+br/WRKVAW4efB/3/8/3merUKuGAtq5aWclF73on8/fsZe6VV8APJGLMgg/NYtsjD/H8njCXOhF+oI2yd85vmRUcZu+et5RWYeEihIuUKjDVwqFmL2ZFrJbU4B9o9xcwhUd3eZALV8zmxd//ioSl8OKKXvZ4P0X0lJzQx4uA/uoTaT7VuKWv5aWffJJzvK8IZoijawK+zEiXS8y8g3loLsX4mKIZjXl7AzxxaRoJBIoKZSMqqRgU/R7ZoIe/INAKkvJRHcsncXSJz1SoHNZYvD2I5gpGK216ak3iKY14WqOjyaRqUMcwBeqkFx1b8+ivtqgY0QkXtEOHA4Cpe7iaxCgoaAg0T7Boz5Gf1ckxgEeyKh4L899QQ6jyxBNOXuu4/JxP8Ienv0Y2P8zsxgs5f/n7EEJBVXTCwYrTPbyTRiqTJaAJrp4boGBJHthX4PnN21m7cunpHtorjtcsAbzynf8w7XZVEbieRFMVAn4fRdPCcV3qa15Zy17GyfDb7jtpK7YBJauTMR4t5tf9nJ+4gLc1vP1lfWsptCXJbOqn8qZ5CFXBzVl4loee8GP2Zmj9uycY7Eoyx/IwJgLCS+YSlwNx7wK/hIBdmtBVSq4ZH2A4giUD8EKVwczwfrYkZ1KwTfYMjOJ4Nrpm8ev877jlZwHiMwvUlik4zTOoKQRo1Tcy3uEUfKv9i3zjF58nOGhy08LlMCsBL/RwrajnWcdiZXAVnRU2v/v1MwS3dk3y1pUWm1BVNUYkQu+cObzj/e9DGR6mb+s20n191H33daVVLeewqv4GXvjBM9yX7mRz5TNUxNuo9wxqAoM8ni9J7AhhI4SN5wU4aDYSfOLNF7DusXuJ5fPkVJXrTcHSK97MjMvX0n1XG0MjXTheyb15oh7CXQPP43g2mvLq0qI8Vbilby/3jXa9/B1Nds9OMg+bwUn7D8WhZuSj7ZdMf/xxZiVPkNBDxwz0NNr0NB58kc1GPB67Ik0+6OIK8Jkwf2+Q+JjGcIXFgu1+HrghRdHnMljpkI24RDMakayGp0pCBRVbkxR9LsmYwF9UCOcPduuzVcJ5jfaZRea1BDHsg0XkDgzRVSWaJSZEoSdf7gGCdypnssScwFny9xKhKBpXrf0M/cO7aapdc8ZZxt5xw9X86u7fc9+eDJoofW3+7pv/ze9++E3CwZOXKfpjwmuSAP77D++edruhq7z3LZfx+qvW8M0f3s2OPZ2ENT/vffOlXH7BK/N20JLdyy2dP2fUHCXjpSe2u7gUKFm9Cnaep0ae4Kb6N2GIky935FkObsYGKfFcSee3XyCzvg80ga8+QuScWgIzYnT/90bs0SK+xiiFfaMUWpNEAHnI1C0QTLUDTLdWlSb8mCs4p0+nq2oRc02L3TGPvX2juJ6Oz/WwrdLyMPJEPVdLjadfv4uG8GJa2XSw7fHGhYCN2Wf5n7fcyYfueDMioEHWhZhGIB7gyvdcCz6V5rEubs38AJ/nTowuGh2ibkaehuvfT3nTDIK1C9DDFVBRwaWf/Qyar7SY7O/t5Zf/dSeXBOZwWXkaX0ZnixnFAcx8DaPxLkShAil9CC+A7kuhCnAsP6YHMcNBcdPsGRjkPNNkQW0NV37hC8QbGhjKdDEwO81ALH1YOePjRX9yP1u7H2fVjKtfWgOvYkgpeWys9yXnJ54wppFnOSU4ufyG6a2P06eSo9oQzZTcxe64IdryQTij0F9rYfo8XENh7bMRUnGHYFFDuALpgb8oMP2lpBHNEazaEqFldgHNLb3MuUKiyhLZKx/VCeVUdFtMGd6BIQWLKt40w/aQh5HCU4GqZZFT3uaZDM9zeXrzj6itWMTcGRfjNyJ/NC7dE8Ejz75IR28///qpP6H9if9DVWD/qM1PN2b5iy9/nZ9+/e9P9xBfUbzmCOBYKsu///j3U7ZVJCIIRXD1xcu5/srVrFwyi+aGSnbs7UJBYDmv2JLDnsweOgrtxzwu42b42q6vcmHFRcT1OOeWnfeS+uv4xvMM39MyMVOrVQFkwUVaHlhQbEmy8z33oFb4UQwFN2mR2j4AyYMWhpPN4ls8otCQ8dgXlKxPSBzPorYIkZSfPqeO1LgY2i1IuOdytGuepDHcTHVLlPVNWxDGZGONh10woc6PuyDEA0s3EKpI09xeS1PZbMxclu/+4O8wR5LUGpBU/AQ8jxmJAmZqmLEH3sMY4As3sOSvd0NqGK3qYMKP53l4FTquXye6xY9RUGhc0MozqQYqKrbQ03Y9Pl8Ss1iOiwJWGEWxcD2LCrWfvJPgnh/9HwuLWQoXXsCbP/vZiTdsRQbx62FqojPJFEcOu0+JQC2Z4giOtFBQEUJFSg+Pg9l6tldk/9D2M5IAukjS9stfuuqIOJbb92R5jJzm9+m0gqZXY5kCvTguGi1h1j4fHU0mw363JL2plFzByzaHGK60UKSkGPTwFKjp00jGXExHEM6pRLIC3VHGhySZ2xpAUnLpAtjSI+CUSGDAVA4jeZPDHBWgq95kqNJi5eYwgqkWwUPdvlNvxZGSS6bf3vbAMLMuryEQPzMt4acSUnqMZXoYGt2HZeUAycBICxeu+JMzzvrXNzTCSDKF5vMR9qkIJIoiqAwpdPcPYFoWPuO1U0P6NUcAP/T57038riiC9731cr70ybehqlMju//p8++mqb6SsXT+Fa3s0ZE//uD2jmI7Pd3dhLQQzcGZVPlPrNai9CQjD7dNWXjcwamxdQcmYne4eNDykue44QkXV1joXmC8PY9MbADdChAolLKldU/gCsnWCg8B6C4M+CClSbK2rxQ9PtGgSm+Xn9d7c7G9DAHXR8E2EePzfEAJ8ae1n8VqG+Ge2qfZ4luHdo7H0xcoLBHtrNhbSe1+iz0VHlldo7O6BmHaLPPtJ+47KLxsZnuR/3gTYrgHdAPOvxHe/Q/Mbmjgi5/5CACttz9Cq9NGV2YT1uAF5FN1LJh3F2OpJgYHVzIyMg9PClQKuMTJeBWouGTzYSqdLHuHdL5393N8/MYLeHbHOh58dgvL576H2c3baRlcP+U+Kqg0lS9g3+AmbFenoWwu7cPbp5C/A/jVhn+jLFzLhbNvwtD8h+3/Y8W65AADzgmYRl8O693x9HcU1+1xj+nQbKTJ50+XsTQZHizdFqJlXoFMxGPvggJzWoMM1+Qmztu2LI/lk0RSKgNVNqorCBZUXA0swyOW1ij6PCIZgcdUTUooVQOxtVIYx2Qcmh9TGvJBkmYbkmhm+mVHIilq7rR1gKezFB4tRjDS4GdkT4aG8878pLyTxTObf8LAyG5WL3o7dZWLefzF/yKTH8K0Mvh9Z1YSzbvfeC224/C9W37D+UKiKoJZCYOl9Qpe+Xy0k6wOksukUTUNf2C66PJXH15TBLClrZf1W1qBkrvwq597F+9+05ETOz707ldWxNLyLJLW9NUfjgQHh5ST4oft3+fmxnczMzjruN/aBu/ei8wfn3XzRAOxD7zNezio3gFF2/H4QM1EdXVcHBzVoaDr3LJcIooK1QWPzpAEBUKmIK+CJ2XpA/NcdHMIY/sctCvTvKi9QCFgHugQgcDyTP6t5X/xFtroc5Poeim7S0rJdrmN/hf72TTTxHAr2HFTJWZ0Plefdz4r25+n+64SscODmdka8DpKDVsFeOI2WHY5LLts4hrti8I8v/lp1LwfrximqJThjwySzTbgeRqBwBj5fA0ZN4EuioSVERRF8Fy0gd2JPEO9Kv1Pd3HFmj38bue/0GMNsTbytyja4bVLPVw2dz+GoQapiTYzNJLFcR3EpBV3Mg/47yc+xc+e/TI/fv9OFOWPXwh3Y2aY2wfbXvmOj1eq5XgN3gfaO5J8zNGEn48BowjBgsqcfQFmt/hJJlwy0SKZiGTrstyUfl0VNFuwZWUOW5dUDxjU9RhUDehUDOl4iiSa1ZBCUvC76JYCEgxPYKseCuIw8jcZHlDwu2iuwGcrSCAZtqnp0PF702v/ARiOOn0G8QmkXvviKovf0nC2BvAxIMdjZ6rL55EvjlFbsRBDD3LJmo+RLybPOPIHJR1AQ9dZWB1CDAFIDAFvWdBI0/Vv5Js/upX66krefeOJG33uv+NWfvvjH+IPhfn2r+79o7Cevnoqu78C+NI3fgGUyrzd+9MvcvNNl5zmEU3FtuRWWvIvLcOxM9fBff33sTm1adr9Ldm99Bf7p2wbun33S+rrSJCT/sF4LKA0xidvgYeLRBIfaSaQLScb68MMpbhn5hCuGODt15kUK9swtJIlcEgZxZNFkB5IiXBN/OYAcv5zVC9pRJTrRNTEOPnTqAksotJXR5U5m7FUGnQPRRn/EoqSXEVbDXSIIDsqZ9GfKiM5nOZZrZPuez4zcR0+VyfhhQ5fpJKDDCbzfOy7j/CzR3bybOvdtPSk8QqX8LZrE2TtcvJmLXOad1NXtw5ds1CRGKKIjk1Iy6JTQMPBssMIYbF/uJNrv/gwnaNj4O/l1i2f5Gfr/mH6+yvBdPK0j+wkabcix2uxymnIh5SQt1O880f1fO/xT2G7Ft1jLfxmwzcoWNmT/KRfWfSbeR4c6WJXLnl6BiAm/RztmEMx2Vp3rGMPHH9onyfQn6uUkuN3LcjxxOUpOhuLE6TPPaQsXU2fTiStsnRbiMZuH6G8QuWwTn+txf45JtmgC1LiKpKRuEsu5GEGJI6QFP0uI2U261dlph26BFzVw/Z5jJTbE8ONZTUCnjpJKubwm3OkBWm6Y8Wkf5NhFzwy/QWE8upfgE8XpPS469G/4ZHnv83cGRdzzfl/hc8oEWa/EaEsemZXxrjkwvNRFYEQAkWRFDODOP2jmKZF0TyxMJN8NsPj997FXf/7A6SUFLIZ7vnFT9m1aT3F/Am4y04DXjMWwHsfWc/etj5CIR/XXbYKw1APY+ie5/HoM9tYs2wO8dgrL6fx6NDDL/lcC4vNyY1U+6pYGV+FlJLuQhe/6f4NOzPbOVBa7G/m/S1zI/MAaPiL1XR+/XmUMh92Rwav6E68FR64Nydi9bMx0ZmaeXegiqhEoqCWYvT0HKM1+9i/6DEszaYykmF2wU/n48uIR0L4aKA6V2RnsR8hBKaewPXF0N1BivE6jAGX1vxuKkU9DbEmdue3kMSjyfd66jfHGBgZQStGsM0RVJ9ACLCyEhXJ1nUuhVAjiq6jLZmBUBTmb38Q6eRKBhgJrjiC7MqtXyHStoOYs4Sa4THW3PBxhPUifYM1bN3TQaHQi5uvQ5TfSXv7G/ByIWp9ezDdAHkvSt4NUnCjFGQ5hWQ5ipLHMFLYtkNf7yKqy3J4ahrjEK/toQRP8UA4AkdRsIoBimM1hGpaUTVvyvEHDKeP772NJ/feTnm4lrlVq9g7uJ7lDZcd9+d6OpF3He4YKIUpxFT9YM3p48GxHt1T4SI+1EV7rGNOFoe6gSfBNWCw1gUFclGbiYC8aR5ny5DsWJqnud2gbFjHV4Ss4ZCPSgZrLPbNghVbw9T2+Kgc1dGtUrk4T5XkAh6Go9BXa5GM2MQyGt74uEzNI+io6K5CPKUQT5X6yxsuQatkiU5FS2ELsfT0y8+Rb+PxeSH0kKDxgrOu36NDEPQnCPjjp3sgpwVWNnnwDyGQisdYcg9/fsNqMr5qnnpxMxefs+Kw9XA6/PBf/4HWHdumbPv9rT9BMwwaZs7hg5/5W2oam16OyzhpvGYIYEUiyuJ5M7j6kuXEIkHmNNcedsyGrW2s27iXrbs6+MyH3/iKjm9raitj9thJtWFj89zws6wpO5fufCe/6rqNjJeZcsw9vXfzmfl/hZuziK6qZdkdbwFg6L5WOr+xDml6L9l0beCfMklP99aerGhHNwOYgQz+XIxcw04MBWzVRy9lZIoBZuZGiOX9xCyXrGYRdPPYSgoZ1/AsQCj0pHqpcBpZ7b+ad8z8U0bdMTY+MMjm3Xv4cPdytr4xxbpnbHwxQeVSjW0/KZAftjFDIPtyuGmH4IeuRjFU1O/dNj7eEhyrZmK8U8KtPA9fx2beGniCYIvO8P5ZvG3tdXzyh0/w4u48khidfSE6+t9JLl+FiokjDRx0pJSMOA3Iia+cxPN8FPNV+AIjFN1BZKEeshcwu2kuMxcP88CO/8Ubj7yUEpxCANUo4hXjmJkYejiDa+s4xShOPo4aLYUPSI8J1/CE9xyHoWwXQ9ku9vZu4nvve+ElfcavNMYckwG7wM7cGIMnEv/3SuBQUefJ2w71YR4PJrdxrDg/wJ8FywBvcsz6If2qDqxeH6bol7TMyVMMSqQAR5e4mqSvxiEZLXD1ownKh3V8psLWZVlCBY1MyKHR86GbCkXdw9EkRlFQO+xDAq+7LwGy9JKoSCjoLoat4HFQ1kUiMX2S/bOKhHIqdb0G+aBHOupMEMBTLalopz22/bybVX/WfApbPbOQK4xw7QWfR4jXlBNwAqOduw7+IQT4YGT/Vjzb4u6W3WTzeRY1lPHMA7+i2wzz5x/52LTtjLRtJtnfiWUePjc5lkX7np389Fv/wmf/7T/RX4XJJa+ZT3/tqnn8/D8/yfveehk3XnvutCRn2aImaqoSvPWG84/a1o69XbR1DpzS8XUXOklZqZNuZ8Qd4V93fY0fdfzPYeQPYGd2B7d13Mq3HvoaT/3fbye2V143m8i5NTh2buKt56Vg+ky9Uqaqi81QwzZc3SaYKSeT6BvXSBa4/hTVDfcxM7KRHjHMisZmCppdekBDoF2SRV+ZxOfrQRuIEdxyOf0762jZlOdLv/oG9w3exvUXXsgbLr6EJQvmkI0WyA95uBZYWQ8z5eF4Fmq4AI4DORNnYxv2nl5mtW2gS69lUEaREupjCw+7Dg8gFEO8428ZW7yazYUAP37iMVzPpSLqpypkUy0yaKZDLl+FwCOmjZJ3I4w5dRRkBBULH3kUTHwih46JK1Xy+Wq6Oi/FVPuZMSfFrOYQH7zwH/n2O59hUehDUKjFHpmDayaQUmesbTX5wblkB5pBSAKJHiabeY41pw8XO/nYz1cznO15yZ/zK4EBq8DvBtsZsgoM2i8z+TuSu1YeZd+x2juWG/ck+zF9Jc3xyW34cxxUMvdAMwXlozqqI/CZorQfWLDTT+WQzljCwQxCV12R/bOLdDaZzNzvJzGiUtNn4Iy/rwhgpMImE3MnLk33FPRxQWgBBG2V0p+Tvz0Cn6kwtyXIjE4/hqNg+Tyqhgxa5hR48KoxumtP7WfrOaD4XzNL2wljYGQvdzzyeX7z0GdP91BOC6TnMtq64fAddoFk53auWD6Ti1Yvx1A8QoZKZWj6TPJNTz3CzqfvZXb90WMl9+/ZyRf/7F10t7bw7EP3ndT6eqrxmrEATof7H9/EA49v4kPvvppFcxspmjbzZtXRWHd0tfPv//wBgn6Df/u7952ysQgUPHl8FR8mW9amI1zFo4jIOThsTG2kLBBgZ8NW8h0OvXsGuObcG5n1hYsY6OtgyBugtr36hAKvjw5B/4xN5BNDjNbsIxcbwvJnsSIli6frKSiKRNOK5PJ+hMzwmGg9mIHs+hFZG7XKAx2iWQdZvJuUEuPRTS3kK11c6dEcj5CpreFHA5t5cl8Ly99Zjm1KYo90Ee+G3kod1VZR4gW8fBTrxVb8F84nKos8aK/FROfNPEF8eD+HVu8QALkxxH0/omHZFfwqkSeg7aH3u58g1V5DS7qeqFDISg/QkAiybpwDAtMSBdBQlSIRZZS0W4aHhgJ4KHieRjw0h9UL53PjircCUBttxkrVYvVcjqEaNDQK8sFnGJUawguwon4N6MOo8f28cfW7eXr/Lzin6XX89v42BqwXIP4i8ggEZKTQw/8+/Tf89et+foo+41OPvfkkXWaWtsLhLzKnBEexrp3Q+S8XjhEDKA8YFMbHH8wJFCkIZSEXKdUH9lTJfa8bm3jVVy3wF2DjmhxV/VqpAkgBUgkXTSrYumTrkhwzOg1Gyx3WbIiQGNPIBhxMv8QwJabh4rdUHCRCgHogFhXYP7NAQ4cP3VXQ5IGLkFMSRpo6SjEO+5uL9NVaSCFp7Dt12epCh2D81WdtebUgGq6hWEwjEHiee0YkiZ0YjvzFkq5DfcxgXkUD/lgll7/jL1FUDTMzynDLi1QtOB89GMV1He76+U8IkGM0mTtmj8nhIb75hU9T3zyLxavPIVb26qiockYTwFze5EOf/y7nrZjHJ//s9YftVxUFRRGoSml2/NEvHiKXNwmH/KxaMuuI7V518TICfoOv//wW5jY2ctNlR84kPhJc6bJlbDO/7b8L27MoOsUJoeeXA7Y/j+sr4h8tY8waRTQmGPAXCG+qZDSQZHvbRpz7qti9aDeDi0fxfuvRuKf+5Ps18lj+DKnqdsoG5pKs2s9o/Z7STk8BJMFcFEe1sf0OXb21uNJgLFOSw1FVnTdddj1dv9vLQEMXA6tGqdmfZSRQwAt4hKimvD7Cx0LvxPzPD5LJ64w0XEHCCdP79QEClSrP7/aDqqCE8yhhCwwbMeaiVs4lMq+Bjm03sbR8OzQVqIgl0NMHie+hU4W942l+1qqRDvsYGCry5WEfW+zSYpOWk79OCpYMAi7gsUDp5yKli+dFmJzQka6PJDEUHKKin2i8iZ989NaDSSvj+OzNN/Obhx/hugsvoKm2luFkki8Of5PmhjLmLYAHtt9NOj/CXdu7cV2HFzvv54sf+Hcy9lv41/vfRto8XE/wABbUrn1pH+orhItiNfiEwqb08Mvb0dEyfU+U5B16/JHiDCVoJjg+js9SeBzZyPmApLpfnSB/qGAf0rarQnxMY6TaoXuGg+JCIQTdDRaqp1DTrRAwBWVJnbn7ArTMLXLOWIRExmDjqhEWZcOo42SuEHTwmRqqe+CSJLP3B1C80v6SdMt0N6WEVZvCxIcVigGJpXro7qmpByIUqD8vcdLtnKkI+KK867rvYtq51yD5A6Eo1Cy+hP7tj02zV6H/2Ucx6iqZeeFb0PylXIB03z4cy2Td/XfQ2T3IuZe/jnxqhIHMscnfAZjFIuFI7FVD/uAMJ4Af/8IPWL9lH8WCNS0BvPqS5axaOosHn9hMU0MVb7puLQ8+sZnF846eAXXjNeeSLxZ5aufzpLJZxtJpEtHjS5l/aPABWjOtbE1vIe8dX4bQ5KzaIxxwENMcIpF4moUVzOEbjVM3UM5wIIvnWTzRuJ5Ks4zKpgayW7pYPryU3j29NLTUHdfYPCR9zWP4szrlw4er70s8PMUBV6F93hNotg+kIJisItG1hF21vSj5GjLaALavQDiQI5U3JgUGSZoqatkunqbQaSMuEtzYmWNHoZqNTQuYu7CZkBqgo1uwL6PyyxEd27eZnOpS352ipneMzQ31eGkDI2KBCkpA4vZpKFu7+Xy0je1Glmj0IpbM24XfasIa7kbNtyEQ6IdE0N/mLqE9L3H0AMM5F9PTcdCp0toZdJoBwRqll+1eJRaCf1IfZz9xbtY2oQub96OScX38tzabnd4MMtLg0ktyfOfP/gxPenzv8U9RHqrjHef8NXsHNvDAjh9z4bk30VRbilk1fA4LlicZLmzh2dYsOTuFrvpYWncxAkFT+WKqy8oZ6N5OdayZQCFKTayJlv6N5J2DlWXee96XuWHZR47rMz5dEEJgei4F+QoIsZ8qa95xJpaUjahkw+5LD4CbjgyqMFDroExWYz5YgXAiSmCkwiGaVtEsGC1z0WxYsiNIMuowUmlz8RNxQoWSVMuyLSqW5pEPuMxrDVH0S/prLBJJDb+lYeouuluSi3HHSeqBLov+Uja/z1RQ5OGzlwRm9AZAluoJG+70HofJMcXHc7uMkHa2DNwxEA1Xn+4hnFbULr30MAJohBPI1gzCcJFRk4Fdz1C34moGersJVs7mFz/7Bbu3bMbzPJ68//ecaKi8a1sUC3kyqSSRWPzUXcxJ4IwlgOu37OPxdTsAmNl05If9S1//BaPJLFUVMa68aBkffe+1x9V+0O/nHz/yYR7fsJHv3X4HFy5fzmWrVx3zPE9K+op9x03+JuNAgoWrFhFCRXWO4eaYFEiuFgP4AF3oNFQ2sWx+jIfbH0cLQOucDTyZ07k0swLVETS2lCx/A7VJPA2quqMIeVDbTyBwFA/dU5FIKnuijFaWpEW8CdnY0vG6FcLy5QjkyxiYvRk5vgrlY0OMhJ+izF+JIops3DIbTTNJ5WOlgY9/u6pifq4/pwFSl3FXxxMEd/vork9jLT4Hf3qUpXPmEAr4eb5lP737NarNNPsdmxlNDsP4GQtHWWr30i9n03D/PPav6SJbkyc8x8+S81bDnZ9j5Zois9/2cxz1CvTfSzrdRymQpk41qXTTB24hBQRN6gARpxJ/uocOWUnaKceUASzPT4AxVik5rlVauUDp4j+d81ClQx6d7yYqMeq3sDKlcVVfmL+VW7C8ndzLbBat+jAFK4tPD6IIbeKtXFN1FEVDUw4uZtFABRfPfwNlwVp++tzf87rFf8olc9/KjLKFUz76ZQ2XMqdqJUGj9GKSzA+ioPL9pz7D6qZruHLBu0/4+XulkXYs7hvuPB7j16sXkwc/ib2UZFZOoJ1DdVYmtz+5H2XcsA4oTkn6aLJhWgio6oaVeyMIW/DQlWMs3R4iUFDJhjwyUY90wiFYKFX3tnXJXW8ZobZHZ+m2EJ4G/kLJ1ewISbio0TqrQDSt0VVbIJ41KBvViKc0gkUVy/A4EIdgax6ac9DKZ+seqYhN+agPvzWNJUqOX9SEktPxrbi1K+LHddxZvHahaDrxpmUkO7Yj9NI8m5i1mkF3J4Yl2bG/nT0PPokR/QOd+/ZgFot47tQX0ZcSyrd3+2YGujtfNQTwjIyUfXbDbt76ka9P/H3+6vls2NrKwFByynE7W7p4+oVdbN6x/yXJvgghmFlfRyQYZGbd8VnMrq1+HWVG+Yn1Iw/+gMSKp/G0wytAGHkVf1oj1dhOtrp30vkC1TbwpeNI2+UZ4wXu2/kY4WSE6u4qlm+YT2NHPf7aqVbMnWt76Zo7jBlycBXJWGWOrRd2UvTb2D4HW3XIJopYfoeq3ui4xEuxpJ1suEhcbCNLMTBGIFdGZLQez7BKlT1UD79hYTljdAxFyJh+xnIJJr/f15Ql+Mp7zmfL3l8xwCCXN63hxguu5r3//Q2Msig9Q0P89onHWLymgX6lnfKORmzHIO2ptI5E6FMruHyok8u7eqnI5ZB5DRtwchpeeRW6atIVq8Nxwvz09t+zy51J/w0X8w8bqxgxA+xTIjznVeDK0tq6lzB3iWqWaD1s8qrwpCCoZvCreQxRoECcLV41GXz8wZ0LeHzdO48XZA3DZcP0+T02xWw2RB3qpcV8keOzYivzfvv3/ODJz6IIhY9e+k3etvqvAJhVsYyPX/YfLGuYqle5uukaZlYu5StvvIv3nPelw8jfARwgfwDxYBXRYDmfv/ZnfxTkDyCoagzaRSLKMd5TX2qixlHaMYoC34GEihPBsSRhxmEFwQpwfDPwkcShlUOOOXCcB7gws93H4s3+g0khCkgFBpqgq8GkfUaRaE5lsNqiEHAxfS5DVTbPXJBmsMJGIlEdqO/RqRk0qBoxqBnQiaY1Cj4X7QCH9QSD5RZzW4MMVloUgt54JjD4TBUVSCYcHro6yaaVB11mmq1QPmbgCg9XeHTXmWxfnMNRDkhvHJTfOFRj9GgIVJyN/zuLY6Nq3jn445X4wmUsuOZDbNjSyrOb9uBbuIz+DIwkM3Tu20shlzuM/L1UuLbNrd/5BrZlnpL2ThZnpAXwP35495S/n3lxN48+s42aygR//+m3T2x/+oVd2LZLIhZiweyjx7vtYh0tbORy3kWEg/ElzbW1/OU733FC43OlPXXDgVeJAzblya8WE9sYn/gF/tGKaa0AscEgYzU5ggNVFCtKcVPBtI4vp5MPmZgRt2QdUCSOdEjKFIuemEdlVyMBGcDJFjAaIlgDWfAkF94zDzNo0/Mhl8QvTAJZnf7mJPHhIHWtZaiuimYJtl7UxZJnGtl2YSs1nWU07lfwF/2ldUeBcKYGL2/jz8UAKOufS3i0ls6FT4KSp2NocgB46UIDhsF//fVf05t6jud2mdzb2s9FkXLU+UP88rcPMvxcksjKQWKXtvLrdRX096WoDkXYF4qQVTxmJ330JkI8E1zAgqFudteCmLcbpzOK7ImR7RmmN7iAeNlHmCnuoqL/KW69RaOnxWC3pvOfA/N5r28ndQJuF/U0kSOPTlh4PBqZh5c18SwfDgYqNs54QeIsBl93zqNcKXJpYJgm3xi7bZN3GDPZ3VLG69nHkoyY8tE1940wq2LZCT1DrwVoQuGvmlbw5dYXMT2X4itoB7R1Se2QRm+tc+KvyUcif6cyaWS6MU0mnwr01Jq4jZO2j88hOtDWXMBRYenOEMG0QntzEX9R5YKnAngaOIbE0TwCjsolT8V56qIU2YBDuKCRCdt0zLCYt1chE3CpHNJ45uI8mbjHOS9EJpJCSmOReEj8BUEwrxIfU6cMV8iDgjFDVTZNHb4plR9fCnqeH2XBGw6X+TqLs5iMSM0swjWzaNv4FLnff5/GGWuQUtKwZC1r0jY1DTPYufFFejr24zr2sRs8TgwP9PO7//tfzr38KmbMnnfK2n0pOOMsgE+/sIvnx8u9Afh8Gs+u301H9xA3XLUaANf1+P4tD/DTXz2K7TpICT7j6EXDM4xSIIN5IoVwj4Ce4iT5jSmuHXmYXVlS0u1CHHjJlwipIFCmvBVLJCP1GRy/h24GiPQ0ApKKniiqoyJQ0AsKUj3Ypeu5PPn6XWy5oJNgr4aZzGONZSlqJq7n4WouQgoqf6+QiRdIluWxfS6tiwZRPIGtOehFjfhAiDv+8nnGqk1iI2EUS6dj4SCpqhzDdaPoxSDdc9fRP3sjAIn+2YSSNQjLh+2oLG3eTn1ZNwA1hkmZX6Gpro6u/n5++1APT3VIGgINNFTA1u6djO4qyeVYIzoDT/u49/ZttO9OMvtDGQoRDxXJOzJ/4MrUFspFPzv8FUihgCKRB+KMMpKWO59mT88gw6Eaiq7HcC5HsKKfr897mlWNHfwXM/k8S1gnqtnhP59bg5/gD+4sRrIFhGcRVDMYIkvGLSPnJTjwdarR2onrQ+RFD7utPAt1nV+2LyJTXIGVrJ/smQdAQ/DG0Hkn/VydabhnqIO2QprmQATzeMjfKSRYUoHeOqeUDH6yvPNE5GCOdv7kn8n7xqFalKx9HggXiiFKcXmHwHFBtQWOBm1NJekXV5dU9+s0dwfwmwqZkIPmluaY59YkaW826Wm0KPpd+upsFu8K0jrPJBfyMGyF+KhOTb9+GHkr+D3+cMMYfbU2lzwRpbm9pBXqIXEUb9LlCVZsDhFNqSgTWcXHZ/GbDM1/sjf7LF4rGNz9HIXUGJri4Zo5aqri3PT+D6HrBu0tuxnp7+R1Vyxjzco5p7RfyyzS393JC4+/9MIPpwpnnAXwf3/10MTvQb9BLBqkLB5hRkMlPr1E8v7jx/fy49seoVA00VSV4bEMF73pb3nu7n87ogjyuVzPaq5FZfqsKdfzsG0Hv+/Y7oc/bf4Q9/X9nt1tG6j/aS/DrysnuzTCoSuNJ1wO+G6kOBg7M1ls2RMOilQBgWuUKKKHhypVFEfQtLOSznnDpBOFkkaXGH/rNiFQ9GGqFp7q4mguqViecDFIwW+z+/J2GneXUd2fIKrFMWsFub4kl/5mIZqlIjxQUSiGbOra46y9fw7R0QCREYNsOE9kpEC+PI1ZiNOx8gk6Fzw5cV37Fz6Mr5BgMFeO5suRLwQBiUByXnyUxU0Blr/hPXSNZNjZ2oYqBKI8y92ZfuqWhcgVdeYmRpiPyW83VsF41uFvR7NYuobjejxbs5R39D1NMSX4atUVuD1RvGG3tDKO30UQdPb3s33m1WxTy7hatNAsRtFx2EMMDxUhoL9qMdnwm+jsb0NIF8/zUAUoAsJKjqIcJenUcMBf6GCgihFcKYkoKp2WRaxGYY3psVRzUQ5N9o5VQXnDMZ+b44GUkp6BIeqrK/8oalEeDRsyQ1iuy85c8ug04FRd5qHtTCZ/R0vumG7fcSaDTIuXeK4ct/xNbmJCJHpyOx7U9fhon1PE0j2GKyV1fQbXPO2yfsUIuxYoXPVIHClK0RortkeZ0WtTCHjsWFgSk9Y8i6ZOH3m/hxSwdHuQUF7F0SS6A864yJFmQzCvYPo9Juf4CpjIFj54qQLNm/6Cjzf+LzYjwLmfOLUL9lmceZBSMtqxDaeQJTr7QrZu2siWu/7Ah+efi6Kq3PT+D5FPjbHx3h8xOnrqZajOv+pa5i5efsrbPVGcMQTQsh3+4Vu38dyGvRPbwpEAluWwYslMqivizJlZi5Ql8rR25Tw279xPLlfEdBz6h1J84d9u5V/+5j3sae2hqiJGIja1mPiRyB/AD+68k96hYb74J39yVBJoZ3NEexT6nnyByGiexONjRHcU2Ptvc6j/ZjsD76giuyoyLqiqIBUXW8/iM0sE0cPD02002w9IHF8B1fajujqqJUopGH4XHA3d1AmnfZT3BelYPEh8KIxp2RSiNlKHvGoiBbSuGMIMbkGXRUYa0iwbOw+3zWPPmn7kBqhJqZR1aChhP4G8geZqgMRWHUZq0pT1e4RHMwSyAQZn7CSamoVsMPGNVjEa30HvnCeQngI6KEgcw0HkBQgPKRVahlaQy+uA5A9DtTw66nK989/8+Ue/hs/QGUmOkPfnWFHn57xAjHV1EeoLQyyPmez1NHYNeNgShntcsOHduU1cPDPIQKqMn2rLGHDLUXDw8how6bPxm1iuYPf+/cSjURoKLmXSZACDXoKAwLXr6MlV8qcXZfjwjDl8/N8exBOCA2otUkLBiSBwCGGSx0+AKHP0HO+NBjEUhS7LpN60CCoBtkWuIhA3iRc7wHGoaYyivP+foKyGk4Vl2zz23Aa27NzLqiULuOqic0+6zdOJ99TM5V/bN5J2T6w258uC6TJRjiQc/XLz7kNNyOP/e8Yh+47AmlUPikFJyF+Kv1v6bICafoNYfoD2mQBBAvmSJU4C0axKNKviCUlfpc2++QVq+jQiOY34+Hg8IbFVb7xLBXWciequwuWPxce3lpLIMkEXwxb47KkOqANJZsd72dPBzLikuwoE4kf36JzFaxvFfA5/5Wzc9AA1S9aQKgoKI520P3s7vUNZfH4/a667mdjci9h/13RyMcf3PB4JgWCYaOL0lys8Ywig47j0DY5RLI4XHxcwOJRC11Q+/9GbiEVDbNjayhf+9RbmzKplyYIZzJpRxQ9/cdAMu79zkGQqx3d/eh+V5VG+9Km3H6m7w9BcW1vKetWnv6Wtt/0e13XZd+s97BjcQhUeZpWBb8jBtvNU/6qf8L4Cg4jS4GUp+014CqrUsX1FPN0i2dyGng2RaJ+NkApGMTzuKPG44tfLEcBD796GYoNtODz8zu0UIhkEGsIRJHpDFMJJxhWISz8qdM8fwzOyKLafdZGtXPXEEvrqRinvj6DmXKygi6+ojb+1l3rMh4dJlW8jF0/TPe95CsHzCWQNZtS0sWLhexi9bYSuunWowkZxPSw9SC6SIL9bYSBZTWV0EGGFifqGyJm14IItwXYEv902woL161k5by7Pb0sTlgHCIog5bJPNplhTY2JUNrK2LITQiqxo8tEz5rA7X6A8lUd2peleuJJ9HQk0RRA1wDUzpGSsdNG6xNeURhE5dnWGEWaBDbIBKeomvtjXW3NYIKv4L3eYtq69rJp9PlURSJsuHmC6fnqt2QigTm8jobhcFCynXLVYZASIqKVnoUE30IWYiOcsOAYFbS7oAmfe+cwoO/l4pWfWb+Hvv/1DXMfFk5KnXtjMrBn1zJpx8lqOpwtp16JSC7CXk3wDPxlr3BHcrSd03qkay3RtiUP+PgCXw5NExo91dOhsMlm6NchgnY3tkxSDkp9/MEBNyMecZ/QJN6ygZGAvfesFtWMmTrfEXwRXkbiA7gkUBLpb+h9gqMKmfFhn3OmAo0g8T6IicHSJY0h8yakEcEoZSTlpwFPCX+Bo+huKJog3B477Fp7FawvD+9aT6Wvj2c3tZFJp/uRzX8Tw+bnk+gYyA+2MtG4kN9hGQdGwsmM8/+iDONPE/51sVIg/EDzJFk4NzhgCGAz4ePyZ7RN/Hwilc12PD3zmO/z6+5/j77/5Szp7h+kfSvLo09soFA9aFgSQzOSIRYMsnt/I4nkzTqj/6y+88Ij7nKLJ5n/9H0Z2tIDjciA388AUp495VN4zRHp5GFf18O/JUZwXxBUunlGkGE+hF4O4qo0vGQfNRusdILNQQ0FHz4ZQXJXh+sz4TCnwdIj1+slUFVFcH1J4jNXmGDvAB6REHjKRKmYYRKlaSNuiQS65fR6ao+KqkkysSHTEjzJe+sn0WRTCLrGRMC3nPIjpj5KP5LAC3fQM9TCQaaViRROMZfBsgSbATKqYfS7pQgzLMRhOVRHSDcayUXAPMFJBmVZE0zR++cCD9A0P43qS0WyafX2jlNUYlBsKvupKAliEDIUbVoaIBBRmVes4mTzlwzaDWcnqkT3EvZXk1CAVCR+m5aOQ9rCQnLd0JU8ZHYQzYxQrm1CGutDzpdhC4XOQpkpFQhDO93LdzHa6M4I7fncPmm3jIgiLEBol0u8TOfxqDksR9IgMceEhlIOJLYYQuJQWNTGJCAKEGk+coDmOy99/+wckohHyRZPH163HdadOSalsju/9/Ha+8XefPOH2Xw3oMXM8NNLD/uLLVAXkVOCAlW06t+/LhSNZISXgwoptIQarbHprj2A19UCzS+7ismGd+JjGurVpPAERV2PZPWFEDpyAxJYeruYRzupIIBdy8bsew9U5EkMhAgVIhhziOQ3dE1OGFs6oSCFBCmzFY0+txXZH8vb+ALHUZE/KVFPlZBI4eZuHZKDKJppWCRePvGyVzQ2R7TPxRc5aAM9iGggFhGD2wkW0bXySgW2P0bjmOgAi1c1Eqpvx1y7GyQ5hhBP0tLeBlCiqQl1ljHSuSDpTOGlpqpoZTafkck4WZwwBHBxOTfuB6JrCzr1d/PTXj9LS1ofjuBSL1pRjY5HSG+O3vvR+hBB85D3HpwV4vND8PkLN9Yxs2Q0crhQhAD3p4mhF0nP2E+jw44k5aMkRbGWA/AKzFI/kgZGOERioAgoIN0+xwkHPhQDBxsvbUNzS67JUBemaAtKjFCMo1ZJFQJbC4CSixEMEuKJUraKyN0E+bFGIWiQTWTKJIqO1WdoXDnP+vXMxLA3T59DT1E/H0m4iSR0z0IJUwF9M42mdBHLJ0iRuZ1n3mI9YVZxYRUkjUEqBrtnUJnqpK+tGeoL9g7Mp2gdkcUoDLLg6DVqOgeEumss1tnWV3sB0FaL1LmKexqBZQ1B3qQ6D53m4nkTXFOrK4/RU1aKFJLutCtboRZ40dYxwmCvPgUc2FBjULFqdAP2RN+KPD1H54hM41rj0hN9GjdioYZv/29/C8nN81Bqradm8m2LWpJgvR/qSLAh6NAX7+Vk6SlDY+BRBSFMoi/ooFE1GdY2YJydI34HlaIIEjsMeSx33c5TJ5njihU20dnTz9Itbjnn8u95wzcTv2UIP/ckXmVl9Hary6hfJrTGC5Fyb4ishAn0yeKkWwuNtczKOsuIID3yWQvVgSaalt/4QAnhQnJP6bh1XF4w2lxLgjJzAE9DYaSA8cJaphNsNOotZEiMKiicpBDw8VfLsEkEiH2fHggKrN0YoS+mo4mBuiq2UsrXD5kGSp3mCRwZV9LTKPgnzggcv0MXF0TncHSzElJqpklLZOd05St6iBkhB+bzwkY85i9c0KmavomL2KpqlR30MjFCMYnqY4Zb1VC04HyMUo2bmfGA+ALph4A8GCQYD+P0qUtFRjDDJkaGT+rqnRoYJhk7/c3rGEMDRZBafrmLaUxcMf8CHAB59eiuWfbh2XjQc4B//6mZef9VqVPXlK4sz+MLWo+4XQGRHkdBeSGxwyI8OkF6s0PSrELlZJsVGQAHhqVjlY1jBLGv+xKDnpggDNw2jFv2YiTF8YwkCqVJsgadJxAFJBsm4kKAERwGjZAXwFAcQaJZK455yRuNF2pcPkCsz2b9oiL2r+1CkIJMooFmCvpkpuuaNMtTYwUhdmkCuB81WUXEp71OIjixlYEYLA0aczj0XMNNXIFreDQJiwYOVKFxPsKltJUPpWg61AhSkQksxikBSjB4UYnNc6B10WdbsoGKTK3oEfQqqUrL4ep6koUyhbeFqmre1MuAXRJY0oe3s5k1vnoemSpYoHexs9xjZsoOFKBQ3Pos0PYRTivgPuDaJpiFGOxOAJDds0m+kqbAsurwo9Yl+PCGZ43d4JO9RZxSoVTUqhUFSSpbFEzRnsriuy6jnEkWgTmiZjWMSCex58CGUgJ+qc9cc8xn6ye33cvsfHj3mcfGGBi5ZNIvVyw7qA/aNPY/t5knl2ykLzz9mG6cbqhAsCMXpM3OMOicZA/hqyoV5mcYiVSgGPDYvz5GJTEOaJ33FCn6PRXtDdMwxKSoeVzyWoBhwaW82aavI09foUo7K8o1+ylMmqgt7FmbJ+f2csyFCwClF83kSLCmwPUlALXXgauAVFaQyoVqFQPCunM6LBZgZnzosV4P+CoumPv/hiR6TM5xRqBk4eoJd5cIwqv5q+rDP4tUKIRQazylVBxtuWY/rmOSGuzBCMVyrSNf6PzCccVh27gXs2bqJwb4eck6I1737fTzw61txHJtcOo2UJyoUCppucMf//jd/8ZV/O9WXdcI4Y2RgFsyp59c/+Nxh2zOZPMl0nuc27j1sn66rvPetl3Hjtee+rOQPIDbr6OXlAAL9gpUfETT9GEKb+wnuzSGtJFUPAzYl900+gJYNkNhRRu/76rFnl6EVg9ihLK7fJFfTh6uZJeFo24OiC56HVEruGOEpSL+csAYqUkWRKp6usOXCLnbUF0j1lJOLmrxwfSvJ6jyapRJJ+SlGHDrmDjLQnEG4Acr6VaRoJBOrwxEGFb0LkXYVxm0q5Y+mqVy0mUBwFJi67mXyYRxXZ2b1fhQ8AkaOeOhAzVqBrcUwfZVIoHWglAntcx0CtoUxE+oDGkZAEvYrpHM2wxkXQ1cwNEG8XKFZCVLc0ERyQ5gn1o1iF/1s22HQc/so5o86WJ5YTFVC4OtYT1AG8KzSe5AhHBRPUNai4AwFEEjaOzy8VB/nV1Zw+aoq1tSOcEm8j91FH8P4Saka3Y6JqmhcEy6j0XaJV1cT8vkYdRwK0sOTEk8eVOr1hJiiL9z78JFJ3cDwKAPDo3zyK9/i9nsePigVNI1kEMCKiy5k+ZqVzFo6VVdwZvX11MTXkAidXt2pE8HNNXNZET4x0fQzGsdSOBEwUGOTD3mHbQcmCOBQjcvmZVk6G0zyARdH9wjbGjUDBlJCdatGz2yL1NUGUUMQMW0SwxHquwNI3RuP6yvF+3Wb4FPB9CDjlBI7FCnwDolP9CccFq4q0LIwhzvp6dcdhaa+yTqgB+VfxKR/By/lyDdg9Z81s/y9Jxa6cxZnUT5nFVXzzyc+YzEAnueSz6a578476WlvY+UFl+DYNkYgwHMP3Ydu+KiqqycQOrHiEbMWL2XtFdcQTSRYfv7FL8elnDDOGAsgwLKFzVx72QoeeHzzxDbvCG6TFWsqqasu53MfvekVGduNT/+Cllvv4ZlPfBUrlQXpHebSEUicoCC1KkjqXIPRZWMMXgZIqL8dGm4T7P7yIPkmHXdxCHWrgudZJJ4rMnChSyTZiBtIk2zaQ7SjESMXAf94OXZHYORVlj/VxIvXto0TQO9A2B0Igad5FNNB4pVjkwdFIWzRPXuM9sVDtC0bRDXhgnsX4fh30zl3FCEWkAs1odkD9DX5MJZWU/bUCHGjn0h5H1YxgC9QQEoYTFWxf2AmkUCORGQEVyp4niCg52ho6qJzaCYDNOIJFcMcwZMeAkktRVZIm/byUEmdwzPxoVDrtxAITC+EIkp5hC2b2oisbGBOtUR7OskLgWZ+d+9eap/eiL+uiubuFK9/g8Yd2xI8vd2jKpFDGSu5nHKuwZ5MDVHdpeDC0kAII1aJNbuR7RevpKF1Bgte2E1HXEPtGEILh/FG+on5E9RqLno2Sz6bRUrJXtMkq+nMMgwEkpBQ6XNsYoqKXxEIUQqZN6KH11AG2NPWyU9+cw/rNmwtEUgBr9uRIuNXeGb21HM0RaGuppK/ffcbaM/ZrKydSpw01U9ZZAG2U+DZ3V/C0OLMrXszFdFFANx9xxh3/LIkHt653+bGt8X51N8cX3WblxNBzaDWCNBvFV6RELsJnEyK30vp50T6OloA0rH2AXgQKKrU7/JjhyRdF7tU7hfsasgze4+fvXMLBIsagWdcOnU/LZeCzxREchKtqGALD02W/L5zg4KuBgtT95jVVgqlCWmS51IKvSa8qVLieODPqVR7CkXDncj2PSgBPXnYEkeVtDUXaOj2Exp3JR9LBiZQoaHqL+9L/FmcmRBCIRCvmvhb94coW3QFxv3PEysrp1jIM2vBIlZeeAm7N2/AMoskKqpwbIfOfXsOtEIwHEYIQT6XQ3oHrfANs+cBHkvXrOW6t7+HXDpF+FVSCu6MIoBCCH7wrx9j+TWfJpU+smDzVRcto7ImyLtuuOyVGxww991voPmmK9n0zz/As2wy7T2k9naQbuvEyeYBgVQheV6E/Kw8tY9EGHhDmHxlPw23ScJtEqTNoi+D2STov8Gk4Wd9SC9PtRUhc2mGuuQAsjNI8PtdDL69Cas2juYIIqMBpIC2pYNMqNmoyng8YKlepxBQOae/tG1SQflMWZFHb96BaisorsD1S/au2kUgP0x1t4+ajnrKO8rJVCYZatiJIQdw9/8lM6ruJGn5MQJJHEsnWwjR1j+HZL6MohVkOF0OeJhOkLwVoUoMoqsWvmw/UtFKy4QHZZrJpVXDzF1ew8pknvpCFjeYwFZ9CDwsI4zrSXb126T60+QaylhWXyCRdWiyO2h155OsMOGS66hZmmDv2C56n1JpGy7DCVo4Pg8jo2ALFcWy8e1Pc9H5KYIRP9WsIFtZzp1Xn4fngRusZMuVtehN1VTftZWwT8HdsZXRsQi73AKL9Ry/zAmGnSQDrkmNquEJ8AuBIVx2FotcHAyBByouwWiUmW9/67TPywtPr2f9hm0s6syysz6IFFCdtgmZCkiYX1VFzewG/uydN7KzpR3P86gtT1A7jdHM8xxa++9mX9/dgEveHODFln/h4sX/j7C/lnVPZ7jnjoMu+i0bC68KAviB2nlcGKvm03ufJeMdHsLxsuAVZZovEYfyoen0Co9wnm7DnPYAxXIYUkykJ1m3Io1ju7StsXCAumE/oYhOIVkk53NQTZXKQRcFj+fW2CzaHiRUUHGR7FiQw1Els/f7QQrSEYf2AYUFgdILuCpK2qNqQRAoiHFD5mSrXmncYjzbd7jcJprTSCUcQv3HR+oCCR++yBm1nJ3FK4hiWw9j9z1L9Z++EcXvo6ZhBu/95Oe59xc/obqhZFXu2Lub93zi86iqyq9/+B3qm2eiaiqu41A7oxnXdZg1fzEP3HEbxXwOTde56JobeNMHP0Lbru00zp6HEOJVQ/7gDCOAB/Chd13Nd396HwXz8NghRcAVFy3l5psumebMlx96KMi5X/s0yd1t7Pz+bcx889Xs+dlv6Xng6dL+jCTxVD9dbzcYuq4CNxpAzfqxEwUGrleJ7QlT+ViG0dVDuG8TdL0byp8SZBb78LWrSL+HndOxqwRKzsTTRmn4fZBq0czemfsZWwBYLugCPIXIkB/HzBHpzNB7iR9V6qXi8eMSMYor8PTSqnLZbxYCgkdu3s7ATAOjGGfBM3Opb22gZUEH9d21LPndRfxi91v4QCANOy9jU2wARXEIRocY7ZvFovPupn2oiYIVLEk/ywJ5SyeVj7OlfTUgULDBLSV+JHcJ0q4f7wadZp/FA4EaXhx1uNYnMDUD4dMRQmAoMKdao0OJkh+08OeGGBgp8H8Nc+mN9SOLBsNeD6uXbqXb9pBbglywsJdAWsHu8+HaAcg4jA3r5NRKWmY0MK+wm41zKxmYswQQVI+MUTk4xtZlc0EInOvmYXVnqHQX0/lUB922Qrel0+UomDIMmPS4DncXcpSVqbyrPsD5FZV07rLIpPLUBUPc+BcfxYhOrcH84MWfYHR3BzsbQswMaYQtjyXdOXbVBvnFeeUsX7qAJ778mSnJJE31R5aS8TyHzuHH2Nf3B0r6IAeRzncR9tfyxMNj0598miGEIKzpx8fJTqXEyiuBSS9ZJ4TprvMYmciRtMr8PQE2rs5iBWGg0mbxnhDmXIfBGhtLuqia4G39jcxIB5mxKsEz3Z20hk2iGZWKYZ2WZpOleyQzu/xkEi7BgorEw3wizFpDlCIShEfe7/K2aq3kyFUliqugAAXdJWRreIcOckomtaBm0CDvd/GZ00coHdAKPEAihQ7zX3/yOppn8drF8G0PkVm3Hb22nLLrL0Tx+4iVlePzBwhFolz/zvfhDwQIRUqelytufCv7dm7DHwzRPHc+9/7ipwihcPPHPs329evobmvl6re8k2ve8k4AZi9aejov74g4Iwngxz9wHeu37uPx53Yctu8rf3XzaSN/kxFfMIsL/v0LAAyt307PA09PaG3FNkvqb7PY+9cjqFmNqicLNN2h8dzdOlquHKlZKG6Bxv8ZRs/GiG7KsfDLY2QW59j5FY3CfIeQP4CaHSMXzbHvuihDex3qf5cmX1GJ1pPDqvbhlOmk4t2IbJ580wBOaC5Nm2aRC5mM1eUQAoy8SjHmAJL+mSlUR4GCiiok4eQoQnuW/QvOZWhGK76BAt1WFPVijd+WJ8n+diZje84jWtGJawdoWvow0WCKpU1bGUxVUhYZxbT9bGlfSTqfGL8zU1dEfxR0oXDx8rlkIxqb3AKBWIxHBzQuajamSIL5dYW5tToLKoFiJU0bN3FpIcgtxmqQHpYUPP7cEhI37uY9wy1QkOzfVE2/EqXMl6chkqTrE/MIlkcxRisYSvkZiJkMR8IoiiQTCbJp1QJsQ0Oxi6y58+/prrqM5DMaplegerRIrDND9YwEXmYQKVzmL61hzg01LPjFHpx1vVTf08S5b9OwU4L25+rBH2TD1nbmN1WS+e0z/P7Wh8mNpFicdXnjliQDQYX/uKYOT1WY01zPpz/0bpbMm31Cz9qu7lvpGnoaOLwA+XB6K3ta17Nr+2TRaMHsea8ed1qdL8S15Q3cMdT+ynR4NFJ2qoSeJeBQmoFPRST2ocTvgISeC2ufj6CZJe9Cda9OX6ONp3sE0oK06tCvW6hApR7gzVfMZ/2ufr6a2szasQhNik5ndYZ8RmVWh04kY1ExpLH7Ekltr0BB4TpTQTUFQindnJrhUuKdI6Cr3qRiwIfPAcMVE5IungD9gNbgIXJUEggW1WOSfg9Z0h/0q9Suip/0LTyL1y5CK+dRbO9l8Mf3svc/byFz9SK0nT3MfMuFXHjN9Ycd3zBzNpFYjF9u3kC3phMrr6C2sRmEIBAMsfz8C7n6ze945S/kBHFGEkCAkbHD9cP+/P3X8d63XHoaRnN0zPvAm9j2rZ8C4IYUxi6I0fjzMfquNZn/DZNiNWA7NP23g5YdIdRqEt0ukLigjOEpAkV6lD1dILYnjj8bQ1EiCNNBlaNobpx8s5/YoE3ZUJT+ZSrSc1h+Rw97rvOTbowS2B9k/hcHqIvNpPV1pYLBUpEUoxZSKggB21b10/t/FxH2AiQu2It0NAabU7S7WfZ/9U9ZffWPcaIDCKoxhcbAcCPGnPUovix6qgotkKJQDGL4ChTMIF4oiaFZBIz8JAIIuqoQDoaoqahg8SVRaiMSK9yC9Cze7ovgapLIDImCByiM5lw6h22WNPpQpUfR8nhwc566ZJgqn01DRY7e4SBCeriuy8LnltO+w8c9HSpd/bDmmj5mepLG4Gz2FFazseZciuV5yvp3UPQ/Q03yOfLZ+eTLKvFUQAgq963Dlx4jtKcDL1VPMRJiSUs3QUtSNZJFTeXxEvXIQAUXrA2Q3xXHqTQQPgXPg45Bl9iidv70Ez8gni9yzUPrqRxKsdSTjIVUPEXQHzd47M/O466//hiBSHhKver7n3iOfR3dfPTmN6NpKtliL52DjzCj8goyxR40xU802Mzm1u+RzLUhKR723EX9c/BpUe74iQuKDV6pGstb3x3lP390YiTz5cZH6xfz0EgPae84irK/XNa/yW7Wk+1DUJp9T6ado8X7jY8xMVaq4LF7YYFAQWWg0sbIQWeNSds7hias/VJCQyTE94d38Yzejxx2+N3aPGvilVxTvpj/eWEn+nqPirEgigsNL2hISuXddAWQElPz0FyBKgVSlghhbb8Pn6VMGa6KOKxm8MQliUmWvaNc+oGPQNEFM6+oOPF7dxZnJPq3P4mVT9N4zg0nVAoz/rrz8YoWPd+8FZnLYW9pxUsVyG7fS/F1pXAyf/CgeHP3/lbC0Rgf/OwXMHx+8tksgWAQRVV56599nFA0+kdRivOMJICO6xEJBahIRIhGAnz502/nhc2tfOKDhzP5VwOe/fS/Tvw+cFMlTkLD8yTzvjFG9XihkqHLYfg88A2nqHrggK0Q8CTqpKS/xZ9Kkl7t0PHnQYwhm2B1PQQU1CGb/LIE1d1x+helsKI22fMinHP/EE+8u5nA/jyBDo9RdQOFNy6c0HA4oCKDJ4i1xOnqj5EPmPh6yshnqtDKi/TcuhYrW8u6+z6NUCVeblyJXzfxRhoILH+QBefeRUEqdI7W0VzdQTiYZWdXybU6kq5AERae1Aj5NCqjCgEjQ99QjgAG518YxpYGCI2gO75ICIGQDlJKhtIuL7SaLCr3qJCjrO9U2dIt2RRbyjW1LpGdIVRDwdUd3NYB+toFvXocGXehaNFjVnFOvoamop/qdV20LFxO3rOJbNnAYLSc+MJmvEAZYv0ghf42lKYqhhZezK5tHZQ/N0jNuR46ATavWkjlUJLeuOD1jdXs1BPkuofo29BL/fvmIIxS/qTrSqo1k5F3vUh1XSnzTHU8hiuiKI7Lnmof2+p8sKiBf/qrD+Mv13mc7/MkP6GTrcj2WeCrIVo+g6L1esJagGyhB8vJ8tyef8Zx02hKCFUxMJ1DXbuCCxb8M7FQqfbwc09l+N3PWxDCIdYwyKc/s5hPfPrVIVI6GT5V5YP18/mPru1HPujVP99OxdEsfweSxqfL/D3e65QwWu6ymzyphAeKAxKs8XaFhGBRkNcl0axKMjnKiJLCp2skyyQZz+EJBrjYqGOw3uGBalioxalcEST70AgwXnoSQVFIrIBHUfOoGS1ZABUPFHvcYTve36Eea4D7RiDlwDuqpmikHxGT84IrF0VY/NZTU0f7LP74YRezOGaOY72lFdt7Gb33GdSQH3s4Sft9jzEW12jyPGZ97B1UvPc6ivt7Cc1v5qff+mcA/uRzXwLAMk3u+9XPCUejvOvPP8OerZvYufFFrn/ne/GpAcqqql+BKz01OCMJoK6pfO+fP4LjupQnIgghuPT8V6cPHqD6wpX0PfIcAJV/GGHkmjLKn0mhTjLalD8NahZ8/Qe3Ha6YD6oFieeypBePklsSIdBvUWzwo7qS4dggA1d7OHoeNWfTVpdgcI6CmlEhpDF8bTkjl1ThxUzwtNIMPi7ZICTYjSlm/NW9WFk/6RfmEGgcYfBXy8g+X5IWkUX/eA1jMGID4NPQQxrRUJKMGcZVbLpHmlFVcF3w6UV6RmYgRMmat2xmLQHdoyoywtyaMfKWH9cKoHoWUjWQUtKbtKmMqPh0BUeWqjPPqdaZ6Sswu38jMSVFMBgmMDPAmG8m50Sv5rFdz6PaghuSfcwM7uDhxEJ229UIAW9fGmKulqDK70eoEqk6VA2M0mtUEg2dw+sHs2x387iLLNRtfXh9raQf34sIDNKgBjBet5isq5cspgLWpruJPzNM+OIy5rwuwv51/fR2zaC22cYNagzutzFVnZF7x6BLUiNG6WiqIhULIYANK+ewauseyj/6Zt76+ivx/Hk+xUyyjDCRJ9nUgqxrpdoMEg6WyHZN4hx2d/8Kxy0lcjheDsfLTXo6BBct+hqRQEmOSEpJZ7tFokyhslpn+coYP/nNq7t28FuqZrExNcRT6YHTM4BXmmAeT39HswKOI1XuHTxuEqFc+1yEslGdR65Mko+6jI15NHQIOmZauBrUqkE0ReGB7k7etr+Gsi399Nm99MbLOPfqSobuHqOgefgdQUAKfBmVgKJOdCQBTSqMltnoliA+XlEEKSm64wIFAkYcGPQkbU1Fmrp9qN5xyL6oEIjrVC+NTr//LM4YuPnSQqgG/cc4EhpWl6p6HLC+SSnJPreN4LI5CE1D8RtkX9xJ+1//F1bfMEZDFZE1C9nmDFI27Cef10g/vomaP7mRyKKSF6R5/qIJya3H7rkTfzDI3CXLqawtVXFq2b6FsaFBRgcHqJ3RfKov/2XFGUkAAeKxE9PoOZ2INh8sB2aMOdT+ahA4pLSnDyK7ITMfQl3Tk7/Jf8W25Bi5vpqyx0apvmsvdo0fq0wnN9cPrkf0yQFCnaP4sgoj5+dRpUBPCbJXVmG6wwTVZZh0Y8vSWDwFcmEbaamMPLAcN+dDr0hj76oARMm6YLildaZoEKnpIpuchTlcQcuWy6gtG2Ckfw6x1b+ntX8Onnfg0XOZX7cHn26RLeTpGWnEUKNE/QZVkSCq5yCFNhH4HQso+PRxl5JQxksZS9QAJFVIOBbrRlOE3TCr5iTYvK2Hq2oMClKyzG1hUSbJQ5aHrXroqGQtKDaNMtpdyXDTMLvPG8AcvZ6mR3tR3T0omQwNgT10rv0QwUaL5swMWl4Ypiw4iD7Xh+NqLO7fwhjV+Gv8OGYeLVeEgkP+v1uZ889L6Y3GWL/TQ0kW2feDbqp3DfPCOQtxzl/KaHkMf65AwWfgaYK5+3qYV1WOco3JL/2fYjdPkPaGS5aRkse7ZAE1PBqMZhy3ACj0jDxFwZqeGOlKjLry8xnL7p0ggD/67iB33z7Gn368ivV7l6Aofxzms6/NPY87B9v496NZAk83TlUyyslI0RzpnEkkcLjCQXUFls9jmZqgkCkwVONihSQrwxXENIMKw09xfQ51AC7Z6bErmGJTb5EfLs9woz+OUVQm+uttMFFtQd2ADwdvgnPqpiRgqUgJtuqhOkrJbTx+gTdXSVwBO8MuqYhDWerYZdwEMOuqSuZc+8djbTmLqZBSIm0HZTy0RbouKAqpxzeQevgFGr78Z+Se38nwbx5GKAoz//0zx2zzAPFzcwW8ooXZ3svYfc/S+Q//g1YZp/r9r0cJ+RG+UriLPTRGblc7q+Mz6ehoQ0trZF/cwZ63/S3N3/40/uZarnjjWyba37d9C4Y/wPs//TcT2657+3tIjgxTXv3Hl4h0xhLAPyaUJGCODIFAsSWeAfENpW2HlyCdavIOb8xQJi9GWZ5Due0WAi059JBKw4hFoNdESomXUVCDedLBWVhqgmZNEA1fidq2DzljFroaZeetc/EcqH778+T21DL80GLM/dVISyf1zHx0x8TXMEz84r2YA1GSjy4hUZan1t9Am5ohXtWCf/YGjHyMxWvvYn9/M2gu6CVJD58WoEGHeDTIxqFKAJbOreeFzlZmV+ZJ5U3mVcfwKxogiQRKyQmu5zGcKxILGARUhdrRXZS7Q3jSY5lfod7XjdM5ylKtGc2YyV3ZApZ/DfH6PcSyPryCQtaTbMyYrO9OYxl5nA6VuCE4L/NzChVxts99jG14nH/PDOZ9p59q+0U0fYyKxbPwdJckQTwp2J+Yja0YuI7CyIL5XL1/B5F1Kao/MgOvK097Tmfv8zarN+xjwdAQXXU1FP0GrgKeIsgH/Tx/k5/zUwmu/8A7iZaF+a/ox9jMPaXPf5LfTDqlrEeAZcVL2dbzIzLFbvLF4WmfHV2NsXb+F2npux0nl2dG5ZU8/2yWr32xF1UTrHsqyxvfkpj23FcrXuXF4U4eB4ifMs22A79P50s9Fg5xJ7fML9A1r0hY01m8N8Rgu6S30qTW9fGJFUv5Stt6NqSHOOfiSq60a4htGWTZbpddvZIqv4ZvoYG1yQIkRcNlx6I8flOlvs9AKwXzARBM+xCqx565OWr6fYSzAtsVOFLgG68YoknJsp2hiRdbeQyzpj+mMfOyyhO4+LN4NSG3tYWuf/xfpCJQ/T4K+3tKCT215eQ27kVoCtbAGNI0sUbTVLzpcqBEEgd++FvUaIjyt12JZ9qoIT993/k19lCSuk++k8LeDtr/+r8QqkriuvPJbNiN1TeM2d5LR0cfTs8w6BpYNrJgUdi8FxWYNU6HLMelMDJA4LYHaPqbD0wZ99s+/Ak0bSptUjXtj5L8wVkCeNox+MJWOu55bNp9ByZDD1AsUEzGRVQPnfcPbimcMx/XpxF6die1X7mPwqpZFBsDKHkXzw+xrVlwoGfObHYa11NhtWM2BsBYQnpVGMXTKFRauOYzeGolqH6iy7rxigaF/ZVY+6sIze9HDRUQPofUM3MI1Q/gq00iZWmF0XSP4fAYxbYqKNaTz8VpmPscQrUpj+U5b1aCTT1ZKnwadb4ETaKBqDA45+pZjCSzzGmspruyi8H+LBpgOh5+DTS7gKfqKFKSzmQYKQic1CDn+tI8M1LGVcYgYc1jZsBBAntjVTiNCs+s28FgsIkavYzv71/Ni4afqJEEVEY8SdWlo3gdYbLrKhgYqKRryXYW3SN4/rIEQT2EPfrnJAYKiNmjSLUb09+IY1UQln3kZYycoaN4glltvRR9PjyhEnBdzJYcqk9jxg82k1teTdwcwC4rsGPxDDxcXE2lYshhzYYRnvrzPNve3oe54Nts9d9Dit7DngfpgbR10G3W8k6WqtfRqt9NWEpyxcOPB1gx66OEAzUU+97FQJ/Lc3f38befLB0bGI9pfu6pLBdeOr0Y9asR/cUcGqUk2jMaRwpjeonSMfERQTIuJ2Z9AcwOxui18uxcVqAjkSUddZipafxueD9luo/t+TEeTvbw8WWL4ZJ6bENh5r4c9XskTb2dbK2qRBEKAUvlikfjCATRXJFMyD9uAwRdKUUsN3b7sHSJJSHjgIOk7kBZaimmXO/RhJ99CZVrv7UMRf3jsFq/1iE9j46/+S7ScYleupLsizvJbtpDccf+0gE+HUwbEfSXrICOg/QU8jvakEULETAY+c3DjN33LFo0RPH/s3fecXZc5fn/Tr/93r3be1PvxbIs925jbDDNQH6E3kICoQQISUiAJEBIgRAgmB6aTTHFBfeGbVVLVu9le7+9Tj2/P+5KWnXZli3b6PFH3t25M2fOzJx7zjNved79gyDLlYQN10UJB7EnMkiqTObRp3EmMohJCbjRH9+D7PfhFUrgCZyB8co5rRMnkynCY8Dv0HHN4mM+i1W/shKOzhHAsww14CPY0oBeF8caSx53HwlRqfylVGQdplr+Doqq2hEFO6qjDozjzW7D7mxE2zOAsvMAIqjidnaQedNlKN/9KW5cIziewidliYaGMHxLScci9N0ToG6xi9NYxPHKBN0wjTdtJbs7RGbldHLrutBqc4QW9KHFCzipANKF+0k9MZP89m7EZOyOM78Hbfp+QrJD9on5oJmM+XLYvgLNbWH8Po9lXQFUW7BE8ogvmcvQjl5ymTFSecHvnlzLkgUaIhYiGlHRFaVisVQ0QEJ1Cswo9zGsdDKXFKFyiiWKy1DZx8yQjScDHhi6RLSUICXVYFa3o1/exqo7tpLyAtTX9+GMVCxfbk6l6sp+hu8Okz+gs9EfZEfIoP/WOBdLrYhZRVYXdpDJt7OkaQ6N8SGkRBG9L4/dGMGuregv1kn76VFms3VOB1sQTMTChNcXKV55AYa/n3l9o9hSgKqmJ6hxTPxShqoNlxJEoynZx+62tYy6JYSoxLxIhxbDyZ9lqAo1MJOLuHDkanaVbmdO2zsYTq5iNLPuiBFTF13O/I63o6th1q3O87lPjrFuVZGpq6wsg20Llpz/8gmXAPhQ6zzmh+J8secZys+hFucLjheCl5yszdM4n68oUTr4mCeHgAAGzQJpzyZTSBCJqnT5w9T6AgyWC/hlBRWJ8IjMf488wzWhBnY1m3gTMWaNDaAXJKpKJpnJOFTDqVjnA7aFaatkDRVVyIdKxwXKKsFyxYJrylB7zOpz6vRqSYP2i6rPkb+XOITtMPzNXxFaOpv8M7tI3PEIuB7J3z3KEXUwJcCskDFRNrETk1l+soSTyqIEfTijSZzRJOgakiwjaQpeoVw51nLw8kXwBMKUsPOlIztSNPGKx8pfHbfPk9VpZGS6hlyC4yf3zL0ScI4AnmXE583g8h98kV8vfA3J4xDAqWFAknu4dNLBwXoQA+9pou7341B2yL3mInxb9oPwCP1+JUrBJPGu63G6m5ADMbSRLGZLiOW9P8eOGuydFsVfrCZWVYOb09G8+ez5g4mvoUzttMtJ3VUku7MLf/0Y5fEYpW2NJPbWE1rUQ3FEwb9wPTUPGNQVe3i69jqsPgW9Lk5hewtydT9qdS/pgVn4Z+xnaEwQCWTYMexw3cJZtM6uRzVUerU9jA9tIhqZw5yoRdgEQ/cfrloCeLJGwXTIJHJE1UZqy30kC0U8v0GtlCIUsikqftL+OLpr0pQdQJYE//GqEX60dAWrV+0g4rfIlTSG+tsIKjnir+slsbOFzkCKxosS7B+uY3xVNUadiSPLbBXj7ON+RCmKIwSW2UW+v4OY9zhV5QnedOcEe+dH6bnWo3jeBIsffJq1nReRC/lIaWVoDRKW/bRqwwgNdKtIg9iDE3YRQP7y33JgucW+VydAURCBY+VakGAhNzEQ2kQHS/grbmM/95Cjj92Dv6Z//KAFWUaRNOpj57Gw64MAJCZsXnXxLjx3alpp5WchXyGBfv+pheiE57HttkdoPG8m1TNPXdf6hYQiSVwYrcd6KZK/M4EzETd4VDtln6B6XMGsdQ/tI3ngyJP30IG4aTBbj5GSHfbm0rQEwlwfakHZbtEwoOLWuETjAfaNFPiZ2cAN/iK5sB/JlQ6dWgL66iM8fGWafbJH9dNB3jzmP+KSPAFh5fALzsGy1vKpUoDlCvmb/brmk+93Dmcd47fdz+iP7mH4W78Gxz1ck/XgV1YCVKXymSRVBoA3pca544Lj4pYnizkoErKmIFQFL3mUxJt7umVwjoU46reD62pgfjfRy5c86/ZebjhHAF8iuPAbn+XuS//8mO0HBV+OIIIc6yKp/+UYbkhBRENUf+U2vJoYuTdegprIIRQZz68j2Q6yHkYtF8lVq2jpOE6NQtXKAqJ1P7HUMMNtKVwRQMp1QUuO/MYqzMEoSC6O0Km6fAf5p7tRqwqkH+pGm/8kdtpHjTVI1BnHTwEro5O6YxGeauKft55L4/tIaHn2D7ViNCQYG4IabYRQuYfxVJaBTJ5kbieuXKC+1ExffgsTyMxpvAxNPRwQrjklgp5NKlhFsZylrZBC8TxWiTm0zvQze2QTrqJxx9xbiJVSXH7gYVpyQyi4fODpb3Gjo6IvUvnteDf/0bMI36wcI/lGcsEAtz3wKlqm9RGcXsQZD2GOBggrEkucanqVHDWzgnRYXcQGenGaiuixAwhfH+XRJnYprZQtH4aRZzxYj8/MM1ETxYeGsMsY8jghbYKtl6o0rKtBTLiI9kEkAYrfRM0X8YI2KDZSQa9I7xgWKBCmjn8UT0AqSTpSJFQKsi31f9SE59FZfwMPb/oQAhtVDtJaezmN8QuIBjoO3bMPv2s/h8tSHrvAfujjpxdEn+4dYc3X76hMyDJc9/W/pv2SBad17AsBWZZRkbAm5ZBeDtXbXlCc6gYokKifHAiTCUVCgvzBwSFDym8z6C/Rn8xRshxm2zJNLSHotFlwRR13jvYwGjSpG9HYakOzEqJ+oUJgo4fnHH4ORb+LJwssn8f6QYU3qeB6lXVel0GVwJME7qSQs4REwasUJ/KdRH9ckqHr2joU/UwoZ5/DmYZwXfo//z3K+wcp7u7DK5tgnSBQQ5LAPjgxTRm87gkifF2Bd5Lyrs8Hh40qh2dIvTqO7DNOfNArBOcI4EsAG//tu2z4128f+ltM+f9Bouf6QSsde+xBBAZNBGA1+1GSOSQk/A9vxKmOULhuGYEntmBf0Ii4JEJ5TQ7/mISzYBbRO1ehOhqFt3azY3cnTT0b6fzddma5MvePfwDrqmeY8aYR9v/iJixJwd5Yh16XQ4/kOM9azeq9F+GG0qwPX4a/oRcHHzVqkoQrc8m8h0n7slT7iviq97NnyxvxSyWmVT+Dz5/HK0XYv36C+OxmrNo2QoagrroBKWfRM3SA3VsHMJqSmE6BOY2X0DSxFReJ3uhcxst+vOrZNDsZrJpmpo89RW1pjHFfDdPHdxG2chXvgqoTcEogQbPfwRYOb2vYSZtc4muPXYj8lxsYWt1NKhvESBXpmr+NyPQJRu9qoHFtFCUFrVvCpDsdesLbic4eYsKrp6V8ITURwabXT2cg3YZaijJemobXmUYyoiiA8AQ5smRsj9rsYpau6iPh7yBrRwgyMOmGExglBaUEMwJXkFLHMfpnoHQMEyKKjzBeLkP/2MPIEyq+6AKSuZ1YdhZDj6IoUYqmyVP9dYxtXEXZfgQJme66DsafWsF9d4dOOGZiVRKd3aeWVuh9fCP3f/QbR7zF3/+R/+ZdT34DLeg/5fEvBFRJ5juzL+NfDzxDr5nDFscUGHv543SzgE/3wqUjf28Y1pi3NcgzS/IkahxKOEQ1nbSqkRAmvXoRr6RAE4y5Q2QiDjN8ETa9M0n35hyd9wdxtyh4zuHXUQmJaEZjwZMR2scUWlQZW8D+EtTpUKtPZrELCUfzkJ1KDfLQFIvgCbsvQ3JPnlhr4OQ7nsNZQW7lFrJPbsLsHQbDAPskou3eCQat+2J/iw+nG8lTvyC6gjWSQG84TmH1VxDOEcCzDNey2Patn+PkJjXbZAlJlfEcF7zDc7YySf7EFHooH2dl0AcTuH4ds7WWwMqt2G115N56OZ6i0Pz2f0FJF5m4oQ57yVKCm8dxZRdtPEX4N1uYZo6hjGYQZZlSV4DmZesxZ/iQAwXC+/aRSzZQPX0nXsij7kCKzX1XgRlGMqvwd/XS1HQX0+ZvQ/I01j30DgrxUfKSzG4zxMLYCDdfcyuefwSjECQajuNFIuTLRdx8EVURNMS6cIXAp8bwOV2IUpkqfxO5ckWKZiLaiSWpjI7lSBZK1BgFVNXkyuQzxEoJFKChPMH1+/9AWfHjc8vIiCkLpABZwie7XBob4N6kypPfuYiJsA9D9bjkPY9g1BawRgyCCxNo9na0tU30/vs0mvqqaAhEGLb3sXjJH0l6F1EuRfEkjepImhyxShKML4InHPA8bMlElTV86SQtWzOYAUH+4o0kz+9HpGz0tIziyvgnVDrujbJw1nWMzt+Pf1qEP+OOw2MkZNMr7kZXgsRC89nY+wQOGmF/GxsGGtk6kMYRhwUiXc9jw6ZxVv1vxVIi64JQjUd26HAaqOGD93/k9DLX9j3w9LETtgd20TxrBBCgKxDhy9PO59bB7ZRsmyfyY2etLy8onm3lkdMgjJoJhYBLPuTiKZVn6yJ4d80MdmhpfprZi5AlPtI6l7HxAo//vof4eWHMJgmfrBBIG6i2guII3CkeCoHAUj3UrMIsQ0LIAtcDQ5bQpUNyagDotnI4zvVUfZ48tvn8l1fG+p8SQsvm4OaKk/OtOAtk7swhc98qYisWUP3GK892V15QnLOlv8gQnoeYMgtu+Jdv41kOxTbBrk8LHJ8Hlos0hfxJHPugxJQJMzdTsPYnguSKSrtKySK4Zic4HlrvGLUf/zY1X7wNOVkCB6ruG8cYt7G7GzG7YyTnB5EnysR9Y5TeEOK+iz/AjvcuQFzrolu1hPouY9pVa1kw+yEG77yQwkATI521GA0jBEMZrrnix1zn3M7yjQPEpCL+SIbF5z9KSzhDayvUdgXIKCFy5QhGPoLkKiTzHiMOJAMKg7kcYV8N2bJJplRmOGdiqxL+lioigRpqgh0MpHeQ0aswjShBXUURHh35QbTCOL+OxfAU/dD9kAG/WzqC/FkHE1SQSEoK2xM1rJvmsjnsx0GlM+Eydtt5eEkDo9Ek2FEmlo4Q29XAdbl25jhRsMH1qvFGpvH+j3yI8+wtNC54iKbmJ4kHn6G/PQWKzDMLhyiV95IRo5S8LKoLO2Z1cu9lK8jXBui5IcXWt5bI19vgCoQh4aS62bahjjn21YQ3XY5pWYeuR5E1ls/8e7rqX8PG/T/BcQWZksPqfRvY2L8NZ0osnBCVxTRQk2PGTU8DAiQb1RifQgwkvvAfzfzt55pOOV53/e4J9t696pjtC95/A4Ha2CmPf6FRa/j5h66lLIrVviC5Fy8IxJR/Z6qNE1UNOcGxWhlyEY/VF+ZIRV1CtkxQUfnq488w8VCaf2hZzI01beRdh1hSY6YU5YJ0Nct2RenKBokHdRwdItkykbJZ8VSIyr+VF2ZZd12KQdmjp7PM08sy1OsVK99BSKfbVwAZ9LBCw8IYRujUGoHn8OJCeB7ZlZsBMZlt60HxOLHML0FIU/6bCr2xhvjrLjtLvXrxcM4C+CLCNS0eedsnic7ooOMN17Lqo19k9ImKsF/fZ8COQuICqH/kxHNjRQZGHFFLs9QAinnYSgjgGQrCcim+9iLU3hG0A8O4NVFcRzB69XVI18yn+j9+gbE/R6Y9ztAV19D4yB/o3FKgRtyD+bsM1tY4+5tvQZmbJibqSR7QsUpRUqtmor0xjRrfQL2ZQQ5MEAgW0cZcrPF2hDtBfXAYWakl74TR5DRb91+KnfYxa9Fa6nyDNM5sxPAbPDM4ge3KZEoyvcUcpuvRGNYoFi1a/DrlZIkDO/fhNOcoWjUUbAm/quBICvfShlUFl6X2otuZo+7T5D2UoOxCyVPRJRNFEgRdwVriXNu+h/X7VqB7EilV5bKfzMK3JUj5b1ZRnpnC7M5Qc9tc5LKKImCsvoAwDM7bsYevv/NndMoraCrnEZ1beGx+EIsEKcPPbCdH07wC7n7BPq+JsapaEm0xJloLTJdvwd1Swm7tofiWGAtWX0d6f5baYD2di85nfE2aobExHsyu5cZLLj50PYqss2vwNmTSdNQuYjgb47ZVvz7hWBNCQguVCIZk5i6M8ZVvzeb1V+6nWBS0tut0Tz/sRhvZsIctP3+QGa+5iPZLF2IXyzz2Tz/ETBcYWrvjuO2XhlMnPPfZwNxQnBXROvpKeYasIi/p9JDTtegdb5/jkcZnQ6YAZChGDh8juRAdUakN+9nfUCLps5mfbGCdN84fEv3879xLWNyo89/7tzDjxzJLG0Isee9sVt+1AVd2WVOE6rhCLO+iShBMa4TygkZkHq+2Wbw7hL+SClyJ959yHUI6RdcVUHWJ1hXVLHzb2U0+OodjMfGrh8k9vR3JEyR+9xjey4T4nQxSwMf0n3weSTlJQOorBOcI4IuI/b++D6dcZtO/f5+NX7z1iM+6/xtKrRDedep2jn5bqXtcou7xw38LQCgqbnOc8nnTYVEXVV//HekP3khORNGe2oe+ZwC7owFjzXZa7h+BP34bCz/SoIWYbpK+vpr6OwYZ2lAgkvPQWw6wb/WfAS6+QpnIvS5mVwGtJofi6ozNCKB1+diX0VmkeOiejBlWqS/2YfTbLG16jOFAB3p9gVwwgq9golcuBkV2GMmVsD0PGSi5MkpVgFhzHMkWhKI1pI1mPDRsx2QiX5EAKOgBpLSHJBv0y3GmkzzuYiJL4JcrWbe6ACSPm2v3syrdzKIxj/GAhO7KZCMmsTljBO+Yyeh7N+HUlNj3jfuY8e4bAYlC2EZ2DLYUllGb8bGrvo35j1YzcvEYLbOGEHfPYcX6BPa0vRg9M/GiWcJamV2ahm9XgR0TMrulAuKZm5Fkl83qOGuNAvXhFPGqVm6a3kWhWGLdo1t51azzSZWzFMsJqoNV+LQYdbGlTGS30tVwFd/5479Qts3J5y3hWgrpA/XEpw/hlDSKuSiXLutGrFdIjZeZOzfKu/6innUr87zrL+q48trDJbT6V25lfFsPeILSRJanv/07Sokcwjl+QLYeCXDBJ9586oH6ImJOsIovT7uAnYU094z38PtE39nu0olxJk2Vz7WtKVpSsqgkbuxX8zQEQtTulHhqew/DVxcJqRo95Ryd8TBVYz7kOo+6+RHsgovqk0nJCo2GxLDpUCtLmC7M3emn7PNQgItWR5ClSrb5VI/G6fZb88n4q3VKKQshxKFKD+fw0kD2qU1kHt+Al86B8spwKOrtDWhVLx9d1OeDcwTwRYJrWez5ye8Z/uN6hH1sZpRWlNBOg/ydLpSiiVIcR99yAK8mil0fozyzifhvn8K/fiXFrutxGmOMfHgJtbfvRlZ1VKuIbXoIDwpqFdvf24bx6wz+9u2YSpC4NcCS7B8YD3YSOzDCbv/V60q6DgABAABJREFUVL3hYfSecewyOLZCQTfIxJsQioWeLWB4Aiek4pcLtMV2kglHcHSVYSsDlgooyJKNImvoSmU4Tq8OoCoyplMmZ1qMRA3mVVehKzIbhywCukrOqhS2lyTY6cW4Ruo7pG129BKhyyDEZB01Ksc0+SyWR4YZbCqimDJJv4y/OEJpZgKjJ4qcNjCyBvmlo+z7xgNUf/JyYhmd5tEosqkS82SiGR+loIfvzksIL3mYaatVHL+FNhyH/Z3g+GgL5YmU4pQU2LV8nOFAmnqrG4Egp/ZRVHOMGQpeZjMrfvQuAPyuYPA795Lp6CDjpXn/3A4umflBNo+upCnQxO82PEDRtJBkqeLyBXoenYeV85MdjFFKh7nu1Uv43PsXc9vEbYyNKyjKYl7/ljgTYw4NTUe60Ra/99XEpzeTG0nyx3/5cSVl8yTouHwR/pfoBDkrGGO6fwH7y3l6y1my7ktQLvpMcZgz1I6rgOpK5EMOI3aRTn+MbSvKlIVDjeyjy1epp/6Xs+fDZyvHPL2twMoVLcxbNUTEBb8qIU3W9y3KEMsrCFmQdiUmbIiqAkcWdGoyp1t1UNYh3ORn5msaCdUZ58jfSxDlvQN42UJl4nVe0nb304OuEr/hQiRDP/W+rwCcI4AvEhRdp/ON1zFw/1Mv6nntzkYk10NEgtT++6+RxzNoWYG7ciNjn7gcczRLrDGCWlKwtCja9j7C2x2cTAPl90o0vXETzu+DxKMp5A88Te2P9tMmDtATmUdcykDSxXA89u9YTrpQQ9OluwjLGRTbw/G5KJ6M49coRX0ITUVoFrLYi0czUFVJ7cPAUBUkJGr8EttGdhLQI3TEm0iXSwRUH47ngRCHRKErELSQ50Z5PzGsk9yFg1JTkwk0AsCmxi3zI+/7qNXVWHvOQ8qO8aAk2D+hUf75DDrPH8e5sETm2h7y/zdGv6+Mq0Ks6FGHimcFWL0iz6IhmZavXozq9ON5Epm+brRiPYZwkMIZJhqzrFxWYLyzyEC1wvUPgSdBocWhFJoUfT7YUQElGdZWG5AbpkqX+P3e3dyb+FeieYtCYZyNd8ym4/JKAH3P47Oomz9A7Zx+dvzmfFxLEAsG+dJHFgPw1vd2gFs5x+y5fr56a/sx90b16XRfdz4PfOJbpyR/jctmvuSsf0dj3C7jkxUiqsEb6rrYWUizKvsKSRB5IcijAhP1k6UZJYX5lzVytR7gJyO7eV/z7GOIV9lz+P2jabaO5JjlldAUH6GIzupei/EyXBaXETLgVHKH6nTBthLcmZf4SiPonDrpQ/FJTLuunsK4hRFSCDedOlv9HF4cjP/iQZL3PIk1msDaN3jKOeNlAwnq3nEjTR9+ac9vZxLnCOCLiH23/eFZH/Nc6sof2s9QCP3uSbyqMP71uyvBuZNf1sK4h/LFtYQWZ/BtmkB2oawHsWwfhl3mvOwfGPhGN/veNA9jUY7cUAOqLwe6TOMFBpr+OLH0Vka3X0RosUNnaQsUFOw60EoOiu1SqFYwYxrIQfA8ZA8wPfDVo0gq3hQ5a08IfIrMeNEFainaMomiQ22oGr+msHs8g6EolG2brFlZrPw46Fhk/CqWA42udcw9OlpJQ7iV7BpJllHzJS4MTjASWs5adIrJLgqbBeaon/CMDARs1DE//p3V7ByzCUUMiqbLyF89TX9rEa+/hkheJ3OZhfA5RD52JUogSSRVTypaZijuYC7MsvriCfbEYpQNDU8RrF8ygOLASKNJJKuil1yycYPasfLh/suVXjsu1BQVNuwMkHr4POKzewjWpdGyEyQnujAiJjt/cwHJXY3U1QWYc/U6bnhV9PANqFtxWmOmlMwxvGnPKfe76XufOq32ziaezo0jI1Gj+bippoOkvYsAMi/xyMAzg4Ne+9MJX3JB9sBTqBA2oFozuKmmncSuPP/ddeExmnv7ihl+MrKHyLUGs/o85v4wSZ5asjGV9GCZmUGJA21lbFdQM2agOwojlsSTGcE0WSLvQPwUeRyKLtF9dR1z33hO8PmlAns8jWdapO9fzcC//uDEMi4vZ8gyuTVbsVNZtKrIqfd/BeAcAXwRYecLlYC0Z/XleS4UsLKrZEhg6CjJHHZdDCWVI/2WS5DyKcyHckiDCsFgCc8vI+c8SjU+7EQE1RjEDmk09+4j8NsUDxkfJpiHxY/fh2GpuHUB8qpJMaxTPTGOszdKqHmUalmhHA4yqmi4SgSwkCWQRCUbVytZ+PMudfOn4dqCVH+CdFQFCYqWg9AEZcdFlxXa4wEGMlkcZGzHRUNCDfpQFQWBTRM5lipjaLJLXlHZ4wvSmBk//u2bctskRT6kRaFU+9E0P03ZlSRL1cgdPUTXX4xUm6FlS5yxBeMIWdD41WU0DUUxehRSwTJPr+wiUVvAKCuUMgaN7WUSwENv3MPCx9uoT0lU5Q0cn4w+YeNzy3gBgWI6BAse+6aNIUkSQlIoBgO4rkqkVMbl8BdSOBK+RB1z4h733Xox5bxBfdVWys9IRFaYyMJCK4/jlOtxijptrQFq6wy+/c/vJhJ9dsHL2375KKv+7baK9NBJEG6rw7UdFO2lPW1cX91Ktz/CzEAMWZIIKhrmmVYJPNnX8tnKtpwpTC30chqQBNROqIzWVV6oZGDCLvOLTbuZsy3AyO4suy4wuTjWSL3uRwhBVDOIqTrnV9cyGCkgR6uIaBq1V9dhbS+yob2Er81ElQT1Ywb3JaBahzdXSxhypX6z6Z1E8FmCrqtqmf26U2eon8PpY+WD97J9w1pe+/b3Utt4JLG2RhOMfud3xG+8mODimcccaycz7Hzj32INjFY2vBLJH4DrUd7Vi9k7co4AnsOZx9wP/Rl7b7uHoSfXV9LlTwMnK4p+UggQBQdleAIlVQAhGL+2itLV3YS2pQk/dh/BOh/dn+im/2PbcSSP0gIf4Z1JKAicKh19zObp3NvImJ0URZlYt4HhhMk0dLDlkfOYNtOkdto4ff1glqOYgRzJooWMRDCTwdYM7JiJLJWRC2E8RUY2NIQnocqCcslCCum4k8HDEhKzamPsHB0nnVewB3OYERWhGzhIlLKHM8ySGDgotHg5nLJgdjF7khsBSNIhV9Yhq6Ai4/WnKVs1vCbyDMg2+9mOOlKmaEfZWMrTI6rwgiYRq2K2iBUNpm9oIlWXx39dD9ZrtzKueBQ31pPP+DE31sFAGNmVqR818EYvxrhkHc1SAddSUUyB4akkq32EJ2yqciaqE6GsV1zYQgIv4yN934XIB1rYtaiXxK5m7LyfpW//GTgSUms92cJ0dq87j5FNnciyxJX/T2PBvKpjyJ9jj7Lrd+vouPQigvWHNdR23PkzjOY9hKouZ/XXfnVK8gcQba3jwEPrmfaq5acef2cRqiQzO3j4Wj/YMoenM2PsLp9ojJxBHC3L8mLjZBnBR/VJKJCocg5tm2ZEGHZK3CUPUArVos7RyVkuf5joY8W6COneIkvf18FH2yoVYMrCZucFGvt35en55j50E2YOGShCIZiVkUsKV1dVSJ87Ga/rk8A4Sa6ArEnMeWPzuWofZxiarqPpOopy5JJf2tnDgb/9Bs5wAtlvHCKATq4S12f2DtH/xf/D6h0+G91+caGpRC5bQmjRjLPdkxcN5wjgi4gZ73gd099+MwjBju/+kif/8p9PXPrmueJgip0QCBdkx8OLBPAiAcLbUmi3/pbQtjzqWJnqf72Q0Hg/NVdW0//IBFrRIpuro26ij5ITJzmjCZUcRiHHdHcD8tPb8McKdPs1MlXjXPX2JlxJYsP/zKDoDCHpRXAFmuOgmC6qWSTcmECVXXS5ltFkEblgkhnLkimVUWQJPZOnFA8DEjVBH0PZIg4KiaKNE/Uj5GNVEP1YRLDZ54WYp0xguJVMiJOttwczCIUncLNlpICGrMoo1QojfcsIeSWE5bC9cC36tWuZti2L2FZLIVuFyKhIkg1CRxUy3QNVDL1hL2Nv3Y0XcJDTBp2b6+gMmtTvjR55XglqN1QzumIM3XOwDQnZ8Wjqy6G4Cj5ToDg5QnkfJX8e4UJpWxd6fQIvWGLbgwvx8n6QHXKBmXTOHiHZ3011lYRPCXPlO4e49rIO3vu22cjysYvmwKY7SPaNU7rD4bwP3Xxo+9D6vdSQYOVnf4JbOCgwfpLXDUnCTOdpvWj+KYfgSxHfnXMZg6U83xneiSRJPJEaxnk+VsHjWdrOtmHkZNa/g9sP50KBBI6v8lk0IWEXTM5fUEPZc3ls2gTTlRgXBRtYEq4hGc6gh1Rk5fAI2ffgGLmhMoomszw7xhsm8mxtaaMwopOzYcyCOl/F0lh24asDcEMcLo6d+BJm3dxwjvw9TwghsEcSaA3Vk3Oex3mXXMGyy646Yr/Mo0+Tuncl9lgKYTv4ZlTig91sgW3XfhhnIl0JG3qlWvymQlWIvWoF3V//m7PdkxcV5wjg80CZfsa5jybehsLpVUSQpIoYVnz+DKa99dUkNu9CCfiZeHpLpQD26UCu5E4IGaqXxshsz+NkKm6cOZ+ZhvAEfbcP0fK6BvJNDez/XRrpwBjB4RI1koRSJZEfc7G+/yiZ82OMPJkkd3EUPWHiWBLJqgYixQS+CYUlc//IQmU/G/ddQLZ2Ok1t+5H8MiHfCNsfsKlvc+hWEqiejZYuopddJCAf9yO7Hq2+LoRm0V8E2RUI28PtmcCnyphRH3KVhuqUcSSDA6k8CIFiulgalWLhwNGRfBYKCjZpApQlFR17qqrFlD2PvO9CCIQQKEEdFJkBn5+RWp09mx6iQapGSXdhzitQ2ryANQWFDTs9soUsbfUmWsqkSo1gjpWQEEQfa6HckUYogtyFg0i2jBmx2fH7XzHnhrcge5W+F302ruEhuwJUsHSZQNFFNz1yEYViQKN+RKLkz+MpEvmoD19DEmekBbekE776Gcx9jcSFxZ5Hz+e8a0HeugCBx7y/GqDsi1F4U4SSXKaHZ5jNCuQphLlx8XJKY7thcZyxXQf4VeDf6WvdSbQpQvVn45O6kse/Z1Phj4e56DP/DyPy8izDJUkSLYEwf9+5hL/Zs4pOX5hRq0jWex5ZwlNv2HOM1DgrmFr4dLKvZT/YBcHmfJKPtS3gmVyCgKpyRVXFFRu9spbOo5rpvKKGwJ4kFxSz5FN53LxDMD/BRFU9kg41QiWiQMauWP8SjsTqnDghAZQUmHlj4wtzza8QFLfuQ6uvRquNYfaNICQJo6nmCM26zANrSD+0ltDyeYSWzmLk278BIej4yodxMnmyj28gcvEisk9sJPP4M8i6ijGni9KOA+z+zSN4ZRNnJHEWr/JFhCIhBwMYHY34p7ed7d686DhHAJ8HxrgThzxZNlLF6QXbH0TDhUtouHDJob/dSVmP7d++jS1f+zG5/QPHPU6JyRgRHSWg0P7mJiKzQ2hRjaf+bANO2iG2IIoakfG3Bgh0BakpWTjVaYafqnyhZ3+kC7lK55kPbaK4v0Rxfwm500fNiE2y3U+uXceZJVH7pQL4dOS3rGA8003gfwaZ/bYmZDVB/2grasSkqk6mkHCIx7KIMliKhiy5CAGBVMXFPfxMEoSHbnoENBnhCRwhUF3IxPxExgrEZRmzWWeiaCI8gV60cXQPO6iCl0QmjqccXq1cVIYIUVfTRspK4Jlpom6ZvKwQ9NxKHd7JvY/OYJRkCUmRKQI9RoANLSGamMDvH0RvK6PKNr0jJn6pm5q4D3l+Am24Cqc9T6HPx2hdnuaxMMFNjSjWLszGPE7YYuAfV4EE6nCAwvwxwpsasRUXK+yw7NE2/Ipg96IJyo6HrUmAgpGQybWp5AYE7lyVUMGlql/BHVlE7OoZpB4ZI/OwjpTXabj8buS/eRW5Fa08I/USuUJBi4SQcPmjPUH6kYeZe00CV3FYQEXBPk8av7KQXTP/wNP6d+i+cwHZC0YpBNM0PlGPp3oojjJ5Vyfd47Kg1FZELiv4Rg5nXlqFMsNP76JuftezGucvNbhCUKUaNOoBXlPbzn/2bznbXTopFLtiQXOeryrFVN0/Czz98N8ApiEYaLVQHPifga20GmHiunHo8B8M7WTQLPB3HUtQJr9ThXGLBtlGs13sFe187/E0T2f83NIyQkI0UG94SEImqsLGPMzwCbr9x/eOSyo0LY1RGDUJNbw8M34tu8iOAw8zu/MqdO3Mvijl124ncecfSdz1R4TnQdE8lNCn1MaQFAU56KP71s/gn91B6v7VmH0jFNbvqFjyhGD4W78mff9qnFSWgS//GL2puhIhIyD2xisY+My3ECXzjPb7JQ9NnRQol2j4wOvOdm9edJwjgM8DTbyDLOuJcWxM1Man9rDzmT4uu2kRje2nLiitTOoOzfvw25n34bez83u/ou/+J5j9vlvovetRhh5djRLMsfDfppF8JsnGT+5k1zd7uPLhC+i7bYjonBANV9ZSykfJru5DCqo4IcHmj2zB1vxoKuDC9q/30HR1NQVDwpodJrw5jzRhMbFkKau8FVRfuJF4fj/pi6N4skTsJ0/SomxFy+iUf72dp+e+Dceo4j2fnkYstI2+A0GSw+O4VpmQouLIDoWgju3TCI/lEaaDFdQRmoSSN3FkcH0ahagfhMAJ6hRsF2nSOocEZkRHyDKKtBfcAEK4IGvHrBrVkRrMpk9jlod5tO9nPBCpYlq5wPtGDhz3Hk8lgwFgRS7JeaRIXTaDx+93WHbDhYRNlWLPPWSNIvmFZbwOlb1vKzL/Z9MoDwl0SaXoLxMs+an/1mL2f/VBCDqHXGuN31yKYqsMfmQt6U/vZNZ7bkY8bhCzcny2Zi7fLWdZ45ugtZxh2TNF/vjwHMaqqijFhkjUSlyx20/pk9MQIZ3ijmbi18nUvMYhNO0CvOnVHMAkflMQ6aC7VwIlXaLoKew6sIqOafP4UPZCgsSwIglsTIwmg6QsU3hXkg9t+CRrfvp7SnYazzk82YvJ/woz8+SWZYiujcEUAuiWLfKjL63qH88FAUXlC93LAHgwOUC1opNwTy4hdFp4gax+oZyMZQgc/XQzO07y2WQTPluiLAu8qbP/pAHJBcasEl/sWsZto/v4+O6VfGX6BTw2MYSeFGRaTOKaD+EJ9j88hueLcsF/Lca4fR9sKDNdsjEyOvtmmdT0+CuJJRY8lpI4LyrwS2C5oCsc1gOUoX5+lPp5UYJ1Bi9XbN//AIl0L1tdiyWz33BG297/qa9j9xyOw5tKot3x9KHtO67+KwLL5lDath88D7Umhr+7BSEEoz+6G2HZ4Lj4prVgDozjWRaiUKL/o189o/192cATeGULJeSvJAj+ieEcAXweUAmRZSND/IRpfB4fh7OrLMthtD/Bw799mituXkpzR82zaluLhDCiYeJzp9N67cXk+4ZwTQul7gBbP//P4ELVoggjD4xTd2mc8IwwWsTAag7QuKSLA1/awsiv+5BtB7mYqSRBqGCPlTjwgz5qbqwldFU17iaP7B/6qa8O88GbUqxP+xmbHkbXZAqPzKAqvAN39z4u/+9OfC2LacwPsH9QY2iwzB0PXcS1V+5B9ZWRbQtNcTEdgewKPFWuTFICXFnCKNk4EphBHQmJUKpI1qdgAu2BHINFD5QASBLeZByjSweS7CC5UyPXBbIkUV8b54bLl5P4yVdwRIHaZW+kfuRB6szi4V05+XqoAiqCx1cNYyx4G8XOC+ju9fij1o+lZIhLOWyRw5mToBSbQVXQxg7kCIxWAxK+3ijRfh/WNB9C9dAGQ2Qv7sepLjH88afBg/7/fJT3fE5joWIx6l7F7bMa+NdnHiJiCea2rybaneC353+Q8UwJtyQY0mYhZwVV7S4N79VQY6BFVTy7AzwPIcmHyd/kVVq1AfZcPotOf5ofi89Skktkxiz84VxlLOomptVA2vSx/bZHKT4zBjK4IYdycxk1rWGMGkhIBHeEwBD49wYrzUug+g1Un35EDOErAdfEW6iSdT6xb/VZD987EVxFYGtnqHcSxCcU5m4NsH1eiUTtpPt7ak1hCTRJ5hfj+9lTyuIIj4FygbdvbCHTV8RtsCnEJQrjJq7tMbE9z+3/uxnVy7G4TuB6IR6/uEhZt+gVEt09AVJVNtEbsqx/IMxbbf2YghGXf24WVR2Bl73Q8+zOq9m69w/UxrsZmdhJQ82sM9a2Eg1hH7XtRPNbcd32Q7+7lo3ZP1qRv3IcvGwBORTAaG+ktG8QkSsep4U/HUiKQvf3/wE16P+TKP12NM4RwOeBCR6mn1uRMSiy5wgCmBrLEqsNUypYPPPkLnY908sVNy857Umu+5ZX0X3Lqw79HWqrxOII2rjp0en8pPqNtL6uiba3NOBkXOqvMhBCwpGg3O/SeHUNY4+MI2xBuc1ATToYrsC9Jo5/c57W2SFmvrmF0eur2G1pTL9ynLbrFOY6LhuenknX1WX2IjFrbgt6uJVgnQxhDT3qcr6vl8GeIBvXaDTP+ksWnF/isV9+HLNo4QgdvWCRrwlQ1nQM2yaYNRESmAEdK6CjOh6y4xIZykGdzjQjTxY/2cmgJIlJ0WZJR6g64qhRGivksLqb+M1okjl1C8mU9tJb3UZWOo/CgcfwqBjkBBXR2VPh8iuD7KpbzL4N69i/YyMRtZpAfxt2bgtutITiCRKvOsDQ/4uDLNP5jWnoxRpS67K03LoQdXA/5bBEaVYCJ2ySunYfjt1AUXkNDlvYesGDtO7QWHHPB/nZnA7kCwysZID+ba9n9yX1DNCP9u1LUUZNdn9NZ/nSMLIs8DXbSJ6LU9ZxJlSM1oPZ0gcTmyd/kyS8gM4QNmGvjBzw8DWWCBS6sJU0cqmEYiQIBix2zk8gQh6xP1bhqQJ9zMAzKkRASAJP9QhuCiNPCsMZ8QiuaWFmSzz6j9/n8s+9C18sdFpjmMnn+GSin42ZUQaKOXRZJqBqfKBzCXH99OJmX0hkPZsZgSi7ipnndLziVCppvFAWwHz0zFLTZLXL2uV5TN+J2zWFx8ZcgrfXz6DWM2j3hZgo60jlyjjZ8dshMgMlrJzNnsYihbzLxCyHWYNQNSwxa3uA9ecXEAoID6qERMSRaW12UXorVkZtMqIj3OQj3hk8o9d4tmDoIZbOuYXfP/YPCM/j5iu/eMba7vrKh9nxuk8hptTaPZ1Ecy+VwywU0SIhYjddSuJn9+KVyqTuXQnWS7BKzosMX3cLkRXzX/YvH88V5wjg88AovwFcPIrs4GPEuBAfLXTzGS68bj59e0fZtHIP+7YOUtMYw3MFivr8BpqEjEILS7/8Bnzde9GjGkZMPzQTyMLD6PJh9geZ/fFuzKxF/WU17PlhP78avpjXfzZPi1ag9LMhEquTFBWV8AXNYI7gOQJzu8vux7q5Y309/vQQmdwws5r3Een0U44ppExBjR6ksdXkr/4+j89Yh0eRmZe2surnO9BlDw8IjhdRhYM0mV9q6wq4LoYr8EybijSgoOgq9BBhQvgPXuAprTFJf5ARK0//yEPcmK3mkZYaXicbTKgqhVCUJ6OLWZBLsbiQ4YL8qd2WPp9CKV/k0R/8EFlINMSXE8i2IN96FeWV44y9Zwty1iB/3hbiT7Sz+6qncF9XJvrB+QifTG37DDZeeC9KUmfua2/Bi5bZ8MQfEYqGHfPzhzdW8eZ/TRFGcOn6/axrDlO1qp7hrTlW7LLZ9J4gXsNelJrzaV6koakC2XbQn3gSN1qPt2Q2esNkpN5kMgtwSM+wAhejMI5//FVYsW2ISC+ioNKw6+Mkan5K5L404X1R9n10J6EtIfR+HU/3QAffAT/JiyaIrYkjOzKSODxGzUSWUHM1eTPNnuFhljkWp4rQ+v3QbrKOiek5DJZy7C2mj/hcRWJPIcXys0wA07bJqswouqTQbYQZMHOcbgSUCmglidpRjWzYJV19hrP5XyjIYAaO+oYdNSUJQEp79G2a4MdtE/h7VD540xziQwaheoPkvgKlpEW4yU/PIouCZ7P84TChgoLqSjSm88iSyVCDROOuAOGiyhsfr6K/DJsK0B2FFQtDKLrC4ncfW5nm5YgNO37NWHIP16z4G2Z3Xo3nnZnxUN47QPLOx4m/7kpm3/Wf9H3uO+Sf2FR5VTY0MI+2Cx4F2wHbwS5ZgMDobsHc9RKuk/0iwy2UcJJZtOroqXd+BeIcAXweaOMDpHkKjxIeRZI8hEIV7XyYcCzE3PM6yaYKzD2vixkLW1HUMxNjIHCZ9b4rKVMEclNKowEeuI7HwO9GMCcsFL9CsM3P+V+dS3ibR37lCEaTQr7o0nBVLTW2wJln49rVKBrUzlG5Uh4gXmez9vE6dowEmb40T7DJJiCgSpexTZtCLogsFVBqV4KnEWuIoigaQvEQjg2eh+J4OKqEGfURSJTQDQUnU8aO+MjV6HSiMGCabHGrD2ckiknBsBO9kU1+NjPQTlUkRDGUxFNknkhvZG9xkFKkEm854q/iA1seOb0b6lqs/v53CBJEawxRY8wjVUhAUxFJkmn692XkLhskISQKjSnUxYIRqw/9y32oKR9q3odsKgQeejNOOIRvSGfmBxay6+sPUY5OxxtaytbdtWyvHWJ50+951a+SPKHOw/ICqLbDdfpKJt6tUZjehYjWVd5GFQmn3Iy+18Gd5SCC6uQtqTxra3s/+szmw3ErwkYvDeDGswg1iTDBG+0jpa+k2HiA0usliluLGH0Gxc4CiZvHqbmnDikjkT8vizahIxSB4hzrBtECPjzPw7NsRsbGqa6JH/G55blMmEV25Ca4e2gPE275mDamwpAVzo+d/WzPmGZwUayBTn+Yf+/ZhHkC9icDAVml5DmHCm3MClbRZBhMDBZwS2XyuLyg9pTTSdU+gzDGYVsgQ8MBjWIn3F8cJFKr4z5gkR03USVY8p52qqw4j926H19CQ5MqL3sz+3MEfupyu1FDny7ojEpMCImfjAoui8FgHma/pY3qtrNvAX6+KJQSrNnyc0wrR76UwPMcZrRffsbaT92/CjdfYtfbPovsN5j34Dc48Nf/SWnfAOUDw3CMY/gE8ASJH9+LMaP1jPXt5YITfnU0hcYPvO5PlvzBOQL4vBBgBn66KbD10DaPEjI6I/yGEX5D7Jo6GngzfqadkXMKPIr8CI8EkDvmc0mRkDxByy2N+GsMAq0+rIyNEdOZv6JAOuBn9JEExb4yruWhhXRE2UVWBZIioSoSsxYlmbUoyVvevwPPk5DlSY24yWwpTfd46I826bEnec2bm6iLaiR76vCHavA8h+zEKFJWQagOmiNQEyVkwDXdSpKHX0Ur2pi2ha7LlKQpIn6nscCFA1V86NJPoEoKfa0jPL7zP9lXGqQkDq/gCdkjsfSvqd7xC6TiyCmadnnTN7/Bujt+R96fp+cPT7Dogzdx/47v0vTERYTSMzB7s6gJP3X/t4CRlRkK0xshbuFOT1NuTeHfXUPNYxJoNn2f2srEVWVKIwEoD2HXl9n78QKuGqI3OIPapI++1FXEV8Pga+uQnTYKiy9GUXLg7cRVZiDbPXh1BbxBCZGzkYw0ipYCFALeb8lk6pHMZSiBEi4NQBjh34+ll1EzAk8HN+Kg929GaW8AV8FprEbv3Y1UUrCrLNygg28sQGC7jFJUUMzjx8B4nosv4icoVHZ+/nain38HA3Uqy2JNrEsP84vB7aSsEqdr8yh5zlnTST4al0/KnGSdYxNBFA5XVtNlGUfIuKKSeTlULrDDTeFO+VqHJIW8eAEsgc/XC3wiiZqTSNckax2UcZklg2EuFo1sFnm0XQ59O5MICcqG4HvFndSvkfEN6KRcECEPTRZsb4mTTzk0+IsoM1W0ZBjLlRiwPe6a8Mi5MPH1YX76Hy/vjHKA3uENOE6ZmqourrvwU5P+jjMDr2wSmDeNUs8wzmClytGG2bdgNNcRu2Y59uhDuMWTv2wdASHOWf+mQGuqQW+pY/jrv8A/p5PY1eef7S696DhHAJ8HFHxoxI7YJiizmy8wPukezgEJHuIiNj33qh6TKPILXJ6BKbaGI6x/k5AUiZplsQoZlCT8k3WXZEMmOi9M1ZIoXtnFiFYi5PSIeqj27MGrOIgK+QOn6KAGKqnEsuJy3VUldm8PYuctRFQjPVIi2hhjdP8eJAWsokHJDBILJQ/FrInJX4IDGTxXZlthOrFZI8glG8+vTkkLPMH1GxJ9DQbLus/jM3u/iV/2cU38fLJuAfs49GN44EFUfwzVyhF0Cie9+7ZpMTJxgOGx/UzkDpC9bxR8FpIHQnNBAbuuyMQ7tuNWl/Bum4H8hn1oCR9Wh025O4WRT1GcnSN/6W5K80Ngz0QXm8lrV8DSdcjuACntcgYxMdx7KC6ZRSD9AJInERqqRm5ajSSXyYs3YNjrcM9rwFq2CJ3d+HkAhb141AMq8cU9NN69jeBulX0f0wgMjSK6ygTHLiCvjAKjGIOC8twS4U2fRC+3ILx+/DsHUPufRGhF/LuCqEUV6RSRkpl9kwQ6ZyJVhfnhbXdw4DUz2VWTYGt2nIly8ZTPbio8oLeQpjNUdcp9Xyy0+kJkXQvbc8lNuu8OjigJiYiioSLjEy5F1yXlWhiTKooHv415UdHA9EkypvDQkM5MCbpnUd7tjECAakmEczI1LX6cKomFPSEeEEMMX2Nx6WgNo8Eyzh+K6JsNqjUoyLDbgdpql2SVRK0RZLoHmWGPXdUKr31DK194YJy/vjMPCPrGz0Dm9VnGgcE1+I0ItmvSM7iWZLqPdH6IrpYLWDb3Lc+7/bH/u4f8hl1Ik1IlCKBsYQ9PMPaDOxHKS+EV6uULJRJm+Ju/RotHcHLFcwTwHJ49GngjaZ48Yts4vzrib4Nm+vgWPpqo59lrDQlcCnwHwb4jtnued7i8mSfwXA9r3EaPa8i6fAzhlCQJO22T2Zan9uL4IfIoG8qUfY4KLQPckos5ZlIol4jOCgMQicksOi/K+O4iqx7sw7ZkarpqCdV1sOvxPQSDZXTDw3PgkFFkSruuq1LdNYyQJYxsCbeoUKo9eTC4o4CjSjyS24RfNajXq3kyswkdDVu4R0RFBySDLfF2Ztgaty99J299/MsYZvr4DUsKm37/B/xmACMWRNSqlL0ywnYZrl3D/r9+AK7XwPAozZ3Ak8H4s51QZWEaEOptINRbzcBnV+PfWYVZ5WKJJejadmRcNBK4kowttWIzA51tyFIOqjdixksYgwZG2/cqmdrkCU3YqGPjFLovxzDWYLAWmTxF8UbKK3PooQithYfw98sE9vmJrxug6f423v6hf+ORwpNsHuhCyCbhB3ZSPn8BXrDiapPMBlRDIra9i/19CfKaR1vAQyme3kIiEPirI7ivnoeQLDalxxgdG8c0TXwN8dMOpA5JKrsKyZcUAfzXaedTdB1+MbKHH4/sQUHCmhywHoJxq0RBeMhASNJwhUejL0hY0dlTSGMjCMoqqiSRdx08wEYgUyG8zxvPZ60/mkAej0x6HArD0EzwFWUmojZ3hIdoay1y/aNVWK6LGRCsuTCHkCT8Lti7BL6STFACPS/jlBRa/JUTSJ5ApOBJWeEXXxygKl8hfQownnRwXYHyMiUxo8k9PLDqP6it6qa+egajiZ0E/dVYdoFoqOGMnKPqVReSvncVWl0V8ZsvJ79lL/VvfzXJOx+nuGU/SiiA63rnkjlOgeOOMF1FCflRIkGaP/NO1PifRu3fo3GOAD5P1PIqdvJJThaLYZIkzxZsEs+JALqMH0P+DpY2OwRJQlZk1KCCa3oohnLEyD+4b25PkfjSKMkNGeovP74+4SFSWZHlwy17lYy9acEj9tEMhWCdRrzdh6RCuBZUTaJr+QwyoyW23T9GZtTBdaeQysk+6ZqF7crYGLiaUiGrkzV74fhxG5GioKu3xJ5IkEtqFnN1fBk1Wox7x1ZWLJhTdi5issAy8Dkl3ll7FbzpWvjl1WAlj71gYXPD/5vHUOHV/NdH3oK7L4urAq0GVshEPCghOlxYqiA0CUmAWmWBX6AOfJFqt5NPL57Nyv96jLya4smm25nwIihKCJVeVPaj0QeSgs1iJFxk2caTXQSCckcZ8gbCH6xYT40ZeOE6dHMPurEFcCk6bThOhGD8HugxiA4qGDfEcHdadPxXJ6UFJqv+7nay/WPEZyVI37SC0ryZaAPjuPVx3FiI4JrtRGSZmOey25FxpznMvLkG8b0Sdq506mIWrocRC/KJGSt4uDTMhFlENR0GvdOra30QUd1gTrj2WR3zYiCgqCyJ1DFil7kh3sK/9mxgxK7Y8AqTrl8PMHEJyioTVpmcXClzIQuBg0e1FkCWZFJOGR8yxUn692Ib8Y7B8R6o4OgqiwDYOmg2pKM24Zgfb9Bm30SGsWYTdVSiP5XGC0pcOr0ReZuNNeihutBU5VKqdjBTGpojUfK7zEnkeaROYXyPSghBmw4FV6JKdvnVgynecn382A68DHDPHz9P2cpRE+tk/vRXUxefjue5XHfhp1AU7Yycw2hrYNr//RNuOkdu9VaUUICaN19D/PWXU943SOIXD5C6+ylEwIeXzp+Rc/6pQI2GCM7rov69r0WvP7VO7ysV5wjgGUCIJeRZc8LPBWmSPEEbH35O7Vv88ZhtkiThuR6e46EaBxMEJLSohlNyccoOql89tO9kR6i/ohozaRGZGzzis4O5F0eeo/LTiOsY8WPdhKWcjR5Q6LowysiuPPvXDtC+OEYwHqR+WpjeDRlyExYuXsWyeETj4E+VkR2PUtSPE5wsSsrJF0qfA1VjJQJNBqNmkvsnVp9w30+FBL+Y83kixuTb3fx3woavgzj2jVnb9WPS8ntxenOQcSAggxCVhXtAwI9cWKAgGQIhSSgBl5vlv6bQfgEaEgYGPl+YVL/D34/9H9va1rKOmWzmaQTDOG4d/u+NEb3imzD94C2YJAceyKqJ12Ngdi1BClvkw29EYRThFZjIdBAO9BL1/R/ytCz+aBDD386s1UsY3rKd4qwCUg7Gt/cguR7+XX2kb7oQUR3BqokiFUyksSTa8ATBvjGK2QLLQhLJN6XoT47SZLVVXLjHqfl5BCkUMLR6B7957T8y+3ef4p6RvQjFQ1ae3TQyYhb4w+hebmyYRov/pfXmvTBczcJwNZ4QdPqjTNjjx9QMtoVHsx5k0CyQ9xwkKsTQ81z6yjlcoEbRkWWFkl0hxwrgRyF32pGSZxAnrI94gv1k6G23UG3wj9vYw+BkVJpsnd7OMss2hhlttckkMoiizIarChhlmYZRnXBOYaKqjJA8uvZVYic/uiXBgbpW0qMmswIeiiR4esKlpe7MEKWzgaVzbqF3aB0rFr6DH9/5bkpWlj9/9ffOGPk7CDUaQo2GMNob4c2VbbKhEVo4neD8burf/3qsvhH2fujfEPln9yL2pwzftFZaPv0OJPVPT/tvKs4RwDMAwYk1xA5aviTJoY9bMailgWenEq+zhBJrj9kuKzLycdTL3byLZ3vIqoysyYeshQJAltDCGorv6OMEYor8x1QyODXOcCphLGVsdL+CAOqnhajtCrLtgVFGd+eZfWUt4boQfZszR9yHSiOHf/hzFv6cBfU6edmmFNYQioxd4V8Yx1GsaPOi5Nwi3xz8NWNbEjAKLKGSE9NwuP0CFj9PPMYHWybv96y3QikJ+++C8lG1LhPbaersh4QHZQ9kAb5J6ZUYiLfKYAAC/HtjICSkmQpvpvFQFY0DH20jP1LFQJvCfK7gDvYwwY/xsAEJ2f8DfPY+XCuJkmvBDewGwwMZhApSh0nRuxmPOoTkw6OE2PomIko12rQHkcvDaMi0f6Wd6o11KNMgoEeoybeQ2jiC57kIQE1kkcczePUxkCRE0EASAmNgAidTQPVptKkKSzZeTmJjL8JwkVUFu3B6AeV2scTKf/wBxvkNZGbV4k2OCYljXyKOBxfYnp1gWVXjS44AHoQsScwIxih5DlvzqSNIoAeEVQ3FqrzVHHTxTo10yLoWQcng2qoWBswCQ3YR03WftT+4qV/DUWGs1n5us/XJ3qZORAgnj3EUKOgumW4HtQyKkCkEPEbrLIysTHxMZbDFJBtxuXqdwVCDy1CjS6AEhUiJqrxH834fjRMFUnGHhAVXh2FNTkK48N1fj3PxkvBzuKizAyE8xlP7qa3qZuGM17BwxmsAaKidw0RqH+Fg3YvaH0mW8XU04utoJDh/OvlVm1/U879cocQjtPzje/7kyR+8wgigEIK/HdxDraqz3yqyIhjjz6ubzkjbX/+Xe7jt+0/y3r++ivd89OojPmvmXezm08cc43kVEuM5oBkARfbw99hkaeVdp31ulWn4eD9lfguMT25VgCAys/HYgBA2wvOQZAmjVj8iHk6askBPrE6hRlTCXYHJpA5wLRB5BaXq+KuTJwSuEKiyfGiNcByINvowRy1G16UIzgsztCNH5/lxIrU6kixhl0yOq40x2bcjEn9HJ6iL1+KrbSUyZz6PW7vw1TejPLUW165k9woB8WgD77v+c6wa244vqnN7+EHY6sETwKXHnuqq+JTAXiMCF3ym8q/vMXjoA1Ovktrpc5h97RVsufNejKCO1hQiO15EJMH7roo0BzTLT913F6AEFC7//FsRCP6dA1ShcZ2/hpWdCp34yLo2o3Ye15ABFUmRSP35+6jq9/DvkdAQKE8+hBv7DaXX53HNmQSHxpn3wG1oQ7MYeNU8ilXQ9fN+/GM7efCS63GbVuCEYLSuijeYf2B0w76KC69axh8LU3bBzReQDY3Gu55k8B3Xg6FXSKBPQ1MUcD3sbMVSMPjwVpa870YmtvcytH73cZ/9Ec9MgCcDPpWJgEShKQxIZAkSpTD5jMRpxQJGNZ2lLwEpmJMhaVfKnl0Xb+XeZN8R3C1vW7jiyJxPAQRkBUcIfJKCIcsk12QJZDyyyyzimo4lPCzhnbZLWHElZu3y88gVz0Go+ln4nHVTQjcl8lHvCIthIeBRP6JxYLqJrQr8JTjQ5aHZMl0jfsZbHAo1Hu3jZTYvEJR8MrNWRtg6W5BOq3QODlJl2XxYGuHv3Vp+MibRpAsmHIkNO14eVSjWb/8VPUNrqa+eRTY/QmfL8krVjzVbCccivPqSfzjbXSR03iwwVPKPbTjbXXnJQ9Y0nLEUzO48210563jFEMDPDOzhm2N95MThafp/xwf5bWKEzzdPI+W5dOl+TDy6jWdXqNtxXP7js3cC8PmP/YrPf+xXzFvcykf/6UYWLe+k3NCPhIE4SkZWAsZHVOJ1U1mQoIf/oIE3onH6b78aM9D4NA67kAihTFYdceihxHacQhlJA0WTDgVzHxQNrljwKjIuvkYdSZKQtMOCwiKvguQhPJCP81IkUMk5gojqISsg0cHunE0tw4w/nGTbt3uY+bdLyCdkInUGiiaTHioxsOXwolURfq54Go+0Lh4M/RNIrsf28xowwjZvr30X+0qDTL9yGb+4/78wLciVZDx8WJbDQ3euI9GewR3xKqaXWXA8heLpgRPoXhWHofkyGNsAdh4aLoCWi6mbdh8A5ViEfmcmwkoR843hJlTsj/qJNI1iX5nioulvIEiEr9HDZnJcRpw2/NRjcBejPLjrKTIdzeBphzNkJYl0g0wg6WFkBKHH96EXO0hkziPT3YGW3o0Zexjb9xSLvjhE4aIywSeDZPxVdO4YIZdvZ8jVGIpqlEp5QML1BOl9QxhVIeq6GsiXbSKz27Adl/zDG8i8avmkdiKU33Il0VvvxCyUKyGTrmDDrXcTaoqjB/0gwLEscA5/h6ZSOU+uPKuCLiObHo5fwy+DEHmebZRbTylLwbYIaqdTq+Xs4NJYI0m7zHXVrdyf7Mebcn37rMMxV35JRiCoVn28vWkmz2Qn2JhP0O4LM3NcY2s4g4JEyrFRqJDEoKyScS2s42TxT0V/h0V/x3PImH02lj9g0cYgu2cc60L05MoLYDriMnezQeO4j63nl1A8mTf+/UJi39hFb0+RofM9rttjoFcHKJVLXLReg4CNqykIy+aDuTH+J1bNiCXTY1Y6sLffZmDUoqX+pTsG7nvqy/SPbKRsZckWxgj64zTXzcd1XFbdtxrDb/D2T/352e4m9e++CX5yL4WNuxHn4gFPCs+0EOcSZ4BXEAFcXcgcQf4O4re5BL/dedjdJwMtis7vpi9icfD0BCCV47hZtz7Tz/te/79EYwHe8lmbyz9i4GIeEVQtyVDfPFlm65ArGMChn+/QxSdO9/IOQWXmEX/L1ACV5I9DWRuTOJ5ETLizUsbLNCU2Pl7HwgtGkR1wx/wY4eO/katyHbVGHI9BoIggSaCvhfXrB2FCw7imjdJEHapczYF1/eQmirimjmvqVDe3I0kSEwN7jmn3SLewTDhez4zaWfgVH7OCHcwKdkANREIX8+TG9diujKq4BP1Bpre2st05ABkqxtA2Dt/7KdbPnYWeSjtHnFfw9XUlFhsNXHrpl6FuMWiVmMjMUKXgujuYwatOERgaRyVNfuk0QokJpBGwNyRZF7kH6W1lei6dgSs7XKc04AVdvqDsYzd5zJntCPnYcSNExR0smQ5aqBWJKqpXZ5HVIk0P2IhiO0M37MExPeL31WJ6OYLpIuH+MZY9tY4drZ1079uHC3iqjOK69De3UJ/PYm09gDB0LAnyNVHM1jpw3Iop2vVIhP14s6bxSGMHN959N8rkQ8gMJdl5xSXcML+Jpx/dROxAH1qhAFOMQUhgxnQcT6EcDlJoimJlZZxqqULqD+50vAd8Aovg57f/kX+dfwU7+36E65m0111LVejM6GWeCSyPVlx6/9m7iXrdz6B1/O9HaXLeGbXLPJwYZG2+YqUfs0tsWiZR5fMTkjXKnkvZc2jSghSFg3MK8ndaOFl836nEo8XhfzvmlPCO55+WYbS1ModtW2jSm7UQcYXOUIxAjUFDXYjIuM7SN7fzxBd3I3kuVrOEyAlmJ0s8Ggpzc6GM4nrMLBYYUY986d28q/SSJIBP/eEpbMthwh2jb9cw5t42qqdLXHDtTIQQ3P3E55BnjdHZcuXZ7ioAalUEL5PHaKylfI4AnhSSoVLYtIvYNX96si9H4xVDAL/eMoMFO49NxAhKCoUp4qwe0OdaLN25lszCywmrpw7alSSJWDxAOjl1ARAID9LJAr/4dwtfu0pNW5COJQXSwxqq4WEWJGINDseLCx7lV3jkkPHRyaeQjpeOdxqQCCARASl7nPX3xAvMcF+YpvY8maSf+qYS1FWuzSq55MZNog0+VP1gn0aAKDKteGwHisglm4Cl4PiCZMYH6du+Bs3wkxiKUEwXaZ+/kHmXtBCqqqd70WXc+91/QDN89G1bw8GVaarkTKymhdd+5KuH+pcrFvnSD39EPBLBcX0IKc6szhYuWrgQWZZ5x42vpnm8ji8kv1cZxUdLGEpgSBqKVDFp/vLBh4iGQly34gIAiq7CDnUxl7Yf6c6/5WtfYv2v70QtWtSv3oRARpY9qp2dMDsAEqQZoFRO07ungdrHt6NUp3js5ltYec/tTLz1Zqz2FlCUSpemPgMhQNfIxPIE9ibJTatGVZow2tcy+1tpnLSDq/po/VEHEzXjOKaNT/hQ/EVm79iNq8hM27uX/dOmEcznaR4YoByuJ1Fdh6MqdKazuKpHal4X5ZookusS+/1TOLEg+csXIxQZpVTADQZwVRXFcQ7dsvZ1z9C7bw+lzk7yZYeuffuwZXAn3f77urvIB0OUA34WrX+aRM0cCv4gvW4zKbWKi1iHNuUyJyNOyeJHCIUo+WOI4LBTpK+URZJkcqU++scfJmDUMpB4gtrIAnrHH6QuupD62HknHMcvBmp1P/NDcYaSxZMa1lzEIfIHlbmmrAtGvSIBVCyvUi2kxQigKyo78ilGnUrcpcxhPnbGcCLi50LtuEqqysEwZabt89HTYZKLiVNaDvORSkxLw6QX5fwPVcSchRC0XVxDqM6gZ02C8aE821vjrN84yusBJInz3QKPK6EjxsFI4uzrATq2Q6lQ4ulH13P+VcsIRoLc+f27yGfzyJEEsRVFSmkYX1PDrLfdzK//5/f0DA8TmN5DVfTMSL48X+RWbsYtlFFrYyipatyx5HGTuv6kocrgeLjZAtmnttD8N2e7Q2cfrxgC2GT4jtHckoDiCZT5BdCy6TG2z7+EZv1U1U3hpjefx+0/eArbdDlaQj89ovH9D87gln/pIVBlc//Xm5E1ge4T6EGHGz46OBkDWFkc02MydfV+kjxBiDkInFOK8Z4IldrAMRyGOX7A3eR+Ry0G1fVFzJJCVY2J53qHkkkmeouEqvVjxAAFWQwuxaKMRJT08Cg+f5ie/VsRrkOkxU+8dg6uqxKuqiU10svIvq1c+Pq/YChxgKW3fJCm2i5+8aX3kBnrP6ZfUsDPL0cf4pLYIhqNGtbv2MF4OsXqrVvRNY1rzj+fT7zt/x3RpwF7FOYf96YA8KXuv6TTaOK/b7+dLXv3MbO9jetWXIAkSXzmne8gkckcE7OmGQbV0zoZ27kHu+UGpMhSlAM/RBkagJmAAgXNR1ZRWL11FZISwJR0fs8YznvegvCforyVC5qto0YbCVTJmBfWoD86hBUpICUnUEwJQ9KpHalFcRX6/64Hp8qm+1OzUFwPBQ/FthltaKBoGMzcd4CqpEE8MQoCzPYGjA27sS6ci1sdJXvZIiJPbiK0dgf582cjJ5NcufcpAu3VqOki5aKFXDK5+9WvJlNbw/m7d7DjisuQbAc8F1dW+P1rX4vuuviKReKJBIGSyYxHdtL91B4ef/+nsdDoo4luho4aMxIeMs5Jppl/2fkk/7voz8kXdiBJKiPpdThOgYnsZhy3hOUUTn4/XwS8vXEG/9azEZ+kUDrefDI56Yij3uH8SKiyTI3mI++5OJMC0wfKeS6KNdIRcEhmTVRJos0XZsgs4nruIemYE2KKZt8hnMraNwWGJTFva5DejjLJKodoVkPI5kkrgxzd/uCODCmKVLVViKAkScxbFMC+q4edQzI+RaGwNMi+VQbphI+xUIDdejVT8+Wmt2ksmPHswnFeCPzPp/6Hvdt242Lyi2/ehjeVk46HGL1zESBjkuNHX/4xwz3DKHKUtuabWD77tWep10ci8ZtHMXuHMaa34eWKFMeOI3f1Jw+J6E0XIwrlisv8HF45BLBa1VnmD7OmdLg82tHvP0cTxCzw7gNbuW/G0lMGrn/wU9fRMaOOf/7Yr4/5THgSjimRHta472stuLbMtnurGDvgIxC1cUyZug6TBden8IccnKKKJYaIepcyXf4SsvTcXSAeRRwmOB75O9k1hSMOobCN8ATCEaBU3uLrugNIgHxE3eIgGvNw6cHHq1FopablATY+dBuyIqMZCkte20xuWGX+ik+jqDp3fetTlHIpwlX1PLHjARRZ5TWXv5/zrv9ztq+8B90XoG3uhWSqfTyT301Yq2OflebexCre3XQTFy9ahKaq/Oiuu8kWClx1/rJjrmFJeBY/Gr4bT4gKYT3si+SW2qvoDjTjOC7j6TTzurt592tu4is//jGxcJgZbW2s2ryF5fPnceV5hy1MgVj0kC3WCnoYqVXIpYpbeOaC5ezatgZH1vCXkoiSiydJuNXzUPoHsTvbIHhiMevwCNQdEBQlD8lRcbtaeHNS4a5UJ9nWFNGeBAiQUTDsio5jaGsYO24jeYefZTEQYMv8+Sx/6ikkPNr6+yoqlAL8O3txYiGC960j95oLCYymUJM5kGW0TIFixMdARwvuthESN19B74Xnc9HffJ5pu3fzaFsbazumsWX+fFbOX0QolyNQKKAAXrHIzXffTf3EBDIQ2ZvANRQu3fkoW2YvoVGuVAsRgIOCjDuZplTG5cRWHgfBuFmkNVJh8rFgN2t2fYmynWRJ118TC700yoW9rraDrfkEveaxhLR7r8FIg0UhfGQIRhlBFTINRpAOX5j7En2UXZu0Y7IhN07BdTBkhZmBKIvDtdw90UsOgewd1xlbwdEfPFuBQQGmT/DoVZlDff3jZZlDbU/fYZCLeIw02yd1HW8MpegpZKliCoG7rxcpbRJRdP4vrXBjKcCfOyUipTJrolUUMhZTl5w3Xx9n8ayzRwAd22HlvSvZu3Xf5Iu9whHxI8CRcSWwb8teDJ+B5XpMHCjS3N7xovb5RKh7540Mfe02nGQWOeA7Z/07HgwNq2cIf3cr6YfWErl40dnu0VnHK4YAAqycvZzrdj3NQ4X0CfcxkHhXvJFbk0MIYLdZ4u8G9/Klluknbbu1o4bvf/Xhyb+OnRntssLg9iC+kMOiG1LUdRe57ZPTsQoKnYvzrLujlqomi/ZFWYpZGceClU89wybnE7z12i+jUfWsr9djnAJfB05f/+kYSRe5UiLuIJRJ4nckebRxxC4237cPnzFKON7Ntqd+gifyNM0N4JpgFl1Sozt58o5vMLxnM45jMmv5q6hpmcZ8r4CmVkhu9+LLqWufzcq1v+VX8R4Kkk1NPMqcuuUEzREWhSrPQVUULlq4kIsWLjyi/7f2/YYHe9fSFKjl/TNfR1gJkCnnKokLhgyyzIeb38SbGg67dv/xPe9hJDGCaVls2r0HRVXwGwa269Ld3HLMPcoMDlcqPuyqJIQcvBO3fOTz/PMHX0XITBzOhu5oI/vOt+A2NoLff2y42+QGFajXVAIFh4AwQKksLVskheq7njqhmn/t7+srz43D6/yCLVto7esjkslUlitBxX4sVTQF/Wm49XMf4spHHmZmcozkm66kGPaj6Bq/e+df4xtOMFLYjpkyKfSO49bX0Do4wFt/8hOGmxrZtHgRrqqR8vlwVRXDsbhh3R/o6+qkaXQUAK3kIJseV37nD3Qt3sDWd16NRgoTHQsNFYcAZSQ8DMlDiBMXQvy7HY/xtflXU60HUGSdSKAFO5enb+IxRtPrsN0iqmIwq+XPTtDCC48ZwRjvbJrFFw6sP4ZvFYJeJTtaqlAIj8PPqyRciq5Dmy/EeZE61mTHKlV7EMQVnYxjoUkS+0pZ5oeqGDCLFF37uEQTOD7hOw2r33HbORoy7JlzHEvgcc5n+eBeY4jFTHGBvncuv/rRAP/+cJGY53HX6jznFQT9QqN33KRHDxFQXIpC4S/eXM3fv//MKDQ8Wzxw+4Pc/cO7MS0TVVWxzUpcbgWnvplmufJCk00cW4v9xYaYfPmVQn5Ku/oQtoOdyp7tbr3kIPkNRNmktL0HtSpK09+87Wx36SWBVxQBlCWJu2Ys4Rtj/fw0McSm8pGTqAf8XX07f1bTRK9VRpIkWnQftacRBwgwPnKiL5aEY6psfSRGMOoytj9AzzMhfGGHxpkFWuYVCcWHiTaY+CMems/ELsvEm21C8ZU8k/008dSHmdZ+PH/miWHyCM+G/B2358exEk7dVkiabLl/kOVvkmg/z8DMD5EfTVOcdJ8WkzbpkSLDuzOEagxyYw8gXA9FV2hdVBle09qOJHHheD3zrngDawbv5PzQdDr9zbT5G2jznzqeJmsWMR2LfLFIrR7jNwu+wsce/TKbEzugI8B0o+UI8gewcssa1m1fj6GFCQeD7B3Yyk/v280VS6+jvbFyzq3kaMQgVLAxC0eOGwHEmpv4nT+D1d6C1nPYhe3FosiZAnabjjeUQmutOfRZAImrqWU6ATI/LdNXnWZCd7G9ikDuwsYqoqbNHmeKW1Geet4pZB0JN+Bjw6LFLHh6PdXpw740SUi0lpopyw7JeDVNyTLz1+5hxUffjHzbKnxDDoPTBGNKiEV5iz789E5fytMLO2jp7+c//+wd+Fybt333+ygCfMKj7Dm4sko2FuOC5HpEq0HrtiFSkQiRXA5FVCxVB/w+8qkCVakx/lh1Ee0MMF0aYEhUc4Bm/Fg0kiVJgBqRJiQdP5Hio1se4geLXo2mKMxrf0/lmfT+ENPOkirsRpY06mN7iAQ6UOSzIyB8VbyZbn+Et29/9IjtI82HqwAd7SAuCY/thRRZ12J2oIoOX5g6zc+OYophq4CLIOVYVOsBRs0i+0tZajQf0/0RTM8laZvkvSkvB0e7fk8Hz8YYJB3n9xOc85H0II2DAd7SMA2/okJA45miSirt4EQU1ITFWqr4bkMAI+rxvn0JLnUL2D6FZe+d8ywv4szgjm//hjUPrqFcqsRe2u7UCk6ne2MrVkLLNE+55wsFIQTl/YPse/+XcHNF3LKJyJ79cImXKtTaGM54GmE7WP0jqFUvH/3JFxKvKAII4JMV/qahg3dUN/HVsV5+nxxj+5TsvX8a7eELAwdYpPj5ZPd0Bm2Tj9W1AfD7v99IR0MdCz98/DfTL/zPm/nMB35+wnMXEjpm3sUIucy7Jkl+QscIOTz8v03MviJFMeNn35oo7UuyZEcMdj4R5bybE2zcuIN1X/sWf3tJkbarr6PpplNbOlyGcHj2wp8HpWEAhCcojZTx1RnIqnx8MihLyIoApUy4RiFY5aHqBTqXxalu9zGys8BETyXrLBKbQXZkM5Ks0r6ok3jTiXWWmo1a/rHrPc+6/5+c/jY+2Px6gj4f8mSW7Scvei+f2/9dCk6Jv+18xzHHzO6YwZqJA3TNX85Dq76FZcvIbpkLF8wFIIXNQyQIofBufzOBWIxiMnX4HsTCNK/9MX8c3Y6vthbJtFCGR3FDIQpXXII7qwvJp6EGD5e1Ukz4m73tnDc3Tjo9wb88vB7/tbVo9QYxn8ZfLJ9FSNfIDo4zFIpSSmfxJO+YuC4JiYJWoLqqCTNTYN6GDfisEhVb02T/hITf81HjBKkbFdw3LUPdlocIvmYzdVaAkQUxzl/lY9TqY6enot44ly0L28ETjNbWIhQFR5JYdeGFjDQ3E8NmvOzSOtzD/G1b0VWbsJyjetsowpYoBgJECgUE0JXMUzZltuUsylUGw9QzgwE65BRhIbFJtKEIGQsdhywuFY3t40UnfHjTfXx7yasP/T2v/V0UyiM8teOzCCE4MPoAAb2GWa1vftbj5kyhwx+mRjOYsE9/8bcRHCjnSdkW0/xhDpSzBFWNWs0g5zrIksTKzAgXR+rZW1bJOjYxVWd+JM6uQprtxfTZLSN3AnhCsLuU4fH0MNdXV+SW/vqKEEsUh1ufyLN6p40nNNSAhJuU+aU3RKNwKZc4LI30ImLH+h08+MsH8ZxTxFgeF8eaQnPpPAe2H6BzzouvJzfyrV8z/vP7cdOV8A5ROFcF5GSwB8ZRokF8C6YTmNtJYdMeIhcuONvdOut4bqmnLwPUajqfaejkex1zWOoLHf7AESjbE/Qls/wxl2J1Po0pPDav7+Xuu9fxo588ctz2tm3s58DuMSLRoxNGKs6eqtYiy14/zp9/bR+qIVjx5jF8YZfdK2Pc8x9t/M8tc3n8h02svaOWu/+tjcd/2EjfphAP/W8T05ZnSXopPv2QyXv/6rHTuj6bdcBzewOVJKlSSs7xcPLOSbOFAzGd829pqZBDyaNvc4ID6/sZ2JLmwNoUTfNCLH1DM9OXL6Wcz9M6ZzqLr7mFy9/wX+SHGrHNIyemjbnd/HTkPrzjSPacLsKBALIsM2SO8+Fd/8HK9GbeUn8NH6p7HR1GI6URm+SmEoNjQ6zeupYNuzexa24T31r3JOliCTAQXjWdjS30j46yZtXTTBMBatF5TE7xicfuQtZUFE3F95svMdz3cx5ukih3tZH9+IfI/sW7EaEQXnMjzrxZiKoYqMoRi5oLrLrnYCC2R/WrSsRrLDpiIWoCBoVJl2+2f5yWcAeqd6wAoyQkNE+luhzHHM0gLJuYnQTkit93ElV2DL9XST7RhcTSoTi6EuOXN19OSZFpXp+kvGqI0Pohlm7sY2S4iEiZaI5LbbpMNG9Sny7x8DXXsnv6LDJlQW1ygmueeZTZ27dR0nx895J3MdjegmFbBEtFnMlS00HXozrrcMnnH6C9bwRdUokHu3hP+xIW1y3kvZFR5in9LJL3E5PycJJE08JxEiwCRj0NsWW0117JeOYZesYeYCS17lmPmTOJ2+ddzTvqn71cTdG12JpPkXYsIrJGxnWIqjppx6bgOuwuZ7ko2kCTEeCCaD2vrekA4MJIPfMCsefk6X1OmGLxOxhee8QUIQAPGvQgTUaQS6cIejcuihFuMAhZDjEFwsLFl4Gg5OGbjEszAH668wW/DCEEax9ay3DvCPf//H6++rGvnYL8nSoPW+Joc+hT9648M519ljDaGpADPuRwEK294VzM38mgyqAqyH6Dhr98A8H50wiveHbetlcqXnEWwKkIKyorwlWsnrOcvaUil+5aR+mXOwj+Zh+yLdhavZbmBY34frKQGXMamf2aBq559WF3pZ13UXQZWZdY/fhucpky1Q0RspkjS2Ypmkdtm0ms0WKi10cxpeA4MhP9BuE6l0JawzZlsmMaIFHMyPz5V/fz5esWoqgeb/jCAfSwRzmnsGvcZVb4w9zwhiX8+/ffcVwNQgCHwed9f2RNJtQVPCrh48SwS1DXHcQfVZjoyZNPmhh+laaLoqSHgvQ9k6OqsYOO+QsoZCbY/NgdBKLVnP/qd/G13tt4IrMRCYkufzPXxy+gRo89r/4nrAw9E/1khpL8fec7+dtvfY4f+IN82PknvKzE7Y3fpD83TCLt4Fb5IK9x0H0jgPF0mlVbtlIolXjbtGn8prZEAYeq+S2kfvy3FF+9nIA/cOhbokTCuIAVryL77reh9QzghUMgBLI8yYg8gWpWYvGct1buayxWx6XLLyNv2VzT3YQjBLpSIXwtF8xh98KnsPpPFHQvYUoWQgKfmsNzJyf6g9VUPAkFFRkJadJK0VyUafJX0WPoSJ44FNYuTx5XP56jeThFV94kEw7w4R8/gaWqmLpCUyLPPdfPJvMqh701C8gnAtRoKXyqw2OXXsPSLb8gETGhWDiqlxDsn0BzFc67eAa2rpMrgmbMoNHNc6CYqeTpPMtnLEkSCzrfjycchpJrMZ0Ez+z/OvPa3ktr7WXPsrUzA11WeEvjdB5LDdF7Am3A46ESOeYhHJuMYzFulUjbJq1GEEd41Gk+5oWq6C3lWJcdp7ecZ9wuE1F1vjX7Un47foB7J/rYW8weU5/4CBwdw/c8meMJhiUXRev4QMscVKnyVC3bY2jU4h9+OEpvvojpVmSYQmWPz1sjVOEd7s6tm+FDC15QS+Dah9bx6//9NZmJzKl3PiFOnl59y1++6Xm0/dwRv+kSev72m4hCCWckcfydNBXsc4LHxvQ2zAND2KMJ9r3viyh+g+jlS8+5gXmFE8CDUCWZWYEQG+au4BNzijz5nW1Ilsf+wQIHNo+w9OFPMHtBG9+8/X1EY5WsNM8SrPv4MP4GlcVfaOBdH76C/p4EF1w+g9/+bA2P3bvtUPuuA3OvS5EeN+hfFeCd/7OXSIuFiCpkRw2aLysQX+7R8/MAV79zkOFdARwLovUmEgK7pKD7PbLjOo0ziiQHPO765dPEa8K86Z0rmDa7kc1P97LgvPZDhNDHqyhxG/Dc0/0lSUJST38C3r92AtfxaF1YxaKbGhnfX0KS/YCKP1aidYlComcfu9aMM2PFckLxGC0zK2Kbu0v95N0imqRxVXzZ8yZ/APPD04g/YdHft4+/Vj+NoRs4rsuW2BqWti6nd1+CytyfhwkbCDGVgqzfuZOLr7iQ7/c8wydrBsB0Sf9uDc9Ma6L4hktAUZCR8SEoC4GaNYm6KknVI9cxG1+kiehYnkwiBJ0HGVnlZVyWQGo9fG8vaq8/9PvROd+hpvhxmZGQwcKedAVDyEiRLtVNrkkSCFCCOslIigbpadRCB6Tmg9C5aLXF+av/OKnNJxBTFrB3/X4D/+/ODWye3URXfxLNdgiWnQp/lSQu7dvMg+VGUoFaWsfyxPQcNzrrqNo8gOnlMUM+dFfF1gRKyWUy/4F3/OAHANRctpCL//sjjNgwktrDoOtUrkGAkCo1VUE6JuTAJ524NqcsqSzofC/r9vwbADv6f0bRGmNm89lZgIOKxvU17dw6tONZH2viMW4VcTwXv6JQb/i5qrqF6YEo0/0RthVSrM2MU/Jc3t00iwujlbHz6uo27pvoZ0W0np2FFOPOCxiDdhx+qZUrDN7WKs/tdfVdh8gfwFd+MMpdj6fZmRQcLMvjSTLN0/28x+dDWjWlMUvAf26okMDgmY/pnBhJ8JOv/BjLPBjj9yx0co6Lo7ODK3/qvrMnYn1Kt+858gdQIciTiTt4NoQCyJGzLz/0UsCfBAE8iBbdxy/e82re8Zt9PPqHbYemhPHhPOPD2zmv6VMsXt7OZdfOo7m9mukzOwg0V77gsizT3lVLa0c1j923jUBIp5ivDKobPt5P++vLsF2jdUWStoUFEkMGsVkWr/uvXppnFNnp1nHLX40zmg4x9jWJR7/XTNOsInvXRfjSDYt4/63b8QU9bv/MNJIDKr6wxC9+8BT9PRNc9er57Ng8yIE9o7z+bRdgMkqe/cT5DGXuxeH4bms4/dqsp4IQgu4VVZSzNo4NqYEyif4iXctrcBwX1ecQ1jVUQ8Itg6QWWXz91Sh0ADDD30rJKfP57vefVrLH0Uhmszy0Zi03XnIxfsPg1u2/Yv3DKzlw4AAAjuswvbWb/rFBHsrew4/2fndyzvdTSZQ5SFMABJFlM9h/cSvrahKM1DQCAk+4OO3VpEeT1Il2ZBtuMurZT5mNZoK69UOULB/VWwJMFIap6olxxSURnippDL3HBVdAADxfJbu6GeO0ru1kbqmDXE9xJYqldnwGFAsyPi2F0P2kAzO5oCTjKIOsdCzOw0NHxkOgVCLuprZ06B6oApZsHzokQOxKoAiQhaB60Ob1Xx3kf/52Bq83RhlpqSLdN8wyO0NvXcWKKrkCreweanlq6+kDw7j5Ik3uOAfcMh3+KN3BKiQheCI1SGkgh9EQOhR3qgAXxJp5e/vJY3JqIvOY3vhGescewHLz9Izej+fZzGy+BVl+8aeyt9Z387vxHkbtZx9/lfYcDEkm4Zo8lRnlifQIn2hbyLxQnE+1L+Lh5ADjVqUMnTL5/dVlhY+3LUAAedfmh4M72VJMHdv48/26T3HTSwdD34SgIemydLPD766vkLt6vbKIjkxYbN2c594n0mzeXWaq2XF2l8GPP96A3NYOt/wBRqfcq9/sgTdOg87oMV0YSewiEqwn4Is9q64P945w+3/fzo6npxLz03WPnuzGHeczAbl0jnDs7FiSfLPaKO/sOyvnfllAk1Br4lTdeAmJu57AG61YSvXGaqTjVGn6U8SfFAE8iP+75yMkxrNcOftzpBIF7NYgctqknLdZ/dhe1jy+F92v8fYPXsrH3l8RjBwdzvAvn/gVyy6ZRjpRIBz2Uy7aCMnjsnePUttVpjFSIL1HZfP9MX76sWlYQqV7eRY54+ENmGSv8mGFNKpuhsHbdJbcMEEy4aOY1Aj5BKnBMF6pkbb5BtMXGAxtiJBOFNi4todSwSK4YAsPDz5OZ5OEKxXx0Y6CBzTDcVzC5aSJosuoARXpDLhaFE0mWO0jn7TY89QEMy+vQQ9U5H4lGVAgXN2Ej5tQaEGeUuu43qhmqazS6qs/8QkmIYTgN+OPMivQwdxQF54juPO3T1EOFlm5eTN3r/oNWwd2YhWP1JfbtHcrAKlsenLlUkGYVCZvh4ryYxSq/MjvvJR9mowyRT9R9mno53UTUFReKzVygBI+VD5JJ/g62dwaI9MT4KdrdlM9thSBzGO9IDe5+FXQnwE1JtHybyGKuEdY3U4GzaeDpoBdIVTNl8wH12V88wH8bbXIlktNtIFFH76J8R9tZnT9XoR2B4VgBLfcjjw8SkG+kphXQsFBQqGolNFcDQUZIetsntVAoGQz+8A4Zb9EskmhcZ9LWZEoBXR8ZQfVdpGA5m0mqxe0Ur1DwvezPt7yqSXoV8wnernKTz/3U3LPbEE6mEhEJbt+6nSa7RvjR5d9BKc6yNC/Xc8AgoseHaFm6QxyjTVsCzuAQnMgSkjVmBmu4TUN05FP40VlWtNrqa9axq7BX5LJ76d37H76xh5hYddf0FC19LTu95mCLMv8asE1vHfbY+wuP3vpDVtUqguHJZUiLgn7cGjJVfFj5YkAZgZjh35fGq7hl2P7uXush17rDGaAShwWm55i+AoUIRU9/Iw+tnslX595Ef/wpT5+tzJHwT6ymStn63z1LXGm3bYVhvKQPUoPMmnBf2yAb15xxOZCKcGqTT8iFKhhcfs7GO0fY+75p5c1/PVPfp3EiVyizwknH5O7N+5m6eUv7rg7iK7//hsG//t2Mg+tPVZGSpbOxQWqOm46T/bhdUQWT6ewQ8cdT1H1mkvY+/4vYvePEbl0ES1/966z3dOzBkmcLANgEtlslmg0SiaTIRKJvBj9etHQd2Ccpe/+JtrWJErSRDrKGNPUWsWNbz6PppYqnnhoB8MDKarrwpgTDrHRKrre90dysQNc/s4xNEMgq7B3dYQvXr0Ax1TQ611m35Jh2T/kkIXHRL5STiy7W2PzPweoay6z6PwJ3hvczj/deTGueyEf/n7p/7N31nF2VHf/f49d93XfzW42G/eQBJIgwZ0iBSpIaWmh7rT9VZ6Wtk/d+9ShQHEvEiCQEELcPVl3uXev29jvj7uRTTYkG4K08Hm9YG/unDNz5tyZOZ/5yueLo6SdpicvYeeaNMuf244/30nZaV3Mvi7O4tLPkXVtpJhrMImRZSsqjx9xbnpWz2X9YiIpR3evHQ8OLeuaDGfRsgauPCuCeKhsjICNW1GofVPHCqlR/tDxCB7ZySz/Ofz2mUb0PwaZd7pApjDC0+vuASm3WAq6iCkYIweXiRJiXh5iVSna1iZQ3aDLKNfOw3n6pJw/UhAONQwCJjc2KVxeO4UkOg6Gz9sfv7ePlS/2ImLlcGU7xQrnXFXElR8vp5cM+ViQjoMEJoMRNv/tWXxjSmm4/LQDb6daKkP/jha61u7Ct1VBcloo+cIc9n75S0jFcfyzrqHzjn2gK5hDNr+dtV62ji1k/Jb1+GJJJE2nIFNGa3mArgIPC9c3kXJJ3H/JVFxBjU31JXSUernopR1c/eKOA2v/yskVhKv9nPH6PkqnFlL319yLULYvwUOf+xmx3e2ImoEOqFLOvWs1Dkwi++MsBz4wicy8Gmpf7aCz3IHusWFOq2BBXiVnFFQdc24ORUaNsKfrIfLcEykNzGP17h8Tim87sN1pqaLAN5GG8msQhLf3Df+KTc8zoI/eJZunWLmmoJYCq50z/aUH7qV10X42xgb4SEk9VvGN792EpnL+5mdPaNyHQwa0hIi8KQ9rXZJUUQIJAW9CwqZKVOW7aBZyrzeFFge/aziNvz3Qw20/6R62n+njbPxxtgR7BhnTG8KVyEBnjNasQCnGweqNBTZYcfWwvqZp8PrmuygtnMSqh5tIxVN84JNX4PG/8doTC8f5+lVfJ5t5e8rLCaLAjx76If6C0Wu4niyYus6+j/2A6OtbEKwWzMjQi8BoBcL/myAKoMgohQHccybimjkOz8IZxFZtJfzSOmKvbkTyONEGY2CajH/2l9hryt7pUZ80jIavvSctgIeisqaAl356A9dd/FuixpEP8K72Qf700xeoWAR0+An1JokMJllcV0t9oRuXtwjPJ1aRikoodh1BBE9RmqppCRrXulCDIkWXmhj5MgYgaSDbTbSEgJYSSFllrOdLPCHW47BYyC7TcFbsZf3KJirr6rhp3g3s2NxE674gA70uxB1T2CVtIz45yx2fTuJ3e5FwoOIAhgekS5Y3R/oA2prcOJwqbm8Wi1UnGVaxOCUsTilH/oYRHC/SkKB1xlBZOriO07xTcMtHr44xEgKKh0sKFlBiLeDuUJiO3hh22WBXf4J9ja8SDlvxFadzrqpDpVNMAF/OZVrrwZ7vxnLd5WiqiTqnl+zqfdjPnoJc4CUXQ2cwq/N1wp4qesM6A2u6cPudtPTb6XSXUFZYcGBMhmHwpy/sYu3GOOKQa/dwnT5fnoI+9CJedJzuXwBHnpd5X/7gEd/LdislM8dRMnMcAw9sR3RakJwGor+DTFeI3nvuB0sdhhJCd/Qh9C3AGzNoKc5nT9lC5i9/lPJenfxMmpKuburagggI2OMG+wryEfPhEw+tYfPYYs5/dfeBKRSAU7e209YTwhlKoqc1TFVHUCQshU4qrryGxoefxGxuxkhmSCsgqxxxxgJQ8Og2EiV57FhYSlww8IsWJjsDTBkUMfNHF56gG1k0LYWq5xa5mXWf4dXtd5BWBwBIZFtJ9LUSTbZxyrivHvd+Twb+PHERT/Q284/evaPqp5gCr0a6ubPulGFzsTkepCuTJKimKbW+8f3jlBU+Wz6Rh3qbMA0DiyTTr6VJGgezqiXIvYwIICNxSUEVE11+2tNx/tWzj2muPL4xZgbZpMBXf9VOdYPI9WcG+GvnLpKGzjzyqN9nZ/yCUiSLSEcwzae+286Uju00dx4kXJIEE8ZYefr3dbhe7ya4V8N5aiF0p6AnjoPcC4YxNCZSKvxxC9x60P0vCCLzp+WsMuJ5RbTtaTsuN6vL6+TMK8/kuXufO46Zf/M44/Iz3lHyByBIElowgmi14jt3LtEVm9AGIqBpR5TzfK9A8ntwNFRjb6ii4lsHpcaUC09j8OkVgICc50PtD4Oq0f2LfzHm1+/NwsDveQsg5FyO9/xxOT/4yiMk4yO/xQuKiakK2O0Kk0trmFPuoDCgUPbnX5PKGiz5TSlX/U8rggR7Xnfz8NfrkeaaVF2dJjMg4p+qYssHNQFdz1uJ7BJJb4cZdyZwVulksxKCIVHWUUfbaxn0SBvJbQu54ptdtPfu4aUfz6WoqITTZk3lT48twSgy+N5XrmVmQy3r1z9OWf1aTDOFy3NyLR/plEhk0IKsGPj8aXa+3I9pmFRM8eEttg3Tc7PwYazksqj/3Pk462O7OM07jQ+VnHfCx0+kU/zpmX9RbZ9BR2wt9zz+HIo9wQGjyGG6eZCHWJUPYgJHWR6ea84nobjQg4NIPm/OFS7mIt/8qSCX73wAKyqrNgVYsTSIZ0cTss+DY9E8fv75z5HnzcUnte2K88NP7iatmyO+WAsI5JcoXPGxMuadnXfC53s8WPHM86i//wJuzUCQIavbkeN56H2LCHqdNBZaSUs2BtJPUhi3UBceQ8QSZcLgOEwhg2jaiDit6IJAxqawpb6Ys1fuQ7VDf6VM+W7twHSKgBiwMW3NzQiyiBZJ868vLifrsXLVlyfy4CXfxMiqbzheA8Bnx3fpbCRVJ71sF6JuUjhlDBOvOZPSWeOO+9xHimnd0/kEjT2Hl2i0MK3mFor9c942a6Bpmlyy6TkixvD5UMiRr/ThV45p4lXjlHpKubVyMtPdB0XEs0Mi0MXW4w9WfynUSYHFxhRX7vpL6hqf2LkMn2zls5WTiWoqAcVKtf1IMhXal6DxxT4q5wcomuI9cD4/u6uP2gorl5/l48mXB9l5fwdlFTb+2W6yYkNiyMtoImPicEj8+o5KugdUPnt9Ye53ModEH59phu+sQououWvq0IPn2eBnC2BeyRHjOhF8/ao7CPaeTDfwkaifXs/tP7wNm+PYdeTfajR/8ZekdrQw7sE76fzpPUReWodSlo+9voKBf749ZPjdAtFlxz6uirq/fAN5BIuxaRgEH16KfVwVsU27SazaTv7VZ+E9Y9YIe/vPxPsWwFFCEAQ+/MlFnLNoOs/9bAs/e+QRwpHh1jRZlTjNPR2fy4lHc1Ja3Yn/9odYfr8fhzcXBzj0gk3BuDJO+eUgZoOEqYikBnSsfjCy0PG0hY5nrZgaFJam8OWl0U0RIyHi8Kq0B1oYGBhDyaxiupZJ9CWipL0Rrr97KVXu06jnZlas3UlXMMS0sTVoms43blnPjV9J0LRT4xPftCDLYo4XnQSFBZvdwGrLBW7rOvjL7PTsirFzaR+TzyvGlWclt7y5kCg80E83DXRDZ6534ps6fktXC0ImRYe2mm2NO7C5k/s9tUdCAGVWGcrU8WjBQcxxY0ha3AiAnB/AmwoyPridrQVT8WbCBGI9yKiYJsycGGLNVhvWSBwjmaarv597nn2O6pISLl20kECpFf0Yr0qlVXbmLg68caOTgFd3dOMyA8yV2xEUGxYNspGpyJqF3103i1PWhzhrxR4kcyGaoNLq62Dc4DgMRSWb34O9uxp3Ik3aaqG11Ed3vovWUh/l/WHyOgwSdoXufDdj23MZ5kYsi57IInttyF4bledUI44J4CnJ5+Y1f0BLZ3nkqu8Qbe9DEURkQUA3TbJDWo8iQDhF9K7llEyvIx5JosZTNPeEaH5xPQv/30cpml6Hv/rYBGAki2F92aVUFpzOy1tvP+TbLJuaf4e/72XmNnz9JMz6sSEIAv+cdCZf3buKnanIATfn/lScw71ybi3F/GgT5aLKdPfwODiLKI2K/EGuUsmhcEgyN5Y2oIgidY4jEy2GDz73Z1+PyoAjxcQ6O+mMyYadCTr7sly40MOn72zHjGsU7VbplWUKHAKSJJAnG3zODHH5xQXYzxu6/pd1wL27wWfNlWk8pQiS6sgLTjANN7yQK+X4wXq4Y86ozvtQPPCbB3F6HG8tARSgelzVu4L8AVR+9+PoiRSS24Ec8OA79xQqvnVzrlLT7jZSu1rfE1VCBJ8HJc9N4IozRiR/AIIokn91rlKUc+pY+OhFb+cQ33V4nwACXS/G2PePEH3LkzjJ4+dnX8uDzet4fv3mAw9sFYPubJB0LM2sj7VRcNMyHA1NtH2vjknXRCiqTaNnBEzZxObuRJpUjKEpiDvyEbvtZGa3oHih9JwssUaFvFlZ+l+1kpYUkq0SgZosScGKmJcl79O70S0wpjyLtP58fKcNkLKm2EoLJQS55sfbEVI5SZh0Kos/4OaFR0IUV5CLaxtyTprGUIjbm8wCFgQBwzAQRYGSBheKVaJvXxyHT0HhXGwsPqLPx8ou5crCM9+03Mv46nG09rTz7Mol7GzZ/caNnXbsNYXYFA052k2sZC6CplKY7qMo3k1VpAlPJopdjSMgkJcaQCQnfTKQsZBIiqQWzsQURKyCwAur1jCtfBrnzVdZ/WII1ThcYu3gvJ6y2Mstd9S+qbn+93OvkUimuPqKI+fzUHygVib6Wh8Wu5N4QkewWrFWrUVvm8D07VZMyYpFSSBmAyimTMNgXS5GUJdRDQtxn52I205de5D8cIJLXt6Jpg4gqQ4kDXrzHNjSh8RRqQbtP1hBzf8uJq7Db2bUkzZgsgY+WUCxW/ng0z/k3gu+SqJzALdsJaqOHIfVvXHf8C8Mk+Xf+QeK00bloinUX3wqFfMnjXrubBYvVQXn0tr//LB41cHEDnRdQ5LenkedT7Hyo7GncPvulSz0FZMxNLqzKdZE+g5cOxICOiYWm5dNegWC4+RYvkbCmYE3jm3q6M0yGNWo9SvMvrWGP9y8jrHdYV6+rIHzzy/gR58vJxrXuelbrZQWKmyN6PTHYcZ4iVsnOqmzmUz+QDHmF3qw5x9CiF5qh+YINARAFuD+PfDGhmLIGPDAXriuAapH72nSNJ2+zj6yWRVBFDDfoiQIm91GWe3ISTrvBCSXA8mVe1ko/ezBUBJBEHBOq8fIZEnvaPmvloWxjCnFSGWQfW6M96uiHDfe0wQw0ZYl3pZl1ac7MIZekHQjSs/KLjb3th9hZOpVg+zKNFHzwU5CdSmmpq2caV5Dftn9GMEsiafnEJuxli0bJqOfHqVwzQRKvnUJ4YYwievW0TltDY5SjYlfSND9goV0UCQrKuCFjmU2AvN0TIuEZANBE5CsJoOboGvDlZz2jX4SFp0efo/iG8DrywXQ2+wW7nruU/TFvk1Xi4GsHAyIOwnqL7k9DXO7CRTWOimsdQIWRApG7CML0knR+ntqxXP85v4/kNWPtXqA7fLzSO3cy4TIXjqseUyNbKc82oY/HUKTZLbmT2V6zzqK491Ihs5+OhexeHlVqgN2oFtysj9Zw+TsvA9giXl5/dkwj/29C4bl9R78ZHMIXH1rJdJhmoo9wSB/euxxZo1v4IJTTz3m+Ldu30cqlYEr4OlnV+D3uZk7ZzK/+cMDlJcXceVlZwJQMWsujU+4UVw2ekQZp83CmE9+i63f/QS9iXvJpIt5qWQ8i1vPAiFNWoljijqa6uDPZY8glt7M5P5aKvtjiLLOn685kzlrNjGmaQdV8QpKBuJHGI89p+ZKfZlAcxa8IiyNwRWHhEDNue1yNv7134Qau455rodDTaRpfGYNTUvWM/v2yxl36WnYA6OT14gkmxFxopkJDvU+Ltl0I/Mb/gePo/JtcQf7FRv3Tjpz2Hd/6tjB/b2N2EWJ1FBsXlhXEWx5LMlmqOtt5MqiN5c8dSL4+i872bCtl29d0cjCqReysMBE7NVY053m3n+HKPDL3P1kkHy/zLUXBJjalGL9uhgPCL04w072VBRAQsNd6shl+u7HrZNzRK7OC5c8Bd3xkQcg6SCamKqEgYGQMej99oPo/zub8qKpI/c5CmRZ4trPfpBkLMmfvvtn+tr73sTMHB0zz5jBvHPnviX7PpmIb9hN/13PgGEg2KyY/6UEUMr3gWGQ94EzKfvi9SdF9uy9gvcsAQxtSrH8I61o4YM0TzXaSevrkcUKJtir6IkPHgj0lxBJGGlA5PEri7n6f1tIja3A2TiB1Oe+hT6uBaMgTMej8ymbFqNv7Aa8D85AzlopHPTS+2wVdm8bzsfLSU1aQc3EFiovKMeUZUQreCan0BQFjSFqIZsIGYnWb/8L+5dm4vmbjepTioie+gwCCq7wmXSGl1BccToW2YXPX4HX33HgXMwhLS/DMJGlk3dDDL+5itHZDozuQb0f2VAYyWFDsh20HGTVLH998p9MHNOAw+bg7n/fN5z8HV7l4JAN6sp1mAKs2tyNnJ/AOXsCU9IDONQE/XIBhijj0uJDuncyVlNFACyGSvrlnTmxYgFAwZ8aS2bQimKx8Pg/ukhEjtTqyy+RcHut9HUmWfbUv7nkoxchyQdFbUVRRJYkZOnYyTjbdjaSSmcYjMT44c/uYs+eVjxeJ5FYgr7+EI5D3E32ijom/W0VpppF/8rV2Mpr2TzYT8b4ENboo/Q5e9nlb0IyFM4YqELQAsgZGxIGWWuMpLaCF079ADM6VpEpaibkO4+Ohirm7hq5YoJ1rJ/AJfUkdXBLsKIBlsdg8WFGmtrz5pBNJFn50wcwMye22JiazppfPsz6/3uCBd/4CDafi8oFx1ezc/bYr5LVIqzctoK08SiHFtFZuetblPjnMaXmE4hvIDj9VuHj5RP4ePkEmlJRbtu1As3QcIgyummSNHUe6m3iyqJaBtUM9/Xu43RfCRNdb204gb6ym6kDYSzzlpM/bQWeynMo/eEszIzOzPUJTpni5H/+rxvdMLlhsYcPbG4mO7OITX4HwZ0uHE6JqlcaEQI6lLl4bmMS48UgF6gxWNIKqgHhDDgkSB5Z5i83CBFTz91baTkDEjgbRTa1rxo1AQTIL8mHEvjCz7/Aj667k7A6enmeN4IgCiTj/xkWpnRLV84NBHjnTyG6aitG5ChE/D8VkoiZVQE7RixJctMenNOPP6b4vY73LAHsfTUxjPwBiHgQsCNRwAW+6QiiQldFFzu2d9BgrWJ3po1C2Y+1V6H9z05mXGyHuBMTk/SGiSjOOGVpO9JWmbx7Z9B/6yqc3V4yeQnEqig1L8zFsb2MntmbSCgyiMIBK13Wb0UQTPQMpLpEoqsVyq/pRRAkfHe00fKSyvLS1TiIIOBgjfJrZmYm4MzU43VU4eJzxLiT/ZVBcm7bHKM5PHBeNwxUQ8UiWd5Qe+3Y+UEhLFx2RJ+e1HYKbGORxaNnwuqpNO33PIQl4KPiQwerOcSScboGuonEozy36gUM4wAl5o2DGgWkSfXY1m9lxqwFyLVBCrYvwe4zkSUoTvVR0vbCgdbyEPkDcGkJxqUXofXZGQxswqV4qRo8nbQhYyswiQxoHFpNo3yMwhf+twFvQOGlx/pY/vRDJGICuzfnM2HmgtxODZ1Cr4s7brzhDWcwm1W54IrPkR3S8RJFkV27mtF0A61ZZ+OmPQCs3bCL7Tub+dbXbsLndZNVNRx2B54ZZyDa3LzS+G/ieiN7A61IhsiAPYg76wbdhU2OgK0bSHP9YB5rrRcR71qL3/MkgRTc/hokzdmoDgu2rHaEok7xJ2bytwGBpTG4vRDmueDcEULKREmk7ry5hPZ0ko0maH19G1oizTGDJ0eAnlJ55Tt/x+p2Ujy9jsU//gSS5Y0rRsiSBVkqYPHMy9nTKdDY88iw7d2DryOJFiZXf2zU4zlZGGP38MTUc9mbjJBnsXFv916eGWjDKknENJWftm5iZzLCpmg/Mz0F3FjacEwZmBNB1HyYZv7EwvwPcGZJOUpqAc5APos/vpdU2mDpX+uxWkS++6lSdjalmf2nNbC+HyXfhr+2GN9ZhQQsBjz/PPw6BFeN5aG9BuavmrhghpaLAUzqxylFkrvirJoNSROgX+C0x8fAm4jL7+vqJSupiKqIwYnXHT8ckihhsb5z1T9GA985pxB69GV8Z5+Ce/5ktG/9kfiq7cfu+B+E0q98hMIPn0+2o4/wc69jH1/9Tg/pPwrvWQI49mMBtv+in/06wCYmuhnBIjZgDsmpnOs5BTWisSmwB9mUqbGUIYsSZUoBjes7WLfJT4U1SkDxQEYmi4OMqrFXbWJsnR9Lp4/HGh5g2itzsX2ojWxhgvhpe0jOTGO4ykEEV6dMoljDlESIgZIRECsM7EUZQCTTDT2WKP1XpECGMDbABEcHwap+RNsa6pjOFXwOF18jzleGnefh+s85MghZXUM3DByKbRg53E8WRyJ/w61/AhK1SFQe+MYwde7b+xEi2W4C1hqq3acwLf8a7PKRbEG0WXFUlmMrO1gV5Illy7FbLXzo3Gu4866fYRj71WiPA7KEOBAib0othUYLxUIE3QbxuEHAa0UYWgT2V63YT3JEwY5hZiivkFBiU9jZ5oS4i0hWIxLS6Gw+KM4rYGL3yFx+YwWBwtwicM5VRcw541a2rV5C/ZRTcqbXzueg6T5wVcL07/NGvvi//fOpA+QPcnIz6cyRC1Ymk2Xj5t3cdc/TWKwWentD/L+v3wzdc0m1RLjo9nF8afNFTGidyMSBcTR72qiKVCBk/VC0lZQ1wmsWlSIULt/9NMIOAdFRAIZMWaeN1toMtvhQ8tBhZa8CV4yjPgEbk1ByjKpdVo+DBd/8MADZeIpMJEEmlmTNrx+hc/VOTO0olqCRoBlkBmO0Lt3I3+bfxkeX/RqL8/gC7+vLLsOmBNje/udh33cEl1EWWEjAU3/84zjJsIjSAeveLWXjaU3HqbW7SegqwWyGiJohpmZpzyTwylauLa47qcf/1zMh9vamOKvWTsLip6pgIX6vA9OEaFwnnTHRdBMr4HJIzJ7kzJE5u4wwq5Cxswrg5xvAbQFFBMOArjifzvRhdAB7RmMhE4YuNxPpQD1rEEJvTsuvZnwNPo+P7nTPm9rPoRAlkdrJtVx125UnbZ9vJWSXg/p7vnfg31U/vJ3tZ92W+73+S6AU+pAcNuz1ldjrK4/d4X0Mw3uWAMp2kZoPeul9NUGyVQPTwERDFGxI+BAEEQkQTIE5jklohsagHsMnOfnrwFN0qwNc7jud7mwQQQGf7CQ5uYvgNWsper4G4+UKbFIZxWI9u/sTNNQGUfMSpGY2I8iABkVbrRRtsZMo1GhaHGfSo16SAY19Fydywrp/mcba1/PxXdzK5MoO8noUOi+IMTQwkrY0EjoOcr444TDbjXSU6h+mAYqoYBUtCII1Nxh0jP2k7w1I4NDsIeDBQW6hj6l9vNr1a6pd82iJrcUkSyjTxL7oS7zU+WPmF9/KmWVfHrYHQRB4ONuKvq+Jz82eDsDG3buRJZHmbpH2njZE9EPLx7+B+xesos4MpROn4aSzP0xtlUwmI+B1OjGJH+huAhISYCKJTor8M8j3TGTRuBmsfD7Mvl+lhyx9h9a4yI1BscC1nyxj5qLh2l8+oZPTinfCqx8F85Bsu8Gtb0j+AHbuanrD7Yfj2Rde5/przsdSoSDLErbaAKZusrdnE6YgYdEV7Jqddk8Hj9c+w1ntC6kNzkJ0dFKsGDzY8C9qE14siolgWhD65iMaCtVbQ3QFqintiw0jgd4rxyGKIgvcsGCUFa8sLjsWlx03cMHvP0//jhaevuUnqPH0MfseDlPVeea2X3DZP44/o7eycCGqFmFP94PDvl+99384f+Y/Rz2GtwIe2cKvxx2MD53jK2RPKkIWA6sh8s+u3VTb3OiY9GdTXF5Yc2IH0g3S4Szf/PsAO5pSDMYrKM+v4+xLZ1Mx4+BL2Jp/jR+5fOQH6+F/18MzLVDshCeaIGtAnjX3tz3GtEzqqBY/w9SHQizEI/YtjCRZ0BGHlAb2E1uiHvrtw/QEexlZtGn0uPr2q2jZ1QIIxxSkfrci+OCL2MZWkG7phrdJLPsthQCprY2kxtdgb6h+p0fzH4n3LAEEGHtTHtHGMIN9S0klt2HooMiVjLvgwxiGSc+SxAFrkSSI5CteRERuLbyCXjXEb/seIGOqnJmdxWLvHHR/Eu8r40hP7iV8xvPY9xVTNmmAWeFz6BS2IcdsOAYgXRPHGhEpf8VDpiBL/+QMjgGJrFOna17u7VlO2HDh4qqOcazobWLLjjqKFvRT3pkiVq4dMGEJCGzgJc4yP0TrXXECF9ei5DW+4XmruoBNsSAI+eQugZ6hfR3ESOTPNE1MUyCYqKLSfTYAmpHmnt3XM5DZx/qBe47sg85rPb/DNA3OKh8uziuKEqYJ+9qbuOuBl/D4ZdY1Lmfq9g2UY6MHB1nk4STwKMhmoXXXINW1GkHJCWTxufNJZQeGxpH7LyM6KLAECLgbGIzvAUxKA/N48A8drF8eAg61gh2ZMBAaGCEZxeKFyC4wR9hm6nCUmLNoNMGmzaMTDs5mNUqL8zh94UxEUST/qvEATGy2IFVO4WXtVV6uXIE77SZqibOkaik3b70ePeMhWPUaqpLm19VruDpcRE14DHi3Q7KM107J55WxU5i4N8wVL24FRGzj8/GdM0jrH75FyVW3YckvxtR1EI9cxI8HBROqOftnt7HqFw8x2N6DmRjdItR3eAbxcaC29GJ6B7cQSe8add93AjeWjGN3IkxzOoZqGAS1DF9rXE2Z4qBXTXN/byO/GXcqhRb76Hb8y000vtjLC0YJF1yQz3UfXI/FBl7vGmA4qRQEAeJZ+PZqmJIPHx0PfivY5Jxkyy83gtcK51TBcy05MWfDzMm4ZHKp8oZgoIsaip6zlKtkyBpJnFLgiAo6w6tUDyGmQigNZa7RnecQ2va2Yegnx9JVUV/B4qsXk4gmjiMs5t2LvKvOAkkkvnkv8Vc3vdPDedNwzJqIGozQ8+cnqPnZZ9/p4fxH4j1NAD11VhKZ10jGtmMaWRAFTv/T+dRcUIGhmSy/ro1Ee4ZUl4pgCIc8uATyZC9FCkTMDFvS29iWaeLi5+dTdpqBblcp/ekFJKe0I5y7jeyCFryvNEBEwQjEqb5lGsbpq5G0JK2nhohV5ILvd18ZH9o7GL40Wkk/iW/fR31llrZ2J7rDJJGxIKRAcJrIuoWsmEITsjyU+gU9i7qY/NglnPqxADq7gNgR5ywIAjYLqLpIWuvFbc0btu3wB5xm6EhDb+1a1iArajTGnqYtkmVt/99JG+Hjmuv+9HAJl637tpNKp7h4wQU8tOTfbFofwem00CP1UKWozFSCvJqpJIhEETEk0aRL9+K1aETUIy9bE+gdUNFNiUsu8wD9pLL9B89t6K/dSFISOJ+6ksvIqBFEIbevhulunnug9w3PoaTSxpwzRgjMd48ZmfxZC45K/h578hWefX7lCdkn7vzJP/jpr+7lC5+5jvPPmQ/A2LLJpPqHCJIAMVuMmCVGl6uHqCWKJEC7t52EpNFvwh57kuq2sQjJUgQ5zth9KuurIkzd1Y7pbALfLtJpmZ7HNbTIAOmORtRwP1okRP5ZH6D8xjsOjGfwtWeJbVtN2Ye/hOR44wW7fO4Ernzg2xi6wQOX3EGso/8N2x+Otb97jNm3XT6qPnMavsjSzZ9BNw+6JmOpdtz2ilHt5+2AIAj8eOxc2tNxXgp2cn/fPkwTetQkGtCdTfLXzp3M9hSSp1iZ7ilAMw3kN8pubo2i79iHU7Fz6gwf3761BIv1UyRZipNzcm1e74adIQjYIKHC+dWQVGEwDau64Zuvw0AKShwwrQCmF8JHxsOEAPxjO3x1Nqzvw6x0ENyxmURXJ/rePsr7a7F4vFg/vRDxOysQBoaHAJiH/P/AXVrvhr+fC/mj00E8FHWTa2nZ2XLC/fdDsShcfVsuRtnpGV1Fo3cbbGPKKPvSh+j6zYPEt+yFyH+oNqAA5f9zK0UfOp/B515HPEZs8Ps4Ot7TBBBA9qUxh0rAOQq96NmcVUKUBRbeW0m8NYuW0dnw1R6SnVmywZwtSUHmqrxz6Va7eXhgK5KUIJVV6fvIKvIen4GYUrA05eO59VL84TIMScMUTQRTwNREkg9egGS1Ubqnk+Y//h3Dk0A7PFTOsGO/53w8g06cZUFWXrKathd9TJ5p4jkrSDSlIlklJEmm1bGFVHWM1276HafzLyS2keVfI56zbsDOYDdWycY4a+kbz48ooRk6reFedg+2U+UpIpyOsWvwFwcbjfgKPxzjfcMFN3tDfcRTCb70xd+SdYYRbV4uuvgc7n9pB02pFGdqMh7PPv6RnkqJFEcWDBKmhTLizC0yWDpQhHroWmLCJNdcTnWeyeCqjeTNPZJYCIAo2CjyzQbAqhyc8ClzvcgyHEW+jstuKmLcNC8llSPEoO38v5E7Fc4b8evW7h6WLnuSwOBTiCwYqox6cJT75UuOBhPIZFV++bv7UWSJsrIiistcqNn4wQZwwIAZtA0ScoSxGwJ+TWBQNtnsSjBLNHAWJLFl+igatPDpF36A7usilSdh1ROQzifTlAbdQ7xNBvdeEKH3hUcoufbzSLacFSrT1Ywa7EVPxo5JAPdDlESu/feP6N3aRMsrm9j8138fV8LAxj89TensBsrmjD+u4wDIko1zZvwJgF0d9xNPdWJVfMfdfzT41Q9XsG/3AB/7zClMnXHi+n4VNhc3lI3jiqIaNsWC/K1rJ63pBCLwfKiDF/r2URHcRVn1QlTJyqWFNZzqKxrRMqtaeuj77B9w2afw+7EXD31rx8WFBxs92QQ7QjkpF78NXmiDSCZ30+wL536bGg/cMOFAxQ5T1eCMMszTihDtVpiST6apk62/W4IRjjPu/MXIV1wIL3TCaWUo/3cePN0E9+2CNzL+7onBTzfCj44tnXQ0tO/tOHajY2D2WbOZMGcC9dPeuXjRkw0jnSW9tw1rno9MNPkfWS7OOqYce01u3fKfN/Iz9n0cH97TBLDluY20Pb8RAMEiI4giHa9sp+6yUwAQFQFPXS6TdfJXi+h9NU7n8xESzToIkNYc5Al1lFt6yfhj5M/Msu9L1fgphqSCpS2PgAkZsliwIOj7KwPoZKxp/B4H1sEKXCEI+xkeey9AtqEVlleR9SRhbA9Vs7uwLAK3GICMg67X6xE9fYxz1tHQYLBNfhmLYMNAx8J0MjyCbqZzNUA5mHEsiTJlbgcOxYNEITomkNPMGh7+n0N/MkxLrIdYNsnGvkaC6fDwBod1cFCEKiRQzRwh8SlVFDkaAFi3PkfMFk1fhJlx8ez995DKGBhGnFB/gH2bCzgrM42InCBSuomSQDsdNj8DidzvYNF0+vpAPey5JQgiA5k+NEOnTJuJI5wm6dnG4d5jWbLjth8pjptO6kchsLkv6ya6aZg2QhBcJgpd/x6hn0R/KM7mR//KWZffNGxh7urvJ55UaRycjsGhFsIc+eMQDbujwTQhmczwg5/cxYSGauacUovflU9f5kirrybkmLLdVsrUTB6hPo02a5olV0RxW8cyvtlO3baXMT0d9PiqKIh1oQoKFlUGOQNSP7qrlwNqQtEgm64cj2vWmdgKSnBNnos1EaPj7p9QeN51uCYcf/pm0eQxFE0eQ+X8iTx10/8eV58tdy8ZFQE8FA3lR9ZcPlkY6Euw7IVmQsEUn73xKTw+BRD40rcWsnDxmOPeT0dvlmTKoL7ahke2sNBfwmm+YjbHBtgcD/JQbxPucCOSmqSxfRX9vjF0Nr3EyrGLWVhQw/pnBapLrVy4MPeCI5VUoJTMwsppBw+S1WFvGP61J+fCbYpAWxRkCWq9uW1pPafnZwC/HV6pJPTEcsIvrcmRQBPG/OZLCIqMtaYUY0I5IReUfelDueu+dshqPjkfxnihdSi+7yenItz6MmwPHTkJzzbDd08B6+iXqA3LNtDd2j3qfofCX+DD7XNz6vnz39R+3m0QbRYKb7gY0WVn16VfwkyNXPr03YrADRdSdsvlWMpG1p99H6PDe5oAvvK5vx6wOgTGleIo8DLzi5eM2LZogZOiBU6m3FEEQMvDYbQvaQxm4txaeAWiKLA3tpXxN2rY7pMRBNAMDV3IxcS0prt5PLKMS/NOw5iYZXKqHtMAi0dC6fFj072YpkBqQk8ubswOelEE7eoldE9PY4mJeOICaYdJzAjRuNpGX1cUe4ePiL2bnrzdzHnyMmZ5FxP9YJC1PMdYzmFD/z2UKxKTve5DCI6GQ7axqa+ZuYXnIsj7wByZ/AGohg4IZDSNaPbYAfyhqEa19mnSxf/CMDJ4LMVk9QRpPcovfr2FcCTD3sYwFCzD6kySTVnobxrD/+xcRv6YCHucGbK7T2cDcVz+2CF5FSb95kELU4mlgmC2D1lUKLSWYBEtyJYMk2ynYzTP5BHl51h9XdSXH9QCy2oxVC2BIg9359gch7tqczOhWOEzP6xj4qxDzLPZKHQvhaYHwRhBV8s/A5xlvP5qO6FQO5FgH778ogOb502ZzGN59TQ2Zhlu9tqffHPMKT7QXtd1wuE47a1hijyF9AWbh5+FDilLCgSI6HGKhRkI8Ti96Sxr+tdyXtHZWLdliNpieHU3lf1Jwtpc8GzA5swtog/N/hDra+Zy20s/oWKw9cC+4+uWEge6nr0PEZAxiax7hWl3r0aQR+eWKZ5Rj6PIT7J38Jht3WX5x2zzTsCfZx92A0XDubCA73z5RUor3GQzBhVVXj53x2msXNbGZddMwGo78hH8wz/3EInr3H1nNeJQIpcoCEz3FDDdU8ANpQ38tb2c7S2rabHlUTywE2s2zvaWlbwSHmDLyx6cbol/+JJ4JYVv1MygxvJj2NgPs4beLP60DbYN5MiXqsO0QnBZcgken5kK9+yCS8dgjs+Rt8OfC0pJHpLLgVLox8xqOeJIzoV91vffIFHHqcAfDxHJfnTIMxBOwymHJOuoBnz8Jbjr3OOb/EMw2B8mGjpx/b/8snzmnDmHyvp3X4jAyYBrxjiS25qQ3A60/yACKNitxJdvhE9c8U4P5b8G7zgBbCXFBqIk0SjCQi8ak3AxlVGmHI4CWirLK1/8B9lwTu5FkEXGfmA+xaeMxV1xfItL9ZU+mu8fRF6Tm0JTMLDeugcjaiV1/h4c95xCVE/mYu4ECxWWQqbY6mhOdtO8vIv8okJkQ+Lx2EucXzUB1+ldZP1Z7CtqUGc2E7NrqE7onZLGtIBuNdB8QwcXoHJ6mooZm5Fkk+xrdbiSMk31a2ga/yw1yfH0OppIEaPNrxK7px5p85XM+KVJhj/k5sCQqHD7aYr/g1pf8fAE20NiAXVDpz8VZm+oD1l0IAgaXn0KFotGv7aVXKVTDtTnFQDZEWRv/Ge4M1kQIKp1c/eeD2LqMi+s/jD9LQWAiSdSiWFAMuzF0HLzmFEr8J6+ka3TX2FqxXQG5VaC0RCiICKJErqhIZkKKlkKrEWM8YwlXynBI3np1zqZ4JgLgomgW9m0axKCvYj6smUHVjABgc7Qa1QXnnPgfA3d5LOXbUI95FkoinDN7WVMm+ensOwwPcNtP4XovpHJn+iAGd8B4PTCfvo6W4eRP1032LOvnbKS/dfZ/ozjQ+d/hAvuUBxoniOL7Z29aJqKWJ/b4Mt4OLVjLitL12CIBhFLbjHU0xqPvDYFUbOQmfgwZn+KVzr/iiW1iOlSAMMWYaWzDZfazLSM/YALOS/ZjycdwZE9MmbIBPolJy1WL6cmOzGiITZcN5PqW79D3pnH/6AWBIEL//B59j2zmjHnzEZNpml+aT2nfO4qgns7aHl5I3seX4HV7zxuKZi3G5IkUlTsIjQwXAbFMKCjNWeZzWZ07vrTBrIZjZ6uGLd/ZR6SNDx+75xTPQTDGlo6g+Uo9WZvrpgCFVPoz6RojM7g1cZlbLMX45EbOfWDKbqEanpVhX41xac2P01DYz+zt7Uzb+Ucaj57NSwozVkBx3hhRgGcXgGyeDAD+Ou5MImWL/6S5JZ9FN92JXmXnX7g+O45E3HPeXN1vofBZ4Mll8FDe3Pm7Uca4fTRl1vrauli6aNLR93P5rRx4x030NnUyannn4q/0H/sTv/BsNWV4z1rNoPPrcJIpiBz7EpL7whEAQwTKc+LpbIIMiqC/I7Tlv8avOMz2Y9K/5AYX9NQYEgjybeMAL7wsd/T/NKmnAtiCIGJFUz4yCJkx9GFi0fCovuq2fDNbrSMTmPlSpR2L7bWAlzLxqK70vhiLnqzg3gVF4IgYBFkZFHmXN887IYFe81LXJ30s/ORALX/no3bG8J+592E4inSj04mG0gyML8b3aKhuRhmolOcgKEjJC0UNgUw2wNIA07ClSHUjIxdKEQutiEoIszWsLU4EEmwn3C4LAI22YmJc8jidJCEHJoI8tyGQRIuNZdFO0TwnnxCRLEo+AurqPNrVD11NfEZ64guegXTBEkClzebG27SAtYsoT4nmZTCRV96lmX3zMMdSLD5makHT2jo5GL9hfS9PgszY8MiNHLRxfN5ZcPL6IbOmNJqOvu7yGSzqFnoU9r47Q/u5qkXl7Bq3QauLfo4DtyAgCgIXFk4G5slgzXVguEKg2BgVbyUBQ5xhQG6ZhI/rNLHN//QQM34owR9J1pBP4qifv1BkWGPvwCPf7ir4tEnXuaf9z2OmR5AxIaBcuA3wRQOMbW8gebN/m8O+bq7N0ReuY5NcVLTW4U36+EjO64hLWd4oOIVwo4BbLEaXGopMUcTYioPUzAxg9Xkna3Tu8GCKJv0WzQqMsOtoWfufJ4zdz4/4ukKgNvIoByqLZaMItpHH8Dvry1j9qcPksbi6WMBKBhfRcH4KmZ/6rKRJUreRZg2u5TdO/sxRpI7FGDGKaVkMzp7dw7gnWejoy1KVY1vWLNLz/Cx96XVrPj1durPnkv5zAlHPV4Wgz1alk/Ouo6uTIKY2cHeomZ2h+ezL50kmxhAGtzLvrICBHrYk/wL4p/+it9dStnUegKeUhrc01HvfAE9nSW1s5lsRx8lt19N4UcvRPI4MXWDbOfAyZ2okVDlgS/NzH3+8ompQCciCULdI7iU3wCF5YV86EvX0zCjgekLpp/Qcf/TINosVP/wNir+381Elq6j+fafHKdo99sMqwV7fSVFH76AvCvPPHb79zEqvOMEcAZuNhyWrSqhHaX1m4NpmnSv3j2M/AGccseVw8wuekZFsh7bhSVaBGZ8v4SuJTGK6+fw2Gv3Eq+IELpiPVJWoeKT11PkcZNJZolrCexek4laPX1qiJXxTVzgimMVLNgEB+vj+1jkLMP+ZCHeF2pxrZ2HHvNQU9BEaH4bjbfuQ/MkMZ1ZUIaYWFrA0paHYTMQMwqeZQ3k//40On/6OE7RjaLXUPnLWRCX6HjoBQqYjQcZyBE60ZCJbcsDAbxTg4fOFACqamK3m+S7FhDOPIQkSLieu4FEZydZW5hgl5e1Owup7XQx69Qgig6mKSBKuf658DsRMVjA0r/MZt/qOsbMasJeMMhgZx7Dic3B4MeWjnxMdNqeK2bbmiSnLJjLV25fxIKZ03hlwwp+/8hfsNvsfPzyGwG4ePE5XLz4HJId0PfMwT3O8JWiiXFcYz9MUVH9iMShdU+CH3xquESIIEJ1wxsQmKPVJS67EMoWH7VbOBJn154WtGQQ3TARMQ+RpxZG4HkmuToGh92mI/Afn9dFadksHJlytqhPEnPECIQLKU+UkdlzGcKY5/D4Msyc1sfqTZXEe3TEZD6XOF3UrNR5eLCFqTVjuWHxVUQe/jMc6x40AcMNYgwPKnPSh8RciSL+eee9cf8TxLuZ/AHc8pk5XHvjVBp3DXDv3zexe8cApmGSTqv485xcf9N09u4Ocvb5tViCGhWVI2vK+SqK6d3ZhLs4b8TtABHu4qmQjqGfwu5kmJmeAghdz0zDgH9tA91J120V/KtvI68AqjhUwcI0CcU6GQx3YknC9p77KN0hU9bjQirxI5km2mDumVz57VswsiqC8o4vFceF6vHVFJYX0t3ajcPjIBVPIYo5y2ZxVTHV46rpaOzgvOvPw+F2oGs6E2dPQJTeIIv6PwD3P/0CLoedi8487diND4Fkt+E7aw5KaQFq5+gy8t9S2CygaYiyRP3f/x9y4D9Te/Hdjnf8rhZHWM16gSaSjOHEZQBGghpPk+4/Mkj+5c/8hcozJ7PoFzex4+5X6HptF3WXz6HyrCmIx3jwiRaB8os8gAe9M4rqi6P5e7Hui5OaXEdytoZ76Ti069eQVxDB8tlJrE/sIKiEeOWcMPku8P7ESkGsjnjZDtquFrHs9lK81IOgWsj0VSKsKqWsdQr9n1iGiUFy4ZB4sMMk09CN59+TsTXlY99choBI4f8tIrZoN/GdNqI1HSgDLrpe7mJPxU+4RTwHU1qbc/OKJpRH6NruxYaOlcPi4FSJufUVhF+4itZIJ/naNLpfmED91PuRxvez7MmxhNo9xLVBKq1hSrMKgqJi6tC1pwgjIzNW8TCQFNBVCUnR2P7yeM76+HJSFRFShkD/phoOZmrkMqxz9FHEUEUGe73s6NzCp3+6hXnjaygvtzKjfgoXnnouMxqmDRuuoxzKPgi9S0AbMgIoARfFxUevDXnXT1uPyPy96uPFRycapgH6SHEzAriqjnocgP6BQUwgrjmRyKBz6EvG4RGY+33W8nG9mdusCqcv+jLb2zbR27YUJwLzxnhYOrCBlPEk0mAd4TUXstutkdYM5OB4LAEZV40dh9DIorEDTKisJvLEP8A4jPwdbow0AcMG2TpQ2kA+5OVBVrBVNRx7wP+lEEUBj9fG9FPK8fjtlFd5sVpltmzoJmT5HNu6nyXg+j7jdIWMbhJZH8Q+pxWJAhQOXj8F9VUU1FehESbEz/DwUSR8BLkTO/NwcjYpVnJ2YYRg4kKmu4dCCv53fc61W+IEXaS0oJ4vXvwjbtGy9Hw5zaueCF35MQxL7p1Xs0K43CTtURnsihCsHiTtF6gr3EzVd3dSd8UVFE6e+g7N5uihWBRu+e4t7N64mxkLpuMv9NO+t53n7n2OhpkNCIKAJ+BmxqLpiOJ/Hunr6OnDNExeXLmGOVMnMnFsLrlox95mnA7bqAkgDFkDf3Q7jZ/+KUb4yPXxnUDZ1z6KJMtk+4Lvk7+3EO84AQS4gRKepYfeQ1aaFxnk4yeZAK7938eAg5nv+9f4VG+E9pe3sfbHj1E0qxZT02l8fA2hXZ3M+NzFR9nbkfCcYdJHELGlF1HqouOvDyCpFbhn7EMp6Md+79mIZW3MnOmks8OCvb4PIaoTPW8b/odmkW2pRe5sx9Nop7j+BfSMg2SwBrV1LFlbBs9zE3BETVxrs7TP0kmU6GTG9tH/xSUE/jmX5OwWTF3A++/J5P9pIao7xd47XqRw6QQ866vpv2QTG1v3UCNOwTVxKytsfVh9Cp1z26gxi0A4jGnoIn2vVvCbm9uZa/kEHXkpdpR1sPPpGfQ+Wo+zppePWycStKQIPbaY/A89j62sHzPuYNXDs1HTCuv9cXYsbaCoOsiYmS1sXjKRruYAluIwiifN0bVjDmqZRJqLETMi/3i2AI9PZ+w4J9+6edoBkrbfZS0IAooHyq8c+o3NnDXvaNi6JkLzruHxWrIFPIGjhAKk+mD3H4ERLID+yVC8YMRu2VSEjc/+kBe2ulm1uR8Q0Nkf23Wohs6R1UeM43TLRMMRqsOrWb75ZQZTSc6s8VDlcnGhVMzWnlZ0727M0kK6dlyJYFgRMNEzBuIthUyvMPEFi0j/5XeQGZqP/VX4TAsIQwzZFHIhn6IMQhbBlSRw1icwhVbiW1fimnQKVbd+B9Hy7ozRe7tRW3/QejdlRgl7I1YySZWaIj8+p5WBZT04x9vp5jZE8igznuTFVb+gIFDL9IYrMNFpZwEafah0YmUKabah0oqD0/HzRQTp15R7Qojk4kx7EjswUyolP//UsLF4ZAvJCWO40KiGhXXElm9ln7GTteYasENKAkvWJOUFMNnbs569BfDia6/j2VzIjZf9Aq/rYDiDaZpEY0m870JtvPIxZZSPOZjp7/Q4cbidBIoCTDyZcYtvM/547yM8/fJr+DwuXA4HoVCYIkL4Ksbz5VuuR5JOvGa0Z8E0Cj54Nr3/99g7Jw0jS4guB5bSfPxnz8FaVvjOjOM9hHcFAbQgcimltBPnWSIHvl9OkIUc3QUyGuhZlbYlm4+6PTkQpemptRSfUseiX9zIpt88Q/nC0T0sPs5Pch+qc//paOhobF3yG7YHBtGvbaM44SK9eAv2mfkUfOdqduavZtejMSq1DpxVaTJXbMSTqkbrNJHsQWyuJFL9RiqEKJ2KgiVTgH1zPmazj94qC+HF28jW9zN4+UZEXUIPJAl+/DX0DhdFd80n0dBO6pUxWCWFtCfJK+O3sWFjirLnS8le2M32fheyFiDtAZt3/42fs0a1PVLDtu/NZaZoYDFElKCV6ot76XZlMF8s4sNNp7ChZAcuSSTuCtO7vYqKqJ/lD08lnM4iWLJEI1YC01uJ9bkRJJWx529h6vw29m2pxOdJ04WBoOhYAzHSvYf+1gcYCJGeQiI9uYdBOCiwdqXJ1JkP8a97FjNhvJ/NzX/AqngYX/GhA72FYxcP4dn7jqwTetv3xjB1nu/IxtF9sP4OMEbIgpYDUH0NSCMTn+hAM8loD6HOVvS0FZuokjbsyGhoSBzItjBBNASMA8/xN44DPBT5ToHnl/+TaFMXU+MTeG2gk/KCOVgqarjakuHBpm0YJdsw952DkC4gz6uh2DTaX2hDvGM2xdkOGuND954ugFYBphP0fBD7QEyB6QJdAezgWI0gGwROPRPPzJNbq/a/FWO9dzN2zsF/l36gGhOTbF8cEgpqeRSbs5twbMhVi4BMGToh4jyFFg4Sfngf8lUtmN4sHj6IiUaSl7GSk8VJ21KY4sju++JbLjv4efwUxgLnA7qhsWbrk+xqWcFg7w7AyF1uQ9dhNNnHr+67HkmykO+t4rrzv8sjT65n5+52bvnoBdTVvLGW6DuNQFGA67943Ts9jDeNp19+jWg8QTSewONyMrbURzo2wMC+dRRPWvSm9+87azbBx15B6x1dDOXJgrWmhIo7bsJ7xsx35PjvRbwrCOB+VODio9i4i1xFhl2kWXiS9n3frK+Q6sstcCN69zSDSFMPy794F2f8+mPM+cabL/gtISMhM/HiG7H/5q/oqSTCDDueuiKoEHB9dAml1UG8XzAxfhtmx+QuapIQm93BpmkCM+7ykhjTjq9ZRpUE3BkNWQmhqR6aLuvC9KlkpnaDOJSxO3Rc0wTykjTO2o53YhjL+U2kEDBtJpFQlvjkXfQ5ttHxuo/Khiy+lJvubgGnI4Us5yxpWkqk+a/TUDQFp2hgFSUS9iQ9i3ZQM9XC3G0T8YXtrLY1EXeF8PS7aIuWsHfVJPrFCPhjIJsHLjBZzpDo8iPmxdF1wFDIpmVE2cDQJNIDXoa7QSWQdRSHihq1MBwmW1v6mH7Pd7n2sno+7fbgso8+aait8chEjqIy28ju37anRiZ/APlToOdlSLRBxYVHbq6YxqyLvkMwfifBwXa8cpL+bB2dMZmD5eZyZNeQBFyKgNNiEk4myZh2QEBCHeYytkqQOSTRQBUUpp52FQy+yO3nX07mtDk80z6Ia9MfqXQGkHQHhqhhiioOq843buxm6tg07ZEs2XXbsQsObHke1LiIPlgFegGIWTAlkHLnbWYmAHqu5nRyFq5ZY94nfycAE5MePkaGPUh46OgUkQM7kbOfZvbka5CFGvRoAtMwqPA9R5CfMchvcxmbQRn9+SJsV8/CyQUo1GLhoFBx5Q8+OepgfkmUmTf1CuZNzSXg7Gp5jeaOzWzes4SsljzQTtOy9AT38ot7c2TKXuAm4LvqzU/I+zguXH3hYv724JMYpklRnp+rzzyFeMta/FWTMXQVUXpzFTFcsydQ/Ikr6PzfuzHTb3OtYEmk6nu34p43+e097nsc7yoCCGBF5sMU8gB9OEaoxTpadK3cTctzGw+QPyQB75gikt1hdE3H0PWc5pQAss2Clsmy5U/PUzSr9rgSQY4H1rwAjsoywus3w4401XtlTJuIlkjg1wXEDJh6kn/fa2HMQ3bGzTJoWRAnXWQQaLKgW0zkhMDa7/XjjWUofjBCx9oM/gYJ23QHmWwCQQNDAUtTAdm6fgS7gfecTgQBYhduJdlvYdlnJ1KzeID683vJxiW0jMzfr6hCTvjovsZPQAwy96p91ARE5LSL8BlhHrurjfIikXohQMxU6f/bRGJpnQLNQszUCK2vJUoFHywrY3X1WrodPahSFkHIZbUKhogpGggWSIecRBqLGdhZztgpIYy4HY9TIh4XkCSQZJBEiO33ymoieTVxejbncXBVG/qbVFCFLHcv28jajXPYds/1o/5dbDaFROSgO/e8a4ooqTqsxqqpw9afQv8aICfpYZoCorjf7QyENoM1D6qvZIAUPqzIh1270f5GZMlEMWNcNMnNn9cfYmIBFoyR6I4aqJrJYBoGkgJjC5zku0RMw2DrRZNRBQXX37dS4BSRRCjxiCzZnbP2ZPQ4Gzat4IO2WcR3eCi/soob0+2sS3tIdc/mamYRDbuQp4hMqOlhzsQ0ggBjCxXAJDkQxmKvIj3QAkIGBANTdwBOBH0QhP2u6aHUFKGIMd/4Lmt3b6W6uAxZlJAkCc9xVgJ5ryHDLrLswsFCuvgQCeO5AyEXeQ0y/Z3FGFI/qtiNjfNo/su30L0duG8OEOHvgIH10kK0pSLFZ30NPx8FwMrweMuTURarofpUGqpP5dz5nwAEnnjlp2zd9+IR7UQlxm8fyhHAQn8N0x3nUVkxiZIpY9/0GN7HkfjI5RfwkcsvOGABHGzdSgJIDLQR7dqNv3YmzuJ67LbRqVkciqKbLibT1c/gM6+hdb0Nmd/7YZoMPPQSrjkTEN6EK/t9jA7vOgIIYEfho5wct0LTk2vY++jrh3wjUHPBTOZ8/QP0bWzm+Rt+TaovgmRVEGQJM6OhOK0IJzErTBBFqj/2Ifrragiv20h2MIIgipjxDGQVULOYps55SQWfBK4uiUCjgqtLQrebtBjjcUlZ5EQ/mVKJ6EyTup/76Oix4D69FyktU/K6jXSRyaDpJFvXP3TcoQHIkIopJINWom12RAlsXh3/mBj5E2K0vyazu2ATrlg+vXvBLhsMPlbF6xvbiHngbH0iO2r2MGhNEo1ZSUbSbPF1QTJM2pZAdCRo95sUJQpoVYI5NRNDxGv40QUNzVDJiGkKKpJ09wfQVY3NL9Rgc6tYPTGsmhM1K2GzgN9lDhHAnBWuZ2suANjqTmFoImrKcmAbP5sKis7OMSEuW/Iz0v4Qe3a2UlNWystn//SYv0vDdDebVg5SPc7F5TeWUjvpMPIS3Qdrv8qhMX+mKZJOe9F0EbcriCrAHRNOpclbhCZvxI7AFAr5BgdlLH76g1/Azn8gWfoIpWaxpa2XAlclvXFwKLmY/YBDoG0Q/A5w2wSSWRNFEqn0Sywea+FndpGkYfD5c2zcvyFDZwSymsaV0xRCCYOApx8jpXNvYQ9f269lGW5DliTynApP7vBhlUV6BhSC4SyTanQmjMkAAtkYmKqMZAVTFzHFNEj7yKKQVCcRUMdgIJJCp92aZpU3Rq8tCz/+Ki09HYiiRDqbRhQEPvuBGxhbVs3s+kkoI4hBG6aGqkWxKiPUVD4O7FjfQk9bkPBAjJrxJWx4dQ++fDcOl5WSqnwkSWLyKcdfdePtQi+3otKGhZkkefZgtRdAljWmjPk4cfEB4ryKgRX1078CQyDNJARkLEygwH4n9gvnIXLiC/xoIIq5hfjyM7/CBafdjmHorNvxb15e9w9guGxSX6iZ50N/gBaobpvBhQtuJ+ApQ9XSWBT7Eft+HycOjysXd+mvmoyruJauTS8S6djFxu272Zgq5juf/xTWN/EiUPGNG8m/6ix2XfFVzETq2B3eLGwW8i5b9B9Zlu4/He9KAgg5wV6ANDr7SFGPA8soLYKtSzbRumQTavSg605URPImVgJQOL2G/ClVdLy8HcM0cRf7MHWTOd+4ClE++W8hBaefSsHpp2JqOonWdgZfX0t0+y7SHd0IgsDpY3LHNLMGxdNaiM8UaQ2VYvm3SAwnE//hY8NnZIp99XR/t5+CFycz72+7ef3aPTRdGMcQAUtOrFcgdz+ZmoggG+TXJ7jsr5uQrcYBW5q/JsPZd+4EXcLqUUlH++nfmI+kyuzbkyTWKzP/yx08+qyGLS5BWiRpugirSXRPL63dCqIgomkiTwUHkNIOivRSks5+RF1B92oYGGR0DUESwJ7EajUh6UW2GZgi+KtDKG6FXTushFSRSBIE0UA0JXQT9gfEZWJ2rM4MkjWLntm/AAqgyhBVeKpvHYIvilwl0OqI8D+d93Jr4YWkTZUKy8hlg864rJDKsQ7OvrJwZLfvruEJHyYgSAZWaxTrUGm9AasLl55FGxInTWFSghPDMFjy0mqWr97MxlW7mO1S8ZkKJY4OlrfXoAlZzq63cmqtwh9XZFm2VyOjw2ASfna5lWQWJhbLmJjIInyho4U8p8DzfTqSIJDVTUwT9vXrNPYb3HFuBWplOb/3nYVQnbMKGuMvo2VnJffctwN33iAlARW/x0Uim2bZzkFqihyEG7sZWG1FcXiJxioICWmcSoqo6aVf8NFlj1GXctBqTbHHkSSkmLQ4VEwMjI79VUdyc6SbJj9/+O/MqZ9ET6ifK047h8PR3H0XyVQrYytux2Y5viDvbFpF03Se/ddKNizfd+D79cv3DH3KSdDYHBb8hR7Gz6hCVt49VgSNPrLsRacLjYOVWgRhf7KSFcQsMqXIVBLi16DogIV8vo+Tcw48D98pWC25hLwFMz5IddkU+kJtvLL2HyTSQ/Fi+3OYZGjp2sDvHrjpQN8LT/sMlSVTsFvduBz/3QLLbzcUqwPF5sQwdDRNw0sMsgnaNi7HWz4Ob9nRFRCOBkEQcIyrInDJQpK7mklt3stxZ6ONAmLATfWPbsdz2lQkx/svCe8EBNM8Nu2ORqN4vV4ikQgez9ubkr2NOAl08lCoG0VWsGma/Puqn9C1YrjGm6PIx+XPfwtnsR81keaJi+8ktKsDDHCV51F8xiw2LM9y6qfnMu9Db70rI97azr4f/QY9fjAezcBEvWYfQtCG8mL5kDgKpNw6D0+8Euu5L+Gs2oXx6iyKwyECDpUtk3WU4k5EScIwdfSMRHzvTIIbz6b04t9j9Q3m6hCrIEjDs2P1ZE6DTpBM1LSIHMtjxc1zGewxESd1kUpIFLpkZiXK8bXX8njxq/i9Ju7ZfSz5fi3ZZE5ny2KFKWNFgtkEjqIgZsrOYNCO4UggeENItgypPj9a0I8km7icBpmojXCfA1XXMQ0JQYDSqkE6Ww61EA25HwUDARPTzGXJirKGKBmYqkTllDTW8zvYdeGuAwZCCYEqSxG/r/wU53pHGVisxuHVG8DMCVoPiFa25Veww53PLY2rUTDJCiK3zL+WsHUoE3KIRI7Hx5nbXCz717NE+p+ne9DP7KSCy7kHzRZla6ISl5LlxnkeXmgZw9I9GhkNrJJOiVfikkkWLpxk4VAOs//5e/O9CXwOgfMnKDy+JcvOXhOLBGfUS9x8ho+XHeM4s287Wa9EU7iOvz3ZTvtOL1ZrHq6JElPHV7J041Jm1emcEoCxm6NINgFBE0mIEgNlnTjWtfGEo5C6eAEbfTH6qlyM6wIlnmWTN07IopA00xjCyMkGTqudp77/R/I8Ry72A+GVhONbqSm9AUnMEXlViyFJdkThyPdRVdX4+ZcfIBZOYI4krjwC8ks8zDt7MnPPfmczPrN00cmlZNkLhyS3DYeCzBhsTCbFKkQKsDEdgzABvoWDaW/jiEeHvlALjy39X3pD+47deAheVwmXnfElqkomYxj6ASvj+zhxaJkkXVteQcsmCVROxOry0731FVxF1RSOm3vC+zV1nd4/P0F09TZiL68/eQMGcFhxTR9H1fc+ga129BVf3sfRMRq+9q61AO7HOBy0kqaa0b0hdCzbfgT5A8jG0yy9/S9UnzOV7X9bSrSl78C22EAaVxwcZfmoaZ0dd72Mlsww5ZNvjahtaOVaep97aRj5g5z10/LA2KHPB2GPyYxvaiXWmsWzbCxdM8OkfX1sKbcgeGMYApimjmlANmQluqUWta+U6LoLyFv4EKIlixoXMQ0TW95B3i/Zc59NEyxOA12NMu7ydvY9XsjYj7VTMG+A1t9NoutJA4wBZC1NwawY4SaV8jkqzcvcmIaOmjbZtBMEXNj1KFrMgmmYCGEX9NvwjO3CVRki608gWbKEdpUjDtrx2gX6ozKQs2p1thxKHHL01xswiIQETIScHAlgGgIWt4oaVTB67HheL6Kgso3+SUkQQBdMmrI97Ml0cS6jIICGCpu+B+bBQGhRhFZXgB6Hl+2+EiaGu9nqLyUrHnILmSaYJs1CjOLSADXZu4h6wlTnCcghGdUZoG3uaVS9sgU9afDslgxbWyrwugR6VPDbdSr9EnlOkbRqIkvCAcNKVhQIGwp2S4K0arJ8r0pX1MQxJBN47QyFAinD1ZmtRLwQEAwC/p1YF8rce5WXzYMq8ad1epr34pxezJb5AqssEvJcA5th8j+rd1HqhNL+ElY7fCwalMEU6MBA9pfT5g6TTCcpsDkgkWJ8cjw747sQXAaJdArDzLkEHRYrX7zq5hHJH0DAM5dwbAv7Ov5KR//TQO7at1uuZErdZ3DZIZtR+dGn/0kmdWKC8APdUZ66+zXam3tJJ7LUT65g1hnjjyi59lZBpRWVdtpZyBtnZDgBDZMYcZ5BAGzMRUSmhPsRODkxyG8VCgPVnHXKDbyw6i94HPlYLHZ2Nq/gjc45Eu/mrqe+CAhYFQcfWHwHdRWz37Yx/zdCtjqonH3BsO+qT/3Am04KESQJ33nz0BMpzKxK/PWtJ80S6JxYS/1d30F4Czxt7+P48a4ngAriqCx/+7H5d8+O+L2WSNO9YifdK3YO+94wIK076dqbZtF1+RSeUcr916+grl5lyidPaOhHhZ7OEHxtNV0PP4UeP7K+6gGYQ4/SoSIRg1KAqX07iN9lZ4V/MelGG82FSXw3/ZmZf3eSyVfYemmGrmduxlbchHvaZpyOfOy+IKlXrsJ1xgNYPNqwx7OhgakJiFZzP9dC00y0yQPU5odRd+XR0+NmcHUhujXNoNyDGCom9O8C2oJR+vsK8ReKpKJxkgkdTQNBNFHcKXylEdCsaJYk8S4/asKGaNEQxJwVT88qZDIi6gEv60G6a5XB64Rc7o6AWxSYMi/Dlj0mZhb0sI2UKZIczF0b7b0CZnmY6s1eNI/OYNVBsebPtv+R+c4GZjqP06Ib3QuSdf9PQEKQWF0wBtnU2RIop8lbiGlCUrEwOdRJu9NPyO4BTUXsjlPQuI+Ozb9ASzRiFwR0TSHhCxCqL8YbbSMo5RE2qlCaRawWAUmACb49XDYtwLSaXHhC04DOlDKZPf065T6Rp/2V9MsOavM28so+HUGAQqfAvgETuxVWx2U2WxTWyBpNLav4ekUDk1w+xtdo+LxQVKHSNcMCJui6SEoSQRBQBZHqvQk6Qi6s65OEuk2KDDuCKBF06EyK5rE+5Gdu1VzOv34WWU1loCnOn376DFfUX8ZHv7SYSCKG1+nGarHgto+sC5dRgwQjq+gJvsxgfM3wy9yEUOx1Hl3+GT5yLrTt7Tlh8ncoNr2as0y17unBHXAwYUbNm97nSNCJEOInuLmGNDvp5ePst/hpcQlTFxFlA8l5qAnTgjj0XDOIIeLGzUdxMAM3V7zryd9+1JTNoLZ8Jn5vKeu2P4UiWdB0FUWxASJZ9SglEzHJqAk6ena8TwDfAoyG/K38zZ8JbtnNeT/8Jkq+b9g2W3UJZV/MJdjFXt9K27f/RHpP24mPy2VHctrxLpj6Pvl7F+BdTwBPFAt/8lHuP+0O0Ixjtt1PiGpvvJh8pZeqc6ax/J4mCuY0ULyg6KSNKTMQRHY46Lj/MQbXbEBPJN+4w1CMkAlkBBthOZ+MYOcp33VMTa1huziD7t4KxNZVJPuypMQM2WAMZ/UO4s0NyGMHsM58AEFJk93SwJRvzCVUYND+pZUHyOXgyiJc48JYCzOYYo4QhrusdO204m3zkW51kux0IllMhCFXrNcNkihSYLNz6rx1dIYKGQj72LIHSiZFKLDJuBzFdCktaGIYWQBfbS+JfifRpkLs+QkcxREmzg+j73SRSciMLYXnNgioGtitEHDl6oArkoCqC3QMQGmBi4KaNqyChmd1Gd0ChItiCBmReNxGsEDHkqdiSUrDTKcm8EBo+fETQG8DlC6Gwc1kAcU0mDXQyi5/MV41RVK2kJUt5GUSXNu8nr+ss2JsSjPujABdm9dTH3qdTiFzIGJV1LJ4Uwm0UAmhuhryXAPccW8MRxaev1qm19/EYHiASHCA3WIpjVmRSyYrIJhEUyb3N2YwJibx2jIU+QU+PMfCpg6NNS0GuglWSaC+SGa3oaBHmvFl4zycStAbKKdfsnBaKsqgQ8JnavSLCgOHJGeYAlS0p3m53k99LI29Mzdxugb+uET9RbMIGxYWXzwTr93N979wH52t/QwG46Tiab5549189UfXkF/6xrFdrT330Te4nIzaO+J23bCyYErus8vrRJJF9BHu3UMDVo63KlwqnuW5f62mpCIff8HJrzGeYjUZNhPmbgzah23TkyJ63IqRlXA1HOoG1hBxYxJHJI9yXsTCmHc81m+0kESZc+Z9AtM0icT72NW0gsFoF1k1iSRaCHhKmT/1GlZseoBwrOuI/ss33ktd5WzKCse/68v8/bchFgnT1drMth2biPf2MPnn91H2heuOIIEARiqDXBSg5g9fY/eVX8UYHEXFEIsCkkDNzz9H4PxTT94JvI83jf9aAuipLmT+/1zPyq//87jaa5KDmvkVTDovd4Ge9WkP+1b2Mv6snKJ8y7p+Xv/nHhZ/bjIFNaOPg0y2ttN+z8Mkmlows8MrSRxaC+JQqIiYgojF1LCRJigXETB6uCDyIKpgYVAO0GWtYvCuj/O4aEeimeLY/XgaVhHdPZnYrvk4KnehRwbp2XgFPZHnSYoS/XdNQ6ztxFqcxFqQQbAYqAkJIyETXFaEd+YgM69tpuVXkxEtJqIzQmbAhs1pQ7KroIoYpkCZP4Ki6dT4eih29bHwE30M7LHw4vMNjKl1YJEdqEbOEpfq8RNrzaNwdiOSbGIRLMiKTlltjGyPH0wBw8iRvkIvyCLoJqiHGE36kjZqiqYjykmWSzEceXGmT4pzSnwc3VkbVTNOYe7ZPv6adz+PRlcNm8ve1ODx/1iCCMWLYPtvsZABTPLUJCsKaogoLkxDJ/ZEC5/P20GxGSOwr5Fg1IvtlaeZTP+B4H4h4wMpjW7T2HrNJ+matYi8nhTZMTqd61Yz/cUuLrgnwYNXJWgvrmNVRx77tunkLainvlZgZmc79YUmdguQ6MWpQulUK5GUSTihs6IpR4JiKZN4UKW+QmF18TxS1VNY7SxguSxRrKssSkcZo6YYr6VZqzhZ4jwkvlIUeOnsfCzJDNFlzYhUAyK6qJJQ+3D27OXWn38NgK62AQY6+9i7vYNw6GB24E/ueJC2xj4uvX4+M+bX8fQDqzn3splMPaUOuyOn4VgUWExP6CVy0jfDg/kEAc6a+R1cQ1EexRUBbv3OZTRu62Tp4+vJpg+zBu73i48CwZ4oLz+xgfOvnYvdeXKzaAf4DhlWc3hmLIC1UIXCkWpHm4jY8PMdBMBK7UkdU/jFJ0i3NVH0kU8jyDLZvh708AD2+kkn9Tj7IQgCi+fczKlTruK+575FV98edCNLKNrCy2v/xrnzb8PjyOPup7+GcVglnb898Tlmjr+ICxd85i0Z2/s4iN2bN9DZ2swZF1/Bkof/RTIew9c4SFlEgPEGqd2twwhg/7+WgGGQae9l4IEXkAMeJr/8BwaffZ2OO/+OEU8eeS9KEigSgiBgG1uOd8F0ij52KbL//ZJu7zb81xJAgDEXzTguAigAFbNKmXReJYamM7C1DW9NIRPPPhic2rE1RGIwS39j9IQIoLUgH8GiHEH+jjae/apreyzj8OshFDRmJ15FH6KJOgq7rJOYmlgFpsluyzgSLRNIddZipHUywXJsBZ3E9swksmcSsrSDuxpF3CEYl5lB54piKr+4DhkV2annBJltOsWXtINoIojgmhwkvseHqzoLVWkyXQKyW0O0GJiyRrTPiUOOEbYU4J7dhzghyt6N1dTVm+g+cOoFJBODWDNOXC4LiawVKWPDIpgIhkm+6aLMkk9XocCm9TqiAFkDDgnLHPZw8bgVimoiOKJOxvqsyApcNrGAK66YQMXc6QfaXcC3+Fv/Ej7W9qsD3b9X+SFGDXcVxPagAo9WTWevpxhTFFAHsmidcVrSBp6AwZT8Jsoz3WQ1bbiSgRKHeDVRXwJRzSBnk+R3ZqjdOED1llz2pKIKXPJYOZf/5nP885QUXS9uxbAIvNYwHXVtlCpnggc3RwnGNW6aY0GwmHgkgQ/NsfHKvgSdEcgY8OOtAourXOQbJgMOP350BE0nIsi8anEjJg3SFontFiefjnbzutXFOutBa9jYpgTtjfvwZSFrOFEsXjxygJbVK3lgzieprwnSmnBj3bqMcGRRLhkHGRB47cXtAPz2+08c2N/y5zZz2tmT+e5vc3p1Xud45k28i1B0I7LkIJFqRpZ86GYSr7MBl7162NSXVuVTWpXPggunsuX1fSQTaV58eB2pxFBc5gkYi9Yv283W1U2ccel0Fl40bfQ7OAwGKYLcOZTkcWxPw3CYiOTh48NvehzDxpTJsPcTlxB/bQkAnT/8woFttgkzaLj3FSTXybeC7ofd5uHmy35FKNLFbx/4CFbaSKazPLr0+zQUOzh99nXsbH6d7oE9w/rtaFr+PgF8G7Dp9VeJRSNIskR0MIR1Swfe9iiZAheJzXsouO7cYe3ja7ZjmiampqFHE+iJFPFNeyi49hwck8aQ3ttO3hVnkNrbSmLzPkzdxDl9LJLHRfsdv8fQNEq/eD3Cf2Dd5fcC/qsJoKPAS/miCXQs23HUNvtrT0StVTz/sy0Uym3s/OcyAhMrOO+ugw+k024cx7RLq3AFRl/nVEsk2X7HD9BCx2+FMhAwEMnX+1nmPh8FlUvC92EgIaIRlPKZnVxB1hT5a/5nMWQHpmoQa5yGoZqku2qJrQgiOv3knfk6gXEb8SyMI0lO0o+nmTH/el79f17sE1Yz+etREHOJDsi5RAzBBFE2sJXHMRIKmT4rks1AtOroKYlkhw3D24Xjy4P031dIbEsR/tM7cPQ5EVUreqeOKOpgB0PW0F0JzhzjxbmzgfZTo/Sr/cT8OnM+JJMY04r7zsm88PQAve0HBYf3Q1DAPw0++5kJPL36Oax1aS6Qaqme4+cXf9jKax0DPHhYsttH8s+i1JJHTE9ytmc6PvkEBIpn/ZDYkm8jZLvY6SolJco4+nVsKQdWm87uTZvRbM0Y3SO7NU1RQ3c1Ig06mPLQnxj/4muU9BZieGfjDuWkiRIWGWdG5v5XX+LKO7/IbVdcwtNyKy1ESRTPYqMq0qdsxmdtpMQrku8Q0AzQdJg/RuHRzSoVARG7WyCxN8a51gR9gp3UODfzkzE2PxrCMs5Pb62HVwq8JGWRF+0+5qZj9EsKxVqW1TYPrpiAkiqjX91DgW0iiqEQVAfpSZfSG95DqCfMFOcG8h0iqimzKzkWA4kBbb+Uy3BGNtAbO0KKRZG9FAVOByDPO4fjxZR5uWojqUSWNUt3Eg0dPW5WS4DkAGGI+ptDcj37kU2r9HUOYhgmonhiLkeDLEF+iEoTMe5+w7ZHd1nLVPDCCR3/aBh44C+0/eiLmPHoiNvTOzaw6dRSHBNmYC0spvjWO3CMn3pSx7AfAW8pNsWHqcqY5LQ7d/UkmT1jPPOmXsP6Hf/muZW/O9BeEt+dS1EWlUZ6KcaPn3df3ePRIN3SzZyoB+G8M9i46lVc61rZ091M2CexyFuKYBr0/uUJxvzmS6h9IfZ9/E5Mw0TO96IPxkAQEBSFyAtr8J0+E+fkOpyTc/emfWwV9rFVw45XfPvV6OHY++TvXYx35113EuEoPlJw9nDhGx3YvixEy471XPLpEtyV+VQsyklIGLpB0+o+auYUnhD5Awiv3/yG5G+/R8s85LOIiYaAX+9navJ1PEYcHYk9tkn0WspRTYXdjqlIqd1osgVJkBAkg9juyUR2T0USM4iDEUTJhyhl0UQJkcmkuyViQiWJ9bux5M8lvcdP889WU/qhnTiq0jAkTosI7qlBwhsKMRIKasiGoBi4JgYZeKmcRCiI7B2gdY0doyyDsU/BUGVKr2pEMPrZtcRDPGjgiFmxOvJINdgJRbPEpRQK+bgkla5wH629aayKyY4N3didUFgp0teWO75/Wq66WsMtIFoF7upaT7LIg02Uuen/1XFv6yv0yBFeENt5Zn0lF8w8qHklCxLnjVb6ZQiJYJpwc5xwe5TerZciGH2c5n+BBnceq+Kz8O3Qya6V6aqvoSy0g8ML1e3/UQVAlkw8YgJMGLtuAF9UY6DoUTAbeH3eDjRnBcRrWXpbHa+88lf8M2YgIRB4PML5ZyX5ydNdJNMietaGVTFRJIE9fTrNIZ1Tx0hEUgZj8iVmlKv85PkYv3daafPqJF4RyMw3Oc2t8VqVA1OFtChgSxjsstmQmlRu8PSh6hrNHSoXPTOAIdVTZB+DiBXDMOg1XJRYTcY5gjjE7ZimgCwajLG3UOdoJqp52ByfQEemAt2UyDL8/jj9vCknNP9Hw0B3hJqGEnz5LpY9tWlEN7CpgpEF6ZAfxTSPjBds2dXNmAknJjbfx2eJ8xQ6J1opwYKVGSdV0Dm68iVav3nLsRsm4yTXLUevHU/PH++k+sf/QLS9NRpsxQVj6OzTc6x86On22Ms/5Qsfvo85ky5lav3ZiILEjpZXGVd54nIlJwoNnQwqzqHrVkNHRsLEpJ8oVmSWsp0kWfIYYAyFCIiMpfhtH+vJwOBTryJnTbwxk9OrZ9JZlWFvtAtJ0zFNEz0Yw3f7fJq//Gv0aIJ0SzdGIo2gyCgFPqxVRRR89CJ8Z8w69sEA14zRaxC+j7cX//UEcMbnL6Lp6bVoicxR2wgmFLKXaI+HB19cyQLvZBRn7qGw5v5GWtcP0L0zzIKbG466jzeCb/Y0Wv92H7kiuEfHoeuZAFhQ6aSQglQrLkkDBHqUUjY555MWHehIFCn5zIivotExjYTkAVFAEkQUTcdoOBNHcIDMprMJrr8QIxVCFGVMZ4LYwD5Ejx9FsBPZlE/hRQ5SiKghG7JHRXKn2f2bAMkNXlBl1EQa2arQ/0IZpqFh99qJ762ku8qCNaBhTe1G01JsfchLVofiqAtDTVHaEkBAZId/gE5/hKxkRdkk4jnTgyjo3POnZuJtFTjnKjhLQekFpRMEO/gmG0iyiElOGzGczlnNshmVv63cyPhADYHvPkhXJswN639H38xfj+p3aVvZS7g1TvHUAJH2BN2bBlBTOoIgYmQNouke2oL9FPvKyD4zm4QTqst1nk3vJuqKYOsvZOxF8yhY+hp0xQ+SDAGEgA18dszGg8Rf0RU8UQd7prSz5jwvHQHommBn+ecvAdOkuspJypYkGpFJZOOsF7ys6EvyyfQErPUJRCGXUemyCjgVkYYiia1dBinV4N51OntD4AlpjCfDFMnOq//qYYvF5CIjRDdW8quztFfaKW9NceayPqwZjVRqG18w3XRFK3EoCVymBxAQBYnOjEqeYlBsifBo3xn0ZfM4xbOOWkcziqCTFVOENT8G4ohxeXu2d7Lg3JNHAi+7aQEAm1/fR3FFAKvdQldzP2pGY9HWfbSU5NFZmo+aPeiOHSmvwGJTKK89PhHqkWBlIinWodM5yp4iEqWU8xxWTs7iaGTS7Lp2Iamta0fVT8+kkQKFbxn5A1gw4zoefvEHqIeEcJbmHYx13C8uPXXs4rdsDEdDmATPsokEGRxYiHP09QEgQYY2guTjxomFUk6sks07icKbLyGxaQ/ueZMxVQ0zleHMZZtQBmKo0R5MTaP1q79DctrQY0kMVUPyOHFOHIPvwlMxYkkKP3T++xa9/yL81xNAT3UhVzz//9h533L2PPAa2UgSURQxNB1nZYBUdwRD1ZENE3feANkek42xnTQPimhLZH4Zu5eJynhOm3kJ/ZuaKZg2eikJNRQGmxWOlfXLwdg/yK2nVhFMwU636CEpe9jmPIWE5EYxsuRlO6nQesmiYAoCopHFFBUME0xBwlRkkuWVeKx7cKcTpNf0ohaAPHY6YtU07I6/EdngwDSsZIN2ImsLyA7YEO0aPS8G6N0QwpWXxTAzGKqO1WUn0hvE7nYgF4ik7Vmi9w6QN9fEUWqw61cObJpJdI1MX16SfNmJKulECiLo8Tj26mrMzjjptREcaStKiY9kvkG8USZQCqIVbJUm1jITUcpp/hmmeUR2oInJ+rZeNqwPslC5kCcuu4tMXTf5G6/hayXXEJBd3Jh39lGzCk3DJJNQCTVGUVM6u55qIxvTDhAYcyieS9MtKLIFl8WBIVaSvumPxHYZqI9VIVd4yAyYtHunEh1I4Uvsw2PrwyINrXaiAKHhv3fTmE7aZseJl7q59/PzCBZfRNrnAEnCqcHpoTDPVrnwl3lo+GoFP1m5CfGMEp6XDJKGn/5dEa6eLuKywqI6CR14tVGlJWQS94jEG2RKNlk5X9xBaUEp8R0u1qbh3koPZ+xKsCOYpuTfvbS4TYqdWWyCjB4LIQv5FFglbKJnKOvcJGOAjMDSAYP+TD2DWoCUaacnW4RmSoyxNxLXHMR1FxYhS8JwYLUreP1OTN0gUOjhzAunczKhWHKPq5kLx1FY5qekMg/FIvP6/y3FsXYbNbLBcyV+etqDB7QiD4coQX9XGIv1xB99Pj7FIL87dkMOJaAKTs7HwenYODkC1dpgkJZvfIzUjg2j79vRzMCDf6Hq278htXc74ZeepOimLyJaDppOTcOg40dfxlJWSdFHPzvqY9SUTqOqeDK7WlawP0TgvHcozq+XML1EMDFZTeOwbccif4digBhPs5HTqGeQJNUUUPYfQgYlhw3P/NwLmWBRsFSWoAzEQTMw0llQNcxUFiOVgawKNgtywEPdXd9+P0P7vxT/9QQQwFdXwozPXoyz0Ef56RORbRY81YVoaZWdd79C9XnTsfgdbH9uNZtLgtzf/zK+MYOEvnk37af2YMox1twRxFnsY9EvbsLqHUVFEsMgunUnJI9N/uBgJJWGiICJ3+gFJAalPJb4Lsehx6jMNhJId7LbOZ3KzB6SoouiaDd+PchSz0UMKCW4jShWI0WPVENErUY2kghqG2ZMRVMhb9pW4hsd2AozpHpLaXv06xixTsyeLWD1YimspWzSBlLRJJGeEAW1pWCY9OxuJ9oTRhgAw29AyKT/KQNxkYwgm2TCYGRMUgNJEjMcZApM+pzhXIChaSLbbbjmQLY3g6XIiaM6D298EIy8A646QRJG8u4NnycRxIRExWkOnpp6B+fs+SZRQ+eOzrs4yzOVC7yzKD5Kvdk9z7bTvTGIlhpJZsRkR/cOEpkE46umUOSuZN3udZQWFWLdMQ772I3Mu7yZaEhidXMVLX3lVC+eiu/hPeimDMJQIshACgEQav0wqRBjXQ9aVxTda5K8dj5SXoy0WJUjiqZJEoG/j6vGFMBQozQngvhsFsb5B4lOMtE6XZyuyWxo11iyS2NiscTiBpnxpSK9gkHvZIUSi8LESpNQfz61TgsDqklCE+h9IUhW1rAlrGSaU3w2z4pms9CbNTG1eTzdrxHWE0z1qLw2oNKjWgGBOrvIoGbSlq1AQaPC0oFLipNnGcRZUkOB10+8rQefWyR/2gRmXnkNcxbmLFuGYSCeZEvB7rZOivw+fG4nlXUH5ZnmfeJMmDcGaopY+osliKKAYeR0jkRRoLDcR1/nIKIkMXVeHRNnvTk9QAERCT/HTuc6CCeX4uU6nBxZHu9EEXz8buJrVxzTs3BUZNPs++qN2ApLMBIxktvW4pg4C9Gac02nm3YRfvlpRIsV+5jxeBaMfuxXnf0tdF0loyZx2n0nNs43ga20sYa9nOAMHRUr2INAjjz+pxDAw6ENRpHzfGgDg7mg4v3IqmCR8S2eTdlXPvI++fsvxnuCAAJYvQ6m3Do8w0m2KUz++NkH/j3jqjOYAcxJzcbQdF5f/30uanES6Id+moiX+FDT2VERwGRbJ52PPn1M2Yqh2hYH/iXmHGsksJOQvATUEHlaPx59kEWRZ/hH4ecZVAp5Svkws2LLmJxaz3rXqWRFay7eLLWduOyj26zB0GWyogtmno7psiNarIS2u7HnN5IKVaOMmQOyHb13a24kmRhGfxMgYPc4sXucmKZJKp7AYrdi6DpaUGV/CJRog8pLM6T7RXo2AttMdF1HSIt4ey2Eq2R03SDV2gEWL8q4QrKDEkJERwyYuOttCIp5hLvuaA8ewQREgf/75tmML84nK6fZX+FYRUMAglpsRAKYTWj0bQujZUbK2sztw+/w0xvtRU0nETzQE+1hSvkUhCWFPPtEN4WLw5guCyVXOHEFwlgSfeTdmIewKklH6yQGO33Ujd+MY4oNWiOYwRRGRYCucRdQ9vK/EB1u8uUgnWTQkQEZUzKHoqQEBFkESSBbb+OD6wfJ39SLGwO7W0AwJFyyzth8iZ0aPJuEjolWUh6RCx0mqwZMkv0+xuVLuMtVQut0SiIq62Y6ubBdxRqwIgiQTENcNXDKFk7NU1jhSvFkMwTTElquQC1rYlmqbR2MtaUptAxSZOmn1BEiUD+JRd/7C80vPsYlV3+KVXfehiBtpZjZvP6TvxDtaCRv7BSm3fwVZPvoRdxHQiga53ePPkehz8M3b7jqyAZTqgGYe/ZEOpsK8OW7cbjtJKIp5p97UPrkZC1mIt7jbmthJmU8eNI1/nRNRQ+faBxiDpFH/wEXXIP/nMvpvevXiE43lsJS0nu3oydimJpKurOZlm99golPbUZyj04BQRAEZNmCLI8YKXvSESeNALzEtiGL31sHE+ghhIGBOMo69e8GeM+YiXfRdCKvrEfPZDFjyVylD0Wi7h//D+/8tyZB6H28e/CeIYCjwUR7Lptpc4EPesMHvk91h3nkrG/z0W2/Ou59GaqKmUofd/v9iSD7l4qQXEyntZqKTCPTEyvRTYm46CYj2ME0UUUbvZYy8vU+OpRqonIBAGs9p2MxcpIZpmbkRKVdMoLFmnso6hLxtkUYag9m6xoIVEEit5gYho6Qzp33oeul3eMkv6YY0zDp2d1GJpHO6fdlBbqXKUz4bJKWRyyQNSEr0Le6m3i9BQywJGU0SwayIfqWB9ATOsWLE0j2Yobnih5D5M00MdBwecOMLfHhsVqJaTr6ITIcr0a3cXfwJX5cftMR3fWsjs1nIRMf2X6jGRpeuxdVV9nQvp7JM6uoLxpLWk1joGEVrex7zk6mrphxk5op7mvFsrKR5JQ8JE8BHodOTMwgTfDBWCesbIfTKqDEj0XyoJbNZlv3aZQ5iimUWjGw0a/noWFgJnXC9+3Fe+UY5ICVzOs9dKQlag0NRQRE8KoWPjbegm7T+H5GITlRQs6oWCWBNhPOKBZY6FMIZAwUh8DcQolqUWFqFgYREAwTmyyR1A32JjVqHaAZEmIWRFlCO8R1ahdTzHBvISCFsEq5+RKtLtLhEC/fcQPR9n1s/L8fDFkxoXnJwwf6tr74GFv/+Usu+ttLFEw8sWScQ+FzOZhQXc6kMZVv2G7qvDqmDmUNv1XQCZNmz7EbAiLFlPHYSSd/pmnS/dM7Tsq+Is88QGTpk0guL6LTjSAIaMG+3L2WznkurNX1dPz0a6S2b8BzxoXkX30LsjcwzGX8bsAa9pEiQ89Ray+PjEoCDBDHxKScPMZQgIZB7VDCx6vsZCdHClln0NlOO5OpOmLbux2CIFD6lQ+jReK4Zo9H7Q3hv2A+ZlrFPW/yOz289/E24H0C+Aa4ZuUP2fbXF1l75yMHvssMxLh70mf58NZfHpc1IdHYctzH279IaEiIGAiYlGstJCQHGcFGebYFHRGGsoNTkgMTaLJPosk+PK7IFGQykpyjU6LM/2fvrOPsqM+3fY0d13XfTbJxd4hAggQtDi0tUH/rQvsrdUqNCvVSoUYLVKGluFtIiLtssll3P65j7x/nZLMb3SQbSGguPstm58wZPWfmnuf7PPdjmjqCnClscQgJEqKC6MrH+co2Us5+zOYONK+CoQhH7rAggN3rBEyq5k5EU1V03aB1cy0Wl4CpwsyvxVh1W7YrRAISehoSIPgZLHW2eXrQrBYMTcc0DARJzHQmMTNt5IBMMqRwsCWMiS6kiOV20TG1gds77uPW3OW0pfvIwc0AGXf6KCnswuErLO1+K7PfO56Nv99DtOtgYZ4RMhuaNhBKhEgbKaKtLcxxXsS+nn0E4kHaYyq6VyKya4ANL0pMrJRZkO5GfLWb2oLLmGM8hbdExdylQNwPkoCQ50Su9lDUvpvU9CJmhF/EK1RgiXhJyzHk51tonD0OI67jOq+EvNYAM0MG6XCI5nW9qGNtYAerB6y5Kqoq0JEQeD2/gPFFOqsbOnEK4BYzhhtT/QJ6v8yN54u8HtUwOk2sUYFcw8CQBYoWmATiBhsf7yeaXkOetRh/fB6dfQfMne3EmOJpptjaC+YBca3Ho8TiUYYZsRyhP6iaSiJZRqfSVRRFPnrNJcee8U0gyB8xaDjKHAKgoDCVYu7DQvmorr//8b/RfOdHwRjFgc1kAkMSMXUNU1NB11FKytGDAwiSjBENM/D0wyBC7Bd30fmr75B3wweo/NZvRm8bThATkwGitDNAHYe3ZBqKEwsLGU8dXViQKcTLVMpZyz5SaMymCs+Q3vPtDDCeYpzY2EIj+kEPqGuoOyMFIIAlz0f1fV9+qzfjLG8RZwXgUVCcVmZ/+gpKl03mvyu+Mzg9FY7zwgfuZckPb8ORf+ShoNC2XbT/9ZEjvn44DsS/Mv+vt05hj30Oy0JPYjUTNFmqQRAYn9hFp1yGKZJJiBsaYThIwQmiiDBESCVwIEgmcjhN6vLL0PetROhuwtKnkywEQRAx92/FkJCkgMDESXmcd141D96/gaQqY5om05dNZ8lika6JzxDrOCgisEvA4lIQzzVJOTJRJHtBGNMAPQB97VZyFxUhyJDoEFDH96JZUszwVvDbd1yPolvRpTQt0QDfbX+YtepOAkoQyET6etUg5ZZ88ixuBtIH2hOZR4kiyjaJaTeNpfmNLnp3hdASenZfM+8p95fjtDpp6G1AavVRI+3BbXPTGg+Q1Aw8/RIugJjIjt3lzBsvIzs1psTqaOxdSIl3FUKxGyp9EFdBN0AQMMs9yBpY3CGKRBkG9tBebMM5XSb2nBXnlZVobTEuXrWHvj6N66pF8qZb6X5RxLSbVF9qEjfhnn5Ix0SmdyZYIKVxA9UNIslKg4Eage8aBtc1SPzFTNKp6sxKKFTaM6UtT/ckSaw1mFotsi9uIU9xoOJhfTiNhMp7C1+iwZjOeO9mLOrAiFopHomLf/QPcsafms4TbyUCEqDAYbMAbUj4cfEOirhvVNebbKqj608/of/vp0Z0mbE4ktODFgqAJGHJLSSVSKIF+oj3rAOETLTXMMBIE17/GrXvvZjxf3oWQXrr+rrupp1dtBLkyHnWAuDERspUmZIqp88WQUJkEROxZfsuT6WMfqK4D7Iz2kMHEiLzGMsOWtA5+T7VZznL6cBZATgCCmaM5X11v+KNr/+NWGcQyarQv6uVbb96hnPvetcR3ydIJ5YXYhnyjNllKcVthNhrm8Y+50y6lVJiYsbUWDZVRFNDE7Kn8Tjym0RRIMcr0q+LSOOnkQg1oWcaO2QWlZ1vf17a1KmF/PinV6NGe+hZ9QuaF8/h+df6EASBghI/0g4Lvtl+Xvu5giALYIqYuoFpmkxNV8EWg0BBmIHcKAOONGrIiZmUUTWTlnslKucI8Km1eIpsfM55E1XFPoodXhpSXVxd/20sgkyfHAZRG2y60Kh1o8UNrvcv5onguswxQWS2rZpvFL/7qPvvKrSTiqskY6mMh6IgYJomkiRRkVOBx+7BxKTUW0ooGaLUW0pdKobY34gMWLLH5hzvbjQsOAQRjC5y7BMRTDDjKsLuXoikQBGzw6QCWgqSvSKtOXuJCyptHWNofMEgtb0frSWK2hbjQUPl6wtFrEUGiijiGWsguU1MBLo1qLKbJFJQsKEHn5qgsshFIGFS3wXlkklxLximSSUS+YpApT0z5Ls+8ALrBqZAyMuqGh0DC6+HFmEXohRYGhhr09CJMNP2OlriOHp9DkFyuJl844fp2vQ63VvfYMxF15zQck5ncvgsCdaSZD0S5RikUdkDJLEwmQpeQTwFpsEt3/wEkU2rR325BzDRejoz/7Ra0ZJxRJsd0zQAASQRwenGTCYglSRdX0O6YQ87lo9FKRvD+HsfQc7JO4Xbd3ia6D6q+JtAEfMYR5QkjSt76dgRJO/dLnJyXFiG3ALd2HFzqC3ORIqRhySqSAjDooB5nIDJ/FnOchpwVgCOEIvLzrKffhAANZFm271PU3XZnCPObxoG3S+uPOH17Y8ELoq8QEqwE5Jy2CwuJSY6QchcjLTs74xaG7n4K/CB3QrzJvrJ9cIzD66l3p6NOQ5e1wQwsh1BFJg4qQBN0+mveREjHeemxR1s25tDYCCOPpCmZms38Zfm4PFo+BfKaIZBKpLAoSrkN7oxeyGn102FRafDE2ddxI1d0khZUlhjBonXJAreX0V3oJmvC38kp9nNRwsuo3FbK548GwNSlKAWJXlQ1MXA4PNtf8ArOiiRcvhp+YeZ7Rx3zArU1vpO1q7dQLmtklA6hNfuxcRE13QkScLn8DFJmYRdtpPjykERLVxWOZef9zfRikkZYEXAUPMR2EN47DhyQmA3X8FMA+0ZAWXeNJWYO5/YTpn8qTqCKeCqMBCkOKYq0PTrHijOwVNp8oFFBo9MnI+eiLN39VocZRJ17iS5mofpqowOlFgFrtJ1XiLJPf4OxiRaeGPiIsYERfblwPQe+EqdiGjCIlPDZnHQ4zT5V0sCQ/cQMWzoBwX1iiy9LPWtIWjm4VIiaNmhxYN9KY+GxePjqofeIGfcZAxdZ92PvoCn7OSqbU9nivgtUR7DzTsRsZFiD718mVy+gXQcBSLHItm0D2tpFQ13vI/IqudHbbnHXnECIZ1GsNuxFBSjhYOIVjtmOomeGpI6YZqonS2onS1sW1zKuHsfxnfhVUddtInJPuJ0kWIiLgoPb6U+IqKkaCd4xNeL8DKFclzYcGFjwBej3xfFY7UzmdIRraOM3MF/T6Wc7TQz9NvhO8M7hJzlf5ezAvAEUOwW5n3hmmHT4rEUA31RyioPXCxSbYcmDR8vImAzE1i0di6S1rCx/Cb2tWUvPscR8VNkmFgOl58D506Fpk4oycsIQSkwmb8+tIm+vuFP0bZOcPSBJMPahk089sxT2Dwyt1w6m2uueBd/WaYQDifZsLWGX3/1aVIFdqyGCzCREbDZHLitCpIoodVkbxomuESTElHD9McwcqM4dzsxUwabPpnLB7+Rz+/nPk273s8drfczNpXLtG2lTLn4HB4aeJW96eHmu+16P3YUPlpwOR8suIQCxXfMY2GaJn/92aPkq0XEhBhOa+YCrukaFsmCaqooooIiKnSGOijyFrOtfTt7uvdyUfkMWuJBevqbER0qBaV16LpAIGrFIjRiVQcw/HYGPJUkzFLoySUZgv69brxFvaT6RAQZlHydtk0KE6Z34y1rp32znYBbw6+Mw1TCJCyTaZxaR1e3TsHLFuxWC61LXMSTY5ixTeY5oYWiwnxiiUKqAgK1+ZljO6lXwBRENEEjmKpnTdjFRiOPzqgJxlQO9JzJMN6yl/N8q1EkA7fQPEz16RzIwDzaJ02yOqhcfjWuokzvbFGSOPeLPznmeTiTkfDh5b2Df1uZRBmPjuo6Yjs20vHzb4AsE37p8VFd9jExTRL7diHn5KMn45jhIIYgIHr8R36PlibdfWxz7J1EWUOmXd0eEtxEAb7sMOzxsIVGNhwlF1MAAsRYxz7eQaYQacrMUibMLBoW0Tse5jKGGtrRSA9OO1q6yVnOcjpz5tWun6b89K4n+O4X/s1AX6ZbgyCKVN/xKWSfB0aaH2OzYq8qxzt/Do7xYxBkCQ2ZqOwjWTWHm757LT/+BJQVCMcl/qwKXL0Y7v4wLJkOkgjjSjPiD+Cyyyfzf3csR1HEYWO/y66rpszvxp2QSLUZhPYl6Nge4m+f7uInlz5H+64BhDRMm1TF3GvHsmRyJWiAke2DJoHeqOIIZf4WEbGoMv5eF+OLwphXNuIsjGMRoNQEfxxsPU4q/10GGsRIsqOwHYTXSDVsImGmDytEEqhc6p0zIvGXTKT40ofvprs5U/Fst9ixSBZEUcQiW6jprmFz82ZM0ySUCBFIBNnYshlRlIipCcqdeczOKWX+mOlUF61BV1VMq4B9cQ56KI2Z50CvyGNP5yRa6p30pScyy72URR9PY8kxseYayD6drf9y01NjBcEg1iejJgT2NsEC96Nc5e1g+vUC14g/pvOhhfyjOc1TzQb1u5281trAbblbuY5yPhYZy6UNNq7ZIyKpkBOHZQ3wXK5Kgxaj3yji2aiLTkyQTLBlBvQtQgqFJBX2TpbmrsMm60hC5iYmSHK2KXRm6F8TFBAkJPuRh7l8Yyex/O4/Y3G6R/JxPMsIkX25xPdse/PF3340Fa2nAzMcIolIRLSghQNHljtWG6L12J1F+oaIJ4DAQX8fCwODJ9h0VPEHkIubXNyH+PSdqPiDzHdiHmOHTVvK5BNe3lnO8lbyPxcB1DB4mB7A5BJyyTmJ4YehnLNsIjs2NeP1H/A9sxXkMe2eu9DjCfpeWU3f62vRU8mM07qhD4u2OCeMY+wnPoglxzc4LdXXj6FqpPoCeKdNHKw6/uDl8J/XoaMPPE4IRCAYPXSbrApUFEBRLtxywO6QX/7rX6TTGp97z82Dy5w2rZiLLp5AQ0MfXZ1R3nPrHK66ahrGt0zuufK/bFwdQDBFEo4YbSUdbHvVwe4ZbeSVuyma4ufq25cQHZfmta0vZXoZJ0DQwNcjEI8Pd9oXTRFfh5ucqJvuCwYoS3VRG7Di6nSyY0cHhcFcwgtDhD0x8mq9rCvu5nFhOzE1e64O2CUOcnn9N+mc+dAxz9O+51uZ5JyCVqxT4itBzjahN0yD3mgvm5o24bQ6SWkp9nTuRVIsJNQ4bcF28h1+tnS8QYk7hwkF81jduZxSzxh6BIntf93OMsmKY4oLeayf3Dca8RfEyJnsJ17VTtoaRDZB8ZuIMky6NE7TGzYmXpRGcUB+tUbOWA1ECO3z0LNzJuvKX8aXW8Cu2fUEYyqV/Z30FDi5OTKOx60NLKmPo4rwWqmBWxMoDcIPozESdQbr0wJy2ooaBwayO2/AvEkmYyMv4xf7UCQTU02BJKHYXZQuuohzvvATgg01bPzl10nHY4y58BqcBcW0vPokWipFqKWWRM+ByLbF7Wfux75+zON+luNDCw4Q2b4ebQQRtVNJ5pHBxBAkkrICmolkGjiMQwsh/BdfR87lNx1zmXPwUkdy8Gs85jiGUHUM1rKPfg5zwRuCBYlzGE8JR4lYHie7aKOPMHV0DU7zYx+WR3iWs5xJ/M98cuuJs4Eg4SGq6z/0shgvkw9K4jWyzcDk48iru/CK6Vx4xaHeSZLNhmSzUXzdFTjGVJDuH8BRPYaOfz1OpHYfoqwgu5woPu8w8QdgzcsMJ9uLC4dNnzsx8xOJg9OWCdhc97XhBZuzquGK2bV89Yf/xDpzDKJ4C7F4kq/84K90DnQTCMbxii/yoXdnlKEsi3zms+cdumOmid/vJpoTwZq0EJZMkvYkYKIKGn3NUfqbY+x6pg3FLpLvhd5q8NaAPQgGGknANA3k7MdNQEDSRNJOFcNq0Lm4hykvFdN7cQu5z1fi1Ox0b+hDK1FY+JOpPPrXPkzr0YPVKX1kfRncOS7StiTEJQQEVE3NuL+YJoZhkO/Ox+/wY5gmxQVjiatJmtq3E4n1AwJVxYUkZ0exdNoIJAtI6SYVPi/uvnYCJbn4unuQY12UutKYsyYiTYxguFQkE1IhCREFxZfEV64z650xMKGosZzZreVsrVhLdEcZ21Z8jj03PoFzQQsryiaxvL+csXGFiaoHccDG8+4OVqldzI2KjEnCv8eDI24SskHEa6I0QX/44DiNCbpAbbvEkrljcc35NGMLUmy//x68VRMpX7SCeZ/+NoIg4CmpoGLJAcuV177+IRSHi4t/9m9MXaNn+zp2/eM3pCIBpt/6WaouvGZEx/4sIyOyfiXd9/+U0JoX3tLtMIf8tpsa9lQUDYgrNhgqAAWB/Ns+TcXXfjai5XqR+SAlBFHxH+fQ7z46qKUd9SjDrhICTmyjKv4AUqg00D2sAOR6zh3VdZzlLG8m/xMCsJMUmwgNE3+QKSbdQIhCLMMiga8TRMXgQnJGzcBVEAR8c2YM/m3J9SNKMtb8XMbf8Slkx/F3THAPecvtN8FTb8CkSgjF4OaLYNuOBN09/dS32Ae3QRJFls2bTUd3AL//wJN3NNFAR9+zjC15H7LkQDdSiIKCKIn8v79exPjX8/jslzP2E4Zi0FfQhyfgQU7Ig8dITRjYEioL4u20hysBgbRFp6W6m7G7Sw4cCwQsusK0R8dRv6wdX4MLb6OLss256JJJoiKK9ZkKUoJAbXUY08oRh7wLBA9PTPjGiIZ/AaqWFrHCt4R//vApirVidFOnqa+J1mArS8YtYcWUFSTUBF3RATriA9hkCxEEQgjkOnJIRtPUvbobR95LXFJ+O43xDtZG1rJsTi3dVdNos5Vi39tKpMCLr8YgPTuMY6odNQWBf59H0ftfPVDhk7XXKd8+AaO1AKWgjb6np3PTuT1McVTRW+9FTfTha7aSG/OyyF/K81IncxO5NPZ1UhOJsVGEUK1OpFyCgIGjwYRDnFvMbN2iQDgi8LNXJzEzbvC933+UuR/92jGP2bl3/BhdTaM4Mp+XssUrKJ6/DFFRzraJOgWYaprwulchFjvmvMe97OzvEzlrGXdD8KrJzPfRHGyejXCcbf9EhBMafWkjcFTxZ0XGiZV5jDvuZR+NGCkUJNSDvlziKBt8n+UsbyZvewFoYLKbGMFD74oAJIE1hLAj4UFmInbiaHSR5gl6WYSPMBpjsI+qm79/wRwkq4WSG69Gsh3eLDfaHsFR5EQcgZ3M0hmZn/3c/8+XefbVLVyweBod3QF+88CzfOy2S/nJN95Pb3+Y7973V9rDT7C59mXGl7+LXQ3fIaX2EYxsYfaEH1PT/EOctkrGlX4YgOVLZ/G5T1zP48+uIRxOYLNKFBa6iP79YFEt0B4+0K3BmlYYt6cE6eC8GwmMqzQKXvdjigaCKSBpEqJmkrfPhwvwiybpYgtiTMRwZrqZFEg+fKKDUkseF3tn8cWiGxGF47v5OEUX8yrmYxgGgXiAtmAbA7EB+mIBnLqKgYkmmGzpreO68UsZN3E5jzesQxZFrBYH8WANjVEPE3Iaiasp+kOwPryIAtFg3xobYrKEcefFSHY2YbHYQQQtYcE+ey+JgITs0kjurqTn3qvIf/+L/PnOK1Hry0iJV1Hyju2MrYjj0QTyEz46+zXi0RAbHG00mTGmpQuo1j3cLFZw24Qn2BLODIXJAQOhHcw8CSWqo9mBxNB9TpA0rGjZr/z2jQ0Ul4+sh6nFfWhVq3SadYB4O2Ck0zR96f0km/dhRoKndF37nz+OxlF78phmpjoMsI6ZQMmnvzl6G3cUjmb3ApBCYxwFVJE/quvdRhMtDG+7dx3zR3UdZznLm83bXgCKCJRhpZHEYSWglP0Jo9JAgi1EEMlUQHah8h96ARhDjIuPcFHRMOkmTQmWEYtE74wpOGdMPuIFtn9XH9t/uwVftZ/Zn5k3omUOJZVW2b2vhUAwh+7eAG2d/Vxz6UI+/pXfUrOvnepx+YyrSiGKEoHwZlyO8aTDQSTJAYKEzVKIwza8g8F7b17Be28e3hA+8dsUe17poHlrP0/etRnYb0qdOQ4CApIxXPyJFoEF7xxL0Rg/m7c20rCnm1BhFGtQQTQzYs4GVBsCtRODKCkJHROH206FJY/ZjmrmOsfxkfzLj/u4APiqXDgKbXS19qOJIgXeIgYSEZpj/RSLIj6rk3JXAfMKJ6AZOqIiEtOSVHjyWddTh1WUUPU4XdHncNOPRZ2PWluJTXUT6qpnzDkqU96VwtCL9zv2YPenobqTV37kxVeuU6lNIvDUPMKvTifdkgtmxl3Q31NN4rxX2R4uZWKvzva6EDmanfriPhrVTia1eijKKSAha+yeoBCWHdjq0xiKgDZZYnyDyHfmTuTBhjhV4wtJp9I8+Y91RNPDe7gqijRofH2W04PuP/+U0MpnMUIDx575TeKoVzNDR/T4mPr0zjctElyAm4Ej5P9lkjoEShjZg83xkIeHnbQNmzZAjDyOrzfyWc5yOvG2F4AAPmRykOjj0NZJOtCHig2J/Y3HrHDIc2YjaZ6lj4vIQUYkgc4GwkzAzhYiGEAIO1OOYQqqYdJOkjJsvE4AgOWHuWC5y904CpwULSw55LVjYZomv3ngWSLRJJFoB5Ikkpvj4ZZP/pT6lkyrpNp9Pcyffh4zx90EGIRiu5lceQeCICAKMhPKPzWiddncFtY8WIczx8qKz09j3d8aCHXFjxg6mLKihL2vdrL2r/WMO6eAss84eSRnJ8IzCpY+hen/zPRxTXhTGGX9GEtrANBsJoogsSfQTuOuXjbl1XHT0qX45eOvPLU4FQQ3PNG4lrSuc0P1UjTZjiyKvNa2nYsqZuO3unErDgQgmIximDqrO3ZjYuCyKiwr9RBOrsUuwQyvQrFvGW7BSvriBiZcG8nsvpQduTYhEQbJZuKv0PHmKoQemok+4Ebv82ECck4IW3GQWeMaaPJv4Ue1L6I7vNh6da5wjuEz4SnkJ61M8eUQ1zW2OwOExUz1ZHKckum/bBXZOwPsV63gV7nlyLKIIAjc+bNbefGxzdz16QeIRVLkFLiZt3gCJzYQeJZThWfRRXTc86VTuo6TOeOH+ELKFvJu/dSbJv5MTPbQecTXBQTmMg4Px59OcyzqhxR+ADhQkM6aaJzlDOd/QgAWYmUJOfw3G807mKaIlS1RmYuLoiAwKBOtwND61RZS/I1ObEiEsqnAe4ZIxS7S5CBTlG0lZGJSS5wCLIPJzrXEiaCRxiQHZfCi2kea3cSYiJNCLFg8VhZ+fdEJ7a+m6aTVA0URum7Q2NI97ALu8zi45drzsxdvCZ/rxJp/C4LAuHMKcOZYWfKBSSx89wQe+8YGbF4L7dv7ad8dRBQFZItIxaw8civd6GoHmNC0p5uOxjjSTgnfXg84kpiCiWAKiLqAr7AV/xaZLYtSIEJ/OkLB9hyiZXH6Y2F80ok78Mdak8zKq8at2NENnTJ3Pm3RXpojPWzorqUrFqA50k1cS3FR2Wyq3IW0x/oBmFU4G5En8VgK2NhnYU3/QkqkbeTiItqSZoJgZIq8TUDKtNK1ujMd+8ZaZtPx3StJbhuPoOgohf2ku/2Uff1fOEsCbLr3PdjP6UC3NhKxmvinwkyjhMVGCVgzeVeCbvI7fy0pwTxgAm49cBN+vHEb84qqBv8WRZEV185j6pwq+nvCzJg/3MbiLKcHiZptb/UmHBdKSQUWbw6mqiIox+/jd7xspP6Y89RkK3WXMmnUqnPr6KSV4VFZHZM8ztoeneXM5n9CAKYxeP6g/I2hrAxaCKsiIVUk32IMir7UYeZNAskhkUTTNAefgHXgSfo5Dy8OJCyIbCOCjMAifBRhZQw29hKnHBu2IU+QKQwSGGwnwnw8GWPUfVFIGQSm2WkkyQxcyAh09ffz9+ee54L585g5fvyw7TNNk2s++H0SyeFVsUPF35xpY7n2snMYV1U0gqN3bC75v5mD/7Z5FHzFThx+C54CO85cO84cKxd+cipq0mCgPcSaB0QMwcRhsyE+YmVG0yS0KpVUMoYpmqBDPC/JzmkKuc02TCk+OLKs2TQEQ8AoNE8q8lA0xY+RMoilk8iCREJLU+zws7R4Guu791AbaKPUlUdvIsR9u54mx+oGdCodbSTSXditH2dbzwPsDLjxKgE6ekSSjjDxrVa2/9vF1HdEad1so/kNG9Ovi1I2R0MQIP/dq5Cr29h6xWcpuaKOnEu20fjZDzPw34V4Lunipv+U8aztOq5QVfb84jHekVJYrAyJAgsCkqxQ3CCRG00RnKGgew58jiREbp998aE7DJRW5lFamWnVpRsGq2vreH5HDbMqyrh4+hS8jmN7uJ0spmmyr6uH8UUFZwtIDsI1Z/FbvQkjYv9ZUzuaCa97FSMRo/hjXznl691G81Ffd2DFj5MCPCgn4fU3lF7CvMzuQ6an0HiN3VzJHMSzkcCznKH8TwjAv9F5VKvRy4oj9KdkLrM4kBFZT3hE1qT7c6iGikADeJXQ4DxOBILhGN977EmWjpvADYuWMuswT46l2FAxaSNJG6mMAHy6GzSD+mmFpDAYQCVHlanb3U4kHqO1q/sQAdjQ3M2u2tbDbq/NqvD+my5g6sQKLlwy47DznCyF1V5u+915GLpB44ZervjqHP76sdf50/teIdqfQksZiLKAJd9GpD1BJB4jUBYl7VApbc1FMAVC5VHkuEzlM2NJ+pL46sJEKmJodoNkYYoLvjCfnJkO1tTt49xbxh97ow5D5dIiGjZ0YZomvYkggihQ5i5ge38TVd4i5hRU8+eaAzYcXYkAAiZJ3UpKixFNPUF3chpWsRZZSBNScxloUgCBzQ+5aFlvoWRGGjAJd0qABiaIkoF9XBfqbb/APiOXPqkF7dJ/UDbdzfW3XEiPHx596RHywwa+7Z10z5qBGRIyXmyGgSAKBO0aSysms2dTgHXigZ69N1fP49api/Dbjj4E9truWu78z+NsaWohnkpjmCYum43Hbv8Yj23exucvv5jy3NHPowL4x5oNvFpTy3mTxvOexQtPyTrOVPoff4hjlF68pRwi19U00fWvEt34OvaJ0/Fd8I5Tuv6jHRUFCQOTxUzElR2BGQ0iQyupDqKLEGESZ1vBneWM5W0rANMY1BJjLeEj1P8ewCmbOGWVtai4EUck/mRAQ8DExExrWK3KYd9nAFaHg6oVC3C3Jg8zxwEqseFCIme/N9aF+XQoafzI2JHIR+GpH2yhuy7EzZ+4nPHzD80P/NM/XjrssqsKPbz497uQHW/OxUqURMadU0gyqhIdSJGMqshWiXRMx9BMtNYEBgZSUkSOyRS0+kE3CZVH0Zw6olUk7VOJFiZZevdMoiUJTMmkY04/BbtzYDc88vpaFr772H1/D4e70IH3HS4ifXGKjFy2bapHSIjoho5VUih35WMRZdJD/M5MJLpTRfhttYSSr+CVi7BKRcS1/YLrwC2yr9aCKJmsuCuEzTPkEyiBvTjOkv+XouC5m+nqacA9o424K8zz0kMs3nQuSzwlJANJKv/vMm58qoX9vi6aYaKIArkrqrl8aRGXcynBVJzfbHuFjmiIHy9/5zErol+rqeWnz73I9uY2IskDMe5IMsmlP/wFfpeD+19bTZnHyhNfvIOKvBzaBgL8dfV6fA47n1ix/LiP9VAWVo9hc1ML51QfZRg63Amb/gQLPwaOUyNEj4VhGOzZtJ61zzxBoLebFTffxvRFh/HJHEV8F19D133fA/3QXOXTFSMcBJsd0zjWVfYk13MMUaxjUIqfAaKjKgBzjiHuEqTPCsCznLEI5ghKAcPhMF6vl1AohMdzZlQ9vUI/+zi64BrKpgc2MPGySbjyXMM85xQyVcJG1knt4EuzAHiy6cACmU4jScxBMehCIKbpSAiM023s7QmT16hz3XmZyJWJyVpC2BApxEodcQpQkBEZi52VBNCBC7OFIvtWdbH9qRYu//Is7J5DrTg++dX7ePKlzcOmLXCG+NvkfciLroF3n0TXhlAcmvqg0AvhBEwY2RBy06ZerE6Z9p0BXvzZDurWdIORaem0v2raEA0C40N0zwiQyE3hbnWQzElTf2E73g4n8+6djLsjc6EVsv8BFE/y8u2ad574PmUJR+Lc95cn+fvDr3B+6XQaQ100RroPO69FTFHubEESNBRBpSNeRkAdKlQyX6nCqQmu/H4Yi9tEEIZ12UNLQe9XrmDilEqKJhbxbO2zyBP2YZMnsujBahb4SrGnOTCQZZrohoksifCVWZBzeOugoxHR0lxyz8/ZVttEStPRs199hyITVzNCVxIERFNFxEQWRQzZRjqtIooisiQxubiQ33zwFhaMG3Pc6z8W8VSau/7zBLfJm5nm0qB4Fsy6edTXczC6ptG6by+Vk6YMRvK3vf4K//3tL+hoyuSdSRYrk+bMw5dXyC1fvPOEHjpGwt7bLiS65uVTsuxThejxMXtT4JSuo5V+nmHrEV/PxcliJlGId9TsupKoPMxaEkcJCfhwcB0LTqq93FnOMpocj157W0YAQ6i0HTaD7/Domk7d83uYfMWUQ15Tsz9HGoAwTQNL5w76CicjSDJWGLxciEAME10wSSZT1NoETLdIPMekUwsTevjDDJRYiZ1/D/1I9JImgEYnKQqw4EJiKq5hzvPjlxQxfsmRhdd7rls2TACOd2n8vXILUgpw+UZ8TAaJp2F7Kzy4Cra0QjSZqW6YUgo/uAmq8jAMA9PUkaTDJ4JXzc0nnU5SNNHHvBvG8uR3N/PU3VtIx83BRurBi/aQqyrEOt3semc9Ukoi7dFwdtlxdTjQbAYgHGK86i48+by1/kCYfz/xOv989FV00+DltqMn46cNK63RMpxynIjmQjMtHHBWM5l6VYzcahXTAIvLRE9nGidYndm9NQUCq6rYWtfElYsW88+X1rCuMYVlo59IQxuxPAsX2Ifm/WV+ZEkEqwi+E/Pge7JrH429fYNibz9DH2p008SGThqJmCFCWgVMyswAIdXKtpYkF951N8HPLaexrYGVrmVMKi1m7pgKrNlCgIaeXqL9fUwaU4XFduj56eto46V//ZVzL7+KigkH+qj2hMM09/Xz3+I5TBvrhOoLD3nvhme388Z/N3HVxy9izIzyQ14/EVY+9gjdLU10NTfQ09qCrCgk4rFB8Qegp1PsWrsau8vFLXecutZ3E/7yIonmepo+fwuCKJBzzW2kG/aSaKghtmUNhqZB6sjDkm8Ow4epjVQS0zCO2wz6eHAfI6qnY+DHOaperUFipDh6h6EgcR5mLTdzZuRvnuUsQ3nbCUATk5cYIHEceTSSLHHlz69DspzABczQCfrKMAUBk2Heu4NDz6IoYnHYMAWw+hQMn4VnjAjmxR/B0vUCJntIkrE/sQAyImkM8k/AamDN5r1cf9lCGnbtxhru4eeFmxGFrDxx+ka2ENOE+1+H2k54eU8m2nfw4dzaApf8CIB9pVFendjN7HfcSM6Eaqqr5wybtauriccf/xVjx87kootu4cqvzqFwopcnvrmZyReW8FLLGmovq2fO3nMY998SHHfZePlbG0A3cXTamPfbyVhsFqR8iXTv8KfxG398+FZMyahKX2OEsukHInP/efkVWru7+eQ7b0IacrP6+X2P8uKrm1HVEQ69mSZprAiagWZKDIo/M1OV27bJSv5ElXEXJUGA3lqRpjV2Zt0UQ0tCfoGX3NYLKZgf5Ltb32DixAou0yW22GRcs7ycu+4oHSD8VuhNwgkI3zLDjppSERneLCSlaoO39BVTbDiLynlyVQekdfafeI+YJmXKWEydz7p38NCfXuXJ1FheSrejo1CQ6+HaubP51g1Xceff/oW4+nnyikv57o9+hj1rGt0XifLjp1+gOh3B6G2htXbPMAFYlZ/HL297F7luV6a/4RGOPaPsX1g1aSr7tm7ipX89hMVqp7ulkUg4dNh5E9EoTTU7qZg4BfkUVL4KgoCjqpop/147bHrwpccJlY1BCw6QqN9Nqrke0iMf4RhdDjr+qSQdv/0+pR8/dYUg69h31NdTaLzELuYzlvxR8OYzMGmlHxmB9GHuJfudTg0gSpIX2cF5TD7bF/gsZxRvu0+rhnnYL+yxcOaeYB6HpKDavewf4Ns/op5x58g+jQrZ51LTJI0AggkimHkT0PImZBeUeV8agbRh0BiL8ahTwyaKTMHFWBxomLSSpBzbEfsUv/eG5dT/7rvM8zwBngPDjprkQLGP0LagPwr3vgixY2dDmpjkd4uUSgbGz59j1c07qa/fRk5OMfPnXwqA0+nB7c6hoKCczs4Gnn76D8yYsZRFP1NZtfUhygsirPcaeK70YE3YUbYpiJpAqlRHqpSRZBn7GBfjPj+FnZ9cjx7VQYLLvzaTMXPz6Uqp9KRUprjsyGJmj5++ewvBzjhXfHU2hdWZThY9gQB9oRC6riOJIum0iqYbCCbE4iO4mZrZ/wmZy3/KtDN4hId85ELtMq/e40eNBgm2SDSts5EMS6h1FQhJJx6rj83bX0REwzl1Aj2JNBNsLlbkeVE0N34hTXsqQqnNM/wseySY4IWC48txenFnDfc8+Ty1XV0Ew3HkbIRvaCAnE5s0+WT0ecR6kW36dBqG3EhrdS8mAhPEAb4eno+CQZEQRdVV4hiEu3v55dNPs2fHa+RXziblyyWRU8ieji4q83LZ0dqOqusEIlFie//Iue4Y8865/ZBtLfAe/eY9/7KZzL9s5lHnGSlqKoVitfL0A7+js6mRaDCAqqpYrTY4Sk7bMw/+kTFTplE9cw6hvj7mX3TpqGzP0fBdeBW+C68a/Ns0Tdp/+S26f/lNBp/wzOw2ixIYpyiP0OmC2KFGzD2//z7FH/w8ovX4UxOORYg4zfQfdZ4EmQebXsKjIgBTqHQSIH2EDHIbCiIicVJYkEkeI1J4lrOcjrztBKCCSBU2tjOyPpqZW7hAInsLdJCxejlqSrNuQjTrweYRMwZvBzG01ZJpmmCCkdIRrOJRhynMrLeb4JLoR8tuW4gSrDSSJIyGismEw5mdtteSu3MVuXWPHlKyp7znK7DomqPtVQZNhw/8cUTibz9+zc7ytkpWl7SR067TFN1Gf04Hs2dfiCwruN053HzzlwHo7m5CFEXq67dxb8RHjmplokXgBlsVPxOew3aLi8StEmEp46/oKncz+7fnosU0vFaZZdvfkWmNJwLZFnk9KZWOZBqvLFHpyNyApl9RwZ6X2smtOOAV+JHrrsUwzcHo3/d//k/C4RjvuPQcnnx+LZp+5LPucliJRpIMD8iKjO8xqOo32VIm0Oc60AEFYPWvh7RQEwR2rgsCQaB9cPK8T96IVFREbSKNKYqc/+BW6hIB5riLhp/CiW6wyZnh35Hap+gqPPZx5KZ+jGaFrkQumDplYoQmw43D7UK2SgR7w+yPaTzf76NISvAt7wY+MHA+pUKMXtNGlMxxbTEy+5REosn0gWhSIURZYOtmqjxAba+Xv3Wk+c0HPkRCTTMmP48v/P3f2AWVj6y4mPlGlB7y0Cw2BHchAL9/5XWCsThfuPKSEe1WMq1y9+PPcNG0SZw3acIx5x/o7sLt86NpKq21exg/ay671q5m1eP/pm7HFiLBAFa7g1QiDqaJljr6w8D2Va/S3dpC3bYt2N1uKidPpaB0dIajR4ogCJR9+ht4F13IwBN/xb1gGVokTPjlx8m56cN0/uIbJGu2jvp6ZZcXLR4/IDaz2MZPx1TTcAoEYB+RY84jIYxqBbAdCxMpoYsjRIJRKcM/mPc9jTJ20EIRPkpPQSeSs5zlVPC2E4AA5+A7RAAKgB+ZSTgxMekgzXJ8WLLJu68ToIc0l5PHACp7iTMOK3tJUIiVHpK0ZGOLZsjEjJpQfOiN+EjeZkZCJ1kXw1JiQ847cg6XkK0sHkoAg1cJsAw/e4lTeaSL3FO/hV2vH/61iecccZ3D+PGzsLfrkMnmkP8fDlUwiEkptu1+BZfsIm/OOXzx9guorJpCTmEZCxdeSWFhBYWFVVxyyQe4996PM9aSj3nh55nTu5Kw02RKwWQ61TAB9YBn47VjL6JgUiYfzgKkDGNQAOnAzmCUqG4Q1Q12ROJU2C0IgsD4xUWMXzw8V1IQBKQh52didRnBcIzzF89k48u/5i9/f5af3/dfjCG7abXIiKKI3+9FFkXUvjiqZJCWM4IpLQtokol2yDOAOUQL7o8Smvs3BIDCixcQL3YgJoLg8BPZ28TCXpHckiERrmsrYHFx5t9JDazHkWxumpCKsiy5DsNt55rY8oyPpSFiIJAIR7nJ3oDbkWKmJcCvolP4fWwyv/GtYp7SxxgxzDRLkCttzXw/PIu9hpcUMp9y7qRHt7JX96OZAp9z76BHt/NGuojdmo+UrvGrh//ChDETqenoor+vk7vNh1n3j1f5ekMOyUQBD8szeVWX8QDr6hoJJQ4kTxiGwQs7a1g0fhxu+6Gf9Zb+AZr6+nlx557DCsCV/32YppqdvOv2L5GIRnnk3h+RW1xKU81OvDm5xMIh1r/wDH1d7aSSmZzWVHxkD4z76W5uoL+7g8WXX82zD/yBeRdcwpSFJ2bcfjK45y3BPW/J4N8F78r07o688iTJmm2MtqWMFuw7RPwBxBv3EF71PP5Lrx/V9UGm0OJYOLExQBQ3o+dlOYFiXqPmiK+3ERgs/thOC05s2WrkswLw7YKJyU5aUZCYSMmo5pieDrwtBSDA+yhiL3HARENgPA5cQyq1Du57sQQfOiYyIqVIlGZFVikOZAS2AflYmYWHNTkBdvhimaGXESLaRJRiG8hCRiSaB8s8Bj9cB4tIO1CEBRsSM4/mPu/OAZsH4uHh0ycugIJjRCher4XHNsOzwwsgTMzsdh16I4lKaUJKipKkC8kUcKetDFiT9Ehx9u16DIDde9Yi7xZZ/eojGBJ4vQWkUnGSySh2Ohn3/A9wmBOoFbfz2jceZt6e22ka0sXkocATfMJXQpFSCKJ8SPSrJpFmhtNKe1ojYZg82R3gigLfiKo033ntssF/C4LA+959Ge9792Vce+s36BsI86XPvBOfz80v7nuUZCrN/b+8g++9/ycM9EdI2QXyAgbjYiJPjTVJiALlqSTWqI26XI4epTNB9rqY8Il3ElQDJDp6cFR5WFycR+5YDfYEM/NdUwmLhohY23F+XQURcsaj736MPwyMJ5K9b3fgAoSMZ2WqmDIpxrnWXkqkOLu1HP6RqKbTcHCzs54taj7FUpwL7B3MM/r4oHMPL6ZKaVfzyBXTrEoVsk/z8XKiCBORqCbjMVO8h238YmeSAfZxzvixjHfD13f3o8YEJMlCrsfNfzdt5bal5/LzW9+JOsT65NWaWl7YWcO6+kbuvPbKQ3ZrQnEhX7v6ciqO4FUYj4RJRKPouo7L56OoYgwun5+mmp007tpBS+1e+jvb8OUXoqVHXix2MFoySTQQIKeoiOKx4054OaeC6M6NjLqfoMOFtaSSVGcrxA66xgQDeJaemqHwY+VBy4iYmLQxQOUR+rWfCgQyI04JVLoI4SXNIo4dkT4TCRKlkV5mUfW2E0FHYy8drGEfIgJ+XBTiPfabziDetgLQgsT042jVIyAcNq9u/7ShwmsBPnaL8cN0Fj7CsgUBJAFLgXXoRNRUClmSEURhWAVdNXYGUBlAw43ADRShjKQY5NrbYf7l8JtPQzjb9s7mhgtvO/Z7RQF2tYN64KZhDsb9DlS47heEJrA5v4uQkiSnfQwvlzXx9JiG4WPfgCmAJhqYWQ0ZCvUMW+3kwFiKc8vxV1UhihJV1gJaW/rpzw9lCiiMPraktnGl5bIDx/Ig9sYP3MSTJjzRHeTq4hN/Cv/grZfz578/x4srt1Czt4XO7kwbqA9+8h4sqSRxr8ilTSK5AwamofO+PhNLZRJRKebvluAhy7PbLKRVDT07xFxy/jymfOWDCKJIES6YUI4beJ/LAu/MRjvaYlB9ErlMrevh6S9A63qa0xbGKFEOuCJl81UR6DScdBp2XkiVcpO9nkohzPPpcgrFKOPlMHd71jFg2rnc2sRD8YmIwCQ5yH8SY9BNgXOULran/XzRu53ZSh8fCSzlIlsHPpJcbdnLX+IT2NzayTm2RVzsqGWHYeFnl86gL38+183PFAsNxGKU+H2Dm94ZDFHX0IBo6jQuPocxBXmH7N6E4sIj7vqlt35w2N9XffgT7Fq3GqfLQ2tkD2o6haaqDHR3YZyk597W11/hx0+/ht154m0JTwVKTsFxmGCNEEkm98YP0PHDOw7zosnW8yuY/MBLOKbMGtXVHs2GBWAshRThpWqUxV/4KCbQkLnUJVGxZvvIp9Fpo5/xFI/qdpwO/It1AKTRWMiJme+fiaxiD5ApCuohdFYAniVjOTAaKdZ5Vgc6BkvxUUeScqzYECk/0WEMmxOq58A9r8FABzz+Kwh0wrQRGNiu2QeNh++VDPslQ8Z/T0Xjqco61hd00e9I8NSYhgOi7+DfZEeMjvDQuFJbyYKkzo233Q2CwB2F19P0yu8JeaL4bX7GWsawyHH04evUQYGONPBsd4AL830oxxGl3c+VKxYSjyepb+xgoCAyKAAHonH8GhQHTJwDGmkR0qaJKYGzwQrOMMa44QpYkSWuWrGQ4nlj+ZcvSIU8Fde48kMsMyYI2aChM1tZOtF33NsNgJqAzQ9CwyvQtArDNPhw33L2qV5KxBgdxuGKnQTqVTfX2tMstXezWcvnv8mxzFJ6mW/pRQBuGbiQC20d3BebxJa0n0bdhYjJ7a4dvJwq4b/xKpb5O/mMazvtuptcKckSsQOfkOQlaQ6bB2TGuSx8ZbqdNnL50JLMOd3e0sYHfvcXwskE2+6+E0kUeXLLDjbt3YuZSrHiBz9n5/fvHLSYOVFyi0swDJ1J8xbS1dxAd0szhq4d+43HQBCF0078ASTqdo36Mi25BXT87M6MUbUggKxkosz7q5HDwVFfJ3BMo+UBIizjUAuvkyVGCgcW4kcRoCaQQmcWVRgYFOEb9e04FQSJsoZ9FOJjLIVHHWavp3Pw39toQUWnBD+5uEmiUoiXOrpwYz/jBVKCNNtoZiyF5OMeVgvQyQDTqXjLtu1UcFYAngDxY/YWOUA5FoKoRIYMx9iBGylkv1CIY2CQIIXJ+NHIYRElyCvPmD6nE6AcIzG7tgv++PohI0aHDfUL8MfZNVT2OrAZ0uC0o3KUtLWANcHqubd+5TcAAQAASURBVBFuzBZ0LHBNpOB8J1pEJ1f206F1sje9l3NsmbZhgiAw1Lv8SDmXEcOkJ5Wm1H78Sem6brBpWy0Ouw2fO3vzya5S0g3G9Jv0OMDtsBKOpSgNgSGAFNMY1wM97v1D5gKqqvNcfTsJTwjl+klYXIUIQ6K5InCBCBef5DcxHE9gVWSs2/8FAw3QsxssTl4Ke9iczmWWZQCPqPJE0pktdkrjF5P0Gw5MQDUgqMv8LDITi6BRJMRYbOlGEQy6DQdfcW3mGmcrLjHNl0PzqdajLLd28nq6kD2aHxmDdt1BjqgyXunAI6h8NTyf1xLFdJk6uimwNyZDXS/ptlUsmr+Myrxccl1OdrZ3IAoC77/vL5w3aTyyJHLLeYv42cr1KKEQmxtbeHLrDiyyxDeuO7F2Y2uffRJJUWjYuY1ELIrN5SEeOnnzYi2d5tHf/pxrP/qZk17WaKIFB0Z1eVJeEZLTDYlMrqR15rlUfOF7JFvqaf3mp5BcLqp/99SoR/8g88B9NKLH4fl6PJTgZwkTeZ4dx5x3K00oSLixMZVyugjyOjUU4OX8UyBOT4YkaV5hN/1EaSdAhMQRt7GPyCG9kOvpZi+deLHjx4UPB830YUE+4wVgiDhJVLoJsm+I8AVoop8QMbxvo84vZwXgcaJhUkeCAkR6hlyYnIiUYcWBxFSc1JPAisgEnBiYdJMmjkYeFrwMj2bYkFhGzhGtXYayNQYro3CFS2Nnd4CLy/w4LEc4jTZn5udoGAbc8zTDKh+ONnuxF1tS5MGKGG7DDmbWEuIE00LUsnyWLjxgbyEJEs9N+A6rI7v5cvufqY3VETTCpM00VsHKCBrXYKY1jL4w/nwv28Mx8i0KxbaRmydLksgVK87B73XxqS/dO+w10YSCCFhUIJAaTAxQyEi+ghhcUGvQ6RWoKQIEAdnlorxwCv1BHcE1/ECdK8ClJ2knp2o67//dX8hxOlATIW7IcXLlwo8Re/0XbA26UAQTt6CyM52DgMkcqYc4Cp907eLhxFhyxRTthoMvh87BIWg4TXgy/znsosbnBs5lVaqQ2z07WZcuoFwM8xPvWvoMG7tUPyvTxXzKuY0CKUWj5ubroXmcZ+3CjsbltlaaVRdJTcYiJunS7fgjQRz2Aq740S9ZVJbHbLOBW8c5aA6E2dTYxIWNv+Hj+W6SV/+OyjHVmbZx48fytUceOz77P3O/XQ+QCFLqMVm7awfhgf7ssG/85A76EDT19LIA0SNhlIIS1Ja60VmgIIIso8ci4PIiGAbeOefinr8Uz4LzKLjh/aOzniPgwkY+bnqPUA1cTg6vs4e5jMHB6FYhdxIc8bwqOrtow42N16ghjT7q2zMaWJApJZcBouiYh0Q4DQxCJNhCE410H5JJmiITOQ+RIIVGkjSTKTnqvqbRaGeASvIQhzwAJ0hjRaaNAYLEmE7FW5pjWIQPFzacWHmAlYe8vo9u5nGUNpZnGGcF4HESQiOOThlOrsFDGiNrGpqkAjvW7Id7aP6hiEAxVjjKF2Qk4u+zTfDzbIHsl02TSsHBNj3BneNHnut4CLVdsLL2mLOZmETkNMFwK5W4uC7kxWnAf8f3nrD4A7DVdbDqZ9/hup+sGBbNW+yewr0VH2Pxnjt4Kfoys6wzKBZH1nrOiKdIP7mRJwu8OC0yfWkdlyzhlkdeQXveuZkyoQ++5zJ+9KuHB6dLgoBgmCgcMILtdkNxJPN3aQR6NRgYMqIS7+qF1buYf8FHMJABncsFiSUyKKNwrZMlkek5Nt5d8wV6klDYrqLuCvBctILpUphf+3v4zMC59ODkr/6XSZsiXw0v4OlkOSYC8yy9RFMleMU0LkGlXvOwNlXAdc4mOgwnQay8kSqkSo5SZA1hE3T8Upr1sUKihkyP4SRX0hgwLHQYLn4Vm8pdnk0IGLRqTkqkGAlTotl0ohsQSKTpDussbX+OcXKKJ0NTKZUi2CrGkGOfwdcb4PqVD2EPN+ItuZLYi9/jBlsrKy3DDcYxDAi1QKgNnmqEqmvgCjf6lr+x+pG/MPX62/H4zyPx6t288dxrRPoSiIaOMdi4EcDAKhqkDIkT+SCXjB3PjZ/6v5M8g6NL89c+jBY5vH3JCSGKYBhYy8aghwZQCksp+9I9R4y+nwpsHPkBrosQ+XhIo4264DpWB5KDsSLTQj8mMINy5mcN/k8nREQWMI4oSRrpYYDMQ3yMJDISr7CbASJo6MO6UB2MjkEKlc00ARkBPJcxdBGkBD8hEnQRZB5jqaGdBGnSaEykBBOTerppoIccXKRQSZBGQ0d5E2RJmDgu7Id0lkqjYcdCP9FBoTuU6ZSd8m17MzntBGAQnQ5gymnaWzEXhck48WUPnSUr+Maf4rBwn3pA/AHEkWlFYHnBSbZf+u/mw04eWqMsIJAQNfpscdyqlT5bjPw4yOZB6z7B+0E8Hmbr1leYPfuCYdNnOMawwjOLPCYSNSL06wpbfrWd8pllTDiv+pBK3/0dLgRJQD5/KoIskTBMCi0CfWntuATg4DZMHTts38wiF7sGIszsMFF0iCnQmAvONHizI1H5CTC6TfYWCCRskIoEeP93Pk7UolAn78IUI8wT5mA5yk3teBAEgctqvs1AyiBfTJFjJhFNWKsWMJC0UiZGcEo6lWaY7WouuzQfFsFgttJPveZmWzqHB3JeJo3EnYFZ3OndzAQ5xO6UlxIpRqUU4gZbIzOsAzyVrOQvgSm8x76Py23NNKhOHopWc7t3B7opUCJGKRWjjJeC+AWVBZYe/p4cj4rIz7xrKJASBIxmbnEL/DgwjUVyN42qg6Bkkt+2gy9axtAU7OP63Y/hs2qs73DS4HmVmwuLOe/qbAu2F7+VyXGccjV074RgK+ww4T8i5EVorGuhO2yw9ld/5LrXk1TMuB6Xdz2SEEGUTDT9QKKqgIlpHhiyP15Kq0+/qk9DTWMGjpzPe9xIEt6ll+K74ErknHyU/OI3VfwBzKKS1oPNoLOXKEenyXklk7Aw+p1ZJlDMG8foQjKUbsJ0E8aOwgAx/sJK8nFzGbNOq+rZTgLMpBIRAR2dVeyhmxBB4tk7moAygu3VMGhnABMzmxuv48JOlBQSIhGStNJPGo0AUaIkycONik5XttneJEoowEuSNAoyERKso44S/EwZgeDS0JE41F+3lzBh4nQQoI8IAgLF+PDhpIsQfhzMoHLYcl5lN25sVJCHhHhI+sHRBPGZyGkjADdh8M0hpRW/AspPUxGYP0o37uPhhXAmfjiY7SIIxJHJPdlr3jsXwv2rjjmbw1AojbtpcYUJK2m2lvcgntg987A8/vivDhGAAP+u/iq/7lhDQ6qPPNHK+AtKcTs8pCMpLC5rpoI6ezMabL3ndiBOzITgTMCryFTZT+yczZw2lif+/m2+/t0/s2jBZP76wPN0eDMLnt4FdhWKQuAekoYkAOPy/fzwZ7fyzM5mbnj/EuKyimJGeF5sRyAz7D9qpKIU6z3oosnaZAGSaHCJrZ1bHPv4fGgRG7UC7nBvo0BKcnP/BVnzWug3beTLKTam8ujSnZTLUaqUGHZUNFPg3tg0lts6eCpRyVqtiJm2AP+Mj6Ndd/IN9yZWpYt4Ll2BA43F1h7aNAc5YpJv+zbTqdn5dng2+zQPIiYSBq8li9ii5WNF4xZnAw2ak0atGgyduX2d2JwCq2xOTMPk/shYrpRCzKcJW2qALeEqlpcWw+pfwEt3ZU5Ax3bQYtn2cIUw7fuwTmZsPEDA6scT20fEWYCoSNxWFuSJaD+ber1ohoAsglvR6EnaSJ/ENd1qO7ZH3ZtJsmkfyaZRGvoFEEXG/vyf+C+6evSWeQJoR8kDTFlNmuhjwimovj1RUZlAzUYCTfqJ0E2IAjzDhj/3EydFc3b7j7f154lgYLCbdmREyshhLx2k0EihYWJm/8+Ie5vESSMioCDRSYhiBJYwESc2kqR5gs2ICEyhlAhJVHRa6CNEAhsKLmyEiCMg0EwfAiYDRLFlj32AKGvZRz5e5jIGA4Nm+sjFjYHJJhooxDtYoBEgyl46iZMiiYqISB9RRAQ82NEwUNGGFexo6GyhCRODLoJ0Ejhs7ulaarngEBO5M5fTRgA+e1BdrYrBUasH/se4MQe6VPhc24Fp5zhgysncf/6zER5447AvHe5p1WLIaIrA+sJO3KqCRRthEcgISB2h+0JUTzDV5aJJ3cdvg8+RX17Cxc4L8MS9GJqOdKT8x2zPWEUU8SnySUUsKkoLmDd7ArUNHYTUFHGnQNQqELOZLK8zGRsYfggkh4XlD36YyJwJrC0ewyOpTTiVEJWCEw8K4/AMGpCfLLF9K3n2D59mnCYzQQ4zwzrAXtXLit4ryBGTWNFZbmnnPGsHTZqHOCJOVCyIbFdzuce7hh7dTpPmYEs6h2Ipyf3xCTycGMc5cjdeIU2/bmWcPczHA4tJI3KutZs+w8a3gnMwESiW4+SJSQotCWQBHIJGqRRDFOAKWzOrU8Xs1nN4LFWFhoSIwdfCcwZNhtxmGlnVcKR1sOjc6dnCUmsXb6jlhDWoF+ycn9wE/7oNtj50YOdTQwodclqBVujMRILnK830emSU5b9FFQxsMZlrqjTGuON0RG3sDLqZ7IvyVOvI0gqORMnY0ysfyFJSiRY8etu040EqKMa94PxRW96JoGNQM6R7ziDZwG0sVx91C5j9JEhjQSJ9Ar4PJiYyAuMpYh11OFC4iBkICBgYrKeePNyEs4OfnQQoI/cU7EWGBrrx4SQHF1Xk00eEFvoxMHFhJUQCCzIKEinU49pnBRENAx2DAFEMzEFhKyLgwEI5ueymnZXZ/MgyclCQsKGwkQY6GUBExIMdOxb6iPAMWynBRzchQiTw46SWTqIkycc9uL0GJr2EyMXDbtpppR8vDsZTRB3dyAjYsTCeYvbSQYAYe2jnNWoowU+CNDom/cSIk8I4QqSvnh4ODVOcuZw2AvBgp6//AKdXZs1biyzA7UVgFWFdDO6tAPfJaoi6HugcWSWkgUFMUvlz9RYAIhY1WwkxOhQXVx12+o+6/0NAi7A6VsO+ZDs+l5NKh8LFRfm8NhAdalt4gKzJtpA2uKzcj/UEhn4PpqOrnxdf3YxoZip+SwMmE3qH9H0egjo5hzaXwUwL5Fk1ArKeHR4xuJFxXMfh9/W42fYPhOfvYqrWxb3RybzD3kyvYUdFxCumeSVVjAONz7m24pfSvJpyAxL5QpQO00Vah02pPPZpXlani7Gic4m9jRnKAK2am1bNxdZ4PmVSjH2aj8lyiAXWfVjReTFVShgrcWS6DAcfCSxhntzFl9xbSZoiE5QQd3k38d94JQHTihWdaFb0mkChkKTbtCAjoEgmO/NLiUkyf/S9Sr6YQkPCYRGpS/l4Pl3J7HMux7b99whDajsOJqYKPFxfzLurO7DIkGPVhni1awjA1Jwo5e4k/Skre4InZ9+iWG2n0aBeBtFiofyOH9D0hRF4f44Ae/VUZI9vVJZ1oogIR7Up8dQYNI7vZqJRDJbRjaBFSFCIl1ZOrKpaw6SWrmwkClZRwwAxrFgIESNANFssYqEE/yHv30cXIWLMZeywh/IoSQQEnCPMeUyh0kQfIv2cz2TGUUgpOeyhnYkU00gPFkQMxOMWf5nlH5hfReMldpIghYhIEhUnFp5kCx5smJgkSVFHF3YszGUsSVLZZWSGc01MYtnIYjv9gECCFBuow4KSLSoJYGIymVL6CLODFgTgHCYQIUkxXtZRRwIVExOVJDtooZsQKvpg3mGAGFK2A1emI/qRMYE2+k+pUH8zOfXx5hHSiUApmV68VqDlLd6e05WPF8BfxoyC+AP4/KVwBHFkYqIKOs+VN7DX00eDK8j3Zq8mqqSHK54TvgOKzJ59EeeeezXXX/853vOerx92rnf6l5Kv+HinbymIAltj9VikFGkhRpnNSp586KDK4BdYFlgfjpE2Rm7bA0A0Abf+FH6S6WaiajovrdyS2VUBkME2o5Dc9KG7L7ms7F6Yw7Mvb8Qqwp9KXNxqy5gW1xHlQeqRRkk2PLCrk+81emnVHHQYdoqkBI8nq3g9VcL3vOuQMIljYW2ygIdjY/hSaD4CJkHTShqRDXohXw/Pp0l18Wi8ivq0m7uDs3g4MZY23UmhlGCKNIAFjWlKPx9z7WJbOpcN6XwkTKqVMB901tBl2GnQvNzkbGGKMkCVFCFtCBQIcQYMG1OkAJOlfs5XuigTo5hAr2lFQCRPSGIVDPYJPhAEHIJGm+7kit5L+XuwhLqUnT9FJ2NteJ7vtObzseBykDNWSQagG5kfwwSLaPLOcR3I2Q9E1lmItAHBtEx3XEEWYUekmN6SS2mMnZxlReWkKUyau/CklnEqyL3mVvw3fuDkF+T2YSksPfnlnCQCAvMZd+i3Jnu3VjFJPtJB8q46aBhd++t8PCc9LJvMDqYaQA2ddBMeHALtIEA3IdrpZxV7MDAxMNhOC8+xnS4CDBAbHI7UskJrPXVs4PBD/WHirGPf4LwAMhLN9FBHJ7tpw8SkkwCTKKUYXzYqFseD44SinUNJodNHhFi26MOGQog4OgY2LHiwDxZ6JEjzGOvp4kBnmSipwcrkzPHI/NYwiJIkQJQ4KWLZ+doZoIsgcdLESLOS3XQTZCvN2eWYiNlGD1HSqNn9S6EOimo9u56RZIOsYR/GcVjBnc6cNhHA/0NkEyaLEenDfBs57ZzGSCL4HNAXHZx0oPUbdNtjrCxq4YnKFKURNwUpFwHbsYeX/P4iLBYbkyefw6JFV5NMxikpGceLLz7Irl2rUNU0s2Yt59prj+2dNtlewdfsFdxU/z0SRooYJtc2fIcrnPP5XvnHKLX5KbAqPPnCVlITSzBF8UBeoCQS7O+h/8HPkz/vEuTFN4zsuAhZV+Zs+Og/T75OKqUOvmYCP/3DF3h5xc/p35x9VJEFvNWFVF41k7m3zMHus/FbavgTdURRMQErImMYPdPgh+riLDXTPJcq51JLK98Jz2W60ket5uPi3sv5vHsHj8Ur+UNiKgOmFdk08AspisU4SV0ijcT1jkYutHXwicBinkpXEUPmabUCBzp3eTeBCd8Nz+aP0YlU+0Lc4dlKm+bis8FFXG9vIFdM8kcms0/z8p3QTL7n20i3bufJRDkiJhfb2ghYrPwkMo2oCfligkvsrSyw9PK54Ln0mXauU2p5Ra8gaUh8OzSbfsOGhsDGdMYaabEvjd6yhVmGm4RZBIaBIcjENAOnaAw2KpRFBsXfUMsYWQCXrKEZMoYBk1197K57CdF0I8gyunZ8htA2p4spCxbxvq9+C6v99MoB3E/Zp+4i8MQ/IHnidjeW4nLybxgFITkKCAjMopItNB+YaMKMP1hIuU0CC0V2F8SY4x3dtKEBolixDA4DSwijWgiwf1lpDPbQyQAx5GyVeg8hKshlMRMJEqOLEFtowoMdNzYkJF5lFzm4qKeHSvKYTRVvsI8oSSRE5jEOA4OV7M6mVWV6GLux0UmQXbQxkwpEBFQMOjl5b8yh7M8thEzLvhZ60Q46fqHD9Kw5tE0q2TIPAQkRF1b6yXhS9hMdFHWwP33MQOJAE1MJcGAjyIF7nY552EdxCY4qgY9eG31mcdoIQBci+zNNik67gZW3MU98FuZ9A2IqASXBS2VNLOgpwZew8VRFHX2OTDukTleEc7pLqfFlBeCQU2S1OrBYbAiCQHn5RD784YxFhNXqGJZ7d+21n+baaz9NX187Hs/xhdA/UXAFr4S302dknhSfim3gH9Yv4pIzxR2eJzbS94YH8+r5kOsCWcq0anL42DN1Bb71TyBOWoSYW3LslTlt8MBnB//cvPVAFaAJnLdoOv5cL0t/eyvbf/QcsfYg8755FaUXHjBT/Sv1/IFaIkMuJSkM7mDGce330WgMJfFrfgrFBKvVEuyCSoUcY7uax82OBqYqA9yav49b+5bRr9molgYwBZnzrO0ss3bRqdtYYuvFLap4hTRtphMte/OJA/Wahzwhxfd963kuUc6dobl83r2DmZZ+TNPgS+EFmIAblRvsDUyWA+zW/DyaqOJvsfF4hCQfE2vwCymWWbv4U3wiYCILBl9wb+dz7h3cE57BC2oFoiAwRo7yLfc6/l9wGQAFxLnRUc9YSUcunERRYC+fcO8CQSClmyiCiW5mdPrRYjSiALoJsmCSNEBG5YZx7fx2dyWyaJLURHqSx7b7UKw23vmZL7L06utP/uSdYizF5Ux5dAO9//w98e0biNVsHTRxHimiKOKat+TUbOAJsIeOQ6YFx+mUrVJoPC/FggvmwihXAufgwosdJzbSxE75rb8nGwnzYMOKzABR/skbeLHjw4mGThIVGwoaOmES9BEhTIIgMboJUU4OLfQzkRLq6GI37cMyjrsZoJoCBATipHiObW9KPOtohTzHwmS/WM4M0+4Xf8Aw8QeDqaHDzpWGedjWfoc7m8eKf4ZJspZ9nMv4wxb1nEmcNgLwLG8Rogi5bogN8EZROztye0nIGjZdxqNasWoiKdkgpRi8VtY6+DZFsVFePonly9+J252Dx5NLKNRHZeVU7PajR7ny8kY2rBSo7SDRE6J48SSW2qfy9eJ38Zn232VeNOEfd/+ZD425Am6t4PyffRDD0Nn3wnZ2mgZmUSafxhQE+sYvRa19FenJX2B57/eP+xB988vvpaa2mea2jLXG1z73HgAK5o/hon9+9LDvKcM2TPxlN5l+kpQeJZ9ppPy/PzxIfzhC0pRYnS7CQ5L3O/bx08gMwqbCpUITQcPKf2OVfM27hdeTRfwqNpXbHLV8yr2bXCnFo/EqnEIat6gy39JDnuZhj+YlmjU32pAs4J3OeibKIXqtNpbQRbkUxy4YzLYM8LpaAgh837uepZZOfhWbwppoEbvUHKYrfdzlXk+xkuaHkVn06HZs6CSQ2Kzm81Csmq1qLklkkgjc4dzB+bYOvh+ahYTBff6VuEkxoNv4fXASk6UtXOAP0qa7SKsxbIKJKUDCFGhOuxljCWMjE7g1zAPPJ2a2Ul0WIKFLNEftTPLFiKsSfUkFr0WlwJYakQD85t8fJ7fw5IpG3kzs1VOo+OpPSXe10/PgL7FWjaftO5/FiEeP/Wag9Ms/OsVbeHwc7NmGCC1LdNqW6BRsFnCUjr7psoDATCqREFlzHHYwJ0sKDR2DWHYoNESSGKnsCA3MoorX2cMAMQQyfoVJVFrpZ4AoMiKbaSREnD4iw45dEp1X2I2IcFKi7K3iSJ1hpGyE8M3Yp2b6mEwpOaM4ovNWcFYAngXGF0HLAMs6K0goKgFLgjVF7SzpKsfvKCBh17A7PLhcXmbOXI7bnYvfX8C4cbNQlAP2KqWlo9skfOcfXiQdjtP66k7CjT1M/cG5g15/AP+auAsx6OADvBdREhElkcmXz6WlvZ9gKI7gtoMAakMvL68tYvEHLjyhWkGb1cJ9P/0c9//tOd513TIKCw5N1j6Yn1Jz2OmFo9HqDxAFAZsWYrm9nbVqMbPkXl5TS3i3Yy8xw8IkS5DHE2NQTZHxlgiiAJ9x7+SDzr2USgleSRXxscBSrrQ18TnnDi60dZAwurknOpMfeDawPpXPbKWPEjHC3+PVTFf6eThaiUdM0mvYyBOTzJT7qdW8vJgqpVb3sVfLwSmoJE0JQxD5cHAZX/VsxUeCes2BA5UUImlEvhOZQ7kQwZbNVLrE1kK/4WCHlo+KSFC3UG94mG/p5pmCZ7EKGioSfbqNZs3FBfYuejQLDlGn0ppCkeyYeiIzVDREJ+gm9CcyQ78RVcZn0WiPWelPWUgbEgNJgd7kMYSDIDBt4aJRE3+GobFq7Rfw+ycTfsOOv7ScKZcuAxjsdDOaPnuWolLKvvB9jFQStbOVeO0uQs89csz3uWedO2rbcLKkDxk4zGLJXA96p5uYaR3BMvrOEZliCxsKMuphzIFPBQebEGvog1OCxHmFXaSzU0wy5s77U3diWbOw0EERr/2RMdifW/d2GcjMsD9CeDACYEEaVqhyssRIYn0byKczfw/OcvL89Gb45IM4a7u54YZr6S7UmLxuNY6Pn8PNsy8c7L/7Zpu/TrhpEdG2AVKhGFo8zbm+mZzXO51X4ztAgBeqG3mBRmbGzmWu84Ahr6FIWHxO0vVdkONCsCn01HSz+vkXuGbZIvS0xq7Pf4UitpH7iW8iTTqHVDCG1XeEzFNNp/ixDXzluguhsuCY2x1FpWZIUvNQRssM9re33UDuhp/yaU8NnzRreD5ZxsZ4AW7RYIrSi4LBLKWXv0XH0W618f9cNUiY9Bg2vKKFiK4QR2F9upAfIhE1LVjQcQlpCqUE5VKMJt3NbEsv19rrSZsSP8jdxPeCMygQk8y19fEJaTcfCS5lbaqQHek0RVKC9WoBIVPBoaapVqJsUgt4ID6e+Uo3ggGSCfOkbkwEfuhdx93RORRICdalCng2VUnYVHAKGq8nC3khXc7n3Tqr0iVMkfqZoIT4ZGApH3LtJcdi8FoiH5+Q5CZPF5KRRDgoe8c0QRLAKWs4FYiGZFKGwMYeH5oBYKKPYAjnEz/4BZPnnTMq580wNNZsvJOGpscJ7/w5JC1Qo7BXX0o43IDF6iU/dzoXnf+HUVnfUESrjfx3f4y2732enGtvY+Dxv4N+5Er+ZH0NzunzRn07TgQL8lGLMVwdEK9K4xylB6yDcWLFg40AsdNCOA0dztyfH3es7Xrrt/qtwQTS6MME8Ggs83Rs83e8nBWAR0FH50/8kzlMZ+7byPzxEKwK3LgANjXBzQspdFgovHL5sFnebPEHUDivmsKD7j9PTvgGrq3Dizku2fM1+ub+i73RBFHNYLrbTiwRR9n1R3bMuZlYTEYszKXn5QGevePPpPZ00LexjRJPAqHmd3jPaybU0M3U915A+fJph27I5nrY3QrNvfDdW4653d2HSWoGqMJFwXG2ljoiNY/xOU+mSb2KQJvuoEqIMEEO8PvoZDRECsQYpUqCfyTG82HXXnREfhiewVg5zK60HwWd8UqIC20d/Cgyg5Qp0G44+Wj/YuIoXGNr4ruROdzt3cB0Sz+6KfBR1x6qlTA9ho1nE+UUizFyxUwf4CQyv8lZxaZ0Hr+KTGGmNEBah8WWLrp0O0stHZxv6yJlSvwnOZbLBy7lLu8WJslBvhRYQNhUKBTiVMgx7vJu4r1aLT+KzqJRd1MhFLJV9+PEoM7ws9TsY5eWzwPRcfjV55hoSVI49Vx8vRsgFckYRGdxZYPUY9xJ2mM2lpUMkFAFNvT60Uyyg2r7bw3DP+dufw5tdbXUbFjDTZ/54kl/D5KpAHUNDxOONmQmWFNAitb2ZzJ/R2BgYDvzZn0Jn3f024jJOfnYJ0zDOXMh6DoDz/0bDufBabUj551ew90V5GUrWA9FtwmIo2wBM5RCvFzANF5mJ/2MbAj9zcIEBji+/M7/Nf5Xxe+xOLMzGE8xvfSzhzp+w4PczS/4LHfRSOux33gmsmIafPlKcLz5XU6OB6dkxy8Mj9T1E+Pl8DZUw0Q1TUpsFsaTxNXbgDPZizypDDOoIiQlWkIa3evr0A0brcFqWnbCjl8/R8fKGjxVRxggnlcNiyZRw0I2fK59cJiOtXvht88OLzkFjnS5+SSTT3LvszSugrX3kSNmojdJU+LlVBnrtAI0U6RaCeMQdC6ztrFH9dOsOmnWnIR1iY+7a7jS0co2LQ8vaSrFKDliku971/GXnJVMkUIkkIgjMV4OUirGCRkKSUNiTaqAP8YnsVXNJWVKPBwfxz2edSyzdrLc2sYKaysuIY1bSOERVcZIEXQEltk6M8UpWj4dhpM30kXUqW6c6GxO5/Ht0Gy6DAeKYDJGjjKgW/ldbApjlAj5Ypx+w8oWPRcNhRAKDjNBjhllgdJB2hT5RXA2sbSBveUl0BOgWMCWO0zLGVn/wFJnklfac9jY52N5ST9VrkMTw/cjCCIr3v0+YuEQ0dDo9NbNFEflDJnAIV5CupHksacvJxo7tOjhpNcvihR95Eu4z1lO8SfvJOfym1DGTMQ6cQYIAoLLg/+Kd1H928ewFp9efU9nZXPxDodqNdl2is3D/Di5jFmjZuN0ljObLdkeyGcyZyOAR+Cr/JBHeGrw79dZRx5+Psud5JDDu7iKSwbrls/yZnJL7nJeimxjd+qAGL+/9wUeHDfzwEw5xVg+/ltkVSHyzX+BpiNPr0B98fC9j7VECmfxEXL7RBFuWoLZ0YvUMyQ35++vw0AEbloMOe7ByfVEhuUqAjiQ2M4A76D8BPZ4COk4rPklhDsRBFCNjG3BuZYu7o1OpUn3UKu6udnRSL3mRUeg27SzV/Ux19qLT0hjmvBh1x7uDs+mw7DjEDTGyyFqNR9xQ6JUirPU2sV4JUyfaWNlqoTfRaewOl3EJDnIqlQR8yy9bNFyuSsylwopynTLALc6anELae6IL8RAwCKYLLb38N9YFb2Gjbgh80qihJ1aDiIGcRTadQcuQSWCQh4JPu3awe9jU3gsUYkJLLZ282KqnOSQS9XLqdJs1M5gji1AJy4q8kRUUwSLH2usC1NPYhiZUweQ0MDI9q5eUhzAZdGwSzql/R6MDoHmqI2DlVhhRSWh/j5u/NToWdJbFC/pVPCY84Ui+/jPExdyw9UrcdhPTZcL25gJ5L7jPVgKSij+5J2ItlMzfDpaOLExnYoDN94hz1mpfCgj57DvG00cWKkkn2Z630ZmIGc5EULE0dCRz+COZWcF4GEIEeHfPH3I9D4C9BEAGljPFkop5Bau5zZG6C/3JhPXoVWHcQp0aNCgwUwL+M/czysAv6j8GADn7/kiK2M7AfhH8DW+lngnE+0HBJYvp5CyWILW6mL0GVVQ1wkWmQOjJcObGcu2o0c/p3z2oBvx/10NTT3DxB/ACkr5DefycdagA8spREFi4Wi0q7I4IBGAYGPmTxFEQ+McSzcJl8wvolOxmhoOUeUCWzs71ByW2zpp0DzMs2b6bL6RLuD5eCmzlD5K5DjFYpznU+U0qw5udtXzWKySPCnFVCXADjWHJdYuug07A4aVqCHzWdd2Ph9cRJEYZ4oc4HJbC9OsQWo1H5fZWtlU+Cg9mpV1aiFr1UKeTZdjIHCltZnPubdzed+laMhoiDRoXj7k2kO77uCDzr3MtfZhF3fy1/g4Ho6Pw4LGWDHMuUonz6UrSJgybkFFxORCWyd/iE4hipV3tC/mC77dVMoKcxUbhp4kaSr026dRodZgkUQ2Fn+UWf4+/M0baQpbsdttFKZ345RVFMGaEZBDUNMpFMvo5vn0DWwnGB5Zr95wtBGb9dgFRyeDZ+kKPEtXnNJ1jBYa+jAft2EIEFdTo+0Cc1iWM5VH2cDAaTYUfCRGM/ftLAfYRxc2FM5lwrFnPk05KwAPg46GkG0NcyQ0dJrp4JfczwTGspqNfIRbcI2CxcfJkDCgU4e4AW9kHARYmTpwAejU4EIHFJzhIhDgxYnfZe6uT1OTakXDYNbuTxGY9U9sUuambeo6fc17MSeWsO33q5nstUL4CLkyJtxf/XFmfuIySs+bQuHccUdesWGAqkN5fubnMCyjmF1ci46ZNXYdRex+0NODf6aBiUqY74dnM8/Sxy7Vx7fC8zjf2s49vrV0GQ5ChpVtah4X2trZmM6ny7DjFVXCukK/buFvsWousLUzWQ5S5QlTr3r50MB5vMPWxPnWTlRTYE26gJQp8ZHg+bTpTn7lX03MlPljbBJNRi9BXeEcSw8WKY5L0kmkZR6IVOMhSRoL3YaDsGllrtLParUIELjZUctiSyfjvGHKpAh9uo2pygArrDaeTlTQh4OwYcWtp4lgIYbMIms377C3ENQVZln6iRgKE6UAT8eK8MSSNNj8XO8MY0p2rLc9AmIvSuFUzrVmLBvswEwgEhjgyV9/jwtm6Oy+/8Vhh3jGkvO5+sOfoqx69C7upmlQs/fPMFKbChNE8ewleiiHXJE1cLdDpAKa6poZP7l41AqtjoSESD7uM0YAnhV/pw4527buVH/mThVnry6H4UVWUUEJTbQdc94wUb7Nz/Hg4iouZjxj3oQtPDxNKmxPQ9KA4JDpQy8AEeDJOLzXeaBV1pmKIshsn/Zr7u74J1/tfIAkKn/oe45PFl4FgNGwmYrdK/GkLGw0/ETX1mLXMpWhh0ONJtn048cI7G0/sgD8zTPw4KtQ7IeHbgf7kSNEQrb90Khz6fehaTVE2gEIGlZ0JL7k3oQimKxMlfDjyAw6ZCefCi7hp97VRASFurQbl5CHhkSn6eRDjs3sUv08lari294N9OhWNqr5tKSd9OOgRXcx39ZHveZBQ+QyayvPJ8vo1B2cZ+lgnBxmt+qnX7fxcrKERdZuru65mOmWPt7raqBMjvJI/ouYpsDLqWJ+G53C3cFZNBkeLOikkXghUcLV9haChoVePZ+9mpdl1g62qLmkkFDQ+X+O3ezQcklqEjpwmbWFfDHBP2PjqJZC7DZz6DTsJA2F7WoVr6kRJisRpk2ZjauiCsSxhz2MW19/GVtOKeHiKj7/q3fT3dzM3i3rWbjiCqYvOm/UT1s6HSae7ObYvQayvAWFV6czMhJenEBfZoIAog7WfrD3CrRNj5NGw/omhAHPYzJB4nQzOrmhZzkzaWOAKZThHK3ivjeZt60AfGT3w3THenApTtZ3rGdZ5XJunHojAI3BRv61+1/cOPlGxvozN4cwEb7Ad8nFTznFVFJGmBgDI2iNU0cTY6k4ZeKvJg1b0rDICpUyRA1o0zPCLmlA0ID51kzP04BB1gXqyOhk5vMKoLwN7jFfLL6B73U9TNRM8M3Ov7PMPYNpjirEcXMp6KijaNr53LrCwaZbfoO4w8gGYA6TfQ+YmkGi7/AWLnzzH/DIG6CIEIzB/90PVy+E0lyYWnEqd/EA6Rg8eTuUzoU9GQHoFjVkVHyWJB8cOI87vVu52VHPHaFzaNFdrOi5AkRImRK3OfZRKkXJFZLkSynGEuHPsQm8y15HviTwAUstZZ44q1MFtOouvhRcQNKUuMneyAQlzGxlG3Wam5ip8O7+CymTIgzoFqZYAkyRBvilMZW6pB+vpPFl91b2aH5+FplOk+4ijcQ+3UMaGRcaCQx26gVc3bcCu5lmvrWfeZY++g07IiYLlG4KxQQfcdcQMSxc3XcJ/aaVP8cmUiLF+ENsIp9z7yBgxhEw+Zl3Df9vYCnthovnUyVMjfUj7PoPTD98isacZRez5unHmbX0ApweDxNmzTulXT6sVh+zp99OXcPDI5r/bPTvUAoZ3r/ZsEBgIuiKiSDxpglAAYG5jOFFdmYtm8/G2f4XCRB7Uz5vp4q35RUmqSV5rfk11ratRTUzlZKbOjdxxYQrcCgOavv30h5up25gH2P9Y9nANgwMGmimgWY0ND7EzdzHQzTRRhudx1xnAy1EiR8yBGxgZP3JT1xp7UpDwoTVSVgLJDkQ1dvv4lV3HC0/XcCmVGbocKFtdIaD6zZs4yfv/gymYeIrykcQBa6746PMvfKCU24h06kGmO0cS02ilRzZjV3M5PIJooh8/s0AWP+1CjkSxjCOvS39Ne3oaQ3JctDXI5qA2WPhc1fBTffAyl3w62chxwndD4D8JoyrxwPQ8BoMKSRwizqmCaYAX/NupVoOkzRFJsgB5ii9/CQ6gw7NyVgxxPcis3ifYw8tupvbA+cw3TLAPtXHXZF55IsJ3uOsI0dMUSwlWGjpIV9M8enAIgKGQpkU5f7YRL7q3sSf4xNpNxzs1vxMlQd4j7Oebs2GjoiGxsPxarp1O48mK9GwcI29kWsdzTybKGG3mssANvYPhV5g7SCgW3ivq451qQLySPBYspLFlh4aNDcfHVjK/bmvcJdnI58JLeKFVCl9hp0EMnWam4+5djFBDmMRdMbJEfYmffw0PJWqtj1cUTT3iG5dTo+Xi9516yk/ZfsxTZOGxidHPL+mRQmG9uHzjq7B+pmMcnDCvQC6E6w9oBZAE71M5815GCsjl1tZSpAYj7NxsNfuWf53sKMc2qHmDOJtKQBtso3WUOug+APQdI171/+SOcVz6Yp20RfvpTHYRIIk/+AxPLj5Mz9lPVtZxXp6GaCfAF30jmylJizRr+JJ+QHKONBv9kt8DycOvsHtI97+fj1TtLEnnRnK3S/2RsvpKQKUCZA2oU49OQEYD0e584KbiQwEM14bwEB7FwAPf/deeprbcXrdLHnXO5CUU/Nx80gOZtir+EjeZayP7eWO9vv5feWnyZEPFGds/MYjGInD+/MdTKo/wrO3/ozL/vY5xKHj5Pe8P/PbNOGyOfDHF0FLwUAMvvVPuGIeLDzFCcHuwmH5f0MxgalKkIih8K/YGEqkGDMtQWr1Fro0G+9z1bI35WGebYA5lj5mKAMUSgl+E5vG1pSfDt3Bd8OzqRCjBE0rNzoauMLWxEW2Nj7i2kPEtLAhlc//6efyXmctOAT+Gh+PU1Apk6L06lZ0oFxIkicleTZZjoGCDY0llm4q5QgPRavxkMIm6nzBvY1/xseyU83BSRqfmMIrpDAQmCwHaVad7Nb8jFdCKECJHGeZtZM16QI+4d7JumQBW9N5fDBZxA/867GgUyjGeC7/GRo0N/npOAP3XUzx10ZWdHGqqW/6L5u2f++43vPkc9dzy03bT9EWnXkoR7hlpfIBHcrl4+sxfrJIiMRIYUFG5fDfy7O8fYmQ4lE2sIIZuE+RCfmp5AzPAjs8mzs30xRuGjbNKlnpinaxL1LHmgk1tFcE6Il1Y8fGEhZwJRfxR/5JLQ38mDupYR+tdI7sAGUVWkJS+YzxDZ5n5eBLBeRSQN6It71bhcfjsDYNAU5dAm+HDlMUKBUPY2M3AnRNY+2jz/J/864k0hcYFH9DCXb18tiPfsffvv5jPjHtQr737o/RuHX3KGz9cDySg3srPk59qpON8Xp2JZr5TOt96GYmzyrUPEAwbEeNj7yNU/vru1n95QcP/6IgwM8/DHt/Bdasev72v+D8r0B8ZCLzpJCHVyvvP39hQ6RFs9NjWLEIOg26Fx24yNpKn2nHKehc5WylRIrxbmcDkywhBgwb8y09lEsxHsp9hUWWLv6dHMumdB5fDS3gxp6LWJkq5s/xifwoPINmw8151i7ypDQXW9qYrgSolGP8PDqdUilOoRinz7QzQQ6hAhVSBBP4engenwkuImbKrLC3MUPpJ0dMc6m1nRbdRa9pp1lz4ZHSdBlONFNkh5aHV0zxFfcWVATGyWHucG/jEmsr/8+5hyfyn+fDrhpEASTT4BJ7G1/0bGOCEuId9hbOsfVSEGuCP18J+pvTwutolBQt4Xi/0QPB3Wzffd+p2aAzEN/BRXbCkN/a8A4ZbwYGJrV0ZhsanuV/DQkBBYnEGSr+33YRwMV/WkRMOzRWFtNjvJ6/hZ6SFDX7dlE0qYLPKJ8F4FouBeApXhqs/L2aFeylnlY6mEw1fQywk33EOWis9aDr+S5hH3fzS8KEuYEr+T8+elzbvyUN2qGLHXXCwMYUxAEzBcut4JNGZhHTsrOW+z//HTr2NmBkHdn2c/BQ9/7jaaY06tds5+5rP0xp9RjueOQ32D2uweHhdDKFrMiI0omHIy/3zufXvU8R1pIMaFtYG9vDjHAR6775DwxPPnp/EOWYGZJZDOjZ1nz0eUrzQBty4U9pcO334bm7Tngfjkm0G4pnQ/MqMDIRbhMIGzI+UUNB5QfhSVxs7yBfTOEWVFamigkbFh6Oj+ECWwdFRCmW48QMGb+UZkM8Hx2BFt3FuxwNzLQM8MPgDBbZumnUvXSnHPw0OhUrBkVinBbNSdCwoAgGS62dBHUF1ZR4OlGOYQhIGDydLOcGewuX21sIGDY+HTyXDt2BkzTr04V06XYMUyBXTHGVrYlnk+WEDAsSBr+OTGa20sc3PBuo17x4xDTb1DyiukSfYeOZZAnfNTM9hRdaeqiSI/SadkK6wo+jM1lk6eRaRyu6CZg61L0AK38Ay7966s7LMVi78Rs0ND/OxPHvZ++++4e8ImG1eDEMFVVLciCpA/Y/n7+66qM0t7zAOy49dv/etzsyEk6sg/1uh2HLdAt5MxER8OIgRJzUGVIVfJbRw44FLw4a6KHgoPzUM4G3lQA0TfMQ8TdUSEWdCbb2bUUI64SaevnWtF/wDi7ifDJ9Pu/ks4PzjmcMn+R9/JtnuJ7LeIlVxEnSRCvRg0XgfgSooIQwUR7jBa7hUmqoI0WKecw8/HuGsC8NIfPExN/+7hSmaSKKx4hbJpLYt9UQWzgLLSvAVqegUIbzrGAVM8Ulu1SYIKm4ZQXTNBlIqjTt2svKXz9AX3c/Bmb2PwbzIPYLPkMA1W1gCR/IfxSzO9a5r4nbZ14GgNVhJ6e8GEPTqJo5mYs/9C7Kp5xYztNTofUoyOTLuZhoPPPo46TW5AIGCy7PoeEpmXRwhAIQ8FaOwLfvrnfD1/924O/nt8LTG+HyU9RD1ZEH5fNBlKH+BQBiBsjZNHSbqLHQ0kuOmGKO0ssGtYCIqfAx505eTJXzWKKSq+3N/CZSyDxLH5OVIO9x7uPh+Di+ElzAz/1vMEkO8lnPTkKGhVI5TovuokbzMUYKcad3C/dFJ1OX8vB/jq3Msgzw6+g0GjQ3CSQutrRikw3+HJ/A44lKugwHsqnxz9yX2aH6+X14AjoCeUKcL7q3McvSx3/iVQQMK3FDYqYlzGxLPz/ODunuSscpleLYDJ0+3c+zyQpUrFzTdzEXWdv5kmczj+S+wA/CM3lFKGV7OgenqHEtragG7A64mTtnCoxZdmrOxwjpG9hBOh1m2uQPIAkC9U2PoShOFMXJgtlfI57sprd3C4UF51BYsJDaur9RUX4Rjz9zOQCNLf9my/ZfMHvGp9/S/Xir6SNM/GDx9xanYM2gAgmRcnKpp5sYybPZgP8jREllgyBnZh6gYJrHHgAMh8N4vV5CoRAej+fN2K4TZuHvF5AyD1wgzCG/9QU2lPEeXBtNrjnnBnqtA1zDJZzL3GMu9zGeZzUbmMkUHuD/s3fe4XGU99q+p21f7ar34t67jW3ApvcOgUDKCYFActI/Ukk76ZXUk4T0HJKQAIEEQu8dgwvgLhdJVrG6tL1Oeb8/VtWWbMmW5IJuX7K0O+2dmd2ZZ371fhIkaestR9CDgsJnuIW7uJ8qyvkLP+PDfJGd7OEm3s2NXDfs+vfosCmZic87GgEIQ/ftHTQ9rSOHo0i6jl6YR9eDj+GePYvklq14Vq3AWZSPPZkkJIWp2fUc8Wee5yzvCl5//EVSoSglX/gEpHVqf/gDTBvYwxnBObCbqgBMu0A2JGSz9/0RfEkk8BXk4Pb5uPTTN7H0ojNHnETyi7b/sCPZwCVZp/OHrkf4RHgN9nvraa9rJrp9P8KCdGDkkZQfavo98kgSO6QrB7/ecydMLx7xdkaNZcFXnWBl3A4RS0HDwi4JApbGI4lK7olNZZYWYJeezeeyNlOpRGkwPezQs3HLBh5J5+/xGQQsjf/LeZEvhFbyz8RU3mvfxWXuRvxymo8FTuMSRwMFcox3u/fRbdl5PVXAm6lsHIrERz3b+GN0Nv+IT6dciZFGpkyJoUiCi+0N/DC6iFozi2ySfMu/kaBpZ6fhJyJszFW76LBc/DsxhQVaF/uMLCKWyim2dj7t3Ua2nMInp3BJBi7JpM708rvIHDam80lJCt2GnVvcO2gUXj7n3YIAbg+eQp3p5f6cp5lpiwCQNsH+7TjYj218TiLZRSy2n7zchZlkkH0PsbvmXubNvpmKsnOHXe6JZz/A7pq/AGDT/Hzkg4evSnAy8ya1bKSu/42BF3gZbuWcYzEsIFMb9n5eJ4lBmmMfcjDJ+KMhs4QpLKbqWA+lj9HotZMuBvCO8+8Y9Foa8OPHR8GrGrZuuMI6jx/wpRGJP4BFzOWT3MSDPImJiZ/BBzaXbN7HVQSJMIVyvszHAVjAbEwsnuVVrAOeC1sMeC2ZKdpcp0OCIz8hIxJJvSJQkRGqglGUjx4IkmpqpvE7P8J84DE6/nIPwXsfIvHfXyL84CvYn+tCfi3Ok/fdSzKVRistouPP99By9z1IuoTU47ESPa7g3lEIMlmp8mhDYwSE2rpp3l3H7z72NX770a9gGiO7mH6y8HJ+U/lxglY3TlnDP6uEoq9dygM3pHhlQTfpcALJNnIXc8OzW0c24x039v99+9XjK/4AHvooWP3HRAB6zyfHjcEPwwtJo7DLyEGVBZVqjH2ml3bLyRmOVp5KlrFVz8EhGcQthbtiM9iYzMMCdpi5PJksp1V3UKgkWGTr5npXDU7JJCUUnJLJVe5GPujehV2y+EdiOoVKkrW2/cxRAszQQuTJSWZrQarUKC50VEnwleByFtq6WKx1MlUNc4G9iaBlQ8ViQzqffCVBgZLgFk8182xBZOCm7rMICicRYeOpZDkPJKZgSDKmBV3Y+WlsAbt0P/+ITqVYjnGWYz/ztACPpypICoku00a95WHr3R8f08P/9s+28OjlT2CmRv7hdjpyyctdCGS+qy5XIZrmxuE4dNLChefcxZKFXwDAtFLU1P37yAd+grOHVvbSNvTEngtPapALfWJRUVjCFCrJJesETAiYZPRYCGYNSPo80TjpLIBCCJb8fvGw0yUkXDYXiy9cw3XyZazMWc629m0sLFyITRm6FVg7XXyfX2Fi0kWQJpopII8a9hEjQS45fJH/5jLOy4zhAJPwDnYTJ3GQG3hrOiMCSxSo1qFbZHzy4/HsOOg0CwGSxPotd5JMdbOy7Gba/vg30g37yb7gbFLbdhLduRsZiWQ4TJfUSNc8k8L2QqxkEneNhWEk6FxkkFOtYtgFjsDISt0MN0+v6/jA6bKq4spyc+1XPsGqqy8c8f6awiRhpvnV5tfIrTbp/N7d5IZseEpziLUFsRKHv1HIdpWb9/12ZOJ6wx5YVAW2CagJ9ffrYN86SIZAj2CKzClVpIwY/EN0JnO0AKfYujAFpFH4VmgJ9aabL2ZtYbuezY/CC7nWWcOd8fmcqzXiUUxeSJUwVQ0jgFO1Fs5zNePC4DvhxbyYKsYvpfmEdzsSgidSFbyVyuYMexvnOZsoUFLc3L0Gp2QhC5NWy42MhRODCx1NPJsupVhJUCzH+IZvIw2Gl3vjU1hoCxCwbKxPF7DPzOJ2z1uYEkQsO48ny+gyHejIlKtRqvVs2i0nOjJVSoQ5SoCdRjZpFFba2/m/7BcwkUhYMg2Wl48HTuUz3q1cUu7C/dltY1JY+V9n/oeWFzNZ7otuW8DpP1591OscCc2t63hry4+pLL+A+XNumZBtHm9soIYaWgkzINFq4N1LgvNZSNVYtFw8Sv7FG3ROxgSe9LiwcR2rsR1H0XSj0WvHz6jHCEtYOBQHSXPobEyBIJaO8cp/nuBVngBAlVQ8Ng+XzbyMRYWLqPRVMiN3Jk3hJp6ufYpr51/HNLWSRcwlj2y6CLCcheynjUd4hmbaaBlQLuZAETP3gF6BHWbG4pcrQ8jKlH3pdVqPl+PASqdBlpFVFUmSEEJgijR2uw+tsAArkQK7jcBL68i/9nJElhczGqe19gUCboOc7QqdU1pIlgum7bATnGuQyrJoW5LCV6shjZMx2TIMot0hHvvlX6hcOJvi6VUjWi64s5mf77wX11MJjG4Fe0TGdEokOyM4c7xE93djYSEPU6NRAFbK4PVv3seCW87DU3KYRvMrJqhWmxAw/VyYfTk8eTvoERQpU9y7znATs1SmKWHmaEFskoWQwI7FSnsb+xNT+UFoIYttnXzWu4XPh1aSECpvGgW0px2Uy1Huy32GqFD5aOB03g7n45PSPJqswoFBWshUaVFcGKzXk+hCYb69mxw5xccDp9JmZTI03T1Wv8VqF/tML5uNPJKWyjYrB58txVdCy3kmVc4qWzvvUWs4w97MbeHT6Lbs/E94OV/3beRWz05+GllAQqiokkkgbefD7h08mqxkh5GNLiR8chq3pPMxz3ZaTRetpoMSNY5DMYmR5L2uGsycWbDs3DERf/+57LE+8Qew/Xc7J0wAlhStprjwn+NeU/N4ZhlTaDwg7GYQFtTLHcdcACbRUQ+sVzjJScnpzD6uxN9oOXFHfggWFy3h9f3rDjnPwMuoIQyCqSB/3fpX/r7176iKyi8u+F9+tfGXOFQH8wvm87GSD/Dw7od5cv9DXDv3Or5X/T3WVJzOB6Zcyx/5B2s55bDjatPhiWS/2JN7fpxkTsR4JpLLqoqQehM1AEli9aJP9U2v+vaXMKMxhG5g6mmS+xrBFsa5z0tBbQwFDa1LJtbejYREzi4VJAMpAZEqE0+LfEgL4OF6Kx+OttoGvnflrVxw6w1c8skPHnJeM23w1s8fZV5jlG3BGjz7ZP76hQiekMz7fp2FqZu0Xuil4MnwkAGXA8OKdt/7CprLzvLPXXnEYx9TAnXQtAE6dkO4v1WhDPy/wCosFN7j2kOz6cEtBZCRUBFc4NjPAi3AV4IrmK5FWW7r4PJUPfcnp1KsxPhS1lvYJItnkqVUKBFOt7VyV2wmu0w/INBROM3RymwlyBdDK3kxVUQKhT9E51CmxKg1s5Cx8KGTIyc517Gfu+Kz0JGoUKLE8KEj80q6iFlqiJlKkFlqkEX2LurMLG5x7+Ajbqg1vOTIKWrNLCrUCItt3SzWuvhKcBm/js2nXImy2tbGs+lSXtcFj+Y9TrkSQ0gSD8QqeSuWx/tde5irBViY52bHaV/AddaZR3XILcPisWufpPGRwa0hC08rOKr1jpZ3svgDaCU0uP/ugd9dEzzysW/JpSJjTqaBvCNwD1tm/sTgpIsBVGSFX170S66dfR2aNHp3XMYqJPPv6n+R48why57FsuJMRqdh6eiWQcpIkjQSRNMxfHi5jVuZzfRh1xkzYXMKHk8ObtPmBnwyrHFA7jhf2yVFOSg7WAiBpevonV1YhgGKQrq9g9r//J7wdIPWnS+TX7GYvLKFzJi/iovNCoqrbUiqgmzK5G63YbrA0+1E8fsPEoDSgH+9r4cd3wGWODHgXy+paJz9e/Yddl8Vm0rJabNZeMv5PPXeFFGvxaV/d7PiRTv1VWnWrQyzP9yONOgGIqDPDU3f71R3jKaXdzCCSImJIXsKzDgfzvk6vV/f3qHd4X+D/+fdgoqFR9L5fmgxp7Zdwfcii/HKBqVKnHPtjTwUr+SVVDGXu2q42lHHm+k8XkoWMkUNk0ZmXbqI+5PTkCSYo3TzMfd2lmnttJtOHk2VszXtZ5nWyUwthBedTt1GgZTkYkcTkgQ/9L+BLmQ0LE7R2pmpBvmkexte0njQcUkG07QIUUui03IhJAlTSNgkCwcGXwit5PbACi6yN/AuZy3PJUtIoaALiflaN1/OepMi4gRMG0HLTkRoxIVCgZLkNFsri20BHLLEmVd8ko+ed9ZRCSc9ofPIZU9Q/2DjQdOuePySI17vJKMnFw/OQ9xwHZrCMobu+zyRqCisYgY5uPvee2dL95OXWtqP9RCOipPSAqjKKhX+cmblz+aSaRfzy42/JKWnMHocrAXOAhYVL6Il3IJTc7K8ZAV13bW8tv81Lpl5CavLTsWu2FlavBRVUvtuIFfNvpqrZl8NwIrSw1v8AJ6Pw16z/2FVBRxkevCqEpzhgLAJjROkLwbeDCUyzbisVBpVUZAUBXtxIUYsRUtoI6d/+TbSL9fAmacjb97JnidepDjLT2eeH7J9xN/aQtH+AmRFJv/G62j7y71Y3UNkKQqBGOYKONr0+U0PP8sfgOu/eRue7OHrLs39rzPp2t5AmwteuTDJxf/00FVgsOWUNPtmpVEMiWWvOfoskxIWA6XfwFG1r9/Lq1++m9O/+75RjXVckCRYcC088w2weyCVidnbq3sxkShR4szTgoQsjaBlIyEUCuRYjz3Cos70EhQ2EpaMAwdnOZpZly7khXQZ4bCdHYaP07QWOkwHQcvGl7xv8Wy6FLts8X73Xr4ZXMpuy09d2ssF9iYaLTe7RDazlRCdpgNdSDwcr+CfyemoWNyb+ywxoeCWLErVGNv1bKapYZ5LleCXoMVwUqgk+H+BU9ll+LEABYtpzjDv9tSxS/cRsmxMVcJ8OestnkqW8VC8kigaDnQeiZdRbeZQpCSYoQQ539FEWnaA5sQxTMeU0fDIxU/Q/MLBrSBX/+CUd7xFbiKxECjIuLAdXAOwLwHk+CnGXEw217CSe3htsizMSYyGQgOdE15/cqw4KQUgQIWvgvn587hw+kU4NScLChcyLXta3/S0mebRPY9wRuUZ5DjHvn3QjhR0J0PUWHaEYkeWJBxAoQLnOGC3AUELXBK8dKyKiEuZfrlaTjayJGViBH1ZnLroYhILZzG/KIf0xgepOdWFMnMGwbkzMQry0DSF0DMvghBYgSCes04n8NxLWMHQoNW7Fs3DMi2S23YyXHGbAxNm+oc2/M11z8YtGOnDJ3Hkzqvgwq2zKHi1DksGR1xG1gUX3OdB6bsiWz3bOoQxXILsmaWH3d6E4i0CzQmpMADTtAhvpXOYroZpNJzIksx5zhYucjZyrrMFU8C98ek8lqyiUzgolBNc5ahjraOT5xPFLLd3EBcq9yans9XIw47JdDXIA4kqnJJFhZopq9JgedGwcGLybKqUpVoX56gtPJmqoKfyMv+XnA1IuNDZoWcTETYckkmT6eGjnu20WS6+Fl7O5fY6TAF2yWS36SeOyme9WwhZNnboft5M5uFVdPabTm7y7GaqGgFJYoeew6e92zjLsR83BomYyqc8WyhQdcTSm/gf8wKaAiF+NP3qo8rPM5IG0eaDA/lP++kq5t0y5yjWPMlo6CTMK1QTJkFyYJR0b72pHo4TG30fEhLTKaKWNkIT3KFkkomhmyhJ0pMC8HjjjMozOaPyTACunH3VQdNtiq3PmjeWCCHQ2zZSE00R9E5HkVJowsUNPg+bdIgLQILZPQnHu/X+AskTjhBIioxiV6HHPay0duDYvpusJ15g/zmnIz54PcKCvY89RVdTIzN/+DW6n3qO0LMvIjmd5Fx2IV33/jtjmTrATZre34qtpPDwwxhlIc1QWye+gsOLdmFZnP0bQUubimaAEpZZ+6QL1erfliqnMCwNgTJoDJIi4ynPQY+mKDtzPvNuPGvE45sQVn4YOnfBa/+LZRgoEiyzdQOgKDGeTJUjI1hkD2IKmdfT+VzgaOTFVBH3JaZzb2I6p9rbaDFdTNEirE8XIiNYrHawy/CjYdJtOamxfCxX2nFrBi+lipmndbFdz2W51s6regleWWeWGuDJVBkZES2hYjJHDXCe1sDvo3PYZ3rYauTgkXSq1Agvp4tJovBiuow9Zja/yn6FP2a/wH3RKdzg2ss+w8t+08m/k1XEhMYH3Huo1rOZqYWwkNhs5HKZXM8UJcIew8eZrnZK3BrKyk/CJT/igu3VvLanhkLfkVcssAyL5256kWj9YAFoz7Wz+NMLj+LEnWQYAhT6k2y6dbizGaImXJsPS73QkgavAp7RJ0ZESdJCkDjpweIPBgfrShk9+Dp7WMUEJWSNgGVMYQ+th59xkhMOOyrLmYqDoauHnAictAJwohGWTuDtOwm2bEAxYsx05NM45V0IZwFrc+ZhU2BVj5FpoOeoRIE6GSbaRyCEQFgi48aSlT7pYxbmET19OQW//CvxUJjgOasxU2lwO/CeuYZUSyvxXTVImg3F4SC+bUfvCg/ahtHZhdHZBQxt0Ruu9Mthx24Jnr/rAc6+8V2HnE+SZaZespzgj5sRiEzSjdUfaxjzWLijDjhAgBasmMal938eCXju47/HWzaxDeZHzJrPwa7HUTuqgf5T4FEsrnHV023ZaDDcpITC3bGpfNq7nY96d7Jc6yBPSfFmOg9FGLyaKiQoHJQocR7Ie4b741OYooTZoOfz+9hcZtgivM+1l+9GlpAtpbncuY81thZeDpXwSqqQTek8vBhEyMTcCgRNhoefGYtYrnVSY2RhIbFKbeWvsRlc5drH+TlNfLB7Dd2GnWdSZUxRI/hVnfujVbyULqFMjfJ+917+mZjCi6kSVCxWqu1YDkhbMs8lS7jY2cRpueD2+iBvOay4CYCz583m7HmzD3noukMGLZ1p5k1zDTm9+i+7SXYmEQf0uHYVOWl6sZldf9nDsi8uwj/DD0CsOYbm1bB5T9ybwWFpSkGnDjvjcFEOtKXhG/Ww1ANeFbwyfK8x083OLsHLYfjrLLhjf2ba90cfn7eZepLoeHESI3WwlU+AlAZnJ8TLoJXgGOzo2OJAxUs2XYSxsDCOO1vlJEeCQabagH9ArOeJxklXB3CiMZNB0o3PEtn6e6xUiLCnCt2eQ3HBfLIXfWTIOCFLwLoUZEmZ9mvPxyE0xLrHFSFo/PGvMCNRqr7+hYPKZNj2NaHn52AqMtG3t6J3dBHbtpNEbT3RjW/DCIszjweyorD04rO45X+/fth54+0h7l7+WUR6cHzQ62cl2LE4zdonnEzf2X/TVp0ap3zlWubfnOnOIIQ4vmO9/nwx1DwH5oDuNz3tBFNCpjbtpkqL02HZ+H/B08iVk7zbVcOZjhaSlswWPZe0JaNKJqVKAkuSuCc6jRwlSb2RxRpHK2+kcngxVcIqeydBy8b1rhqq1Ahr2y5nv/Ag97ShU7HIkVJ0CweiJ7byVnc1T6XKaDFcnOdo4pVUEXdmv8ICLcBlHecSEs5Mtq/SyUOpKQSFhoTEr7Nf5hJHI3+KzuQX0QXIEvwl5zlW29vZqftpyVvJ5bf8DEJNULoEnP4RHzIhBJ+7o47qfUl+9oUpTK84uGhvtCnKPYsfINXVf1zdFW5kTSLRkcQIZz7/3koPqVAaIQQzbpjGWXeuPcITeZwjBHyqFt6OQrkN9iYzVr5sKdO/8nBhLNkKnJ4Fq7Pg1TCs8MINh8+ibiFAMwGqaT449k+AmoDsXTIrf+Tgkb/HWcV0FlJ55Ps5TqynhjraiJKazBA+iZhCPudxfHkE3tF1ACcCIQTC1Im88U3Muv9gIRPJmoE7HcZtxela/E2y82cMW3pMkHEFa8D6YyH+ACSJ7PPPQvX7hqyRlq4qA0BEY2AJrFiCxNvbSLR1HBPxJykSNpeLkulVXPu1T1I0pXxEy+mxJI4cL4nW4KD3S+tVYm6LsmY7SAJkCd+UQi6+9zN4S/stfseD+EvV1xBZ/wK513wQ6cA+zwuvg8b1kBhwc+yJjYpaKhVaHJdsEjUy1sD/9u9gidYBFrycLKJFeEhYKnO1bp5NlbDLyGZ72s8Z9mb+y7ObYiXOOY79LE0GeDBexbucdbhlA7+s82XPRv4ncgoVSoRNZgEWMgHhYKoSJmjauNGzh3lqNxVqlDtCC9iUyiMg7BhCRpUsPubZyZfDp+CRdDbpeXglnVlqEJec6TqiIFhoC/BA3lOssHeiSYKY6mdFSTlc9VXIn5H5GQW/+2cr3/3DfiBTOPuLP6vn/p/0WwtbXm2l+u49hPeEBok/gERnDOuANuCRAS7i2gfqOOV/luMuGtqqeEJjAs0piJvwVoy+fIuOEVqzAiY8HIC3IhAWGXfwL5vhpkJwDe8aLiabCEn0YSqkGk4IVVq88O04sgGz1OOzK8McSmghQJSh69NOcuLhQD3hpfykABwFVryD+JbfkN77HwYWdDFkJ3VV1+PxVbIoupWS/GmHrDurSHBuT7mqR00m3P3bi2fhvENOVwDV40JaNJ/Qi6+CImPFRt5Ldyzx5uZQNK2C3JIipi059LgH4ptSyJofvJ+XPvcXku39Uru8VqO8VsNV5EP2yky7ciXLPnsFquP4c+F13Pd7rFgU98JTcM5aMHjishuhdSus+1WfFbA3Nt4j66QsBQH4lDTXu/ayzNaBQ7KQgAotxrpoPs+kK/HJKabIYe5OzCSOQkTYeNsoYI2tmQ97qsmXk5xi66DbsvN4tIw1jlb+kJxLhRpls5EJgDbJxDJETZUljg4KlDiWLPHz4Dy6cICQeJezliw5hSIMbvbs4tVUIS+nS3Cik6WkyZMSfN33Fi4pTZac5mJ3G3L+dCSRC4od72U/h/2boGTpqI9jdV28T/xBJmelobk/OL9zcxfrvrie4O4gifaDb9QHir8DSXanMGLHrhXZuJC24NbdmabKuxJHX6y0qUfI/bMzY0ncGIZCG3xvCshDXzRzcKOgwMAs3wG6M50NaX/mvRgp7ExAN55R4sXJFSznITYSJIqMTOIYtq2b5OhwojGLUvLwHOuhHBWTAnCExLf8huSuf0Kq46BpmhWjauq5lLl8OOTlI1pfr0CcpULzMcgCFpbVkwQy+Om77zIrBFZaR7JMhGEQ27Gb2LZqMkE3THjKXcXcGdz8i68jK6MvXVl53iLsXscgAdhL7vwKKs9fzNz/OvPoB3mUdHanee7VAJefn4fD3n9eCt73cWJvr8Mxc/7QC158B8y9Eu66HFJBIHMvdUoCp2wgBJQpCT6TtZ2ElYl2TAmFsGljpi2KJDcxWw0iAevShdSaXpoNF6aA/8lqxkBioa2Lv0Wm8rJRylQ1gkkHOVKKDXohxoAMahcpoqg8nyxFFbA+nU9KqIBMjpTgMkc9JjL/F53FK0Yx1Sk/IWz8I+8Z9J6WdXdG5/Kj3I04HH74UjNoBxT3nXrGqI9tc3uKCz+y86D3SwrtCCGItyVofa2NrOlehLCGFICHw5Fnxzdt+NJEJxzVcfhuPbwxDg99FlCfzvwAvDcfFngGeSOsnv7iL1FN4kDlOfAaJEDSwR6B7rwoOcfxTfliFtNFlI3UkiQwGQ14gpJPFvMoxc2xLzx+NEwKwBGgd+8iueNvYISHmGoj68K7yPUc2YV/IrXfwGtmfOcuzFgC55QKtPyMBUdjQCs6IUg2tyL0NLLPR7qtjeyLz0Ok0wSffqF/pb0uSWv8zJiyqvCxP/3woELWI0WSZQx96PF1bqnnor99+ihGd2Qkk900t73KlIpLiCcEt32zmn17u3DYJFo7Unzypoq+eW3FZdiKrx1+ZZIEU9ZAeugbde89VQKcssC04A/xGRRLEQxkVCyudO3jgXglC22dfNX5Ng2mh3vjUyhV4rycLOSe+DSma2FqRYzHk+U8myxGR0XFwoFJsqf1VQQHvYXZnk+VsFDpoE5kE7YEU9UIiiS4uXsNJUqCVsuFR9HJFUmeTFbwYf9enAmN1tzlZLn2ZFbT+DpMPfOIj3Nja4oPfnUPzR2pIacXZNt47XubSewKMPfDcwjXh+l8u+uItqWHj11c7Ljw6+bxEX9DcfMe+EYlXJyLicWDbEBCYgEVdBPpn89iyIpNchpcIZXpeUUTM94jREOlCD+nMZMX2UH7wH2b5IQhSoo05gmc/pFhUgAeAiO4F0mSiTw2zM239HxyzrrjqLYx0RFmKuAF4okURmcX6vLFQEb8+YBwzzzCMmn6673oLa3I2X4cuTnEd+4aFBOn+LLIu/oyErv3En71jXEb86prLjxi8deLzWtnqFtZ7sKKId4dXyIxg9/+5Q5ef2shgcgzyORm+pBYCooe55JzjrCmVHY5dNcechYJ6BIOXkkVYVJMzFL5svdN0kIiKuxkywaVaoT5WjdpS/C9yGKqdT+PJss5x95MQ9qNGx0TCQMJkDBQ6O+kIqFgYiERw8brZhGzlRBCFmTLKV5MlRAQDsqJsUzrZJYapFiJk2eHIs3k4cVd8MG7wbgdal+EqjVHdix6eH1zhIaWFEOVjSwrVPG6Few5LkKb2ml4rIEdf6gm1XVkj2WFqye2Ndy4EDHg2w1Ql2RCPalhCzZGYHeSHauDBFbGEAjaCfRHyPR+xCzQIuDoBsMtkcgXmHawTzt+LX8Hko2HxUzhVaqJTagZYJKjxYWN5Uwl+4SXf5MCcFiM7mrCT98M+tBPaJKnkuyjFH8AmycwDESQsfAFANfyxfSGqmtkHqqLNfBYELEgrmoU33A1Xf94ACORxEqlsPy+HjcwIMuY6TSS3YaVGtq6MhZk5edwwa3vPer1JDuHPo+V5y0+6nWPBsOwuOKmzRjmVUgYiJ6v4CmLvSydX8wV5xfgdh3h1/L9D8KfLoRI8yFnK1SS/NS/jldThTyTKuOOyAK+4t/MJc4GpqlhHouXca6rmQcTU5ElwQ49m2uc+7jZvZOvBFewy8ju358+c0zGvqxgUqVEESITY2eXTb7h34QmDH4Tm0+RHOfDrp34ZJ33uPcSklw8x1xump6AUC5YSbA7weGChYeweo6Atq40XcH0kOJPAj5wRSG3XFPEix97BTNpsutve4YVf+KAZYfClqWR7EriyD2B3UJRC54PQugYBCY/1g2WYNpDJtX324jlGmzngM+ynMn6XXKnHS0B8QLBK7cnWc4UltiOfRu40VBFPtm4uY91k67gEwQJmEUJlSdo4ecDmRSAByD0OEZwL5Enh277ZT/9Z1gNj2KvuviotxUzJ/Yhu5cDQ/gsw0B0BmjsDlK5aAamyFR2KJ8xjZz/+TwpAe79jWz59xN4liyg7Y93I6kysizT/td7sWKHiY4/QmauXsLNP/8f/AVH/2VLdB0sACWbMu6xf50BHVWBX/z1BZ55XiFjf81YzoTWRIG7nl9881ZKSsagvFLRArj8Trj7ajhEWywB5Cspznc0MF/rZpeRzcZUHhc5GnktWYiF4KL2C/m8522m2qIEDI0F9hDZcooCNQnGwHaCFnZMkqgUygludO3mb/FpeCWd72RvZLOey7pUIQVSHF1INBpu2iwXbYaHz0+J4p33Pj6daoErfwp7ngJf2ZBZ6aPl5U1h/vF4O4+9PHSO/V++N53TFmeO+ZwPzqK7OsCz/3Vwv9/+/Tx82KvNa0NSR26p/jed7CbJFygb8TLjjiodu5YagYzo3HN1msrX7Wy9ZIBy7yn2jIBoqUWs2MKSBTP+Y2OVYicr0QU5Knxx4i36R4MPF8Vk004I44TPKT35UZFZQtWoa9cer0wKwAGYySCh+8+GIUoOaHNuxLP000iSDFVnj8n2dhgQOAYX2wM3qUpgOuwIBPt7dIMJtAPFErQJaHzuNdLbq3GaBvPPWk00EMJWkEvn9t10j7UAlCSyi/O58UdfHhPxB1C0fBqtr+/pf0PJlH1JhxPYfeNXtuOnv6/n1Y37sazsA6YIfDkBFi7OHhvx14vNAeXLoW07pA9uYyZJ/RYshwxVcpRyNU7SgtsCp9IpnLyUKkZB0IWTzzm30mE6eX/gLPYaHhpNH/13Y/CRIoydAinGf7n3coraxp1iLkHhoNbI4s10Ls8nS3kw7wkKlBRVPo3Hp7wHx6bHsZevoPLSL/cPbvYlY3YYquviPP3a0OJv7TIviaRA7sk6NRIGHW92HFb4HOqSr2VpnPeXw18X9pDg1+zn73TQjoUKvIc8yo+HYPJdcfhrO8QnToiIAQe996YqmZD9gk7WKpVQThphgujV1WlQ4rDz2hSn3GFHMmHOAzaSfkHsGv2EdMpdylJeZAe7OLjn9CTHFwIJ+SQRfzApANE7tpDq3EZ6x92QGMoCIOM+607spavHfNtzNHjrcOEfA+t0j4FlpLfpSK9FQwIWOFT2qFno/iyiFmSRsVPFgHbLwkTCvXY1vlCYVR+6geWKQeOOPWx57jXa3t5x1GPqRZJl/EV5LD5/LWveczm5ZWMX0F15wRJaN9VATzLIglvPZ+5/nTmu4g9g264IljVwGwIwcdhl/vKdD+D3jXHZGdUO+XNAT0LXXtCHDuIXIvNZ0AXYJAtNhl/krKPZdPOt8GL2Gj526tmkhYxb0nm/czc3B8/sWbr3cyhIoeKT0oDEI4kKnhClhEXGrv250Eo0LL7geYsFWoBdzrmEy+fwo/e9BxxPQ8G0gwd2hFTXJXj4hW5uvTbTevCnf92PPoQRNMsFsizxyoONzI5FqTivjC2/2EbNf+qOavtTr6oa9Pou2tlKjO9TRbjngdICzmAzLQOsswbwUWp4mJGXNho3ngzAvzuHev6dEESPHJzxkEZogYQS0hFekIWEf7tEvMDCtMPq7zrw7pN4+xNpqq8zWPs1Jy2nmuz8f0EuG2VbyeOFtczBwKCGg6tMTHL8oCETJH5cZ5qPhne0AEzUPUPi1duG0VgytgX/jWfRh8dt+90T9KBtWZm6b5JlYakqTjICrxsokqBKg2oDErqOkGVCPaVhFCDW3oXkcuLMzia6v5Xtr71J+UVria5YQei+R7HGMPtXVhSuuf1jrLjsnDFbZy8LP3IBRSum48jxsO/xt5h25Uo8pTlHvd5//ewJupoD3PTd61DUwSV1whEDRZbJSK1M9PpHbnRywyXzx6/A9NQzMj93ngrm8AGmva2bbfQ8DEjglEwqpTA/9r+OV9Z5IVXCDyOLeb97D/lKEhsG+XKKdstOOtMAFgVBFmmahZt2w4mXNKvVVrotO3ssPyYqJeUzuc++gsC0y7j+3DPB4YEb7gF57C4/z74RJBwz2Vkb57+/uZf4MFVcPvLuEtZOsbHh+id55i8mK7+9jM5t3Uecjh93QmCqjaWlLr5FA+0Y/IIp7CTGm0T5Cy18lyZqDlHzbQtxEpg4GX2v3DFjYwTuajtm4q8fQaxQQMhk+S8dvPmBBMFpJlOetrH1AynUNGz7YJqVP3Ig6yBZ0HSaQfcigdJmkCrUT8jerBISc6mYFIDHOTIy1knkqn9HCkAjFSH8z9OGnS55p5B1/p9QnOPbAzZpTVBJPSEydf9UFYlMq84uMid/rh1SAnwIxLY9xGdWYrndKIAbSNltmIEghXl+6vOyMasqeDYl8CAhZs/E6fIS/fejiFSaghtvoP3u+0E/ssyWuWtWsPmpl1h83uloDvuY7T5kOnoULp8OwKKPXXRE62hv6MKZ5eDpP7/MS/evJ9wZJtCWiS3MLvTxrs8MjgtVFInli7KIRE3ee2UBJSWQMxGtFIUAzQX5szKu4ENcsHp1qAw0GQ40LArUNEJAgZTg0UQ5G9L5rEsVcoWjnnbLSYlQeUvPQ0fCQiIkbD0ZwYIYNnabftJCRsPC5fbw4dvvPDiLWxnb6Ndbrilk174EG7aECESG+EYJgUuRWJyMIt5Mo9lkIq1xXvjwK0f1BWxe6sCT66Lhfyp5mDamYKeZNI/TzRaSPM9QpaMGcxU5x0b8vRCECgc4ZfhTKyTG78bWHzQwxDQJNn46SeGbCmoYWpdbzHhIQQUW/s3B5puSbL1VJ6tWIeUxUROw7b1pfHtl5v/djj0i0dJqUlAL4qYUFJ94AhCgGD9TKaCW9mM9lEmGQUaijg7yODla4r5jBKDRXY0RbSL++vcgPfgpq88Yo/mQ7Fm4Fn9s3MUfwHQNXjhcAu1YuH0VBSHLfVan3od8E3g22esSlqjK8dKoaeimiR4IEczNRvb5kH0+uoCZn/kY3YkklmkSU1Sk667Bt3k70boG4m9sIrZ1B4o/C7OjKyNCRjH2+WeuZvZpy2jZve/gdmfHAal4mv/76v3UvFVPx/4uxAHuxeJpB5cAcbsUvvTxKRM0wgFIElz2c6h+DJ74/CFnG0iZmjGbpYTE04kS5mpBfHKa51KlpJF5IlXGV71v0Wo62aLnIBAYSCSxIXqejX0kCQgHFjJZTgc3rjn1qEv4jIQf/qmJPz/YgTmchhECXyTB85/egTeewl/qQhgCrIP132i+cUXVOg13lfADWyvFaJxHFpewg62jaPm1lfFJojokYSPj7q1PwVxXpuzL8HlDfbF6R+JeHVCvuecxYfC60m5BuMJCsiSCVSbhCpNd1wpy6lQW/sEGFjiSMq52gS2kYKmCuX/X8O6XaTjbwL9XZv8qndwGje6/1FH6heOrN+tomE857YSIHtj3eJJjjgRMpYCZFB/roYwZJ70AFEaC9L4nSOx7Eqv1tUPMqaIWLcc5891oxasmZGxpwYENjsaN4VyOvdsWQG1lpr+uEAK87kEiLi4E6bZ2lKwszHAU2eVEjyVo/cNfSezYBZJEbNPmwTGLh6Fi/iyMdJorPncri849/bjouzscNqdGuDNCe8PQRYLnrh5dT9pxp3AeuPIPKQCHw0Liz/HZzNaC/D3nWZ5OlfNssoQmw0WpGmeBLcAGvYBX00VoGHglnbhQucFVwxJbF69rC7jg6k/xrpXLcNrG3xpjmhZPrwscLP5ET9eaHqGxxpZASBCXJFrC4PLayQkcLNQOZa06EE+XyfvOnUOMDvaQ4DbqiYzSRVRL4vAzjTVZKsx1Q1JAYyojBIdBHMJEOlQSx3BzgjRo/t6/HVGZU7/rxB6AQKXJtpvS+Gpl4rmC6qtThEpMSl5XmfKERvsiE8sm2HulzpTHNJpOMwjMkMmql4kt0fAvO74LQR+OQnxUUcB2GidLwxxHSEApOazkOLvOHyUnvQBM1f6H+J6HIbBlyOnVERePifP5yvlL6dr3OI/sfYIr8xbi0sa/oXtcZIovd4/7lkaPZLP1iD8BlsCIxgg8+yLZF5yD6vNhmiYoMoo/i/xrLie68S20/DxiO6oxWtsPaf1bftk5nPehd1O5cA6WYaJox//HcPsru6nfuZ+hKsItWDsLIz0RMn6UePIhbxZ07hrR7L2nLGDYuMZZxzQtjCLBGfZmdhrZbDHy+He8CkUSbDYKub4gxb3tLmSbna9dfhEi2kJk5yPouadxxpxZEyL+9tTHuOgj1RiH01yyzGbTycVTPLQ3JhC6wB/KiD+JjBVc0N9kYqQiUFIltB/X0f5Bi01FKcwjeIbpxOBRurmEo49JHRUfLobGJNxYPexT6KHE30iRBvw/cG2GQxAtsHB1yrg6ZAQCf43C2i+7AEHaA7pToCSTrPiZA1tcJme3wYbPpmhdZpJ2w5Lf2rFFoe0UgXJtMfmc2MW4JSQcaOTjI06K6CgsyZOMHzZUZpxElr9ejv8771ES3/qXYbJ7M9hcfmKdYYyurTziX0RbvJP6UD1z8uaM+9hyFI7Lr3evJU4I0WcFFELgqKpE9WUhTAMjGCbd0ooVT2LF4/jOPp32u+5F9rjwnnoK0a07ENHBGairrrmImSsXc9p1/eU+TgTxB5BT4ifafbCr7ot3f4SVlyw5BiMaAZIEp34K/vMJRmNnLlCTJFMqraaTsGXHROLR1FTm5rlYZU+z2tHNdysVGpd/FfHcy1y3ahlXLFvcs/RN47EnB7GjJs77bt9Nd8jMtCGUpMEPHT2WaMmwUIXFyro25rV0YQqBS1ZwpdKD4m9fmVrM7PYA+dHhv5G980qALc+GYQpsXo0uQyfrpTjSlTaMIwhdjSJ4jcjEC8B1Ybi/EyodsD86gjI4w6vbI3ENWwrYYhJqqt8yqPStR8YeBVtUsPr7TtRUZgvuNhlMwbmfcuHqkMmpUSBLwnfdTDKpbSc+UykgRJzYsbAMTzIkbhxMo/BYD2PMOTHuvkdIdMMdw4s/yQ4OP7MKl/DtBQVIio0b591MY7iB6TkTZ+adpcBbx9B4JHpvlMNZ7HreT7e0YaXSCCGQVJVUWzuhV97Au3Y1ttwcEtW7MaMx7KXF2EqKyJtaRcfd/+xbzbJLzuZ93/0cmv3EDNB+8d4DW91ljktrfefED2Y0NK6D7EpYcTM89eXDzw9oEtzs2Z154cxHdxfyN9HBVKMRd+k8uPJf4PAxRXOyds7McRz88DzwVEdG/EG/8Dsw7lRAdjxJwqbh0A1sQtDkc6KmBZqhYwoJR4/feFZrJ/7k4BTYgVbAWLZCzSons56KI8/Joakki6g9QvAMB+0325n9gsGZYSdP5B/ZTfuGY9FZoDoGb0cgZAwr/qQD3LZDTR+OoeIGB67PFpNQ4yCJg+2tA8tUaanMNFMWBCsthCRhi0r46uRMa+C4gM/Uwq9nwP+1wUU5sPbIerMfDwggTook+sQkCU5ySLw4yMKJgYntJJNMJ9feDMCKt5He9dcD3pUypScsC6VwCb5zf3fQchMp/gAq7bA5fqg8zYlBCHGwCOyN55MknDOmIjscYFlIqootN4ecc9eCrND9nyfofvxpME3i1XuwkinSHYOFUSqZZM/6zcxds2KC9mhsqd/WhM2pkVOYxdf+/Sme/ONLNNe0c9rly4710A7NBd/LFITOnwUvfB/So20+b6Jl5bNgyhlgc8OKD4HTPx4jHRHPbwjx4z/vZ1vNEEJLZP6TdYOScJzWLBdRlx3NsGj2eygQBkXtESxJotmfRV40gd3M1H/Ji+vEbSqWaWEfEEwogLhP5icvVeLstmibEaF0d5KaFdBVacffrbPBn6DuSgcqAicckd2mhgTzJ6qMsSnglt2wbmSfhV7RNhIhOBKX8cB5ZXHouMFeEWj1zFuwQ+WCj6tYNuiabWKPSvgaFWjV4eVQprBl8lhfTY+ObNycywLWsZs4aZrpPub3h3cq+Xjx4CQLJyrHX3Li0XLSCkDJWQCqE4yM284+71acs69Hb9uEkrsAxX18mHPzZciWoOs4e8wzYzEEEmYojK24EFmWcVaV95WUibz2BlZLG3mqTPKJZzA6epIjLItk7b6D1icLiVmrj1NX6Qg44/pVXPzhs1h4RiY04MZvH12f2gnDV9r/96mfgJ0Pg2lC58AC3hJonkxpFkkGmwvSMRAWnPrJzO81t4F9/F1sNY1J2rvSVJTY+N0/27ngND+LZrlp7Uzzqe/XsrM2OWymr2aZ6LKCLEnIQnD27ibqCnxkxdP4Y0maFJVwThatPhe5kThPza3g9D378aR1XCkDXZaJ2VQKD3ADa0nBqX8M0DLPQc0aOw2rHDSc4sTfZKC3S4SwMEihIOFFJY0xqsQuHxLxCbfzDNjeOKuL4TKIh7Ie9s47UEgaikA2M2EoUk8nBiktCEwzKd1hB5cEhoCXw3DXrHHck4nDjsYpTOcptkyKv2NICoPllFDO+FcFORZIQhw+bTMcDuPz+QiFQmRNRB2zMcIy01jRZhRvOZJ8DIusAsI00TtDaHk+JGXwWB6LQdNx9i23zJ5bmCWQB8Tp2YArnGBGozicdjx2DcuyaN/XxJ9v+zb7hugMMuOUxXzqrz85Yd2/JxXpOKz7Fbz6M8ifDTc90T+tZQs0vwULrgO7B45BOZ7P3lHHwy90k+opJdknEaTDJJhbFvP3d9HpddLtsuNOG9hME0OWWbW7iUCWi4Sm0pjjJeB2cMmWWtxpk/1+N1tKcpnVFmBlXStapjIMhiIhqQItBfVnuOkukhFItE3XiOep7DjfzbW3tRHNUbjvf4vQ7TKmRzkil91CXGxmAh+OtkThEzWZUjCaBKHDX3wGirjh/h4431DvDTX/UNvoxQIsm0BJZ+Y2VUHD6WmmvpBpmxcut9j9XoOF/3RgkzX4fDmc7suIQUXK/JzAJNF5mi20Epx0Ax8jKsljBdNOqM4fo9FrJ60FEEBWbMi+qmM9DABqP/NjAk++Sv67L6Ty6/89aNocG4SSMFrnXA6gAZ2MfSkZWVH6+4X1UCjDIhtkq4C//wshyzI7X97AlMVzAYh0B4kFQmTlZlM2dwY3fOu2SfF3vGBzwRmfg+UfBNUxuCBz2bLMzzFid32c+58enBMvDvqj97VAMSxMWQI5IxAKInEQgk63g/KOEDVF2ZiyRGOeH08qTcDtIKapuJM6CUUmy0zT7bLjMC1spmBzeT4tV0tkvwkdNiermlux2yQe/n4xIqaj6BbObpNQscrU1+K8drMfhEQyR+0b32hv1A4kvknFqI/VUfFkALr1TEX4xOFHPFTplr6+vSOw6o1E7A01jwxYov8hQDEkirbaCJdZZDXJyAkofkbC7DYgbGXiAM/xZ/bJLsG3q8B24rrt7KiczixeYidtIygoPsnYoqGwihn4GP+KIMeKk1oAjhWxdIyNLRs4vXwNSo8lsTPeSa4zd9jkiba7/oMZjmKes4Lsonxcc6cS27Ib14LpB807RYNKFV5JZlqyjYR8YIkjU9R5fTJzsYwwtgHDkiSxVINlI+hTv/a9V9C4Yy/v/p9PYaR1uve3UjCl/Liu7feOxn0Mkg4OQSJp8b4v7j70TEJkMn5lGYdu4Ewb+BMp6vJ8CEni9aoChKxgKDK1+T7O3LOfboeN+hwvcbtGm9eFrsgYwAN/KkZLCPJ/prJiXyuutEHtEhdbzvMinSJx/tc6SRp2AlME7dkSM3YYbL3KQ9Irg4D9i52k/Jl2eCAOzGEYMV+jlCsmyr3UoWe6f+g93cAVMaLWb4dLBBlPlAOaCsXyLd78SBJHVGb+X+2UbFKReuMILaBNB7cMz0fhi/vgJ1MneshjxlYa6SBMekIqxU4yEAnIw4t+kh/7SQE4Au7dcQ/GjgaUpjc47XOfZ0Pzeh7Z8wgLChZwdeVlKG7nQcuEXn6TYP1+tu7dgzcvm+u++kmKb33XsNuQJVjrhMIUvDiCvqSXukDr8SSnBLQa4BMgCWgYeK0eZUeOXrKApXaYOULDnaKqVC2cDYBmt1E4dYKtGpOc0Py/H9bS3j3gYjtEg26brqMraiYWTAj8iRQhh61v/rjNhieVJithkbBpWJJE2qbSnOOFPINcV5TEXg+mImN1aRhJC32GyRMfyWHRvyJU7gvTXQMLXo6SXCWxYaWLeLbCtZ9pYcN1PtKaDFEZ3JDKkgf7p48Q+0S2gLu3I5PxuzMOfhk6R35zGysReKj1HDhN6vkH/RbD7L0K8+6xUX2tgWEX/eIPwLDAI0PcyrS3m3tiW27y8BIihoqMhnLSi5HjiZVMZxYl2BnblpXHG5MC8BAIw2DHuz7DsopsGpNt5KslpPe3U+GvxGvLonhDgLevfx+uuVOZ/bfvIakqRjBCw7d+ixGKkD2tguLifKauHXnm6yw7OBV44hCphBLQYkFFz72jRIGIBSttmevfPyIZa6BqJTAke089hZHfpFQybulpJ/dnf5LjhPVbI2zbEx1+hh4xqMsqqmXhTqZJ2jXqcrNAkpAtC0uSQJGJOuz4Y0l0h8wTcypQepZVOyU6VT+SXUKWLM7/RhstWV6kGWkSqo06ZzZNBT5q3ydw6SahQoW3rvdTsCvFoh8mCIbdWLKErRHSVYCH0bUMGYYKJjA04oZ8+EED7I1BmCNO/jjQXXugaBt5d5CRL9P7nmpA2es2Sl/XDp4vBVyWC5+tBSS4YoLrKo4xJWRTjJ8n2EwFLnLxsIOmyTZx44yCRBshFlJ5rIcy7kwKwEOQbu0iubcBuamNs+/+HumWTuxlhRQBnzv1c9Tc9wM6OoNE1m+n5lM/RMvPJtXcQXT9VrIvWYOzqpSLbr5q1L1tK1S40g4Pp4aO7Vtlg9IBZy5bgVUDDAnTNdijQwUBwqZFk1LESE61DEyXwavCoiMoaDtmRALw+uNgd0E6CTmF0NUGay/PvDfJSUEybfGFn+xj6+44Te3mYdsICkXCFdM5f2cDXW4nW0tzafe6euLEBELKxAMGvRmLvGQJKroiZCV13q7MRwiBkEFfo9Oc9pBIqVgNKrbfatjUNBGbA8cbJi98KrfHsyux5P4Q1eXZJFrtoJik55ERGv2NbY9YBM7ATjkHew/GhaQFD3TCw4ExE36jweqLHTzSfsJDWwYHoQHfbsy4tYWADVG4+MQWgRISpzGTGtqZRTFbaTjWQzrpMRFo7xBp9M7YyyOg65GXaPjWb0FVMCJxWv/wL6b+6DN905t/cx+d9z+NiCcxge7HXkbL82PGEkiqStU3PoqkHvnhzdWg0oDaAxSgjYx17lAJbst7XLdZUgmSBC8koD2RYn8wgNPuxJHlQyOT0DHf3pM0R0Zsqsc6ZM8y4WefhGjo4Gnrn4Qv/3nixzTJuPCFn9TxyPNBzFGoqOJQjOJQnLhNJTeaoD3LBbKMJ5EiK5lmf7a3r4WhJckE3Q7iDltm/b2hek0K7TM00vUOEJkOIlqhihqxcKgykmLRW5v4tQ/l4F8hCE4TSHYp875FRmTIPcMe6MUd2C5kGDzATFzMwEErI4j3GAueDEBdclyqCg9lwTvYzXvoc3w04rKPNNCpZzKbbRIE9MMuciKQhYslVBEkjoycSY451oM6CZEADw6ycXMmc4/1cCaESQE4DOGXN9HR1oA7aCIh0XHf08h2O3nvOpe9H/8eydomRKKnl6iqYFomrvwcoBvfGcuPSvxBRuCtdUA0lnHn9nqEbcATcbjQNbxYkyTwDZh2phMe2bQBvbaOwjkLWJC3mHm2TNwhgDCgsQUqjmXY3s4NULMVXn5w+HnCXfCPO+CGz07YsCYZW/S4zi+ve4ndHjdPRzTM3naDwxnJe2NYhcCZ1MmOJkloCptL82jM8/WFNhiKgmZYqIYJiiAyU0INSnQGHUzJs0GrjkxGhqi1KklJzUgOCVAFO3+ZwlDhbJePMGHilkCYYEs7aF9rYUNiJR72SQn2pw1EAtDByj9wvBayJWHJ9GUnQ7/usgHvIp9m0qwjxrlMkEg5xw+PdUGeCp3Dd/44HIcr83LgtOFeH+k2D4uZWQJVgns64L3HR73XscCPCwcZ17eBSXKiPjvvACQgFy/nsxB5LB5GThAmBeAQBJ55nc5HX8IRtPoucVYoQssv/0HLr+/J1CbQ1EzRXCzQTSRVxgiGyVq7jPzrLhiTcdhkuNILLyYgYGVcv2/rkCUPf78cjktOO40lM2exw5NHQPSLP4Dvfg82bIT3vgduuH5Mhj4kd/AbBPA5PjJ4gmnCE3+F1n2HX8nODeMxtEnGmfZuncdf7uYff29i5oZO2rISGFOKMhMlKWPSOPC6KwSqYaIKSGoKCaeNdTNLWTejpH/mHoGYsGsoQlDZHcaRpbO5Kx8pDqZXUN+qoypgmBkZYikW+hSBe5+CkWsR/x8T0wkOXWIvSRxIJITAv06h6E0b7at1IotMGnan+GxBObfr+0iaGXOilALRcxW1Afa4AFXGblMwEczCSTUJIlg4kLiJAtowCGPyaYr5EEUTcvzxKFDhgJfCR20FPBKv95hY+Ea6HgU40weaDCkL7CduKZgDuYoVGFjESPIqu2kmcKyHdFJgQyUHNx5GUPLiJGJSAA7B/t/ej9HUjkbvxW7ARcfqedrVFIQsQyqNSKVxTJ2Ce/50pv147K1TBQr4FSjS4MIjTMyQJInSgnzcFgflNVVWwr/+nfl593XjV/83Svzgp/nNL8Oz90Fb/chWkkpALJwRDa6To/n7yc79T3fy23+20dyeJpYQVC+cdrCCGOq+LgQKEkISg1XHAQlNdkzOPzOXxNYkxq2w2l7Jjm+0IYRA1vtW1UdlkZ3CHI1Pf6iEr8zZR7q+m4/+WUc/p5I504r5BLUoahJjEXj3KLjyZRbvcvNiQ5gSQ8UzVybWE50rA7Y0aEhMtznZ4YmjAyqCKuw0oRPFoggbr7KAShz8gVa8KLybA82H48jf2uHfnUftOxwm+m5CGPGWVRkSFnQZ8GYUVp84zQsOh4yMDRkbHpR3kKVqvPHjYiUT2wb2eGBSAB6AldbRG1v7Xg930REpHefCmSR31GCrKKbg3RdQ+sn3jsuY5oxhoqD/AHH33HPw+utQVAhVlePb/OHr3Hbwm9teG7n46+V/PwtT5sK7Pz0m45pk9ET3x0h2JslbNHwNu+feCJEOpXjo29uotXsx5Z6gOWkYE9TAkkVCUByOM725i9dnlPWLP9PCYamkVIFHpHG6bSycm0UyJXB/oJ6GWTYe6ori9zqw2Q3aOvzIElx3QTbr3+xi6XyVr35sHlnuTODeF6ngxVSaLCPE0rSXBBrTcNBCGrtfYsWHPLhR+GBjIbE9Dbyvcg+9jeIcSCzHze6mJPF8iw5bpgWcCqhItGFQgZ01eLmOfCp7rAsTZvXrpS4Jd7eBafUH+44h4y0JR7V+FShQYV0oE0j9agiWeMBx8lgBe6kgj2YCPTG0kxwphfhYwyycE5mRf5wwKQAPRJLwLJxBsrruoEmD4rtNi8Rb1WhFORS+91JKPn7DRI5yzFi4EP71IOgGdHRO8Ma3rYMtr45+uUArrLls7MczyYjZ9J23SHYnOfeus1DsQ9eye+SlblIP7oXmON4SG0H3od0rkgAhBFgmkqyQUmS2Vhag23rXL2F3WVSVaiyf4WH6VCd/eqiDunaDeCpFacyLRwoSfiSL4sIohfkROrqy0FSZaWUO3j4jyoZcG2+6I7xAmNsp40KyuXDhCljYP457mE07aV4jwhXkZARIOVwRz+E5R5BWy8AOLJXdfJBCXsoL8aQzSCtpZKBC2PhRfTY/K4tipgx+7JpNsXQM0+p1E1rTkGREFsAR5LGMKaMtG3NIDMClZH4iFqyPwt44zD9xWnmNlBkU00Q39Uz0hfvkIkKCHN6Z3qRJAXgAsqYy/c6voAcjhJ5ad9j59UAEx/TyUZd6mQiEgPsfgFNWZNy8Q5GXB7W1sLMaUmm4759w3bXjOKjn7oO2Rrjw/bDusSNfj2OML+jBCLzwJsQTcOpCyPFBlntst3ESMeWKSsJ1EYK7QwSqg0y/dipt69sRpiDWkeCJfzdzikdhr5UiJASG0vP96PXFCnGQuVn0BqYqGkIIur29JX8kbCqUFOgUFHSxcGYXX7n5EjoCOuu2hpkzo4bGtjZWLKpnf6uPTiuH1cvqmDO9AxmNLMdS3tqVwJ1TwGmLvDxNiCZSNJBixjBlWAqwceUBHTqunZnHEzubuFczyWvTeHr5fF5TImzIaqbDMnB1pVn5UoDaOW7W3buL61QnURv8O6eD/77pAl6WwpRjZ8pExxk9HcyErozY/St6/pd6Kt2MTKCNqZA7GhqTmfg/rwIOCWaenKWjWgliTuYDHzX5nDwhAqNlUgAOgaQozL3vDsKbdrD9nFsOmj4oHEmW8Cyfi94RQPG6kB3HsoDeYHbvhmefhQ0b4Ic/GH6+tWvgtXWweTP86c+waGHm/jx79hgPKBqCHeuhrSHzO32Iatf0WIN6OKil3GuPwqLTQR2jatWvbYFXNmf+fnM32DW49HRYMQeQQJ3Ajg0nABUXlAPwxC0vUbu9G3fkIbY/VcH2Wo03svzUxmB+YwuqbmDTNJxpg2hP1w6bYZIe6nhKg/8uzVO59oJ8fvPPNixLEIzChWc3IUsW/3juZ1y44ko+dMNr3Pe4RFV5B4Yps7suj3hcY+eeQqZVdjNnepKbLpe5/wknK0qKWCK7iWOybxjxZ6QNOvZ1kluew94NdZTMLMJf5AOgrbaD2XvC5JeoXFGew5Qdm3C7LFxGiFse6aSsIUlzqY35W2LYQzqJQByXAZ5inef+s5FfrlWhJcZd+YvIyp9Ai8O5fvhDGyNXgL0FDseg0vWxICLgdCdMd8EUB7TrUHb8XJfHijJyMbHYT/ekE/gIcaBx3kDz/zuMSQF4CEQihVZSgN7c3vde5nIog+IAM45kt9H4nd9jBiPYK4up+vYnjtVwD2LGDFi1Ck4/7dDz/erXEAplwq+efgZmzwOXE772VfjC58dwQC4vlM2AYEem2PPR0LQb/n4H3HAbaGNwcXcfYCVI6fDA8/DMephRAdefhxAQ3AGeStCOI49SqDbMjj9Ws/jTC3Dmj31hYWEJJFli19/2sO+RevKX59G2P4lnQS5NMwrQtm/hP58xaTa70VIyZrmMmevlzdI8Lt2+D0tK8eqUwj7rX1pTe+LRhur4YOG0KxS0hpmnKQQiOTz8yzn8+K5mOoNRZlT6ULSdqIrF7uZnCcYaqSjx8MQLszl9RS2t7V6cTp2ugIepOe/DH36D9sBubr32vL5tuFCYi4sHn+tCliUuP7O/WPDbT24j0hWle3+AYGsIWZFIJ3XiM3ysvWI5hS+18D2HSr2vlXNsFrP2hLFUyO42kYAZ1QkiPgVvqD/QLtQSJnT/Wzg7/EyJyiQunzVxAtAS0G1k2qSNEGnA/6PhSNvFHVhOZkxoN2B3AOIGvB6Bn00bu3UfJ8hIVJCHOtkmbtRoyNjQWM60d1TZlwOZFICHIGvVAoo+fA2N3/wtmFbfx0QpugjJlo8R24ew5xKv7yB71TRccye+8fhjj8E/7+3g27fvorTcB675fYH0sgw3fmDw/Ok02Gzw1PoQrze10v3yLJr2Z6b1lmSDjCf0jp/Af38EssbKQn7Pj6Fxz9BFng/BQda/Xuq2QyI6NgIwFAGHBsmetNFeI0goBtX74Ok3iM9ZSWgPROuh/OLBi8ce+gWyvwDZX0Tqjf9gJaKYrXV4bvgy9oVnHv34hmHzz7fy9s+2okfTvPXjzZSfW8YlD12ArIw+JMEyLGQ1s1zX1m7ibXHCtRF2/rma6ddNJVQXpfG5/dT8qw5Dz9yuVcDChsBGHgIJk+X1rezNz2JFfTs200JIEpqAtCUoDkVpyfYi+lzCoGgmxQVhDEMmGHGSSErkumPEswVPvRZk9lQnH3uPk9lVJby4MYdguoNsr0Ek3oYldAryI1x8VjWFeVE2bK6ksqAbv9dH64ZXiHfopLNz0UuTaErG9frCXa8gyRIbqlUc0W5yW3OYfsoUNIeNtrp29r1Zj2X2ixELYEsHT1c/gTuZed8NrBriGO5Y4AIkCpuT5HcNvimvfjEIwCZlMxd/4txRn59RIQRsjsEPGyGc5mjqTY/GnXukrl/R53YWY+M+TpjgkiEuZQpDn8T4cKFjYCGI9KUoTXIonNioJJ9pFBzroRxTJCEO038JCIfD+Hw+QqEQWWOmBk4cYtv2Enx+PbLTTuMv38AKgeyZgWTPB0y0QhuLH72MZH2C0Log+dcUImsTExN42RXwwaue45TFbZSUO8Czin88UMzppx0c97d7N3z5q5CfD7sv+Q1NRhd1N32adGDoWLfsbGioA8/RWrua9ma6eOzY0GP5G/yRO+LYofPeA+eOUeHCRAqiCXDZ4fVtMLsS7vwXGGam5mOOF+vWa2h/045/Njh6KngIPUX4d7eR3voCItQJ+gF9OmUFbc21uC/+CCIWQquYg+wffNGx9DTxR38DRgr31Z8ZVTzpxu++yRtf3TjIu7f0K4uZ+8FZeMq9CNOi7sF9dO8IEGmOsu+hBopWF7Ls9sW8+b23UV0qic4klm7RsakDe46dRGcSYQqc+U5ekl10eJycV91EUlNo8zoxZZmqrjCa1X/eBGD1JPi2ep38a+kMNMOkojtM0OVgf44X2bSwmyYJTe0pRJlR2WtOqSGV0rCsato6HAQip3DRmbsoyoe/PbAUizTFBSGuvyTEG28u5e3qKBefvZfli3cSCiuEozJORxqnw8CmGEgCnnllBgVdafK8cZyzk8xeVATpS1kwPYcHv/VvDN2gYF4VNRtqkHWdgsocIl1REpEkemJwgV0BmBIoot8u1vveM5fkUrQ/yaK3YgAkHTKmInDGBIcKGjj/I2cx67RxLDvxWDe8EISnAxA//h2EYx4/WKzCTcWZY/DdKig6+VzAvYSIs4tmIiSpoe1YD+e4pZI8oiQxsZhFCYtO0l6/o9FrkwJwlOgBnaZf1dP5eAuYKVBsyIoDFHDNdOOe6yb3wnzcs8Y/gWBjCn78fXjoxwaWKZg5NcYHPuDlvgcUolF4/lkoKACR2EXd3hCmYwVXXiMRCUPU2UncGSC1ZTpDuXtsNqjZDWVlRznIR/4ETXugYVemcLZpgBjsjjrii//0RfBft49ff+BwDLbuzQjD1i64fC1kD3bdJV79F9E/344ItnPYCruyilRQjn3h2Ui+HIzdGxHpFEbDdohlrKK2pefj++xfkGwjSxQI1Yb52/R7Dtq0I8+Oq8hF9/YAfaY6o2eiBIpTwYwf7DY6MPLLBNKyRLfXySvTSygKxhEyZKV0ljR09K4uMxZNwaObPDW3gu2leSBEJrNXoqebR88WBglcQbY/Qq4/RX3DTtwOWHtaEXvqskilNer353DTu98gnVbJ8SwhGCzgkZdayXJbXHPJFgwjya66HHL9MTzuCMUFYbxuQWenF8OQydaShCWVIpeN17bPZNuuGVznq0YRJjanjX21ARJJgVBlijwCRVPQk/pBInAoTAmeuzgXScA5j3UNOhaH47pvXEXh1HGsA9iQhO80wvYYdBiHn/9k5OrczM9TQbipCIpP7jIfr7GLapoxJhNDDsKOwtnMp5hs1EM+mp34jEavTbqAR4mWrZG13E/3K90QH/BUaQJ28K304xrvrDNhQnwrRmIam591ICNIpDS27vTzla+DLBusXhFGsmxYhkb9nv3o8QAbXo0QCq5FVjQCe/KAvINWLUkwdSr89f+OUvy99SJk5UDjrkx/X8vqqf82VNzXkcUOUbcDXvgXXPC+oxjoIchyw2mLMu60tA72wTeQ9M7XiPz6E5n9G8n4LQPRWkey9Y/DzpLe/DxdnzkN5wU34770o33vp4Ip9vyjhpnvm47N2z8O39Qszr/nbJ5693OD1pMKpkh2DrBGDtQAgj7xJ4CkDI4B94yBVi5LlpCBhpwsPCmdgnCMoNuBqps8Or+KpfvacKYNnKZJwOPixbJcpnYEqeoK8+jCqZnM3t5nzN7ea8LCEhaSJCNJ4Pem8HkTXHJeNlu2LaFp/xYUJY3DBnOmOohGckjrdj7znmVAgrKyjfzryUIaGuewZMGbWHSBsAiGbCiyQFWhsChCIqHR3uVBD0vE5CQVpfsI1Jey5N1r6N6ym9pN+3Aqgpf0UixD4ROnCk65chmvP7ARy7ToaOgk1hXDMgWqQ8VIDhZSioDFrwfpKLYTd0q4EqJPPA/8NBz4iffkecivGr5+4phQ4YD35MPnouO7neOZbbHMNeeZEORp8OHiYz2icWU6xVTTcqyHcVyioFBG7rHNTj8OmRSAR0DuhXn41vrZfOGbg94XaYuupzvxrfKP38aNMKl4hPUvttHS3kGy6RRicQ+L53Xy4ffv4JFnKrjywjrmzAiTL7djtINb07j30Vk89VIF0yvaOfdckx/8rILoEPcGWYbr3w2rVx/FGE0Ddq4HWQFfPgTbQbNlhIDNnunkcQBH9MW0TMgrOYqBjhBJOkj8AaTrtmb2MRUfu22ZOlZLHbEn/oSpJ1F9RWizlrPt64+StM+h5l6TktCPUcrn4LnuC5gpk5r76yi/oIyWda0Y4YxIEQcYfYYSJL3vJTQNNaX31QgWEqgCwjYVVQgMWWJ2SxeGLONPprG6w7xRWUjIaaPN58IEPIbJ3nw/tXk+ZrUFcOomqm5g2LS+Xr4DByNhoOtdaFoRTc1+JAlyPOWculhle10DKxaZdLXnUuA3+MBVV6PI4HXJdIT2k5dbz9UXtrJ1x1lcfuotPL7h90RiFlMrAv37KcCOgYiBo07CLFGw1ZicrtWw59EWzviv08gpy2HnS9W8+4xy7HnZXHBRpm9s5YIyql/ZQzKURFJkbDYZV7abYEswM3a534gtaQpNVU583QauRBoLDmlfkDWZWaunIU9E2ainA2AewYPVyUJzGko1yFah8+Tvm1tAFvMp421GWVj/JEdD5hSmT4q/IZgUgKPEEoKOVIBCVw5lHy+n6deNffFXqcYUzrJxtP5F3oTEJprrHTz/yiwuOKeJp+57jEhIo7bBi8Nucuf3X6GkMNHnZVMUyM/R+fB/VROMOOjqtuFzRvF4hhaAlgV33glbt8LPfgJTpoxyjLvfAl8eLD8XGqozN/76ajAMcLphynzYdgTFn4dCWNCxf2zWNarNWgS/8y6Mhh2QjHHUzVUPwoLWvSTv/mbmpWYnRy+muWsFhcuqSL39DGLbOtb9NIKZNPDJb1PffTZGxE/G1KdwKGfkgaP1pHSQJCRh0eL3oMsyReEYAY+DV6eWkB1L0OlxcmpNMxurisgLx3DrBoWxBDV5Wcxu7caVMpAx0FWFx+dV4UnpmEq/FJIME7tu4LOSCIdOMyaIOJDGsJwYeglnn1JMlkemrsVNjk/BQT6rFsykvMjO93/3MDtrmvnkhwrxuNMkU4K0LmOYNuZWzqG1OkhEDxN4w4+EwDM/gua2qCwPkVDsBF73418aIt7QRKTJzt1fbCa71E+kI0qFv5FzrqqiZlMdWODIclI2t4T2+k40VUGzq3hyXMS7YwgZKk+dx5ub2slJdPDW5cVEDAPNmSSupXEdQmf4CrPIKc1myUWLjuxjMVp8aqYl2hFwKAvmCUPUgkYdPlMKa3zHejTjTgdhopNJIAexlCnM5OS2/h4pkwJwlDzTsZGmRCcrsmcx/11TyFrtp+HOetL7kvhO8VP23xXjs2EjAomNANjtgve9aw+5OUlUxcKhOmlqcRGOqhTmJ4Zs5+a0G3zmw1t49JkKbvvmGr7zxTd4+KkiHn82Ewhr0yDLBwX5UN8AtXXQ2jpKAainYOOzGaFXWAHrn85k/Mpy5i4Sj46d+ANQ1PFz/x6C9JtPoe/ZBPEwYy/+DkakU9jMfUzNrsd4tCdb0oqSLz9FwlZEQfZu4jEPumc+uqGSSAwfW2YBLkcIRdZJJLKwhA0FQXF+NVmeNqyG1QQ1D04zTczj4vya3UgpO0/PrkBCImlXiTttzOvuotgLHUmNl1ZOxxGKURHuwmGTSEkKQU2hskjj1CU+GlpTbNkRxWnJpB0uyorsFAJZboXqujhzprn46LuLOXVxJl5l1cKPkevXaOtMs78jTTJlkZftJTfbw+yyc9jf7WJR1WLOWpiN16WR1bSY7W+9Rkt9CTImqtvE3O7Giik4K5KQlkEWRGtcSLJAmJkjEWjpxrBktr5ez94NdTi9dtLxNGKA1UzYVZw+F8lIihmnTqe9toPX98l0daRRXA6WP9XBrtkuChuTiAHiTwJeXuvDF9BZ2Sxz809vGD6bfTxoTUEwnbnCH1GFkJNAAkpAcwqWesF5csd9AWThxI0DJzaSpCdrAwKud2B7t9EwKQBHwaOtr5M00zgVO+XOAiRZwlnuZNZ3x7pi8gHEd0P0hb6XxYVJjJ6ws/r9Hh57toyNbxfyvmt2ow04owO9bqoGbpeBbki4nAoeV4Lz1uzvE4Bz58L73guRCNz5WzDN/rasIyIRhRf/DaVTYeoCyCmEDU9DIpZx/8ZGV/qlN8G0N39gSFacN8pBHjlmVzPhn9+KOn0pVrQbEhHGW/z15kxIfXWoB5QmsRR8Wa2YAQ1FSVNQuJfGxqXIsjFw6T4ycWkSyrQ6PBEDkdZIpL1IpoHDmcDlDCErAqeaREmoeLO6mNcCQpeRSfG+6jpUh4yvsY1nppWwI99kUcd+zvnUhdx+RQnf+fYuOnZY3D5P4q/bDGyy4DtfnM2W3XF21CY4f002e+qTzJvh4jufqCSRsnA5ZMIxkw3bouzel2BnbYKbry4k16/x7OtB/vpwB7opWLXQyyfec2bfvswsPR+AZCzJPd++j0hrmo6oiaoruDwC15Qo4S1ujKgdK67hnRPN7L0QCEMma2EYR2Galv8UIANO2UISkIpkYib7QhYlMFIGkfYw/mI/voIsZFmiUNZ5eq+B24ziboQCh0QaCw1QHSoIgZE2CRTZ2bXEz+WvKtR0Bbg9r501ZPFJJiBs4XuN8HwQUoedcxh6IxnH7vs14Z1CZGClF7ZHISHgwpzDLnIiY0djOVNpJYiFRYp3aPIPoCBhIfBgZx7lx3o4xy2TAnAU1Mabccp2PlR1ycRtVO+E6GuD3pIkUGQIhGwgTJYt7OaNN4upLMuUohCiXxcZBuyty2LHHj8LZgeoKI0TjRrc+KkzsQZ4h5r2w8ZN8OtfwnPPZeoAlo/me9Ncl3GHOlzQ1ZwRf7d8Cx76Xabrh6TQY3oZEUJAUmRKeQ1LxTgL7x6CP70ZkYhgtNag730TLANkFcyjKK42Sgbq3M1bLyaZcFNVtZGamtXU1K5m0cL/YLPHiMWye+YSZO6AmZuu3R4EFLLCOmUVb/L29ssQph2EwO9toitYQSqRhXB4IClISWUYPhW5K4HiVFh823xiLQnS99VwSiTEm4UqWdeWUZ2QOSVh8p3PFvLqB55mmpnPhV+7iG892MXdj3Rw6Zk5LJrl5hPvKeZX/2jB5VCQZQl3j0XG51E5d5Wf235Yhzng8zij0kl5sQ3ThAtO9Q86Fp3hGppqath+X4BQvBMzZMdDxson4jLR3W7MpAICkl0qxiYvRsCGGVPRsnVseQayQ4AMspWpPDcUvd8jI23SWd9FMppk8QULsLlslNl2YKYFMZ+KTZKpX57D9Ne6QMD8c+YSbo9w7VOtOHItvFMKqH92F1ydxZ3dO5mi6VyWM84lKM7JhnUhSB3ZQ8qRFoM+rjCBF8LwUhjO98NZfrAffy07x5JN1NLG6B62TzZkIAsXDrR3RNbv0TApAEfBTRUXoUgT/GEKv8BQVVyFgD/fM5OLzm5k1dJ2li9qR5EzljsAtefMtnc6+MqPlrNpcwFXXlhHTX0WoXCmfZosQUEhTJ8G730PVFZkav899ig4nZn4wREzdT4E2qF1X0Z1xsKgpzM1AA/T8m0oFDlTbHdI7E5weqFrfDPehBCEfnwj6fWP9GQxSweVsBlPpL7/eseT+W0YNjo6p6KoaRRFJxAsI5X0sHzpvbS0zmHb9ksymQqAgUAWEosXPoYlZDZsvI5QqBhFywIPGBGT7tg8RCKNZarIkoTmU1nwifk0+z10PFTLroo86nIKeG9JjPb1HZTmyXxoZS2Scxd3Jcr42yMwxRvihqu3oc1ZjWtlAXNqTSxLcNYKH2et8NEdSvD+y7xMK88+aD8BvvWJikEW64piO9/6+MEiSQjB+peepOafMlgy9PTV7T9MEnpnxu0jSQKSKkYy82WwkgqpTki2aET2+sCQEUKiK50iYqSpcnkGuWkPNC5Hu2K07Gkj3BFG1RSEKSh0OgnMzqZoTxQkMA2TWHecxRcsYN/bDchWDMcCB/PPms3Wxt3UovOX9J7xF4BvRjP9cBXzCF3AJwm9z0HnZJ/04q+WNgxMVGQsBNY71AmsIFOEn1kUv6P7/I6Ek7oOYGd3mIuvu51ZM8r5651fPOr1tSS72Bmp58y8JcgT4XoUOnT8uf/lANdUNJICVDS7gmXJGIZFZ8BFUV4cuz0zT2eXjadfLuOTXz2VdEpBiIwbOBTNSCufDx57GJYuHaPxPn4XbH0NVp4PLh+01MGrjzDmrtLS6TBzMZzz7rHpAjIMgR++F339o+O2/t6jMtJPUu/5FwLq9i2juXk+5RVv0di4lGTSTV5uPfub57K1qIkcoxx/ew73l+8hX2Rxi7yLpCR4vmUJ+bqL8pIc5tw4i65tXTQ80YQRN7Dn2Fj5zRVMubIKd2EmmUlYgp/8tZmWDp0f3laJ0C0Uu0L80d+gV6/D/d6vc/vdEkLAHZ+tGnbs//fY3VgixnVn3YjbqWJaOqoyunOXiqXY8txWNj39GnrARubOPvBoHu6IHhDXploIXaY6EkKRJEqdLlxKRiwOF69XMDWfM288nYfveJxEuD/gXgC7ZjvJjwqWFxURag0R7oiQV57DVbdfimpTEULwcH0155VOw6mNc2zSpgh8vhaaTv7s10OiAdcXwGfLwHHyCsAQMe5nPRYCJxomghTvnHOvIeHCgYpCKTlUkEcJQz9snuxM1gHs4XNf/Q2ptMGW7XX87b5nuP7qs1CHakI/Au7f/yKPt71BtpZFhbOAqe5S/lj/KNmal3eVnjHGI+9B0vr+PFCmK4qMoevYNIW0btHW4SEYtvOtnyzjV999DVkxufvfM9i0JZ/C3ARNrW5SSRtXXWTnN7+CO34M555z5OLv4YczLuLFiwe8ufQsaGsEWYNn74VAW8+4M4M/XBD8QIE7LK4s8PohlRw38Rd74MfoDTvRt7w4LuuHfqPMSG9JQkA67QBJ0N1VTjBYjtsdQLMZVEzdyZsbLiIUKqG0bCv7y6LUxnfzcb/Eysbp+KwsWnwXs8nZjuy00JJgy7Gx9IuL0aNp7lv2L5LA9GunMf/DcwdtV5IlPvOB0v437Jnvj+uSjyAuuBlJ1fj+pw9fxbEkt5KucACXQ6Wm9QXC8VZmlV2AEBYex+ELIjdu38+6f66nbWsHOG0HfEgGbF2G4evgStiKEghLwjLBXZUksiWLfLsdXVh94g8ylkZJkvo+k5bIWKXT8RTNu1tJRJIHrBlMm0xznsTezfUoukCWJc764BpUW7+ovLxqDgD7NjdgpE2mrxhtmv0IWeaFyDvZ9NeDCdxadFKLvyAx/sMmzJ4PfrzHY+REI/EOEYEO7MynnCxclDPONTZPIk5qAfj29tq+v3/0y39SXJjLOWcsOaJ1yUgYwqI7HeLRljfIt/sIpqPk2sbRIhrfMeykjrYYxaVehIBnXipjWlWIji4H4agNw5RQJKgsDZFMCf79WCWxhIbPJ/P/PgUuF3ztq8OsOBaBjU/DqZdmkjeGINEZ5h93O/Dl2rjzf01AgtZ6WP8UXHIjPPg7CPS2JBpj658vB95927BjGwuEqWPUb+0p8TI+HFKnDIMkZZw6TleEGdNfZtfuM5BECrczzYrTn2VX/bkEkiu5VPcw46oClr+/gLzf7WbfKzKWZXHF1BKCdWHaX20n1ZlC0WSUbAclZxbTsbGTJZ8bXXkSSc08oCjKwYrd1C2MmI7dnxHp5688vW+a21GAbiRo6thAUo8wvfgs3I6Di5IPpGbjPtpqOsBFj+uXnsLig0bE4T5v6aCWKTue1Ah32UGxyLPb6bUaimGMiHJvTG3aJK80u0ccDt7WlF0xTE1G0TPvW5bg5b+v44ovXsLN7KUCG9/oaT+1541aLNMaPwFYmwSXAmFrIhLVj1+mj6yjzomMiUWyR+j1NlhUUZhDGVtpQD/JYwB6E4rsaGThPMajObE4eR+LAE0drG8XL5x2xOsqdebhwoaOycbwLp7oWI8Ari5Ze5SjHAIrCZH1EH2l7y1J6v8RAtpC03n+tXIa9rvpDNiZXhXhvLX7+cedz+JxGwgLzj+zBUkoxBIZd9m/H4Aliwdsx4yAeUAR4wf+F95+KWPBGwbn07/jhsrH+citwD0/hYd/D+2NGcH06qPQuHvAuKW+nzFhyZng8oyrAPRc90UkTw7jcecc2Grt0NX6BiNJoGlpNDVNlreNWCIHRTGIRgtwO9opyNnOqRevw1tkkdwZJbQ5DbnTWfLtK7jo3+eTVemlfUMniqJQdk4pUy7JlCsSQlCwJJ9p75qKt9zD1l9v58WPv4KpH12s4+u3r+e5m18kHTk4frU4ez5zyi8h3zcLlz0bh+3wNdri4QGfU1kMIf56sA5zRJMqItlrWZfAVJDcBv1WagadlN6Pbe/v2WtmUj6/jPL5pZmmJmSMTBbgSoE3aqHLkLKBrkDT9mYe+/lT2ENpZCS+TgMfYDdlF81myYULDrvfR0yhlsl6XTLOXYmOdxqS8LOJrxU6kQSI4UBFRaKKfFw4mEIBy5nK2cyjlGxmkH+ip/QMy2yKKSeX/XSzg5P7XI81J7UF8MJzlvHQ46/3vb7ug9/knj9+hfxc/4iW3xyqIaTHWJu3kLsbnhlUZFMAVxafNsYj7iGxBxJvH3IWw5AoL42S7U9x+fn7UJSMrDAM2Lg5D5vNIByxEwjbAIGmCdYs3wfRbpA9oDeDFQfZAUoWOGaC6oe1V8LT/4CiKvj7HVBYnom166VjP3S2cNnaXFgENOWC2wuL10LZTLjjIyCsQdaRkYq/w86majDzyCy4o0Fv2IHZVD3m6zUlCYGELKxRX4wHGpskCfy+RtJJF25PJ2ASDmbjlnZQlWfRuedCLEOguTNCx5FtZ/5H5uIpd+PMd1L30D4qL84IwOaXWghUB/GUe5BkiVhLnERbAmFYmSSCAYSf2096XwTH3Gzcp2TKIA1H3pJcFLuM6hr+EpPjnUKOd2QWMGEdTpAe2N/ksGvsW07EVfraoAy15p5V51bksvpdKwAoml5Iw5YmBKBroPVrSHQt09xQ7Vlf3cZ6LhNw4cfP5UJ1J62k+Wu5ne+OZzN6twJfLM+0Q7tm5/ht53hHAENYqE8mplBAGpMp5OPEhomF3PN9qCSfSvLZTD15pIiRRMdAP8H7BctIeHCQi5tcvJSTSzth8vAefuFJ+jipBeCtH7iMs9cu5Qvf+APJZJrO7gg3fuwOHr3n2yNafmNwF1E9ztZwLQFzcNuMxd5pzPSOQ32hVAPobYedbdWyjr4yFUJYgIwQoBsS3/vfRUiSxZIFAX5911wkCWyawdub2lg2vxFJWBnxhwl4wemAmlegqaeMy7k3ZKx6Lfug2gb5peD0ZGr71VdDJADVG2HVhRmXbHc7NO2BVx8fvyzZ8tmQDMOm5+HScXKb9RD+9SfGtr1bD0IIur3Z5EW6j3D5HhenBDYthWZLEk0U09k5DSFkFH+C3KvfjafBxFkw2PXlm56Fs8CJJElMu6IIyZERh9HGKPtfaGbZ7RlhvfKby0FA+KlG4m914TmzmLafbKbos4vpvncv8U2deE4tRN8fI/uaqcOOddZ7Zwx7DIQpkNWROx+EEFhSCvfMKLEmG8S1A+aQDvh7aBGouHXMmMqQdlez973BFeqEEJhCYAqLy247v+99VVOwe+2k4ykUa7BB0jVE6ZXaTfX8+oN/5KZFJYQ+NJ+L/UWH2OMx5BfvcIvIQjd8q+pYj2JcUZCZS+mg1weSh5c4KUqpYg9t1HD4e8zxiIqMDxdJdK5iBXb6rwXeSffvqDmpBWBZSR5lJXm8+tjP+N1dj3Dfgy9RVHCYzCBTwA+74FQnl606lUA6wvOdbx00220zrhufQavZ0CM2LUtg6Bkzgs0+8FSJHrdq7+vMF16SwOkQnHVaC8mUREubG02z8GeluPicBrbvgEUz02iag/4bZRiCNfD0FuhsgewCMB6HjpYev6MDXnwg0yDWlwcFpTBlHt17dvL4bZ/irEovJXYTdm6A7kNfVI6qrGxzTcb1e8r5h5/3KLBiwUx/X2Psg6dlID/SfUTHYOu282hsWsrMGS8ybfobmMJO2vATtS3G730ZWbKItnnZ95yPM387j/zFuQR3B2nb0IHdb2PvP2spPbOE6atDhH5+K5I7i6z//l9cxXkUriwgb1EmcNoMpmn46MtEnm/GkgXWl9YDELp/X2YgEiTqQkTXtxN6dj9mQkfRFHyXVpJ9edVh92P91zfRva2bc/7vTGzekbnxhSUINEWIdTiRtJEUtzhYBCpuAyQJLUdH77YBEpLNQpItrOSB2cT9Z0iITJVAQwj2rq9jyUULAUgndXx5XpzefJAl6t9uHNG+dG5uxvfdKBU/vH5E8x8Vj3RlYgE9EkTfoYGAG2Lwru1w39z+QM53IKXkUEqmELaGSgOdJ2RsoIxENm4MLAwsxq8GxDuDk1oA9qKqCh+9+Qq6AhG6usMYhjl8NnCLATtSELQoOKOAArufWd5ySm253NeayQr91JSrx6etk5WCVH9vYV032f5WGwXFbsoq/QghSCZ0OtvjZOc68Xjtg1yDpgWRiMoNV+7hs99axSNPVRKJ2njfNXv4+XfeJhDyoKkmWBEYmB0WC4LdncmsDbRDOgUOZ8Ya6M7K1PUTJuzbAc21YHPgSEU4I1tHiQXAkMHU+yr99xeRHdBSa8DvUR85WYGFp2XczAVlo116ROh1WzJJDZoDc/f6cdnG0XxiVE1HUXTs9iippI940k9r5wK8Cyoo87UTNqdjnvMdrCYJT7mbPffWENgRINGRpGRmK8XyG+Qt+hJWvBFhGZBOkt78POVXfZryczLWg8CDdez/6npS24MDTt0BWREC6NZJvNFB4o2OvvEFH9pH42dew1HhZeazlw27H95yD8muFIp95Nn4siJTPL2UUEsMYQyx3JBdywa6hCXMlIKsCcxk/1mw5aVAAiOqIAwJK6YNWgboS/awqQoVC0rZ93YD0e4YK69expKLFqIoMo/94ukR7wtAqCXMnTf/kau+dBlF0wpGteyoSFhQZoercuEX41sz87hmZwLubIaPlR5+3ncABhYV5FJJHpupp4vxS3YbK5xopDGQkVnNTGyoQ1o6Jxkd7wgB2MvSRTN4/JkN/OeJdVx96emDJwZN+HQrnOOGz+VCxWA302Wlp7Eidw75Nh+KPE7FoFO1mcQMMoWT7XaVxSuKYUDGocOpoSgSDmf/+CwLTEuirc3BC6+XsHBOFwU5CboCTsDi65/dhNcZx+vUQauAdF3/NnUjI7AirWCZYOqZKtK+3Iy17Y0niXV3YfdmoSaiWPEwkqzgUjVcdjOT1GDQo/f667j0JqscHT0iMq8Urr/taFd2SOIP/xJJVknveO3wM4+Soz0MQsDsmS8wZ/YLWGh0d5bg9bazaskfIbsQyRDkzvSiOh5n5u1f4I2vv40e1ymd203k8QeQdhvkzbZhtDainn0WuT94ATPShVqUceFaKZP6D79E4Ml6ROtwvcMOLd3N9iRmexKjLYEwLSRl6Ivz3A8dvntLLNlJLNlJgX92z/4LmnYcqSuz5zNkSFjG4PGnWh0ggawdaAWEgftrCgu7y048lKTurXpSsRRz1s7C4c7YHzw5bjSHSipp9GVh9q1FHFwCSfS0irv/Ww8x/ZQpXPjRc49w33poSfen8z3eDTOc8HIYGpOwPwUznZl6eO+MiiCDkQC7BLVH3BPvpKOcXAxMXmUXynHaJUMi09vYxELHoBA/ERIUk41zsr/vmPGOEoBLFkxn2859lJfm8/u/PMalF6yi+EUF6+Zm0jEdWUjYdqRh/dAxZkWOce4laZ8O1IFrEcQyGcCyIvfdRHoFVVFppicpgGlK3Pl/sykpStDa6eDScxtQFcF1l9fyozsX87Xb3qS0sDeeLdkj/gaY/uMp0FSYkQNd7RlLnz8/I/4KK4lml9Bds49gW5h5fpm4KTBMQbbjAPeB6O9d2++iHtif4QionAPBdrj4A0ey9Kiwn3IJRjiA9cLfx2cDA/TTcNbQYcsX98woyRqKx4c31dXj/hcQCSDlFqPvXIfZtg/Xhbew4OPzaH6hmQLlVTzL7XQk1pAoK6Hh6TSt27ex5LOLkH39ZVeav7WRwP21iNjR9w4VUYMt0/9OzrXTKPvBqiOylNe3v45uJvB7KrCpLvSUgWkejbtq6LhA2ZYRfkKVyD2zm+AmL2ZEY1BfEUnCpqhoKOx4sZrTrl9JMpZGGRDDuOa9q3F4Hby6aTdGZwItaeBQ1EFb7D3X/d9lASbseb2WWafWU7Wo4si9Ct9pyPzu1GF7DHJUWO6FLgMMAYaVudK/EwWgIHMsvjjZD3YgnUQQgB0VDz5ajrP2cQ5sGJhYCErJpYRsivHjmYzzG1PeUQKwpCiXT9x6BS+8splINMGTz23gA5+vQEQtNBTiSprfznyNTzC+SQbDImvgnJn5O1kDZr/bpvfGYehWz80nU6T2x79dyLZqP0UtcT59yzYsCwxTZnedD1kWTK2IHKAsTPrUWq+yCMXgzb2Q5cr83d4E//k9liVwICh0ShT0fO88qoRQoTZskqVJeG0Stt6ybH3/jQGnXwaX3ZLpbTeqnnRHhmPVFQS+f8O4rFsiE0LZ9/eAnxEdrp5yIynNgd0ycbjT4MlBchZjW34x1r4tCEtCWnIVsjcHpxRg2kU+DOljOFbVU1A+h2QgRWvNFqZcWdW3WiEElmXRfueOQ4i/UZ5QAca+GO0/2kL4kQaKvrYM9+JcHLNHXpW/LG850WQbNjVTwsTm0DDThxCAIz2IvQPsIWP1k5CEIF7rwkoN/zkrnl6AYlNZ988NOLOcnHb9SjY/uY32fR2cdeMaVl61jJptjbwdaceOTImiHmACz5ztg+oHCnjrsS2oqkL5/CMMb+jQoSkFp2fBjjhUOuBsP/xkf2baP7sybdCkd2hNwEINPJPuwoEsYyrzKUcg2EIDKQy6jxNXsB2VArJoIYgfF2uYPSjZY5Kx4x0lAB95+RX+dP+jtNfHOLNkAR9bfCqiKdCXMt9tT+BXj5O6WQdYA3qtA+m0SbA1SlmlH4D3X7OLp14s54oL9+FyGGzflUVji5d/P1bBmae2MHdm8IDY597WBmamX6wkwb2vZeIOE+kBljyBJIHSkxVpCQlLCGQp87rYlRGgukWfADxwrAehaJmM4vbGzPaHwpcHt/+xf/8nQPwBCD2NvvONw8/X83u0OvfA+Q90Ffat/4ByLwMxExHo9WQFWxFxJ86VlyKdcR2bv/kMkUe8LOm+FaujnmiikOrOW1jw0bkUl2dKwaz81gr09kx4gTAsaq59ivAz+xHRw1v+Bvb6GJgn2x/3efDeJPeFafnBm3hXFVN555rDbqOXLFcRWa7BWbJuv5t0PDjidQzPQGtgZsxWWibR4ASbmUnnFQNleubDrdpVIh0Rgq0hCqcV0L6vg63PbScd1zF0E6fXwcNbqokmkpT5fZQcuNkBav/A70eoLcy256txZ7vJKT28UBYINlGHBwezKYGzfPBcEKY7YWNVZqaWNCR6vmNCDDBBjvxInTQ83g1ZGnxufOKHT0RkJJzYqKYZCYl5lLOO3RjHqDyMDFSQTwdhvDiZQTFTKUBBnhR/48g7SgCWFRaQ58jC3qKQvcXEfmdw0PXQo9t5/6JxKOw8WowuMIYuFfKff+wgHEpx/c0L8fpc5OcmueHKvSSSCooi6Ay4+N3f5vKR9+/kjNX78biH+EJ3hhEdYagqQMTSyJYEsoSweur39ZSXsXraYclS5t4xsDawY9jaWge8r9nBMGHpWsgthuXnwW++BN3NBy+alQOzlo2gIODYIoQg/Lv/B7FDl2cZq3vnSO/DfSGVPa81U8XCQO4V3JKEUDS0yvk4V6so+xtRvDtQ/PloegX2rTZcxf0PNMGH9tF9z96MRdEjEXqw/tDbP8woD9sALmGRejuAljsGbpuJMODocr/4k8X/Z++s4+So7///HFnX23OXuLuHEBK8uBepU34tdaXu+v2Wb72ltKWlFCgUD8UlISHunkty7rd36zI78vtjT5O75GIkhX3yOC47+5mZz8jtvPatyB4VtduCI9tOy8F2VCWFntKRJJEtz28n2hVDMkvErbCXMOePruDpHXvZ1NlORZ4Vl9wfq3Qs9252aTYOnx27Z2TnycAgGAmT/6cILHHB9TmwOpR+UxJgZRB+3pNMVmqBhW541p/uZ/deJGVAcyYGcCjGUEAjXZTgYxf1dHP6y1+NhJtYgBs7e2miiS482MjO1PQ747x3BOAbUab/wcYf9l7DW7UHWRJJdwUZaLnI/nk5fPoMx/mNBNEFA4JzB7qNpswuoO5gAJfbiigaxOICNfUuJo0L0RUw853/mY2qSRyqdVFY4GPm5M4jNJkFNtVAXTtGSwBjUhmdJguvHogyO1ug2A4mUUBR4ZkGjRK7wHkFMjFDpCacYrRbwDLkw1gY9AtBhJwicGVB/T6o2Qv+Vmg8CKn40au7s2HG+TBr+amfvxNAbdhL9//cgdFSc/zBp8BRj14DErIZTRRxpvoLjPfqhCMtgYYOsYSPuKmKAufW9AZMVsK//CixsAVj2o9JJD3Upj7KlI9PwgUUHrFL68QsYrv8JPcHho0HO5ZFDyCJhoKG+xgFGI60FkbeaKbmw29Q+cAFw65zXI6hXY5VdNwipbVjvM/gfKwN9W0FwaTjmx+ga3U2mqKjpTToSd6o29XIwpvm0lrbiZbSWCjtxobEj2+fTe7/NFHT2kZdLMJEVxaSeHzlOmZ+JRMWjzvuuF5ERJY0VyG1dsD6MGwMQ5uSjvl7shN2RMEtgSyk3cEfK4AXujnx5oPvEj6UB3dnrH9DISFSTjoeeBxFrOPgO7hvARMyPhzU08lkyphAMeMoRMxk+L4jvHcE4J+64PEIEnA+Q7SE21YG0xzv+LSGRDSDnA3q0TEZk2cUMGVmYd9DTzdkghErsXiUroCFn31zAzfeuZxv/2wiX/5wNZOrwLq5GkbnQXEh5N4Cy8ajvfES+zsMyjzj8U+I071nI881qUz0CJQ5oDUlsaPb4KKi9C3ij6qsadcwCQbjvOllva5ihCHkgmxKZxc3VgMCBNog0g1l42D5LbDx1fTr2cth5jLIOVKuvDMk1j2L0d6QTn45DqfbLtmelUfCZGFU62HkASJmqOxpUQRPXpysMgO90YZgcyFIEoauEg+56NwVIRHRSA2I5VNbDiPanIjedKkRLZBMd/g4yWQAAwMzEqYT/XDWoetvB7DPzCH/0yfe/qxmax2x4BBfGkaAWYbYoG50Q9lfDSSHhqYI6f5tGAiyQSpkwmR2UZuMk5/rYu6sMWx4ZgsAK97ewdstdSyuKGVa1ETQAtqGZpZNGsOc3HzMoRSGOiDeUNeHbIkom2VsC8qIo2E7gYxM01gXfMacjm/bGIFn/GkT/Xw3en0C8dejoD6Z7oXrM8ObU+FbtfD0yRUh/69ma+zoOJUMRzGVcpzYaCfILurPyNcFFxbc2NGBGIke965AfMCHUkb8vXO8dwRg4DgP+E91wFvniAAEjuxL1WsF1HUDAaOnDZeA2aTR2iLTmhVldGWKTVtzAYF8x1YWLlBoq+uiNJZAbFMhZofVf4Kr7kS+Yx71Dz3KW/dv46ZrljM/dxMtUYHqmAk/MrooYZUVnD3hFzEdREGgNQG9top00scwssjQ0xm8up52/eaVpkXW+z6S7igybTE88VswWyGnkFBCwWaSMUkiCVXDOlydxtNAJBHj2a2vcdWM5UgFo0A9C+4hAbyRAG3ePCTD6LvavUfd2+Vl0L/jYfSG/UiVUyAeJnH4MAIGuRdfQck0GcusCxB72rcZmkb04e8jOL247/olADUfeAPlQOi4U+vJUyXd0Ozo2L8jl6dH91sOh3ofoPmHm09KACYiSXT1+I+jodys4SEv7eCEEM/MELJHI7LbSbI93aFZj0rocRHP1AA5b5qRnDpKMoXZZkYUBVINIcwGLLt6DjdWW2ir6UAs8DJjyXg2PbeV+u7+sjXGUIq+B1VV+eODr8CHpvBT4QSTz0p6rLBzXXC5D6Y6aC2Ns/uLQUbv0Sl/EXDJ8PnitADKkt975WBkoDhTNmSkVJFHFXmUk8NaqtHRCRHviw2UeksjHfH3LdJvX5YQ0DGQEFF72tKVkk2QGHYsTKW873UjXYzPWPzOGu8dARg5+kE2iJokJHWG8W+eBYaZhwE1h7oprfCAINLdEcZps/DhT83iga+up+6ghL/LTAfn8/qaMI55HSTEPMY5R6NsWEVrKEGn9y0mzJtHfkkJwc4u7BOmM+2iiyhva6djnx9nqJlyn4XxWdmoUgJdBq85idskUH6sbDpJhtJxULs7bQGcMC/dweMj3wFvzuCxdhfcfg8IAvGUyor9DWTZzFRmudnR2sWEXA9TCs6MO/7JTS9zqL2eJ7WXuangncn4HlQbrud/7ngEdyJCShBJyWZSkownEcEQIJGwY7XEEASIx61YrYl07F8sgFazAypm0OkfhdVnwmGEsIyaiGzt/3MWJAnTxEWIWfn9O5YZkRewd64qOiEUso5Tb3+g4DN6hONQf2N6e5Lo1k4cM3KOeu9Y2D02PHkuOuuHtl6dfFH2tDUwvM+JZNNRQ/1fOiz5Cu4pYUQ5Qr5hJ89RTHaxD2++G0EU0Fp1Ls8poTzPx4G1Bwm0hVjwgQVkeZ3k722mfufguoXDztGA3OY41p1BvrvyST77gUvI8pzgF1FZgM+kixzbiWFBxjLaDfkJuMDbP04HrGL6y9mpV/z570ADulLpnshPdsId+VBpPe5q73UKyeIa5nCYNorIYjM1HO5pH2fBRJwkKdLVMy5lGuuopoMwIgKFZHE5M3iJ7TTiJx8PlzANHZ1uovhwAuDBjodzJOnyPcp7RwAWHudQs8RzSPwBzpkQGKK9lADZuXYURePh+7ew8IIycj3tjM4+wI8eWkZHqJSykhgtHR7u/Pz5pB58ARIJ9rZEccYTPHAgRXTbnyl96Q262zuZMn8uz/75QcL7dzM118q+pi4q9SSLsnWyR42Bzma0aIQsk8H15RLycO2UKqdAYRmkUtBaB/mlMGUBuLzpbiJD0fNQNEsiPpuFMq+TbLsFmyyR4zhzH9JXz1rOkxtf5ppZFxL6wDtf8kcAuuLgtaZzDkRDR9ZUTJra977ZlOizANpsCTRNQhR77YQG7FtNXmUxktMBuk7itQdx3vbtQfuxX3YnAKnWGNXXvkhyV+CY8zrSaicACvoggScgoKINqsLfL/6O7ybXgydubS2fWkqwLcTKB9ec8LojQY9J6LG0+JMcKvaKONbSOHpCQLCCoyxFeWU+Gx/YRaQrgs1tAwNks0TLwTbmXjebP//2edY9/hpF1VHUtuigAtBHFoHuRRAEyqaUIEoir/xlPQmryO6DTSyeNfakj8WNncWMBzNw14A3DAMWuNPWsE1heCvYW29+RAyXBX688SMZe0YxSLsvahIQ0tLlcjICcESICIwmnY2/kLHMpoqt1AACQWKEiFFCNoVkMZESNnAIkbQVEeAiphImjrundp+ImEnsOMd47wjAb+VC1Egf8T3Z8OcArItBtZr+Zmyc5Q+qI0kFjlqkKCrdnXGq9/gxmUU2r21i/64OEooVIaEhKzvxt32QXJsLMXs8X/qyhW9enEP12gNsiuqU3fQxUvt/D4JAQVkpTYdq2L9hA9lqiJgu0VVcgGq00ZgUWBe2YGpKcRFxRKH3w9zAMNLJhKLQa9XoOW/uLLj6LkgpsOxGsDnA5oRJ8495mKqm84cN+4grChNyPeQ6rFw5oew0n8zBeGwuPrzketo/MQWMs+MP81rT+renizOSnhZ/BulQLpPYb6pTVbHvPcFbALoKQgxTXjau27+Pun8d5qlDJ1gYhsHuqY+jdSSGfv8YSREiAnlDFF6No+EkXUOv142qY3CYMFZkSnq+1R/18Jeg6/HDuJaeeEuuup0j67V7qshODVtJEkOVkCwpEAxMniSq1U9WkZdENIEkixSOyadqdgWTzh+PEk9hjqo4myKo/sEC1+jJpB+Ol2tqqe/s5uqiCgpnVpyS+DsmmyPwdgi8MoT0ExJ/p0KvRfisIAE+Ee4qgsWetDXUeW52vjjXkRCxYWYh41BQOUALo5mEtadEy1gKycODB3tfWTURIWPhO8d57wjAKVZ4foCwWOCAN6PwSz80p2DuORL/lzgI0W2gdRGPKZgtMqIoUnfQT0d7jPaWKOFQCgSJev9cUu0Shd59KCkHTksb0/L/BKKFlGkiJRO/zONv1ONvi2LLa8ehaVgsVtRgNzO7duC9aDE5HQdZua2daeXZJK0OJlcU0JYs4JDNTL5sQlfTsX9mqf9hr2gGu0yFzLn5Nmithbp9MHZGev4mczrGb4Q8sOUArZH006g+EKE86535hnjfS3/n6o4GBKAZQBDRDSg9Q5mSR9YPHJwcOtC6kq5agQimHoEoigaiqKcFYMjfl7CiNx0ESUL05CE4PEPut/WnW9H8Q4u/wQwWcwM/xHtF4l6CeDCRg/WINdLsIsCyAbnHRz38dTC0Ey9F0na4HZPtnagFJpBss9D+koXsRQEMXcDi0xGQAYFL715O68F2Gvc2cXBjLbVb63nmpU2YVAN3QMWhaBhD3D5DiUChR/2Lmo7TYye7xMeSy2fS1NbNnx9/k4/ecD4lpzMEwibCwThclw1/P/mCv2fdonciaECHDo+0pQVgRvydFszITGZwZxUBgSzOkWdohhHz3hGAQ7HUkf45VzB0iG4FrRuA2oMB8oucOFxmXl1xkKaGCJdeN5nx0xy0tUusPHQ7Aga3zfkgohFHEDQEEabN9lFaqXG49l46TBZEUUCIRfE/9QQOjwtTxE9NQzvdgp/NhyO0hxRiYSu3yWEKlDqe6nKStNtxtXcR8KXwWUT6xIEhsFOxUX7n52DCpLTFz98CBeUnfLiKplMb6H8YxUcQ6H86CD/4La587vcDHmUiitAThjzUE/wdYOBj1SlB2GLncE4xjkSM0s50PJkIoA+wWKoKerCd1OFtaC0Hcd7x/UHbNHQjXfdvxHF/Aio6KXRiqPiw9Ik/HYPdBFhILmZ6LZL9Yk5E4BrK+pbr9AeM908Iuh45iPd9ZXivrDj+pHrY8fJuarccu2bh6SF9PL7zuhFECGx1kX9BGKvdRa5nNACxUIxgWxgtpRL2R4i1R3ArAqLThpHoD6w7suNHrwjsFYLZpT6mXDiR83wWHFkOvvCTh3nwawcwDIPKkhze2ryf979vwek7tJcD6ULRGyMQN9LWMbsA4ZEJ8hMVfueUUDyJLx0ZMrwXeG8LwHMSN9CNYRj4cmzUHupi9LgcuroNQiGN+jqdjdtE1u+YiFmOIQsJOsKVyFKCLFMjug66brB9YyNNjWHsVpHZiwrZtKaVuv3VXPmROzD0ObQ1N7Nvy3ZSSoq4qtPe2MR2c4Q9tXH8iopHVTkUDLIqJeJPatxWJWGRBKTxM5mblQdbnofxE9MWv5MQfwChRL+7zCrChaOP6p9wRoi//TTygLIvxejpbOUzyIk+DuMWO43ZxeQGOynpaOqzGCaTdlRVxpGt47jpHqzzrkJAwDRm1lHbCP6nnkRT5Kjlx4rnEoEIKTw9Ddd74/pEBC6jGGtPnvKR8X6DXw9f6tpQNWyTTsyyNWbBKGq2nSkBOHiulrIYzooEJpOFVFkYRJWUFufAodXE9u1l2uIFOHx2TI1mRs8ph7XQWecnGTk6tnGgCBxoATTbTExaOp4pyyby4a/9ifauEB1dYWqbOrBZTFx70SxuunTe6T3Mj+Sn6wNOd6ST3d4I9piaz544OtG4whNmui3dC/mic6C2a4YM5yAZAXiuoXX0/TOhuvn+H69i3vRmZi+GAweszFoo8qP/rSLaVc1VM5+jvTuXqJKP09LSkzQgsmtrB6IooqVSRFWBA7v8aKqKpqpseOV1vvL7e7n3c/cgIDB6ykTq9x9k0pQx7F+9kglu6OpQSAS6cYjQEjPoThls6lDx2MxMTSUgtwjisVPu2LGtpT+r02KSEc9wBxAjpRBf+SjEw2d0P8ecw4DfvXZVwewEJdJT8Tk9IjfUyfIdb/aU2kmvoyhmtm2/ArM5wZw5fmxLbkIQBKzzrxpyX9aJXgieWIyjiNjn4tUx0DGQeyx+jgEfFwOv1D6CFGLD1lMjUEDocyEfSd6nJmOpGiYpaAgS0SQ1W+vQz6hA75+rb3ocySIgHJiEZcxuDCGKqiUJqIfRXF28/aiEYYAz204qqR2ze8dQ4k8ySYxdMJppF0/m7a3VvLh6B7IoklBSpFQdJaVxzy/+hZLSuPPGpafvED0ynNcTJvCzKrivGdaEYFukv73guwmBdGiPasA/2qE1BXe/M18wM2T4b+EcSnvNQNdz0NOKRxAEPB6ZHJ+Kx5Uiu2QaKbGAXXtMlDqfg+guct1N3PHRAm68yUyu8zDpTz0d2WxCTaUf/Lpu0O3vj/iOBENsem0lZouZYFc3wfZ2Pvblu6mpbSaYgpCio+gGsZSBANRGDOqj8GiDyMGp70uXbjnvGrj41lM+3JlFOWRZTdhkkfeNKz3+CsCev+zj5VtfI1R34iIuueF5In/9KkQDIxp/uuwjhtHfjhXSHtmkaMIwQElaUGOJ/oE978dkC6ogDTKtmc0Kefn1lI+rxjz3Cgzl2JH8sY2dQ5b7OJ61RRjwnzSEu1fDII7aVxtsLG5EBAIoNBIjiEILMTR09CPOoH1K9jH33b6pg1WfXUOoJl2v0F/vBwRU9fiFuk8Ho3IuJE9fSKwN7LEpPV9ydJBVjJSAJIsIAuSV5+Dw2rA5rXgLjha0veLvyBqACjqvtjXx0HNruPnzvyWpqMQTKUwDktDiiRT3PvDCMesHnjJ3FcGD42HKuzRIXybt+lX1tHsh/h7tgpIhwzHIWADPFZRO0NrSGkCA156vprkuzB9/lmLzjjx27/Px3FMd7G+9iHD0Eq6e+gWC3XFefHwjbcGxlHsFDnYsI8tWQy6Hh91Nd1s7D//0F9jcTnRVpevQQf75vR/QGE6hqaDYs5BcOs5IkFgqXWLMJcMFF8zhfXffNex2Twaf3cKXzpt6QutIVgnJIiGZRv7dxTAMEisfBQRQ4hik48PTJX/7SQJdgkShofWFzaXgOFXwToCeaysCZj0FAjQUF1DWWd/3du+Yp+Zfxfu2vIw3FkIYIKIqKzdhIND+wB+xvv4aBd+9D9F9tKgydIP2P+0ediojcbn1jzF6zpmOisGzNFCKHQ9mSrGjoOPGTBtxZERqiNBGnDwK+/ciQNbto9Bjxy5A59/ZRbIrSfBwGHelm6LxhVgcFvavqSaVOrMZ25JZIie/GGfWWIIHtqIlgoDe15nFUylhF/PILstm7eMbiIcSqMnUUSJ3IBoG6DptSoKDQpzGQJT5Yybwx0dexyxLxACbxUQ4PtgMl5vlZN/hZiaMOvGM6WOyKpjOBJ7qSKfz1yjHX+cMcUbjBFOAooMkwheKYe7Irc4ZMrxXyAjAc4Bd6zbSuu8FLrgkD1EUwIBuv0IsKfOb+ysI1q9EsBZSbF/L2tA1aIYNX2E50Y4Q0bCZTbXX0OotwW3zYzcfu9WTASgGKMF0bFhnEjqj/Q+BoL+bBTkwb7RMY8xgRaNG6eTJvO9b3zuTp2DEjLttDONuG3NC6xihTpQdb6KF/H3L+jpuDBgXReCAZEbXFQp1DQFOoDnXMegNMxvwvOuVryXdzYg9swgECth5cBGLZj/B/AMbcCSig8RfeuISejKFnOpEDRchOLykDm0juek/OK75PILFRve/D9P4rQ0o+4InPeUjy8OIPW5dFY0peGkmzhzcgIBGii6SxNF4mXpCqFxKEUgSKS1dM9Ba7kLOspH9oWP3vJ3w4XFUXlOBNSstuwVBwOa24Sv20na444yGrFnsZva9VY2/sYtpF08iaG8hoZuI1okofjPCrFbMZXt4/S8asWACzQBD15GGaPEGoBk6AhDRVOpyRebMmsLoYIxZxYVMrirm/iffJJpQiCWP9sHuONDIFf/vXl7681cYXT7yrPpjohvwVCfYpbQAFIDLs+ChM3tezxphAyQNVvhhujPTDi5DhiPICMCzzEP/8yveeu4FnG4zydgoLrl6LJIssXD5GGobffz1ER91B2ZTbn0Aq0nh5pkfJ6VZaW7IwW2VsZhCTCl6hvru+ZRl78dhCZz0XHrL+a7tFNANDdWAlGjiS7/539N0tGeH6PN/ILn6iT4X61FdOXpoESRUQSBH1/oE2un4AxkYx6cDIYsDVzKKBJi0VN98WlrGkuVpThdTba8bHJ8hSJiXvh+SMZStryCZnNgWzyKx9mm0pv3ogXbU5mpMlVOJ7/aj1B2d/HE6sCIxFg8TRDedego/CbpRcCDxKHXoGBRjJxcre4UAO9whckqy+H/fWEbWNZWI5uNL6l7x14vdY2Pi+eOZffUMnr/35TNyXIIkUDA6n1QyhXX6YWr0vVgOzIR8D8FtAuYsFQPoSh4gHi4GA4QegTfk9gQBSUgfqywYlFbkcOdNy4g0BqjdWkeeZO65Jwy0YbyT4Uic4vys03eQogDX5aTjAdOThEobXOSBlcF3VyygTNrMrwNvheDBdvhYwVmeVIYM5xYZAfgOE+z08/qTz7LkqsvJLshnzX9eJjvPhtUuc2BPJ/72GF6flfqaIP4uE21N+cyd3szmLe+jvq2K6SWPYhJCGFoMkPA6uxHFnTSGFhGnElg7eIe6nv6gH1GCRb8cWu9P/1syg7+1jeyC02SFeAfRw13EXvgT8RV/SBdPPgYCMMlQmZQ6fT2yjqz9BxC12NlXNoGSjgaKA22IQDTqRQAmTliVrkl+xDq9qPvXIxePwXbRh0lufpHkxudRG/bh+eyf0DoaMFVORQsrtN27E+KnFjM3lHuu1yooImDoAkk01tLJfkLYEdEBr0nitsosOGDhFbUZs2xlwp3Tyb715AscC4LA5Asm0LS3mapZFTTsaSQVH8F1GuoCHPl+z8kunVTMmKV5ZBXks7txH/GYQkd9B06rifxLW0AENQZGQuhzCYuCmK51OESnD0FIn8E6Ncp+MYGlUeVHf3wau9lMUULmoS076ApGOVaYn6pptHQGqSrJPf6xjpTeRJBeLvBAZwryLfBGAJqUd4c10CLAZVmgCdCiQEKHgJp2f2fIkAHICMB3nAPbd6EkkuzZuAVdM9A1DSWpkUyoSILI3v1O9jVO5f1XbcRsSnDL8scRfUvIK3Gx+vnn0QwnbksTNnMYUZbRVRWnuY1LJ/0UQ1fRBj4XDaM/s3QEAnCoh35heRnenBPr3TpSDN3AwEDpVrBmn/72TJFHfkByw/OgDF8I+Z2oVjbweepMxphTvamvebpogIBOKJyH3REAIBbJwmyOYDL3WweRZOSKyVhmXozoK8SIBtD8TWCyYigJTFXTAOh86AB69ORj5YwemSeSbujeu38Ng9dowYuJGWQjIVJHBCsiFdhpJI4ITJ2u8cKBbgJ048OCC4lAe5j2+i7yyoYvx1Gzq4lHfvwCcy+fzIW3p7vH7PjNLtrWtzPti1Nwl7uo29GIbJGxe+wE46HjHcjISBcsJBlNUFe/gzZTANliQq0uIBYOo9XreIvTtbcFGWLdEuacBEp7TzHsYf6uNF1HkESeqK8hkEriarLy5oY9aNqxeq8cMTUD7nv0NX72pVtGuMZJUGSBzxanxZ+mw4E41Cag851JujljRA04mITfjYab98KOCERUuOfMdhnKkOG/iYwAPMO8/Mi/qd27n9u//FnsLiezLjiP2v0HWP38i9Tu2Q9AOJiOwUvGw2ypuYaUZkWzziSvrIXVW51cuLwNMbKZHMd+DN1AlERMZgvJeLwnacRAHShyes0KJyD+huNLv/o5knz6K+jrms4rt75OtCWGs8TBrG/MIGuclx2/3kXpRSVkTxksFrr8tcRjQbKyy7HZPAiCgJKMIslmJGlwl4jIv39OfM1TGOEuCHdzpBo48gF8pkXgkVXxJNK6I2B24FOiGE6VaLFONGpFECAW82I2R9M1qUUQTBbE4vGIFhu2pe8HwDJ1KcF7P0Tq4FZiz/0O14d+BEDktea06+sU0OnZ8QBbZJgUBVgpxUkKnRAqWW4n20PdOJGRSO921UaB3j5jDcRxd0XY/L/txKNJ7v7V8ELGbDVhsZuxu/q/CAiigK4ZbPz+VlwlDub/fA7hzghmu5l/3vM4qcQxhO7wpQgHjDFAFrB5rbiy3Vh0K5IQoaOhC0WTyT4vjpyVQotKpIISlkKFwAYPin/w/Tao3IsA3aS48GNL+cS9DxNDRRRE4kkF9SQKEh9u6Dj+oNPBBV6Y5oDfNMPl2fCrJgj+l4vAQjN4JVjmhepY+hgzZMjQR0YAnkE0VUUQBfZt3c69n/sqXe0dpJIKSmJoi1QqpTMp/wm6klNp2HmAeFylo7OQb//sYpaOfR1DsKHrMXRdxzDSATuGkQ7t6eNIn9IpiD+b00HjoRrGTJt80tsYDkEUsBfaMXvNmOwyjkI7geoggeog8fY4C37aXwi3u6uBf//zLsBAlq2Mm3gxcxfdyZuv/gKnM5eF53+CgwfeIKXEGTv+QjbvfI4xDXsH3dwj8QZynDEjYbj9DNQjvbLKpabvA80i0lRUgKU1jqxrmE1x4nE3Lk8nSV8RrrIJWJfcjGXxDYO26fzI/5B4/UHM05f3LXNdVkzgiZqTnHuvi1fsmW//UaRFnogZgVYSGPkWZl80mZ0vhUh2RXFpZrpJHqU9Q6iQgpf/vpYJ8ytZ9v6hCxwXj87ji3/+wKBlU+6exORPTmTbvTvxjnFjtpnJLvURaAticViOLQBhZBdS0ln6wcWMmlmJIAo0te0g7H8JsyMF1nQWabjOSvSwDVtZjGS7GUgXeI6oKRySPMgKaHNambt8Jnmj8hhdlo/DbiGWUDBJIgfr20cwocFYLO/gR7TPBN8ph31RiP6Xiz+AF7phcxDenAHSOdSZJEOGcwTBGEGxqVAohMfjIRgM4nZn0ulHyoM/+z/q9lXTeGj4sizHQpQk/NFydM0g21GPhhNDCyOJ+sCawcAROm+gBfAUKKwoo3zcGG68++M4vZ7jr3CKGIZB42tN5EzLxpbbX2D3jZf/l+p9/cH/dkcOeflj8WaVkkoliMe60bQU7YkkJbnj6VzzZ6bvrcadGFlU+5HGotMlAI8Ug0cWgR5qXUWQEA0dCYOGnBIqv/ss4h8/i+QrwnHTPcgFlYPWUWt3IeaWIDq8AOwc8wjKweO4R4ed+9CdGYye/1rsCsUJK36TQqMaZaLuZeWFCoUHQ2jNOg8nm4440oFHD5IsMu99U6iYXMSHf3jNSc0RQFN1Hvrqvwi1n2pBbwPn6BQX3b2A/KxJmCQrKx9ag1/cgK1IQXIlMQQDrdNOx1orSkRCCRlgCKhxgaZYHFkQKLCma+lJZokbvnkVOaXZSKa01fzhFWuRRIFv//oJ2vwnfl2yvQ6+eueVfPymC07xWE+A7hRcsyddPLmX3piF/0ZyZXhzWrqmVYYM73JORK9lLIBniDeefI5tb71NLHLyjdd1TSPLmhaPgiAgGcGR1SU5TR01pi1aQFZeDg7POyP6BUGg9MISABpqN9LUsBUQBok/gFi0k+bGBGoqSaj9EDE9SdXo89jY3EVjwxOUyhKy1u/IPFKAwdAWutN+PEO8No74fdQ6hg6iiIZASbgLfn4HYmEVRjKGlF8xaKzmbyb67G+QsvL7+gCLtpP/kx6+Llt6xopksGkedLTHiDdGKTQcuDsl2meLHH6qc5h1+2Wwpuq8/cx2qrfU0d0e5nN/vA1RPPHSHJIssuCmubz029dOeN0j52bzCbR07URRY1QVnEfh6AISB0YT7d6OWVaQbAJCdjc5lwkk28yEtnpRkwJ6g5WyfB/JhMLKthZSJoEOUnh2VXN7VR5/fWIlKVVj14FGivK9hCLHLto9HP5AlL8/9RaiIPCx09kZ5FhYxbQ7WI9AWAN7zzXy/5daBbvUdMeT2a6zPZMMGc4pMoWRzhAtNbVEQ2GM09TCaihDbW9y76noPVkAr+loXbnk6su59q4Ps/TaK4cNdD8TqKkErc272L/7RXZue4odWx8fcpyiRJC2r8QdiWLXIB4Pct64OUw3bEw/1IA9lTrq5j7S0tebcTvw51QRODExmRJEIhZ7nyCUMUhJMoJhICUT6J1N6OFu3B//v6Oug+jNRy4ZhyFKpA5vA6Dga9PBdHqvl0DaLVySsDFxFyz7wHxm3zQNi8eCt8Pg4osWo5V1YRzTRNR/djsaArzw59WsuO+tk57TwfWHTvxkH4VAst2M21qKIIis3vMb4vlbOO/WxVgLFCSLQfouEVDDIoYuYM4GR5FB6a0tTLlD45bvXYdY7iXhsyA7zIiiQHN7N/c/9iYrN+wlnlSQJYkvfPiyk55lbVMHL63ecYbb4Q1AEtKlYj6QDx/Mh2LLf288YG9w6gf3w6az1wIyQ4ZzkYwF8AwRCgTO9hRGRKENyh0Cqzt6yr7IMudddTnX3fWRd3wu0WgXr6z4LqJoorVlF8eUZJpGQNQpqj+Ew5mNU25iTkCH6r0o3d1HWf96OVIU6j0/79QfwpHWv8OFVcTMNko7GjEpCcIuL9XFY+lyZXHV/o1Y3Dk4P/B9RM/RmdiCJGG7+CMEfnoLidf+gXnmRfju/j1N39hAqub01wG0OM1IDhGXx8G8PyzkT8X3cjAaIvGDDsZFCzkodSBoI/xOacBvPvkwbzy6nh+t+Myg5I+RMGXZJBp3N5OMnXwni8Kx6S4jrtqJ7N2yEul8haQpysY9/0AwGQiChNEb1SgISCk35pw40TozTrtO0vBTXJrDY7/7DP5AhDVbq5kyupjn3tjKgumjGVdVyF03L0PTdH56/wouXTyFNVurSakaiWS/e9Uki6TU4cWdJIl87KYLTspaelKYRfhBRf/rlsOwO/bO7Pt006tbVeC+lowVMEOGAWQsgGeIyfPmUFBeiiSf2xq7IUaf+PPkZHPv84/z/s99Eovt9JdlORaaqvDkI5+kvW0frS07GVb89TTWFXUDXziKrGk4muvQ3/oP6or7CMX8GIJwzBtbB5I9mcNpq9s7S68INABNlNlXMg5R19BtDtRJ56HIZs7fvhJTMo6pfBJS1vAFbEWnF/O0ZQh2D3p3G2gq2R8df0bmbWgGzYEg67+7ikOfX81cxce1Sglb4wneTnUgaDLHtqMebWfdteoQ933xsROeS+nkYq775lVIsggj1oD9+zfpMsYGjbnnz6BrbzfqhmziySD+0EEaXtVpf93bL/4As0fDVN6BfVSY3AuCvL1do6EzHacqCAI5WS6uumAG3//9M+yqbuTWKxfysRuWAhCOxtl3uBmTSSbP5yYv282UscWIApQXZVOQ4z3mrEORBJHo8KWMzjgznOCRTlNbnLNEhQluPo31FDNkeBeQEYBniMVXXMr3/nE/o6dMOm0xeSeMYaRre+nHdm7mlRYzce4sPvbte7DabMcceyaIhNt54+X/QU2NIGnDSPdWBYOmXB+qKNLs89BUVcKesgLWTBrNwaL8o2LsNAQUIV2sWJHkvi4OZzssfFzjPm5Y/QS+eAi7t4Bnx82hrL0edzxMUlVoSCXpPLz1mNtw3vgVsn+1Ae89jyDIJlLVJ5cEckxEMBIaHsNMflgm+kQtpjw7G5wB9ncGCIbTgno4d7qrLIEte2iltva5Hfhbhm9bpykakaYom368leCh/mPLKfUxyTseIowsQcHoudoCCGGR4J4Q2/53J5PvmsiSPyxCspgAA9ekIOa8owWXpmlouoGSUigr0QhH0mPe3lrN3Bu/w4/++AxL5oxj+fxJzJ5ciSSlP169bgf33nMrH77uPEoKfMiixJ6DzXhcdpYvmITP62Ti6CK8Lhtm09Aq67EX19MVODPdXY7L+/Pgf6rgGh+Yjj/8nKQxBTVnUURnyHAOkhGAZ5g5Fy7F9Q5k0A5HOm5seAFod7v4wFc+z6d++j3GTp/yzk1sAHt3/Ye21r2kUsO4mXQdNK0vu9mkqhiiSMokk9PdjUfTsKopdMAeS2DW1EHCrtHnIWq1IhpplSBpGpJ+4jFNJxInONKxmihRXTwa/4RFVF/5CQ7llvLU4uvYWzmVdcs/wPoLbuXZouP3PhYkCcGUbqHmvrQkbbE5DcjFdqyzfWmBldLJLvIw9tbJ5P6/iVQ8eAHtthTyoDSbo49atmlMvLWVqXe2UPW+TmTr4HPf3Rbmr994Ztg5rPvGRl6+5TWiLVFW37+V7/32KZraugEoOa8YDg2528FoQBAkRK78xgVkLxchodGxpZOWg4epDjyHw5GFSXJgzlHwTjk6aUOWRURBwGQSKSoQuHTxXLYefpQnXn0aQzdIJFVuuGQul58/7ah1c31uls2fxDO//zwXLpyEbhhEYkmee2MrLR0BPnjNeciyhM1i5varFjJ3yuBs7+176/navSduKT1tLPbAJEfaPXy2vzWdDCrw+HCJShkyvDfJCMAzzHlXXsY3/vxbyscd/yF+2hEEDFGAYWKHBEHgpk99nDHTJp9VV3XFqEWkUgmGe4oLBsiahqDrCIaR7p5hGBiGwdbxozlUWkhblpfscJT5uw9Q1ZIuntsrRzzROJaU0nezSxikSCdgDCzVMtJmeaczWaR73DxevuhDrLj1G2wMtDMpEaehYDQ/vfmrFF7zWcrKJnBt3ol1L/DdMgbftaNOwyxBbYqR2NbVV0JDDSYQrRK28VnIXgtVvmyUIQreGOh9ZWXUuMT2+4rZ9OsSIq1mLNkpRNMAEWhAe93wBY9zZ+ZQeF4BFZeX458lEEsorN6cLqLeua2TvPE5w18UHSpjZUwqGIcjYcehO8jKyqJ4sYZ7ioVUJEXb3nq63C+Tyt2KELUQ+IsXte1oAS0IAqLYm3glsPGpLdTtrGNBOXz18vMJhmMs/9BP+M5vngDgcEM7d37zLzz6n3UANLZ28bkfP8TE0cWUFeZw3uxx2C1mNE1n/fZD/O0nd3H1spnMmVzFzEkVgxwHrZ1BukMnX1HgtFCbTCeEeESoNL9z+3WJUDXg82nCSYan3F10euaTIcO7hIwAfAfIys3hkltvPOf66Xpzshk3Y/rZngarXr0XJTm829KQRDRJBk1n8qF6ZFVDF0UEUSRusaBKEt5QJC0KBaGvB3w6fxMcSQWzpvUVNjZIe7JkQz/KVbxRsnBQ7H/YHJklfDpzIe23fJ1J33mWzy25BcIBJu9by9UPfpM7XvkrJdEw090+LvIVkWM68Qde0Y/nnL6JqmCflweSQErV2f/ifhp/uJmaO16nvF1mKXnpnrgICH2pNwICBkhpZZboNqHFJLqrbfjGxsgaGwOx32+77fUD/PDmPw25e/dFudg/WED5ZaXcdt1irr94NjdeOheAcG2EvLwcPvKH28ku7eke03uhIiCHZOo3NKC0pcjK8qIf1nlswnPsXA7x/SBZRHy20di1coS4F21rFkZMJvaas2//SlAk1mAh1mDpWybL4J3pJ9Io4LC5KJjUxqrNe+nsjjBlbFqwi6KIySShaTqf+O4D/OiPzxKKxBEFge3P/Ignf/NZli+YhNdto6UjgJJKUZifxa1XLuTW9y3E53FgGtCF5431e3h7a/WpX8+T5Ssl8Mh4eGs6vDAFvlaUDqDt/TZzujWhCXAJoOowygF5MpSa4IbcdK9fi5BeZuX4gbyLnDA/kwCSIcNAMgLwHWLWBUtYfOWlZ3safYyeOokx0ybjyz/7gdHFZbOGXG70WPnQdXK7g/giURrzfJS0+5lysI6sQLqsgyMaY1x9E+5ojKDLzqHifMJ2KwIMampmCAIqAir9BqOBfwAGMFVLkq0PbKjcjwjIPUrweOXTj2VRNAA1qxDnDV8h8s/vIn51KXN2rmRvwShWTZiPO9LF+1/6M8+2nlxHD4C2e3ec9LpDEXu7DVQDIaziajXQQgqJvd14OnRKcQyqIZiWgSIggmYgmnVkp4po0hl/UweTPtJEuMEK+uAztPqpoWMd733gBX794EuEownuf/xNfv/wa9Q0pi2Gyx44n/P/sJiUBM2j7YydMhlzk4y4TUTaK2JPWrEWW0n6k7Q83UJsXQylO4UaVZFtJrKX2DisvEipdD3zcr/D6OvG4ZoHzuvSMYlNLSke+VeS1uc8xLb2Jn2kf2S7Qfb8MObSLhR7Az/87PsYV57P3kONAFQU5/D5D17Kq2t3cbihnbKibO7/wUf5wDWL+45N03WcNhtlhdms2riPQ/XttHYGqSzNY+q4MhZMH43U08Uipep8+Gv38fr6Pafnop4oJhGcUo8bWIAZbljiTosviwCu05wlYpC+RxKk4/d+NxoeGA+358O/xsNUB9h7LoZtiEdZ73TcQLcK/zjxTiwZMrybObdTVN9lXHzLDax8egWBDv/ZngpBfzcWm43ujk6yco8uMfJOMn7SpezY8tignqqGkXYg6oaRfr4kkzTk52JT0g5HRyKZlhiGTkWbH7/HTUFXN/aEQsimYU6lRZwAqAjsLp9IZfMhXKkhgvvpF2wy4OTM9gtud2ezZ9pSLldTyCXjSJnt5MomXp+yhKihs3DPGqYk41x8gq7fgYRXtpy+Cfc2LwYkk4SlwIaR0lEdEs2hCK/qTUetkoOFThKAiK6k+xXqqoC7IsErd05ES/Q+sPttsIKYvu5H1ju8fMk0DtS14rRbyPW5cNjNuJ02fnb/CgrzvHzg6sWs3LiPcDTBwcIoM+ZOwjPGTf68PA49dphd9++lsW3AHEXInuojf04eekE3kldDwEDTU4QSDeQuc9Id8YMBHreE4I4hbUthhEQs17kwmRy4LAWIokQ02UEyFUEUZCaNzWHqtE721nWSUq/DJEtke524HDbOn1vAPXdecdSx/fLrt6ePXUi7tn//8Kv8/uFX+cFnruf33/kQDpuFRe//Hi0dQVRNp80fJhZPsmlXDZPHlGC1nMWsjGlO8JigwAyznbAxAh4DvlEKX6k78e2ZSMfqWQTwSTDfDePt8EBrut/lZHt/OMu+eLq4c4r0H22FFTQDDib6E4L6UvyFdBHrG87u51yGDOcaGQH4DiKbTFx318f46w9/drangslsJrsg/6xk/R7J3l3/GfS6TwgCUs8Ds6Eo7T4vbffjSiY5UFKAJZkkV0liTyRxxBM4kikEYFRb51ECTlYVZKPf5dibGpMSJBBA7kkK6bFbDaI2p4S8QAcONXlUC74TxQAMUaZt9CxskkR7aw0supYfTFhAXIkjI2DMv5r3j551SgW4PctLSGw8fUHvtnl55H9qEuHXm3AuLqTrkYPUBLp5cl8TbeF0dm+vGxgghMLAqod6QgIE1nyzkuHktJrU+OeP/sPt33zfoOVL501g6bwJBEJRfn7/CjTd4JU1u/j1P15CSWlMHl3M+5ZMw2mzsHDGGGx3mHu2p1LzfD2Jjn7RL0gCZo+ZrPFeFvx0LofCr5BSffhcVYiCjM2cRbZ7NKFYC5qexGkX+cAtTpT5EcweE7LsINtZiSSZKc+djz98iANNr5JUI8RT9ZQVO3HZrcg9GcA+r5M8n4twJMHm3bXMnjw4uWPgNbZbzURiCRpbu1BUjcJcL/c9+jq6AZIkoPbEH3zq+w+ydN4Epowt4YsfvvzkLujp4sslsD8OC93wWEf6j8chQ7YEKQOyZWhU0kJtKAa2mLOJcJkvbWHsSMEni6HUAhU2CKiDY5mnO6DQBM2pdHyqTYD6JJSZ0mKwWYFSK1yalRaGCz2Q/w7GLWbI8F9ARgC+w+xYuw7ZbEZVTr6A7eng+k9+jMnzZp/VOfTi70jHNfXG7Ik9FkB6XmMY6Q9/w6DT4yJpNlMQCOENx2jMyaKgK9Dn5k1JIqogYOt5Wgqkkz6q2uqwqEefc5OhoSEO25otJUhELHYkdzaOrub0NgcM1AesN9T6xoAxvc86TyLKHbveYlN3K3VttZiVOB2jpgPglEyENJX1oU7me07ePZ91bQVtP9t2ejJWdHDOz8N7ZQXZt41l/9JniG7uxLU8m6xoFm170uVJ0lF/6R0qw+xYtKkIhoDWIwiP5O/ffpbS8fmcf8PR9+bqLQeIxpMEQlE++f2/9y3/3nf/za3L5lJQ7sNmNVPb1EmyPU79vdX4t/v7Kn27y104y5ykwimcZU7MbjOF8lRCsWZMkg1BEBhXcgm6rhOJdVDfuQEdBVm04Z6QTbZnEvubROaPm4tZTosJpzUXRY2gGyr1/pUsn78YizGLtzYfYMnscQDcduUiXnxrB1PHlR73VH/7k9eQUjUs5rRlLxiJM3tyJUvmTuArP3sYTTcIhGPs2F/PPXdecdztnXGyTbCwxwp5U8/9qhtQUwArutKiziXBjiFa4U0ypy1zAS3dfq7UmnbvjramW9B5eh5P5w9RRaHSBq9Mg+0R+EkD7IymRWaXDjEjLfa+XQYFlqPXzZAhA5ARgO8oKUUhGU9gtduInGUBmIydXG/SM8GutiZeagwzzW0m1yKRaxLT0qBXafX+NgzCdhudDhvba/3MlS24bRb2lxUxvr4ZEThclI87EsPaHRwkLyyqMuj1QHkiHWEZHPh+3GJjXMshhB4L4dH5roNfD0Vv8gmCiDpxETZDQxBFquNhHll6C5GebZsQyLVY6A530RQNwayLj7HVYxN8sSEds6WchvZhJlC7k7T+YhsFX5hGsjYMqk7dyloCgd6M617BfuSZ6ZXW6eV6XAIRZKeKoYo9QnAABqx6bAuzL5qIw2PvW/zcG1v59q+fwGY1E0+miMTTfz9ZCTOp3RH+tfYNFvjz6V5ez2s79tFtVTivLR8EEK0iF/5tKSaniUP/riHaEiN0MEQyqJCVVUaWc7Cr/Z4H/0htdTXL59ux2mWmtC6l8qIq7lu9ivUH9pNM6dy0aAkAsmTFYckhkujEQKW+bT3VB/eyfZeHWZMqcNgsVJbk8on3Lz/mKV65cR8Pr3ibj1x3PvOm9Wdwf+VjaWuoklJ5c+0eXlm7C13XufKCmVSWnP343SERBbg6G17qTgvEr5XAxw5AnZL+FjTJDg4p3bLQpMEdWeCVB7toPSN8NE1zQqEZtvVkSOtAuwpxHX7UAL8ZfbqPLkOGdw0ZAfgOYjKbufpjHyQejfGrL379rFoB//PQI8y64Lyztn+AlkAHP33uPmQpl0p7Iy0JDUWHXHO/KOiVD+ZEAm8kht/jJh6K05GCDZiZJ0o0uD1o5QIT6psZ29CCJgjDCrIUArooYhlhHUBnIjJkS7neefVaHjUEpB6p1/ueQdp4GQ4W4MqKII4aS86FdyDnlWMaN5c50QDVLYd5M5gOTndLJu4uHs9zbz1GVnfbKQnA3M9OpuW7m096/UEo0P33ahCh+8kapCwLktvMlFFFvPV0A60Dhg50A6c50qEugg5qZPj8szXPbkFRUtzwuQuZtjRtRXtzw17yst2U5PsoL/Rx799eQjBAETUOa0GSPo1FkUJa17RhNQQUu4Y920rcSOCb7KN7b4Cu3d0s+Nk8bPk2lO4k1qyhrUOF3nw6E/Xs3GBigm8KiXYTDd1d5Izz4g+HeG3HZmZWaRRkTcZpzWXRxLtpDx5g2+F/oRsKo0ZHyHEtxGE7fdYns0nmwZ/fxRvr9vDs61t5/MUNpFSVH3/+ptO2j9NKnhn+PbH/9YtT4ds1aYvfr0el+w2H1fSXFOsp5CJGNVgbTMcPDvw4DevwWgBaklCYsQJmyDAUGQH4DlM6uorWugbyS4tpOnTyWZ6nisVmGzLg/p3g8Q0v8vXHfoHLYieppjDLJubYzMxxgVMWBlnnemenmEx0uRxoooDW3kVSMLPIJWEYAhvCKXLtDpKjy5lZXYupJ4HkyO0YQJczC02WKQi0owE7RTMz9aOFeO/4uNmKXRm+g4AAdLqy0QBXIoI9lexLKhEBRbNwsPlyKh2bEWUTjsIxaP4GOpIx/q9+DzkmE9cURNjY5UUzBOriEb42bn66zsgp0P7r3afH/TsQWUC0SCCK6JEkhbeN4/DTzwJ9aRx9542j7K1H3mfD33da0qCjoQtfYb/r7xt3XUUoEudgfRvrtkS5rLMcb1DiqYo6Wh1xZEHgvqkHuDJWwaHOEKpXYt7DFxD8Zwv1e2M0+yW8OVacpU4kk4jZMXzyxNXzF/L4ulep8hl8/K6rqX70ILXjg9TXtTOmsJgct46iRmnp2sGYouUIgki+dzyyZEFRFWRRZN7MEysYdP6c8Zw/59gt/FZvOcDzK7fz2rrdhCIxJlb9l9W1+/7g+Edcp+HxYxF7ElHEdMH4/QO6CWnAX9vgGyefTJUhw7uZTBmYs0BBeSlzli9FeKeauw/B4Z17eP3fT7/j+20PdfKDp35LR7iLw52NtAQ7SKSSlFYuZrtYyisdSVTjCAnREwOomkwgCBz0ZZE0m4nIJjQMZmpJHOhkh6LsLSsiaLf2aZ/emoDdNjeKIGGLh8gJdGAA+2QLo3S1z0F5pCSJma0cLqhk4+iZfcuGGpsV6casqcQsdjQEDEFCldL9Max5Ocz6sIkNF03kp9d8jg3P/prI377B8/vW45BM+Oz7MVv2Ms63jW5V4U8t1UTLJ2KqOLWuLCaf5bT/dRf8cDalv1yIc2E+jsUFdPzfTu6yT8QMlOMkC/Mw3yhHLv56qdvZzEM/eJ7G6jYgnUxRUZLLgdpW1m7fQrsUJWRWUEUdeprEJESVVVmtTM8tYsriSipKc5ly90SSkyvRZlSx5HfnIZmOPimPrVnF5/96H62BLvyREBaTCTDT1KXxzSf+TvmtFTSEO/GHQ3zthlv41o2fJt87kcr8xYO2s3DC/8PnqkLTk9S0rRnyuAzDYN+uF+jy1x71XmvLbla99n/s2bGCjrYDfcv9nYcJBJopzdFwO21UluQwYVQx58+beNQ23nPIAjw7CR6bAD+uOvr9MRnrX4YMw5GxAJ4l5l20jH2bt+JvbqOzvQ1DOw2xWieCIFA65vR0izgehmHwl5WPM6FoNB/601fpDHf3vWeRzbx/wRV869pPAfDk+hU8+cIvWOiVe5tP9McA6jqCAbN8dq7Su1BkCSmRQPI58DtsKCaZuNVCwGFnanUtJnQMRGIWJ12uLEQM3PFw375HGTpW9D6xmC4eLWDqWWJWU1QXjeHira8edUwJUcasqz21AXWyYkE0YFf5ZJzxMKM7GhGKxyNl5aE3vcEUw2DD2NlMKBxNdO9azE0HuHzelcz0jOIB/5/Y7q/AnExQaLZgE0/9zzLv7skEX24k9OxJlOMYhvYfb6M7z47amcA+J4fo5g5KFCu3U8UzNKKg4cNKHlZ2EqC/fLY4INtzZBZnNaVzYFMtT/3yNT79u1uBdByg22mjy99KbXaAzb6eeo0GaBgkFR0538nHH7qVjk4nz70EgZCMVlqMyQ2vvwXjx4JJBkmCHF/v3nq6ysR+RZ2/jq2rZ2C32KjtaMNWW4OqaXz84suJKwp2S1pQWM1Hiw2b2cuksqvYdvhf2C3ZRJN+LLITWeoXIZFwG21te+nuqmfBkrv6lmtaitbmXQS6G2lu2ond7mPBkv+Hv7OGTWv/iq5rlJTO4KsfvZvHX8nje799ivNu/QF/+8nHWTpvwglcxXchlh5RP9kBL02CS3b3v/frJrjp3CrAnyHDuUJGAJ4lHG4XJVVVJGNxOlpOY822EWJ3OamYMO4d2VcoEWHVvo18/+nfEYqnM0Z9DjcfXHwde5oPMaVsHGsPbqUip4TLZlzItvr9aPE65MA+6HHnprOB011BALzRGC0q5CSTVOka20eXEXLakXSdiN3GgYpSvF0BPKkUsqJQ1tGArKUFgyKZsGgp7FoqXZRZEBF7uoJIA/ymJl3j+nXPHnU8CUkmbHXiSkQxa6k+SaOJMntLxnPp9tcwZBlRV7DOv4r4G/+kLNDOz9rqic+7grfbDtEd7MD28l8RDmxk3Pu/yXotiCnRxqcObMQy6/QUDB/zzKU03LOO9l/sAPXU/cF6RMV+eS7RdW2onUlEh4mwHuM/i1/BvyMH/G6WUYgNCR8WCrDyDI0k0PAWmYgHJJKR4d3pR7Ls/XOZfelkIP0l4pE/rMQfi3JeXS7TnF5WOVpoCYVwms3EVYUst4+rzrueB5/azfiyWXQF5L6SPd2h9M/h+vRrtwsuvQC8Hrhp0fnctOh8tob/zPaaevY3NaLpGrIkcfdlV+JxOAD6xN+xcFpzccXzsAhuDjS9gs3sZXxJ+npqqkJ9zQYS8TB1NRtIxINEop0YukYk0kkk1P85EAo08tSjnxy07daWPTQ1bueOq87j/sfeoLG1C90w+Meza1i1cR/f/dR1FOdnjfj8viupsMHKKXD+zvTryY6zO58MGc5hMgLwLGGxWbnx0x8n1N3Nl69+/zu+f6fHjcn8ztTF2lqzm2e3vt732mayMKtyKgvGzKS+q4UNh3bQHQ2S5fBw17JbuGH+Fazc/hoOI0k0UNNTFNpAlEQMIR0juK2kiLdq/SzVFJYlElQ1tbGnIJeijgB2CbLCUfbm5hCPKlR1dGDWVAygzZNHSpKxJiPkREM0+IrYUz6RRbvX4FLSmdFDxSAOXB422WnKLsITDWFOJSgKdaIBiizz/jX/TrudBQGhrY7kxheQfEXo3W2k9q/lwNZXiFZNpdLiYNJL97Mzq4gCk4WUKJJyZ3P/rEv4f5FupjhPz4PcXOTAuaSQyOvNp7wt0WfGVGRn4o4bafzSWuQiG22vHGJi9ThqvbXY/C7iqBRiBQzKBRuXut2EkyZ2K90okoBoNqErwxWFG0zDwXZum1VO7Yo6sqf6uMKoYktXI1aTTF5pNm8nOphWWMXli65BN5K4LOMJhPyYpVwO1kfxOj3DhkGGwrB7Pyya27/MFbmMT854P3s2/Y41+/YgSxKTyytYuXsHuW4vE0v7Y8kMw6CjbT++nCqSiTA2mwdRktF1jeamnXS07kO0mpgy8xooASUZ5VD1W+zc9gShYFroVe8/2rJ8LCLhNnZseZxRY85j5T++QTAcw+t28M/n3kYUBM5COO+5SYEFvlkK+2Iw3Xn88RkyvEfJCMCzjDsri1kXLOHgjl0E/V3vyD7tLhf/7wffOuMJIIfbG3jwraf45ct/H7Q8kVJYvW8j0XiEaCrBTXMvo87fzIzyifzfiw/QHvRjlc2Msrr45O33s3v709Q17iAZD5NKBGiIpygyiywq9uAXsmnpaMMZjeGOxrFGFCqjAZKyGfwJXp1/FeObqlm6cxURuxPJ0LAmEjjjEXRBJOD0khPqwpZKDnkMQ6UvrFh4NSG7i8s3vkBRVwuaBqooYNI1DKDZWwCigCcWwrFrJcaomfi9+RQrSZqzi3B2t7O0YiqHSsbz2PI70JJRBMMgBNQoCV7rahmRAAy2+ZFMMk7fEHXSesj/zBTyPzOF6qteILyqGSM4dJu7kaB3JVGaoxgpHe/1Vaz87RoMQ8fdWICV9HYtiJgQ8WBih6uFgribUYqLPMPB89Y2dHX4/Ys2C3kzx9C16zBKMMaqf21iVF4BrpiVogO5XPLtxVxbaKPlQIz9ySAXbwSrMB2bqRxZkhFFkeysPBJKHKvZhn4co+fu/TBpXNoKuKF6P/e9/DyTSiv48tU3snb/90mpKi9u2cSu+lpcNjs/vv3DGIbBfS//hwKbRrZaQ2fHQdRUkvzCCcxf/HHCoVby88fR2X6AWKCb3RtXgCKyY8uTxGOnXpi7s+MQuq4jiiJed9q6dduVC7ntyoWnvO13FTfnwuoQLHKf7ZlkyHDOkhGA5wC3fuFTvPqvJ3j1sadIneHSMKIskVtcgNl6ZoOjv/fkb7jv9UeJDdF6zcAgpatMKh1LU3cbj65dwdjCKuZUTaEj3MXPV9zP2MJK7r7hS2Q5PCw8/5OM6zxMbt5YwGDPjhVsWv8gmjWJz+aliRSlQCQ3C6+mEVNiHHZ7aDeZIBVhy5gZdHpzuGzLy2iCSMTpxawkaXP5mFK3h/0lY4nYHDhj4b72oX6HF5OSxK4pCIZBt9OLNxrEpGvMO7CRQ4WVjGqrQVVhVX02mi5w3tgA68fOQUXgmYVXY1cSfPqFP6N0t1JdNoGq82/hwl2r+ZPNwQ+tdny3fYf6UCdyMs4sdy4bQh1kmyzcnF8x6HylFIUdL7xF/pgKCkanrVD7Vm7ioc//DJPFzB2/uoexi2eixBNIsoxkOvrPesyzlwGwd84TxLZ09ndfOBFUCL3cwMH3vYCp0E7xolJ+sWoDAS2CXU0XxIlLSRKanQqcFJWkeDkeYFSNjCkpoJh1jqXKPKMKUQJR8uZMoHPTARLhKE//axXlBQV885sfR7ZKrP/OJkIlJchzqpg3voruIINaCAqCgN06crffhi1w0VKDp9e/TaO/kxsWLObJDWtwWK0kUyqFWT5yPC5GF5QAEIxF2d1QS6vDydKcFFZbFh3BvUQjfrZtepTurno6Ow+RiIcBnUi4m/Wr/3QSJ3toDD1F7aE1VI05uyWcznnMIizznu1ZZMhwTpMRgOcATo+baz7+Ycw2G8/+9cEzkhBy06fuYvKCuWTl5RDo8JNTWHDa99HLDb/+NK/ufnvY92VBojS7iAJPLt+6+m5u/O1n2NtymL3Nh/jTR37AhkPbKcsuIsuRtmz9eeW/2dGwn/99/z3YzFYmTbuKssr5rN/6HAvm3oyhxvjR/V+mresQVzgdRC1BaqpK2WbK4uL6AwhSDdVFo/A7fbwxdSkbxsziC8/8AqsaxRBgXFM641IAkrKJuGjCkkoioBOxOolbbEQsDp6bewW3rXyU8Y37GN+4L50NLEJXzMyMwiAhp5eG7GLsqQTn71pNV24pT33tUcIbnqclr5Q5nhwc4S6UrHxSBZV4TRYckoxFkFjuK+DyojYk0zpcUjHQXzLj97d8hUPrdyCIAkpCQRAFREkiFUuL69/c/CXKZ4yncUc15TPG8/lnfjPsuR+/9loa71mPlGul5Z4NJ3xt9U6FaKQD71UVeLZEMAsqJrvAnclR5KgO2rQ4DsGE5DBhC5czK+hiBbVEUdFNYUTBgj5ELz17YTYVly+gdf0eWlbvouJ980nsbsbtTzDlorEkbA52bkkSVC1E6sIoZfS1RjsV6pvgH2++Rn1HOwvHTeQrj/+Qlm4/NtHD3Rd9gA3166jrbOY3H/g2AF6Hk89cfg25Hg9eh5PO9mp2bHmSxobNRMLtWKxOVCWGYfSkJgtDW5ZPhS0bH8kIwAwZMpwymTIw5xBzli1h9OSJI02UHBFuXxaLr7iUZTdeQ35pMWaLhbySM1c/LK4keGP32mOOkWWZpKqwvWEfbruTX97+DTrCXaw9uJUXdqziu9d9hvdNX8rupuqebSaJK8lBwmG/v40VDa38/vVHcbrykMtmYJQu4NKvvIzrpm/zWEeMg3IWm8bOIWB10ZBbxo9v/AqvTl9O0JnFb6/8LPZEipDdTYu3gLrcUjRg7bj5vDznUlxKHEcqiaBrZAc7CTncZIf9NPsK+srAGMATS26g9ctXUpEdwxUL49hbT/erzUzdvwVTuIsd4S7Wj5mJ35WNGAnRIUCx08v5ueUsySpAMXTaUnH+r2EvHUoKsyQjINFR08i6R17g/ju/jc3jJBmNkwjH0FMqWjLVJ/4AlGic6tVbiYci7Fu1ice+9sthz70gi5T+7wIKvziN3M9OQio/iV7QCR3/llae6XgFeXwrc2028g0XikcllRfCZpYQIzpqW4x8xcI43BRi5RPaOBYYR7u2zUjQEmbrzx+ha+Mexi6cQdXUOcwM55DdYeON/3ubtlYNRbIgXTML/YIpg8RfbyiDcRJNmltTq/nlq78npgZYe2g9Td2taEYKp5zNJy6+gtmVkxlXWInL2t+VZExRMV5HOrYsJ28M7W17SSbCmEx2LFY3Fpu3Z2InPJ0R0dV5iHgscGY2niFDhvcMGQvgOURucRE3f+YTtNY38K/f3Ee4q/v4Kx2BIArYXS7e98FbGTdzGgJQXFV53PVOFyu2voF2nArEiVSS9kAnr+9ay1cf+R+q8ksYV1BJuHE/lSv/iTFzOb944a/4wwF+/YFv8blLP3TUNsYWVOJzeNANnX3Nh/n+9Z+lvXU/1Q98Fktcw7BloVhcVJeMo6ZwNGYtSaG/AVWQ6MwqxDAMXp56MdPqdnKwaDSdDi83rH0aRzLK2KYAYauDqNVBQaAdA5h5aCtTanehSRLPzbmcxbvXoIgSqihhCAKvTruAmYe2ETkQplPK4vnixWyYdiGyoeOVTHxs47OkQp1sXn4H9Ye381rrIRb5ClF0naiuEVXiPLrFYOkTMUq+5+ZXN9xJx6HGE78ABux+bV3fy4ad1bjzfHjyswHQNQ0EAVEWKfvlYsp+uZjYlg72znpy5PuQIdQWwRL1kp/XyvjOtDU5JaVIOlKkYgpy0oaoGWww+REQuIgiskJmLpDs7NLDBEmB0durWcSOBdVu8JEfX4MzeyotHSKmi8bR+Y81JEwa//nLGiZftoSWdgi3teHMzzupGNZ+kWjQEKzm1frnaIq20xVSkJCRsTM2dxIfXnolHoeTa2ZdxDWzLhq0jXAiSk1HI1NL01n0NocP2WRl0dJPoihRXnjmm9DbXnAEczTSEzuB4zF48+WfM/+8u8jKLh/hOhkyZMgwmIwAPMcoHTOK0jGjkM1mHv3V7wm0jyxw3Gy1oGs6085bhKokiQZDlLyDwg9A0zV+8/KDIxqrGhoRJcYj61eQ68pi3qhpLLCYqewp83LJlMUcbKvHbBocq6jpGj965g+MK6xiUukYHl7zHKF4hB/d+AWi0Q6IBvAkND7/sV/wz0ArbbEwAgb53W1gNdOcXYkv7McdizClbjevT16KYRgoFivbKqaiyTJ7Sifw8Pm3ML1mO0t3rKQw0EbY6qTL46N2fBUtlnyen3sZ0w5u49ZV/wLgoSU343dnc0lxE287PTx+yaXMO7SN0Q0Sj0xdwqY5lyM37adg7zq8/mZEQaRrXilVFgs7umUK/vgK9rf2sSGRYsuKN4l3h486ZyOl9UAdL/36IdSkQu3mvWSXFXD1N/8fNreDBz/9E0RZ5AO//nrfePvMXEp+u5DmezagR0aQJKKCI2wwa/IY3Pp4QjY/YtTAG3djtTmwZtnRIlFUzWDqtEoiG9vZkwqQb9jwyVZG+/LYF/eTU5xFuCtKuCVCJ2HklMiLD29h1AI7WVOqMF0+jlGRCLXbtlK7tw33NAPDAHtONoauI0jS8ec6gIEWwrgaxWqyU+4rAXkKLosLWRJp6Q7gsfrYXnuYhKJgHSJT/pcv/o3WYCdfuPTDjMov46rr/xdNU8CA7VufRNdS6a4URxR67929IBzxouffJ9KZp6F+E5EX/dx4230ndA4yZMiQoZeMADxHmb54ATV79rHx1Tfpams/5liHx8NFN13LxLmzyCksYMUDD5FTdOZi/Ibj43/5FjsaDxxzjIDQ0y8W7lhwNU67A1VTuWTqEl49sIn9E+exqKuZyyYtpD27kO/XbOdTpePJN6ddlYmUwoHWWhRVoSPcTSKV5M4LbgagavR5qF+YhySZyAm2E2ivS/cFFiT87mw0MRdNMtHlyGLuvo00ZRfh8PtRTFYm1e3Bnkrw0uQLuXb9Cto9OWwcM5ukbO6x0IDHCLJgy1rWXjIHvzOL83auQhNEMHQu3fIKr05fTmziIkyqistk5Zr1z2H25vHU+PlsVQwi+VWEsku4zmzDWjKDQ79+FrHCjNkxFtuqXSiBOAKQio+8Vt5wPPmd3wEgmWSq5kzh/o98i7KpY/GV5CMOIZw8F5USfqOFxJ5uknsDx92+GQnxcJzShy+k+tIVaTNWRMOV40QLKGiyQE2Jhtcfo8CwAm42CH4+/tg1OO/ZwAVaPtGPVBEMxPj3L16BuI6ugdYFCQFMbx3G86H5qNct4H3zvbRK6S8zgiAMKfyOJ5wUNUlcjeC2+NANHQGBbFshi8wf4oYlO5g1ehTRRJzv/eshgrEo44tL+8Tf6jd/i9XqYvb8DwJwyZTzeHPfekqz05bktpZ97NjyOPF4iLaWPT2tYnrmYxggCBztnT51/3Cgq5GVr/4Cl7uA6bNvQRRPTBBnyJDhvU1GAJ6jCILAJbfeSGtdA0WVFezbvBU1Nbh+mtvnRZJNTD9vIYuvvBSX1wvAzZ/9xDs+3+89+Vue2PTS8AN66qnYTBZiqQReu5t8Xy7fuCo91x8/+0cCkSCmrlZMOSXsiQYwiyLdqeSgh6dkMjPqghsY787B1HiI6rZayrP7Yxpl2cxvXv4Hf1y3gqzlN2HIZkQBFJOF3oeuKkj8Z87llHY24IxHcDa3smniXAq6WvG7cyhvq2VCw14K/K1kd3WwqXwar866kIV71nLenrf55MP/x8tjz8eSShG0u0mJMiZD46WZF5M0mzFECZMk889LPspiJQHba/HYk3QlU9idZv65IUr5Y89iafdTa5+ARW1GCsYHnqZTp+ecaYpK9ZqtABxYs5UfbP4XwZaOo4Zbx3qpeng5olkivKaZA0ueGzZT2OjZuN6WoHr5CnQMBNJ16ARJAJdMsxzD+rnxLJ4yjprbXidLEfnYY1fTvSdGe6uKz+PgvCtm04XCvjcO0VbXxYzRo7GPmQNmF5Ydm/BuP4jj0rFMu2UOazbAnmN/tzgmuqFika0AiIKIWbKh6gr7/Bvx1zfy2s7N/OJDH+dDyy7mJ088yrMb11Gak8uVc+ajphKokpk39q6jpbOJa5NRps28mGe++wfshQLO8Ski4Q78nQfpO2nHs+QNeFsQhJOKXzSMFHU1GygqmZquRWj3nvA2MmTI8N4lIwDPYRwuF5/88XeIhSOoqgqGgSvLyyv/ehJPdhaVE8bj8nqwOc9utftgPMyf3nh00DKTIOOyOeiKBfvEiEmXsZotxFNJVF3jsxd/kN+98hDbG/bx4xu/SL2/mZlPelCYAACsoklEQVQVk3izu5VX/c2sCrQBAp8/sJFr88q4Kb8CwzAQzVYEUWJzzU6C8QhtoU4KPLlsaqqmJpXgtc2vIHc0MrW9mX1lY9K9hQ3ScVmCRH64g5jFjiKbiNgcTE52IDR2UtVaw/JtryEAMbONhMXK3rLxPLHoOpp9Rewsm8yjF9zCnc/dx6XN6zCnEiQFC7WCl5p5M5m/922qS8bSlFOCK9BBl8XNP8umEDlQR164gwv/9jD/mXgF4uo9tLUGSJTm4H1xC+bGLoRTb9RxXFLxBF+bfC2egmy+uepvuPp7oQEgmtMWJHOJC/NoN0p1iGOFc/YKwZ4UDDAE5DwbJX9YyKofPk/h4QgNf3kbKdtK6dIqypZX0VCzl8IZ2VR9fCId/6gm6DQz66Z9WCc1c8Gkz1P7XDsHn95LQtNxLymgywz/2QRNBwaXezlRdHRMQn84gaopqIaCzWyn3DsOq6bQ3GLiitnzqGtv4+XtW3hl+xaumD2PpRd9CcMwmPmNq5nc2MK8cVNw1+yhcW8QGsPkWnVi0W4GKeYj5jjclE/lmAAS8RAWixOzJVPwOEOGDCdGRgD+F2B3Df5wv/iW68/STIbmiY0vEe3potGL1+lGUQdbLFOCSlc0yFVqgvKEilk2pV16iNgtVmZWTAJgmjOL/dEg2SYL3SmFzlSCFzsbuSm/Apsk852q6QDMWXoTu5sOUuDJBeClra+wOauAaQsu5fo3HuPV0jGoagokmR7zFBg6rliEUQ37ackpoTa/gvb5uVy39hkEDJ6bdwVhq5PC7jYEDK7Y8DzXrn+G+0ddizI6H0nXyY0HkNCJ2Zz4HT7+fPnddOXmYzvcSkl9Kzanj6zmNkLdOmJTirKHVpKoa+PF7iwCkw2Sy6fgXb0PMa5gqu8cZPE7080cDF0nGU3wzy/8D/76Vkomj+YDv/n6IAFiKXcx/q1rOHT9S0TXtB1TBApHzDi2tp3Ds57mokX5xJ9uJdETUhjzWTB0A31zJwV5NswYHH6hgUMHQ1h+GEYe24WQ382Uj03AXezAXelGrnQTaYPoaaiPbje5+v6taAqiKBKOBWgLN3G55zLKnXaaWgzGCLXcvexiLpkxi0gi0XdeBEHgfZULaajZRIvfxJtlGrELYUZBOdFYB4oSRU3Fh9v9cTmR+L/BaOzd9TyN9Vu55Irv4supOOk5ZMiQ4b1FRgBmOCU0XeOL//zpUcvHFVRS29FIMB4+StXMTkYo1s0Eo0Gmlo3nujkXYzf3lyOJaioCkNB1/KkkGgYNiSi/a9jHPE8OU50+dka6yfNkc3leSd96Fxo6s1b/G9PVn2HGlx7gpZrtEFNA00CSEHSNks4mDhVW4Y6FQBDwxMIEXFn884L34w0HCNtdFHc00OXyURBso8lXzKaKmVx5+A1mrdmFKAv4HVlgwHPTLyb0ZgvRlIAuisg17RiHGhAqKzmcV44t1ELZ1kMIe2pA0Ul5bFi31eHqCIJuIAViZ1zwDUU8GGbb86tw5/oonTJmyDGmPBsFX55OQ8vbKIcGJ6T0xnEOiwbxVW2D97ndT9f6dhoVjYory/FcVUHy93tQrTKuV66nYqoLZ8loAMov62+5tqAM7BFYf+ww2BPCH20iy56Pz1bA1PwlVB+00KZsoS26Cld5GbOKSxk9Z85R6/3wzntoWnSInPIi7vvL52lrP8ScsvNIBeKnJP7SnNqdEA418+KKb3Prh0aWhJUhQ4YMGQGY4ZRYfWDzIDFQnJVPR6iLg+31dEUCQ67za0cuWQ4nr2x6CbGhmiyHmx/d+IW+9//dXsemYCf1SqxvmSgIPNtRj0UUaUzG2BMN0JKIM8udzYeKRhPVVN4IdzEOgfObD/L3RJRmJd5j/UsbsZzJODpgSSU5XFBJdqSbqMXel4UZcLgxK3GCLh8xix0Bg9rCShJOB7lSBMNiImyxEXJ4WDX9fIRgnK4x5RguJwgQXTiWhqJsHE9vxaobBC6fycJH/0zR+C4OdjrZ06ah1iRQUoBwpO3szFv/BmJoOsHWTtb/+2VSSYXb7v0KVqd90BjvVRW0/3EPqeYYRkIbZAk8evbHRg+lqP3dLloTMm3r2ujauANTXRKTy8SUD86icuHw5UwO1fTs8zS1LvRYc5AFE7JkwiynrccOo4Jiu5ugpMC4kkHjDx1YSe3hNUyZcT3FE9OlXz563rWsW/s3muo3kzoF8Xc62zF6vMWnbVsZMmR495MpBJ3hpPnLyn/zgT9+ue+1WTTxpcs/yutf/wcFnmy89qH7cIYkmVaLg7qa3UwpHcsNcy4F4O9vPclvX3kIiyjRGAtiGEbfj2LoqBi82d2GWRDJMVmxxCO88Mbj/GrDC7Ql4+ydcj4HF17NP5Nx3C/+mcqWQz3BV+mHbMRqJ2axkzRZCLh8HCocRcps6XEPiyCIKFYHkq5R7G9kcv0eJtTt5ro1T/H4ohu47+KP8tKUZbw052LWTFzIFqkS96s7cSQjeJ7ZhO+fbyOE0qLV1NSF1BHkP9fezHahlJawhTJvnPHeAKIBwvEa1b5DqPEkGx5/mV9f/zl2vvL2UckIJT+ZR87Hxg92A3tO7ntj6fVVOG6ZRbvXS8dr7VTeUYlvcha+iVmI8vAfRTMmn9TuhsVudhFTQ2h6f8kbt9VHrnU0vsqJ4B5831osDmTZgsnUb6UuskrkETlh8dd7P58Jmuo3s2ldxgKYIUOGkZERgBlOClVT+eLDPyEYjwBglk04bDbe2r+JySVjePzTvyGSiAy5bnFWAYuKx1BlsvCJ5bcyrqiSB1Y9wap9G3l2y2vUb3iRgpb6QetoQMowiGgpfle3m6d2rGKxZhCJdLMX+OL+9QjxKF2Fo3jK5eWpmRdRk1/ZI+7SPWIRJbrd2Rii1F+HTR/cT0w0DGzJOG3efHaVTSQ7EuBA8WjavHm0+fKRVQ1bZwBNlBECMdpmTSAW1FDGFCKUeriwdSPWmjbMzV2U/PAJUlta2LNXoiVspz5oYV+nq09LdV0zl/aPLjtO2ex3AMPg0Pqd/PWuH/K3nzxPLNYvjOzTsim4ZzrIAyxVseP3YDMG/PS+rrnuZTo/+RTaz9aRVW/Gk+vEVe7iwMMHh93Oxq2wY+/JHNSxCSX8iMLRZVPkIbRtSflszr/wi2T5yqirWcemdQ9iNjvQ9QFJHwMPdgScKRG4Z+eKM7LdDBkyvPvIuIAznBQPvf3soNcLRk9HNwzqOptQNZXb/vBF4qmh+6DKkshXr/g444oqSaSS3Pzbz6MoYbIdDmaVj6Gpo5EfXP0pPrRnNdjdCKKAIKVv1S4lAeFulEAHv9zyJhfPWIqcX8rhpmr88ShtkkjSZCWc5UAHhIHB9bqeFoSaSnYo3aEi4nCRMFlBELCoCpZUkqbsIhBF2nyF3HvNZ0DX8cQCmDQN27820oGPKzoa2bZLQtME3Lvr6D5vMmVxBWFzDDFqwdTcjZhU8a3YjOq2IWhJ4urgosKpYh+qzwmiALpxzBIwomGiOLWQBtNKDOHU3MX92buDt5JMpKhft55QaDl2e/9Hg7nISeU/l1H/xbVonYn0zlMjFzC9IzXA6Igh2iREQyTaEqPiynLy5+QOu240Dh0jq4V+QhS7h459lI7zlbi1aRehUAsTp1yBKIr0acDe3oAj5HS6fgdSUbXwjGw3Q4YM7z4yAjDDCfO1f/0vf3trcOuwmvYGrpl9MTaThd+/+jBbancP+TwUAJfNidVkwmayEk8l8DncKGaJCydO5cpZ1yCJFiRJ4pejZ/Hd//wF//iZmF1ZaauJIGA4PFiqJhN1ZfFvfwvZ/mYkiw1BNhMFkE0Yhj6otMq4+r1ErQ5kTaU2v4Kgw4NZV3HEwiTcZkBEVFN4w92EHG5MyThJycThwipEXccQBHRBQi/2kGM2E8zLAb0bx5ZDSG/toWjFWmr+32W0bwZTKEDN3z9FxSf+hKCo6DYLySIf9v1NfXMyZJGcP7+CIQAjcQcbYDNyEAwZQ1BPS71ADZDMdkwlY9BCXdgKSoh5xvDb3+xhwcI8li0rxGZLf0Rk3TiKujtXQULv8xsMjP3sFZMaOQjEEIkddf3NwDibxKSdN7L1d3vwTciidHk6bk0NweFPgXMOFH26f53zF8Dh2qMMtaeM0VO78Mjs27fWw6FamDcTcnOOXm/s/IVIcQ81B1djGDIw4EvOCC7ImRJ+vahqkmjEj8OZfUb3kyFDhv9+MgIwwwmhaip/eP2RQcskQSSla1wwYT4XTJzHBT++g7QkODpb1CJbSCTD3P3A11g6aQkOi5PynGJaAu1cMuMactx5fPrB7/PSztVMKKziof/3cyKSzJ27VxNFBwNEWcYAbHmlUFBB0tAxI2CWTSR7erAKgjjogdyWlU95ex0tvkIQRVSLDVVTiZms6fg/IG53UW9PlwvRZRO6ANZEAsVsQZVMCLrOlmnziCwajyEIWDr2oSU1pGiC5ounQ3uC5C2LEOMp8n/5H/QsG2IggdwVRgrHBgnS+NgirAdbEBUdwyQhpI6tcHRBpV3eji6qg3WGAZLhQBOjI76GAgKqYCAZYOgKRjSIpbACqbASU1m6FM/at9s5WB3k7k9NRJZFBEHAc3kp3U/VQNIAERJ6EiuWI7YdRUAjCYSAbAbrIiml0fSp1cz54xIs5a5B6w5VeFoQYFQF7D804sMbEYlUFJtp6Np5gRDsrU4LQJ0UUWpxMpoQ++iUV2F2eenyt6NpsSHXPxVSmo6m61hNJ/fR3NF+kLdX/p7ll3090xkkQ4YMxyQjADOcEP/7n78Oep0v+Lhy4gVsiewjpsQxDIOFY2bSFuigOXh0xwld09jTUp8WBYIFl93NugNbSeopntz4CpqhIQkiumGwW6/mtt9/kT999Ic8OGUJPzm8g53RbiQEVAxESUIhXdtOGZDsMRQBl4+Aa3DhYyQZDANrT3awYu3JgjUM0FWW7V7DzrJJxGzOtOVRkuhcOh1ZTyEYBpZD7QSvn0u8sgDDlN6WGFcwN/hxrD9A09dvIOtfa8l6ZQegodEfdGvf04hulUEUEAbEkvVqxIEeRQMQBYNu6eCQR6iLCgCy4UQ2zCTE4xfO00UBCQFXUT7TL5hG4+6DRF3T+wcYBh0dCX7z613Mm5fH/AX5lPzPAuK7ukns6U5bJK02SAwW+AYCKZYR4jUipMge9J6BoAooNWGavryOqscu6ntPdkPB3ZCoPnquSxbA4e11JMwFiKa0G10QhMEu1xM0rJklK7qhIwoi6SLWvdsRiMXhcB3EEjBm8XMYpk5SRPAwni42k808Ss8vpaPjAJ1tp9CeZAi2d3ZhEkWmZHsRxRMP0Q52NzBh0iVnRPxF6iFUDYVL0yU1M2TI8N9NRgBmOCZN3W3834t/Y/nE+RT78vnrysfTb/T4IC8RFrBYm873vvA5VEPj64/9gme3vDak+ANQDLVv9S31+wa9pxlaz++0IPJHg+xqqmbj4R1cO/tiim1OdkUDxIdyLvcG1Z+oi00QSAwUfgC6TkVHIxXt9RQE2nl46fsHjQeBlCjT8fGL0jUGTSbQdFBUBLOIku8hvHg8QlRBzXGBAKF54yGRwrWp35QlJvqTLQa6dAcenQHpGEHNGFrkCGCgYwCz4ndjNdystH+To1qLHPHSpBlIFitzLl/MLT/9HAD/fOgg+/YF6W2cggF+f4pVq1oxDAGrVSLv4hK0aIpUXQRNNwAdqUfWpo/BhMRe3FhxkuoTsr3y3ACSh4O4L+svtbK/poW9h5qZ8tQs1ABkXw/SgOY2ggDhTU/T3qFSfPWn+kTgqSBLpgHn5shzZaCkoKNTYGJ4LprvDVyMRsJGJbenx0gwa87tvLTi26c8l4FMzs4iqWnDu4p7rs3wt7lOfe1Gyirn480qGW7QcdFTEG+Hzs1gzYbAflCjEGuGaCu4yiBnNsi2428rQ4YM5yYZAZjhmHSEuthcs4vH1/+nL+MXAAEK8FE0tZA3Ojay/5VGLpu2hK5YCJNswipbSKhDJ4EcD5MgYzbJxJQkNpOVa2alLUWfLZ1AuxJnd6Sb8MCgsJONqxpONIoiNQWVVLbXsb1iav9yPS3CrEqSSI+rmB4rjdQeRMtxoccUzN0RTP4I7pV7sBxuA0nAcrgNQdXQJQFBM1ByXJg7w32abuAMUvlu5K4oYkpLL9cNDGG4PsHpTiqCAd1iNTnapKPF36BjlhCR0AUFXUnQsH0fnXUt5JQXctvto/nz/fuorY32WGjTq0QiGm+91UJllZvpP5hDeHULqboI8bEa5kMgxvvtlgJBEmg0ESUbsJK2eg60bJIC/18OkPPhCdinZvPAk6sIhuPM+fBYnFHXIPHXyx0/vIMH/945WPyd5GU3mWBQW21BGEIEQjwBLrGELO4Ycjt5hRMQJQu6dnL3+VBYZQmrfHzzWk847JA0N25j/56XmLfooyc9j6ZXoG0N6EMcWvfW9E/9s1B2HeTMgJ42yxkyZPgvIlMGJsOwxJUEv33lIQ631Q8Wfz10SxFWRjaxMrmZNdVb+Prj9+KzufnJTV8gpaWG2OKxyXNlcf3sS+j443p2/+xFfnrzl7j/oz/ss4as6GxkqjOLbOkIC1BPqZcTFoJaj+t1iJIcuijx6vTldHiPyFA16Bd/A5ZpPkfaAhhNYN9cA6EYsRmVJMtz0TUDuSOEqT2EoBkIgLlzcHeNXkTdxKi2uZj1wfFphigg6zbGJW8AwYpukgAJAwODFCbDTY3pNbaOeZ3Jxp141TFH1WIx625mJD6OV6sAA8y6C3VtHqvv2kJ0Z3rM/AX5ZGXJyKbBLnVVNZg6JQvJbsJ7ZTlIArIikZwv0SK0kSDRt6MkEfSe6E8DEDwymivtHu47v6pO51/S9V0+ev35XLpkKsWzXXjOH/K0kFXoI3fM2HTrwFNMpBAFyPIcsbD3/jniXljxyhFiceAqCFRUzeNUP0ZPqDbgiG51g2jUf/Lz0cCan7YCHnsg1D8BW78PzW+c9O5OOw8+vZqNOw+f7WlkyHDOIxgj+OQJhUJ4PB6CwSBu99DFfTO8ezjQWsMtv/08NR0Nx61skefKJqWpBGNh9KGi+EfAzPJJvPDlP2MZxrXXmUpwf9MBtoS6aE8lTl/dvN6yML1P05E8hI80vahaunaIomJqC5Iq8CLoOoZuYOoMgSCS89fX8L61j7TDtN8iZkgiSoEXS1NXn3tURMSpFTIpeStbS/9JoqsZ3SKD1UpRx2jaizppv2M+9tXbse5uAE3FMJvJipUSUauRJTcepZgQDVjkbKbEbqdRWkmDaRVWPZscbQIRsYUYXcxLfoEmeR2CBFXKJZgu9DP36ktwX6/xr2cPU3M43G8kFUG6UOTCqUXMTbnYM/lxlGACtRyM6iRmTAg9R6ZjoKKTQiZgFxm/qIDghmZ0DeQIfdZFz/WVjH784qNOcbIZ4vvAu2zw8ldXpWPzToXD3TvY27mRRWVX4LXkH31tDRUEuW+SFjOUFMHy84bf5pOPforO9pOLBTSM/vI/pzNDuHL0Ei66/JsntW7dM+DfCurQZTyHJGcuFC0D6xCZ02eCpJLCYjahpFTMAxJm2rtCfPoHD+Jx2bjsvGkkUyozJ1ZQXpSNxWw6xhYzZHh3cCJ6LeMCzjCIxq5Wlv/kg4QTI8sqbQ+P3NJgkcwIgoAoCozKK2Ny6Vie3/omE4pGDSv+ABRN563uNiKnWgukN7DtyAftsfxpR3LEOMfGgwiRJObWAFqeC7WuA9EwEDuCZD+/mWRRNqFlkynctY94EAxBBE1HAFSvncTYQhLji1DKcvE9vhaiCVRDYb/5aXytZbSYmtHdNrwRLx3yLhLuPBSbjjOnFDl6ENVuQozECEqHkAwdVQsQESBFBPUDd6K/PApr/QZMgpVwnkLbIomiF0RmBe6mQJ2JSy8kQZB60yqmvvBhqtfGqIjZUA+Y8El2up0xdAl03aCxNsLD0cOU1nnSvYwV0KsXIdCM5qlDjOiIWlrMmJARsJBbmo/SGERIQqoKhCYQooAqYJlSiK5Bb13u3lN74P3pS2UbC5YBYWxLF0JdYzrs8mSRBBPlngnEUzG8AxOYjbS90qFHiUpOej8aDQOslqG21M/l1/yYtavuw99ZQ1fn8EWth6Mv9vMEbsPjkYgHiYTbcbryRryOYaTj/NpWc0I1DQE6N6QTRKZ9rS+p/ozx96feYsUbW2npDBBPKDS2dpEcIot+5Ya9gIDLYWPe1CoKcr186vaLyHIPEWOQIcN7kIwAzDCI7miQyAjF30gZk1fBii/dR74nbR5Yd3A7k0vG4LDYeGPuOiaXjD3m+tlmC4nTUAhOTKbQZRF6Y6w0FeQeq8AIXXCSqqCLMoYogm4g6AZqnptUcRa2fc3EZ42m+OdPo3rsmJoCmJoDyK0BokHQHNb0fiJJVJsJlBSuDQfpvnQ6apYDw+1GVm2ktAgYKRQhhCjZEVM6EbUVJA3roWam/fAQgslGwJKDqndjUz1YlSxsmg9DgBQxnGIhDeGDrJx/mOzWV9ENA83mQHFCieta/KE91Nleo1K5GJdRQmlyKUkhghSQ2f+in9G7ihAkgfZR3exd0oiqCuQ3Whi1K5u2QhOSy0y9X8FLBDspNKsJFB+k2hBUtUcEqjiLZFKJmYjmOlKlh9GdYNqwCIMJ1H9HpP77IGWBFoScW2DsA2kDnJEE8xGtbWUZXE4IBI99jdoi9dhNLpxm71FWtXLvhKNq//UjYBEULHo3XaIPuxGlqMTF/FnHVmVWq5vyqvmklBhd/sNgjNwS3juP3tvvZHOZjqS9dR8tzbsYM27Z8Qf30PACtG/ghMVfL0o3HHgQfJMgd87JbWMklBVls+dwE01tgWOOa/OHe36HOFjfBsCj/1nLrud+yu6DTYyrLMQ0gnjLDBnerWRcwBkG0dDVwrSvX4l+iq2q7CYryyct4ld3fAOf88iAqxPnC/s3sCly/PImw+ETZbS4QiKRJOmxYQLkeIy4xdr/tB0qGWDQMgNLMk5KlNFNZkx17WhOG4ZJxrBbQICcB1di3VWPFFcQIwnkjiB6lhNDEklW5IEoYNtRR7IqD2t1K1JMwadPIG4KkZDDWDQ79ribcfrNmCw5bNJ/RELsQhM1lGIfmJyIWdmM3T2a6vH7oaaa6W3X0y0dpEvcT746A7+4F0GQ8WpVNJjf7DcxiTK6BKRURANAQNBlytULKFBn0GRah1MvYqJxM8mqFFmFJkbdnIfzEp3XH2xH2GBGaJKpntZKVlkUxw92YkEkhyIkUQJrAF13I2k1SCkVHRkKL8DoaEbQulCzOyHqxYhfjEG/FaavI4kIk14F+0QQbenSMEfy3MvQ0nbsa/3KoYcwS1YWlF6BWTqx7ASLHqVIa6Fcr6dIaKN1zCK2h8tYuhCys46//t5d/2HXtqfp7qo9of32CT8GdGo5RRU4ffYtzF34kRGPP/APCGw/pV3iHgt5C8A35dS2cyzWbTvIpXf+z0mvP3tyBS3tQaaOL+WRX9x9GmeWIcPZJ+MCznDS5Lp8WGULsVSif+GRWvA4z6UlY2fz78/+FrN8+mJuEpp6/EHHIKCrGBYRw5KuW5ECUtYhalgMJQL738SejBOxptvMpQp96XMhSxBNYmn0owmgO62Ez59I1nObSY0qIVnoAgOUwizEhIIxrQJLTRtySsBkziMZ94OiYWghEoQw3BLxsgryDpWTPeFODnf/FbGzE91hIbR0Ah61hKinhLLkdJTpcTreeJWU3o0qqUyK3k5UbGGl4xvExPaeaycgGWY0PYWoDbBOGQaGmKLZtA6XWkq3dIiE0IUev4F9eT/DrDkpDn+T6P86yHsqj6g7ib8sjGJRkXdEcCHjZBISQdCtEJfQpTGg5qDhwiAXWgwgjIAZo3MB4MFAxhB0BKO3fEy6K4fghFQ7mC8Y/jrOmgQrjhCAkpTuFNJ71eYVX4YoSics/gCSgpUZtmpyUh1gMtEes5NKQXKEib4TJl+OpqXo7Kimeu/rGMbI7ltBAE3XEQeIvuEtlcenoGgKk6ddM+Lx7etPXfwB2IvPrPhrauvmmrv/75S2sWlXbXpb7d0s+8CPuOuW5WzdU8dHbzgfh91CUd4IlH6GDO8CMgIwwyDiSmKw+BuKQTU9+plVPhmL2YTH7kIephCtmtJ45CcvMHnxaGYsG3/8+WgqoiCwKx4aweyHZ0in3HBi78iH7oBx3e4BpY3Ncl/glvVwG75/ryU6bwxd0ypRSn3Y6rqxJ6xIZp1wlRPNZcO5oZqOD19A3u9eRKksRJg4F8/fn0E3S3TfeCXep1ajJKO8cuUaxLGdCFv2YH9ZQy/wEp9QTPaTa0m+73Ly2ks4cF6QKW+Us2P+NlJ79qAbKvu1Z4kZzciGlRxtEnG6kLAyIfV+6uXXaDC92Tf9Hv2FQoidtr+AABpJ6kxvEqn3U5k9idQ+G+GWFFpMRFZM1C/rQDNHKFo3FgvZGIxGYCVgRjXmI6giBi4gSvoG8RO6xURyagLfj/20/Xwr7n9PwLI1G0PWEXQRqcuCYIjYpwr4roPm34BzFriPaGvb+iSs3QBMYFDiraZBUT409whDt/XU2qBFFDM5V10JbjfTFYmKIBQVjHz9ydOuBmD6zJvYtuXfHD6wElWNH3MdwzCO973qhKgctQi7w3f8gT00v3Z69qspp2c7w5HtdZJQTu3L4EC27K3nru88gCgK/OOZ1UwcU8wrf73ntG0/Q4ZzmYwAfLewMgpPheGeHCg4+cv6xp51J71uQ1cLRVl5TCzOYd2h7SwcM+OoMV2tQfZtP8j+2r1MWzr2uN0Ofl63C/lMRpWPxMIyRKHggW5jUyqJWOii42MX4n5lO7osYUjQfdNikkk7jgf+je1AmMjc0Vj3NVP6lX/QffUc5HACy6aVRCptOC/9PG6PTOsX88i/9ykcuw9TtWMiB0P7QBJp+/hyEvkesl/ah7jiFVb8KBtD/v/snWV4XeeVtu+Nh4+YybIkM1PAduIkDjfUpk2bpG3aFKdTSL+2M2XuFKcwZQ400IaZGUwxs2Ux42HY+P3YkizZsi3Ldpyk5/alyzob37PPlvaj9a71LJG2gt0QkchqFRBNGVc4C5eYQ1hoJceoJaWsx1CgXngQjfCYFiPDNi0SjIj5YmMxnfImqnqvpa77XNJXaWzJ6sTv9lL2UCELbq5DtEA0RWwKEbDROWtoGlcaOqKBWbGHvu834X52Ntp0Da0uTHpmLon3tKPPj5P37RqkXjcdj6xFavNSueIK4utk2n8Eqb2QajhUAMYCkDi4txxOkcaieVA1ABu2gH5c+kBkR/5ypuQ40UNVgbZO6O0Hv89pSzdRsnMrWbX685x93uf4/f9dhHjo0EcYHek7/mpggVi055j2yF8CHU8evHS8SPiRx3ay/QBf3ThOq5gTgGXZxFMa67c1MnX1TeRk+Vkwo5I/fudGJCnjlpbh7UlGAL5d2JKGPhPa9OMSgFctuYAP//krYxeO/p1/kBuxKAiIgogoiCS1FCk9TV90kNJsp/owlIjy/Qd+y4rpS7hi0XkUVuRSe00QAhoDsT7yg0euUpzmDbIx3Dfp93NCMS1c+7tJ1xQ61i9DF0I2dRQ3WANpLFXGt7kR706FZF0pg+9YROL9K7HcKjn3rkEvzqb3hnPI+9eryINxcHsJGNXsXtqNr8siJVi0fvlS3AmV2AtNeAcFlPnv5IInz6IvZ4BNP7+RwBObIRVHTOmoO/bgf2UPWlEOlmaQ3VSOLUBQKiMpDZIWwkSVQWTLceYThnP/BB+2O42Y0rGFIe9oW6BRfRwEmBN7L4Yp0vK9Xtxz3OTuzAFdwKM71drW0LStk8GXxImxStgEEOjGllykZtkoG2Lkf305pk8n/o79YAmY+Sl6froD/8OVSN0S6h4XkcsayX6kDlcpZJ8H7imHXv7a8yFcBNt3QVpzPLjPXe74c5cWQ0EeJNOwvwmiB1mYWJbJK20Psrj4PLzq2LyY0WnQgiCAekDFpNIQiTpfWUGorhzx/p4wgiAyd94V7Nz6wFG2OzExQFlxc/rKjx3TPoWnDUUBD1NrlcseBqjFEfmHH6d+DNYxx0Ja03nouU3c9+SGk3OCUQyEEwyEEzS19bK/pZsZNWX87ps3nFCbngwZ3gxkBODbhU/nQCgLco6vqu2ov+QEkAQJ0zYpDRYytagcSZRZPm0hd6x5hP5YiGgyzh1rHubLl32cSDJGT6Sf5t72kUO85/L30BvpOqr4A7imqJrHe1qP6z1NiCOVXw4tE/tjQx4kAqJpOtPKskLS7SfpBqZDamoxxb94GMvvJrLaSYZKT3X85vqvXEbhbS/i39RI/wdWobb0gduP3erByHcj3/0keY3d9H/8QgwtRV/PiySWVXN6ywq8AxIej0q8wkvi2sXYooh7Rwvnra+nNdJDq8eFpco8/MEXCD69hRymUz14NmJKwZReIiWEncf2kNBTRDepXAW1Y5C+967A2xzB9+pW5/1asEu9C3/y8wRSRQQ3SAiII8UJw5bOTu6eCSiI1GMyE1vWEIwU6GnybzoXMaGCIRK/rAVhwIu8Owt9VhhbNQl/fB+V7xZx7bAwQ1NAB9EHwTMO/zEtngfzZsL23TCtBnzeA+sUBZYthCXz4eEnoGvU3w2mbTKQ6EaVvIcedOQWcHLuCkZ52fm9NmcutklqIqkU9PQZ9CV3ML1sJoo88ZZ0Z571CTpaNxMaPE4jwwlg6Bp9vQ0UFNZOeJ9kN7hyQYsAFtg6jBZ6CinKWEM7y494nMiJbY0MwM33v8wPfv8AvYMRrMlZjU4K07LZvLuVzbtbEbE5fcE03nvp6WN8BzNkeCuTuZPfojz26qvkZ2ezdNYsZ4EgHLf4G2bJlDlsaNp+2PWW7fjY1ZZU0R8bpDvcz7zK6SysmsWmpp1U5BXz8XOuAaAyr4Q/fPi7uEY9LH1uPz730R9Oacvkzu5GRFlyqjaOwPA7n5RZzNEqnofWWwUB0tleRNukKNRDZ37podsqEl1fvGLcw5jleaRqi3E19qK950wEzaDsm3cRvmgBiCvp//C5ZD23HRc56BUSocsWEZ+ez2O+7ViJKFaODyQZtSdM6ffuQQDSLZfTL9+G2thLYkE14ZV1EAqhN7bwXOlfCW7txrQ1JEHFQsMUQBJsEr44QkrBliWMomxiNXV4N+1DSCVxSSU0Fe1kemMzHjMXsIZMngFsdJIoeIZifrsRSGGxGBAQDAubGYjtMu5BHSEpY8sm8YtakMIuys+/lJ6bX8DCxipIEV+ZQiu28T5sQlqh+1aIb3ZsYfKugazlji3MaPpiA0yf5sPrOtSgr70TYnEYGGUV4zh9qFxQ836nWvkgBEHAtm1EUaS0yJlOHuH11/EODuJdtYodPQp7W3pIC1H6Yy9w9uzzx/2cx0MUJSqrl6HrSeKxY5uePXZs9u564pgEYNY0mPFRSPZBw51gjPp5k7zQnZhPFvUI6NgcXvj6q49n3OPz1Z//k1jixLXbmwy3P7KW2x9Zy+d/9A8+cOVKfval92Uighne8mQE4FuMZDrNjy6/hcfFViLTNXb+4ocn/Bz3f+63lH/urEOWi4LgNEsYigTt7mxgTvk0mvs6eHnv69z8sR/xj1cf4tozLyPXnz2yn1s5ipPuYdifjDKoaywJ5HNd0VRaUnHOzS0mS1bp1lLc29PMVI+fnfEQVxVWkS2pvBTq5ubO+qPpxckhiuASsWybzvwhkzrbnriDr2kxeNkSsATO/ttUmpruRy/PxVQkZ3+Xi/BFixE1UFMyFhZCUkPLt8Hrd5SMJGL6PRj5AcwsH099RKTg90HEcBQj4Kbofx8CQWDwHYsJPrsNTYyjko0pJNADbgYuX4ZZnEXVziLmbJjJ5qxfkPf3Z6G6lsQ7zsd396OkxF5IKlgYJOhFREYVspBsiZDUxKCyl4BWRqE1H4MaJCQMwQTbRkQGJJBstJIkVmkCozJG4NZalFY/+E2Cf6tDr4qRWNVFYomMO1mM1xJAdjqARF8EKQtSLTDwIFT/6IAIjCQTfOef/6AsN4+vvfvaMZe3pw8ef/ZAhz9wvANPWwTNrdDWeXgDYEFwun5Ulh+wiQTA64VUCkSRilIIRfIJs40F1adN7J4ZxdTaFdi2RcO+F4nHeo95/4mSnVNB1ZSJj89MQ9N94CuHgS1gHVTIMdzVMUk+HgZIcPiKmAkWPR8TxQVZ1DefbNE8MQzD4q93v8DO+nZm15bx1Y9fTm62/+g7ZsjwJiQjAN9i3PrkM7xgdtLvStEZSZyUc/g9Pvyqh5g2tnLxysWrcckq965/khxfFp+96IO8vOd1ioJ5tA928dG/fJWlNfO5b8OTfO6iG457HDO9WRi2Ta0ngFcae6vmKC6+Uj2PHzZtwycpLAw4lZ9Vbh939zQTOpZexBP9S/4QoTdUUSEITiKaOIHjiAKCKNJfHieZM51EoUhsxQzn2CbImoDhMUmnQ0guAffODrTaYhAEpN4Ians/Rl6A8AULiKyeR/5tL6IV+FFTKfzr9pFYWktqSiGWVyU1owxRN4l6XXj2J0hPL0OrKSI5r4ruqbnMbi3CbBxENA2SUhzPo0+gZylI4SRSzGCT6/dM1S/ktZWvEblgHlWPhahbV4BgQpE0D9syEXBjIyDZNhYmpqAj2yqWbWGLNtrsQaQuD2LIxcDnt5L/rSXInS5szyb8j80k+s5G9Olh4pe04tqSD3uyQYDACkhsBzMCe66HRHmY1897jQ+sOo+Z5RVMKy0/5NLq+ljxl5sDc+Z3MBAPsfqsWezZD68dIYXsfVeBenBwazjCDkhKjITyPCunn0XAc+x+qIXFMyksnklv1+6TIgAl2YWqBpg17x2UVy05pn1t0xFvFZfArj8ctHJoOlgji6MV+QYnHnScEKm0Tn524E0jAIdZs7meNZvriSfSvPeS09nV0MEn3ntuJiqY4S1FRgC+xbju/HP5zO0PomPz1YsuPmnnyfIFDxGAa+u3kuvPwrQtQokItg2v7dvEQMKZbwvHo+T4smhTXWxo3MaS6uMzBBMEgXn+I3tyFaluQCBpGuyKh3h+sJPYsYi/iQ3k8K9tHPFmWU5Ps0O2GTW9LIkgCtiCwL4z+rGE2ej+IcVi22DqGC4RRAk76EMeTGDn54wcIv/WF1DbBzByffjX1OPe006duxHPYp02TUWLqPRdtQz3vk60klyyH9uEq74LVJnoabX0fOJCxHgK1/5uemsFnjzvdfL+qGN5XaTqipHiSQavXIZ7ZztZz+/ASIhsEv8EkRLkhMW03vOpS1aj4kMSFJCEkTl3a6g6aFf5C5T3zSZg5+Fq9yM+WkZydTtGaRS9LoJZlESKyKRn52DNbsfzagnq7iz6/2sj+d9ZhmtPNtgg+cG/BAzTZMvaNgJPZlH3m3PYVG1z3Q+vJO/QAnOKCp1K3Vjc6d978bnwtdufJJZKsmhqLTNqVbbtctYfTE42JJLjCMBRbG/ZTCIdZ2vT6yyfeQSzwqMwbdYFpNNxwuEOrBPmmyIwfeaFzJx7Cbl5U45pT8kFtdeBZUDDXc5tbJmADWLQiYhqgzDGe2c8lBPfAWR3Yyf7Wo7i/H0KufPRNWzb20p+jp9r33EGWYHD55hmyPBmIyMA32L43G7W/fBrrGto5CPnHKFD/XHy0tdu58If38i+7qaRZe2hbmycXKmUofG1u3+ONartlYVNd6SfBVUzyQ9M3IPsePhQaR0A/9O0jWf7OzGxxvf8O5mIovM1OpdwdFHJ6OVDwjAdGGqaO7qi0qWM6tohEH7HYnzNKYajjD0fXOVU7bokoitm4n29gdi1SxEe3oJR4aXhk1cgpQ2kHa2ovWFszcTI9SOHEpgBN4JhEVizj/zbX6br6+8Hl4qkWcSWloFhohVmIfdG8NR3Ue6/inJjDtH4BvbteQTf7nsQU0FE6kiqPfisYlJGlAhtFDHXMXJGorp7MR49iFkZRyuNI6YUou/cQ3pJGFs10Jc8TSrgBa0CM5xAjghEPrIbq0AjfnELrk4fQr+LmNtg6S1Z3HLLS8T3ZRHXU0zTajCbJPbdAKlvgKsa8kelW8oSXPtOR4sLgvN19ZkraentwT2k7K59JxiGM128YYuzz+IFkEg4Vb5HYlHNaexq3cbM8jnHfo+MYsbsi5k+6yJSyQjPPfkjOju2YRrHl+M2a+6lLDrtOrzeyZsY6zGINYOVBjBBELGiApptcLTq3+x5jgXMwfmax8uCGZWIJ9Qh8cSzo76dWTWlrN26nwuWn0QX7AwZTjCZVnAZDsvujgbO/PZ7hqI7Dnm+bBRZJpyIktTHPrQUUcKjuvnth77DOxasekPHektnPbd0NqAdQx/Wk8KRjKXHEYJjlg9PMY/e3hpeNs65krqz3CU7c59pHdf+HrzbW5CiSZIzSrEUGdvvJjWnAgSBku/dg9oVou/as5n2KLRXdaBnK3j2daJ0DOLZ04EtSXiLljKrcRn10v2kxBBpMYJgw/nRX1MQqEZM+WiyXqTMOB0XAexR/0RE+r2tmLJO0JdL9PNbiV7RCp4U/pds8r9XgeFdRMffn0OfEQYDMCSwQGnzYWRrzPLPYFlgGb3hMD/82oOs3nsuddVlDD4KWrcj/nrlXl4pXMfzS5+hJC8HvVVkxpRyzlo1E6/Lzao588a5aIeiGQaqfOr+Fm5r2cimDXfR2bZpUvsrio8PffK+ie8wOl1BN2BUVevm75noERvVimAjoTH69/34Qix3oRNBPFmc+4Hvs3FXy8k7wQlCkUX+97+v4/1XrDjVQ8nwb0ymFdzbhEdefpnK4mLm1p7gxJoJMqN0Kjn+LPpjoZFliiST0tOU5RRR3zP2l7JumZjpBL964uY3XAB+oKSWmGFwZ0/TyTvJkaxiRq+fyPJhsWdZYFggi2PF3/B5pHG6ldg2mDbKQAQz4MVyK2BayH1RfLvbkKIpTI9KemY5Yn8MSdOdCKVp0XfdSnwbGwg+t5X6c+uIL1mKZ0sTctcgVlU+cucgSiRJqn0N+8R2EmIPpqiNjGej53esiv2AtNKM1ypAxCkWkdmByAA6KwCRHVXPMq/5AtLuGMmlIYSEglGZJLYE+L5EUbALszDlBDfVFB61h4Rdjj4tgtzpZUFgAaZu8cquHdz0rYsJ1ufT/j+Qexl4ZoHWYdPxZ5vFbUuJJRI8MP9hJEtCWKPy0q7tdMg95Pn9VOYX0huNcM+Xvk5hVvbIJdzV1kIinWZvRxt/euox3rfyHD56/slLqTgS5ZWLKKtYyGMPfJXenn2kU+Gj7zSEovq5+PLvTvxkr26F/e0wuxqeXu/cS4U5cOY88LrJV8IMekoo1LfRoS3E8XcUONz0r+gGz9HdnCZNU3vfm3oKeDS6YfHVn/+TC1fMpTDv+PufZ8hwsslYnL9JuelXv+ZHt9zKd/76t1M6jisWnTfmdVekj1Aieoj4G8aybXL9b/wvv7911LMlNnjyTnDUOPkRGG5ddYhwdCJ8ri3NoJuHrh+uMD543yFhKPVGsEVHIMq9EYzCLCJnz8byKMTOnoUYTSIlUgSe3Y57axN5t72Ie3cHhX99jsCre5j/Lw+XfrMYRDeDVy5j8LKl9N547rBVIHGpF9PtYvDSxQiyByyJfnkHj2R9kJDaQL+8a+jCiJgkMUiQkiLYWCzdezWDgXaULBXfE+UY0yNggym7cMeDJL5WQO73FoAIQaEd3cpGTNuggT+aQ/cLCZ75RAfP/GEfv/nuM2CBqwY8M6HwA7Br2g42T9+C4dcIndGBJIq4TZXz6s8huysP27bpi0bZ2Lif1r5eLv7OV/nHi88C8Pr+fXzjjlv50i1/ZmdLC2lDp3Ogf9Ifr2XBuk3Qcxx1HYIgsOT0DzB91gVcetVPkKSJVc7blkF/3/6Jn8jvBbcKL2+B3kHoDcGORvjTA/Cbu6F3ACkeZkArRSaMwOHbQs7+PCz6FpRN3A3nmLj5vpdYevU3iMZPrQXMsaAZFt/69X0kUie5J16GDCeATATwTYooOtGgorzj62t6vHz5sk9w80v3YR7D1OqNZ199Ekc0PilTZ+BoPYyPh4Pz9eBQcTZOvp9PilHhbmN3rBYU6UArNsEmaIeQ93YzML/O6St8JMbkFwKWTWpBtfN9LIlRlgcCGB6V/veucM6jGYheF8a7TqfiK/9A6Y9hBDxoJdm4m/so2x7AUxEk0CegtuxBsCw8mxpG3qWuaESX16AXZ6PVVKLu3otgS6TMEGoiC0swSAi9+O1SLBahkyCu9JL8SAfJ8zop/dZi5J0BtPwoyqZcjOooub+dh1GokX53A5bs3FNhYwp5/zMXdVMp3T9aQzIQIf57D9OnBNnfUsvc5DTCz4CcBfEtUP9hCGyrIb2gnrLPaswSSzjTV8dDD77Ovvm7qKSQHewcc/n6Y1G+dcctYMP9a1+lNxKirb+P/V2dBD1entqyiZxAkE9fcvlE74gRtu6EhianW8jqgmPefYTC4hnkF9ax/rW/M7V2Bf39TQwcRtwJgsSZq/6T/u49TJ95wcRPMq/W+WrrgX8+Dd0DI6XTtmFSwHZ8tBGglzCVNLEKkzTgGXt+L/jGscE8EZimxUe//heeeHkrujEpZ89ThluVeW7tLrp6QkytPImh0QwZTgAZAfgm5Wf/+Sksyzpqr9yTTUEwl+tXXMHNL00sx0gURO5c8yjnz3lj82C69RRR8ySYkB0rI+02HBllWiJpxeeIv5FtHBUY2N5Ed2kNgmU57cjGyxU83Dkk0TlNWqPwL8+il+UQn1eFNq3UmU4WBZBEbNtG96qkKvIRdIuBq5ZhFGVR/v17WVd7H0LFZjQtSO4D61D6YySm5DkRQFnEDHjwrqsHRca9t40S40wCZimDYiOb3X8iT5+Bxy4gRicF5lxUfKgpP5s8t5Fj+jFK4miuJFJAQF/Yh/s1Bf+jhRiz0/Rf0IjgNREGFWw/9H9iH64d/VhlcUoHZjLlsy7cU+GTLCe+HTzTHIPogQfBdTq4pnq4aemV5L0T1P0Gd73yIoncGN1TWrFtG3eTQsoYWw2uWxZfu/3vhwRzI8kEkWSCnz1wN01dnXz56veRfwy5zuWl0DcAC4+vNgQAw0gTDrURzCph+ZxLePjeL2HbY0WQrLh57wduxuvLgbmXHvM5bBsSQiHez16LVd+O9NpGrF3N2KZNJwuJUkYhO/HQSy719DLzkGNknQTD52E+9Z2/c9/TG476Y/BmJBRNEoomufPR1/jKJ8Y3hM+Q4c1CRgC+iTnV4m+Y777rcxMWgLPKavnvdxxbH9ITwbk5pQQllfv73oC2ccOMFmzDTyvR6Y87vDxle2iMVTB2DtmZNm2vnoWUTGNPtLXU6D7MloWChtgfRumNoPRFULrDhMIJtAXVTnmrbiAYJnZSp+P776Psq3eQ/8oWfO8px3O6i84OC6Glnvz1YYShSIukmYguEdIW0mAcJJCf3AJSgHxhIZYdJyn2khIGCan7SZi9CIjE9C6qjfMIBXrY+/p25EZY+Os43nUlJM5pJ3C/SHqGQfTaTcQ/PYB3ezFZH13KQMhN5Pq9kKOTPqsbBJhWPgU3ji9d6w8guBx8cyCwzPk6mIc3rOWF7VuQJIlQIs7+znb0w/QMO5qmuH/dq1x79rnHJADzc2H1ob7pk0JVvZy9+v+hyG7q9z7H1LqzyS+YSnvbVjrbNqO6/Fx02bcd8TdJQjshvBdEBbRQGYGaYtzWNqydjRj40PETooJsuYmklQfWWG8c0QtFR+4IN2nSmo7yNmi19otbnuC6y5dTVZp/9I0zZDhFvPV/0jKcdLa27sEtu0gdxari7OnL+Pn1X2ZqYeUbNLIDnJVTxFk5RTw/2EnojY4E2jjTaNIoq4xDwhdDc7/2qJ18LkyvenifwdHHiCTA43IiibaNkNIx3RJWjp/uT1+EpcqICQ0jz4/aMYBWkY8YSzm1JpJF8OHXce/vIuhPsmSuxrq/GLjb+keGb0sCvR84GymcwH3vOuecMih+0JNgpqNs9v4BnzsXV9yHYaaxbIN+ezcqPpKuHhRcNMzZQlveDvyJbOq/WEThco3Ke/PxbunDXA97rnydxG/6mDb7YsxvPEpqRQxSKmKbF3NmBEEQcMey+OGTd1Eg5tLznIT/YT+DM7uZNqOYvs0a77ryNEreJxN+Cf60+QG6lEEW1dShGwY721oOK/4mgmnb3PnycyyuqZv0MY4Xl8vpLDFt5vlMqVmOqnqZv/g96HoSQRCR5cl11kl0Qmi3Y/oc2gXeEkCAwV0SeQsXEA/OJ7RBxzJk0uSQMILoeHGcoJWR41Rf7bSOOxnc8N9/pLWrH1kU0c1TXNF/HGi6yZ//9RxXnLeEJXNOYrg0Q4bjICMAMxyV5XWLuPbMy/jri3cfcbubP/Fjsr2BN2hUh9KcihE1x8kZOlr17vEi4Ii/8Q5/mHMqLb2467uIrppzYL9R08CB57ajl+SQmj6UaBU8YDDr3tOBZ0cridkVWC4FyyPj3d4Kpk08OBWhP4LkUpzon2WD4MbMDyIaJrGwwr6/pUj1HLhOllvBVkSCz+9ETIzKozRAjw51iQBETUcq60ec2Yu11qJGu5Qi8Uzq1YeIG82kPn4Hy74QQ35EpuG+LAJdLgpejGHNq8OzWyBZXILQ3UWqOUr6C5tJ0EZAFOmPLEBt95OcEcbWBT73l98RaMvlicQWyJfxZXlJx9NseMVDabKY/rvC1Dfu5PObP0VNfC7xD0T58HkXct3Xf0rt3pmEp2wiIY/fJUcSBMyjzC3u6+g44vo3ElU98LkriucIWx6Z9CDs+QvoYZADYCYgFIaqKyHWCLIPwk0CluFE+1Lk0clpWCg4tYI2YKFm2/jyTGByIvRINLX3saepk9bOgbe0+BvmiZe38fRrO/jN129g0ewpp3o4GTIcwptjjjHDmxpBEPjf675M6A+v89Gz3zPuNkunzCHLc2p7Yto2LPS/MQbUYxAEZ+r34ErdMd1AhkWo859/7V7c4QhKKHro8WwbpWMQuTdy4FijcO9uJ+vJLagdA+hT8vFsbQHDIl1TRO59a8l6YTdqdwg5mkJOaaAZaMXZ9L37TLwz3OiXTKPnq1cQX1TtCLuUjhRN42nsQe2OYLrlAyM2x5qAxNoM+tc7D+fqd/nJrhXon+VCdedg5iZQdT+n7X4XZ754AfM/uZe8ogCuBg1zgQtrQYScKwNM+1UNWeYuVGK4WyQKfleBWvcyrpceo/vptWS5fChdHpb0zyeh7aRf30iRmkuiKEY6L0mDr5FQU5onpjxD9o0637zmegBy7CwCgo9F5izUUa0DRQSyvV5EQUAQROZWTiHX7yfbO35v4LNnT8w/8K1AvB02fhu2fB/0EGCDERnq2WtC91rwlkNoD6S7Ru8pEKMCnQDYTr6pSIpK62XcTz0NJ6E4w+tWKMwNvuUKPw5HcV4WfQMxvvF/95zqoWTIMC6ZCGCGY+LH7/sSneFent3xGik9zaqZy7j3c7891cMCYIrHz8+mLeHsjU+MXfGG9+ccJfgO+RvLifINXnEa76l5ih2xXnYMjso3G4pODbzrtKGI4PA+Bw5pZHlJV+bj2dmKnechNacKI8eH3BchWVeMvrqQgt8/iRRJEH7HYrK3t+Bq7kMaiBFTROxXYxhTxZHcw4OvjpAyxl0+PDxnyhjilz1K5PyH8f7WxCSHRFLjtdVlzG9diVtupqmxi+7eu7DqKzFre5n/YQtFOg13vYdAuIDYnG6Ml3xo61tpv3k6XXXbkGsr8b1cyXN1L9Ad6EF2ubBEMNR9WFGRYDKLQe8ApVXZNLubeX3zVl6zp1JdUES0IES01MWuSCP5ShZ94RCaaSIIsLhmOvu7OkikU1yzdBV3/uM1WtztBNweBNsmkj4Q+Xx222Zuuvydx/ypH8xAV5hbvvUQSy6czYqrxuld9wbQcCcY4/yNMUy6B2ItMLj58NtYto0ogIUbqa4Q8qJOEdIJ5lPfuYUN2xtP+HEni2ibWDZjWzweAy9v3MdVqxezYvH0EzuwDBlOEBkBmOGYEASBmz/+I6LJOG7VhVs58VNBx8Px5H+dEEZE22j5JIxaPoRLoVsvoDeVdUDcmRZiKI6VF3Dawh2MaaF0h0jMm0JsWR1Z63fj6+1Dbh8ked4s0oVZWEEvlkshObeKwpufJTexm70rF8HZEjn3r0N5vYHYAwm8S7yoTd0jQxpxpxn1egwSFJwmIQQVwg0Chi3w2sejlF2sUHSmSLS0DyVfxpy3g53u/6P6ynyEshBlU2Hzt3ehv2bz6vvcFK3aAQ155J42QPLJbjw1MXjtCqaGy2llN31FJmlvN2pahQAYLufh22uG8IpeNhVtBUDfEObM/RfQXBHhT92P4lFVFFmmbEo+Qd2DbpgEPT4SQ91qnt22aUSSf+e+21BFlbidRNZFhIP+QOgOh/jhvXdx9RkrqC0pm/BHfzCJSIroYIKBzokbO59o3EWQ7Dz8eluHwS2HX580UnQm+yj1FuCWXTQ2zGLuOx1/8hOJYZg0tvdgvImmfl22gY7EZDOKLdsmmkjxoXedoAqhDBlOMBkBmOGYkUSJbN+bsyXg86EuXAikj8u5+TgZfWrh4OXCSFTvhe7FYzbwrdlHYn4VspHEkNxjIpdqUw9ZT2zBFAWsbB/xRVMJvriLQF83SrEb4Vofu0LVpBUPxFOEVs8l73w//aX5+AYF4ntSdH/yQtIPric9rZScxzZBwIVXgUTbkP5UJIx8P+5RgmVYFAoSFC5XMcuCNA3OwvOzlxCAjid18pbK5C9TyF+m0HJPnKzP7qK3SkHtlciZLTPjoiIKt1/MnuhzRHs0kqEmuu6O4MoD063jsp+C4IWcvugsYpvy2K31s6N4K4IJVX3l9GT1oyk6Wekg+fF8Qr5BYi6TjpwOOrM7HVuTlAaCxks7to/KqWTcMKZmGWiq81jXTRNx6DoLQGGW0+rwL08/zt2vvsQPrv8Q58ydz572NmZXVB0iFo9E+bQivnL7RxAlm2ZuJo/l+Hlju/rUXQ/rtsLoBtmiCq4iSLZy1LLokBbBFmxcxTZCCJQg9K2HohPs8vSLW56gqa3vxB70OMm34sQFlQEmn9oiy5OLHmbI8EaQEYAZ3lYsDOQxxR1gTypy/AczLYRYCluVwaMeffsh1P3dKP0R4suGKknHmEOP/mZstW9yRim2R8GQBQR0bFsdETHuvZ1IoQTuzgGMwmwSC6YgDCQJ5RbjOT0fywjCzl4Knt9JbFE1yaV1NMvTqJB7SKzpo/DBzSRnlmIUBLFyfViyRJ5rkFjjAZ0k6SbyQdGq4eEq2aAN2mxoq0Lo7SZRU8603D6UAp2uFzS0sE3935IYhoX2exmWJMl+qYS+M3ooLQ0gBwTiLj9t3WvJiQTI61pAyWc70BpNdmx9kd5gM2LDCiKBJhZvK6DUG6Y4WIWIgmKXUF/QyOqdq5nWXcveon30ewa4cNf55MWf59kZzxH1jprndOoVnNl3EzjKM9gauv42TvRvmL5ohP/846+ZUV7J3KopnDdvIefOXXCUT38skiQSYjMRdpOml2l84Zj2PxGUrIKetWDGndeWBskOyFsC/RvG38e2bQRBoMTrmBm7LPDNBVe20/v3RGLbNvc+ue5NEv0b/lkVaJWPP5/4+bW7jvsYGTKcLDJFIBneVjzd30FD6ghJT0fCth07lyFBIESTeNfsQw7HD6yfgDtt7r1rcDWPimaMjhqNTg88CCsv4Jg4I2Azdgo4cv58Iu9ditodxrepkaI/P0vFapGZq5J4drXR1+0i6+ntBF/cRcEdryCE4+imQktfHq4NzbjMBDPMXRgX1uEWUyjpFANtMpYsYeb7MH0qwnDB55A2lYIHhqz1wL4/pQj8awOeNfvxbW7GbMglvNvETNnEmk0kRcKbrkBoUUnfq5MIJaip/wCaGqW99gF2h59D7TKx+jXCV4jYqyxyPmKirFYQKspo822jz3iR+5e/xtndN7Kq/iKyYi4iUhcFXSmemfEErTmtbK7Ywp6yPaiGyhn1p1MUHqfjgnjQ/5NEM022Njeyds8e5k+Zesj6JB3s5geE7e386lO3c9t3Hxn7ubGbtbyXDu4lTQIbmxTd2G9ghLriElj8bSgb3erYPLz4M20L3TKIaLGRZel+GNwGtgXK+LUzk+ab/3cP7T0hfJ5x0h5OGSfm8xEEaGo7jh6BGTKcRDICMMPbitZ0Amuyv7yHqw+HW2NleYmvmI5RmD12uyOJQNum79qVDF66+NCq4LEbHhCUwvCXwYHI4IHtldZ+fGv3oRdl0/rd9xE5czpiOE7ooX56s8tIvNhP4BcvMHjhAqJLazCCXkTTRk3H8fX2kaouQmqN4CmEPH8YYU4+seuXoCZSSJh40nFkDEQFZD8IMqjZ4M4VENSxs6iibqFE04BNuDHB4BbHWiR3tsxpP8ll3ue8nP/tRSwVPsHy6LfwUYh302J23d9Knu7GY8u4Kg1mf2E/m7dJJPptit6jMDg9weJNMmo8QVdOLy/OWMcDix5mR/5a5rzWQl5ExdYG2JjzEKqlUj5Yzp6i3aiGxHvXv4fsSBbelJeCcAH+5KgpO8E6ULkydNmPJMIPR1JPkxc4NO0hQRM6ESJsJxlLoZz2KN08ObK+lTtHTtbBP3iJd7CXn9PJoxiMb1Vzsig7D+o+BJKb8St8RrDZGt5La7J75LWNjalb7Hx+gJceHb8P+GQwTYu7H19HOJokntSPvsNJ57BZsJOiIPfNmSqTIQNkpoAzvM34fNUsTg/m8Y3GLRzzhJIsQTx1oABDEMDnPrZj2GCU5oy0exte5vw/ut0bkNBwN3RjFGdhFAQB+VBhktLIenIzavsgkWo/eXQQunYB3KsQy/WQCNYQPC2FX4pRcO+reMJhBhbOANtmnm8PuiITC3ViJw06bo0wPXYf6kem4znPpO9ihc6ndYwEuPJtXCUCke02/goRURXwVQnIPgs9bJNoG92LWALRJCkMRTkVSPVaJCNJcpZ5UIlRcpFC35P7SBW9yt6m9ZgpG9kLRh+4BZustME7L0jSv8vk2ddkyvJ3k6gUKGuKkissYPu0JtLZIQIJAVkt5MyWVTRnrwG9lLAJgmWzN3czFQOlWILF+9Zew2vT1pIbz6GxoImYKzb0560wpoJ6BGH4sxnu43zkj7V9oJ9YKonfPdaLL48z8VOHKuTz/26Os51NDPI6RTj9eev4HD08j4ZTiZGkHoNB+niV/fyaGfwXPTzDFD6Cj6ojD+IEkDMbam+A/f84fHWwJEgsyZ098nq0d3nACpB4VuKmp//JnnALl5+/iE+899xjGsOdj64hmUxTXJDDj/78IB29p65IZnxOXIVLlt/LlPLjaBCdIcNJJCMAM7ytkAWRs3JL+B9RIqyl+UXbbhL2BH3FBAH8RzDbHa8AYDi6JA6tG2OPYXFINbBlH9hWFJDCCeTBGLGCwNhtDRMhnkaMpRi4fjlSfww9mEUikIva2kfxf9fiNpJsCRXBu5ay2roXOUdESSR55ql+Ql4XuWt3sPCyGH0Xa7x6h43thqnvVvC6m5BdAsGr3aTaLLJmyVRf46b1MR0jlGDOl7wgCKz7f1Fqr3fhLhLZ85sU6b6hbEFh6HqKQ29Rh/zTFSQXrPlZKxUf7KZhx0vouRLSXoOZH/NSeLaXxheS7P+RhqdEIt5sIkqgKHBmdoSGO1IMdthIiGjaXiop5Kzro2z6X4Neb4RN0x9kxf7z2VLTRVNeI+W9Bbyj7TLWrXiKkDfK7G2nEUwGqeqrIuaKoUs6bdnt4+f/CZOLED+5eSPvPP3QHmgunAe8jJ8ZfA2FA1EflWyqe2/j6dh1lFV14XR3FDGIYhCik8exSaMTAqoIsYldfJ8Ie/AzjSLOo4ZPIJzAyZp4y5GtYVxFYOlga2DERlWICwKyKOMy3FSHptMaimKZFo+/tJULls8ZaV25r6kTt0ulIDeIe+iPqcFwnJwsH9v3tvLd39xPd38Iw3wLNvs9RvrDURIpDa974jnEGTK8UWQEYAYAOuI2RV6nU8LbgTOynbyw5blFPNDTwo5YiF2JCFFTRz9R+VcjHUaOuNGoDYZzCIdeuxUSS2so+vVjKIMxUuV5eOq7Gbj6NMfypTeCXpaL5IJAhUgknMa0ZawpOSzOex7RNuhK56NFwnQ9FaHi6+UkdtpoAyZ596+hL26yeXOCwc0aSjaILoHB7TqDTS6qVkPuIpm6G90YKRtvqUDlZQodDwuEdhmYKRtbg8Y70/gqRdL9QzY2ku0UVijgyhEw0zZGFLzFAqJLwE6K9D5uYRuQf7oLC5uyS1QC1TK2BuqnRJruTbHj5wkW/MCLK0siUCtRfa2bpic0Us0mXqGLymQ3Oe0q1YtEOl426AwItGR3UBDOo6jPx/K9S6iMzCB8YQubq5vxbFyFYsrUF+1nYet8Km/YxCMvSySHTTyEiX5Ww4zdcFppGZcsWnqUGwJMkuzjF+SwGD91hNnOi4k70KMViJqA4B7AQzEJWjBIMch66riJTfwHFiYGURgac4ztQ197WMAvj3ruiWCbTi/fI6H6YOZ/OP6Az/yhg1SvyZRAOQCWbZE0UkiCxMXFK/G1WLzctx2vx8VZS6azr7mTldd/H9MwcakyhXlZKIpEW9cApYU57G/pdrz1Jsh4wdu3Ch63wtUXLMP1NuhtnOHtSebO/Dcnbdo81GwRM6DEK3Bh+dtDAA4TkFWuL60laujc1d1EueLix607J+3tdViGhd2oyzcvZy9dyXx6knlDaX1DHUNGz6YCUiyFGHGMiF2D/bhJkXJ70YuzsN0KBpAW3GR740x58UX6Xk7TdlMR3vYw5+Q9hDuYoDtH4IU1dSQTElnXCaxc0EHLXV5qToszuFim/b4UlmGzrn8eEXcpy9dupDR3gKwZMv4qifSATWiHjp6y6VtrEGsysHUnvy+0zZlM91RButspDgnWSdR92EPufJltP07Qt9HE1EEQLGJlBgNaCl+NzdKrszHTNrZlE5gqMeUaF53P6iQ7LXb9QaP2fW4EUWD6uwqpujzBui8MokUsiEC03cJnWwjeNOXROAIWF72+iD5xMzv4ISnpHViP1uG3Be6b9nO6FplUtNUQThRiBRJU1orsrZeHCi4ESooNenplzLTgRAbHploelmyvj1s+/UXc6tGjODY6NhodPAhIWKQoLO1Ek+ooUAsIsQGdCBVcTzN/QUBmG1+EIyQsBJh59EFOkKZ7oW/zgdeCG1w5kO4FJPCVguiBx++qp6Dcy4OpJ7jOcw1NqRiKKFKqepAkmYgeZ1plKXZphPrN3XzhwxeTTuv86V/Pk0o7uXx6UiPe3usUY9uwr7l7vCEdkeMRf1dOySJu2DzVdgIcASbBx99zDt/69PEbimfIcLLICMB/UzoTNn1Ji6fbId8Ng2lYXfb2En+jCcgKHymrY1t08ORFFGwLUgZKxwB6TTFFngEi+jglk8KwMbSN6LJp/+a7ARvSJvacQmTVBt3G9juefllqHBQFrzvNoJCLbvXR8KJIbOpSKl2DnFvyKjuezMUrJDlzXhPm7CJKvCF8H/aS43FTsMSk+iqVeEKh20qwdyBN46e66VY1smdKBKolul/RQbDxFooE6yRizSbDj1/BBbIXrBSILpB9Aq58gdAOA2+JhB4zKVqpUnahi9IVQZ76bSsuTaJstgtfrYgVBUEUULIERK/AvA+XsOn/ulBVG08udD6jsfMX7YgXeRDqVM78lAvVJ/DY72xe7/Fy5kKT8C6d87+/F4UddHw+QdJI8GLuY5w5kEOP/SrBbhdnXRpkILSLzTcb+ParNDTZ2AgIgo1t26gKnL9C55mnfOiyzmGNAkfhU10ktTSPb1rPDeddeNRbwE8d8/gZr/MRouzDxkRWBPLKB0kRxSCMRYpO7sdLNTH2cCTxBzCFG4563omQ1mPYghfFJ6Jpjh9gyTkwsNXpDyyIzm2ZHrDo3KWR3Ozh6pIL8Xa6cVkpTOdqElS8rCpawq/23syOdfUMJuLccMNtbBvYR39s7NyyPRQwnizDPyqTYVNfYuzP+hg7ppP/u87tykz7ZnhzkxGA/ybYto1hQ1PU5o69Nq0HOl+xygsfnynild++AnCYuYEcfjVtGXd2NdKcjNGiJyd/sOGn0+jiDstGr8gDy+ap9jMQ+6Pg08GtjCoAcR5ECmlk0SZpDXmvuCRSth/0A3YzomEhrm9l0bVJ6vfnE1zkZuZFfooG9vB6m436Ug879iZprVsCpo9Q2k92OIJlGeSnO1A8EoIMkl9iy/9CzcoWVtW0YP1eZdevTGKtJj2v6OQtUZj7FTcb/ztBz2s6nnLHL04bBNkN+UtljISNEQNXtkC616ZxQ5r9t6awDUh1p7FNyJljIpUprPhQAHJtbAtcuSJW2sbSbFLdAoGpClmzRKre5cKVK5I9SyGy16JshYxc68Wbb6GIFoNVXsqKBc643E/nRpGyKi/umjhnPeDiiU/msCB8BQ+f9zyL3aXkvdZBemOarJ3TmLuvhhfMevRimdIynUhUIhYT6O0TGRgQhsTfMIdUh4x5dcnipfg8Xi5bdsYRbwXbdkTmcB5cMReTopc4jcj4SdJFmm5s0pikMYkA7Ue9xVSKiLCDHBYfddtDxmTZPP3+V7E0Hwt/Ukpj+iG0mQnqzrgUnzaVRDsMbHcsXgQRzBRo/fDgwPM81fMKn77kHZy1YiH7b4ES9UBurGlZ7IjUE4mkmeapZk1kO6ItkC/nEPQGaE50Tr4S/+D3cByHaYvp4xTfW4jYWMLJffSpksSNV599Us+RIcPxkhGAb3PiusX3N9v0p8AFjCd3Ti/k30L8DTM3kMvcgGPy+teOfbwW6sEryWyKDR77wQThgBAURUfoMVToYdvYsgSK5BR/SGPDGbrtRrc4NBAlDBWLCGBleRg8YzbP1ht4YhGm2TuYHWjj9R9EEda9QiJtoyzxUlEdoq1DYPvLImJAImtnJ1neJPO+5iV/iUKi00CJ6Ig6bLgpiRIQKVqpYL1qEW8FX5XIhi8miO410GMgyALZc2XizSZKtoCvQqTlPg0zBYICrnzByRM0wZXnDN5dKOItl1l6cZD2O1PM+IwPSRacyJIlkuw2kH0isc4wetzGSNpkz1Lw1ioEpkmkQyaF+QY9L2oULFd457vS7Nyt8NR6L4tbimlokxE0g4HdSablVJCbrCLUs5DI0k1EVmr0JRWKS7ezP3cXhuUGW6KvX2L2DJ3uHpFoTCAakw7tezeEy2WRTh+oGqkrLuN/3n8jsuQs60vAti6ozYOKrLH73v7739M/2MRHP/sdPD4XZbyLOC3E2INOPzr9x35vASZxslk0qX1t2ybRmcIWLfbv2US0sB3L0ulKr2fB1KkEqmFgJ07mgsBIIHJjx246IgPctfVZEr0WNVItATOIgYmIiGbqbBjYRX9qEM1Mk+cL8ErHVlYVLGWAMI2JjkmN90Rjwjj6Xjx2d4BJ8On3X5CxgMnwpicjAN/m/LPBpnco2ne4WNeesEDNv+nvqg+X1nFDSS1PDXQQ0jW6tBTJiVYNj2Y41DC6CtiwsP1DNjK6AdI4U0L2Qf8DWDZiv2NjIoUTePZ3U/jrR7D9PqKVFvZfFfxTJDoe15G8TgGGLssYc0sQ13aSrCvHro9hbmqk46k0ag7sWxtgMEsh/r8thHaaiKqJ7BdwlULycZvW+zRyF8lUf8NLx9Ma1e/xkO63iOwzSbRbKAERPQY5cyXchSJWGuINOkUrFcrOcKPtdFF5roBUYJHsFuhPGdQ/maDrzyYVl6os+KafQI1EetCiYKXIDMlNziwF27aRgdh+k7W3mqz+ocSebpXurRILzrBJpARkyYZLmzEfm8FjL9qsqBAITtEodmt0BlvR93Vy7jst9uw0qX8aGmbk4xI8IMXQNGhqkbFtWLZEZ/ceaO+QOVgZqKpNOn3gs5NFkYsXLRkRf3Ag2DteEUPOWa+jJgcQlQP3TgmX08jvj37vHAaRXObzU4RJ2pKIksjlT5/Hhlv3kU7vRU3lY3sT+Fz5I9tYaacfsDnqSfDlmTeyObKbP3f+k71F+1HcKjmLDJ59dRfv1t+FS1I5I38+97U/A4KNYZmoyIT1GOtDOyb9fk86b2CB2xduvOQNO1eGDJMlIwDfxvSnbJqPYrH1jQVQ4vv3if6NhygIXJhXxoV5ZTQkotze3cDGyABJyyBuHUcG03DETxDBPSQkhh9ChukYTssSmCaMqhSUekLkPvQ6kVWzybp/HbkvbIOUBYkw4R7Y81s3zfemsQ1Y+rMAarbAKw/0k1ohENjVjntvJ1aWG8ktsPNnKRr/kWZwSg6hc+dStL2RrDoRyQ3xdhN3XAQbgtNFlv7UT3rAwleuoIVMYk0mlgbRepOWBzSy54gEp0ss+p6PhttTxNsNFnzHS06hD2mfH92XxLTBWwMrv5/F7nviGDEbLWajpS30QZvup3Wqr3NTvMIFDE+dQt4ihdI8P0aOybY+N25dYM78OBeemyaZEpxA6yd3seVeF77ZCoUrm7BuqyeZ7KBszUpm3LEIz2f/l8jtcaZ2h1j2RYknW1Js2aaydIFGU5tMOs2I6bYs2xgGDIcBNc0Rf25ZpqKgiPL8fG66fGwCf4EPzq0Z/6NeMfsmUnTj4kCJbYAaAswhyvZjvnXmm7dQLJ12zPsdjCBCUK8lvCuXaKQdPeTGdU0AgIEtoEcBCewUgE3a1HHJCtW1+XzjPVfyrgudyue1W/bT+HgXa+3N+DQ/97U/i4hA0tQA8KleIlqMoOQjMtxz7gThlwXixhvZO+X4OHNhLZ6M7UuGtwAZAfg2Zn/Eoj19+PVT/FARyDQrH81Ub4CvVc8nbGjUJ6KkTJ2fteykz9AmcTTBify5x7nGtg2JNPhdoMiIg3EsnwskEbMom8FLFmIGPFiyiJ2yxhSs7v19amQGs+sZDVuA8LuXEnQJeHIsrN0hcoslCq9zoYctetcYKFu78AouBNOxf+l4SkMQBFyLBES3I8RSfRYt96fZ9bskql/AUyxgpQVKVitUX+ui5d40eQsVtn43jmUKLPp+ANsAKzuFPdfAkD3oMQ+ufAHNDOFfJnL63R40j0lrUxJNM5l2jf+gBikCkgv8VRILCkyiUYGLLtMxQwapbgtNEAhWSFimIxSLimw0TcBXZiN++UE+k7BRNwxA/Xaqlgm8+0k/6bSOXNTL8kGNqrhO3qwgsmqzdoNKdZVJaUmaWTNM8vMsbv6Hh4FBCVmUyfH5WTi1hpa+Xspy8xCOEDGKh5O8dM9Gzr5mCR6fiyCzCTL7kO3m83Ne5iKOqRQiPpWndjzEqqlFVORPmfh+h0HNEbD2u7HzRdL7JQQEGrpexNyyEi0kjEz92oAsynSl+/nTxnvZ+Xgz/7x9EylfjP2tvbR3DbBeamR+1nTaEt2YljUym96nhejXwie8xZ0EWJZNQBGJ6IdO3orC+BHZU8llq05ws+QMGU4SGQH4Nubvew6/ziPCjdP/vSN/RyJLVlkczANgeU4xm6ID3LR33bHlD4kCHC4SoMgQ8Dh5g4aJjY2gGdiKhGBY5L+wC+/Lu3F1hQ55pI62l259WscwJXyBrShL8zHDaTBhcLMJphO9E73g86eQ1uxB9kPzvzRsHZBsel4zkDzgq5TpeVWn5xUdV47I/K946V1n0P2iRv1tKUQRvCUSPS9rFK5QKD3fxf7bUpRdoGKbArptoLpjyO4EkmLjRaWrM0X2FBmX4mbrCxpFMyxE+cA0q4Bw4L0Jzux5cZFNSbFJtMFEG7SIChKBcnj2JReF+RZul0UgYA8ZKgsILgH7rJ1w1k5kW8JbATs2yoRaBAb/HqekDjZuVtixS8G2YckCnbYukem1BmBTXWXQ1y8hySJFWTn88P038rvHH6amuOSIH+3Tt62hJwYvP7CV8689vD+glwomKv4EggSowRf5KINaCz6X/+g7HQUzBdH9IGhe8nZ9mKC3k87WNQzYW/BVdOBrugYtYmFLOmnNxLRtHul4kTWtu9Etgyd2vj7meClTY93AdlRBQUNnxTIXC+YoPPB4ktaOyUXLC90Slm3Tl3Z+umQB5uZ52NSXxATy3DIXVmXzl119I/fLsAf5skIfM3LcGBbc3zhIbByR+EYiiQJrt+7nk9euPqXjyJBhImQE4NuUz79kcrjOmh4RbpwBxd5MK+iJsjCQyxnBAjZH+4nbJ+ghI0tgWaAZCIKIkNaZduPvia2ai2tbE+r+rnGN0EbL9nRaRkpoCH/bwcDGaqT8IrxtLdg6DGw0EWQQNHDnCyg5jmmzPXxjmGCEHd+3Ke9yEayVabgtxdT3uslbolB0lkrB6QqbvxEj1WNTeJrI/G/68ZaKSC6Buf/lRRAEBAnkUWbX9pAnYkWe14lcGhILz/Rjq/pIhGh0p7xhPJ4DNTKhXQaeQpGCSgFFhnkzdRQFcnMPiL/hSzhyXQSQJNiyTcEw4PJPK6TjNq/VS7jdNosX6hSXmASCFtlZNqYNV11qsmOXSDKpIYiQ5fXx5Xe996gf3eKrT+f5jWF8M/KPuF2YzUc9loOETZxcljK95DzmHVl/TpjIfjBGZmQFZD0fa91c7Pk7MSIiSoFOzL8Po7CRaAxSmxcQSsYxrcPf4zY2BgayIJFI2qQ10PRjC8ON/vg1C7yyxGg7nF0DBzKWu5MGJX4XiuhsO4wCJA0LtyRQ6Fe5amoOt+6ZXLHNiWLlkum8++Ljn7rPkOGNICMA32bols2XXrGIjbOu2gdhHWqzYCCdif4dK9+YOp97epq5p6eZkKEdl7/ZCKKIkjIo9Pq4aHeYraobYW09Vu8Atnn4h7AASF4g5kxNiy4IbGg8ZDvbcL5G9/JV88FMOF8AlgG7fpuk8nIXetzCnS+Q6rGwdMckuHCVDJrAgm/4kTzQ9ZxO/mkyrhyRVL+F7AF5zB8TArZt48oVSSUtJK+GokgYOiSiEAza2PbY+y/Rb6JJEtnZzmt/lQyWjbfA8fErK7NHjn0oo0p6bZvV56Sxbej4eQo9ZjPtSoPKcgtZtnjsSTeptMCsGTpNzTLLT9e55BwX4bDMRXXnH3HadzQlBR5mzfdg2051cP5humsEmEk+59DHc+OsHY5jSYj4AB2VnAmdf6Jkz4Syi6D9aQE9bCEKMjRWIm98D+6cchKiRfzCR8Ebxt1Xxr62KC9sXoc1SoxJQ2mqw/8DfLj6Kh5sf56N2/rZuO3Y0yNGy8WQZpIyDvw0GTZ4PC5SCSd/RbPhu+vHWuZYQJYMW/qT7I+kuWpqDvc1TKKK/wTyrf+8ks998OJTOoYMGY6FjAB8m2Hb9iHir9wFn54n0JUUKPXavNYDi/IzAvBY8Ugy15fUcH1JDVFd468d9dzT13Jcx3xv4RT2BiJ8pmwGL9/1a/JK8ph+2hL23fcY8f4Qpj62Z8noB6eaJ5AesLHSYB4h1/Ng9PDYgkhRgL41Ov1rDdIhmw1fjBOcLjLzM17235JCVG2yZyuE6w3ylyp4KwXCuxwTaHeRgOQWR4STE/2zsSwbQRLwBhTicRAVkGTw+y0sC0RRGLFPFDQTT08CtdiNE9eB3LnyQR5w40eYDjYKtm2YOsVAQCDrejeJAaibkUR0i9z3uJvOLpGaapPiIouubsjPs5g9vZ8C4XTmSCsmfA0lEWYVwsObEuzrc3NOjUiRf8S950BROG6m8jFCbMVg4KD3Mfy9CRiczbOo5I57Psu22NK4AY/Lx4yyQ3MND4cgQtEZTu2L5BXpfBEi9Tpar0aqqJf0ef8EJQ2GTDzQRmuwHkHRufhsN6Io8MjTSUf8iQfEH8DDHS8SN47DQ3MU31lWRkQz+enmrpFl0SHxF5QdW8zkqHMLQJFHJqSZ5LkE+tPWKY/8Bf0e6qacoLBthgxvEBkB+DZjdAqMAPxhheN7JQkCuW5n6cUVp2ZsbycCispnq2YRkGXu723FI4h0GkdXYR5B5PycEjq0JCuzC7mqaAoAHbsaaNteTyoax2hpwdR0RFk6VAAOzZ0JQLLDabNw9H4WY7ew9YNcZwAQcOUe6O2rZkFkr0G0wURUYN6XVXIXKAgSBKol0n3OIOKtFq48G3f+AWsVQRBGkvNFETwei5ee7mPlqnxsbCRRwLYtBGEoapgwCSQ1Eh7PmBzLsbPE479DR/wdWDcQEhAR8LtNchfL5AoiDXckmXKFi498MEUqDVoaAgGYOyvpdOezJQqko/f5PZie+i461nVAQSH78FM0P5vnGxzbx5VTDmwXZRdZzCLMzqFev8MRMwlGmhJaCEf4dby5YT3/eOHPGJbBJYuv4sKFl2Pb9oQjloVnOhW/fa9DrLOBsL4Ja0kLsj+JDRiGTTJhUVwkUJAvUFstU5An0t2rs2GLwcHB6M5U78Qu0lEIyHBakY/e5NiEFRlHFvtVmbA2qisN4BadAntFEPDKEv3pU5v3B7D6jNlcevaCUz2MDBmOiYwAfJvhU0Q+M8sk2wUVfidBKlPne/L4cNk0riupwSVK7IyF+MSeNeNuV6p6+Fr1PPySwhTPocn9xdOnsPKGK5i2YhH1r22h8fXtkARRlrCMsZPNI49886DX43J0eShYUHaJTHibhW2CEoQZn/PR8q80gakigakynjIJyS1gpCwkl4ivHCzTRuu3kb1jpZrjfCNgG040MJUwiYV1Xni6l1UXFGDjWO8ImslgTEIzVfIX5CGK4zRXmWBqWSwGhgG9vQL9gxJnjkrDqnqnC9njWMl4Pc7X6LE6PyDHXkpaMjUf9U8vkSwp5elnW8gqCBBwScgHpdZWcC3t3I9JFOdDExCQmMcvSdHGABsJMh2Fw5txTiudRcATpD/Wx8Pr7+a13S9QlltFTWkdZ81ajSwpRx2vEoDpN0LtB6bzyFN3IBVYWJpCOgGiR0cxvTS29DNtqkJnt8HUKjeL5ips3GZwhJTASSMBSQM+8VwDijT2og3L4qlBN6IAL3Y68xqVPgVZhP1RHQGIGqdW/CmSyOrlc/j9tz90SseRIcNkEGz76M12IpEIWVlZhMNhgsF/U8fgDBkmwM+bd/LMYAceQWLQ0JAQODevmEvyK5jrn3h+1/anXuO1ux7FSOvseGYN+tCUGMcgihyOLAD9tSJazEL1CHiKRfKWyBSuVInsNQntMpj1GQ9GDOpvTWJEbRZ+14+rQESSD0z5jo5CWYbTHURUBCzbRpZELNuiuSFBZbUXURzeVsC7dYDmYBZxQaGywkIQRxqoHDONTQLFhTZaGgYjIlOqJiYMhofuo4Yl/PyYz9sRsfnplx+n5OwFKLLA9ae7yS/NHrNNK3cSYRdt/AsAF4VIuBGRmck3yGXZhM/3+b98BO2g+f66kpl89rKvTGh/yzbZ3foYzb2v0dNj8sADAueeLVNRrKLqAVqTnTz4ZAJRgsGQhSwLvOsdXu64N0pzq0UsceTjD2c1Ho1Kv8xg2iSq25R6ZXTLpjdl8j+nlyMKAv/1WisA5T6ZgCKzK5QaOb4kjp3pOJUsnl3FM3+f2LXPkOGN4Fj0WiYCmOEtiWk6XsqDISguPNWjOcBNVbO4qWrWyOt+PU2urE54qm6YOeefwZzznf6zPzz/IzSudzosSIqCqR2uvns8Dn9eT6mA4heouc6DZdhUv8+DHrbpeVln7++SyAHof10lssegb43BjE95EWXhgPizcOakR4WYRUkgHbWQfSCpgmNvIwhMqfGhaRa93Umyc1V8PgW9yEORx8IKDk1CjzPU8ZaNFoim6UwzT612fAI7e0QaGmWKizTc7kP3H9734OXaJFu1bWgTqL5iBYIkIvs83Lk9xo0F4BkKyFlotHMfEj68VKEziEGMNH0EmI5C9jGdTxTFQ1xl9nXuYkvTBqYW1RHwZI2/4xDxVB/xdD+S6EZ1J8gvSxLMdaP4LSxSeICObpNgQGB/o0FenkgkbOL1StzwPh+PPp2kscWgukLFSCrEBkUGjOjI8S0Ozcs85D0A+W6FpGGTMkxShs2A5rwpw7LHNNNpixsciAc6xz8Z0cjJ4Pe6CPoOU/2TIcNbgIwAzPCWY+9+aG23EYU2JCkft8tD9pGfe6eMPMV13Mc492PvpnnpHEpm1nD/d35HtPc4qh1HhWi0iI2/SmDnL5Kc9n8B0n02/Rt02p9MI7ohUCehZgvkzJUxNXDlg5m0wYZkr0nT3WlsHWZ91nkI7tsdo353jNUXFyGpIgeHKmMRA5dLYthFRy9y5mKPpI1HpoJHMVpgSNJYsVFdZVFVoQ1ZxYxdN9y2eTym8P7DD+IImDa4cwLY2OjxFHtuf4Z/9c3iA9dOB0BERSZAjHoMohSwii4eBUAlmwDTjul808tms6VpwyHLtzVtormngcuXveeI+/vdhUwtXokq+9nScDdXXdIOtmPtgg0ul8DH3+9nyw6NaNQx7dF0mDtD5W+3R1FUkdnTFa57l5feZi+/u6NvzPFlScAwD6/+hlsO+1WJbywt4zMvtYyIP4Cvr2sfMT0/WiA4RxUZ1I5fDVb4ZFRJZH9k4tXMFyyfw4+/+D7Sx/THWIYMby4yRnAZ3vzYBqS+D9pdAPh9oCr9VJe+SsD7OsHAKR7fSWbZuy/k3T/4HM2bdqG4XAjSJH9sRRBG+VK7sgXCew0sDXb8Is5rH4uw/7YkZRe7KFquMvV9LtQskd61OqFtBtt/lGTI4g9XrkjpeS5q3u8eOV5jfZyBfo1QaPyHYnaugtsj4fYcfvzjRY7GW2ZZY6N5o7+XpGNv+xrkMD3ejsKVs+CMCgCBZE+IRM8gG1/YR3zULG0dn8NCxyRFkg6ymIePOhbwG3p5gX38Euuwrp1jOW/exeT5Dw15a0aaM2acfdT9BcEpwJElldOmfwhFHPvDoygCxUUSRYUydVNlaqpkVAUCqshnPhTkB1/I4R3n+LBsm5d39FFaIiJJBy72kcQfQIFbxi/B6rIgG3riyEMpATkuiTKvE4+wObr4k4EZOW6UE2Bm4FdlLBtylIn/XF28cj5TyvKZXp2p/M3w1iUTAczwpuXp395JqH0v7/rOFxDsLrAcsVFaDKV5OyB9F1NKpoL+OsjngDTvFI/45LLyg1dQvWQ2hVPLue2zP0RPafQ1d0z8ANZwz1eH6utcNP0rzdm3B2l5IE3D7WkC02z8lRLufAEjJpDs0MlbJNN8T5rgNBnZK2AZNqIskDV9bHnReRcXEo8ZBLMUxuYeHjB/9vudh20iCV7PkatYRwu70ZFA24b+AejpE5k948gRoOFjHE0QNnMXs/nymGWxNOwfgNmFYw2nR9OXgHAaslSguoQ5n7gCT0E2d26F8mzI9cC0csjjdJK0oxAgwAxyWISMm0FeJ0ELGgO4KTryIIGpxdP48tXf4wt//9iY5aW5lRQEj75/NNnN7rbHyfKWY9oauhEHwSlLEUSIxS2aWgymTZVJJi1m1MkYTQpVWW5ejkToaDfxKrBtZ5pE0sbldpOfo9DdFz3quQF6UgYC8LMtXYhDcT6XAEndxLBEJCbWN8UA1nYnJpRv6JMhbhx+/e7BFLluicEJJhZWlOTwoXedNaFtM2R4M5OJAGZ4c2IbDDS/zEDLRuz0LSD/P9AfgehlYHRB6mtgN4G1DfTHQLv9VI/4pFM5fzpnXnsptafP51tr7+Bba2/nxj9/myXvXM2ci5cjSMdQ762CrQt4SkSUoOMn6C0TiHfCnr/E2f3bJFrUJG+xSs8anZoPuHHlQPP9aXb8bGwlwLBIk0WRYJaKZY1SbQfFcmxs0pqApsFg6HCmzvZRBVtWFkyvtQ7qKzx2m+HXE4kG5nH6Icv29jtVql3juaoP7+eBgAoXTIMZueAryXPse4DmEHREYMBei4SHMq5CIRuVXApYBUANn2I6Xzqi+OuL9PDIhnvoi/RimAZu1cO8ykVjtnlm8yNHf5NAKN6GKvtwKT5U2Y8oKmO0eiRqkZMtsnF3lBWnuygqUChbDG3+OJVTRDoGNWy3xdIFLk5f4iaeNOgfmJj488si75qagw2ENYu0aTIty0XahpQFcd06JnP1ici1fLfET8+sYl6e57Db2EB/amJn9roVLj938cQGmCHDm5xMBDDDqcVqBTsO0gzndfou0O8Eyrn6K1uwKUQ0nwXzYaADECF5DRACoRY8vwVrJwj/ftXpitvFsqsvYNnVF2BoOnd86Wc0rNtGqLOPxGDkyDtrsOf3SSwDXvlIBDNhYyRsPIUSJWe5GNxu4iuVEBTImaWw/7YUhSsU4i0mlVe40CM2yX6TYLXzK0RodENxGsEGUwFTt5ypQUFAHNKlw9E+twsMHdwHPZPHMyQ4nHhTlaNvM1FEPLg5dFp1TpEj4EqPcGuJoiMSN7Q7/nQHE7F2UWhegyAP4KWSIs5HGdXtQ8KFh9JD9nto07Nohk6hT+bhDXejiAqv7HqempLpfPi8T7F81rlsbdk4sn3SOEp57hBlufNRZA9dA9vwuQvIDVTRH23AHpJe5aUyO+rj1FSI9IXTFOV4QITCcpFo3GLVCjeyLBCNWVSVinT3DTKlSiadtmjtOFSSLSv0saEnjgXEDItn2sIj6xImpC1Qh1q8nYzajsG0yf5oGs9k0yYOoqQgh6Vzqk/IsTJkONVkBGCGU4etQfKrYAmgXkE8UYFifBtZNRHFXUOJ/PGhL3C6RJhALxAE1xdBKnG+/s2RVYX3/+K/AdASKZ77090U1Vby1G/uwO33IkoSW5942XFnHsJMgJoH4b0Wgg2CDOlBEz1mYes2oZ0GeYsVsmZIZE0XqbnehSA69i6xJpN4m0lwylDeVoUj/pBAlURHzB3GgUYQbILB0Z1DOKYq6dFTwQdP745M+U70upGNgo/AODmAqgRTJuDc41XAsCDHDaOLiQUphODZyzPR31KTk81svnvYTh8H89iWF9BNk0vnzEHTNTR0Ap4AAnDr83+gc/DQqX/Lspwq4SMgijKFWdNp6noF3UjRH3PEn1fNw7R1IMySmgAp3cAjy2iWNdK1xe8VhwppBPxelU4SmCZcdI6btGbzp9viY85VE1S5dEoWigivdDnrQqOKNhQgW5VoO4lNiUwbfrqp6+gbToCq0lzm1JXz4oa9XLl6yQk5ZoYMp5KMAMxwarD6IH4VjpgTQFuDRwRhpGh2WKiMfqiMSpSXrwLlzDdipG85VK+bCz97PQA1p83Fn5cNgGWaSLLM/17xaVq27KGotpLFn5rG3g1r2f63DqyEYw2TVSfT8WSSvvUalmkx8z/8ZM0WsZIiNjbuQolEp0HZHHUofwyQ7QOTvSNtew9fyzl+tG9ySmA8EXg0KrkGBT8WBim6ETm6kfLhmFvs/G+YsL7NiWoB2KYfI13OQOcNCIk9zC6b+DE/f/GHMUyTGaVTcclutrdsItubQ1t/M32RHlyKm8JgKT2RUUJwgpdPFCQ8rhxMU8OtBDBNnbzgVAwzTXdoJ5agU5kIsN8dR7RtFHmodd/Q/rZl87dbojR2p8nJhsGwydadhybZ7Y9obOhJ0BYfW+DywWm5TM328OONHbglmODs6ymltDCbv//wE+QEfQR97qPvkCHDW4CMAMzwxmNZEL8G6Bla4DxaRHGiJsABUG86SYN7exHIHzXdKDs/7p9/4P+oX7OFx39+K30vC3zqZ//i6dI7aNtZT9LVxPZvdDN10WL21L9O8+0aLfeGULOh6p1uUn0WdR/xENlr4SkY7gJyqNDTNAtds/D7FWzsw0b6jtnX+gQgoFLJ1Ugcv0XPaGQJFCVOOq3gxLdktLiTq9cZX8yzKadFnDKBVM3aoqqR7y9efCUXLboC27b55ys3Y1omeYECzp17Eb9/4n9HtkukY/jdE0uFmFa2GsNMs2XbX7GsNHqoF93jfDZFUR+hQAqPIBBNW7gVEdO2MS0QsBEFgYGkjijA+Wd5ME2B7KCIJI3tFwzwUFNo5HsJOKvMj1+RyFFFgorIy10Tm7o+EUz2XisrzGHLA99HPlwlUIYMb1EynUAyvLFYUYhfCJM03oVSkOrA8xMQ3qTmf28RXrv9EQqqy6k9Y/7IMtu2SQxGGOzo5ZZPf5++vv1YhokkuIj3ppC8NtmzJepu8JA9SyZrpgyCjSgcmHq0sTGH7ECGLUIsy6a7K0VunoosCQiiMKYryPHm8R0dkRwWkKYPEZU6PkaQGSf8LIN6J/dst7GMEsYLyUnAsooDUcNJnSM2QDQZpiyvkm/efhOhxCACAnOrFvGxCz834eMM7HmV3oY1WJaOlutD98pISY1yo5JtwkZMwcSSBXTbRpRsLAsGu2yWR/IZ8KV5PjFAQb6EZcHOvRrZWRK//kuMZMr57GurJbp7LKJx57VbhIAq4ZJEuhI6xhut/CdBWWEOf/rejZy5sO5UDyVDhgmR6QSS4c2J8Tokv83kxZ8Inp+CWJoRfyeAM6699JBlgiDgy83Cl5vFV577Gxsffp7Hfvp3cqcU0rJ1J5Hefga2mGz/SYLsGRKe2SJzPuvD5baJRAxiEYPScve4gi4YVJBlJ4/sgPg7/iKOoyORy0Lm8g00Bgmx45gNmI9EUgdZBFFKM6DcR3ngvbQMjv+mTGBNK8wqdNrebe2CPC+UH8PtnOPPJcfv5BJes/IGHl5/D6H4ALMqj80GKbvHINgVwPb7kfvSpCSTjvw0YrgDT5GMS/AzV1/E/dZzGFi0tBlE+22qTIM+t8E9ryQ563QXgYBAe6eFyyViWjYuFbDB6xaYXaOwfquGCZgiRNMmvfZbYM4XyAl4efC3N1FTdXR7nQwZ3opkBGCGNwb9RUjdBBzBU+NoKJ8EOWPB8Eay6B2rKJ02hdZt+yiqnkJ3fSuzzzud+374c3rXa6gRyLtIJv6MzebUACuvzcUybQRRIJ0ycXucaTNBAJ//wK+byRR/TJYizqOOjwCgkkMhK07YsS0bXmoGjwzzpuwlRS8Ftf+F2Pz/aOoZP8JoA4/vgXNroS8Ocf3YBOBo5lYt4uWdzyGJMmdOX3VM+4pz5iLu2g2DUZBlBv0xUlaSfk+KnAEPObqXTzzxNBs6YgykdQJ+gdVnuXkmq4enX0zS02Gzb4fFYMoglrLYtktDG2qmIQpQ32TglUUkBfIUif+cU8zt+/rZPZg68sDeJNjYGfGX4W1NRgBmOHlYfaDfCvLVYLzMcYk/8Wxwf+aEDS3DxCmeNoXiaVNYdMU5aPEU7qCP+vUb6BvYTVXdUtZe/xDIFoElKulBC7MQFC+4PRK27Zg9Hyz0errSbHh1kAsuL0JVT15ulZtSspmBxMlJ3BcFKPQ5lcBB5uDjdQZ4DV/hbdDzvcPu1x6Du7fD6ZXgOc63f93ZH0EQhKNWAB9CelS7EtsmN+ImKWnkRlw0hNP86KVm9qaTdIZ1DAt0w+aeh1NcdYmXnj6LMpeblWIO7dOi1MwW6eox+OWfnKItywbDgJBuceYShV9NrWNPXwpFHHsfiAIsmCPT22/T2vHmiQzmZnn59meuPtXDyJDhpJIRgBlOHuY6p/WEfguY+4/jQCJ4vnHChpVhckiyjCfLD8Cq39RiUs7OX6TIn1ZAfHoPZq6KvV1kQNLIn61i6jY7XolQVuuhrSnJ7NODuFwitg0er4SuW2xaF2L67ADZOepRzn7seJlCDvPJZv7RNz4OFoy4EAl47ArcQhH56lyajtKBImnAy43gkqEk4OQG+iZxGYLeSYYP9+078L1p4jYFqnuCJEWD29YNsmsghZwDXq9ANG5jGCK6ZXHb3UOWLkKS1m0akU0mlybdxBNOVPeMYj/nlQf55bYuBMVi3SadjzU3UupVCLs0Aj5hJC/QsqFv0EYU3xwJgbIkMHdaJU/+9b9QMkUfGd7mZDqBZDh5yBeCciGonwP7lUkepAzcvwGx/ESO7G1BU9d+/vjQz0mk4kff+ARTzHl4KOXyz/0nc7/wPvSK2TTGXbyeihFWNEzDKQR59k99PHhNL8882k1zQ2IoIgjBLIUr31vGvt0xmurjmKaFZZ1YK+AcFlDLjbgpOKHHPZj9+yPcc08TLe0Jtu4/Dzp+hRq/hsockI8yw63bENNh3wA8XQ/tR/HvPmHYNvQfmosrIuCzFM6vyEKWBGJRm9lTFUQRTNMi16Mg4Dw4gqrEYNrENOHBJ1I885ITUTyrNECZT2GKX2W614sXiXWdSbaZCZYvc1FbPTbu0NJm0tx2Mmygjx1ZlikryuG1zfWneigZMpx0MgIww8lDkECcA/EbJn8M+XRQzj1hQ3o78czrjxJLRvnTL2/mh9f/hVjojbPU8FJOOZchIHH6rLMQJJGeUA8djTKP/SvMi0/38bffNrLyfXlc/JMCCipd7NgcxjTsMVY/519aSFGJm0TcQNdPbBQoi5kn9HiHQ0tbjuDVLdwyRNMu6sM9JPWJ2ho5dMed3MDH9oB2hMjhRAgnQvzr1VvZ27Fz/A0EAWbPHrvM70R3LcvinLIAXQkdPWXzy7paPjQ9HxFwAQUeaah7xwHRJgvwjqosfLLALzZ38a+9/fzXghL+e1Ep315ayowsFw1NBjv26mze7vgCuk580Pe4UWUJwzA5c0HtqR5KhgwnncwUcIaTi9kEbJ3Ejj7ADdKCEzqctyr72nbx1IaH+cCFH8fvcUr7rzv/I+xq3kZLb5xdQuMpG1tBdhGnzzqLnU1bmFpSx1nzV3PLk7+nsy9JbR3UzVToe1ZHVkXHHkawSMQMolGD0nIv4NjECDCSM3g85LCMGXwalTemUnzmrGxmzsoGoBrYrt9MY/cU4vpMBKEc7In/nW0CrRH4x2b40HE0mwjHB4mnonQMtDGtdNb4G9XVQUMDNDdj2za9PQPkuhVEQcAlSXx8dgGDKZPn2qJEUhamDWeXBuhLGWzoiVOY5UWXFWKhKDefV40kCpxe7EMEpmd7WFUWxAY2h90sw8v8QBZ7G7tAaAEbLj7PzSNPp9D18Yf3RiMKAoV5Qf743Rsznn8Z/i3ICMAMJxfthUnsNB+UxSCdAcpZJ3xIbyXq23dz8+O/c9p8SRJ/few3zK1eyDkLL8KluJG7clh9/Vyu+NQ5p2yMbb3NbNy7ltNmriAvWMjCaafxq3t/iI3A8091U78rjU8qZM/2Tvp7nenhv/6uiUuvKqGoxE06ZeF2SwjSgfZwkxGBEkFyWUSAKW+Y+BuPCuVMWtQNaMYiDHtyYla3YXu30494MlQWVHPNihtwK54jbzh3LjQ3A5DvVg50dhHgmtp8wppBQJXwKSJ31g+gWTZfXFTCf73WRm1JDjU5bs4pm8qG/V0sL/FjWvD3vf1cWBlkVXkQ24Yl82pYkp8Py5YB0NEzwMe+/lca6pPUlpvsaeoc3aHwlPHTL72XD151FtIJ6hucIcObnYwAzHCSOdZcmhkQ+OdJGclbEUEQ2d++l0Q6RiKdwOf28/SGR/jTQ7/kPPtG1tyzk6UXzuJjPzl1FYvfv/XLNHTspTivjE9e8UV+fOc3MAwdsFG9Hi5c+EEeePku0mmD3/2skUWLyknGTZ5+tJvCIhdtLUlmzgrgy5KRZIaqWY/FJkZFAAo4jel8+iS+04mRxVzOyK7g5UiazvTYtnfHImy3dkB/HMqyoDbv2MfhUb1H36itbdS4DlzzqGYwmDaYneelLZam3K/yidkFPNka5i/1Eb51Vg1/3htiRo6X6ECIDT1x1vfEwbaRBJze0gy1j/N6obJy5JSlhbk8/IcvjLz+yNf+wkPPbUTTjDe8K8xo3nnhsoz4y/BvRUYAZji5uL4OifsnuLGY6e97ELqhoRsaaS1NLBmltnQGm/auo9Nqp8i1DtvysuySOadsfJZl4XX5cLs8WKbBtoZNfOGab7G9YRP90V5URWFL/XoknD7CliHT0aCAJdHfq/Obn+4HAXbN9PPBj09BlkVM08IwbCIhAwTILzi0ZVshqyliJV4qEZFo5zGKWHlS3mNba5w9e8KcdXYxkiSMMbE+HDlqNpfVwlP7oGFwcrImZkBHFPJ8k9p9YvT1jXw7Wpx6ZJHqoAsBmxxVIivPw8qyIN/H6QVsI3DasgJkAXTDT1K3KPEpZLskRMGJJtqCgCniJEIWH771yZ+/dyO9/e/m6s/+CkEUaWrrJhR9Y70Cr1q9iOzABARzhgxvIzICMMPJRfIDucDABDYOgnrdSR7QW4Nv/u3z1LfuZm/72CT+9XteARtkzUPZmVl8+sdfxOU5ddn0G/etoaKwipbuBnrDPTz06l0MRHvxunxYtk2WO5vGjn2IggQI+Nx+2nqbMYe6QQzXEZx9xgL8qhfRVtmwdTexeJLOdp3pM3LIHynilZHxMZv/JpuxBQzVvO+438vatb2oqsjChWPDbbv3hIlGNDZv6qehIcq8+bnMnJl9xGNt6gBVcmJqx5PTqAiTnwaeEJWVI1HAYWxAEgQCQ/6MQZfzmBBwWtkxJIBTskGfSyMn4aI2y02RV0EUIGFYGJaN5FLxzJ0LWUefji/IC/LYn7+EW5WJxJLMuvS/SaS0Y3orggAuVSaVPrYKGgEw3wxz0BkyvMFkBGCGk4/re5D+MhA+wkYSqB/+t7Z7sW2bZzY+xv0v3sHa3S8NLRy1wYHWuZiuNE9svZv9A9s5f8llTLUWs3Xjdt5/0zvfkO4aw8yduoi9rTuZWjaNDXteo6WnifrHf08sGcXv9tMf6UPT08iShCIpTCmuYXP9+jHHcMluXn4qxnWLf4qm6dz68n/RGapn+vRCZrquZTFnoJKDSvZJfS9NjVEU5VABeNZZxfT3p8CGxqYo4dCRhYllQ38CDAskwamQnWzf28G0E0A7KR+ppsG6dYcuP0zpsmlZSKPMpmVDJMtSEW2nl3NrLE2uW6Y3aTC/wOccX1GgdmIVtV6384dMdtDHi//4Gv/5nZvZ09jJRSvn8fLGPbR2DiKLAoIkoOuH2sbIkoR4jBfqfZcuY/UZc1GUzKMww78fmbs+w8lHrgVjJZgvADowPL0zDdzfAv0ZUM8HeeGpG+Mp5sn1D/J/9/6IroH2CW1vYxGKD9LYUc/j6x5AbHyJ3mQH5ev8rFx4HuG+GGpuNp1RmJZ/8vrtuhQ3167+CCktzca9a7Btm0g8hGVZhONhUloCSZKpKZuGx+WlsWMf9kGZXoIo0D3Qzj1PPcTZC87nK9f+iF/f+2Oa9zbwirads2dce3IGfxAXX1KOJI29ULFkhJ/c8U3m1izi6rPfTyCg0tGRIBTSyM4eG3nVTXi+ASIaVGbB/gGnT7ChmyCJk/oQ1MntNjF6e512HaOwxxF/wwI0qhlkuw+8ZxkR0RIQEagMqKRMG1UEnyxiDYtF7+SmVWsri3j8z18aeX3/06/zoz8/zP6WbjT9QMcQRZbQDed1VVk+ja09Ez6HLIn86ms3ZAyfM/zbksl4zXDyEatAfSf4HoPAFvA9Df61EHjIqfb1funfWvwBJNNJ+sKjHl42TCQjPpqKUlk4hWXnz2P2wunMqpvDrd9+mP/48o389dmX6E3AYNJ5iO/rg8hxplZ1D3aS0sYepC/cw1nzzmN+zVIKsov5wcd+g8ftIZ6OIooiZfkVXHLaVfSHexmM9SMgIosysqgAkNKS9EV6+fMjv+RX9/yQeCpBZVE1U0un8cELP3l8Az4GgkEVn08Zs8yybCz7gEm13ycTjmj4h/oaG4aFYVh0dCTY05ygNwFxDVKxNGI0RoHHwjIm3+Is1wvmyfJILimBvCNXlzgt5hwFmu1WD7ktxaGwtCqKBBQRRRRJGBY7B5LOBtHoCRnqpasW8P7Ll3Pmgjok8cCY9FHXtqmtF4974ukQyxdNy4i/DP/WZCKAGd4Y5OUHvhcrTt043qR0D3ZgmIcxRDtCBEgSRK47/6NUlxyYZpt95gAvP+nFTmykxL+SHA+E09AZg/4knH6Ml9+yIaaBpQ/w839+l9L8cj7zrq8A0NzdwC/v/gE1pdMI+LKIJsL84cGfMRBxukyU51cxEOnnN/f9hKSWwLQMBARUxU0iPbY3dCIVJ5aM8M2/fZ6BSJ/TMcQb5Avv/faxDfgEEvRl8d0bfwk40bHW1jiSKKBpFo8/1kZjU5SsoIrLJdGty5TOLSXHK9PTHkcORfAWlJPntojbJn63TDjtXE9RgCI/hJNHbhenW07wEIBEwonaVVaekLCgtXMnRjCAOqojiCAI40YBD04rsBl7WwrCUNWvbeORBSqGe9p1dR33OMGJ9P3Htav5j2tX8+nv3cL6bQ00tvWi6cbIjLVlWaTTEzMVLM7PoigveELGliHDW5WMAMyQ4RQSig3w98d+x7MbH5vU/ubWHP7jwq9x1VdXUlVdzoXLruC0S+dy2qW3omsGomQhCCJZLigNOKLjWNnWBYMpmJaXxdTSOmZUzh1Z51Y81LfvJhoPURwtILy9nQF3BDvoePlZQCwVxbQOqBwb+xDxN7w8P7uIRDpGTck0asunU15YNZnLctzEYjp//ctebBvOXlXM9OlZPPlkO7G4htst0toaY926XiwLurtjSK40ZtpDsiPEtR+eSW55kL5elXpDJoyMJTiiaXWNI8KbB6EsCNXZ8Err4ccxMLq5y7ZtoOsQCEBu7vG9wVSKrg0v4tZ0cnAjcMCDcYQjiMyD1wwLR0kUyHaNiqLm5x/fOMfh+597NwPhOBXFucy/4iv0h+Nk+d30DsTQJxAuvXjlXG77yX9kLF8y/NuTEYAZMpxC1u16he7BDjoHxlZiHinqNwZbIBFP8LcHf8fSZYu5cNkVDPZESERS/OXL95FbksV//uq9CMLkvOQASgKQNCDXK/Gxy24aWb6nZTt/e/y3xBIR0lqK6rJqInkpRFuisnAq3YMd9Ax2HFNRypPrHuDz13yTS0+/aqTjyamgtzdFMmlgmhamabNzR4j9+8MM9DsRpr17RglYW8JMeQARzQRSGr4CH/siforc0BwG24Jcj9PlI6lD0A1+l3NtN3RA+jCzxBajikCmT4f2dsjOhngctmxxCiwKC4/9DYoiBZaKzPhToD0JjZaYztxcDy5ZHPkMD/dJWrYNBxt4u93H1gtvggT9HoJ+x+D6j9+9kV/d+gQdPSFCkQSmdngBKAowpbyQS1YtzIi/DBnICMAMGU4puqHz4panJ71/9mkGPYNbEZCRRJlQf5hvXP47UrE0vjooKnMelC9sfpIXtzxNcV455yy8gNqyGYc95h8f+gUt3Q1884afEkmE+cafPk1PqJtZVXPJ9ucS9GZTVVzN9Mo5mKZJQXYRsWSMuC/FsuVns799D6fNWsH9L99JWk9z7sKLeHLDQxN6P5Zt0drTxMQV8MmhujrAjTdO449/3MMjD7eQna2MiL9DEQABwSVRdu5M+iSFCqAz4ky9Z7thSjZU5zp5mD1p8MhOPmZKd6KyvXFHZB+MiDNlLAk4wi8721kRjUI6DT09kxOAqooiq2CksG0bG5vepI5t2xR6VYKqTNpK81hLiC19Sb6+tAzpCP6HwzYq8kilugCp1BH9/04EZy6sI5XWufPR15g3o5KnXt5GT39k3PTZx/78RU6bl+nxmyHDMBkBmCHDKWRv2040Iz3p/SOpMEggSwIuVeUvT/2ChrK1uGM5eJa7WG9tQ30sSkFWEQPRPiKJMA0de/nujb9Alsb/8VdlF3tad3DfS3ewu2U7r+9dA0Brz9h+wwICHpcPw9ApLajg6Y2PYNkWkiCR1JIsmX4msqTQG+qiomAKuYF8drVsQzPSyJJy2JzH+1+8g4b2vXztAz/kN/f/hKUzzuTKFe+d9DWaLPkFHkRRQNNsBgaO7kln6xadG5rJ8tewoATmlghsagcEiKQhyw2mDX4VVk4BtwyaCYoE59XAK82wt3/sMd3yqBzA0RQXQzAInqO0ejscyaQj0HCmpi3LxiOLWDbolo1bFlmU7+Wra9rpTRkkDGvEFxAASXJMHIcifLJ4UO7gcNgyduhU/4nm3NNnsWBGJb/+x1Pc+uNP8Py6Xdz24Ku09wyADTWVRTzz9/8m4JvktcqQ4W2KYI+X8XsQkUiErKwswuEwwWAmcTZDhhNFMp3goi8sIaEljr7xYRFwWV7c4TxSBb2IgoioKxSVFOL3BOjsa6ckt4rLVl7F3tadbGvYxMLapdz0nq+PTNnd/vRf2Lr/dUzLJBIPsadtJ5IgEU/FxuTvHYqMM1E5dupNFCSK8yqIJ8PEU1FM0xyxf3FL2WSJM+jW13K4UmdBELnnO8/y10d/zWmzVnLRsiuO4/pMDsuy+c2vd9LfnxoRghPB51eoqvRRUxugblo29XEV04J8H0zNcQo73Adp782dsL/fyQ8czdQcWH0yglZr1sDWrSMvLcsGAQZSBglBRjV1LNsmadoUeFWCqgSi6HzZtiMA02P/cLl3/wDTs93MynWEliAITq/hM844CW8gQ4YM43Esei2TCJEhwynE4/Jy03u+PrmdbSCpoFoePLE8rFdKoD6HwEAZesyit6sfj8vLnKyPkp2+lJ1NW6kpnU5fuJsHXv0nX/jdR2nsdHo1P/jKP3lt+/O097awqX498WSUSCJ0FPEHYAAWFa4Lme69AQ/FZKtTwJbo74sQjScwTBMRFQEREClVzyVp9SEzHJE5dGrRti0EI4s5/k9R7j1rctfnOEinTe66q4FIRMe2QdcnnssWj+ns3BniuWc7eO7ZDuYUOl1BKoJONO9g8QfQEYFh5xR5yDzar8CKk1UD43aPeSmKAqIgkD+1ksrPfByfz4VPkRBF0RF/w3GC97zHKUA5aH+AJ1vD3N84CIyqGvZPouooQ4YMbwiZKeAMGU4hfeEefn3vTyZ/AMFCi5kYVi9uNQdPawlSTQirF6LpQdbvepXKoMjMimVs27+RV7Y/hyIpaHqaTfvW88eHfkFVUTWd/W0ktSRdA+2OnceETi4yHPlTxRzcYj4uKZty5QIMJYokeGmJPUZaCOEWc5kSPJumxCN0pF4kV55HxGxAJgtVyEKzQ1joCKiYQx1jrv+fczl9yvXUTfvQuGePJSP846k/c/FpV1FZVD2py5dIGHR1Jamu9o+IlqamKHv2hDENC1kWyclV6WhPHuVI44wvZhIOa3hVWFx26PodPeBTYEqOUxE8mISE7kwVXzFz0t7RE2PePOjudmxa0mnnRMuWwaxZUF9PYFodNDSQVZbtTOOmUmCacMcdzrbSqOlgWQbL4r8WlTrFIIA+dO2E3budKGCGDBnedGQEYIYMp5DugQ4Ma2LeZeOimiCbWCLYy/tQ1Sr0vR7MAg2wsUyLpsgLNO14YWSXsvwqyvIrSKTi7GjcxK6mrSTScQCiychRTynixiKFRygCWyJJG/uTdwIiLiEHsW0zV267gG3LA3iyC4mazQSkatJWGy6rEoM2evV1BKVq3FIeXrEMn1RGzGyiOfXwyHl0TcTqX8QD9zezcWMfVVV+Zs/OYd++CN1dSfKqG0mk4zy76TFuuOg/RvazbZvBQY3cXNeYcafTJo883Ep5uY9lpzkNhl9+qZtUysDnkykqciKSmzcPkEwY5Oa5aGmJ0901effsjvY48bg+jsG0UyTilh0BOL8EAi5oGoQzK+Gk+xOLIlxwgSP+UimnbVthIaxfD3v2OJ6DgN3XB6WlCIbhFJwMN282R5UtV1RAZyfVQWedYVojRs1UZDw/M2R4s5IRgBkynEJmVy/gp//xRz75v+879p0FhjqGCGDbVOSvRha8NNTcjW2nDltI297XjMflJb/EQIv6MLpzjuk3gTXUyi9pdx6yJm0PEk810csuBmQXkjiNQnkZhtiLX5xNJN2JbkWQJAssE9F2E5SnIAluoumxbfAkUUE3Y6TTAZoaozQ0RNmzJ4Su2wwOaOS0F3DOJRcRlGr529/2snBhLlOmBFi/ro/Gxgger8J73lNNJKKzvz5CRaWPltY4/QNpIhENSRbRdZNEwiQ/35nS/Oc/G9i+zZnGDAQkdN2xgZksqZTF3f9q5IM3TBuzXBRhSZkzNTzM1Fzn6w1DEJyp3NHTuYWFsGkT4NxapmWR7OgkUFZ6+OM0No4JVQ5XCwuCAEuWnIyRZ8iQ4QSQEYAZMpxiSvLKkUXl2COBNmDiCD1DoD31LDnydFifher2oM1tOeyupp2gsEykfnuUiBh2jiOBKmSj2aEJD0HCh4WBzXBBgMX+klb66x6nrHUW0voeBi8MkZ3tY1tLN24hn6TVT36uh87eFpL0kKafpNFLyh7bxzVpddGcfJTLFnyGSMQRaooscfnlFfzpj7uJxU0W1C7l97/fRXtbguam6JjWtqIIjz/ehmk6BsV9/SkM3aKnO8HgQJrSMq8jJHMU/vbXvc77kQSGLO2IRs3jtrFTXQLu0hzaI84072iy34xFqVVVsHDhiAgUEBEs27mYR2LUhRrJ/zsJHoAZMmQ4cWQEYIYMp5igN8jyuat4YctTR9lSQETAGl1xa4lgCfz/9u40uM7rvu/491nuc/d7sV1sxEaQALiKIkVCC21Su6wkjmNRcjyV48iOldiTscdJO+nUrduO07pOXnjajGM5TW0nbquRLVuyI8da4oqyJEq0RJE0Ja4gARIgFmLH3Zdn6YsLggAIgSCJ5VL3/5nBALh4cJ5zMYOLH845/3NwWyTGB8lcyKEaBo46f/GGbam8d8Amk7GnSsE0fLjVMlxOkIQ9+3gKnXzBx0wWCbhsM2GH8fgIxrEYxrBCvPcUneNjM7Z9GRjSsC0bW00ynjvG3C9FGkm7F9UT4/FPbmNiPEt1jZdf/HMPwaCLVXV+ACIVHkZHMvj9OkNDMytTz5yO4vFoVEQ8bFlfxnvvjpJK2aRSNrqeYsPGEva/OYRpOqgqPPhb9Zw/HyeTcaZmO6+HYmgkdQ8HTyVZtd13/Q0uh8nzexXy6xADkN+AGvIjfVcT7A4ezK8tFEIUHKkCFmKFBX1hvvrpv2Zry5X+UDozw58CuG1wWfmPPSZ4cpjVY+Q29M3bkmnZs3fxwCZH0hogac+e2gWw0PHhUfNr5yJ6Oyruqa/NZbT9PSrWj5P2Z1GcmQHPIt9nRckXnKi4mDln7QYsEmY/T7/9X/m7p35ITa0PRVFIZ2wam4I8+GAdkA9tn/lsK5//wnruva+W1asDVFS4+a3frsO2YWIiyx13VNHSEmbT5jI0LZ9jTNPm2NFxLm5FY9twumN8zopft/uyh+amgmva0F4mZhLtHMSrOZflpl/3wAsd8KsuGI7n9wRcSZ3n4EQHMDo68wvaZBXwxS1gXK584cdF+jzjCP39U/sNCiEKiwRAIQrA6++9TDQxgaHnk4Z6Nb+aFwfgdAvTl8YOJmdkKXUkgHG4afZWfZdxyGGRxJljpA8cdMLUGHei4Sdmn0WZNWpX4dpGrfsu8i8rGrZL5WhrF6uMj9DkeYSwtpYK17ZpHdMm9wZ0sEgxMwBm0PCScYYxSWAEEpimzdNPd1FR7mbPniZCIQMAn0+npsaH261xxx2VmKaNz6ezbl0Jqgp+v4u6Oj/Hj4+jKgp1dX5qa73U1/vJ5WwCAZ26Og+RiJux8Rw+nzaj+raiwn1ZWJ6TCoqqYiayaH5j6unYhoEW8hLL5AtU7MlTMxwHLBtMGw4NwCud+VM/VkpPL/QOAM3NU491DWR5al8CyyEfBDUtfx7x9Ln2+UYEdf3K08dCiBUhU8BCFIBNTTfjMby0r9vJO6f2kzEzzBzsU9A0bcaGypdRgfLEzMcccJ2txNEtyOr5UUJAQZ8z6HnUckL6Ggazb6Ggo+PDJI1DljQDdKf/GYs0ig1+vRYFDQ0DVfFQ7b6NgFYHjkbS6iFm9WCRYzx3gjb/Y/i0SgxK8FDF+dyLTB851PFikcWZ9qTzoRAqtK30HK3imz0H0BwvAb/O3r39bNtWTjhszOj/u++OMjGRxXBrvPnmIGvXhvD78y9zTU0B+vqSrN9QQn9fivsfWMXL/6+P/v4kiYSF369TWeUhETc5efJSNfTIyAJParHBsW1QQAt5UDQVM5pm5NQgI7Ve7PIQT/6km6HBNI891sJtDZeGFU8MQTy7sgfg3bJlsrjXWp0/ZziXY++vh0k4Bl3RIGvbKvIB8PzkudWqCoYxMwzO1ts7s2JYCFEwJAAKUQAaq9fw5Uf+Pc+98TQBbxA7aZOxbaaflOHYztzh72JqmCsXKpDZ1I066p8Kf/lLL/+j7VcaWe39OAm7G40jtPo+S1fyx5ikAJWQ1kzC6iO/EUwNDe7fRlEURnNHsOwcaXMc004Rt7rw6/WgaJh2AsvOMWGeoURvIW51k2GY2cORF8cBXUqInHMpfOkE6Um8RljdgpKL4PXkOH58nGzWZt/rA5SWuonHc9TX+1m7NsRLL/VhWRYNjQESCZP6ej+9vUnGx7N4PBqW5Uy9P3F8nOY1IWJxk48/VIPLpVFe7uZHP+rC61VJpWz8fhWvV2N4+CoKdBzIjiRmfH547zkO783npWwWvvWto3zqD1pobMzvP7gusvDml0rAP/lB3AVNTdDRwSfuq+SMVcKa9nooLb0U/iA/Z97cDGfPzh8CT54Evx9aWpaw90KIqyVj80IUiNa6DYzHRmlZtZ5sLkM+FuXTnYOD5VxhJEWZ9naRAxgmds3EFe+fcLo5lniCrtQzWJh0pp7CJAEobAp8kc2BL1LnuZ8SrRVLSWKRIqyvJWp2MpB7la7E/yE+sJdsshdt8CyrsjcR1tuwlRTHE/+TUfMInalnGcq9c1nHLZIo6LgIoXJpVM8kRZVrJzGrE9NJYeYccrlL1bmJRA7Lysdiw1DRdYVwiZvaWj/nexLsf3OQXM7GNG1isRzRiSy955MMDaVwHBgbzaAAb701TDploSgK7e0RGhuDhEIuslnn6sLf+/DUhEDNhz+AdNrhhefP8+abg/N/43IzTdi7Fzo6AAj4dLaUZ1EsC3p68ptHTzc+fvkav9lTvgcP5r93vpAohFh2MgIoRIHwefz81eef4J/2Pc2BU2+SM7PvP927ELO+VVf8VBl3MJB5fWp6NaA2knPiZJwRACpcWxjPncEkSdZJMBk98arlGFoJydwAMescla5bOZd4gdPK/yXnxAGoGqxk43urGV3lYaRsDCbeobfhDH51FQ4WxxP/C9DQ8RBW1jHiHJzR0fwaxBTOZILV8OJWyxjK/oZNnsfxukI4NkQiHrbviNDQEOB0R5RNm0vxTJ6v1tubpL8/xS23lPHOgSEsy2HtmhD79w/S1BTkIw/Wsf/NQQJBF26Pxq23RejqjHH48ChdXTHq6v24DY1YLEek0sPIcIZ02iSdvr6S4PRwHBxQdBVUBcW0OH3uAh3dvXg9Glu3VVxX+4tG0y6veMlm86N8Xu9l5//SN0ex0Zo1UwESyAc/r3f+YhEhxLKTEUAhCoiuudh9832UhcoJekuor2hCUxfnD6dXjTCRO4WhhKfCoYswppMPgwalxK1eTOJoigsNA4csYNGVepYL2TcYt49ikaQ/9zJJzk2FP4B+/xidTozDkbNEfQk6GsYAhaQ9iE/JV+yquHBwLoU/Z9obkHXik/dUqDRuo8q4HV0zOBr/O0rLVTZuKqG1tYTXXr3AgbeHOfLuGN//XgfJZH50qb4hQH29n8HBDOESNz6fzsBAklMno7z04nleeL6HEycmcOkqbW0hFEWhpNTN+g1hdn6oCoCqai/hsAvTdGhuDmGai7AfTM4GBxxVQdE1LMtGV9xgq4yNZa+//cXyfps3q+r81bzTj4br6Lg87HV0wNDQ4vRRCLEo5F8yIQpMeShCc20bR98+ydg+H+oGA8tz/dNnMfMsijJZ/DE5TTxmH5n6epYxFFvDJoPt5I+Su2g4d4jR3DEUNOZebAhOKEPHvftBheHpj2OTcM4Cl04RmWKSr2K+uHcwmckCFYsL2X2UuTYxbp5Ax0dZOIhLVzlyZJR02iKVMrEsB0WBN/Zd4MyZKC5DZfXqID6fRjyWw+NR2X1nDfX1fn7+8x7OdScIBlyMjmb46bPd3HpbhJ/9tBuvV6WmxodpOvziFz1cGEgSj5uc74kvbg1D1sLOWiiKioYLTXNRVr7QPWaWSUlJfquX3LSpb9Nk3o0RXa78AsdU6tL106XT+c2l779/0bsrhLg2EgCFKDCvHvklscQEGU+U7OpxbCN5bQ3NUVLqYKJiTO4nODtUOmQYmvp4tvX+z9Gbfpmo1YmNCY516TL10ns1q2DrzrT5hXmmsaeFv+l9BLDJMpw7iIqHKuM2LgzFGR5xoQC/+7sNrG4OoqoKzz3XzdsHhkin8klNU1UcB8rK3GQyFu8eGcOybaqrfdx6W4RXfzVAImFiWkkOHhymosLN2FiWF1/opbzcTSyaw+3WcBwF23ZIJMwlOdTi4okZdXX+K1y5zFQ1HwKnj9hdaf1eOj3jODggPyro9+eDpN+fb3N0FMqW87w7IcT7kSlgIQpI3/B5/vIf/4LO/lOUVZRhlyYX/ls6azr1Mhf3pcPGS+VV9+108odMWKdQMHARvHSv2QFOdebNfDOoXF64MotNGos0iXSU7dvL+dzjbbS0htF1FdN06OlOkEpahEI6brdKNmcxMZGjtS1MeYWbxqYAfb0pAgGd3vNJVA10XSGTNunpTvChD1fR3BzAshwyWYuJiSyVVV4amwLourLkJ5odOTJ6XecNL4nZYW4hZv+gLAuSSQiH8yODJ09OHTEnhFh5EgCFKCCne08Q8IXImSYXxuY/zePamaS4+rYzzhgONhYxcoznQ9scryCONvfj12M828GI8XN2766d2gAa4IXnexgby2AYKttuiVBe7iWXdeg+F6fj1ASnO2I891w3ZeUGpmkzNJRCVVXq6vx8eFctbrfGs8+co68vhaoqrKr1U1Xtpa83yZnTUTLLcDzHsaNjxGLXX2m8qHbvXpx2TBOGh/Pvc7n8VLEQoiBIABSigOzcfBeRcCVgY9mLt21GUF2Diofr22p4VhhSZr2f/vgi72ic5gKnhl7hq9/9Mv39SX7203P09SWpqw/Q2hbidz5az65dNWzdWkZDg5+yMmMyaziUl7k5eWKCrq44sVgO27LZfFMpW7aUUVLiIpHIkU6b9PUlMC2HBx+sY2IiSzptYZkOPt/ss44Xl2HojI4ucLPp5VJaCg0Ni9OWouRHAx1n5rpCIcSKkjWAQhQQTdVYU7uOcxc6GYuOXN02MPOErph9ZjIAXu9UozPnhzM+XoLjLAzdg67q/Pr463zi1gTpjEV0Isu2beVs21Y+dV37rfmp7XfeGebIkVECAReBoAtFgWzWJhhy0deb5NjRcY78Zoz+/hSapmIY+Wrc117tp21dCR6vRipp4TgOudwiVAHP99zcDme7YjQ3B5f0Pldt/Xro7r7+di6GPl3PF4rISKAQBUFGAIUoMMfO/YZUOnnl8Dffer85zKzAXYRf/SUY6Xs/WTPN0MQAE/Ex3un5MXv2NLFufcn7Xt/QECAYdLF9R4StW8tIpS3WrQvz6KNrufe+WtxulcHBFKWlbtauDfHww6uJRLzE4ybjY1luuqkcr1fHtkHTlnZ93vbtEXbfWbOk97gm8237ci1ME44fhyefhH37Lu2KLYRYERIAhSgwv7fz90llr6Ly95ryydKOai0V27E41PFrdH3+l65IxMPDD69m+/YKXv3VBXDg7ntqmZjI8NKLfRw6NEoqZRIOu+jrS/L0j7soKTW4864adu2qpqzMPXlk3OLnoOlCIYWhoQINQq2tSzNSl8nAqVPwwguL37YQYsEkAApRQOKpKP/jJ19f6W5cnSWe/p3twIk3OXehc8HXNzYFaFsXxu3W8Pl0IhEPGzeVoCgKx46NE43mSMRNbrmlgttvr+T4iXFeevE8IyNLvy7PNFX6+5N0nLryUX3LTlFg1aqpT3OoDCkVdCpN1992LgfR6JWvE0IsGQmAQhSQbC5L2F+6sIvnOvu3CGStDM/vf3bB17e3R9ixIwKAy6Xx2T9q5ZFHmmlpCWK4NYJBnQ/vqiYQ0OnpSTA8nL7sONul4jgQi+bw+gp0OfZ9902d8hEnyAm1FR/XuC/lbMkk7N+/OG0JIa6aBEAhCkhZqIKfff01XJpx5YuLmNftu+42bFvBcKls2lTK+fMJnvj2cf7lpV7uvaeGcHh5fv7r1oXZuKm08DaDvkhRoL0dgFIm+LD1BtXO4OK1f/w4nDu3eO0JIRZMAqAQBeibf/rdle7Cwi3jSKThcrNlzXb+8CNfuO627rm3ll27q7nn3lpKwi40TSWVMjnwzgiDg8uzLcuhQ6McOzqGphXwMO7mzfDxj88873exmCa8997ityuEuCIJgEIUoJ++/tRKd6Eg3bFhN0/8+ZOL0lZZmZvt2yNomsq999WxY0cFtg1uQ0V3LV8gi0YLtAhkukgEPvMZ2LVrcdvVNKivX9w2hRALIgFQiALzw5f/gd+ceXvqrFiRp6DgNry49KWZng0EXbgMlbNnE7j05fvZx+M5XnttYNnud81UFdaty78tZptr1y5ee0KIBSvQlcdCFKeO88f51jPfwHJsnKU+hPZGoyhkzaWbmr399koCfp3+/iTxeJZUanmmgU0TznZF2batHL//Btggedcu2LkTTpzIr+GLxfJVvZqWXzPo8y2swtcw8lXGvutfzymEuHoSAIUoEKlMkr/5yX8ja2Wx7Rtzn76loVAXaaCmvI4Pbb57ye6iqgpbbi5ny83ljE9kGRnJYC39UcAAnDwZ4+///iSPPdZKSckNUACkabBxI2zYAOfP54+O0/X85s4+Hxw4AH19MD6ev9Zx4Kab8qOHHk9+5G9gAEKhlX4mQhQtCYBCFAjLtgj6Qmxd086h029hOwUaApd537/WuvX823/1NTY0bUHXlmeErL29kuHhDAP9qWW5H4BjQzJh3hgB8CJFmbmGz+PJv9+xAw4fzo8UVlXN/b3V1UvePSHE+5M1gEIUiIA3yNcf/xb/5fG/obZcFsZDft3flx7+Cjet2b5s4Q+guTnIQw814vaoS1L8OhfTtAgEPiD/k2sa3HLL+4c/IcSKkwAoRIGpCFfy5H98HlWRX08Hh7dP7FuRe9fW+tnzUBOVlZ5luZ+uawSCN8AaQCHEB4L8hRGiACmKSm1Fw0p3Y27LegKJwkfv+MRy3GhObevCpFLLMxUfDLlIJs1luZcQQkgAFKIAPf3KD1i7qpUdbXesdFdW1IbGzTRWrV6x+w8PZ6ip8eJahn0BdV0lkynQdZ9CiA8cCYBCFKDKkirKQxH++gvfwesqzm0yVEXl7lseXNE+RCIeWlrCbNtWTmnp0hVnBAIan/70WsrL3Ut2DyGEmO4DsuJYiA+WB9o/xgPtHwPg+//uWT75tQdWuEfLz+cJcHagc0X7oKoK7bdGpj7/3z84xcmTsUW/T2trGFWVjb+FEMtHAqAQBW5VpAGXbpAzb4AjwxaBgsLtG3fx5Ue+SsgfXunuzPDop1r4zneOE53Iks3aZLPXv1m3rsNDe1ZumlsIUZwkAApR4DyGlz27PsVTL39vpbuy5DRV486bH+Abf/Ltle7KnFRV4Y//eB2OA4ODKb7/vVOk09e3bm/jxpLF6ZwQQlwFCYBCFLiB0V6yuQwhXwnR5PhKd2fJrG/YzMbVN9NSt36luzIvXc8vnY5EvKxeHaSzM3bNxRuGoVBT61/M7gkhxIJIABSiwB07+y45K0dVWQ22YxFPLf4atJXUvu5DfGnPV2hr2LDSXbkqhqHy6KfWYlkOqgr/+T8dnDo6rrzcoKTETXd3jFxu5vdFKt2MDGdwHKiu9rJ5c9nyd14IUfQkAApR4O7a+gANVat5eu8/0rJqPW8cfYW68kbeO3dopbt2zVyqC8Nw01zTwn//4vdw6TfQ8WezaFq+eGPXrhrefXeUYNDF73+yGdty+OUv+2heE6StLUw0mgUUqqq8dHfHOXM6SmtrmHD4xn3uQogbl+I4zhVXMUejUcLhMBMTE4Tk8G4hVsy+9/byi/3P0FzTwnf+6Zsr3Z2r5tY9fP73/g072m6jsXoNHsO70l1aNI7jkM3auN3LdHacEELMcjV5TUYAhbiB7Nx0F+3rdnK69yT/8PwTpHOple7SFSi4dYNbN+xiY9MWDp1+i7JgGW0Nm1a6Y4tOURQJf0KIG4YEQCFuMC7doLV+A3t2P8qP9v4A27HxGl5sxyaZSax096asrm5hz+5HqYs0snH1zZQESle6S0IIISbJFLAQN7BYcoILYwOcG+jEsk3+8gd/QTq7vKOCqqLidXtJpVMYLje7br6Xifg4rfUb+MRdf0h1We2y9kcIIYqVTAELUSSCvjD9I728cvgFdm25jy/t+Qr/cuDn9A51Mzjevyj3MHQ3WTMz4zFdc1FbUU/vUDcbmrbwtc9+k/H4KA2VzQW3ebMQQojLSQAU4gbn0g1cuoHH8PLInb/DI3f+AQD/+m8/xxtHX8FwuUmm81PDqqqDbWMz/751mqJTHq7gr/7kCd7tPMyLB35GMp1gTW0b4/FR7rr5AVrq1/PkL7/LA+0foy7SSF2kccmfqxBCiMUhU8BCfEBF4+P82bc/x91bP8JYbISDp/azc/PddF/oYjg6SFv9RhLpOPdse5CR6BCOA99//m+pLq3lP3z6G1RNTt2mMkmeefVJ7t/xUSIlVSv8rIQQQryfq8lrEgCFEEIIIT4AriavqcvUJyGEEEIIUSAkAAohhBBCFBkJgEIIIYQQRUYCoBBCCCFEkZEAKIQQQghRZCQACiGEEEIUGQmAQgghhBBFRgKgEEIIIUSRkQAohBBCCFFkJAAKIYQQQhQZCYBCCCGEEEVGAqAQQgghRJGRACiEEEIIUWQkAAohhBBCFBkJgEIIIYQQRUYCoBBCCCFEkZEAKIQQQghRZCQACiGEEEIUGQmAQgghhBBFRgKgEEIIIUSRkQAohBBCCFFkJAAKIYQQQhQZCYBCCCGEEEVGAqAQQgghRJGRACiEEEIIUWT0hVzkOA4A0Wh0STsjhBBCCCGuzcWcdjG3zWdBATAWiwFQX19/Hd0SQgghhBBLLRaLEQ6H571GcRYQE23bpq+vj2AwiKIoi9ZBIYQQQgixOBzHIRaLUVtbi6rOv8pvQQFQCCGEEEJ8cEgRiBBCCCFEkZEAKIQQQghRZCQACiGEEEIUGQmAQgghhBBFRgKgEEIIIUSRkQAohBBCCFFkJAAKIYQQQhSZ/w9sY7vPX6YfSQAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plot_umap(cell_extended['x'], cell_extended['y'], cc=cell_extended['subclass_color'])\n", + "res = ax.set_title(\"Subclass\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plot_umap(cell_extended['x'], cell_extended['y'], cc=cell_extended['supertype_color'])\n", + "res = ax.set_title(\"Supertype\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Aggregating cluster and cells counts per term \n", + "\n", + "Finally in this walkthrough of the data, we'll explore the taxonomy a bit more. \n", + "\n", + "Now that we have information associated in each cluster and the full hierarchy of the taxonomy loaded, we can merge the cluster_info and cell mapping tables on their index (cluster_alias), producing a dataset describing the taxonomy. We'll use this to display counts of cells and clusters against various metadata. \n", + "\n", + "We'll need to load one more metadata containing the full mapping of Aging Mouse cluster to the WMB taxonomy. " + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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cluster_labelcluster_ordercluster_namecluster_colorcluster_annotation_term_labelcluster_annotation_term_namecluster_annotation_term_set_labelparent_term_labelparent_term_set_labelterm_set_orderterm_ordercluster_annotation_term_set_namecolor_hex_triplet
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1CS20241021_000101_CLA-EPd-CTX Car3 Glut_1#f7c27aCS20230722_SUPT_00010001 CLA-EPd-CTX Car3 Glut_1CCN20230722_SUPTCS20230722_SUBC_001CCN20230722_SUBC30supertype#99822E
2CS20241021_000212_IT EP-CLA Glut_1#5c1a34CS20230722_SUPT_00030003 IT EP-CLA Glut_1CCN20230722_SUPTCS20230722_SUBC_002CCN20230722_SUBC32supertype#994563
3CS20241021_000323_IT EP-CLA Glut_1#b96cf0CS20230722_SUPT_00030003 IT EP-CLA Glut_1CCN20230722_SUPTCS20230722_SUBC_002CCN20230722_SUBC32supertype#994563
4CS20241021_000434_IT EP-CLA Glut_1#bff691CS20230722_SUPT_00030003 IT EP-CLA Glut_1CCN20230722_SUPTCS20230722_SUBC_002CCN20230722_SUBC32supertype#994563
5CS20241021_000545_IT EP-CLA Glut_1#39fbfaCS20230722_SUPT_00030003 IT EP-CLA Glut_1CCN20230722_SUPTCS20230722_SUBC_002CCN20230722_SUBC32supertype#994563
\n", + "
" + ], + "text/plain": [ + " cluster_label cluster_order cluster_name \\\n", + "cluster_alias \n", + "1 CS20241021_0001 0 1_CLA-EPd-CTX Car3 Glut_1 \n", + "2 CS20241021_0002 1 2_IT EP-CLA Glut_1 \n", + "3 CS20241021_0003 2 3_IT EP-CLA Glut_1 \n", + "4 CS20241021_0004 3 4_IT EP-CLA Glut_1 \n", + "5 CS20241021_0005 4 5_IT EP-CLA Glut_1 \n", + "\n", + " cluster_color cluster_annotation_term_label \\\n", + "cluster_alias \n", + "1 #f7c27a CS20230722_SUPT_0001 \n", + "2 #5c1a34 CS20230722_SUPT_0003 \n", + "3 #b96cf0 CS20230722_SUPT_0003 \n", + "4 #bff691 CS20230722_SUPT_0003 \n", + "5 #39fbfa CS20230722_SUPT_0003 \n", + "\n", + " cluster_annotation_term_name cluster_annotation_term_set_label \\\n", + "cluster_alias \n", + "1 0001 CLA-EPd-CTX Car3 Glut_1 CCN20230722_SUPT \n", + "2 0003 IT EP-CLA Glut_1 CCN20230722_SUPT \n", + "3 0003 IT EP-CLA Glut_1 CCN20230722_SUPT \n", + "4 0003 IT EP-CLA Glut_1 CCN20230722_SUPT \n", + "5 0003 IT EP-CLA Glut_1 CCN20230722_SUPT \n", + "\n", + " parent_term_label parent_term_set_label term_set_order \\\n", + "cluster_alias \n", + "1 CS20230722_SUBC_001 CCN20230722_SUBC 3 \n", + "2 CS20230722_SUBC_002 CCN20230722_SUBC 3 \n", + "3 CS20230722_SUBC_002 CCN20230722_SUBC 3 \n", + "4 CS20230722_SUBC_002 CCN20230722_SUBC 3 \n", + "5 CS20230722_SUBC_002 CCN20230722_SUBC 3 \n", + "\n", + " term_order cluster_annotation_term_set_name color_hex_triplet \n", + "cluster_alias \n", + "1 0 supertype #99822E \n", + "2 2 supertype #994563 \n", + "3 2 supertype #994563 \n", + "4 2 supertype #994563 \n", + "5 2 supertype #994563 " + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cluster_mapping = abc_cache.get_metadata_dataframe(\n", + " directory='Zeng-Aging-Mouse-WMB-taxonomy',\n", + " file_name='cluster_mapping',\n", + " dtype={'cluster_label': str}\n", + ").set_index('cluster_alias')\n", + "cluster_mapping.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Merge in cluster info to get the full set of colors and neurotransmitter identities." + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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cluster_labelcluster_ordercluster_namecluster_colorcluster_annotation_term_labelcluster_annotation_term_namecluster_annotation_term_set_labelparent_term_labelparent_term_set_labelterm_set_order...proportion_adult_cellsproportion_aged_cellsodds_ratiolog2_odds_ratiocluster_age_biasmax_region_of_interest_colorcluster_age_bias_colorneurotransmitter_combined_labelneurotransmitter_labelneurotransmitter_color
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1CS20241021_000101_CLA-EPd-CTX Car3 Glut_1#f7c27aCS20230722_SUPT_00010001 CLA-EPd-CTX Car3 Glut_1CCN20230722_SUPTCS20230722_SUBC_001CCN20230722_SUBC3...0.2150410.7849591.4537970.539826unassigned#219866#DADEDFGlutGlut#2B93DF
2CS20241021_000212_IT EP-CLA Glut_1#5c1a34CS20230722_SUPT_00030003 IT EP-CLA Glut_1CCN20230722_SUPTCS20230722_SUBC_002CCN20230722_SUBC3...0.4848480.5151520.421595-1.246071unassigned#219866#DADEDFGlutGlut#2B93DF
3CS20241021_000323_IT EP-CLA Glut_1#b96cf0CS20230722_SUPT_00030003 IT EP-CLA Glut_1CCN20230722_SUPTCS20230722_SUBC_002CCN20230722_SUBC3...0.4074700.5925300.576896-0.793616unassigned#219866#DADEDFGlutGlut#2B93DF
4CS20241021_000434_IT EP-CLA Glut_1#bff691CS20230722_SUPT_00030003 IT EP-CLA Glut_1CCN20230722_SUPTCS20230722_SUBC_002CCN20230722_SUBC3...0.5169080.4830920.371035-1.430373unassigned#219866#DADEDFGlutGlut#2B93DF
5CS20241021_000545_IT EP-CLA Glut_1#39fbfaCS20230722_SUPT_00030003 IT EP-CLA Glut_1CCN20230722_SUPTCS20230722_SUBC_002CCN20230722_SUBC3...0.3059320.6940680.900735-0.150825unassigned#219866#DADEDFGlutGlut#2B93DF
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" + ], + "text/plain": [ + " cluster_label cluster_order cluster_name \\\n", + "cluster_alias \n", + "1 CS20241021_0001 0 1_CLA-EPd-CTX Car3 Glut_1 \n", + "2 CS20241021_0002 1 2_IT EP-CLA Glut_1 \n", + "3 CS20241021_0003 2 3_IT EP-CLA Glut_1 \n", + "4 CS20241021_0004 3 4_IT EP-CLA Glut_1 \n", + "5 CS20241021_0005 4 5_IT EP-CLA Glut_1 \n", + "\n", + " cluster_color cluster_annotation_term_label \\\n", + "cluster_alias \n", + "1 #f7c27a CS20230722_SUPT_0001 \n", + "2 #5c1a34 CS20230722_SUPT_0003 \n", + "3 #b96cf0 CS20230722_SUPT_0003 \n", + "4 #bff691 CS20230722_SUPT_0003 \n", + "5 #39fbfa CS20230722_SUPT_0003 \n", + "\n", + " cluster_annotation_term_name cluster_annotation_term_set_label \\\n", + "cluster_alias \n", + "1 0001 CLA-EPd-CTX Car3 Glut_1 CCN20230722_SUPT \n", + "2 0003 IT EP-CLA Glut_1 CCN20230722_SUPT \n", + "3 0003 IT EP-CLA Glut_1 CCN20230722_SUPT \n", + "4 0003 IT EP-CLA Glut_1 CCN20230722_SUPT \n", + "5 0003 IT EP-CLA Glut_1 CCN20230722_SUPT \n", + "\n", + " parent_term_label parent_term_set_label term_set_order ... \\\n", + "cluster_alias ... \n", + "1 CS20230722_SUBC_001 CCN20230722_SUBC 3 ... \n", + "2 CS20230722_SUBC_002 CCN20230722_SUBC 3 ... \n", + "3 CS20230722_SUBC_002 CCN20230722_SUBC 3 ... \n", + "4 CS20230722_SUBC_002 CCN20230722_SUBC 3 ... \n", + "5 CS20230722_SUBC_002 CCN20230722_SUBC 3 ... \n", + "\n", + " proportion_adult_cells proportion_aged_cells odds_ratio \\\n", + "cluster_alias \n", + "1 0.215041 0.784959 1.453797 \n", + "2 0.484848 0.515152 0.421595 \n", + "3 0.407470 0.592530 0.576896 \n", + "4 0.516908 0.483092 0.371035 \n", + "5 0.305932 0.694068 0.900735 \n", + "\n", + " log2_odds_ratio cluster_age_bias max_region_of_interest_color \\\n", + "cluster_alias \n", + "1 0.539826 unassigned #219866 \n", + "2 -1.246071 unassigned #219866 \n", + "3 -0.793616 unassigned #219866 \n", + "4 -1.430373 unassigned #219866 \n", + "5 -0.150825 unassigned #219866 \n", + "\n", + " cluster_age_bias_color neurotransmitter_combined_label \\\n", + "cluster_alias \n", + "1 #DADEDF Glut \n", + "2 #DADEDF Glut \n", + "3 #DADEDF Glut \n", + "4 #DADEDF Glut \n", + "5 #DADEDF Glut \n", + "\n", + " neurotransmitter_label neurotransmitter_color \n", + "cluster_alias \n", + "1 Glut #2B93DF \n", + "2 Glut #2B93DF \n", + "3 Glut #2B93DF \n", + "4 Glut #2B93DF \n", + "5 Glut #2B93DF \n", + "\n", + "[5 rows x 32 columns]" + ] + }, + "execution_count": 28, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "membership = cluster_mapping.join(cluster_info, rsuffix='_cl_info')\n", + "membership.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "One final set of data to create is to calculate the number of clusters that are members of a given supertype, subclass, and class in the taxonomy." + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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number_of_clusters
cluster_annotation_term_label
CS20230722_CLAS_01156
CS20230722_CLAS_0238
CS20230722_CLAS_031
CS20230722_CLAS_046
CS20230722_CLAS_054
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" + ], + "text/plain": [ + " number_of_clusters\n", + "cluster_annotation_term_label \n", + "CS20230722_CLAS_01 156\n", + "CS20230722_CLAS_02 38\n", + "CS20230722_CLAS_03 1\n", + "CS20230722_CLAS_04 6\n", + "CS20230722_CLAS_05 4" + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Count the number of clusters associated with each cluster annotation term\n", + "term_cluster_count = membership.groupby(['cluster_annotation_term_label'])[['cluster_label']].count()\n", + "term_cluster_count.columns = ['number_of_clusters']\n", + "term_cluster_count.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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cluster_labelcluster_ordercluster_namecluster_colorcluster_annotation_term_namecluster_annotation_term_set_labelparent_term_labelparent_term_set_labelterm_set_orderterm_order...proportion_aged_cellsodds_ratiolog2_odds_ratiocluster_age_biasmax_region_of_interest_colorcluster_age_bias_colorneurotransmitter_combined_labelneurotransmitter_labelneurotransmitter_colornumber_of_clusters
cluster_annotation_term_label
CS20230722_SUPT_0001CS20241021_000101_CLA-EPd-CTX Car3 Glut_1#f7c27a0001 CLA-EPd-CTX Car3 Glut_1CCN20230722_SUPTCS20230722_SUBC_001CCN20230722_SUBC30...0.7849591.4537970.539826unassigned#219866#DADEDFGlutGlut#2B93DF1
CS20230722_SUPT_0003CS20241021_000212_IT EP-CLA Glut_1#5c1a340003 IT EP-CLA Glut_1CCN20230722_SUPTCS20230722_SUBC_002CCN20230722_SUBC32...0.5151520.421595-1.246071unassigned#219866#DADEDFGlutGlut#2B93DF5
CS20230722_SUPT_0003CS20241021_000323_IT EP-CLA Glut_1#b96cf00003 IT EP-CLA Glut_1CCN20230722_SUPTCS20230722_SUBC_002CCN20230722_SUBC32...0.5925300.576896-0.793616unassigned#219866#DADEDFGlutGlut#2B93DF5
CS20230722_SUPT_0003CS20241021_000434_IT EP-CLA Glut_1#bff6910003 IT EP-CLA Glut_1CCN20230722_SUPTCS20230722_SUBC_002CCN20230722_SUBC32...0.4830920.371035-1.430373unassigned#219866#DADEDFGlutGlut#2B93DF5
CS20230722_SUPT_0003CS20241021_000545_IT EP-CLA Glut_1#39fbfa0003 IT EP-CLA Glut_1CCN20230722_SUPTCS20230722_SUBC_002CCN20230722_SUBC32...0.6940680.900735-0.150825unassigned#219866#DADEDFGlutGlut#2B93DF5
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5 rows × 32 columns

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" + ], + "text/plain": [ + " cluster_label cluster_order \\\n", + "cluster_annotation_term_label \n", + "CS20230722_SUPT_0001 CS20241021_0001 0 \n", + "CS20230722_SUPT_0003 CS20241021_0002 1 \n", + "CS20230722_SUPT_0003 CS20241021_0003 2 \n", + "CS20230722_SUPT_0003 CS20241021_0004 3 \n", + "CS20230722_SUPT_0003 CS20241021_0005 4 \n", + "\n", + " cluster_name cluster_color \\\n", + "cluster_annotation_term_label \n", + "CS20230722_SUPT_0001 1_CLA-EPd-CTX Car3 Glut_1 #f7c27a \n", + "CS20230722_SUPT_0003 2_IT EP-CLA Glut_1 #5c1a34 \n", + "CS20230722_SUPT_0003 3_IT EP-CLA Glut_1 #b96cf0 \n", + "CS20230722_SUPT_0003 4_IT EP-CLA Glut_1 #bff691 \n", + "CS20230722_SUPT_0003 5_IT EP-CLA Glut_1 #39fbfa \n", + "\n", + " cluster_annotation_term_name \\\n", + "cluster_annotation_term_label \n", + "CS20230722_SUPT_0001 0001 CLA-EPd-CTX Car3 Glut_1 \n", + "CS20230722_SUPT_0003 0003 IT EP-CLA Glut_1 \n", + "CS20230722_SUPT_0003 0003 IT EP-CLA Glut_1 \n", + "CS20230722_SUPT_0003 0003 IT EP-CLA Glut_1 \n", + "CS20230722_SUPT_0003 0003 IT EP-CLA Glut_1 \n", + "\n", + " cluster_annotation_term_set_label \\\n", + "cluster_annotation_term_label \n", + "CS20230722_SUPT_0001 CCN20230722_SUPT \n", + "CS20230722_SUPT_0003 CCN20230722_SUPT \n", + "CS20230722_SUPT_0003 CCN20230722_SUPT \n", + "CS20230722_SUPT_0003 CCN20230722_SUPT \n", + "CS20230722_SUPT_0003 CCN20230722_SUPT \n", + "\n", + " parent_term_label parent_term_set_label \\\n", + "cluster_annotation_term_label \n", + "CS20230722_SUPT_0001 CS20230722_SUBC_001 CCN20230722_SUBC \n", + "CS20230722_SUPT_0003 CS20230722_SUBC_002 CCN20230722_SUBC \n", + "CS20230722_SUPT_0003 CS20230722_SUBC_002 CCN20230722_SUBC \n", + "CS20230722_SUPT_0003 CS20230722_SUBC_002 CCN20230722_SUBC \n", + "CS20230722_SUPT_0003 CS20230722_SUBC_002 CCN20230722_SUBC \n", + "\n", + " term_set_order term_order ... \\\n", + "cluster_annotation_term_label ... \n", + "CS20230722_SUPT_0001 3 0 ... \n", + "CS20230722_SUPT_0003 3 2 ... \n", + "CS20230722_SUPT_0003 3 2 ... \n", + "CS20230722_SUPT_0003 3 2 ... \n", + "CS20230722_SUPT_0003 3 2 ... \n", + "\n", + " proportion_aged_cells odds_ratio \\\n", + "cluster_annotation_term_label \n", + "CS20230722_SUPT_0001 0.784959 1.453797 \n", + "CS20230722_SUPT_0003 0.515152 0.421595 \n", + "CS20230722_SUPT_0003 0.592530 0.576896 \n", + "CS20230722_SUPT_0003 0.483092 0.371035 \n", + "CS20230722_SUPT_0003 0.694068 0.900735 \n", + "\n", + " log2_odds_ratio cluster_age_bias \\\n", + "cluster_annotation_term_label \n", + "CS20230722_SUPT_0001 0.539826 unassigned \n", + "CS20230722_SUPT_0003 -1.246071 unassigned \n", + "CS20230722_SUPT_0003 -0.793616 unassigned \n", + "CS20230722_SUPT_0003 -1.430373 unassigned \n", + "CS20230722_SUPT_0003 -0.150825 unassigned \n", + "\n", + " max_region_of_interest_color \\\n", + "cluster_annotation_term_label \n", + "CS20230722_SUPT_0001 #219866 \n", + "CS20230722_SUPT_0003 #219866 \n", + "CS20230722_SUPT_0003 #219866 \n", + "CS20230722_SUPT_0003 #219866 \n", + "CS20230722_SUPT_0003 #219866 \n", + "\n", + " cluster_age_bias_color \\\n", + "cluster_annotation_term_label \n", + "CS20230722_SUPT_0001 #DADEDF \n", + "CS20230722_SUPT_0003 #DADEDF \n", + "CS20230722_SUPT_0003 #DADEDF \n", + "CS20230722_SUPT_0003 #DADEDF \n", + "CS20230722_SUPT_0003 #DADEDF \n", + "\n", + " neurotransmitter_combined_label \\\n", + "cluster_annotation_term_label \n", + "CS20230722_SUPT_0001 Glut \n", + "CS20230722_SUPT_0003 Glut \n", + "CS20230722_SUPT_0003 Glut \n", + "CS20230722_SUPT_0003 Glut \n", + "CS20230722_SUPT_0003 Glut \n", + "\n", + " neurotransmitter_label neurotransmitter_color \\\n", + "cluster_annotation_term_label \n", + "CS20230722_SUPT_0001 Glut #2B93DF \n", + "CS20230722_SUPT_0003 Glut #2B93DF \n", + "CS20230722_SUPT_0003 Glut #2B93DF \n", + "CS20230722_SUPT_0003 Glut #2B93DF \n", + "CS20230722_SUPT_0003 Glut #2B93DF \n", + "\n", + " number_of_clusters \n", + "cluster_annotation_term_label \n", + "CS20230722_SUPT_0001 1 \n", + "CS20230722_SUPT_0003 5 \n", + "CS20230722_SUPT_0003 5 \n", + "CS20230722_SUPT_0003 5 \n", + "CS20230722_SUPT_0003 5 \n", + "\n", + "[5 rows x 32 columns]" + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "term_by_label = membership.set_index('cluster_annotation_term_label')\n", + "term_with_counts = term_by_label.join(term_cluster_count)\n", + "term_with_counts.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Let's visualize cluster and cells counts for of the classification levels using bar plots." + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [], + "source": [ + "def bar_plot_by_level_and_type(df, level=None, fig_width = 8.5, fig_height = 4):\n", + " \n", + " fig, ax = plt.subplots(1, 2)\n", + " fig.set_size_inches(fig_width, fig_height)\n", + " \n", + " for idx, ctype in enumerate(['clusters', 'cells']):\n", + "\n", + " if level.lower().startswith('neurotransmitter'):\n", + " level = 'Neurotransmitter'\n", + " names = df['neurotransmitter_label']\n", + " pred = np.ones(len(df), dtype=bool)\n", + " colors = df['neurotransmitter_color']\n", + " counts = df['number_of_%s' % ctype]\n", + " else:\n", + " pred = (df['cluster_annotation_term_set_name'] == level)\n", + " names = df[pred]['cluster_annotation_term_name']\n", + " colors = df[pred]['color_hex_triplet']\n", + " counts = df[pred]['number_of_%s' % ctype]\n", + " \n", + " ax[idx].barh(names, counts, color=colors)\n", + " ax[idx].set_title('Number of %s by %s' % (ctype, level)),\n", + " ax[idx].set_xscale('log')\n", + "\n", + " if idx > 0 :\n", + " ax[idx].set_yticklabels([])\n", + "\n", + " plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Neurotransmitter cluster and cell counts \n", + "\n", + "As seen below, most of the clusters in the study are glutamatergic, while the majority of cells are Nonneuronal. " + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "bar_plot_by_level_and_type(term_with_counts, 'neurotransmitter_label')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Class level cluster and cell counts \n", + "\n", + "Class \"01 IT-ET\" contains the largest number of clusters (~100), while class \"30 Astro-Epen\" contains the largest number of cells. " + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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4MUaPHo1WrVohPj4e169fr7BYjIyM8MEHH2DEiBG4e/cuVq5cCTs7O+GxnBoaGvjxxx/h6ekJJycnjBgxAnXr1sW///6Lo0ePwsDAAL/88strjT1z5kxs27YNnp6emDRpEoyMjLBx40YkJydj165d0NAo++8/unTpgmHDhuHbb7/FjRs34OHhgYKCAhw7dgxdunTBhAkT1LZzc3ODlZUVRo0ahWnTpkFTUxNhYWEwMTFBamqqUG/jxo1Yu3Yt+vfvjwYNGiA7OxsbNmyAgYEBvLy8ALxYrnd0dERkZCQaNmwIIyMjNGnSBE2aNMGaNWvwwQcfoGnTphgzZgzq16+Pu3fv4uTJk/jnn39w8eLFYo8vOzsb9erVw8CBA+Hs7AyJRILff/8dZ8+eLfKdFK9KTk5Gnz594OHhgZMnT2LLli0YMmSIyjsRXFxc0KRJE+zcuRONGzdGixYtSuzbwMAAK1aswOjRo9G6dWvhvRUXL17Eo0ePVBLEQj179sQ333wDDw8PDBkyBBkZGVizZg3s7Oxw6dIlod78+fMRHx+Pnj17wtraGhkZGVi7di3q1asn3ITs5uYGMzMzdOzYEXXq1MHVq1exevVq9OzZU+lGaaLyxHn9hcqa1xs0aIAFCxYgKCgIKSkp6NevH/T19ZGcnIyoqCiMHTsWU6dOLdV4nGc5z5bK23ykGlFlevnxnq8aPny4AoDKYw8fPXqkGDVqlEIqlSr09fUV3t7eioyMjCIf7/nqYxWHDx+u0NPTUxnv1UeJFj7ec9u2bYqgoCCFqampQldXV9GzZ0/F33//rdL+woULio8++khhbGysEIvFCmtra4W3t7fi8OHDJcZUnFu3bikGDhyoMDQ0VOjo6CjatGmjiI6OVqmHUj7eU6F48ZjTZcuWKRo1aqTQ1tZWmJiYKDw9PRXnzp0T6rz62GaFQqE4d+6com3btgptbW2FlZWV4ptvvlF5bPP58+cVgwcPVlhZWSnEYrHC1NRU0atXL0VCQoJSX3/88YeiZcuWCm1tbZU/u1u3bin8/PwUZmZmiho1aijq1q2r6NWrl+Lnn38W6hT1dycvL08xbdo0hbOzs0JfX1+hp6encHZ2Vqxdu7bE81L453PlyhXFwIEDFfr6+opatWopJkyYoPLoz0JLly5VAFAsWrSoxP5ftm/fPkWHDh0Uurq6CgMDA0WbNm0U27ZtE/are5xoaGiowt7eXiEWixWNGjVShIeHqzxO+/Dhw4q+ffsqLCwsFNra2goLCwvF4MGDFdevXxfq/PDDD4pOnToJf1cbNGigmDZtmkIul5fpGIjU4bxessqa1xUKhWLXrl2KDz74QKGnp6fQ09NTNGrUSBEQEKBISkoS6pT02GbOs5xnS0OkULzGHWxERPTWrVq1CpMnT0ZKSorKk5eIiOjNcZ6tmpjQEBFVAQqFAs7OzjA2Ni7zOxyIiKhknGerLt5DQ0T0DsvNzcW+fftw9OhRJCYmYu/evZUdEhFRtcJ5turjCg0R0TssJSUFtra2MDQ0xPjx47Fw4cLKDomIqFrhPFv1MaEhIiIiIqIqi++hISIiIiKiKosJDRERERERVVl8KABVmIKCAty5cwf6+voQiUSVHQ4RUZEUCgWys7NhYWHxWi8brEo4NxNRVVHauZkJDVWYO3fuwNLSsrLDICIqtdu3b6NevXqVHUaF4txMRFVNSXMzExqqMPr6+gBe/CU0MDCo5GiIiIqWlZUFS0tLYd6qzjg3E1FVUdq5mQkNVZjCSxkMDAz4Q5OIqoT34RIszs1EVNWUNDdX7wuFiYiIiIioWmNCQ0REREREVRYTGiIiIiIiqrKY0BARERERUZXFhIaIiIiIiKosJjRERERERFRlMaEhIiIiIqIqiwkNERERERFVWUxoiIiIiIioymJCQ0REREREVRYTGiIiIiIiqrKY0BARERERUZXFhIaIiIiIiKosJjRERERERFRlMaEhIiIiIqIqiwkNERERERFVWUxoiIiIiIioymJCQ0REREREVZZWZQdA1d+ST/pBR5t/1d4ncyIOVnYIRFQCzs1E77fq9LOaKzRERERERFRlMaEhIiIiIqIqiwkNgHXr1qFZs2YwMDCAgYEB2rdvj99++01tXYVCAU9PT4hEIuzZs6fYfl1dXREYGFj+ARMREREREQAmNACAevXqYfHixTh37hwSEhLQtWtX9O3bF3/++adK3ZUrV0IkElVClERERERE9ComNAB69+4NLy8v2Nvbo2HDhli4cCEkEglOnTqlVE8mk2H58uUICwt7rXFsbGywYMEC+Pn5QSKRwNraGvv27cO9e/fQt29fSCQSNGvWDAkJCUKbiIgIGBoaIjo6Gg4ODqhZsyYGDhyIR48eYePGjbCxsUGtWrUwadIkPH/+XGinbgXJ0NAQERERAICUlBSIRCLs3r0bXbp0Qc2aNeHs7IyTJ08qtTl+/Dg+/PBD6OrqwtLSEpMmTUJubq7a48vLy0NWVpbSRkRElYtzMxFVd0xoXvH8+XNs374dubm5aN++vVD+6NEjDBkyBGvWrIGZmdlr979ixQp07NgRFy5cQM+ePTFs2DD4+fnB19cX58+fR4MGDeDn5weFQqE09rfffovt27cjJiYGsbGx6N+/P/bv34/9+/dj8+bN+OGHH/Dzzz+XOZ7Zs2dj6tSpkMlkaNiwIQYPHoxnz54BAG7dugUPDw8MGDAAly5dQmRkJI4fP44JEyao7SskJARSqVTYLC0tX+8kERFRueHcTETVHROa/5eYmAiJRAKxWIxPPvkEUVFRcHR0FPZPnjwZHTp0QN++fd9oHC8vL4wbNw729vb48ssvkZWVhdatW2PQoEFo2LAhZsyYgatXr+Lu3btCm/z8fKxbtw4uLi7o1KkTBg4ciOPHjyM0NBSOjo7o1asXunTpgqNHj5Y5nqlTp6Jnz55o2LAh5s2bh7///hs3b94E8OKH4NChQxEYGAh7e3t06NAB3377LTZt2oQnT56o9BUUFAS5XC5st2/ffv0TRURE5YJzMxFVd3wA/f9zcHCATCaDXC7Hzz//jOHDhyMuLg6Ojo7Yt28fjhw5ggsXLrzxOM2aNRP+v06dOgCApk2bqpRlZGQIK0E1a9ZEgwYNlOrY2NhAIpEolWVkZLxRPObm5sLYjRo1wsWLF3Hp0iX89NNPQh2FQoGCggIkJyejcePGSn2JxWKIxeIyx0BERBWHczMRVXdMaP6ftrY27OzsAAAtW7bE2bNnsWrVKvzwww84cuQIbt26BUNDQ6U2AwYMwIcffojY2NhSj1OjRg3h/wsfLqCurKCgQG2bwjrqyl5uIxKJlC5bA16s9JQmnsJ+cnJyMG7cOEyaNEmlnZWVlbrDIyIiIiJ6q5jQFKGgoAB5eXkAgJkzZ2L06NFK+5s2bYoVK1agd+/elRFeiUxMTJCWliZ8vnHjBh49elSmPlq0aIErV64IiR4RERER0buGCQ1eXF/s6ekJKysrZGdnY+vWrYiNjcWBAwcAAGZmZmofBGBlZQVbW9u3HW6pdO3aFatXr0b79u3x/PlzzJgxQ2VVpyQzZsxAu3btMGHCBIwePRp6enq4cuUKDh06hNWrV1dQ5EREREREpceEBi/uGfHz80NaWhqkUimaNWuGAwcOoEePHpUd2mtbvnw5RowYgQ8//BAWFhZYtWoVzp07V6Y+mjVrhri4OMyePRsffvghFAoFGjRoAB8fnwqKmoiIiIiobESKV2+0IConWVlZkEqlkMvlMDAwqOxwiIiK9D7NV+/TsRJR1Vba+YqPbSYiIiIioiqLCQ0REREREVVZTGiIiIiIiKjK4kMBqMJ9vWIxdHR0KjsMojKZNePLyg6BqEJxbiaqevizST2u0BARERERUZXFhOY9FBERAUNDw8oOg4iIiIjojb3XCc26devQrFkzGBgYwMDAAO3bt8dvv/2mVGfcuHFo0KABdHV1YWJigr59++LatWtF9tm0aVN88sknavdt3rwZYrEY9+/fL9fjICIiIiJ6X73XCU29evWwePFinDt3DgkJCejatSv69u2LP//8U6jTsmVLhIeH4+rVqzhw4AAUCgXc3Nzw/PlztX2OGjUK27dvx+PHj1X2hYeHo0+fPqhdu3aFHdPb8vTp08oOgYiIiIjo/U5oevfuDS8vL9jb26Nhw4ZYuHAhJBIJTp06JdQZO3YsOnXqBBsbG7Ro0QILFizA7du3kZKSorZPX19fPH78GLt27VIqT05ORmxsLEaNGoVbt26hb9++qFOnDiQSCVq3bo3ff/9dqf7atWthb28PHR0d1KlTBwMHDhT2FRQUYOnSpbCzs4NYLIaVlRUWLlwIAIiNjYVIJEJmZqZQXyaTQSQSFRlzaeKxsbHBV199BT8/PxgYGGDs2LEq/eTl5SErK0tpIyKiysW5mYiqu/c6oXnZ8+fPsX37duTm5qJ9+/Zq6+Tm5iI8PBy2trawtLRUW6d27dro27cvwsLClMojIiJQr149uLm5IScnB15eXjh8+DAuXLgADw8P9O7dG6mpqQCAhIQETJo0CfPnz0dSUhJiYmLQqVMnoa+goCAsXrwYc+bMwZUrV7B161bUqVPntY+9pHgKff3113B2dsaFCxcwZ84clX5CQkIglUqFrahzREREbw/nZiKq7t77xzYnJiaiffv2ePLkCSQSCaKiouDo6KhUZ+3atZg+fTpyc3Ph4OCAQ4cOQVtbu8g+R40aBU9PTyQnJ8PW1hYKhQIbN27E8OHDoaGhAWdnZzg7Owv1v/rqK0RFRWHfvn2YMGECUlNToaenh169ekFfXx/W1tZwcXEBAGRnZ2PVqlVYvXo1hg8fDgBo0KABPvjgg9c+ByXFU6hr1674/PPPi+wnKCgIU6ZMET5nZWXxBycRUSXj3ExE1d17v0Lj4OAAmUyG06dP49NPP8Xw4cNx5coVpTpDhw7FhQsXEBcXh4YNG8Lb2xtPnjwpss8ePXqgXr16CA8PBwAcPnwYqampGDFiBIAXKyJTp05F48aNYWhoCIlEgqtXrworIj169IC1tTXq16+PYcOG4aeffsKjR48AAFevXkVeXh66detWbuegpHgKtWrVqth+xGKx8ICFwo2IiCoX52Yiqu7e+4RGW1sbdnZ2aNmyJUJCQuDs7IxVq1Yp1ZFKpbC3t0enTp3w888/49q1a4iKiiqyTw0NDfj7+2Pjxo0oKChAeHg4unTpgvr16wMApk6diqioKCxatAjHjh2DTCZD06ZNhRvt9fX1cf78eWzbtg3m5ub48ssv4ezsjMzMTOjq6hZ7PBoaL/5IFQqFUJafn19sm5LiKaSnp1dsP0REREREb9t7n9C8qqCgAHl5eUXuVygUUCgUxdYBgBEjRuD27dvYvXs3oqKiMGrUKGHfiRMn4O/vj/79+6Np06YwMzNTuWFfS0sL3bt3x9KlS3Hp0iWkpKTgyJEjsLe3h66uLg4fPqx2XBMTEwBAWlqaUCaTyYqNtTTxEBERERG9i97re2iCgoLg6ekJKysrZGdnY+vWrYiNjcWBAwcAAH/99RciIyPh5uYGExMT/PPPP1i8eDF0dXXh5eVVbN+2trbo2rUrxo4dC7FYjI8++kjYZ29vj927d6N3794QiUSYM2cOCgoKhP3R0dH466+/0KlTJ9SqVQv79+9HQUEBHBwcoKOjgxkzZmD69OnQ1tZGx44dce/ePfz5558YNWoU7OzsYGlpieDgYCxcuBDXr1/H8uXLi421pHiIiIiIiN5V7/UKTUZGBvz8/ODg4IBu3brh7NmzOHDgAHr06AEA0NHRwbFjx+Dl5QU7Ozv4+PhAX18ff/zxB0xNTUvsf9SoUXj48CGGDBkCHR0dofybb75BrVq10KFDB/Tu3Rvu7u5o0aKFsN/Q0BC7d+9G165d0bhxY3z//ffYtm0bnJycAABz5szB559/ji+//BKNGzeGj48PMjIyAAA1atTAtm3bcO3aNTRr1gxLlizBggULio2zpHiIiIiIiN5VIsXLN1sQlaOsrCxIpVLI5XLehEpE77T3ab56n46ViKq20s5X7/UKDRERERERVW1MaIiIiIiIqMpiQkNERERERFXWe/2UM3o7ahmNg0ikXdlhEBXpWf7Gyg6B6K3j3ExEFeVt/1zlCk015e/vj379+gmfXV1dERgYWGnxEBERERFVhGqV0Kxbtw7NmjWDgYEBDAwM0L59e/z2229KddavXw9XV1cYGBhAJBIhMzOzVH3fvn0bI0eOhIWFBbS1tWFtbY3PPvsM//33n1I9V1dXiEQiiEQi6OjowNHREWvXrlWq8/TpUyxduhTOzs6oWbMmateujY4dOyI8PBz5+fnFxvH48WPMnTsXDRs2hFgsRu3atTFo0CD8+eefxbbbvXs3vvrqq1IdKxERERFRVVGtEpp69eph8eLFOHfuHBISEtC1a1f07dtX6cv+o0eP4OHhgVmzZpW637/++gutWrXCjRs3sG3bNty8eRPff/89Dh8+jPbt2+PBgwdK9ceMGYO0tDRcuXIF3t7eCAgIwLZt2wC8SGbc3d2xePFijB07Fn/88QfOnDmDgIAAfPfdd8UmJnl5eejevTvCwsKwYMECXL9+Hfv378ezZ8/Qtm1bnDp1qsi2RkZG0NfXL/UxExERERFVBdUqoenduze8vLxgb2+Phg0bYuHChZBIJEpf9AMDAzFz5ky0a9eu1P0GBARAW1sbBw8eROfOnWFlZQVPT0/8/vvv+PfffzF79myl+jVr1oSZmRnq16+P4OBg2NvbY9++fQCAlStXIj4+HocPH0ZAQACaN2+O+vXrY8iQITh9+jTs7e2LjGPlypU4efIkoqOj4e3tDWtra7Rp0wa7du1C48aNMWrUKBT1WqFXLzlLS0tDz549oaurC1tbW2zduhU2NjZYuXKlUCc1NRV9+/aFRCKBgYEBvL29cffu3VKfNyIiIiKiilatEpqXPX/+HNu3b0dubi7at2//2v08ePAABw4cwPjx46Grq6u0z8zMDEOHDkVkZGSRiQQA6Orq4unTpwCAn376Cd27d4eLi4tKvRo1akBPT6/IfrZu3YoePXrA2dlZqVxDQwOTJ0/GlStXcPHixVIdl5+fH+7cuYPY2Fjs2rUL69evR0ZGhrC/oKAAffv2xYMHDxAXF4dDhw7hr7/+go+PT5F95uXlISsrS2kjIqLKxbmZiKq7apfQJCYmQiKRQCwW45NPPkFUVBQcHR1fu78bN25AoVCgcePGavc3btwYDx8+xL1791T2PX/+HFu2bMGlS5fQtWtXob9GjRq9VizXr18vNo7COiW5du0afv/9d2zYsAFt27ZFixYt8OOPP+Lx48dCncOHDyMxMRFbt25Fy5Yt0bZtW2zatAlxcXE4e/as2n5DQkIglUqFzdLS8jWOkoiIyhPnZiKq7qpdQuPg4ACZTIbTp0/j008/xfDhw3HlypU37re4FZhXrV27FhKJBLq6uhgzZgwmT56MTz/9tNT9/PTTT5BIJMJ27Nix14qjKElJSdDS0kKLFi2EMjs7O9SqVUv4fPXqVVhaWir94HN0dIShoSGuXr2qtt+goCDI5XJhu3379hvHSkREb4ZzMxFVd9XuPTTa2tqws7MDALRs2RJnz57FqlWr8MMPP7xWf3Z2dhCJRLh69Sr69++vsv/q1auoVasWTExMhLKhQ4di9uzZ0NXVhbm5OTQ0/pc3NmzYENeuXSt2zD59+qBt27bC57p16wpti0omCssbNmxY+oMrZ2KxGGKxuNLGJyIiVZybiai6q3YrNK8qKChAXl7ea7c3NjZGjx49sHbtWqVLsgAgPT0dP/30E3x8fCASiYRyqVQKOzs71K1bVymZAYAhQ4bg999/x4ULF1TGys/PR25uLvT19WFnZydshffufPzxx/j9999V7pMpKCjAihUr4OjoqHJ/jToODg549uyZUgw3b97Ew4cPhc+NGzfG7du3lX6Td+XKFWRmZr7RJXxEREREROWpWiU0QUFBiI+PR0pKChITExEUFITY2FgMHTpUqJOeng6ZTIabN28CeHHPjUwmU3n08stWr16NvLw8uLu7Iz4+Hrdv30ZMTAx69OiBunXrYuHChaWOMTAwEB07dkS3bt2wZs0aXLx4EX/99Rd27NiBdu3a4caNG0W2nTx5Mtq0aYPevXtj586dSE1NxdmzZzFgwABcvXoVoaGhSolVURo1aoTu3btj7NixOHPmDC5cuICxY8dCV1dXaN+9e3c0bdoUQ4cOxfnz53HmzBn4+fmhc+fOaNWqVamPl4iIiIioIlWrhCYjIwN+fn5wcHBAt27dcPbsWRw4cAA9evQQ6nz//fdwcXHBmDFjAACdOnWCi4uL8Fhldezt7ZGQkID69evD29sbDRo0wNixY9GlSxecPHkSRkZGpY5RLBbj0KFDmD59On744Qe0a9cOrVu3xrfffotJkyahSZMmRbbV0dHBkSNH4Ofnh1mzZsHOzg4eHh7Q1NTEqVOnyvQo6k2bNqFOnTro1KkT+vfvjzFjxkBfXx86OjoAAJFIhL1796JWrVro1KkTunfvjvr16yMyMrLUYxARERERVTSRojzuMqcq759//oGlpSV+//13dOvWrVz6zMrKglQqhYbmxxCJtMulT6KK8Cx/Y2WHQJWscL6Sy+UwMDCo7HAqFOdmIqpo5fVztbRzc7V7KACVzpEjR5CTk4OmTZsiLS0N06dPh42NDTp16lTuYz188EO1/4JARFTVcG4mouqCCc17Kj8/H7NmzcJff/0FfX19dOjQAT/99BNq1KhR2aEREREREZUaE5r3lLu7O9zd3Ss7DCIiIiKiN8KEhircqIEtUKOGZmWHQVQhtv6aVNkhEL0Wzs1E9DZV5M/LavWUMyIiIiIier8woSEiIiIioiqrSiY069atQ7NmzWBgYAADAwO0b98ev/32m1KdJ0+eICAgAMbGxpBIJBgwYADu3r1bqv63bdsGTU1NBAQElCmu2NhYiEQiZGZmlqldWQQHB0MkEqlsjRo1qrAxiYiIiIjeVVUyoalXrx4WL16Mc+fOISEhAV27dkXfvn3x559/CnUmT56MX375BTt37kRcXBzu3LmDjz76qFT9h4aGYvr06di2bRuePHlS7vE/ffr0jdo7OTkhLS1NaTt+/Hg5RUdEREREVHVUyYSmd+/e8PLygr29PRo2bIiFCxdCIpHg1KlTAAC5XI7Q0FB888036Nq1K1q2bInw8HD88ccfQp2iJCcn448//sDMmTPRsGFD7N69W2n/33//jd69e6NWrVrQ09ODk5MT9u/fj5SUFHTp0gUAUKtWLYhEIvj7+wMAXF1dMWHCBAQGBqJ27drC08Xi4uLQpk0biMVimJubY+bMmXj27FmJx6+lpQUzMzOlrXbt2sJ+GxsbfPXVVxg8eDD09PRQt25drFmzRqmPzMxMjB49GiYmJjAwMEDXrl1x8eJFYX9wcDCaN2+OzZs3w8bGBlKpFB9//DGys7NLjI+IiIiI6G2pkgnNy54/f47t27cjNzcX7du3BwCcO3cO+fn56N69u1CvUaNGsLKywsmTJ4vtLzw8HD179oRUKoWvry9CQ0OV9gcEBCAvLw/x8fFITEzEkiVLIJFIYGlpiV27dgEAkpKSkJaWhlWrVgntNm7cCG1tbZw4cQLff/89/v33X3h5eaF169a4ePEi1q1bh9DQUCxYsKBczsuyZcvg7OyMCxcuYObMmfjss89w6NAhYf+gQYOQkZGB3377DefOnUOLFi3QrVs3PHjwQKhz69Yt7NmzB9HR0YiOjkZcXBwWL15c5Jh5eXnIyspS2oiIqHJxbiai6q7KPrY5MTER7du3x5MnTyCRSBAVFQVHR0cAQHp6OrS1tWFoaKjUpk6dOkhPTy+yz4KCAkREROC7774DAHz88cf4/PPPkZycDFtbWwBAamoqBgwYgKZNmwIA6tevL7Q3MjICAJiamqqMbW9vj6VLlwqfZ8+eDUtLS6xevVq4B+bOnTuYMWMGvvzyS2hoFJ1rJiYmQiKRKJX5+vri+++/Fz537NgRM2fOBAA0bNgQJ06cwIoVK9CjRw8cP34cZ86cQUZGBsRiMQDg66+/xp49e/Dzzz9j7NixSudDX18fADBs2DAcPnwYCxcuVBtXSEgI5s2bV2TcRET09nFuJqLqrsqu0Dg4OEAmk+H06dP49NNPMXz4cFy5cuWN+jx06BByc3Ph5eUFAKhduzZ69OiBsLAwoc6kSZOwYMECdOzYEXPnzsWlS5dK1XfLli2VPl+9ehXt27eHSCQSyjp27IicnBz8888/SE1NhUQiEbZFixYJ9QqP/eVt/vz5Sv0Xrla9/Pnq1asAgIsXLyInJ0d4YELhlpycjFu3bgltbGxshGQGAMzNzZGRkVHkMQYFBUEulwvb7du3S3VuiIio4nBuJqLqrsqu0Ghra8POzg7Ai2Th7NmzWLVqFX744QeYmZnh6dOnyMzMVFopuXv3LszMzIrsMzQ0FA8ePICurq5QVlBQgEuXLmHevHnQ0NDA6NGj4e7ujl9//RUHDx5ESEgIli9fjokTJxYbr56eXpmOz8LCAjKZTPhcuPrz6rG/jpycHJibmyM2NlZl38vnq0aNGkr7RCIRCgoKiuxXLBYLKz5ERPRu4NxMRNVdlU1oXlVQUIC8vDwALxKcGjVq4PDhwxgwYACAF/e1pKamqqxcFPrvv/+wd+9ebN++HU5OTkL58+fP8cEHH+DgwYPw8PAAAFhaWuKTTz7BJ598gqCgIGzYsAETJ06Etra20KYkjRs3xq5du6BQKIRVmhMnTkBfXx/16tWDhobGGyUtrz784NSpU2jcuDEAoEWLFkhPT4eWlhZsbGxeewwiIiIiospWJROaoKAgeHp6wsrKCtnZ2di6dStiY2Nx4MABAIBUKsWoUaMwZcoUGBkZwcDAABMnTkT79u3Rrl07tX1u3rwZxsbG8Pb2VroMDAC8vLwQGhoKDw8PBAYGwtPTEw0bNsTDhw9x9OhRIVGwtraGSCRCdHQ0vLy8oKurq3KvS6Hx48dj5cqVmDhxIiZMmICkpCTMnTsXU6ZMKfb+GQB49uyZyr1AIpEIderUET6fOHECS5cuRb9+/XDo0CHs3LkTv/76KwCge/fuaN++Pfr164elS5eiYcOGuHPnDn799Vf0798frVq1KnZ8IiIiIqJ3RZVMaDIyMuDn54e0tDRIpVI0a9YMBw4cQI8ePYQ6K1asgIaGBgYMGIC8vDy4u7tj7dq1RfYZFhaG/v37qyQzADBgwAAMGzYM9+/fx/PnzxEQEIB//vkHBgYG8PDwwIoVKwAAdevWxbx58zBz5kyMGDECfn5+iIiIUDte3bp1sX//fkybNg3Ozs4wMjLCqFGj8MUXX5R4/H/++SfMzc2VysRisdI7cz7//HMkJCRg3rx5MDAwwDfffCM8LlokEmH//v2YPXs2RowYgXv37sHMzAydOnVSSoqIiIiIiN51IoVCoajsIKh82djYIDAwEIGBgZUaR1ZWFqRSKQb2aIAaNTQrNRaiirL116TKDoHKQeF8JZfLYWBgUNnhVCjOzURUGV7n52Vp5+YquUJDVUvoz+er/RcEIqKqhnMzEVUXVfaxzURERERERFyhqYZSUlIqOwQiIiIioreCCQ1VuFkNR0OsUaPkikRUZS2/81Nlh0BlxLm5euC/PSJeckZERERERFUYExoiIiIiIqqymNCoERISgtatW0NfXx+mpqbo168fkpJUHzV38uRJdO3aFXp6ejAwMECnTp3w+PHjIvv19/eHSCSCSCSCtrY27OzsMH/+fDx79qzYeC5cuAAfHx+Ym5tDLBbD2toavXr1wi+//AJ1T912d3eHpqYmzp49W2wMIpEIxsbG8PDwwKVLl9SOPW7cOGhqamLnzp3FxkhEREREVBmY0KgRFxeHgIAAnDp1CocOHUJ+fj7c3NyQm5sr1Dl58iQ8PDzg5uaGM2fO4OzZs5gwYQI0NIo/pR4eHkhLS8ONGzfw+eefIzg4GMuWLSuy/t69e9GuXTvk5ORg48aNuHr1KmJiYtC/f3988cUXkMvlSvVTU1Pxxx9/YMKECQgLCys2hrS0NBw+fBhaWlro1auXSr1Hjx5h+/btmD59epF9ERERERFVJr5YsxTu3bsHU1NTxMXFoVOnTgCAdu3aoUePHvjqq69K3Y+/vz8yMzOxZ88eoczNzQ3Z2dk4efKkSv3c3FxYW1ujU6dO2L17t9o+FQoFRCKR8HnevHm4du0a5s6di3bt2iEtLQ26urrFxnD8+HF8+OGHyMjIgImJiVC+ceNGfP/994iJiYGFhQWuXbsGS0vLUh9v4cuQAuoM4o2nRNVcVb8x+X18sSbn5uqhqv/bIypOaedmrtCUQuEqiJGREQAgIyMDp0+fhqmpKTp06IA6deqgc+fOOH78eJn71tXVxdOnT9XuO3jwIP777z9Mnz69yPYvJzMKhQLh4eHw9fVFo0aNYGdnh59//rnY8XNycrBlyxbY2dnB2NhYaV9oaCh8fX0hlUrh6emJiIiIYvvKy8tDVlaW0kZERJWLczMRVXdMaEpQUFCAwMBAdOzYEU2aNAEA/PXXXwCA4OBgjBkzBjExMWjRogW6deuGGzdulKpfhUKB33//HQcOHEDXrl3V1rl+/ToAwMHBQSg7e/YsJBKJsEVHRwv7fv/9dzx69Aju7u4AAF9fX4SGhqr0Gx0dLbTX19fHvn37EBkZqXS53I0bN3Dq1Cn4+PgIfYWHh6u9Z6dQSEgIpFKpsJVlNYeIiCoG52Yiqu6Y0JQgICAAly9fxvbt24WygoICAC9umB8xYgRcXFywYsUKODg4lHivSWEyoaOjA09PT/j4+CA4OLjU8TRr1gwymQwymQy5ublKDxQICwuDj48PtLRevF5o8ODBOHHiBG7duqXUR5cuXYQ+zpw5A3d3d3h6euLvv/9W6svd3R21a9cGAHh5eUEul+PIkSNFxhYUFAS5XC5st2/fLvVxERFRxeDcTETVHV+sWYwJEyYgOjoa8fHxqFevnlBubm4OAHB0dFSq37hxY6SmphbbZ5cuXbBu3Tpoa2vDwsJCSD7Usbe3BwAkJSWhXbt2AACxWAw7OzuVug8ePEBUVBTy8/Oxbt06ofz58+cICwvDwoULhTI9PT2lPn788UdIpVJs2LABCxYswPPnz7Fx40akp6crxVfYV7du3dTGKxaLIRaLiz1+IiJ6uzg3E1F1x4RGDYVCgYkTJyIqKgqxsbGwtbVV2m9jYwMLCwuVRzlfv34dnp6exfb9ajJRHDc3NxgZGWHJkiWIiooqtu5PP/2EevXqKd3sD7y4D2f58uWYP38+NDU11bYViUTQ0NAQHjm9f/9+ZGdn48KFC0ptLl++jBEjRiAzMxOGhoalOgYiIiIioorEhEaNgIAAbN26FXv37oW+vj7S09MBAFKpFLq6uhCJRJg2bRrmzp0LZ2dnNG/eHBs3bsS1a9dKvAm/LCQSCX788Uf4+PigZ8+emDRpEuzt7ZGTk4OYmBgAEBKO0NBQDBw4ULjPp5ClpSWCgoIQExODnj17Anhxg2jhMT18+BCrV69GTk4OevfuLfTVs2dPODs7K/Xl6OiIyZMn46effkJAQEC5HScRERER0eviPTRqrFu3DnK5HK6urjA3Nxe2yMhIoU5gYCCCgoIwefJkODs74/Dhwzh06BAaNGhQrrH0798ff/zxB2rWrAk/Pz84ODiga9euOHLkCLZv345evXrh3LlzuHjxIgYMGKDSXiqVolu3bkoPB4iJiRGOqW3btjh79ix27twJV1dX3L17F7/++qvavjQ0NNC/f3+1DxogIiIiIqoMfA8NVRi+64Do/VHV34XB99BQVVXV/+0RFae0czMvOaMKt+j6j9X+CwIRUVXDuZmIqgteckZERERERFUWExoiIiIiIqqyeMkZVTj5VkChW9lREABIh1d2BET0rqjqczPnMyIqxBUaIiIiIiKqspjQvIciIiL4YkwiIiIiqhaY0LwiJCQErVu3hr6+PkxNTdGvXz8kJSWpratQKODp6QmRSIQ9e/YU26+rqytEIhEWL16ssq9nz54QiUQIDg5GXl4enJycMHbsWJV606dPh62tLbKzs4sc5+jRo+jVqxdMTEygo6ODBg0awMfHB/Hx8cUfeAlcXV0RGBj4Rn0QEREREZU3JjSviIuLQ0BAAE6dOoVDhw4hPz8fbm5uyM3NVam7cuVKiESiUvdtaWmJiIgIpbJ///0Xhw8fhrm5OQBALBZj06ZNiIiIwIEDB4R6p06dwooVKxAREQF9fX21/a9duxbdunWDsbExIiMjkZSUhKioKHTo0AGTJ08udZxERERERFUFE5pXxMTEwN/fH05OTnB2dkZERARSU1Nx7tw5pXoymQzLly9HWFhYqfvu1asX7t+/jxMnTghlGzduhJubG0xNTYWyli1bYvbs2Rg1ahQyMzPx5MkTjBgxAhMnTkTnzp3V9p2amorAwEAEBgZi48aN6Nq1K6ytrdGsWTN89tlnSEhIKDIuf39/9OvXT6ksMDAQrq6uwv64uDisWrUKIpEIIpEIKSkppT5uIiIiIqKKwoSmBHK5HABgZGQklD169AhDhgzBmjVrYGZmVuq+tLW1MXToUISHhwtlERERGDlypErd2bNnw8zMDJMmTcIXX3wBkUiERYsWFdn3rl27kJ+fj+nTp6vdX5aVpFetWrUK7du3x5gxY5CWloa0tDRYWlqq1MvLy0NWVpbSRkRElYtzMxFVd0xoilFQUIDAwEB07NgRTZo0EconT56MDh06oG/fvmXuc+TIkdixYwdyc3MRHx8PuVyOXr16qdTT0tLCpk2bsHPnTnz33XfYtGkTdHR0iuz3+vXrMDAwUEqwdu3aBYlEImyJiYlljhcApFIptLW1UbNmTZiZmcHMzAyampoq9UJCQiCVSoVNXdJDRERvF+dmIqru+B6aYgQEBODy5cs4fvy4ULZv3z4cOXIEFy5ceK0+nZ2dYW9vj59//hlHjx7FsGHDoKWl/o/B0dERAwYMQGZmJlq1alVi36+uwri7u0Mmk+Hff/+Fq6srnj9//loxl1ZQUBCmTJkifM7KyuIPTiKiSsa5mYiqOyY0RZgwYQKio6MRHx+PevXqCeVHjhzBrVu3VB57PGDAAHz44YeIjY0tse+RI0dizZo1uHLlCs6cOVNsXS0trSITnpfZ29tDLpcjPT1dWKWRSCSws7Mrsb2GhgYUCoVSWX5+foljvkosFkMsFpe5HRERVRzOzURU3fGSs1coFApMmDABUVFROHLkCGxtbZX2z5w5E5cuXYJMJhM2AFixYoXSvTHFGTJkCBITE9GkSRM4OjqWS9wDBw5EjRo1sGTJkjK3NTExQVpamlJZ4XEV0tbWrvAVHiIiIiKisuIKzSsCAgKwdetW7N27F/r6+khPTwfw4j4SXV1d4R6SV1lZWakkP0WpVasW0tLSUKNGjXKL28rKCsuXL8dnn32GBw8ewN/fH7a2tnjw4AG2bNkCAGrvewGArl27YtmyZdi0aRPat2+PLVu24PLly3BxcRHq2NjY4PTp00hJSYFEIoGRkRE0NJgPExEREVHl4jfSV6xbtw5yuRyurq4wNzcXtsjIyHIdx9DQEHp6euXa58SJE3Hw4EHcu3cPAwcOhL29Pby8vJCcnIyYmBg0bdpUbTt3d3fMmTMH06dPR+vWrZGdnQ0/Pz+lOlOnToWmpiYcHR1hYmKC1NTUco2diIiIiOh1iBSv3jxBVE6ysrIglUqRuk4OA12Dyg6HAEiHV3YERO+mwvlKLpfDwKB6z1fVZW7mfEZU/ZV2buYlZ1ThpEOAav79gIioyuHcTETVBS85IyIiIiKiKosJDRERERERVVm85Iwq3NQxO6CtXbOywyB6r6zePKSyQ6B3HOdmKgvOKfQu4woNERERERFVWUxo3kMREREwNDSs7DCIiIiIiN4YE5o3FBISgtatW0NfXx+mpqbo168fkpKSlOqMGzcODRo0gK6uLkxMTNC3b19cu3at2H5dXV0hEokgEomgo6MDR0dHrF27tsR4jh49il69esHExAQ6Ojpo0KABfHx8EB8f/0bH6erqisDAwDfqg4iIiIiovDGheUNxcXEICAjAqVOncOjQIeTn58PNzQ25ublCnZYtWyI8PBxXr17FgQMHoFAo4ObmhufPnxfb95gxY5CWloYrV67A29sbAQEB2LZtW5H1165di27dusHY2BiRkZFISkpCVFQUOnTogMmTJ5fbMRMRERERvSv4UIA3FBMTo/Q5IiICpqamOHfuHDp16gQAGDt2rLDfxsYGCxYsgLOzM1JSUtCgQYMi+65ZsybMzMwAAMHBwdi6dSv27duHwYMHq9RNTU1FYGAgAgMD8c033yjta9asGSZNmlTkOP7+/sjMzMSePXuEssDAQMhkMsTGxsLf3x9xcXGIi4vDqlWrAADJycmwsbEpsk8iIiIioreBCU05k8vlAAAjIyO1+3NzcxEeHg5bW1tYWlqWqW9dXV08ffpU7b5du3YhPz8f06dPV7tfJBKVaayXrVq1CtevX0eTJk0wf/58AICJiYlKvby8POTl5Qmfs7KyXntMIiIqH5ybiai64yVn5aigoACBgYHo2LEjmjRporRv7dq1kEgkkEgk+O2333Do0CFoa2uXqt/nz59jy5YtuHTpErp27aq2zvXr12FgYCCs6AAvkpzCMSUSCRITE1/ruKRSKbS1tYUVIzMzM2hqaqrUCwkJgVQqFbayJmxERFT+ODcTUXXHhKYcBQQE4PLly9i+fbvKvqFDh+LChQuIi4tDw4YN4e3tjSdPnhTbX2ESpKurizFjxmDy5Mn49NNPi6z/6iqMu7s7ZDIZfv31V+Tm5pZ4z86bCgoKglwuF7bbt29X6HhERFQyzs1EVN3xkrNyMmHCBERHRyM+Ph716tVT2V/4mzF7e3u0a9cOtWrVQlRUlNr7YQoNHToUs2fPhq6uLszNzaGhUXT+aW9vD7lcjvT0dGGVRiKRwM7ODlpaxf8xa2hoQKFQKJXl5+cX20YdsVgMsVhc5nZERFRxODcTUXXHFZo3pFAoMGHCBERFReHIkSOwtbUtVRuFQqF0TbM6UqkUdnZ2qFu3brHJDAAMHDgQNWrUwJIlS8oUP/Difpi0tDSlMplMpvRZW1u7wld4iIiIiIjKiis0byggIABbt27F3r17oa+vj/T0dAAvkhFdXV389ddfiIyMhJubG0xMTPDPP/9g8eLF0NXVhZeXV7nFYWVlheXLl+Ozzz7DgwcP4O/vD1tbWzx48ABbtmwBALX3vQBA165dsWzZMmzatAnt27fHli1bcPnyZbi4uAh1bGxscPr0aaSkpEAikcDIyKjEJIuIiIiIqKLxG+kbWrduHeRyOVxdXWFubi5skZGRAAAdHR0cO3YMXl5esLOzg4+PD/T19fHHH3/A1NS0XGOZOHEiDh48iHv37mHgwIGwt7eHl5cXkpOTERMTg6ZNm6pt5+7ujjlz5mD69Olo3bo1srOz4efnp1Rn6tSp0NTUhKOjI0xMTJCamlqusRMRERERvQ6R4tWbJ4jKSVZWFqRSKcZ4b4C2ds3KDofovbJ685DKDqFKKZyv5HI5DAwMKjucCsW5mV4H5xSqDKWdm3nJGVW4rzd4V/svCEREVQ3nZiKqLnjJGRERERERVVlMaIiIiIiIqMriJWdU4R70DES+lnZlh0HVgPHR7ys7BKJqg3OzMs4vRFUXV2iIiIiIiKjKYkJDRERERERV1jud0ISEhKB169bQ19eHqakp+vXrh6SkJGH/gwcPMHHiRDg4OEBXVxdWVlaYNGkS5HJ5sf26urpCJBJh8eLFKvt69uwJkUiE4OBglfqFW506dTBo0CD8/fffxY4TGxsLkUiEzMxMlX02NjZYuXKl0ufC/jU1NWFhYYFRo0bh4cOHxY5x8eJF9OnTB6amptDR0YGNjQ18fHyQkZFRbDsiIiIiourgnU5o4uLiEBAQgFOnTuHQoUPIz8+Hm5sbcnNzAQB37tzBnTt38PXXX+Py5cuIiIhATEwMRo0aVWLflpaWiIiIUCr7999/cfjwYZibm6vUHzNmDNLS0nDnzh3s3bsXt2/fhq+vb7kcZ6H58+cjLS0Nqamp+OmnnxAfH49JkyYVWf/evXvo1q0bjIyMcODAAVy9ehXh4eGwsLAQztHrePr06Wu3JSIiIiJ6m97phwLExMQofY6IiICpqSnOnTuHTp06oUmTJti1a5ewv0GDBli4cCF8fX3x7NkzaGkVfXi9evXCjh07cOLECXTs2BEAsHHjRri5uSE1NVWlfs2aNWFmZgYAMDc3x4QJEzBu3LjyOEyBvr6+MEbdunUxfPhwbNu2rcj6J06cgFwux48//igcq62tLbp06aJU7/Lly5g2bRqOHTsGPT09uLm5YcWKFahduzaAFytQTZo0gZaWFrZs2YKmTZvi6NGjiIuLw7Rp03Dx4kUYGRlh+PDhWLBgQbHnlYiIiIjobXqnV2heVXgpmZGRUbF1DAwMSvzSra2tjaFDhyI8PFwoi4iIwMiRI0uM48GDB9ixYwfatm1bysjL7t9//8Uvv/xS7BhmZmZ49uwZoqKioFAo1NbJzMxE165d4eLigoSEBMTExODu3bvw9vZWqrdx40Zoa2vjxIkT+P777/Hvv//Cy8sLrVu3xsWLF7Fu3TqEhoZiwYIFRcaTl5eHrKwspY2IiCoX52Yiqu6qTEJTUFCAwMBAdOzYEU2aNFFb5/79+/jqq68wduzYUvU5cuRI7NixA7m5uYiPj4dcLkevXr3U1l27di0kEgn09PRgbGyMpKQkhIWFlWqcevXqQSKRKG3qVoFmzJgBiUQCXV1d1KtXDyKRCN98802R/bZr1w6zZs3CkCFDULt2bXh6emLZsmW4e/euUGf16tVwcXHBokWL0KhRI7i4uCAsLAxHjx7F9evXhXr29vZYunQpHBwc4ODggLVr18LS0hKrV69Go0aN0K9fP8ybNw/Lly9HQUGB2nhCQkIglUqFzdLSslTnh4iIKg7nZiKq7qpMQhMQEIDLly9j+/btavdnZWWhZ8+ecHR0VLqhvzjOzs6wt7fHzz//jLCwMAwbNqzIlZ2hQ4dCJpPh4sWLOH78OOzs7ODm5obs7GwAgJOTk5CseHp6KrU9duwYZDKZ0mZhYaEyxrRp0yCTyXDp0iUcPnwYwIuHFDx//rzIY1i4cCHS09Px/fffw8nJCd9//z0aNWqExMREAC8eGnD06FGlZKpRo0YAgFu3bgn9tGzZUqnfq1evon379hCJREJZx44dkZOTg3/++UdtLEFBQZDL5cJ2+/btIuMmIqK3g3MzEVV3VeJmiAkTJiA6Ohrx8fGoV6+eyv7s7Gx4eHhAX18fUVFRqFGjRqn7HjlyJNasWYMrV67gzJkzRdaTSqWws7MDANjZ2SE0NBTm5uaIjIzE6NGjsX//fuTn5wMAdHV1ldra2trC0NBQqUxd4lS7dm1hDHt7e6xcuRLt27fH0aNH0b179yJjMzY2xqBBgzBo0CAsWrQILi4u+Prrr7Fx40bk5OSgd+/eWLJkiUq7lx9+oKenV2T/pSUWiyEWi9+4HyIiKj+cm4moununExqFQoGJEyciKioKsbGxsLW1VamTlZUFd3d3iMVi7Nu3Dzo6OmUaY8iQIZg6dSqcnZ3h6OhY6naampoAgMePHwMArK2tyzTu64xRGtra2mjQoIHwlLMWLVpg165dsLGxKdPN/I0bN8auXbugUCiEVZoTJ05AX19fbVJJRERERFQZ3ulLzgICArBlyxZs3boV+vr6SE9PR3p6uvAFPysrS3iMc2hoKLKysoQ6xV2m9bJatWohLS1NuMSrKI8ePRL6vnjxIj799FPo6OjAzc3tjY+zUHZ2NtLT05GWloYzZ85g2rRpMDExQYcOHdTWj46Ohq+vL6Kjo3H9+nUkJSXh66+/xv79+9G3b18AL87hgwcPMHjwYJw9exa3bt3CgQMHMGLEiGLP0fjx43H79m1MnDgR165dw969ezF37lxMmTIFGhrv9F8bIiIiInqPvNMrNOvWrQPw4rHCLwsPD4e/vz/Onz+P06dPA4BwqVah5ORk2NjYlGqcVy8HU2fDhg3YsGEDgBdJULNmzbB//344ODiUaozS+PLLL/Hll18CAExMTNC6dWscPHgQxsbGaus7OjqiZs2a+Pzzz3H79m2IxWLY29vjxx9/xLBhwwAAFhYWOHHiBGbMmAE3Nzfk5eXB2toaHh4exSYmdevWxf79+zFt2jQ4OzvDyMgIo0aNwhdffFFux0tERERE9KZEiqKe90v0hrKysiCVSpH8wQjoa2lXdjhUDRgf/b6yQ6BqqnC+Knz0f3XGuVk9zi9E757Szs3v9AoNVQ9Gv66s9l8QiIiqGs7NRFRd8GYIIiIiIiKqspjQEBERERFRlcVLzqjCdftVCq2alR0F0f+c7MtbB4k4N1cOzj9E5Y8rNEREREREVGUxoSEiIiIioirrvUpoQkJC0Lp1a+jr68PU1BT9+vVDUlKSUp3169fD1dUVBgYGEIlEyMzMLLFff39/iEQifPLJJyr7AgICIBKJ4O/vr1K/cDM2NoaHhwcuXbpUqnFEIhFq1KiBOnXqoEePHggLC0NBQUGpzgERERERUXXyXiU0cXFxCAgIwKlTp3Do0CHk5+fDzc0Nubm5Qp1Hjx7Bw8MDs2bNKlPflpaW2L59Ox4/fiyUPXnyBFu3boWVlZVKfQ8PD6SlpSEtLQ2HDx+GlpYWevXqVeI4he1SUlLw22+/oUuXLvjss8/Qq1cvPHv2rEwxExERERFVde9VQhMTEwN/f384OTnB2dkZERERSE1Nxblz54Q6gYGBmDlzJtq1a1emvlu0aAFLS0vs3r1bKNu9ezesrKzg4uKiUl8sFsPMzAxmZmZo3rw5Zs6cidu3b+PevXvFjlPYrm7dumjRogVmzZqFvXv34rfffkNERIRQLzU1FX379oVEIoGBgQG8vb1x9+5dYX9wcDCaN2+OH374AZaWlqhZsya8vb0hl8uFOmfPnkWPHj1Qu3ZtSKVSdO7cGefPny/TeSEiIiIiqkjvVULzqsIv70ZGRuXS38iRIxEeHi58DgsLw4gRI0psl5OTgy1btsDOzg7GxsZlHrdr165wdnYWkqmCggL07dsXDx48QFxcHA4dOoS//voLPj4+Su1u3ryJHTt24JdffkFMTAwuXLiA8ePHC/uzs7MxfPhwHD9+HKdOnYK9vT28vLyQnZ2tNo68vDxkZWUpbUREVLk4NxNRdffePra5oKAAgYGB6NixI5o0aVIuffr6+iIoKAh///03AODEiRPYvn07YmNjVepGR0dDIpEAAHJzc2Fubo7o6GhoaLxejtmoUSPhHpzDhw8jMTERycnJsLS0BABs2rQJTk5OOHv2LFq3bg3gxSVxmzZtQt26dQEA3333HXr27Inly5fDzMwMXbt2VRpj/fr1MDQ0RFxcnNrL40JCQjBv3rzXip+IiCoG52Yiqu7e2xWagIAAXL58Gdu3by+3Pk1MTNCzZ09EREQgPDwcPXv2RO3atdXW7dKlC2QyGWQyGc6cOQN3d3d4enoKyVBZKRQKiEQiAMDVq1dhaWkpJDMA4OjoCENDQ1y9elUos7KyEpIZAGjfvj0KCgqEByXcvXsXY8aMgb29PaRSKQwMDJCTk4PU1FS1MQQFBUEulwvb7du3X+tYiIio/HBuJqLq7r1coZkwYQKio6MRHx+PevXqlWvfI0eOxIQJEwAAa9asKbKenp4e7OzshM8//vgjpFIpNmzYgAULFpR53KtXr8LW1rbsARdj+PDh+O+//7Bq1SpYW1tDLBajffv2ePr0qdr6YrEYYrG4XGMgIqI3w7mZiKq792qFRqFQYMKECYiKisKRI0fKPQEAXjyF7OnTp8jPz4e7u3up24lEImhoaCg9Ja20jhw5gsTERAwYMAAA0LhxY9y+fVvpt3BXrlxBZmYmHB0dhbLU1FTcuXNH+Hzq1CloaGjAwcEBwItL5iZNmgQvLy84OTlBLBbj/v37ZY6PiIiIiKiivFcrNAEBAdi6dSv27t0LfX19pKenAwCkUil0dXUBAOnp6UhPT8fNmzcBAImJidDX14eVlVWpHh6gqakpXNalqalZZL28vDxh/IcPH2L16tXIyclB7969i+2/sN3z589x9+5dxMTEICQkBL169YKfnx8AoHv37mjatCmGDh2KlStX4tmzZxg/fjw6d+6MVq1aCX3p6Ohg+PDh+Prrr5GVlYVJkybB29sbZmZmAAB7e3ts3rwZrVq1QlZWFqZNmyacJyIiIiKid8F7tUKzbt06yOVyuLq6wtzcXNgiIyOFOt9//z1cXFwwZswYAECnTp3g4uKCffv2lXocAwMDGBgYFFsnJiZGGL9t27Y4e/Ysdu7cCVdX11K1s7GxgYeHB44ePYpvv/0We/fuFRIokUiEvXv3olatWujUqRO6d++O+vXrKx0nANjZ2eGjjz6Cl5cX3Nzc0KxZM6xdu1bYHxoaiocPH6JFixYYNmwYJk2aBFNT01KfByIiIiKiiiZSKBSKyg6C3r7g4GDs2bMHMpmswsbIysqCVCpFq62AVs0KG4aozE725bRHygrnK7lcXuIvpKo6zs2Vi/MPUemVdm5+ry45o8pxuGf1/4JARFTVcG4mourivbrkjIiIiIiIqhcmNO+p4ODgCr3cjIiIiIjobeAlZ1ThtsgdoKtg7kxUlY2Q/lvZIVA549xcffDfJ73vOJMREREREVGVxYSGiIiIiIiqrGqf0ISEhKB169bQ19eHqakp+vXrh6SkJKU6T548QUBAAIyNjSGRSDBgwADcvXu32H5dXV0hEomwePFilX09e/aESCRCcHCwSv3CrU6dOhg0aBD+/vvvEo/h5s2bGDlyJKysrCAWi1G3bl1069YNP/30E549e6ZSf9y4cdDU1MTOnTtV9gUHByvFIZVK8eGHHyIuLk7t2CEhIdDU1MSyZctKjJOIiIiI6G2r9glNXFwcAgICcOrUKRw6dAj5+flwc3NDbm6uUGfy5Mn45ZdfsHPnTsTFxeHOnTv46KOPSuzb0tISERERSmX//vsvDh8+DHNzc5X6Y8aMQVpaGu7cuYO9e/fi9u3b8PX1LXaMM2fOoEWLFrh69SrWrFmDy5cvIzY2FqNHj8a6devw559/KtV/9OgRtm/fjunTpyMsLExtn05OTkhLS0NaWhpOnjwJe3t79OrVC3K5XKVuWFhYsX0REREREVWmav9QgJiYGKXPERERMDU1xblz59CpUyfI5XKEhoZi69at6Nq1KwAgPDwcjRs3xqlTp9CuXbsi++7Vqxd27NiBEydOoGPHjgCAjRs3ws3NDampqSr1a9asCTMzMwCAubk5JkyYgHHjxhXZv0KhgL+/Pxo2bIgTJ05AQ+N/+ae9vT0GDx6MV9+LunPnTjg6OmLmzJmwsLDA7du3YWlpqVRHS0tLiMPMzAzz589HeHg4rl+/jtatWwv14uLi8PjxY8yfPx+bNm3CH3/8gQ4dOhQZLxERERHR21btV2heVbgKYWRkBAA4d+4c8vPz0b17d6FOo0aNYGVlhZMnTxbbl7a2NoYOHYrw8HChLCIiAiNHjiwxjgcPHmDHjh1o27ZtkXVkMhmuXr2KqVOnKiUzLxOJREqfQ0ND4evrC6lUCk9PT5UVpFfl5eUhPDwchoaGcHBwUOlr8ODBqFGjBgYPHozQ0NAS+8rKylLaiIiocnFuJqLq7r1KaAoKChAYGIiOHTuiSZMmAID09HRoa2vD0NBQqW6dOnWQnp5eYp8jR47Ejh07kJubi/j4eMjlcvTq1Utt3bVr10IikUBPTw/GxsZISkoq9lKu69evA4BSopGRkQGJRCJsa9euFfbduHEDp06dgo+PDwDA19cX4eHhKqs4iYmJQntdXV18/fXX2LZtm9Ibo7OysvDzzz8Ll8T5+vpix44dyMnJKTLekJAQSKVSYXt1ZYiIiN4+zs1EVN29VwlNQEAALl++jO3bt5dbn87OzrC3t8fPP/+MsLAwDBs2DFpa6q/kGzp0KGQyGS5evIjjx4/Dzs4Obm5uyM7OLvV4xsbGkMlkkMlkMDQ0xNOnT4V9YWFhcHd3R+3atQEAXl5ekMvlOHLkiFIfDg4OQh/nzp3Dp59+ikGDBiEhIUGos23bNjRo0ADOzs4AgObNm8Pa2hqRkZFFxhYUFAS5XC5st2/fLvVxERFRxeDcTETVXbW/h6bQhAkTEB0djfj4eNSrV08oNzMzw9OnT5GZmam0SnP37l3hPpOSjBw5EmvWrMGVK1dw5syZIutJpVLY2dkBAOzs7BAaGgpzc3NERkZi9OjRKvXt7e0BAElJSXBxcQEAaGpqCn28nDg9f/4cGzduRHp6ukp5WFgYunXrJpRpa2sLfQCAi4sL9uzZg5UrV2LLli0AXlxu9ueffyr1VVBQgLCwMIwaNUrt8YnFYojF4iKPn4iI3j7OzURU3VX7hEahUGDixImIiopCbGwsbG1tlfa3bNkSNWrUwOHDhzFgwAAALxKI1NRUtG/fvlRjDBkyBFOnToWzszMcHR1LHZumpiYA4PHjx2r3u7i4oFGjRvj666/h7e1d5H00ALB//35kZ2fjwoULQr8AcPnyZYwYMUIlYVMXS2EciYmJSEhIQGxsrHCvEfDivh9XV1dcu3YNjRo1KvVxEhERERFVlGqf0AQEBGDr1q3Yu3cv9PX1hftipFIpdHV1IZVKMWrUKEyZMgVGRkYwMDDAxIkT0b59+2KfcPayWrVqIS0tDTVq1Ci23qNHj4Tx7969i6+++go6Ojpwc3NTW18kEiE8PBw9evRAx44dERQUhMaNGyM/Px/x8fG4d++ekLyEhoaiZ8+ewiVihRwdHTF58mT89NNPCAgIAAA8e/ZMiCM7OxuRkZG4cuUKZsyYIfTVpk0bdOrUSSWm1q1bIzQ0lO+lISIiIqJ3QrW/h2bdunWQy+VwdXWFubm5sL18L8iKFSvQq1cvDBgwAJ06dYKZmRl2795dpnEMDQ2hp6dXbJ0NGzYI43fp0gX379/H/v37VZ4u9rJ27drh3LlzcHBwQEBAABwdHdGhQwds27YNK1aswKeffoq7d+/i119/FVaYXqahoYH+/fsrPaHszz//FOJo3rw5duzYgXXr1sHPzw9Pnz7Fli1b1PYFAAMGDMCmTZuQn59fyjNDRERERFRxRIpXH4FFVE6ysrIglUqxJtUMugbVPncmqtZGSP+t7BAqVOF8JZfLlZ74WB1xbq5+qvu/T3p/lXZurvaXnFHl85UmVfsvCEREVQ3nZiKqLvirGSIiIiIiqrKY0BARERERUZXFS86owklnSQG+AoGIyoFiOW/7LC+cm6k4/LdGVQlXaIiIiIiIqMpiQvMesrGxwcqVKys7DCIiIiKiN8aE5v/Fx8ejd+/esLCwgEgkwp49e1Tq3L17F/7+/rCwsEDNmjXh4eGBGzduFNtvcHAwRCIRPDw8VPYtW7YMIpEIrq6uKvULN6lUig8//BBxcXElHkNWVhbmzJkDJycn6OrqwtjYGK1bt8bSpUvx8OHDEtsXJTY2FiKRCJmZma/dBxERERFRRWBC8/9yc3Ph7OyMNWvWqN2vUCjQr18//PXXX9i7dy8uXLgAa2trdO/eHbm5ucX2bW5ujqNHj+Kff/5RKg8LC4OVlZVKfScnJ6SlpSEtLQ0nT56Evb09evXqBblcXuQYDx48QLt27RAeHo6pU6fi9OnTOH/+PBYuXIgLFy5g69atpTgLRERERERVCx8K8P88PT3h6elZ5P4bN27g1KlTuHz5MpycnAAA69atg5mZGbZt24bRo0cX2dbU1BQtW7bExo0bMXv2bADAH3/8gfv372PQoEG4cuWKUn0tLS2YmZkBAMzMzDB//nyEh4fj+vXraN26tdoxZs2ahdTUVFy/fh0WFhZCubW1Ndzc3FDU+1NTUlJga2uLCxcuoHnz5gCAzMxM1KpVC0ePHoWNjQ26dOkCAKhVqxYAYPjw4YiIiCjyeImIiIiI3hau0JRSXl4eAEBHR0co09DQgFgsxvHjx0tsP3LkSKUkICwsDEOHDoW2tnaJ44aHh8PQ0BAODg5q6xQUFCAyMhK+vr5KyczLRCJRiTGqY2lpiV27dgEAkpKSkJaWhlWrVhUZa1ZWltJGRESVi3MzEVV3TGhKqVGjRrCyskJQUBAePnyIp0+fYsmSJfjnn3+QlpZWYvtevXohKysL8fHxyM3NxY4dOzBy5Ei1dRMTEyGRSCCRSKCrq4uvv/4a27ZtK/KNzvfu3UNmZqZKwtOyZUuhn8GDB5f9oAFoamrCyMgIwIuVJjMzM0ilUrV1Q0JCIJVKhc3S0vK1xiQiovLDuZmIqjsmNKVUo0YN7N69G9evX4eRkRFq1qyJo0ePwtPTExoaJZ/GGjVqwNfXF+Hh4di5cycaNmyIZs2aqa3r4OAAmUwGmUyGc+fO4dNPP8WgQYOQkJBQppijoqIgk8ng7u6Ox48fl6nt6wgKCoJcLhe227dvV/iYRERUPM7NRFTd8R6aMmjZsiVkMhnkcjmePn0KExMTtG3bFq1atSpV+5EjR6Jt27a4fPlykaszAKCtrQ07Ozvhs4uLC/bs2YOVK1diy5YtKvVNTExgaGiIpKQkpfLCBw7o6+sX+YSywmTs5Xts8vPzS3U8rxKLxRCL+ZY2IqJ3CedmIqruuELzGqRSKUxMTHDjxg0kJCSgb9++pWrn5OQEJycnXL58GUOGDCnTmJqamkWusmhoaMDb2xtbtmzBnTt3ytSviYkJAChdNieTyZTqFN7n8/z58zL1TURERERU0bhC8/9ycnJw8+ZN4XNycjJkMhmMjIyElY6dO3fCxMQEVlZWSExMxGeffYZ+/frBzc2t1OMcOXIE+fn5MDQ0LLLOs2fPkJ6eDgDIzs5GZGQkrly5ghkzZhTZZtGiRYiNjUWbNm0wf/58tGrVCnp6erh06RJOnjyJJk2aqG2nq6uLdu3aYfHixbC1tUVGRga++OILpTrW1tYQiUSIjo6Gl5cXdHV1IZFISn3MREREREQVhQnN/0tISBAeTwwAU6ZMAaD8iOK0tDRMmTIFd+/ehbm5Ofz8/DBnzpwyjaOnp1dinT///BPm5uYAgJo1a6JBgwZYt24d/Pz8imxjbGyMM2fOYMmSJVi2bBmSk5OhoaEBe3t7+Pj4IDAwsMi2YWFhGDVqFFq2bAkHBwcsXbpUKUmrW7cu5s2bh5kzZ2LEiBHw8/PjY5uJiIiI6J0gUhT1ghKiN5SVlfXiiWgBAHj5NhGVA8XyivmRVThfyeXyIp8oWV1wbqbSqKh/a0RlUdq5mSs0VOHki6r/FwQioqqGczMRVRd8KAAREREREVVZTGiIiIiIiKjK4iVnVOGkSVMgkmhXdhhUzgoar63sEIjoDXBurjycP4nKF1doiIiIiIioymJC8x6KiIgo9j04RERERERVRZVIaOLj49G7d29YWFhAJBJhz549autdvXoVffr0gVQqhZ6eHlq3bo3U1NQi+w0ODkbz5s1VylNSUiASiSCTyRAXF4caNWrg+PHjSnVyc3NRv359TJ06VW3fEREREIlEaNy4scq+nTt3QiQSwcbG5rXrF+Xo0aPo1asXTExMoKOjgwYNGsDHxwfx8fElti2Oq6trse+yISIiIiKqDFUiocnNzYWzszPWrFlTZJ1bt27hgw8+QKNGjRAbG4tLly5hzpw50NHReaOxO3fujIkTJ8Lf3x+5ublC+fTp06Grq4sFCxYU2VZPTw8ZGRk4efKkUnloaCisrKzeuP6r1q5di27dusHY2BiRkZFISkpCVFQUOnTogMmTJ5fYnoiIiIioqqkSCY2npycWLFiA/v37F1ln9uzZ8PLywtKlS+Hi4oIGDRqgT58+MDU1fePxFy1aBG1tbcyYMQPAi1WQH3/8EZs2bSo2YdLS0sKQIUMQFhYmlP3zzz+IjY3FkCFD3rj+y1JTUxEYGIjAwEBs3LgRXbt2hbW1NZo1a4bPPvsMCQkJRbb19/dHv379lMoCAwPh6uoq7I+Li8OqVasgEokgEomQkpJSbDxERERERG9DlUhoSlJQUIBff/0VDRs2hLu7O0xNTdG2bdsiL00rKx0dHWzatAnr16/H3r17MXLkSMyaNQstW7Ysse3IkSOxY8cOPHr0CMCLS8s8PDxQp06dcqlfaNeuXcjPz8f06dPV7heJRCXGWpRVq1ahffv2GDNmDNLS0pCWlgZLS0uVenl5ecjKylLaiIiocnFuJqLqrlokNBkZGcjJycHixYvh4eGBgwcPon///vjoo48QFxdXbNvExERIJBKlzcnJSaVeq1atEBQUhI8++gjGxsaYPXt2qWJzcXFB/fr18fPPP0OhUCAiIgIjR44st/qFrl+/DgMDA5iZmQllu3btUjquxMTEUsX8KqlUCm1tbdSsWRNmZmYwMzODpqamSr2QkBBIpVJhU5f0EBHR28W5mYiqu2qR0BQUFAAA+vbti8mTJ6N58+aYOXMmevXqhe+//77Ytg4ODpDJZErb/v371dadM2cOCgoKMHPmTGhplf4VPiNHjkR4eDji4uKQm5sLLy+vcq1f6NVVGHd3d8hkMvz666/Izc3F8+fPSx3z6wgKCoJcLhe227dvV+h4RERUMs7NRFTdVYsXa9auXRtaWlpwdHRUKm/cuLHK08lepa2tDTs7O6WyopKVwvKyJDMAMHToUEyfPh3BwcEYNmxYie3LWh8A7O3tIZfLkZ6eLqzSSCQS2NnZldheQ0MDCoVCqSw/P7/EMV8lFoshFovL3I6IiCoO52Yiqu6qxQqNtrY2WrdujaSkJKXy69evw9raupKi+h8jIyP06dMHcXFxpbp8rKz1AWDgwIGoUaMGlixZUub4TExMkJaWplQmk8mUPmtra1f4Cg8RERERUVlViYQmJydHuBwMAJKTkyGTyZTeMTNt2jRERkZiw4YNuHnzJlavXo1ffvkF48ePr6SolUVEROD+/fto1KhRhdS3srLC8uXLsWrVKgwfPhxHjx5FSkoKzp8/j2+//RYA1N73AgBdu3ZFQkICNm3ahBs3bmDu3Lm4fPmyUh0bGxucPn0aKSkpuH//vnCZHxERERFRZaoSCU1CQgJcXFzg4uICAJgyZQpcXFzw5ZdfCnX69++P77//HkuXLkXTpk3x448/YteuXfjggw8qK2wlurq6MDY2rrD6ADBx4kQcPHgQ9+7dw8CBA2Fvbw8vLy8kJycjJiYGTZs2VdvO3d0dc+bMwfTp09G6dWtkZ2fDz89Pqc7UqVOhqakJR0dHmJiYFPvCUiIiIiKit0WkePXmCaJykpWVBalUCpwZBZFEu7LDoXJW0HhtZYdAVG4K5yu5XA4DA4PKDqdCcW6ufJw/iUqntHNztXgoAL3b5A7fVPsvCEREVQ3nZiKqLqrEJWdERERERETqMKEhIiIiIqIqi5ecUYWLqqtATRFv1SKqSIOyRCVXInoJ5+bqiXMBvY+4QkNERERERFUWE5r3kI2NDVauXFnZYRARERERvTEmNGrEx8ejd+/esLCwgEgkwp49e4qt/8knn0AkEpWYJPj7+6Nfv34q5bGxsRCJRMjMzMTmzZuhp6eHmzdvKtW5c+cOatWqhdWrVxfZf1ZWFubMmQMnJyfhPTatW7fG0qVL8fDhw2JjK87L8RERERERvUuY0KiRm5sLZ2dnrFmzpsS6UVFROHXqFCwsLMpl7GHDhsHd3R3+/v4oKCgQyseMGYOWLVsiICBAbbsHDx6gXbt2CA8Px9SpU3H69GmcP38eCxcuxIULF7B169ZyiY+IiIiI6F3ChwKo4enpCU9PzxLr/fvvv5g4cSIOHDiAnj17ltv4P/zwA5ycnPDNN99g6tSpiIiIwIkTJ5CYmAiRSP3NfrNmzUJqaiquX7+ulFxZW1vDzc0NRb0/NSUlBba2trhw4QKaN28OAMjMzEStWrVw9OhR2NjYoEuXLgCAWrVqAQCGDx+OiIiIcjteIiIiIqLXxYTmNRUUFGDYsGGYNm0anJycyrVvExMTrF+/HoMHD4azszMmT56MVatWwdLSsshYIiMj4evrW+RKUVGJUEksLS2xa9cuDBgwAElJSTAwMICurq7aunl5ecjLyxM+Z2VlvdaYRERUfjg3E1F1x0vOXtOSJUugpaWFSZMmlalddHQ0JBKJ0qZuNahfv37w9vaGh4cHOnfujOHDhxfZ571795CZmQkHBwel8pYtWwpjDB48uExxFtLU1ISRkREAwNTUFGZmZpBKpWrrhoSEQCqVCltRCRgREb09nJuJqLpjQvMazp07h1WrViEiIqLMKx9dunSBTCZT2n788Ue1defMmYOCggJ88cUXrxVnVFQUZDIZ3N3d8fjx49fqoyyCgoIgl8uF7fbt2xU+JhERFY9zMxFVd7zk7DUcO3YMGRkZsLKyEsqeP3+Ozz//HCtXrkRKSkqRbfX09GBnZ6dU9s8//6itq6WlpfTfopiYmMDQ0BBJSUlK5YXx6evrF/mEMg2NFznty/fY5OfnFzteUcRiMcRi8Wu1JSKiisG5mYiqO67QvIZhw4bh0qVLSqssFhYWmDZtGg4cOPDW49HQ0IC3tze2bNmCO3fulKmtiYkJACAtLU0ok8lkSnW0tbUBvEjaiIiIiIjeJVyhUSMnJ0fpPTDJycmQyWQwMjKClZUVjI2NYWxsrNSmRo0aMDMzU7mP5W1ZtGgRYmNj0aZNG8yfPx+tWrWCnp4eLl26hJMnT6JJkyZq2+nq6qJdu3ZYvHgxbG1tkZGRoXKJm7W1NUQiEaKjo+Hl5QVdXV1IJJK3cVhERERERMXiCo0aCQkJcHFxgYuLCwBgypQpcHFxwZdfflnJkRXN2NgYZ86cgZ+fH5YtW4Y2bdqgadOmCA4Oho+PDzZs2FBk27CwMDx79gwtW7ZEYGAgFixYoLS/bt26mDdvHmbOnIk6depgwoQJFX04RERERESlIlIU9YISojeUlZUFqVQKuVwOAwODyg6HiKhI79N89T4dKxFVbaWdr7hCQ0REREREVRYTGiIiIiIiqrKY0BARERERUZXFp5xRhVuXmgkd/YLKDoPK4DNrw8oOgYgqGOdm9Tj/EVU9XKEhIiIiIqIqiwnNe0gkEmHPnj2VHQYRERER0Rt7qwlNfHw8evfuDQsLiyK/VAcHB6NRo0bQ09NDrVq10L17d5w+fbrEvtPT0zFx4kTUr18fYrEYlpaW6N27Nw4fPizUsbGxgUgkwqlTp5TaBgYGwtXVVfjs7++Pfv36qYwRGxsLkUiEzMzMIuMIDg5G8+bNVcpTUlIgEokgk8kQFxeHGjVq4Pjx40p1cnNzUb9+fUydOrXE41UnPT0dn332Gezs7KCjo4M6deqgY8eOWLduHR49evRafQJAREQEDA0NX7s9EREREVFFeasJTW5uLpydnbFmzZoi6zRs2BCrV69GYmIijh8/DhsbG7i5ueHevXtFtklJSUHLli1x5MgRLFu2DImJiYiJiUGXLl0QEBCgVFdHRwczZswot2N6HZ07d8bEiRPh7++P3NxcoXz69OnQ1dVVebFlafz1119wcXHBwYMHsWjRIly4cAEnT57E9OnTER0djd9//708D4GIiIiI6J3wVhMaT09PLFiwAP379y+yzpAhQ9C9e3fUr18fTk5O+Oabb5CVlYVLly4V2Wb8+PEQiUQ4c+YMBgwYgIYNG8LJyQlTpkxRWY0ZO3YsTp06hf3795fbcb2ORYsWQVtbW0iujh49ih9//BGbNm1CbGwsPvjgAxgaGsLY2Bi9evXCrVu3iu1v/Pjx0NLSQkJCAry9vdG4cWPUr18fffv2xa+//orevXurbadu1Ukmk0EkEiElJQWxsbEYMWIE5HI5RCIRRCIRgoODy+s0EBERERG9kXf6HpqnT59i/fr1kEqlcHZ2VlvnwYMHiImJQUBAAPT09FT2v3qplK2tLT755BMEBQWhoKDynu6io6ODTZs2Yf369di7dy9GjhyJWbNmoWXLlsjNzcWUKVOQkJCAw4cPQ0NDA/379y8y3v/++w8HDx4s8hwAL+6beR0dOnTAypUrYWBggLS0NKSlpRV5SVxeXh6ysrKUNiIiqlycm4mounsnE5ro6GhIJBLo6OhgxYoVOHToEGrXrq227s2bN6FQKNCoUaNS9//FF18gOTkZP/30U3mFrCQxMRESiURpc3JyUqnXqlUrBAUF4aOPPoKxsTFmz54NABgwYAA++ugj2NnZoXnz5ggLC0NiYiKuXLmidrzCc+Dg4KBUXrt2bWH8173MTltbG1KpFCKRCGZmZjAzM4NEIlFbNyQkBFKpVNgsLS1fa0wiIio/nJuJqLp7JxOaLl26QCaT4Y8//oCHhwe8vb2RkZGhtq5CoShz/yYmJpg6dSq+/PJLPH369LViTE1NVUpYFi1aJOxzcHCATCZT2oq6xG3OnDkoKCjAzJkzoaX14rVAN27cwODBg1G/fn0YGBjAxsZGGLMszpw5A5lMBicnJ+Tl5b3WcZZFUFAQ5HK5sN2+fbvCxyQiouJxbiai6u6dfLGmnp4e7OzsYGdnh3bt2sHe3h6hoaEICgpSqWtvbw+RSIRr166VaYwpU6Zg7dq1WLt2rco+AwMD/P333yrlmZmZ0NTUhJ6eHiQSCWQymbDPyMhI+H9tbW3Y2dkptS1MVl5VWP7y/t69e8Pa2hobNmyAhYUFCgoK0KRJkyKTLzs7O4hEIiQlJSmV169fHwCgq6urth0AaGi8yGlfTgzz8/OLrF8csVgMsVj8Wm2JiKhicG4mourunVyheVVBQUGRKwxGRkZwd3fHmjVrlJ4YVqioRyxLJBLMmTMHCxcuRHZ2ttI+BwcH/Pnnnypjnj9/Hra2tqhRowa0tLSEpMvOzk4poXkT//33H5KSkvDFF1+gW7duaNy4MR4+fFhsG2NjY/To0QOrV69Wew6KY2JiAgBIS0sTyl5O1IAXCdrz58/L1C8RERER0dvwVhOanJwc4RIsAEhOToZMJhMupcrNzcWsWbNw6tQp/P333zh37hxGjhyJf//9F4MGDSqy3zVr1uD58+do06YNdu3ahRs3buDq1av49ttv0b59+yLbjR07FlKpFFu3blUqHzp0KEQiEfz8/HDu3DncvHkTYWFhWLlyJT7//PM3PxHFqFWrFoyNjbF+/XrcvHkTR44cwZQpU0pst3btWjx79gytWrVCZGQkrl69iqSkJGzZsgXXrl2Dpqam2nZ2dnawtLREcHAwbty4gV9//RXLly9XqmNjY4OcnBwcPnwY9+/ff6N32hARERERlae3mtAkJCTAxcUFLi4uAF5c9uXi4oIvv/wSAKCpqYlr164Jj17u3bs3/vvvPxw7dkztTfWF6tevj/Pnz6NLly74/PPP0aRJE/To0QOHDx/GunXrimxXo0YNfPXVV3jy5IlSuaGhIY4dO4b8/Hz06dMHzZs3x7fffotvvvkG48aNK4czUTQNDQ1s374d586dQ5MmTTB58mQsW7asxHYNGjTAhQsX0L17dwQFBcHZ2RmtWrXCd999h6lTp+Krr75S265GjRrYtm0brl27hmbNmmHJkiUq78Hp0KEDPvnkE/j4+MDExARLly4tl2MlIiIiInpTIsXr3FVPVApZWVmQSqWQy+UwMDCo7HCIiIr0Ps1X79OxElHVVtr5qkrcQ0NERERERKQOExoiIiIiIqqymNAQEREREVGV9U6+h4aqmc+kgHZlB0H0HvuBt0qSGpyb30+cD6ga4goNERERERFVWUxoiIiIiIioynqvEpr4+Hj07t0bFhYWEIlE2LNnj9L+/Px8zJgxA02bNoWenh4sLCzg5+eHO3fuFNuvv78/+vXrp1IeGxsLkUiEzMxMbN68GXp6erh586ZSnTt37qBWrVpYvXp1kf1nZWVhzpw5cHJygq6uLoyNjdG6dWssXboUDx8+VKm/bds2aGpqIiAgoMiYCjddXV04OTlh/fr1asc+efIkNDU10bNnz2LPARERERFRZXivEprc3Fw4OztjzZo1avc/evQI58+fx5w5c3D+/Hns3r0bSUlJ6NOnzxuPPWzYMLi7u8Pf3x8FBQVC+ZgxY9CyZUu1yQcAPHjwAO3atUN4eDimTp2K06dP4/z581i4cCEuXLiArVu3qrQJDQ3F9OnTsW3bNpWXhhZKSkpCWloarly5gnHjxuHTTz/F4cOH1fY1ceJExMfHl5jYERERERG9be/VQwE8PT3h6elZ5H6pVIpDhw4pla1evRpt2rRBamoqrKys3mj8H374AU5OTvjmm28wdepURERE4MSJE0hMTIRIJFLbZtasWUhNTcX169dhYWEhlFtbW8PNzQ2vvhc1OTkZf/zxB3bt2oWjR49i9+7dGDJkiEq/pqamMDQ0BABMmjQJ3377Lc6fP49u3boJdXJychAZGYmEhASkp6cjIiICs2bNeqNzQERERERUnt6rFZrXIZfLIRKJhC//b8LExATr16/HnDlzcOjQIUyePBmrVq2CpaWl2voFBQWIjIyEr6+vUjLzslcTofDwcPTs2RNSqRS+vr4IDQ0tNiaFQoGYmBikpqaibdu2Svt27NiBRo0awcHBAb6+vggLC1NJoF6Wl5eHrKwspY2IiCoX52Yiqu6Y0BTjyZMnmDFjBgYPHgwDA4Ni60ZHR0MikSht6laD+vXrB29vb3h4eKBz584YPnx4kX3eu3cPmZmZcHBwUCpv2bKlMMbgwYOF8oKCAkRERMDX1xcA8PHHH+P48eNITk5W6btevXqQSCTQ1tZGz549MXfuXHTq1EmpTmhoqNCXh4cH5HI54uLiiow3JCQEUqlU2IpK1IiI6O3h3ExE1R0TmiLk5+fD29sbCoUC69atK7F+ly5dIJPJlLYff/xRbd05c+agoKAAX3zxxWvFFhUVBZlMBnd3dzx+/FgoP3ToEHJzc+Hl5QUAqF27Nnr06IGwsDCVPo4dO6YU56JFi5SOMykpCWfOnBESJi0tLfj4+BS74hMUFAS5XC5st2/ffq3jIyKi8sO5mYiqu/fqHprSKkxm/v77bxw5cqTE1RkA0NPTg52dnVLZP//8o7aulpaW0n+LYmJiAkNDQyQlJSmVF97Lo6+vj8zMTKE8NDQUDx48gK6urlBWUFCAS5cuYd68edDQ+F/+amtrK1xG5+TkhNOnT2PhwoX49NNPhb6ePXumdKmbQqGAWCzG6tWrIZVKVeIVi8UQi8XFHhMREb1dnJuJqLrjCs0rCpOZGzdu4Pfff4exsXGlxaKhoQFvb29s2bKlxCeM/ffff9i7dy+2b9+utEp04cIFPHz4EAcPHiy2vaamprDa8+zZM2zatAnLly9X6uvixYuwsLDAtm3byu0YiYiIiIjexHu1QpOTk6P0Hpjk5GTIZDIYGRnBysoK+fn5GDhwIM6fP4/o6Gg8f/4c6enpAAAjIyNoa2u/9ZgXLVqE2NhYtGnTBvPnz0erVq2gp6eHS5cu4eTJk2jSpAkAYPPmzTA2Noa3t7fKgwK8vLwQGhoKDw8PoSwjIwNPnjxBXl4ezpw5g82bN2PgwIEAXtwP9PDhQ4waNUplJWbAgAEIDQ3FJ598UsFHTkRERERUsvcqoUlISECXLl2Ez1OmTAEADB8+HBEREfj333+xb98+AEDz5s2V2h49ehSurq5vK1SBsbExzpw5gyVLlmDZsmVITk6GhoYG7O3t4ePjg8DAQABAWFgY+vfvr/bxzwMGDMCwYcNw//59oazwQQNaWlqwtLTEuHHjEBwcDODF5Wbdu3dXe1nZgAEDsHTpUly6dAnNmjUr/wMmIiIiIioDkaK45/ASvYGsrCxIpVLI5fJS3YdERFRZ3qf56n06ViKq2ko7X/EeGiIiIiIiqrKY0BARERERUZXFhIaIiIiIiKqs9+qhAFQ5+knDoQXdkisSldFBxdjKDoGoyuLc/G7hfEb0+rhCQ0REREREVRYTGiIiIiIiqrLKJaGJj49H7969YWFhAZFIhD179qjU2b17N9zc3GBsbAyRSASZTFaqvrOysjB79mw0atQIOjo6MDMzQ/fu3bF7924UPnHa1dUVIpEI27dvV2q7cuVK2NjYCJ+Dg4NV3i8DACkpKSXGFBERAUNDQ7X7Co/5+vXrqFmzJrZu3aq0v6CgAB06dBBeXFlWWVlZmDNnDpycnKCrqwtjY2O0bt0aS5cuxcOHD1Xqb9u2DZqamggICFDZFxsbC5FIJGy6urpwcnLC+vXr1Y598uRJaGpqomfPnq8VOxERERFRRSqXhCY3NxfOzs5Ys2ZNsXU++OADLFmypNT9ZmZmokOHDti0aROCgoJw/vx5xMfHw8fHB9OnT4dcLhfq6ujo4IsvvkB+fv4bHcubaNiwIRYvXoyJEyciLS1NKF++fDn++usvfP/992Xu88GDB2jXrh3Cw8MxdepUnD59GufPn8fChQtx4cIFleQJePFizOnTp2Pbtm148uSJ2n6TkpKQlpaGK1euYNy4cfj0009x+PBhtX1NnDgR8fHxuHPnTpnjJyIiIiKqSOXyUABPT094enoWW2fYsGEAXqyGlNasWbOQkpKC69evw8LCQihv2LAhBg8eDB0dHaFs8ODB2LdvHzZs2IDx48eX7QDK0cSJE7Fnzx6MGTMG0dHRuHbtGr788ktERkYiOTkZgwcPxoULF5Cfn4/mzZtjxYoVaNGiRZH9zZo1C6mpqSrnwNraGm5ubnj1vajJycn4448/sGvXLhw9ehS7d+/GkCFDVPo1NTUVVpwmTZqEb7/9FufPn0e3bt2EOjk5OYiMjERCQgLS09MRERGBWbNmFRlrXl4e8vLyhM9ZWVklni8iIqpYnJuJqLp7Z++hKSgowPbt2zF06FClL/KFJBIJtLT+l48ZGBhg9uzZmD9/PnJzc99mqEpEIhHCw8Nx7NgxbNiwAf7+/vj444/Rp08fZGdnY/jw4Th+/DhOnToFe3t7eHl5ITs7W21fBQUFiIyMhK+vr9pzUDjey8LDw9GzZ09IpVL4+voiNDS02HgVCgViYmKQmpqKtm3bKu3bsWMHGjVqBAcHB/j6+iIsLEwlgXpZSEgIpFKpsFlaWhY7NhERVTzOzURU3b2zCc39+/fx8OFDNGrUqNRtxo8fDx0dHXzzzTcVEpNcLodEIlHZXmVtbY2VK1fik08+QVpaGlatWgUA6Nq1K3x9fdGoUSM0btwY69evx6NHjxAXF6d2vHv37iEzMxMODg5K5S1bthTGHjx4sFBeUFCAiIgI+Pr6AgA+/vhjHD9+HMnJySp916tXDxKJBNra2ujZsyfmzp2LTp06KdUJDQ0V+vLw8IBcLi8yVgAICgqCXC4Xttu3bxdZl4iI3g7OzURU3b2zCU1xKwFFEYvFmD9/Pr7++mvcv3//tcd+OVn55JNPhHJ9fX3IZDKVTZ0RI0bA3NwcEydOhIGBAQDg7t27GDNmDOzt7SGVSmFgYICcnBykpqaWKb6oqCjIZDK4u7vj8ePHQvmhQ4eQm5sLLy8vAEDt2rXRo0cPhIWFqfRx7NgxIf4ff/wRixYtwrp164T9SUlJOHPmjJAwaWlpwcfHp9gVH7FYDAMDA6WNiIgqF+dmIqru3tkXa5qYmMDQ0BDXrl0rUztfX198/fXXWLBggdITzoAXl6W9/CCBQpmZmQAAqVQKAEpJyssTv4aGBuzs7Eodi5aWltJlccOHD8d///2HVatWwdraGmKxGO3bt8fTp0/Vti88B0lJSUrlVlZWAF4kWIWxAy9WVB48eABd3f+9KK2goACXLl3CvHnzoKHxv/zV1tZWuIfGyckJp0+fxsKFC/Hpp58KfT179kzpUjeFQgGxWIzVq1cL54qIiIiIqDK9sys0Ghoa+Pjjj/HTTz+pfbpWTk4Onj17prZdSEgI1q1bp/IAAgcHB/zzzz+4e/euUvn58+eho6MjJAp2dnbCZmpqWm7HdOLECUyaNAleXl5wcnKCWCwudiVJQ0MD3t7e2LJlS4lPGPvvv/+wd+9ebN++XWn16MKFC3j48CEOHjxYbHtNTU1htefZs2fYtGkTli9frtTXxYsXYWFhgW3btpX94ImIiIiIKkC5rNDk5OTg5s2bwufk5GTIZDIYGRkJScKDBw+QmpoqfDEvXHUwMzODmZmZ2n4XLlyI2NhYtG3bFgsXLkSrVq1Qo0YNHDt2DCEhITh79qzad8P07NkTbdu2xQ8//IA6deoI5e7u7nBwcMDgwYOxYMECmJmZ4fz58/jiiy/w2WefQVNTszxOR5Hs7e2xefNmtGrVCllZWZg2bZrSaoo6ixYtQmxsLNq0aYP58+ejVatW0NPTw6VLl3Dy5Ek0adIEALB582YYGxvD29tb5UEBXl5eCA0NhYeHh1CWkZGBJ0+eIC8vD2fOnMHmzZuF9+RER0fj4cOHGDVqlMpKzIABAxAaGqp0KR4RERERUWUplxWahIQEuLi4wMXFBQAwZcoUuLi44MsvvxTq7Nu3Dy4uLsILGj/++GO4uLgU+24WIyMjnDp1Cr6+vliwYAFcXFzw4YcfYtu2bVi2bFmxlz0tWbJE5R0sWlpaOHjwIKysrDB48GA0adIEc+fOxWeffYavvvrqTU5BqYSGhuLhw4do0aIFhg0bhkmTJpW4AmRsbIwzZ87Az88Py5YtQ5s2bdC0aVMEBwfDx8cHGzZsAACEhYWhf//+KskM8CIJ2bdvn9JqkIODA8zNzWFnZ4cZM2Zg3Lhx+O6774Q4u3fvrvb8DhgwAAkJCbh06dKbnAoiIiIionIhUrzO3fdEpZCVlQWpVAq5XM6bUInonfY+zVfv07ESUdVW2vnqnb2HhoiIiIiIqCRMaIiIiIiIqMpiQkNERERERFXWO/seGqo+9ocDNYt/mBtRldNnbGVHQPRmODcT/Q/n9KqNKzRERERERFRlMaEhIiIiIqIq640TmjVr1sDGxgY6Ojpo27Ytzpw5o7T/1q1b6N+/P0xMTGBgYABvb2/cvXu3xH7T09MxceJE1K9fH2KxGJaWlujduzcOHz4s1LGxsYFIJMKpU6eU2gYGBsLV1VX47O/vj379+qmMERsbC5FIhMzMzCLjCA4ORvPmzYuN9ebNmxg5ciSsrKwgFotRt25ddOvWDT/99BOePXsm1BOJRGq37du3F9v/hQsX4OPjA3Nzc4jFYlhbW6NXr1745ZdfoO6p2+7u7tDU1MTZs2dV9vn7+yuNbWxsDA8PjyLfKzNu3Dhoampi586dxcZIRERERFQZ3iihiYyMxJQpUzB37lycP38ezs7OcHd3R0ZGBgAgNzcXbm5uEIlEOHLkCE6cOIGnT5+id+/eKCgoKLLflJQUtGzZEkeOHMGyZcuQmJiImJgYdOnSBQEBAUp1dXR0MGPGjDc5jDdy5swZtGjRAlevXsWaNWtw+fJlxMbGYvTo0Vi3bh3+/PNPpfrh4eFIS0tT2tQlW4X27t2Ldu3aIScnBxs3bsTVq1cRExOD/v3744svvoBcLleqn5qaij/++AMTJkxAWFiY2j49PDyEsQ8fPgwtLS306tVLpd6jR4+wfft2TJ8+vci+/q+9ew+Lqlr/AP4dBhiQEUhAQEURBgFRgUAQPJkmiveOxwuppKLHjpe8hIbys/BWcjQvnJOgZVwsTclbeekQgrdMDEVGDQW8phWgiIKigcL8/vBh53ZmEFDAwe/nefbzHNZe+91r791Zzdvaa20iIiIiosb0TIsCrFq1CpMmTUJISAgAYN26ddi7dy/i4uIwb948/PTTT7hy5QoyMzOFj+Fs2LABr7zyCvbv34+AgACNcadOnQqJRIL09HSYmJgI5W5ubpgwYYKo7jvvvIN169bh+++/x4ABA57lcmpNpVJh/Pjx6NChA3766Sfo6f2VHzo5OWHUqFFqIyjm5uawsbGpUfzS0lJMnDgRAwcOxI4dO0T7XF1dMXHiRLX48fHxGDRoEKZMmYJu3bph1apVMDYWz/qUyWRCG2xsbDBv3jy89tpruHHjBqysrIR6W7duRceOHTFv3jy0atUK165dg52dndb2lpWVoaysTPi7pKSkRtdJRET1h30zETV1dR6hKS8vR0ZGhigp0dPTQ0BAANLS0gA86kQlEglkMplQx8jICHp6ejhy5IjGuEVFRUhKSsK0adNEyUwVc3Nz0d/t27fH5MmTER4eXu2oT31QKpU4d+4c5syZI0pmHieRSOocPzk5GTdv3kRYWJjWOo/HV6lUiI+PR3BwMFxcXKBQKLBt27Zqz3H37l1s3LgRCoUCFhYWon2xsbEIDg6GmZkZ+vfvj4SEhGpjRUZGwszMTNiqS36IiKhhsG8moqauzglNYWEhKioqYG1tLSq3trZGfn4+AKBbt24wMTHB3Llzce/ePZSWlmLOnDmoqKhAXl6exrgXLlyASqWCi4tLjdvywQcf4PLly9i0aVNdL6dOcnNzAQDOzs5C2fXr1yGXy4UtJiZGdMyoUaNE++VyOa5evVrj+MePHxcdu2fPHmFfSkoK7t27h8DAQABAcHAwYmNj1eLu2bNHOL558+bYtWsXEhMTRUnZ+fPncezYMQQFBQmx4uPjNc7ZqRIeHo7i4mJhu3btmta6RETUMNg3E1FTV6+rnFlZWWHr1q3YvXs35HI5zMzMcPv2bbz66qtaRzSq+8Fc3XnmzJmDiIgIlJeX16mtV69eFSUKS5curVMcCwsLKJVKKJVKmJubq7Vn9erVwv6qrVWrVjWO36VLF+G40tJS0aIDcXFxCAoKgr7+ozcJR40ahZ9++gkXL14UxejVq5cQIz09HYGBgejfvz9+/fVXUazAwEBYWloCAAYMGIDi4mLs379fa9tkMhlMTU1FGxERNS72zUTU1NV5Do2lpSWkUqnaimUFBQWiOSJ9+/bFxYsXUVhYCH19fWEOiYODg8a4Tk5OkEgkyM7OrlV7QkNDERMTozYiAgCmpqaiH+tVbt++DalUChMTE8jlciiVSmFfixYtnnpOJycnAEBOTg48PT0BAFKpFAqFAgCExOJxNjY2wv7axO/WrRuAR/9i0nR8UVERdu7ciQcPHmDt2rVCeUVFBeLi4vDxxx8LZSYmJqIYX3zxBczMzLB+/Xp89NFHqKiowIYNG5Cfny+6hqpYvXv3rlH7iYiIiIjqW51HaAwNDeHl5SVaRrmyshKpqanw8/NTq29paQlzc3Ps378f169fx5AhQzTGbdGiBQIDAxEdHY3S0lK1/dqWWJbL5fjwww/x8ccf486dO6J9zs7OyMrKEk2KBICTJ0+iffv2MDAwgL6+PhQKhbDVJKHx9PSEi4sLVqxYUS/zd/r27YsWLVpg2bJlT627adMmtGnTBqdOnRKN/qxcuRIJCQmoqKjQeqxEIoGenh7u378PAPj+++9x584dZGZmimJt3rwZO3bsqHaZayIiIiKihvRMr5yFhoZi/fr1wnLCU6ZMQWlpqbDqGfBo1a1jx47h4sWL2LhxI0aMGIH33ntPNC/kSdHR0aioqICPjw+2b9+O8+fP49y5c/jvf/+rMVmq8s4778DMzAxff/21qHzMmDGQSCQYO3YsMjIycOHCBcTFxSEqKgqzZ89+6nXev39f7TWxixcvQiKRID4+Hjk5OejevTt27dqF8+fP4+zZs1i3bh1u3LgBqVQqinX79m3k5+eLNk2JG/AoSfviiy+wd+9eDBw4ED/88AMuXbqE06dPY/ny5QAgxI+NjcXw4cPRqVMn0TZx4kQUFhYiKSlJiFtWViac+9y5c5g+fTru3r2LwYMHC7EGDhwId3d3UayRI0fC3Ny8wecqERERERFp80zLNgcFBeHGjRuIiIhAfn4+PDw8kJSUJFooICcnB+Hh4SgqKoK9vT3mz5+P9957r9q4Dg4OOHnyJD7++GPMnj0beXl5sLKygpeXl+h1qicZGBhgyZIlGD16tKjc3NwcP/74I+bNm4chQ4aguLgYCoUCq1atwsSJE596nbm5ucIrZVV69+6NlJQUdOvWDRkZGVi6dCmmTZuG/Px8mJiYwN3dHatXr1ZbZvrxZK9KZGQk5s2bp/HcQ4cOxdGjR7Fs2TKMHTsWRUVFMDMzg7e3N7Zs2YJBgwYhIyMDp06dwvr169WONzMzQ+/evYUkBQCSkpJga2sLAGjevDlcXFywdetW9OzZEwUFBdi7d69aUgg8WsVu6NChiI2NVfseEBERERFRY5Co6jILn6gGSkpKYGZmhuLiYk5CJaIX2svUX71M10pEuq2m/VW9rnJGRERERERUn5jQEBERERGRzmJCQ0REREREOuuZFgUgqol5V80ga97YraDnbXU7Tr8j0mXsm2uP/R7Ri4kjNEREREREpLOY0BARERERkc6qdUITHR0Ne3t7GBkZwdfXF+np6aL9+fn5ePvtt2FjYwMTExO8+uqr2L59+1Pj5ufnY/r06XBwcIBMJoOdnR0GDx6M1NRUoY69vT0kEgmOHTsmOnbWrFno2bOn8Pf48ePx97//Xe0cBw8ehEQiqfZL9wsXLoREIkG/fv3U9n3yySeQSCSicwGPlpT78MMP4ebmBmNjY1hYWKBr165Yvnw5bt26JdTr2bMnJBKJ2jZ58uSn3puZM2dCoVDAyMgI1tbW6N69O9auXYt79+6p1Y+MjIRUKsUnn3yiti8hIUF0brlcDi8vL+zYsUPjuTdv3gypVMrvzhARERHRC6lWCU1iYiJCQ0OxYMECnDx5Eu7u7ggMDMT169eFOmPHjkVOTg527dqFM2fO4B//+AdGjhyJzMxMrXGvXLkCLy8v7N+/H5988gnOnDmDpKQk9OrVS+2HtJGREebOnVvLy6wdW1tbHDhwAL/99puoPC4uDm3bthWVFRUVoVu3boiPj8ecOXPw888/Cx8FzczMVPtA5aRJk5CXlyfali9frrUtly5dgqenJ5KTk7F06VJkZmYiLS0NYWFh2LNnD1JSUtSOiYuLQ1hYGOLi4jTGNDU1Fc6dmZmJwMBAjBw5Ejk5OWp1Y2NjERYWhs2bN+PPP//U2k4iIiIiosZQq0UBVq1ahUmTJglfu1+3bh327t2LuLg44Uv3R48exdq1a+Hj4wMA+OCDD7B69WpkZGTA09NTY9ypU6dCIpEgPT0dJiYmQrmbmxsmTJggqvvOO+9g3bp1+P777zFgwIDaNL/GWrZsCS8vL2zYsAHz588XrquwsBAjRozA2bNnhbr/93//h6tXryI3NxetWrUSytu1a4e+ffviye+WNmvWDDY2NjVuy9SpU6Gvr48TJ06I7o2DgwPefPNNtfiHDh3C/fv3sXjxYnz55Zc4evQo/P39RXUkEonQBhsbG3z00UdYsWIFTp8+DWdnZ6He5cuXcfToUWzfvh0HDhzAjh07MHr0aK1tLSsrQ1lZmfB3SUlJja+TiIjqB/tmImrqajxCU15ejoyMDAQEBPx1sJ4eAgICkJaWJpT5+/sjMTERRUVFqKysxJYtW/Dnn3+qvaZVpaioCElJSZg2bZroB3sVc3Nz0d/t27fH5MmTER4ejsrKypo2v9YmTJiAhIQE4e+4uDiMGTMGhoaGQlllZSUSExMRHBwsSmYeJ5FI6tyGmzdvIjk5Weu90RQ/NjYWo0aNgoGBAUaNGoXY2Nhqz1FRUYENGzYAAF599VXRvvj4eAwcOBBmZmYIDg5+aqzIyEiYmZkJm52d3dMukYiI6hn7ZiJq6mqc0BQWFqKiogLW1taicmtra+Tn5wt/f/PNN3jw4AEsLCwgk8nwr3/9Czt37oRCodAY98KFC1CpVHBxcalxoz/44ANcvnwZmzZtqvExtTVo0CCUlJTg8OHDKC0txTfffKM2WnTjxg3cvn1bNKoBAF5eXpDL5ZDL5Rg1apRoX0xMjLCvatN2HVX35sn4lpaWwrGPv35XUlKCbdu2ITg4GAAQHByMb775Bnfv3hUdX1xcLBxvaGiIKVOm4PPPP4ejo6NQp7KyEgkJCUKst956C0eOHMHly5e13rPw8HAUFxcL27Vr17TWJSKihsG+mYiauue+ytmHH36I27dvIyUlBSdOnEBoaChGjhyJM2fOaKz/5CtTNWFlZYU5c+YgIiIC5eXldWrn1atXRUnF0qVLRfsNDAwQHByM+Ph4bN26FR06dECXLl1qFHvnzp1QKpUIDAzE/fv3RfvGjBkDpVIp2oYMGVKrtqenp0OpVMLNzU30GsHmzZvh6OgId3d3AICHhwfatWuHxMRE0fHNmzcXzp2ZmYmlS5di8uTJ2L17t1Bn3759KC0tFV7rs7S0RJ8+fbTOywEAmUwGU1NT0UZERI2LfTMRNXU1nkNjaWkJqVSKgoICUXlBQYEwH+PixYtYs2YNfvnlF7i5uQEA3N3d8eOPPyI6Ohrr1q1Ti+vk5ASJRILs7OxaNTw0NBQxMTGIiYlR22dqaopff/1Vrfz27duQSqUwMTGBXC6HUqkU9rVo0UKt/oQJE+Dr64tffvlFbXQGeJRYmZubq02mr1o4oHnz5morqpmZmWkdrXqSQqGARCJRi+/g4AAAMDY2FpXHxsYiKysL+vp/PdbKykrExcVh4sSJQpmenp6oDV26dEFycjKWLVuGwYMHC7GKiopE56isrMTp06exaNEi6OlxxW8iIiIianw1/lVqaGgILy8v0TLKlZWVSE1NhZ+fHwAISwg/+WNXKpVqne/SokULBAYGIjo6GqWlpWr7tS2xLJfL8eGHH+Ljjz/GnTt3RPucnZ2RlZUlGr0AgJMnT6J9+/YwMDCAvr4+FAqFsGlKaNzc3ODm5oZffvlF42R4PT09jBw5Ehs3bsQff/yhsZ3PwsLCAn369MGaNWs03pvHnTlzBidOnMDBgwdFoz8HDx5EWlraUxNGqVQqjCbdvHkT3333HbZs2SKKlZmZiVu3biE5Ofm5XSMRERER0bOo1X9mDw0Nxfr167FhwwacO3cOU6ZMQWlpqbDqmYuLCxQKBf71r38hPT0dFy9exMqVK7Fv3z6N34WpEh0djYqKCvj4+GD79u04f/48zp07h//+979CsqTJO++8AzMzM7WlkceMGQOJRIKxY8ciIyMDFy5cQFxcHKKiojB79uzaXDL279+PvLw8tcUJqixduhStW7eGj48P4uLicPr0aVy8eBE7d+5EWloapFKpqP69e/eQn58v2h7/Vs2TYmJi8PDhQ3h7eyMxMRHnzp1DTk4ONm7ciOzsbCF+bGwsfHx80KNHD3Tq1EnYevToga5du4om9KtUKuHcly9fxueff44ffvgBb775JgDgq6++goWFBUaOHCmK5e7ujgEDBjx1cQAiIiIiooZSq2Wbg4KCcOPGDURERCA/Px8eHh5ISkoSFgowMDDA999/j3nz5mHw4MG4e/cuFAoFNmzYUO0Syw4ODsK3W2bPno28vDxYWVnBy8sLa9eu1XqcgYEBlixZojZ6Ym5ujh9//BHz5s3DkCFDUFxcDIVCgVWrVolevaoJbauLVbGwsEB6ejqWLVuGTz75BJcvX4aenh6cnJwQFBSEWbNmieqvX78e69evF5UFBgYiKSlJY3xHR0dhnkt4eDh+++03yGQydOzYEXPmzMHUqVNRXl6OjRs3av0+z7Bhw7By5UphnlBJSQlsbW0BPHq3ul27dli8eLFwfFxcHIYOHapxhbZhw4bh7bffRmFhISwtLau9N0RERERE9U2iqsusfKIaKCkpgZmZGYqLizkJlYheaC9Tf/UyXSsR6baa9lec2U1ERERERDqLCQ0REREREeksJjRERERERKSzarUoAFFdlI+9hXKDisZuBtELxXDrK43dBHrJsW+mhsQ+j+oTR2iIiIiIiEhnPVNCEx0dDXt7exgZGcHX1xfp6enCvitXrkAikWjctm7dWm3cCxcuICQkBG3atIFMJkP79u0xatQonDhxAgkJCVrjVm1XrlxBUFAQfHx8UFHx1399evDgAby8vDBmzBit57a3t4dEIsGWLVvU9rm5uUEikSAhIUFUnpmZiaCgINja2grLIA8aNAi7d+9G1SJy1d2PY8eOVXs/Dhw4gEGDBsHKygpGRkZwdHREUFAQDh8+rLG+i4sLZDIZ8vPz1fb17NlTdG5ra2uMGDECv/76q8ZYgYGBkEqlOH78eLVtJCIiIiJqDHVOaBITExEaGooFCxbg5MmTcHd3R2BgIK5fvw4AsLOzQ15enmhbtGgR5HI5+vfvrzXuiRMn4OXlhdzcXHz22Wc4e/Ysdu7cCRcXF8yePRtBQUGimH5+fpg0aZKozM7ODjExMbh69Sr+/e9/C7GXLFmCvLw8rFmzptprs7OzQ3x8vKjs2LFjyM/PV/suzXfffYdu3brh7t27wgdHk5KSMHToUHzwwQcoLi4W1U9JSVG7L15eXlrbEhMTg969e8PCwgKJiYnIycnBzp074e/vj/fee0+t/pEjR3D//n0MHz4cGzZs0Biz6n798ccf+O6773Dt2jUEBwer1bt69SqOHj2Kd999F3FxcVrbSERERETUWOr8HRpfX1907dpVSA4qKythZ2eH6dOnY968eRqP8fT0xKuvvqr1S/MqlQqdO3eGkZER0tPToacnzrdu374Nc3NzUVnPnj3h4eGBqKgotXi7du3CiBEjcPz4cZSXl8PPzw/fffddtR/5tLe3x6hRo7B69WqcP38ednZ2AIB33nkHRkZG+PLLLxEVFYXx48ejtLQU7dq1Q48ePbBjxw6t11Q1atS+fXtkZmbCw8ND6/kfd/XqVSgUCrz77rtYtWqV1tiPCwkJgY2NDV5//XXMnDkTOTk5ov2a7tfGjRvxr3/9C6WlpaK6ixYtQnZ2NhYsWIBu3bohLy8PxsbGNWo78Nfa4TfevAJTA37rgOhxfJ/8xfIyfZuFfTM1BvZ5VBf1+h2a8vJyZGRkICAg4K9AenoICAhAWlqaxmMyMjKgVCoxceJErXGVSiWysrIwe/ZstWQGgFoy8zRDhgzBW2+9hbFjx2LcuHEYN25ctclMFWtrawQGBgojHPfu3UNiYiImTJggqpecnIybN28iLCxMa6wnE47a2L59Ox48eKA1/pOx79y5g61btyI4OBh9+vRBcXExfvzxx2rPUVRUhG+++Qa+vr6icpVKhfj4eAQHB8PFxQUKhQLbtm2rNlZZWRlKSkpEGxERNS72zUTU1NUpoSksLERFRQWsra1F5dbW1hrnbQBAbGwsXF1d4e/vrzXu+fPnATyaA/K8REVFITc3Fzdv3tQ4yqHNhAkTkJCQAJVKhW3btsHR0VFtZCU3NxcA4OzsLJQdP34ccrlc2Pbs2SM6xt/fX7RfLpdrbUNubi5MTU1hY2MjlG3fvl107JkzZ4R9W7ZsgZOTE9zc3CCVSvHWW29pHA2LiYmBXC6HiYkJLCwskJOTo/ZKWUpKCu7du4fAwEAAQHBwsNaRtSqRkZEwMzMTtqrRLSIiajzsm4moqWuQVc7u37+Pr7/+utrRGQCo49tv1dq8eTMkEgkKCwuRnZ0tlC9dulSUGFy9elV03MCBA3H37l0cPnwYcXFxaqMz2nTp0gVKpRJKpRKlpaV4+PChaH9iYqKwv2qrzpOjMIGBgVAqldi7dy9KS0tFix7ExcWJ5sIEBwdj69atuHPnjijGmDFjoFQqcerUKRw5cgQKhQJ9+/YV1YuLi0NQUBD09R+t7D1q1Cj89NNPuHjxota2hoeHo7i4WNiuXbtW7bUREVH9Y99MRE1dnRIaS0tLSKVSFBQUiMoLCgpEowlVtm3bhnv37mHs2LHVxu3QoQMAiBKPZ3Hp0iWEhYVh7dq1ePvttzF+/HiUlZUBACZPnixKKlq1aiU6Vl9fH2+//TYWLFiAn3/+WePKaE5OTgAgmqcik8mgUCigUCg0tsnOzk7YX129qvjFxcWiUS+5XA6FQoF27dqJ6p49exbHjh1DWFgY9PX1oa+vj27duuHevXtqK7aZmZkJ5+7evTtiY2Nx/vx5JCYmAnj0GtrOnTsRExMjxGrdujUePnxY7eIAMpkMpqamoo2IiBoX+2YiaurqlNAYGhrCy8sLqampQlllZSVSU1Ph5+enVj82NhZDhgyBlZVVtXE9PDzQsWNHrFy5EpWVlWr7b9++XeM2VlZWYvz48ejduzfGjh2LqKgo3LlzBxEREQCAFi1aiJKKqpGIx02YMAGHDh3Cm2++iVdeUZ/M1rdvX7Ro0QLLli2rcbtqY/jw4TAwMKhR/NjYWPTo0QOnTp0SJWqhoaFPfVVMKpUCeDSSBgCbNm1CmzZt1GKtXLkSCQkJolEhIiIiIqLGpP4rvoZCQ0Mxbtw4eHt7w8fHB1FRUSgtLUVISIio3oULF3D48GF8//33T40pkUgQHx+PgIAAvPbaa5g/fz5cXFxw9+5d7N69G8nJyTh06FCN2vef//wHWVlZyMrKAvBoVOKLL77AoEGDMGzYMPj4+Dw1hqurKwoLC9GsWTON++VyOb744gsEBQVh4MCBmDFjBpycnHD37l0kJSUB+CtZqHLz5k21eUbm5uYwMjJSi9+2bVusXLkSM2fORFFREcaPH4/27dujqKgIGzduFOI/ePAAX331FRYvXoxOnTqJYvzzn//EqlWrkJWVBTc3NwCPFjmoakNBQQGWLFkCIyMj9O3bF8Cj5Gj48OFqsezs7BAeHo6kpCQMHDjwqfePiIiIiKi+1XkOTVBQEFasWIGIiAh4eHhAqVQiKSlJbaGAuLg4tGnTRvix/DQ+Pj44ceIEFAoFJk2aBFdXVwwZMgRZWVkal2bWJDc3F/Pnz8enn34qegUuMDAQISEholfPnsbCwqLapYqHDh2Ko0ePolmzZhg7diycnZ3xxhtvYP/+/diyZQsGDRokqh8QEABbW1vR9u2332qNP336dCQnJ+PGjRsYPnw4nJycMGDAAFy+fBlJSUno3Lkzdu3ahZs3b2Lo0KFqx7u6usLV1VU0SrN+/Xrh3L169UJhYSG+//57ODs7IyMjA6dOncKwYcPUYpmZmaF3795PHfEhIiIiImoodf4ODdHT8FsHRNrxmwwvFn6Hhqh+sc+juqhp31znV86Iasrwy1dg2MR/IBAR6Rr2zUTUVDTIss1ERERERET1gQkNERERERHpLL5yRvUuE69DDunTKxLpEC+caOwmED0T9s30rNgP0ouCIzRERERERKSzmNAQEREREZHOem4JTXR0NOzt7WFkZARfX1+kp6er1UlLS8Mbb7wBExMTmJqaokePHsLX6bXJz8/H9OnT4eDgAJlMBjs7OwwePBipqak4ePAgJBJJtdvBgwcxd+5c2Nvb486dO6LYgwcPRo8ePVBZWan1/BcuXEBISAjatGkDmUyG9u3bY9SoUThxQjzMeuDAAQwaNAhWVlYwMjKCo6MjgoKCcPjwYaFOde198mObT9q+fTveeOMNvPLKKzA2NoazszMmTJiAzMxMtbr3799HixYtYGlpqfF7O/b29sJ5pVIpWrVqhYkTJ+LWrVsaz+3i4gKZTPbUNhIRERERNbTnktAkJiYiNDQUCxYswMmTJ+Hu7o7AwEBcv35dqJOWloZ+/fqhb9++SE9Px/Hjx/Huu+9CT097E65cuQIvLy/s378fn3zyCc6cOYOkpCT06tUL06ZNg7+/P/Ly8oRt5MiR6Nevn6jM398fixcvhlwuR2hoqBA7Li4OBw4cQHx8vNY2nDhxAl5eXsjNzcVnn32Gs2fPYufOnXBxccHs2bOFejExMejduzcsLCyQmJiInJwc7Ny5E/7+/njvvffU4ubk5IjamJeXh5YtW2q9D3PnzkVQUBA8PDywa9cu5OTk4Ouvv4aDgwPCw8PV6m/fvh1ubm5wcXHR+tHOxYsXIy8vD1evXsWmTZtw+PBhzJgxQ63ekSNHcP/+fQwfPhwbNmzQ2kYiIiIiosbwXD6s6evri65du2LNmjUAgMrKStjZ2WH69OmYN28eAKBbt27o06cPlixZUuO4AwYMwOnTp5GTkwMTExPRvtu3b8Pc3FxUNn78eNy+fVvjj/iMjAz4+flh165d6NixIzp37ozIyEhMnTpV47lVKhU6d+4MIyMjpKenqyU9Vee/evUqFAoF3n33XaxatUpjHIlEAuDRCE2vXr1w69YttbZrc+zYMfj5+eE///mPxoTj8fhVevXqhbfeegsqlQo7duxAcnKyaL+9vT1mzZqFWbNmCWUfffQRNm/ejKysLFHdkJAQ2NjY4PXXX8fMmTORk5NTo3YDf30M6WCxB+SmnHhKTQsnwzYtL+OHNdk307NiP0j1raZ98zOP0JSXlyMjIwMBAQF/BdXTQ0BAANLS0gAA169fx88//4yWLVvC398f1tbWeP3113HkyBGtcYuKipCUlIRp06apJTMAapwQVPHy8kJ4eDj++c9/4u2334aPjw+mTJmitb5SqURWVhZmz56tcQSn6vzbt2/HgwcPEBYWpjHOk8lGbW3evBlyuVxr4vVk/IsXLyItLQ0jR47EyJEj8eOPP+LXX3+t9hy///47du/eDV9fX1H5nTt3sHXrVgQHB6NPnz4oLi7Gjz/+qDVOWVkZSkpKRBsRETUu9s1E1NQ9c0JTWFiIiooKWFtbi8qtra2FOReXLl0CACxcuBCTJk1CUlISXn31VfTu3Rvnz5/XGPfChQtQqVRwcXF51iYKPvjgA+jp6eHnn39GbGxstclGVbuedv7c3FyYmprCxsZGKNu+fTvkcrmwnTlzRnRMmzZtRPvd3Nyqje/g4AB9/b9W2F61apXo+OLiYmFfXFwc+vfvj1deeQUtWrRAYGAg4uPj1eLOnTsXcrkcxsbGaNOmDSQSidoI05YtW+Dk5AQ3NzdIpVK89dZbiI2N1drWyMhImJmZCZudnZ32G0dERA2CfTMRNXUNsspZ1aT7f/3rXwgJCYGnpydWr14NZ2dnxMXFaTzmObwJp2bfvn3Iz89HZWUljh8/LpRv2rRJlCD8+OOPtTr/k4lRYGAglEol9u7di9LSUlRUVIj2//jjj1AqlcL2/fff1+o6JkyYAKVSic8++wylpaVCWysqKrBhwwYEBwcLdYODg5GQkKC28MH7778PpVKJ06dPIzU1FQAwcOBAUVvj4uLUYm3dulVtcYUq4eHhKC4uFrZr167V6rqIiOj5Y99MRE3dM39Y09LSElKpFAUFBaLygoICYdTC1tYWANCxY0dRHVdXV1y9elVjXCcnJ0gkEmRnZz9rEwEAt27dwqRJk/DBBx9ApVJh6tSpeP3112FpaYkhQ4aIXrdq3bq1cN7s7Gx4enpqjevk5ITi4mLk5+cL1yuXy6FQKESjKo9r3759jV+Zc3JywpEjR/DgwQMYGBgAePS6m7m5OX777TdR3R9++AG///47goKCROUVFRVITU1Fnz59hDJLS0soFArhHFFRUfDz88OBAwcQEBCAs2fP4tixY0hPT8fcuXNFsbZs2YJJkyaptVUmk0Emk9XouoiIqGGwbyaipu6ZR2gMDQ3h5eUl/Fd+4NGITGpqKvz8/AA8moTeqlUrtQnlubm5aNeunca4Va9LRUdHo7S0VG3/7du3a9XO6dOnw8bGBv/3f/+H+fPno3Xr1pg2bRoAoHnz5lAoFMJmbGwMDw8PdOzYEStXrtS4rHPV+YcPHw4DAwMsW7asVu2pqVGjRuHu3buIiYl5at3Y2Fi89dZbotEfpVL51FfFAEAqfTQxtGoZ7djYWPTo0QOnTp0SxQoNDX1qLCIiIiKihvLMIzQAEBoainHjxsHb2xs+Pj6IiopCaWkpQkJCADx6Jev999/HggUL4O7uDg8PD2zYsAHZ2dnYtm2b1rjR0dHo3r07fHx8sHjxYnTp0gUPHz7Evn37sHbtWpw7d65G7du5cye2bt2KjIwMYdRkw4YN8Pb2xvbt2zFs2DC1YyQSCeLj4xEQEIDXXnsN8+fPh4uLC+7evYvdu3cjOTkZhw4dQtu2bbFy5UrMnDkTRUVFGD9+PNq3b4+ioiJs3LgRwF/JQpXr16/jzz//FJVZWFgIIzCP8/Pzw+zZszF79mz8+uuv+Mc//gE7Ozvk5eUJ84D09PRw48YN7N69G7t27UKnTp1EMcaOHYuhQ4eiqKgILVq0APBown9+fj5UKhWuXbuGsLAwWFlZwd/fHw8ePMBXX32FxYsXq8X65z//iVWrViErK6vauT9ERERERA3hucyhCQoKwooVKxAREQEPDw8olUokJSWJFgqYNWsWwsPD8d5778Hd3R2pqanYt28fHB0dtcZ1cHDAyZMn0atXL8yePRudOnVCnz59kJqairVr19aobYWFhZg8eTIWLFgg+nHeuXNnLFiwAFOnTkVhYaHGY318fHDixAkoFApMmjQJrq6uGDJkCLKyshAVFSXUmz59OpKTk3Hjxg0MHz4cTk5OGDBgAC5fvoykpCR07txZFNfZ2Rm2traiLSMjQ+s1rFixAl9//TUyMzMxaNAgODk5YcSIEaisrERaWhpMTU3x5ZdfwsTEBL1791Y7vnfv3jA2NhYSLACIiIiAra0tWrVqhUGDBsHExATJycmwsLDArl27cPPmTQwdOlQtlqurK1xdXTlKQ0REREQvhOfyHRoiTfitA2rK+P2FpoXfoSGqPfaDVN9q2jc/l1fOiKrjiUMwRdP+gUBEpGvYNxNRU9EgyzYTERERERHVByY0RERERESks/jKGdU7lyE9oKfP97Trw28p2heTICKqji71zezriKg6HKEhIiIiIiKdxYSGiIiIiIh0VoMmNNHR0bC3t4eRkRF8fX2Rnp4u2t+zZ09IJBLRNnny5KfGzcrKwsiRI2FlZQWZTIYOHTogIiIC9+7dE9Wzt7cX4kqlUrRq1QoTJ07ErVu3qo2fkJAAc3Nz0d8SiQSurq5qdbdu3QqJRAJ7e3u1+v369RPVvX37NiQSCQ4ePFjt+fPz8zFz5kwoFAoYGRnB2toa3bt3x9q1a9WuEQAiIyMhlUrxySefaLyWx++vXC6Hl5cXduzYofHcmzdvhlQqxbRp06ptIxERERFRY2iwhCYxMRGhoaFYsGABTp48CXd3dwQGBuL69euiepMmTUJeXp6wLV++vNq4x44dg6+vL8rLy7F3717k5ubi448/RkJCAvr06YPy8nJR/cWLFyMvLw9Xr17Fpk2bcPjwYcyYMaPW12NiYoLr168jLS1NVB4bG4u2bduq1dfX10dKSgoOHDhQq/NcunQJnp6eSE5OxtKlS5GZmYm0tDSEhYVhz549SElJUTsmLi4OYWFhiIuL0xjT1NRUuL+ZmZkIDAzEyJEjkZOTo1Y3NjYWYWFh2Lx5M/78889atZ2IiIiIqL41WEKzatUqTJo0CSEhIejYsSPWrVuHZs2aqf3obtasGWxsbIStuo/oqFQqTJw4Ea6urtixYwd8fHzQrl07jBgxArt370ZaWhpWr14tOqZ58+awsbFB69at0atXL4wbNw4nT56s9fXo6+tj9OjRovb/9ttvOHjwIEaPHq1W38TEBBMmTMC8efNqdZ6pU6dCX18fJ06cwMiRI+Hq6goHBwe8+eab2Lt3LwYPHiyqf+jQIdy/fx+LFy9GSUkJjh49qhZTIpEI99fJyQkfffQR9PT0cPr0aVG9y5cv4+jRo5g3bx46dOigdRSHiIiIiKixNEhCU15ejoyMDAQEBPx1Yj09BAQEqI1wbNq0CZaWlujUqRPCw8M1vlJVRalU4uzZswgNDYWenvhS3N3dERAQgM2bN2s9/vfff8fu3bvh6+tbp+uaMGECvvnmG6GNCQkJ6NevH6ytrTXWX7hwIc6cOYNt27bVKP7NmzeRnJyMadOmwcTERGMdiUQi+js2NhajRo2CgYEBRo0ahdjY2GrPUVFRgQ0bNgAAXn31VdG++Ph4DBw4EGZmZggODn5qrLKyMpSUlIg2IiJqXOybiaipa5CEprCwEBUVFWo/9K2trZGfny/8PXr0aGzcuBEHDhxAeHg4vvrqKwQHB2uNm5ubCwAa57JUlVfVqTJ37lzI5XIYGxujTZs2kEgkWLVqVZ2uy9PTEw4ODti2bRtUKhUSEhIwYcIErfVbtWqFmTNnYv78+Xj48OFT41+4cAEqlQrOzs6icktLS8jlcsjlcsydO1coLykpwbZt24R7FhwcjG+++QZ3794VHV9cXCwcb2hoiClTpuDzzz+Ho6OjUKeyshIJCQlCrLfeegtHjhzB5cuXtbY3MjISZmZmwmZnZ/fUayQiovrFvpmImroXapWzd955B4GBgejcuTPGjBmDL7/8Ejt37sTFixerPU6lUtX4HO+//z6USiVOnz6N1NRUAMDAgQNRUVEBAMIPfblcXqMFCSZMmID4+HgcOnQIpaWlGDBgQLX1586dixs3bmid31IT6enpUCqVcHNzQ1lZmVC+efNmODo6wt3dHQDg4eGBdu3aITExUXR88+bNoVQqoVQqkZmZiaVLl2Ly5MnYvXu3UGffvn2i67G0tESfPn2qbXd4eDiKi4uF7dq1a3W+RiIiej7YNxNRU9cgH9a0tLSEVCpFQUGBqLygoAA2NjZaj6t6FezChQui0YMqHTp0AACcO3cOnp6eavvPnTsn1Hm8LQqFAgDg5OSEqKgo+Pn54cCBAwgICIBSqRTqVjd/p8qYMWMQFhaGhQsX4u2334a+fvW31NzcHOHh4Vi0aBEGDRpUbV2FQgGJRKI2Wd/BwQEAYGxsLCqPjY1FVlaWqA2VlZWIi4vDxIkThTI9PT3hHgBAly5dkJycjGXLlglzcmJjY1FUVCQ6R2VlJU6fPo1FixapveIHADKZDDKZrNprIiKihsW+mYiaugYZoTE0NISXl5cwIgI8+nGcmpoKPz8/rcdVJRe2trYa93t4eMDFxQWrV69GZWWlaN+pU6eQkpKCUaNGVds2qfTRV5Lv378P4FESUbW1bNnyqdfWokULDBkyBIcOHar2dbPHTZ8+HXp6evjPf/5TbT0LCwv06dMHa9asQWlpabV1z5w5gxMnTuDgwYPC6ItSqcTBgweRlpaG7Ozsao+XSqXCPbh58ya+++47bNmyRRQrMzMTt27dQnJyco2uk4iIiIiovjXICA0AhIaGYty4cfD29oaPjw+ioqJQWlqKkJAQAMDFixfx9ddfY8CAAbCwsMDp06fx3nvvoUePHujSpYvGmBKJBLGxsejTpw+GDRuG8PBw2NjY4Oeff8bs2bPh5+eHWbNmiY65c+cO8vPzoVKpcO3aNYSFhcHKygr+/v51vraEhATExMTAwsKiRvWNjIywaNGiGn3bJSYmBt27d4e3tzcWLlyILl26QE9PD8ePH0d2dja8vLwAPBpR8fHxQY8ePdRidO3aFbGxscJ3aVQqlTB36f79+9i3bx9++OEHREREAAC++uorWFhYYOTIkWqLDgwYMACxsbFq39QhIiIiImoMDTaHJigoCCtWrEBERAQ8PDygVCqRlJQkLBRgaGiIlJQU9O3bFy4uLpg9ezaGDRsmmtehib+/P44dOwapVIr+/ftDoVAgPDwc48aNw759+9SG2SMiImBra4tWrVph0KBBMDExQXJyco2TEU2MjY1rffy4ceOEV8eq4+joiMzMTAQEBCA8PBzu7u7w9vbGp59+ijlz5mDJkiUoLy/Hxo0bMWzYMI0xhg0bhi+//BIPHjwA8GjxAFtbW9ja2sLV1RUrV67E4sWLMX/+fACPvmMzdOhQtWSmKtauXbtQWFhYq+slIiIiIqoPElVtZtQT1UJJSQnMzMxg+7o79PSljd2cJum3lIzGbgJRk1DVXxUXF9do/qQu08W+mX0d0cuppn1zg71yRi+v7F2Hm/wPBCIiXcO+mYiaihdq2WYiIiIiIqLaYEJDREREREQ6i6+cUb1zvHMHehoWGKAXV0Hz5o3dBCKqZ+ybqSniv79eThyhISIiIiIincWE5iUkkUjw7bffNnYziIiIiIie2QuX0ERHR8Pe3h5GRkbw9fVFenq6xnoqlQr9+/ev0Y/znj17QiKRQCKRQCaToXXr1hg8eDB27Nihsf6BAwcwaNAgWFlZwcjICI6OjggKCsLhw4erPU9CQgLMzc1Ff0skEri6uqrV3bp1KyQSCezt7dXqP/nRytu3b0MikeDgwYPVnj8/Px8zZ86EQqGAkZERrK2t0b17d6xduxb37t2r9tjaXBcRERER0YvihUpoEhMTERoaigULFuDkyZNwd3dHYGAgrl+/rlY3KipK44cftZk0aRLy8vJw8eJFbN++HR07dsRbb72Fd955R1QvJiYGvXv3hoWFBRITE5GTk4OdO3fC398f7733Xq2vycTEBNevX0daWpqoPDY2Fm3btlWrr6+vj5SUFBw4cKBW57l06RI8PT2RnJyMpUuXIjMzE2lpaQgLC8OePXuQkpJS67YTEREREb3oXqiEZtWqVZg0aRJCQkLQsWNHrFu3Ds2aNUNcXJyonlKpxMqVK9XKq9OsWTPY2NigTZs26NatG5YtW4bPPvsM69evF37sX716FbNmzcKsWbOwYcMGvPHGG2jXrh26dOmCmTNn4sSJE7W+Jn19fYwePVrU1t9++w0HDx7E6NGj1eqbmJhgwoQJmDdvXq3OM3XqVOjr6+PEiRMYOXIkXF1d4eDggDfffBN79+7F4MGDNR538OBBSCQS3L59WyhTKpWQSCS4cuUKDh48iJCQEBQXFwujXAsXLqxV24iIiIiI6ssLk9CUl5cjIyMDAQEBQpmenh4CAgJEoxv37t3D6NGjER0dDRsbm2c657hx4/DKK68Ir55t374dDx48QFhYmMb6tRkRetyECRPwzTffCK99JSQkoF+/frC2ttZYf+HChThz5gy2bdtWo/g3b95EcnIypk2bBhMTk+fadn9/f0RFRcHU1BR5eXnIy8vDnDlzNNYtKytDSUmJaCMiosbFvpmImroXJqEpLCxERUWF2o98a2tr5OfnC3+/99578Pf3x5tvvvnM59TT00OHDh1w5coVAEBubi5MTU1FidL27dshl8uF7cyZM7U+j6enJxwcHLBt2zaoVCokJCRgwoQJWuu3atUKM2fOxPz58/Hw4cOnxr9w4QJUKhWcnZ1F5ZaWlkK7586dW+t2A4ChoSHMzMwgkUhgY2MDGxsbyOVyjXUjIyNhZmYmbHZ2dnU6JxERPT/sm4moqXthEpqa2LVrF/bv34+oqKjnFlOlUolGL54cyQgMDIRSqcTevXtRWlqKiooKABAlOZMnT37qeSZMmID4+HgcOnQIpaWlGDBgQLX1586dixs3btTqtbonpaenQ6lUws3NDWVlZXWOU1Ph4eEoLi4WtmvXrtX7OYmIqHrsm4moqXthPqxpaWkJqVSKgoICUXlBQYEwYrJ//35cvHhRbcWtYcOG4bXXXnvqKmBPqqiowPnz59G1a1cAgJOTE4qLi5Gfny+cUy6XQ6FQQF9ffKuUSqXwv01NTZ96rjFjxiAsLAwLFy7E22+/rRbvSebm5ggPD8eiRYswaNCgausqFApIJBLk5OSIyh0cHAAAxsbGWo/V03uU06pUKqHswYMH1Z5PG5lMBplMVqdjiYiofrBvJqKm7oUZoTE0NISXlxdSU1OFssrKSqSmpsLPzw8AMG/ePJw+fRpKpVLYAGD16tWIj4+v9Tk3bNiAW7duYdiwYQCA4cOHw8DAAMuWLXvqsQqFQthatmz51PotWrTAkCFDcOjQoWpfN3vc9OnToaenh//85z/V1rOwsECfPn2wZs0alJaW1ih2FSsrKwBAXl6eUPZ4sgY8ejZVI1NERERERC+SF2aEBgBCQ0Mxbtw4eHt7w8fHB1FRUSgtLUVISAgACHM4ntS2bVu0b9++2tj37t1Dfn4+Hj58iN9++w07d+7E6tWrMWXKFPTq1UuIs3LlSsycORNFRUUYP3482rdvj6KiImzcuBEAIJVK63x9CQkJiImJgYWFRY3qGxkZYdGiRZg2bdpT68bExKB79+7w9vbGwoUL0aVLF+jp6eH48ePIzs6Gl5eXxuMUCgXs7OywcOFCfPzxx8jNzcXKlStFdezt7XH37l2kpqbC3d0dzZo1Q7NmzWp0DURERERE9emFGaEBgKCgIKxYsQIRERHw8PCAUqlEUlKS1tXAamP9+vWwtbWFo6Mj/vGPf+Ds2bNITExETEyMqN706dORnJyMGzduYPjw4XBycsKAAQNw+fJlJCUloXPnznVug7GxcY2TmSrjxo0TXh2rjqOjIzIzMxEQEIDw8HC4u7vD29sbn376KebMmYMlS5ZoPM7AwACbN29GdnY2unTpgmXLluGjjz4S1fH398fkyZMRFBQEKysrLF++vFbXQERERERUXySqxydPED1HJSUlMDMzg+Vvv0GvBvOM6MVR0Lx5YzeBqEFV9VfFxcU1mhepy9g3U1PGf381LTXtm1+oV86oabrYvDlM2cEQEb1Q2DcTUVPxQr1yRkREREREVBtMaIiIiIiISGfxlTOqd2fMzCCv5THunNpFRFSv6tI3k27hv0vpZcERGiIiIiIi0llMaF5CEokE3377bWM3g4iIiIjomelcQhMdHQ17e3sYGRnB19cX6enpov3/+te/4OjoCGNjY1hZWeHNN99Ednb2U+NmZWVh5MiRsLKygkwmQ4cOHRAREYF79+6J6tnb20MikUAikUAqlaJVq1aYOHEibt269dRzlJeXY/ny5cLHKS0tLdG9e3fEx8fjwYMHAIDx48cL8Q0MDNC+fXuEhYXhzz//fGr8/Px8zJw5EwqFAkZGRrC2tkb37t2xdu1ateuojYSEBJibm9f5eCIiIiKi+qJTCU1iYiJCQ0OxYMECnDx5Eu7u7ggMDMT169eFOl5eXoiPj8e5c+fwww8/QKVSoW/fvqioqNAa99ixY/D19UV5eTn27t2L3NxcfPzxx0hISECfPn1QXl4uqr948WLk5eXh6tWr2LRpEw4fPowZM2ZU2/by8nIEBgbi3//+N9555x0cPXoU6enpmDZtGj799FNkZWUJdfv164e8vDxcunQJq1evxmeffYYFCxZUG//SpUvw9PREcnIyli5diszMTKSlpSEsLAx79uxBSkpKtccTEREREekinfqwpq+vL7p27Yo1a9YAACorK2FnZ4fp06dj3rx5Go85ffo03N3dceHCBTg6OqrtV6lU6NSpE5o1a4aff/4Zenp/5XinTp2Cp6cnIiMjMXfuXACPRmhmzZqFWbNmCfU++ugjbN68WZSUPGn58uUIDw/HiRMn4OnpKdr34MEDlJeXw8TEBOPHj8ft27dFr4QNGzYMly9fxsmTJ7XG79evH7KyspCdnQ0TExON1ymRSAA8euVs586d+Pvf/46DBw+iV69euHXrljAKo1Qq4enpicuXL+PKlSvo1auXKNaCBQuwcOFCrW2pUvUxpCMAFwUgohfay/hhzbr0zaRb+O9S0nU17Zt1ZoSmvLwcGRkZCAgIEMr09PQQEBCAtLQ0jceUlpYiPj4e7du3h52dncY6SqUSZ8+eRWhoqCiZAQB3d3cEBARg8+bNWtv1+++/Y/fu3fD19a22/Zs2bUJAQIBaMgMABgYGGpMQAPjll19w9OhRGBoaao198+ZNJCcnY9q0aVrjVCUzteXv74+oqCiYmpoiLy8PeXl5mDNnjsa6ZWVlKCkpEW1ERNS42DcTUVOnMwlNYWEhKioqYG1tLSq3trZGfn6+qCwmJgZyuRxyuRz/+9//sG/fPq0JQW5uLgDA1dVV435XV1ehTpW5c+dCLpfD2NgYbdq0gUQiwapVq6pt//nz5+Hi4lJtnSp79uyBXC6HkZEROnfujOvXr+P999/XWv/ChQtQqVRwdnYWlVtaWgr3oWqEqbYMDQ1hZmYGiUQCGxsb2NjYQC7X/N/0IiMjYWZmJmzakkgiImo47JuJqKnTmYSmNsaMGYPMzEwcOnQIHTp0wMiRI586qb42b969//77UCqVOH36NFJTUwEAAwcOFObpVCURcrkckydPrnX8Xr16QalU4ueff8a4ceMQEhKCYcOG1fj4Kunp6VAqlXBzc0NZWVmtj6+t8PBwFBcXC9u1a9fq/ZxERFQ99s1E1NTpzIc1LS0tIZVKUVBQICovKCiAjY2NqKzqv0I5OTmhW7dueOWVV7Bz506MGjVKLW6HDh0AAOfOndP4Oti5c+eEOo+3RaFQAACcnJwQFRUFPz8/HDhwAAEBAVAqlULdqvf9OnToUKPV1gDAxMREiB8XFwd3d3fExsZi4sSJGusrFApIJBLk5OSIyh0cHAAAxsbGWs9V9Zrd4wlX1YprtSWTySCTyep0LBER1Q/2zUTU1OnMCI2hoSG8vLyEERHg0aIAqamp8PPz03qcSqWCSqXSOkLh4eEBFxcXrF69GpWVlaJ9p06dQkpKisZE6HFSqRQAcP/+fQCPEoyqrWXLlgCA0aNHIyUlBZmZmWrHP3jwAKWlpRpj6+np4f/+7//wwQcfCPGfZGFhgT59+mDNmjVa42hjZWUFAMjLyxPKHk/IgEf3vrpV4oiIiIiIGovOJDQAEBoaivXr12PDhg04d+4cpkyZgtLSUoSEhAB4tHRxZGQkMjIycPXqVRw9ehQjRoyAsbExBgwYoDGmRCJBbGwszp49i2HDhiE9PR1Xr17F1q1bMXjwYPj5+YlWNAOAO3fuID8/H3l5eUhPT8f7778PKysr+Pv7a237rFmz0L17d/Tu3RvR0dE4deoULl26hG+++QbdunXD+fPntR47YsQISKVSREdHa60TExODhw8fwtvbG4mJiTh37hxycnKwceNGZGdnC0nXkxQKBezs7LBw4UKcP38ee/fuxcqVK0V17O3tcffuXaSmpqKwsPCZvmlDRERERPQ86VRCExQUhBUrViAiIgIeHh5QKpVISkoSFgowMjLCjz/+iAEDBkChUCAoKAjNmzfH0aNHhZESTfz9/XHs2DFIpVL0798fCoUC4eHhGDduHPbt26c2VB8REQFbW1u0atUKgwYNgomJCZKTk2FhYaH1HDKZDPv27UNYWBg+++wzdOvWDV27dsV///tfzJgxA506ddJ6rL6+Pt59910sX75c6wiMo6MjMjMzERAQgPDwcLi7u8Pb2xuffvop5syZgyVLlmg8zsDAAJs3b0Z2dja6dOmCZcuW4aOPPlK7P5MnT0ZQUBCsrKywfPlyrW0lIiIiImpIOvUdGtIt/A4NEekKfoeGmiL+u5R0XU37Zp1ZFIB0V+eX4AcCEZGuYd9MRE2FTr1yRkRERERE9DgmNEREREREpLP4yhnVu6m/JcKwebPGbgaRzoqzG9PYTaAmiH0zUf1gn93wOEJDREREREQ6iwnNC0gikeDbb7/V2fhERERERA3luSU00dHRsLe3h5GREXx9fZGeni7sKyoqwvTp0+Hs7AxjY2O0bdsWM2bMQHFxcbUxe/bsCYlEgi1btojKo6KiYG9vL/ydkJAAiUQCiUQCPT09tGnTBiEhIbh+/Xq18cvLy7F8+XK4u7ujWbNmsLS0RPfu3REfH48HDx4IMbVtCxcuVIu5cOFCeHh4VHvec+fOYciQITAzM4OJiQm6du2Kq1evVntMTeTn52PmzJlQKBQwMjKCtbU1unfvjrVr1z7TxzATEhJgbm7+zO0jIiIiInrensscmsTERISGhmLdunXw9fVFVFQUAgMDkZOTg5YtW+KPP/7AH3/8gRUrVqBjx4749ddfMXnyZPzxxx/Ytm1btbGNjIzwwQcfYNiwYTAwMNBaz9TUFDk5OaisrMSpU6cQEhKCP/74Az/88IPG+uXl5QgMDMSpU6ewZMkSdO/eHaampjh27BhWrFgBT09P5OXlia4xIiICOTk5QplcXvsV/C9evIi//e1vmDhxIhYtWgRTU1NkZWXByMio1rEed+nSJXTv3h3m5uZYunQpOnfuDJlMhjNnzuDzzz9H69atMWTIkGc6BxERERHRi+a5JDSrVq3CpEmTEBISAgBYt24d9u7di7i4OMybNw+dOnXC9u3bhfqOjo74+OOPERwcjIcPH0JfX3szRo0ahV27dmH9+vWYOnWq1noSiQQ2NjYAgFatWmHGjBn48MMPcf/+fRgbG6vVj4qKwuHDh3HixAl4enoK5Q4ODhgxYgTKy8thYmIilJuZmYnOUVfz58/HgAEDsHz5cqHM0dFRrV5eXh769++PgwcPwtbWFsuXL8fw4cO1xp06dSr09fVx4sQJUbsdHBzw5ptvQtv3Uw8ePIhevXrh1q1bwiiMUqmEp6cnLl++jCtXrgjPVSKRAAAWLFigcXSKiIiIiKihPfMrZ+Xl5cjIyEBAQMBfQfX0EBAQgLS0NK3HVX3xs7pkBng08jJ//nwsXrwYpaWlNW6XsbExKisr8fDhQ437N23ahICAAFEyU8XAwECUFDwvlZWV2Lt3Lzp06IDAwEC0bNkSvr6+GuezfPjhhxg2bBhOnTqFMWPG4K233sK5c+c0xr158yaSk5Mxbdo0re2uSkZqy9/fH1FRUTA1NUVeXh7y8vIwZ84cjXXLyspQUlIi2oiIqHGxbyaipu6ZE5rCwkJUVFTA2tpaVG5tbY38/HytxyxZsgTvvPNOjc4xdepUGBkZYdWqVTWqf/78eaxbtw7e3t5o3ry51jouLi41ive8XL9+HXfv3sW///1v9OvXD8nJyRg6dCj+8Y9/4NChQ6K6I0aMwD//+U906NABS5Ysgbe3Nz799FONcS9cuACVSgVnZ2dRuaWlJeRyOeRyOebOnVunNhsaGopGp2xsbLS+ahcZGQkzMzNhs7Ozq9M5iYjo+WHfTERNXYOvclZSUoKBAweiY8eONX5tSSaTYfHixVixYgUKCws11ikuLoZcLkezZs3g7OwMa2trbNq0CQCEH/VyuRyTJ08GAK2vYNXU1atXRXGXLl361GMqKysBAG+++Sbee+89eHh4YN68eRg0aBDWrVsnquvn56f2t7YRGm3S09OhVCrh5uaGsrKyWh1bF+Hh4SguLha2a9eu1fs5iYioeuybiaipe+Y5NJaWlpBKpSgoKBCVFxQUqM03uXPnDvr164fmzZtj586d1U7yf1JwcDBWrFiBjz76SLTCWZXmzZvj5MmT0NPTg62trWjejFKpFP63qakpAKBDhw7Izs6u8fmf1KpVK1HcFi1aPPUYS0tL6Ovro2PHjqJyV1dXHDlypM5tUSgUkEgkogULgEfzZwBonENURU/vUU77eIL34MGDOrVDJpNBJpPV6VgiIqof7JuJqKl75hEaQ0NDeHl5ITU1VSirrKxEamqqaJShpKQEffv2haGhIXbt2lXrVb309PQQGRmJtWvX4sqVKxr3KxQKODg4qP2AVygUwtayZUsAwOjRo5GSkoLMzEy1WA8ePHjqfB19fX1R3JokNIaGhujatata4pGbm4t27dqJyo4dO6b2t6urq8a4FhYW6NOnD9asWVOreUYAYGVlBQCiFd0eT9Sq2l1RUVGruEREREREDeG5vHIWGhqK9evXY8OGDTh37hymTJmC0tJSYXWsqmSmtLQUsbGxKCkpQX5+PvLz82v1Q3ngwIHw9fXFZ5999sxtnjVrFrp3747evXsjOjoap06dwqVLl/DNN9+gW7duOH/+fJ1j379/H0qlUrRdvHgRAPD+++8jMTER69evx4ULF7BmzRrs3r1bbQW3rVu3Ii4uDrm5uViwYAHS09Px7rvvaj1nTEwMHj58CG9vbyQmJuLcuXPIycnBxo0bkZ2dDalUqvE4hUIBOzs7LFy4EOfPn8fevXuxcuVKUR17e3vcvXsXqampKCwsfKZv2hARERERPU/PZdnmoKAg3LhxAxEREcjPz4eHhweSkpKEhQJOnjyJn3/+GcCjH9CPu3z5ssZXyLRZtmwZ/P39n7nNMpkM+/btw+rVq/HZZ59hzpw5aNasGVxdXTFjxgx06tSpzrFzc3PVVk/r3bs3UlJSMHToUKxbtw6RkZGYMWMGnJ2dsX37dvztb38T1V+0aBG2bNmCqVOnwtbWFps3b1Z7Ve1xjo6OyMzMxNKlSxEeHo7ffvsNMpkMHTt2xJw5c7QueW1gYIDNmzdjypQp6NKlC7p27YqPPvoII0aMEOr4+/tj8uTJCAoKws2bN7lsMxERERG9MCSqZ50dT6RFSUkJzMzMMCbrcxg2b9bYzSHSWXF2Yxq7CU1eVX9V9UmBpox9M1H9Yp/9/NS0b34uIzRE1YlpE9TkfyAQEeka9s1E1FQ0+LLNREREREREzwsTGiIiIiIi0ll85Yzq3QOzVXiA2i3TTURUVwaqeY3dBJ3Avpleduwrmg6O0BARERERkc5iQvMSOnjwICQSCW7fvt3YTSEiIiIieiZNPqGJjo6Gvb09jIyM4Ovri/T0dNH+zz//HD179oSpqWmNf+SPHz8ef//73wEAEomk2k3T91oWLlyosa6LiwuuXLny1JgJCQla25aZmYmgoCDY2tpCJpOhXbt2GDRoEHbv3o1nWaH78WsmIiIiInpRNOk5NImJiQgNDcW6devg6+uLqKgoBAYGIicnBy1btgQA3Lt3D/369UO/fv0QHh5e63Pk5eWJzhcREYGcnByhTC6XazzOzc0NKSkpojJ9fX288soropgrVqxAUlKSqK6ZmZnGmN999x1GjhyJgIAAbNiwAQqFAmVlZTh69Cg++OADvPbaazA3N6/1NRIRERERvaiadEKzatUqTJo0CSEhIQCAdevWYe/evYiLi8O8eY8mgs2aNQvAo9ew6sLGxkb432ZmZpBIJKIybfT19bXWe7xcLpdXW7dKaWkpJk6ciIEDB2LHjh2ifa6urpg4caLWEZqFCxfi22+/hVKpFMqioqIQFRWFK1euYOHChdiwYQOARyNSAHDgwAH07NnzaZdJRERERFSvmmxCU15ejoyMDNGoi56eHgICApCWltaILasfycnJuHnzJsLCwrTWqUpGamvOnDk4d+4cSkpKEB8fDwBo0aKFWr2ysjKUlZUJf5eUlNTpfERE9Pywbyaipq7JzqEpLCxERUUFrK2tReXW1tbIz89vpFb95cyZM5DL5aJt8uTJdY6Xm5sLAHB2dhbKjh8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201 IT-ET Glut002 IT EP-CLA Glut0003 IT EP-CLA Glut_1330CS20241021_000212_IT EP-CLA Glut_1#5c1a34Isocortex - AI0.969697...0.4848480.5151520.421595-1.246071unassigned#219866#DADEDFGlutGlut#2B93DF
301 IT-ET Glut002 IT EP-CLA Glut0003 IT EP-CLA Glut_1589CS20241021_000323_IT EP-CLA Glut_1#b96cf0Isocortex - AI0.894737...0.4074700.5925300.576896-0.793616unassigned#219866#DADEDFGlutGlut#2B93DF
401 IT-ET Glut002 IT EP-CLA Glut0003 IT EP-CLA Glut_1207CS20241021_000434_IT EP-CLA Glut_1#bff691Isocortex - AI0.971014...0.5169080.4830920.371035-1.430373unassigned#219866#DADEDFGlutGlut#2B93DF
501 IT-ET Glut002 IT EP-CLA Glut0003 IT EP-CLA Glut_12141CS20241021_000545_IT EP-CLA Glut_1#39fbfaIsocortex - AI0.987389...0.3059320.6940680.900735-0.150825unassigned#219866#DADEDFGlutGlut#2B93DF
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5 rows × 22 columns

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" + ], + "text/plain": [ + " class subclass \\\n", + "cluster_alias \n", + "1 01 IT-ET Glut 001 CLA-EPd-CTX Car3 Glut \n", + "2 01 IT-ET Glut 002 IT EP-CLA Glut \n", + "3 01 IT-ET Glut 002 IT EP-CLA Glut \n", + "4 01 IT-ET Glut 002 IT EP-CLA Glut \n", + "5 01 IT-ET Glut 002 IT EP-CLA Glut \n", + "\n", + " supertype number_of_cells cluster_label \\\n", + "cluster_alias \n", + "1 0001 CLA-EPd-CTX Car3 Glut_1 851 CS20241021_0001 \n", + "2 0003 IT EP-CLA Glut_1 330 CS20241021_0002 \n", + "3 0003 IT EP-CLA Glut_1 589 CS20241021_0003 \n", + "4 0003 IT EP-CLA Glut_1 207 CS20241021_0004 \n", + "5 0003 IT EP-CLA Glut_1 2141 CS20241021_0005 \n", + "\n", + " cluster_order cluster_name cluster_color \\\n", + "cluster_alias \n", + "1 0 1_CLA-EPd-CTX Car3 Glut_1 #f7c27a \n", + "2 1 2_IT EP-CLA Glut_1 #5c1a34 \n", + "3 2 3_IT EP-CLA Glut_1 #b96cf0 \n", + "4 3 4_IT EP-CLA Glut_1 #bff691 \n", + "5 4 5_IT EP-CLA Glut_1 #39fbfa \n", + "\n", + " max_region_of_interest_label \\\n", + "cluster_alias \n", + "1 Isocortex - AI \n", + "2 Isocortex - AI \n", + "3 Isocortex - AI \n", + "4 Isocortex - AI \n", + "5 Isocortex - AI \n", + "\n", + " proportion_max_region_of_interest_label ... \\\n", + "cluster_alias ... \n", + "1 0.831962 ... \n", + "2 0.969697 ... \n", + "3 0.894737 ... \n", + "4 0.971014 ... \n", + "5 0.987389 ... \n", + "\n", + " proportion_adult_cells proportion_aged_cells odds_ratio \\\n", + "cluster_alias \n", + "1 0.215041 0.784959 1.453797 \n", + "2 0.484848 0.515152 0.421595 \n", + "3 0.407470 0.592530 0.576896 \n", + "4 0.516908 0.483092 0.371035 \n", + "5 0.305932 0.694068 0.900735 \n", + "\n", + " log2_odds_ratio cluster_age_bias \\\n", + "cluster_alias \n", + "1 0.539826 unassigned \n", + "2 -1.246071 unassigned \n", + "3 -0.793616 unassigned \n", + "4 -1.430373 unassigned \n", + "5 -0.150825 unassigned \n", + "\n", + " max_region_of_interest_color cluster_age_bias_color \\\n", + "cluster_alias \n", + "1 #219866 #DADEDF \n", + "2 #219866 #DADEDF \n", + "3 #219866 #DADEDF \n", + "4 #219866 #DADEDF \n", + "5 #219866 #DADEDF \n", + "\n", + " neurotransmitter_combined_label neurotransmitter_label \\\n", + "cluster_alias \n", + "1 Glut Glut \n", + "2 Glut Glut \n", + "3 Glut Glut \n", + "4 Glut Glut \n", + "5 Glut Glut \n", + "\n", + " neurotransmitter_color \n", + "cluster_alias \n", + "1 #2B93DF \n", + "2 #2B93DF \n", + "3 #2B93DF \n", + "4 #2B93DF \n", + "5 #2B93DF \n", + "\n", + "[5 rows x 22 columns]" + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pivot = membership.groupby(['cluster_alias', 'cluster_annotation_term_set_name'])['cluster_annotation_term_name'].first().unstack()\n", + "pivot = pivot.join(cluster_info)\n", + "pivot.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can also obtain a cluster annotation color pivot table in the same way." + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " class_color subclass_color supertype_color\n", + "cluster_alias \n", + "1 #FA0087 #64c2fc #99822E\n", + "2 #FA0087 #1F665D #994563\n", + "3 #FA0087 #1F665D #994563\n", + "4 #FA0087 #1F665D #994563\n", + "5 #FA0087 #1F665D #994563" + ] + }, + "execution_count": 35, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "color = membership.groupby(['cluster_alias', 'cluster_annotation_term_set_name'])['color_hex_triplet'].first().unstack().fillna('#f9f9f9')\n", + "color.columns = ['%s_color' % x for x in color.columns]\n", + "color.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "metadata": {}, + "outputs": [], + "source": [ + "pivot = pivot.join(color)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Plotting distributions of clusters and cells by taxonomy level\n", + "\n", + "For a given pair of term sets A and B, we compute a cluster count table where the rows are terms in term set A, columns are terms in term set B with the table values being the number of clusters that are shared between the terms. " + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": {}, + "outputs": [], + "source": [ + "def distribution(A, B, B_color) :\n", + " \n", + " AxB = pivot.groupby([A, B])[['cluster_name']].count()\n", + " AxB.columns = ['number_of_clusters']\n", + " AxB = AxB.unstack().fillna(0)\n", + " B_names = pivot[B].unique()\n", + " B_colors = pd.Series(data=pivot[B_color].unique(), index=B_names)\n", + " \n", + " return AxB, B_names, B_colors" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Function *stacked_bar_distribution* takes the results of *distribution* as input to create distribution stacked bar plot.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "metadata": {}, + "outputs": [], + "source": [ + "def stacked_bar_distribution(AxB, B_names, B_colors, fig_width = 6, fig_height = 6):\n", + " \"\"\"\n", + " \"\"\"\n", + "\n", + " fig, ax = plt.subplots()\n", + " fig.set_size_inches(fig_width, fig_height)\n", + "\n", + " bottom = np.zeros(len(AxB))\n", + "\n", + " for i, col in enumerate(AxB.columns):\n", + " ax.barh(AxB.index, AxB[col], left=bottom, label=col[1], color=B_colors.loc[col[1]])\n", + " bottom += np.array(AxB[col])\n", + "\n", + " ax.set_title('Distribution of %s in each %s' % (AxB.columns.names[1], AxB.index.name))\n", + " ax.legend(loc='center left', bbox_to_anchor=(1, 0.5))\n", + "\n", + " plt.show()\n", + " \n", + " return fig, ax" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Distribution of neurotransmitter clusters in each class" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "AxB, B_names, B_colors = distribution('class', 'neurotransmitter_label', 'neurotransmitter_color')\n", + "fig, ax = stacked_bar_distribution(AxB, B_names, B_colors, 6, 6)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Distribution of age enriched vs age depleted clusters" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "AxB, B_names, B_colors = distribution('class', 'cluster_age_bias', 'cluster_age_bias_color')\n", + "fig, ax = stacked_bar_distribution(AxB, B_names, B_colors, 6, 6)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Distribution of adult and aged cells\n", + "\n", + "We can use the same groupby functionality as our distribution functions to this time sum up all the adult and age cells in each cluster and plot those versus class (or subclass, supertype). Note that there are ~600k aged cells vs ~400k adult cells in the data so an overall bias towards the aged cells is expected." + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Sum up the number of aged and adult cells.\n", + "n_adult = pivot.groupby(['class'])[['number_of_adult_cells']].sum()\n", + "n_aged = pivot.groupby(['class'])[['number_of_aged_cells']].sum()\n", + "adult_vs_aged = n_adult.join(n_aged)\n", + "\n", + "# Rename columns and correctly label the aged/adult cells by color.\n", + "adult_vs_aged.columns = pd.MultiIndex.from_tuples(\n", + " [('n_cells', 'adult'), ('n_cells', 'aged')],\n", + " names=[None, 'n_cells'])\n", + "B_names = ['adult', 'aged']\n", + "B_colors = pd.Series(data=['#9ACA3C', '#CC6828'], index=B_names)\n", + "\n", + "# Plot our barplot\n", + "fig, ax = stacked_bar_distribution(adult_vs_aged, B_names, B_colors, 6, 6)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Visualizing the mouse whole brain taxonomy \n", + "\n", + "Term sets: class, subclass, supertype and cluster form a four-level mouse whole brain taxonomy. We can visualize the taxonomy as a sunburst diagram that shows the single inheritance hierarchy through a series of rings, that are sliced for each annotation term. Each ring corresponds to a level in the hierarchy. We have ordered the rings so that the class level is the outer most ring so that we can add in each class’s labels. Rings are sliced up and divided based on their hierarchical relationship to the parent slice. The angle of each slice is proportional to the number of clusters belonging to the term. " + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "levels = ['class', 'subclass', 'supertype']\n", + "df = {}\n", + "\n", + "for lvl in levels:\n", + " pred = term_with_counts['cluster_annotation_term_set_name'] == lvl\n", + " df[lvl] = term_with_counts[pred]\n", + " df[lvl] = df[lvl].sort_values(['parent_term_label'])\n", + " df[lvl] = df[lvl][~df[lvl].index.duplicated(keep='first')]\n", + "\n", + "fig, ax = plt.subplots()\n", + "fig.set_size_inches(10, 10)\n", + "size = 0.15\n", + "\n", + "for i, lvl in enumerate(levels):\n", + " \n", + " if lvl == 'class':\n", + " ax.pie(df[lvl]['number_of_clusters'],\n", + " colors=df[lvl]['color_hex_triplet'],\n", + " labels=df[lvl]['cluster_annotation_term_name'],\n", + " rotatelabels=True,\n", + " labeldistance=1.025,\n", + " radius=1,\n", + " wedgeprops=dict(width=size, edgecolor=None),\n", + " startangle=0)\n", + " else:\n", + " ax.pie(df[lvl]['number_of_clusters'],\n", + " colors=df[lvl]['color_hex_triplet'],\n", + " radius=1-i*size,\n", + " wedgeprops=dict(width=size, edgecolor=None),\n", + " startangle=0)\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "**In part 2 we'll focus on gene data including using the UMAP to plot gene expression locations as well as age Differential (ageDE) genes identified in Zeng et al.**" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/notebooks/abc_atlas_selection_example.ipynb b/notebooks/abc_atlas_selection_example.ipynb index 67c6cb8..b704695 100644 --- a/notebooks/abc_atlas_selection_example.ipynb +++ b/notebooks/abc_atlas_selection_example.ipynb @@ -14,7 +14,7 @@ "\n", "For this notebook, the user should:\n", "- Have some familiarity with using the ABC Atlas. If you are unsure of any steps used to manipulate data in the atlas visualization, you can refer to the user guide [here](https://community.brain-map.org/t/abc-atlas-user-guide/3179).\n", - "- Be using manifest versions equal to or greater than 20241115. Instructions on listing and changing versions can be found in the [Getting Started notebook](notebooks/getting_started.ipynb).\n", + "- Be using manifest versions equal to or greater than 20241115. Instructions on listing and changing versions can be found in the [Getting Started notebook](https://alleninstitute.github.io/abc_atlas_access/notebooks/getting_started.ipynb).\n", "- Be connected to the internet.\n", "- Have run through the [Getting Started](https://alleninstitute.github.io/abc_atlas_access/notebooks/getting_started.html) and other notebooks in this repo." ] @@ -62,7 +62,7 @@ { "data": { "text/plain": [ - "'releases/20241115/manifest.json'" + "'releases/20241130/manifest.json'" ] }, "execution_count": 2, @@ -150,7 +150,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "cell_metadata.csv: 100%|███████████████████████████████████████████████████████████████████████| 710M/710M [00:27<00:00, 25.5MMB/s]\n" + "cell_metadata.csv: 100%|██████████████████████████████████████████████████████████████████████████████████| 710M/710M [00:27<00:00, 26.0MMB/s]\n" ] }, { @@ -812,7 +812,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "gene.csv: 100%|███████████████████████████████████████████████████████████████████████████████| 48.4k/48.4k [00:00<00:00, 908kMB/s]\n" + "gene.csv: 100%|██████████████████████████████████████████████████████████████████████████████████████████| 48.4k/48.4k [00:00<00:00, 482kMB/s]\n" ] }, { @@ -943,7 +943,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "C57BL6J-638850.31-log2.h5ad: 100%|█████████████████████████████████████████████████████████████| 190M/190M [00:07<00:00, 24.0MMB/s]\n" + "C57BL6J-638850.31-log2.h5ad: 100%|████████████████████████████████████████████████████████████████████████| 190M/190M [00:05<00:00, 32.6MMB/s]\n" ] } ], diff --git a/notebooks/ccf_and_parcellation_annotation_tutorial.ipynb b/notebooks/ccf_and_parcellation_annotation_tutorial.ipynb index 779ebed..1898ef7 100644 --- a/notebooks/ccf_and_parcellation_annotation_tutorial.ipynb +++ b/notebooks/ccf_and_parcellation_annotation_tutorial.ipynb @@ -48,7 +48,7 @@ { "data": { "text/plain": [ - "'releases/20241115/manifest.json'" + "'releases/20241130/manifest.json'" ] }, "execution_count": 2, @@ -1311,23 +1311,23 @@ " ...\n", " \n", " \n", - " AllenCCF-Ontology-2017-1069\n", + " AllenCCF-Ontology-2017-10703\n", " 1\n", " \n", " \n", - " AllenCCF-Ontology-2017-10671\n", + " AllenCCF-Ontology-2017-10704\n", " 1\n", " \n", " \n", - " AllenCCF-Ontology-2017-1066\n", + " AllenCCF-Ontology-2017-1072\n", " 1\n", " \n", " \n", - " AllenCCF-Ontology-2017-1064\n", + " AllenCCF-Ontology-2017-1074\n", " 1\n", " \n", " \n", - " AllenCCF-Ontology-2017-1074\n", + " AllenCCF-Ontology-2017-998\n", " 1\n", " \n", " \n", @@ -1344,11 +1344,11 @@ "AllenCCF-Ontology-2017-1009 81\n", "AllenCCF-Ontology-2017-313 59\n", "... ...\n", - "AllenCCF-Ontology-2017-1069 1\n", - "AllenCCF-Ontology-2017-10671 1\n", - "AllenCCF-Ontology-2017-1066 1\n", - "AllenCCF-Ontology-2017-1064 1\n", + "AllenCCF-Ontology-2017-10703 1\n", + "AllenCCF-Ontology-2017-10704 1\n", + "AllenCCF-Ontology-2017-1072 1\n", "AllenCCF-Ontology-2017-1074 1\n", + "AllenCCF-Ontology-2017-998 1\n", "\n", "[1072 rows x 1 columns]" ] @@ -1408,12 +1408,12 @@ " 697.783214\n", " \n", " \n", - " ABC-Ontology-2023-unassigned-organ\n", + " ABC-Ontology-2023-unassigned-structure\n", " 697783214\n", " 697.783214\n", " \n", " \n", - " ABC-Ontology-2023-unassigned-structure\n", + " ABC-Ontology-2023-unassigned-organ\n", " 697783214\n", " 697.783214\n", " \n", @@ -1433,7 +1433,7 @@ " ...\n", " \n", " \n", - " ABC-Ontology-2023-c-substructure\n", + " ABC-Ontology-2023-c-structure\n", " 432\n", " 0.000432\n", " \n", @@ -1466,12 +1466,12 @@ " voxel_count volume_mm3\n", "parcellation_term_label \n", "ABC-Ontology-2023-unassigned-substructure 697783214 697.783214\n", - "ABC-Ontology-2023-unassigned-organ 697783214 697.783214\n", "ABC-Ontology-2023-unassigned-structure 697783214 697.783214\n", + "ABC-Ontology-2023-unassigned-organ 697783214 697.783214\n", "ABC-Ontology-2023-unassigned-division 697783214 697.783214\n", "ABC-Ontology-2023-unassigned-category 697783214 697.783214\n", "... ... ...\n", - "ABC-Ontology-2023-c-substructure 432 0.000432\n", + "ABC-Ontology-2023-c-structure 432 0.000432\n", "ABC-Ontology-2023-CA1-substructure 6 0.000006\n", "AllenCCF-Ontology-2017-1051 4 0.000004\n", "ABC-Ontology-2023-CA3-substructure 2 0.000002\n", @@ -2668,7 +2668,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.10" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/notebooks/cluster_annotation_tutorial.ipynb b/notebooks/cluster_annotation_tutorial.ipynb index 8fcf233..2b363ad 100644 --- a/notebooks/cluster_annotation_tutorial.ipynb +++ b/notebooks/cluster_annotation_tutorial.ipynb @@ -46,7 +46,7 @@ { "data": { "text/plain": [ - "'releases/20241115/manifest.json'" + "'releases/20241130/manifest.json'" ] }, "execution_count": 2, @@ -1814,7 +1814,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "/tmp/ipykernel_16800/1772253940.py:9: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n", + "/var/folders/kc/7glrmt5n67x16yj_tg86t49c0000gp/T/ipykernel_59350/1772253940.py:9: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n", " ax.barh(AxB.index, AxB[col], left=bottom, label=col[1], color=B_colors[i])\n" ] }, @@ -1917,7 +1917,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.10" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/notebooks/cluster_groups_and_embeddings_tutorial.ipynb b/notebooks/cluster_groups_and_embeddings_tutorial.ipynb index 3cf2ec4..23ee8b7 100644 --- a/notebooks/cluster_groups_and_embeddings_tutorial.ipynb +++ b/notebooks/cluster_groups_and_embeddings_tutorial.ipynb @@ -40,7 +40,7 @@ { "data": { "text/plain": [ - "'releases/20241115/manifest.json'" + "'releases/20241130/manifest.json'" ] }, "execution_count": 2, @@ -75,7 +75,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "cluster_group.csv: 100%|█████████████████████████████████████████████████████████████████████| 1.62k/1.62k [00:00<00:00, 22.9kMB/s]" + "cluster_group.csv: 100%|████████████████████████████████████████████████████████████████████████████████| 1.62k/1.62k [00:00<00:00, 28.8kMB/s]" ] }, { @@ -303,7 +303,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "cluster_group_membership.csv: 100%|████████████████████████████████████████████████████████████| 674k/674k [00:00<00:00, 5.05MMB/s]\n" + "cluster_group_membership.csv: 100%|███████████████████████████████████████████████████████████████████████| 674k/674k [00:00<00:00, 2.49MMB/s]\n" ] }, { @@ -413,7 +413,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "dimension_reduction.csv: 100%|███████████████████████████████████████████████████████████████| 1.68k/1.68k [00:00<00:00, 18.0kMB/s]" + "dimension_reduction.csv: 100%|██████████████████████████████████████████████████████████████████████████| 1.68k/1.68k [00:00<00:00, 31.6kMB/s]" ] }, { @@ -1030,7 +1030,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "UMAP20230830-HY-EA-Glut-GABA.csv: 100%|██████████████████████████████████████████████████████| 13.7M/13.7M [00:00<00:00, 27.7MMB/s]\n" + "UMAP20230830-HY-EA-Glut-GABA.csv: 100%|█████████████████████████████████████████████████████████████████| 13.7M/13.7M [00:00<00:00, 19.9MMB/s]\n" ] } ], @@ -1241,7 +1241,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "cell_metadata_with_cluster_annotation.csv: 100%|█████████████████████████████████████████████| 1.02G/1.02G [00:38<00:00, 26.8MMB/s]\n" + "cell_metadata_with_cluster_annotation.csv: 100%|████████████████████████████████████████████████████████| 1.02G/1.02G [00:40<00:00, 25.1MMB/s]\n" ] } ], @@ -1389,7 +1389,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.10" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/notebooks/cluster_neighborhood_gallery.ipynb b/notebooks/cluster_neighborhood_gallery.ipynb index 22abea2..d6f2fd6 100644 --- a/notebooks/cluster_neighborhood_gallery.ipynb +++ b/notebooks/cluster_neighborhood_gallery.ipynb @@ -40,7 +40,7 @@ { "data": { "text/plain": [ - "'releases/20241115/manifest.json'" + "'releases/20241130/manifest.json'" ] }, "execution_count": 2, @@ -232,7 +232,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "10x_cell_metadata_with_group_membership.csv: 100%|███████████████████████████████████████████| 1.57G/1.57G [00:59<00:00, 26.4MMB/s]\n" + "10x_cell_metadata_with_group_membership.csv: 100%|██████████████████████████████████████████████████████| 1.57G/1.57G [01:01<00:00, 25.5MMB/s]\n" ] }, { @@ -262,7 +262,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "merfish_cell_metadata_with_group_membership.csv: 100%|███████████████████████████████████████| 1.20G/1.20G [00:53<00:00, 22.6MMB/s]\n" + "merfish_cell_metadata_with_group_membership.csv: 100%|██████████████████████████████████████████████████| 1.20G/1.20G [00:41<00:00, 28.7MMB/s]\n" ] }, { @@ -386,7 +386,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "UMAP20230830-Pallium-Glut.csv: 100%|█████████████████████████████████████████████████████████| 84.5M/84.5M [00:04<00:00, 20.1MMB/s]\n" + "UMAP20230830-Pallium-Glut.csv: 100%|████████████████████████████████████████████████████████████████████| 84.5M/84.5M [00:02<00:00, 30.9MMB/s]\n" ] }, { @@ -467,7 +467,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "UMAP20230830-Subpallium-GABA.csv: 100%|██████████████████████████████████████████████████████| 27.7M/27.7M [00:01<00:00, 18.8MMB/s]\n" + "UMAP20230830-Subpallium-GABA.csv: 100%|█████████████████████████████████████████████████████████████████| 27.7M/27.7M [00:01<00:00, 21.8MMB/s]\n" ] }, { @@ -696,7 +696,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "UMAP20230830-MB-HB-CB-GABA.csv: 100%|████████████████████████████████████████████████████████| 9.32M/9.32M [00:00<00:00, 9.45MMB/s]\n" + "UMAP20230830-MB-HB-CB-GABA.csv: 100%|███████████████████████████████████████████████████████████████████| 9.32M/9.32M [00:00<00:00, 16.5MMB/s]\n" ] }, { @@ -777,7 +777,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "UMAP20230830-MB-HB-Glut-Sero-Dopa.csv: 100%|█████████████████████████████████████████████████| 8.42M/8.42M [00:00<00:00, 20.2MMB/s]\n" + "UMAP20230830-MB-HB-Glut-Sero-Dopa.csv: 100%|████████████████████████████████████████████████████████████| 8.42M/8.42M [00:01<00:00, 5.73MMB/s]\n" ] }, { @@ -858,7 +858,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "UMAP20230830-NN-IMN-GC.csv: 100%|████████████████████████████████████████████████████████████| 83.4M/83.4M [00:04<00:00, 19.6MMB/s]\n" + "UMAP20230830-NN-IMN-GC.csv: 100%|███████████████████████████████████████████████████████████████████████| 83.4M/83.4M [00:03<00:00, 25.6MMB/s]\n" ] }, { @@ -947,7 +947,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.10" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/notebooks/general_accessing_10x_snRNASeq_tutorial.ipynb b/notebooks/general_accessing_10x_snRNASeq_tutorial.ipynb index dabb203..01ef2b3 100644 --- a/notebooks/general_accessing_10x_snRNASeq_tutorial.ipynb +++ b/notebooks/general_accessing_10x_snRNASeq_tutorial.ipynb @@ -43,7 +43,7 @@ { "data": { "text/plain": [ - "'releases/20241115/manifest.json'" + "'releases/20241130/manifest.json'" ] }, "execution_count": 2, @@ -78,7 +78,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "cell_metadata.csv: 100%|███████████████████████████████████████████████████████████████████████| 830M/830M [00:31<00:00, 26.1MMB/s]\n" + "cell_metadata.csv: 100%|██████████████████████████████████████████████████████████████████████████████████| 830M/830M [00:36<00:00, 22.8MMB/s]\n" ] }, { @@ -475,7 +475,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "gene.csv: 100%|██████████████████████████████████████████████████████████████████████████████| 4.23M/4.23M [00:00<00:00, 9.05MMB/s]\n" + "gene.csv: 100%|█████████████████████████████████████████████████████████████████████████████████████████| 4.23M/4.23M [00:00<00:00, 8.63MMB/s]\n" ] }, { @@ -701,7 +701,7 @@ "-------\n", "output_gene_data: pandas.DataFrame\n", " Subset of gene data indexed by cell.\n", - "\u001b[0;31mFile:\u001b[0m /allen/aibs/informatics/chris.morrison/miniconda/envs/abc_atlas_access/lib/python3.11/site-packages/abc_atlas_access/abc_atlas_cache/anndata_utils.py\n", + "\u001b[0;31mFile:\u001b[0m ~/src/miniconda3/envs/abc_atlas_access/lib/python3.12/site-packages/abc_atlas_access/abc_atlas_cache/anndata_utils.py\n", "\u001b[0;31mType:\u001b[0m function" ] }, @@ -769,15 +769,15 @@ "name": "stderr", "output_type": "stream", "text": [ - "WHB-10Xv3-Nonneurons-log2.h5ad: 100%|████████████████████████████████████████████████████████| 4.78G/4.78G [03:06<00:00, 25.7MMB/s]\n" + "WHB-10Xv3-Nonneurons-log2.h5ad: 100%|███████████████████████████████████████████████████████████████████| 4.78G/4.78G [01:47<00:00, 44.5MMB/s]\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - " - time taken: 242.30124915899998\n", - "total time taken: 287.29828778300003\n", + " - time taken: 157.11012499999998\n", + "total time taken: 211.236957\n", "\ttotal cells: 888263 processed cells: 888263\n" ] }, @@ -1485,7 +1485,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.10" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/notebooks/getting_started.ipynb b/notebooks/getting_started.ipynb index 6367b85..4a83347 100644 --- a/notebooks/getting_started.ipynb +++ b/notebooks/getting_started.ipynb @@ -31,78 +31,68 @@ "name": "stdout", "output_type": "stream", "text": [ - "Collecting git+https://github.com/alleninstitute/abc_atlas_access\n", - " Cloning https://github.com/alleninstitute/abc_atlas_access to /tmp/pip-req-build-xec2y8u2\n", - " Running command git clone --quiet https://github.com/alleninstitute/abc_atlas_access /tmp/pip-req-build-xec2y8u2\n", - " Resolved https://github.com/alleninstitute/abc_atlas_access to commit 8b52e7ccc086a7932c9d9289ffe18111630f333f\n", + "Collecting abc_atlas_access@ git+https://github.com/alleninstitute/abc_atlas_access.git (from abc_atlas_access[notebooks]@ git+https://github.com/alleninstitute/abc_atlas_access.git)\n", + " Cloning https://github.com/alleninstitute/abc_atlas_access.git to /private/var/folders/kc/7glrmt5n67x16yj_tg86t49c0000gp/T/pip-install-6jwxhuds/abc-atlas-access_21493a4c96884d09873ec31010833d0b\n", + " Running command git clone --filter=blob:none --quiet https://github.com/alleninstitute/abc_atlas_access.git /private/var/folders/kc/7glrmt5n67x16yj_tg86t49c0000gp/T/pip-install-6jwxhuds/abc-atlas-access_21493a4c96884d09873ec31010833d0b\n", + " Resolved https://github.com/alleninstitute/abc_atlas_access.git to commit e4a6696b44788088119238965f766db640b7ebb2\n", " Installing build dependencies ... \u001b[?25ldone\n", "\u001b[?25h Getting requirements 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satisfied: typing-extensions>=4.6.1 in /Users/chris.morrison/src/miniconda3/envs/abc_atlas_access/lib/python3.12/site-packages (from pydantic->abc_atlas_access@ git+https://github.com/alleninstitute/abc_atlas_access.git->abc_atlas_access[notebooks]@ git+https://github.com/alleninstitute/abc_atlas_access.git) (4.12.2)\n", + "Requirement already satisfied: iniconfig in /Users/chris.morrison/src/miniconda3/envs/abc_atlas_access/lib/python3.12/site-packages (from pytest->abc_atlas_access@ git+https://github.com/alleninstitute/abc_atlas_access.git->abc_atlas_access[notebooks]@ git+https://github.com/alleninstitute/abc_atlas_access.git) (2.0.0)\n", + "Requirement already satisfied: pluggy<2,>=1.5 in /Users/chris.morrison/src/miniconda3/envs/abc_atlas_access/lib/python3.12/site-packages (from pytest->abc_atlas_access@ git+https://github.com/alleninstitute/abc_atlas_access.git->abc_atlas_access[notebooks]@ git+https://github.com/alleninstitute/abc_atlas_access.git) (1.5.0)\n", + "Requirement already satisfied: cffi>=1.12 in /Users/chris.morrison/src/miniconda3/envs/abc_atlas_access/lib/python3.12/site-packages (from cryptography>=3.3.1->moto->abc_atlas_access@ git+https://github.com/alleninstitute/abc_atlas_access.git->abc_atlas_access[notebooks]@ git+https://github.com/alleninstitute/abc_atlas_access.git) (1.17.1)\n", + "Requirement already satisfied: MarkupSafe>=2.0 in /Users/chris.morrison/src/miniconda3/envs/abc_atlas_access/lib/python3.12/site-packages (from Jinja2>=2.10.1->moto->abc_atlas_access@ git+https://github.com/alleninstitute/abc_atlas_access.git->abc_atlas_access[notebooks]@ git+https://github.com/alleninstitute/abc_atlas_access.git) (3.0.2)\n", + "Requirement already satisfied: six>=1.5 in /Users/chris.morrison/src/miniconda3/envs/abc_atlas_access/lib/python3.12/site-packages (from python-dateutil>=2.8.2->pandas->abc_atlas_access@ git+https://github.com/alleninstitute/abc_atlas_access.git->abc_atlas_access[notebooks]@ git+https://github.com/alleninstitute/abc_atlas_access.git) (1.16.0)\n", + "Requirement already satisfied: pyyaml in /Users/chris.morrison/src/miniconda3/envs/abc_atlas_access/lib/python3.12/site-packages (from responses>=0.15.0->moto->abc_atlas_access@ git+https://github.com/alleninstitute/abc_atlas_access.git->abc_atlas_access[notebooks]@ git+https://github.com/alleninstitute/abc_atlas_access.git) (6.0.2)\n", + "Requirement already satisfied: pycparser in /Users/chris.morrison/src/miniconda3/envs/abc_atlas_access/lib/python3.12/site-packages (from cffi>=1.12->cryptography>=3.3.1->moto->abc_atlas_access@ git+https://github.com/alleninstitute/abc_atlas_access.git->abc_atlas_access[notebooks]@ git+https://github.com/alleninstitute/abc_atlas_access.git) (2.22)\n", "Note: you may need to restart the kernel to use updated packages.\n" ] } ], "source": [ - "pip install -U git+https://github.com/alleninstitute/abc_atlas_access" + "pip install \"abc_atlas_access[notebooks] @ git+https://github.com/alleninstitute/abc_atlas_access.git\"" ] }, { @@ -169,21 +159,10 @@ "execution_count": 2, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/chris.morrison/src/abc_atlas_access/src/abc_atlas_access/abc_atlas_cache/cloud_cache.py:630: OutdatedManifestWarning: You are loading releases/20240831/manifest.json. A more up to date version of the dataset -- releases/20241115/manifest.json -- exists online. To see the changes between the two versions of the dataset, run\n", - "type.compare_manifests('releases/20240831/manifest.json', 'releases/20241115/manifest.json')\n", - "To load another version of the dataset, run\n", - "type.load_manifest('releases/20241115/manifest.json')\n", - " warnings.warn(msg, OutdatedManifestWarning)\n" - ] - }, { "data": { "text/plain": [ - "'releases/20240831/manifest.json'" + "'releases/20241130/manifest.json'" ] }, "execution_count": 2, @@ -218,7 +197,8 @@ " 'releases/20231215/manifest.json',\n", " 'releases/20240330/manifest.json',\n", " 'releases/20240831/manifest.json',\n", - " 'releases/20241115/manifest.json']" + " 'releases/20241115/manifest.json',\n", + " 'releases/20241130/manifest.json']" ] }, "execution_count": 3, @@ -249,24 +229,37 @@ }, "outputs": [ { - "name": "stderr", + "name": "stdout", "output_type": "stream", "text": [ - "/Users/chris.morrison/src/abc_atlas_access/src/abc_atlas_access/abc_atlas_cache/cloud_cache.py:648: OutdatedManifestWarning: You are loading\n", - "releases/20241115/manifest.json\n", - "which is newer than the most recent manifest file you have previously been working with\n", - "releases/20240831/manifest.json\n", - "It is possible that some data files have changed between these two data releases, which will force you to re-download those data files (currently downloaded files will not be overwritten). To continue using releases/20240831/manifest.json, run\n", - "type.load_manifest('releases/20240831/manifest.json')\n", - " warnings.warn(msg, OutdatedManifestWarning)\n" + "old manifest loaded: releases/20230630/manifest.json\n", + "after latest manifest loaded: releases/20241130/manifest.json\n" ] }, { - "name": "stdout", + "name": "stderr", "output_type": "stream", "text": [ - "old manifest loaded: releases/20230630/manifest.json\n", - "after latest manifest loaded: releases/20241115/manifest.json\n" + "/Users/chris.morrison/src/miniconda3/envs/abc_atlas_access/lib/python3.12/site-packages/abc_atlas_access/abc_atlas_cache/cloud_cache.py:575: OutdatedManifestWarning: \n", + "\n", + "The manifest file you are loading is not the most up to date manifest file available for this dataset. The most up to data manifest file available for this dataset is \n", + "\n", + "releases/20241130/manifest.json\n", + "\n", + "To see the differences between these manifests,run\n", + "\n", + "type.compare_manifests('releases/20241130/manifest.json', 'releases/20230630/manifest.json')\n", + "\n", + "To see all of the manifest files currently downloaded onto your local system, run\n", + "\n", + "self.list_all_downloaded_manifests()\n", + "\n", + "If you just want to load the latest manifest, run\n", + "\n", + "self.load_latest_manifest()\n", + "\n", + "\n", + " warnings.warn(msg, OutdatedManifestWarning)\n" ] } ], @@ -307,6 +300,8 @@ " 'WMB-10Xv3',\n", " 'WMB-neighborhoods',\n", " 'WMB-taxonomy',\n", + " 'Zeng-Aging-Mouse-10Xv3',\n", + " 'Zeng-Aging-Mouse-WMB-taxonomy',\n", " 'Zhuang-ABCA-1',\n", " 'Zhuang-ABCA-1-CCF',\n", " 'Zhuang-ABCA-2',\n", @@ -467,9 +462,9 @@ "name": "stderr", "output_type": "stream", "text": [ - "annotation_10.nii.gz: 100%|████████████████████████████████████████████████| 27.5M/27.5M [00:04<00:00, 5.82MMB/s]\n", - "annotation_boundary_10.nii.gz: 100%|███████████████████████████████████████| 27.4M/27.4M [00:04<00:00, 6.03MMB/s]\n", - "average_template_10.nii.gz: 100%|████████████████████████████████████████████| 343M/343M [00:56<00:00, 6.11MMB/s]" + "annotation_10.nii.gz: 100%|█████████████████████████████████████████████████████████████████████████████| 27.5M/27.5M [00:01<00:00, 24.8MMB/s]\n", + "annotation_boundary_10.nii.gz: 100%|████████████████████████████████████████████████████████████████████| 27.4M/27.4M [00:01<00:00, 22.3MMB/s]\n", + "average_template_10.nii.gz: 100%|█████████████████████████████████████████████████████████████████████████| 343M/343M [00:13<00:00, 25.9MMB/s]" ] }, { @@ -502,11 +497,13 @@ "name": "stderr", "output_type": "stream", "text": [ - "cluster.csv: 100%|████████████████████████████████████████████████████████████| 131k/131k [00:00<00:00, 930kMB/s]\n", - "cluster_annotation_term.csv: 100%|███████████████████████████████████████████| 861k/861k [00:00<00:00, 3.29MMB/s]\n", - "cluster_annotation_term_set.csv: 100%|█████████████████████████████████████| 1.11k/1.11k [00:00<00:00, 14.5kMB/s]\n", - "cluster_annotation_term_with_counts.csv: 100%|███████████████████████████████| 902k/902k [00:00<00:00, 3.57MMB/s]\n", - "cluster_to_cluster_annotation_membership.csv: 100%|████████████████████████| 2.21M/2.21M [00:00<00:00, 4.34MMB/s]" + "cluster.csv: 100%|█████████████████████████████████████████████████████████████████████████████████████████| 131k/131k [00:00<00:00, 970kMB/s]\n", + "cluster_annotation_term.csv: 100%|████████████████████████████████████████████████████████████████████████| 861k/861k [00:00<00:00, 5.73MMB/s]\n", + "cluster_annotation_term_set.csv: 100%|██████████████████████████████████████████████████████████████████| 1.11k/1.11k [00:00<00:00, 16.0kMB/s]\n", + "cluster_annotation_term_with_counts.csv: 100%|████████████████████████████████████████████████████████████| 902k/902k [00:00<00:00, 5.85MMB/s]\n", + "cluster_to_cluster_annotation_membership.csv: 100%|█████████████████████████████████████████████████████| 2.21M/2.21M [00:00<00:00, 12.0MMB/s]\n", + "cluster_to_cluster_annotation_membership_color.csv: 100%|█████████████████████████████████████████████████| 239k/239k [00:00<00:00, 1.82MMB/s]\n", + "cluster_to_cluster_annotation_membership_pivoted.csv: 100%|███████████████████████████████████████████████| 531k/531k [00:00<00:00, 5.37MMB/s]" ] }, { @@ -611,7 +608,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "gene.csv: 100%|████████████████████████████████████████████████████████████| 2.30M/2.30M [00:00<00:00, 4.04MMB/s]\n" + "gene.csv: 100%|█████████████████████████████████████████████████████████████████████████████████████████| 2.30M/2.30M [00:00<00:00, 6.04MMB/s]\n" ] }, { @@ -845,7 +842,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "WMB-10XMulti-log2.h5ad: 100%|██████████████████████████████████████████████| 89.3M/89.3M [00:14<00:00, 6.11MMB/s]\n" + "WMB-10XMulti-log2.h5ad: 100%|███████████████████████████████████████████████████████████████████████████| 89.3M/89.3M [00:03<00:00, 24.6MMB/s]\n" ] }, { @@ -878,11 +875,11 @@ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[0;31mKeyError\u001b[0m Traceback (most recent call last)", "Cell \u001b[0;32mIn[18], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m \u001b[43mabc_cache\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget_data_path\u001b[49m\u001b[43m(\u001b[49m\u001b[43mdirectory\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43mWMB-10XMulti\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mfile_name\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43mWMB-10XMulti\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m)\u001b[49m\n", - "File \u001b[0;32m~/src/abc_atlas_access/src/abc_atlas_access/abc_atlas_cache/abc_project_cache.py:508\u001b[0m, in \u001b[0;36mAbcProjectCache.get_data_path\u001b[0;34m(self, directory, file_name, force_download, skip_hash_check)\u001b[0m\n\u001b[1;32m 503\u001b[0m data_path \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_get_local_path(\n\u001b[1;32m 504\u001b[0m directory\u001b[38;5;241m=\u001b[39mdirectory,\n\u001b[1;32m 505\u001b[0m file_name\u001b[38;5;241m=\u001b[39mfile_name\n\u001b[1;32m 506\u001b[0m )\n\u001b[1;32m 507\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[0;32m--> 508\u001b[0m data_path \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mcache\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mdownload_data\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m 509\u001b[0m \u001b[43m \u001b[49m\u001b[43mdirectory\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mdirectory\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 510\u001b[0m \u001b[43m \u001b[49m\u001b[43mfile_name\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mfile_name\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 511\u001b[0m \u001b[43m \u001b[49m\u001b[43mforce_download\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mforce_download\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 512\u001b[0m \u001b[43m \u001b[49m\u001b[43mskip_hash_check\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mskip_hash_check\u001b[49m\n\u001b[1;32m 513\u001b[0m \u001b[43m \u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 514\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m data_path\n", - "File \u001b[0;32m~/src/abc_atlas_access/src/abc_atlas_access/abc_atlas_cache/cloud_cache.py:836\u001b[0m, in \u001b[0;36mCloudCacheBase.download_data\u001b[0;34m(self, directory, file_name, force_download, skip_hash_check)\u001b[0m\n\u001b[1;32m 802\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mdownload_data\u001b[39m(\n\u001b[1;32m 803\u001b[0m \u001b[38;5;28mself\u001b[39m,\n\u001b[1;32m 804\u001b[0m directory: \u001b[38;5;28mstr\u001b[39m,\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 807\u001b[0m skip_hash_check: \u001b[38;5;28mbool\u001b[39m \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;01mFalse\u001b[39;00m\n\u001b[1;32m 808\u001b[0m ) \u001b[38;5;241m-\u001b[39m\u001b[38;5;241m>\u001b[39m Path:\n\u001b[1;32m 809\u001b[0m \u001b[38;5;250m \u001b[39m\u001b[38;5;124;03m\"\"\"\u001b[39;00m\n\u001b[1;32m 810\u001b[0m \u001b[38;5;124;03m Return the local path to a data file, downloading the file\u001b[39;00m\n\u001b[1;32m 811\u001b[0m \u001b[38;5;124;03m if necessary\u001b[39;00m\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 834\u001b[0m \u001b[38;5;124;03m If the file cannot be downloaded\u001b[39;00m\n\u001b[1;32m 835\u001b[0m \u001b[38;5;124;03m \"\"\"\u001b[39;00m\n\u001b[0;32m--> 836\u001b[0m super_attributes \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mdata_path\u001b[49m\u001b[43m(\u001b[49m\u001b[43mdirectory\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mdirectory\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 837\u001b[0m \u001b[43m \u001b[49m\u001b[43mfile_name\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mfile_name\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 838\u001b[0m file_attributes \u001b[38;5;241m=\u001b[39m super_attributes[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mfile_attributes\u001b[39m\u001b[38;5;124m'\u001b[39m]\n\u001b[1;32m 839\u001b[0m \u001b[38;5;66;03m# If the file exists, check that it was downloaded successfully.\u001b[39;00m\n", - "File \u001b[0;32m~/src/abc_atlas_access/src/abc_atlas_access/abc_atlas_cache/cloud_cache.py:403\u001b[0m, in \u001b[0;36mBasicLocalCache.data_path\u001b[0;34m(self, directory, file_name)\u001b[0m\n\u001b[1;32m 374\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mdata_path\u001b[39m(\u001b[38;5;28mself\u001b[39m, directory: \u001b[38;5;28mstr\u001b[39m, file_name: \u001b[38;5;28mstr\u001b[39m) \u001b[38;5;241m-\u001b[39m\u001b[38;5;241m>\u001b[39m \u001b[38;5;28mdict\u001b[39m:\n\u001b[1;32m 375\u001b[0m \u001b[38;5;250m \u001b[39m\u001b[38;5;124;03m\"\"\"\u001b[39;00m\n\u001b[1;32m 376\u001b[0m \u001b[38;5;124;03m Return the local path to a data file, and test for the\u001b[39;00m\n\u001b[1;32m 377\u001b[0m \u001b[38;5;124;03m file's existence\u001b[39;00m\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 401\u001b[0m \u001b[38;5;124;03m If the file cannot be downloaded\u001b[39;00m\n\u001b[1;32m 402\u001b[0m \u001b[38;5;124;03m \"\"\"\u001b[39;00m\n\u001b[0;32m--> 403\u001b[0m output \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_get_file_path\u001b[49m\u001b[43m(\u001b[49m\u001b[43mdirectory\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mdirectory\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mfile_name\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mfile_name\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 405\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m output\n", - "File \u001b[0;32m~/src/abc_atlas_access/src/abc_atlas_access/abc_atlas_cache/cloud_cache.py:329\u001b[0m, in \u001b[0;36mBasicLocalCache._get_file_path\u001b[0;34m(self, directory, file_name)\u001b[0m\n\u001b[1;32m 300\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21m_get_file_path\u001b[39m(\u001b[38;5;28mself\u001b[39m, directory: \u001b[38;5;28mstr\u001b[39m, file_name: \u001b[38;5;28mstr\u001b[39m) \u001b[38;5;241m-\u001b[39m\u001b[38;5;241m>\u001b[39m \u001b[38;5;28mdict\u001b[39m:\n\u001b[1;32m 301\u001b[0m \u001b[38;5;250m \u001b[39m\u001b[38;5;124;03m\"\"\"\u001b[39;00m\n\u001b[1;32m 302\u001b[0m \u001b[38;5;124;03m Return the local path to a data file, and test for the\u001b[39;00m\n\u001b[1;32m 303\u001b[0m \u001b[38;5;124;03m file's existence.\u001b[39;00m\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 327\u001b[0m \u001b[38;5;124;03m If the file cannot be downloaded\u001b[39;00m\n\u001b[1;32m 328\u001b[0m \u001b[38;5;124;03m \"\"\"\u001b[39;00m\n\u001b[0;32m--> 329\u001b[0m file_attributes \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_manifest\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget_file_attributes\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m 330\u001b[0m \u001b[43m \u001b[49m\u001b[43mdirectory\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mdirectory\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 331\u001b[0m \u001b[43m \u001b[49m\u001b[43mfile_name\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mfile_name\u001b[49m\n\u001b[1;32m 332\u001b[0m \u001b[43m \u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 333\u001b[0m exists \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_file_exists(file_attributes)\n\u001b[1;32m 334\u001b[0m local_path \u001b[38;5;241m=\u001b[39m file_attributes\u001b[38;5;241m.\u001b[39mlocal_path\n", - "File \u001b[0;32m~/src/abc_atlas_access/src/abc_atlas_access/abc_atlas_cache/manifest.py:238\u001b[0m, in \u001b[0;36mManifest.get_file_attributes\u001b[0;34m(self, directory, file_name)\u001b[0m\n\u001b[1;32m 226\u001b[0m file_attributes \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_create_file_attributes(\n\u001b[1;32m 227\u001b[0m remote_path\u001b[38;5;241m=\u001b[39mfiles_data[kind][\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mfiles\u001b[39m\u001b[38;5;124m\"\u001b[39m][file_type][\n\u001b[1;32m 228\u001b[0m \u001b[38;5;124m'\u001b[39m\u001b[38;5;124murl\u001b[39m\u001b[38;5;124m'\u001b[39m],\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 235\u001b[0m file_hash\u001b[38;5;241m=\u001b[39mfiles_data[kind][\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mfiles\u001b[39m\u001b[38;5;124m\"\u001b[39m][file_type][\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mfile_hash\u001b[39m\u001b[38;5;124m'\u001b[39m] \u001b[38;5;66;03m# noqa: E501\u001b[39;00m\n\u001b[1;32m 236\u001b[0m )\n\u001b[1;32m 237\u001b[0m \u001b[38;5;28;01melif\u001b[39;00m kind \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m \u001b[38;5;129;01mand\u001b[39;00m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mfiles\u001b[39m\u001b[38;5;124m\"\u001b[39m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;129;01min\u001b[39;00m files_data\u001b[38;5;241m.\u001b[39mkeys():\n\u001b[0;32m--> 238\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mKeyError\u001b[39;00m(\n\u001b[1;32m 239\u001b[0m \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mFile \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mfile_name\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m found in directory but multiple \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 240\u001b[0m \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mfiles found: \u001b[39m\u001b[38;5;132;01m{\u001b[39;00m\u001b[38;5;28mlist\u001b[39m(files_data\u001b[38;5;241m.\u001b[39mkeys())\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m. Please \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 241\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mspecify the file name as one of \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 242\u001b[0m \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;132;01m{\u001b[39;00m[\u001b[38;5;124m'\u001b[39m\u001b[38;5;132;01m%s\u001b[39;00m\u001b[38;5;124m/\u001b[39m\u001b[38;5;132;01m%s\u001b[39;00m\u001b[38;5;124m'\u001b[39m\u001b[38;5;250m \u001b[39m\u001b[38;5;241m%\u001b[39m\u001b[38;5;250m \u001b[39m(file_name,\u001b[38;5;250m \u001b[39mkey)\u001b[38;5;250m \u001b[39m\u001b[38;5;28;01mfor\u001b[39;00m\u001b[38;5;250m \u001b[39mkey\u001b[38;5;250m \u001b[39m\u001b[38;5;129;01min\u001b[39;00m\u001b[38;5;250m \u001b[39mfiles_data\u001b[38;5;241m.\u001b[39mkeys()]\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m\"\u001b[39m \u001b[38;5;66;03m# noqa: E501\u001b[39;00m\n\u001b[1;32m 243\u001b[0m )\n\u001b[1;32m 244\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m file_attributes \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[1;32m 245\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mKeyError\u001b[39;00m(\n\u001b[1;32m 246\u001b[0m \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mFile \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mfile_name\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m not found in directory \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mdirectory\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m.\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 247\u001b[0m )\n", + "File \u001b[0;32m~/src/miniconda3/envs/abc_atlas_access/lib/python3.12/site-packages/abc_atlas_access/abc_atlas_cache/abc_project_cache.py:508\u001b[0m, in \u001b[0;36mAbcProjectCache.get_data_path\u001b[0;34m(self, directory, file_name, force_download, skip_hash_check)\u001b[0m\n\u001b[1;32m 503\u001b[0m data_path \u001b[38;5;241m=\u001b[39m 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skip_hash_check: \u001b[38;5;28mbool\u001b[39m \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;01mFalse\u001b[39;00m\n\u001b[1;32m 808\u001b[0m ) \u001b[38;5;241m-\u001b[39m\u001b[38;5;241m>\u001b[39m Path:\n\u001b[1;32m 809\u001b[0m \u001b[38;5;250m \u001b[39m\u001b[38;5;124;03m\"\"\"\u001b[39;00m\n\u001b[1;32m 810\u001b[0m \u001b[38;5;124;03m Return the local path to a data file, downloading the file\u001b[39;00m\n\u001b[1;32m 811\u001b[0m \u001b[38;5;124;03m if necessary\u001b[39;00m\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 834\u001b[0m \u001b[38;5;124;03m If the file cannot be downloaded\u001b[39;00m\n\u001b[1;32m 835\u001b[0m \u001b[38;5;124;03m \"\"\"\u001b[39;00m\n\u001b[0;32m--> 836\u001b[0m super_attributes \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mdata_path\u001b[49m\u001b[43m(\u001b[49m\u001b[43mdirectory\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mdirectory\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 837\u001b[0m \u001b[43m \u001b[49m\u001b[43mfile_name\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mfile_name\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 838\u001b[0m file_attributes \u001b[38;5;241m=\u001b[39m super_attributes[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mfile_attributes\u001b[39m\u001b[38;5;124m'\u001b[39m]\n\u001b[1;32m 839\u001b[0m \u001b[38;5;66;03m# If the file exists, check that it was downloaded successfully.\u001b[39;00m\n", + "File \u001b[0;32m~/src/miniconda3/envs/abc_atlas_access/lib/python3.12/site-packages/abc_atlas_access/abc_atlas_cache/cloud_cache.py:403\u001b[0m, in \u001b[0;36mBasicLocalCache.data_path\u001b[0;34m(self, directory, file_name)\u001b[0m\n\u001b[1;32m 374\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mdata_path\u001b[39m(\u001b[38;5;28mself\u001b[39m, directory: \u001b[38;5;28mstr\u001b[39m, file_name: \u001b[38;5;28mstr\u001b[39m) \u001b[38;5;241m-\u001b[39m\u001b[38;5;241m>\u001b[39m \u001b[38;5;28mdict\u001b[39m:\n\u001b[1;32m 375\u001b[0m \u001b[38;5;250m \u001b[39m\u001b[38;5;124;03m\"\"\"\u001b[39;00m\n\u001b[1;32m 376\u001b[0m \u001b[38;5;124;03m Return the local path to a data file, and test for the\u001b[39;00m\n\u001b[1;32m 377\u001b[0m \u001b[38;5;124;03m file's existence\u001b[39;00m\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 401\u001b[0m \u001b[38;5;124;03m If the file cannot be downloaded\u001b[39;00m\n\u001b[1;32m 402\u001b[0m \u001b[38;5;124;03m \"\"\"\u001b[39;00m\n\u001b[0;32m--> 403\u001b[0m output \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_get_file_path\u001b[49m\u001b[43m(\u001b[49m\u001b[43mdirectory\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mdirectory\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mfile_name\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mfile_name\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 405\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m output\n", + "File \u001b[0;32m~/src/miniconda3/envs/abc_atlas_access/lib/python3.12/site-packages/abc_atlas_access/abc_atlas_cache/cloud_cache.py:329\u001b[0m, in \u001b[0;36mBasicLocalCache._get_file_path\u001b[0;34m(self, directory, file_name)\u001b[0m\n\u001b[1;32m 300\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21m_get_file_path\u001b[39m(\u001b[38;5;28mself\u001b[39m, directory: \u001b[38;5;28mstr\u001b[39m, file_name: \u001b[38;5;28mstr\u001b[39m) \u001b[38;5;241m-\u001b[39m\u001b[38;5;241m>\u001b[39m \u001b[38;5;28mdict\u001b[39m:\n\u001b[1;32m 301\u001b[0m \u001b[38;5;250m \u001b[39m\u001b[38;5;124;03m\"\"\"\u001b[39;00m\n\u001b[1;32m 302\u001b[0m \u001b[38;5;124;03m Return the local path to a data file, and test for the\u001b[39;00m\n\u001b[1;32m 303\u001b[0m \u001b[38;5;124;03m file's existence.\u001b[39;00m\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 327\u001b[0m \u001b[38;5;124;03m If the file cannot be downloaded\u001b[39;00m\n\u001b[1;32m 328\u001b[0m \u001b[38;5;124;03m \"\"\"\u001b[39;00m\n\u001b[0;32m--> 329\u001b[0m file_attributes \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_manifest\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget_file_attributes\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m 330\u001b[0m \u001b[43m \u001b[49m\u001b[43mdirectory\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mdirectory\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 331\u001b[0m \u001b[43m \u001b[49m\u001b[43mfile_name\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mfile_name\u001b[49m\n\u001b[1;32m 332\u001b[0m \u001b[43m \u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 333\u001b[0m exists \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_file_exists(file_attributes)\n\u001b[1;32m 334\u001b[0m local_path \u001b[38;5;241m=\u001b[39m file_attributes\u001b[38;5;241m.\u001b[39mlocal_path\n", + "File \u001b[0;32m~/src/miniconda3/envs/abc_atlas_access/lib/python3.12/site-packages/abc_atlas_access/abc_atlas_cache/manifest.py:238\u001b[0m, in \u001b[0;36mManifest.get_file_attributes\u001b[0;34m(self, directory, file_name)\u001b[0m\n\u001b[1;32m 226\u001b[0m file_attributes \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_create_file_attributes(\n\u001b[1;32m 227\u001b[0m remote_path\u001b[38;5;241m=\u001b[39mfiles_data[kind][\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mfiles\u001b[39m\u001b[38;5;124m\"\u001b[39m][file_type][\n\u001b[1;32m 228\u001b[0m \u001b[38;5;124m'\u001b[39m\u001b[38;5;124murl\u001b[39m\u001b[38;5;124m'\u001b[39m],\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 235\u001b[0m file_hash\u001b[38;5;241m=\u001b[39mfiles_data[kind][\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mfiles\u001b[39m\u001b[38;5;124m\"\u001b[39m][file_type][\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mfile_hash\u001b[39m\u001b[38;5;124m'\u001b[39m] \u001b[38;5;66;03m# noqa: E501\u001b[39;00m\n\u001b[1;32m 236\u001b[0m )\n\u001b[1;32m 237\u001b[0m \u001b[38;5;28;01melif\u001b[39;00m kind \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m \u001b[38;5;129;01mand\u001b[39;00m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mfiles\u001b[39m\u001b[38;5;124m\"\u001b[39m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;129;01min\u001b[39;00m files_data\u001b[38;5;241m.\u001b[39mkeys():\n\u001b[0;32m--> 238\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mKeyError\u001b[39;00m(\n\u001b[1;32m 239\u001b[0m \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mFile \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mfile_name\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m found in directory but multiple \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 240\u001b[0m \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mfiles found: \u001b[39m\u001b[38;5;132;01m{\u001b[39;00m\u001b[38;5;28mlist\u001b[39m(files_data\u001b[38;5;241m.\u001b[39mkeys())\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m. Please \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 241\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mspecify the file name as one of \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 242\u001b[0m \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;132;01m{\u001b[39;00m[\u001b[38;5;124m'\u001b[39m\u001b[38;5;132;01m%s\u001b[39;00m\u001b[38;5;124m/\u001b[39m\u001b[38;5;132;01m%s\u001b[39;00m\u001b[38;5;124m'\u001b[39m\u001b[38;5;250m \u001b[39m\u001b[38;5;241m%\u001b[39m\u001b[38;5;250m \u001b[39m(file_name,\u001b[38;5;250m \u001b[39mkey)\u001b[38;5;250m \u001b[39m\u001b[38;5;28;01mfor\u001b[39;00m\u001b[38;5;250m \u001b[39mkey\u001b[38;5;250m \u001b[39m\u001b[38;5;129;01min\u001b[39;00m\u001b[38;5;250m \u001b[39mfiles_data\u001b[38;5;241m.\u001b[39mkeys()]\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m\"\u001b[39m \u001b[38;5;66;03m# noqa: E501\u001b[39;00m\n\u001b[1;32m 243\u001b[0m )\n\u001b[1;32m 244\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m file_attributes \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[1;32m 245\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mKeyError\u001b[39;00m(\n\u001b[1;32m 246\u001b[0m \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mFile \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mfile_name\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m not found in directory \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mdirectory\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m.\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 247\u001b[0m )\n", "\u001b[0;31mKeyError\u001b[0m: \"File WMB-10XMulti found in directory but multiple files found: ['log2', 'raw']. Please specify the file name as one of ['WMB-10XMulti/log2', 'WMB-10XMulti/raw']\"" ] } @@ -921,7 +918,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "gene.csv: 100%|████████████████████████████████████████████████████████████| 2.30M/2.30M [00:00<00:00, 3.74MMB/s]\n" + "gene.csv: 100%|█████████████████████████████████████████████████████████████████████████████████████████| 2.30M/2.30M [00:00<00:00, 10.6MMB/s]\n" ] }, { @@ -1094,9 +1091,9 @@ "name": "stderr", "output_type": "stream", "text": [ - "annotation_10.nii.gz: 100%|████████████████████████████████████████████████| 27.5M/27.5M [00:04<00:00, 5.82MMB/s]\n", - "annotation_boundary_10.nii.gz: 100%|███████████████████████████████████████| 27.4M/27.4M [00:04<00:00, 5.92MMB/s]\n", - "average_template_10.nii.gz: 100%|████████████████████████████████████████████| 343M/343M [00:53<00:00, 6.36MMB/s]" + "annotation_10.nii.gz: 100%|█████████████████████████████████████████████████████████████████████████████| 27.5M/27.5M [00:01<00:00, 26.3MMB/s]\n", + "annotation_boundary_10.nii.gz: 100%|████████████████████████████████████████████████████████████████████| 27.4M/27.4M [00:01<00:00, 24.6MMB/s]\n", + "average_template_10.nii.gz: 100%|█████████████████████████████████████████████████████████████████████████| 343M/343M [00:14<00:00, 23.4MMB/s]" ] }, { @@ -1138,7 +1135,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "UMAP20230830-TH-EPI-Glut.csv: 100%|████████████████████████████████████████| 6.46M/6.46M [00:01<00:00, 5.91MMB/s]\n" + "UMAP20230830-TH-EPI-Glut.csv: 100%|█████████████████████████████████████████████████████████████████████| 6.46M/6.46M [00:00<00:00, 19.2MMB/s]\n" ] }, { @@ -1274,18 +1271,18 @@ "name": "stderr", "output_type": "stream", "text": [ - "parcellation.csv: 100%|█████████████████████████████████████████████████████| 41.2k/41.2k [00:00<00:00, 766kMB/s]\n", - "parcellation_term.csv: 100%|█████████████████████████████████████████████████| 177k/177k [00:00<00:00, 1.87MMB/s]\n", - "parcellation_term_set.csv: 100%|███████████████████████████████████████████████| 628/628 [00:00<00:00, 9.80kMB/s]\n", - "parcellation_term_set_membership.csv: 100%|███████████████████████████████████| 114k/114k [00:00<00:00, 918kMB/s]\n", - "parcellation_term_with_counts.csv: 100%|█████████████████████████████████████| 137k/137k [00:00<00:00, 1.20MMB/s]\n", - "parcellation_to_parcellation_term_membership.csv: 100%|██████████████████████| 680k/680k [00:00<00:00, 4.86MMB/s]\n", - "parcellation_to_parcellation_term_membership_acronym.csv: 100%|█████████████| 22.3k/22.3k [00:00<00:00, 588kMB/s]\n", - "parcellation_to_parcellation_term_membership_blue.csv: 100%|████████████████| 16.4k/16.4k [00:00<00:00, 321kMB/s]\n", - "parcellation_to_parcellation_term_membership_color.csv: 100%|███████████████| 30.5k/30.5k [00:00<00:00, 382kMB/s]\n", - "parcellation_to_parcellation_term_membership_green.csv: 100%|███████████████| 16.5k/16.5k [00:00<00:00, 163kMB/s]\n", - "parcellation_to_parcellation_term_membership_name.csv: 100%|████████████████| 75.8k/75.8k [00:00<00:00, 609kMB/s]\n", - "parcellation_to_parcellation_term_membership_red.csv: 100%|█████████████████| 16.0k/16.0k [00:00<00:00, 325kMB/s]\n" + "parcellation.csv: 100%|█████████████████████████████████████████████████████████████████████████████████| 41.2k/41.2k [00:00<00:00, 58.4kMB/s]\n", + "parcellation_term.csv: 100%|██████████████████████████████████████████████████████████████████████████████| 177k/177k [00:00<00:00, 1.60MMB/s]\n", + "parcellation_term_set.csv: 100%|████████████████████████████████████████████████████████████████████████████| 628/628 [00:00<00:00, 10.7kMB/s]\n", + "parcellation_term_set_membership.csv: 100%|███████████████████████████████████████████████████████████████| 114k/114k [00:00<00:00, 1.19MMB/s]\n", + "parcellation_term_with_counts.csv: 100%|██████████████████████████████████████████████████████████████████| 137k/137k [00:00<00:00, 1.11MMB/s]\n", + "parcellation_to_parcellation_term_membership.csv: 100%|███████████████████████████████████████████████████| 680k/680k [00:00<00:00, 4.73MMB/s]\n", + "parcellation_to_parcellation_term_membership_acronym.csv: 100%|██████████████████████████████████████████| 22.3k/22.3k [00:00<00:00, 452kMB/s]\n", + "parcellation_to_parcellation_term_membership_blue.csv: 100%|█████████████████████████████████████████████| 16.4k/16.4k [00:00<00:00, 237kMB/s]\n", + "parcellation_to_parcellation_term_membership_color.csv: 100%|████████████████████████████████████████████| 30.5k/30.5k [00:00<00:00, 553kMB/s]\n", + "parcellation_to_parcellation_term_membership_green.csv: 100%|████████████████████████████████████████████| 16.5k/16.5k [00:00<00:00, 238kMB/s]\n", + "parcellation_to_parcellation_term_membership_name.csv: 100%|█████████████████████████████████████████████| 75.8k/75.8k [00:00<00:00, 663kMB/s]\n", + "parcellation_to_parcellation_term_membership_red.csv: 100%|██████████████████████████████████████████████| 16.0k/16.0k [00:00<00:00, 274kMB/s]\n" ] }, { diff --git a/notebooks/merfish_ccf_registration_tutorial.ipynb b/notebooks/merfish_ccf_registration_tutorial.ipynb index 29151a6..044ce8d 100644 --- a/notebooks/merfish_ccf_registration_tutorial.ipynb +++ b/notebooks/merfish_ccf_registration_tutorial.ipynb @@ -47,7 +47,7 @@ { "data": { "text/plain": [ - "'releases/20241115/manifest.json'" + "'releases/20241130/manifest.json'" ] }, "execution_count": 2, @@ -356,7 +356,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "reconstructed_coordinates.csv: 100%|███████████████████████████████████████████████████████████| 256M/256M [00:12<00:00, 20.4MMB/s]\n" + "reconstructed_coordinates.csv: 100%|██████████████████████████████████████████████████████████████████████| 256M/256M [00:08<00:00, 30.5MMB/s]\n" ] }, { @@ -755,7 +755,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "ccf_coordinates.csv: 100%|█████████████████████████████████████████████████████████████████████| 296M/296M [00:13<00:00, 21.7MMB/s]\n" + "ccf_coordinates.csv: 100%|████████████████████████████████████████████████████████████████████████████████| 296M/296M [00:09<00:00, 30.9MMB/s]\n" ] }, { @@ -2261,7 +2261,7 @@ " 1\n", " \n", " \n", - " PO\n", + " MD\n", " 1\n", " \n", " \n", @@ -2280,7 +2280,7 @@ "DG 3\n", "TH-unassigned 2\n", "LP 1\n", - "PO 1" + "MD 1" ] }, "execution_count": 24, @@ -2672,7 +2672,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "resampled_average_template.nii.gz: 100%|███████████████████████████████████████████████████████| 117M/117M [00:05<00:00, 19.9MMB/s]\n" + "resampled_average_template.nii.gz: 100%|██████████████████████████████████████████████████████████████████| 117M/117M [00:04<00:00, 27.3MMB/s]\n" ] }, { @@ -2686,7 +2686,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "resampled_annotation.nii.gz: 100%|███████████████████████████████████████████████████████████| 2.12M/2.12M [00:00<00:00, 11.0MMB/s]\n" + "resampled_annotation.nii.gz: 100%|██████████████████████████████████████████████████████████████████████| 2.12M/2.12M [00:00<00:00, 13.0MMB/s]\n" ] }, { @@ -2700,7 +2700,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "resampled_annotation_boundary.nii.gz: 100%|██████████████████████████████████████████████████| 1.55M/1.55M [00:00<00:00, 7.87MMB/s]\n" + "resampled_annotation_boundary.nii.gz: 100%|█████████████████████████████████████████████████████████████| 1.55M/1.55M [00:00<00:00, 7.96MMB/s]\n" ] } ], @@ -2936,7 +2936,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.10" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/notebooks/merfish_imputed_genes_example.ipynb b/notebooks/merfish_imputed_genes_example.ipynb index 1b0a37a..90411d2 100644 --- a/notebooks/merfish_imputed_genes_example.ipynb +++ b/notebooks/merfish_imputed_genes_example.ipynb @@ -46,7 +46,7 @@ { "data": { "text/plain": [ - "'releases/20241115/manifest.json'" + "'releases/20241130/manifest.json'" ] }, "execution_count": 2, @@ -72,15 +72,7 @@ "cell_type": "code", "execution_count": 3, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "cell_metadata_with_cluster_annotation.csv: 100%|█████████████████████████████████████████████| 1.02G/1.02G [00:47<00:00, 21.3MMB/s]\n" - ] - } - ], + "outputs": [], "source": [ "cell = abc_cache.get_metadata_dataframe(\n", " directory='MERFISH-C57BL6J-638850',\n", @@ -107,7 +99,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "C57BL6J-638850-imputed-log2.h5ad: 100%|██████████████████████████████████████████████████████| 50.2G/50.2G [38:49<00:00, 21.6MMB/s]\n" + "C57BL6J-638850-imputed-log2.h5ad: 100%|█████████████████████████████████████████████████████████████████| 50.2G/50.2G [37:18<00:00, 22.4MMB/s]\n" ] } ], @@ -209,7 +201,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "/allen/aibs/informatics/chris.morrison/miniconda/envs/abc_atlas_access/lib/python3.11/site-packages/pandas/io/formats/format.py:1458: RuntimeWarning: overflow encountered in cast\n", + "/Users/chris.morrison/src/miniconda3/envs/abc_atlas_access/lib/python3.12/site-packages/pandas/io/formats/format.py:1458: RuntimeWarning: overflow encountered in cast\n", " has_large_values = (abs_vals > 1e6).any()\n" ] }, @@ -986,7 +978,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.10" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/notebooks/merfish_tutorial_part_1.ipynb b/notebooks/merfish_tutorial_part_1.ipynb index 4f3885f..beeba5f 100644 --- a/notebooks/merfish_tutorial_part_1.ipynb +++ b/notebooks/merfish_tutorial_part_1.ipynb @@ -48,7 +48,7 @@ { "data": { "text/plain": [ - "'releases/20241115/manifest.json'" + "'releases/20241130/manifest.json'" ] }, "execution_count": 2, @@ -83,13 +83,6 @@ "execution_count": 3, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "cell_metadata.csv: 100%|███████████████████████████████████████████████████████████████████████| 710M/710M [00:37<00:00, 18.8MMB/s]\n" - ] - }, { "name": "stdout", "output_type": "stream", @@ -332,13 +325,6 @@ "execution_count": 6, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "cluster_to_cluster_annotation_membership_pivoted.csv: 100%|████████████████████████████████████| 531k/531k [00:00<00:00, 3.56MMB/s]\n" - ] - }, { "data": { "text/html": [ @@ -458,13 +444,6 @@ "execution_count": 7, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "cluster_to_cluster_annotation_membership_color.csv: 100%|██████████████████████████████████████| 239k/239k [00:00<00:00, 1.93MMB/s]\n" - ] - }, { "data": { "text/html": [ @@ -905,13 +884,6 @@ "execution_count": 10, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "gene.csv: 100%|██████████████████████████████████████████████████████████████████████████████| 48.4k/48.4k [00:00<00:00, 1.10MMB/s]" - ] - }, { "name": "stdout", "output_type": "stream", @@ -919,13 +891,6 @@ "Number of genes = 550\n" ] }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\n" - ] - }, { "data": { "text/html": [ @@ -1076,14 +1041,14 @@ "name": "stderr", "output_type": "stream", "text": [ - "C57BL6J-638850-log2.h5ad: 100%|██████████████████████████████████████████████████████████████| 7.63G/7.63G [05:52<00:00, 21.6MMB/s]" + "C57BL6J-638850-log2.h5ad: 100%|█████████████████████████████████████████████████████████████████████████| 7.63G/7.63G [04:29<00:00, 28.3MMB/s]" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "/allen/scratch/aibstemp/chris.morrison/src/data/abc_atlas/expression_matrices/MERFISH-C57BL6J-638850/20230830/C57BL6J-638850-log2.h5ad\n" + "/Users/chris.morrison/src/data/abc_atlas/expression_matrices/MERFISH-C57BL6J-638850/20230830/C57BL6J-638850-log2.h5ad\n" ] }, { @@ -1115,7 +1080,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "AnnData object with n_obs × n_vars = 4334174 × 550 backed at '/allen/scratch/aibstemp/chris.morrison/src/data/abc_atlas/expression_matrices/MERFISH-C57BL6J-638850/20230830/C57BL6J-638850-log2.h5ad'\n", + "AnnData object with n_obs × n_vars = 4334174 × 550 backed at '/Users/chris.morrison/src/data/abc_atlas/expression_matrices/MERFISH-C57BL6J-638850/20230830/C57BL6J-638850-log2.h5ad'\n", " obs: 'brain_section_label'\n", " var: 'gene_symbol', 'transcript_identifier'\n", " uns: 'accessed_on', 'src'\n" @@ -1409,7 +1374,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "time taken: 7.094561588000005\n", + "time taken: 6.0079450000000065\n", "AnnData object with n_obs × n_vars = 4334174 × 8\n", " obs: 'brain_section_label'\n", " var: 'gene_symbol', 'transcript_identifier'\n", @@ -1607,7 +1572,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "/tmp/ipykernel_28021/2280752953.py:4: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n", + "/var/folders/kc/7glrmt5n67x16yj_tg86t49c0000gp/T/ipykernel_59597/2280752953.py:4: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n", " grouped = grouped.sort_values(by=gnames[0], ascending=False)\n" ] }, @@ -1644,7 +1609,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "/tmp/ipykernel_28021/2280752953.py:4: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n", + "/var/folders/kc/7glrmt5n67x16yj_tg86t49c0000gp/T/ipykernel_59597/2280752953.py:4: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n", " grouped = grouped.sort_values(by=gnames[0], ascending=False)\n" ] }, @@ -1681,7 +1646,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "/tmp/ipykernel_28021/2280752953.py:4: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n", + "/var/folders/kc/7glrmt5n67x16yj_tg86t49c0000gp/T/ipykernel_59597/2280752953.py:4: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n", " grouped = grouped.sort_values(by=gnames[0], ascending=False)\n" ] }, @@ -1772,7 +1737,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.10" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/notebooks/merfish_tutorial_part_2a.ipynb b/notebooks/merfish_tutorial_part_2a.ipynb index d6f4a7e..b0d20fe 100644 --- a/notebooks/merfish_tutorial_part_2a.ipynb +++ b/notebooks/merfish_tutorial_part_2a.ipynb @@ -45,7 +45,7 @@ { "data": { "text/plain": [ - "'releases/20241115/manifest.json'" + "'releases/20241130/manifest.json'" ] }, "execution_count": 2, @@ -92,7 +92,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "/allen/scratch/aibstemp/chris.morrison/src/data/abc_atlas/expression_matrices/MERFISH-C57BL6J-638850/20230830/C57BL6J-638850-log2.h5ad\n" + "/Users/chris.morrison/src/data/abc_atlas/expression_matrices/MERFISH-C57BL6J-638850/20230830/C57BL6J-638850-log2.h5ad\n" ] } ], @@ -230,7 +230,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "time taken: 6.8215717090000005\n" + "time taken: 7.865238999999999\n" ] } ], @@ -302,7 +302,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.10" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/notebooks/merfish_tutorial_part_2b.ipynb b/notebooks/merfish_tutorial_part_2b.ipynb index 28b109c..3936a9e 100644 --- a/notebooks/merfish_tutorial_part_2b.ipynb +++ b/notebooks/merfish_tutorial_part_2b.ipynb @@ -45,7 +45,7 @@ { "data": { "text/plain": [ - "'releases/20241115/manifest.json'" + "'releases/20241130/manifest.json'" ] }, "execution_count": 2, @@ -98,7 +98,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "example_genes_all_cells_expression.csv: 100%|██████████████████████████████████████████████████| 360M/360M [00:20<00:00, 17.8MMB/s]\n" + "example_genes_all_cells_expression.csv: 100%|█████████████████████████████████████████████████████████████| 360M/360M [00:12<00:00, 28.2MMB/s]\n" ] } ], @@ -738,7 +738,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.10" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/notebooks/zhuang_merfish_tutorial.ipynb b/notebooks/zhuang_merfish_tutorial.ipynb index 77c910a..80d11f1 100644 --- a/notebooks/zhuang_merfish_tutorial.ipynb +++ b/notebooks/zhuang_merfish_tutorial.ipynb @@ -42,7 +42,7 @@ { "data": { "text/plain": [ - "'releases/20241115/manifest.json'" + "'releases/20241130/manifest.json'" ] }, "execution_count": 2, @@ -94,7 +94,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "cell_metadata.csv: 100%|███████████████████████████████████████████████████████████████████████| 661M/661M [00:34<00:00, 19.0MMB/s]\n" + "cell_metadata.csv: 100%|█████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 661M/661M [00:27<00:00, 23.7MMB/s]\n" ] }, { @@ -108,7 +108,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "cell_metadata.csv: 100%|███████████████████████████████████████████████████████████████████████| 286M/286M [00:13<00:00, 20.8MMB/s]\n" + "cell_metadata.csv: 100%|█████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 286M/286M [00:11<00:00, 24.0MMB/s]\n" ] }, { @@ -122,7 +122,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "cell_metadata.csv: 100%|███████████████████████████████████████████████████████████████████████| 369M/369M [00:17<00:00, 21.4MMB/s]\n" + "cell_metadata.csv: 100%|█████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 369M/369M [00:14<00:00, 24.8MMB/s]\n" ] }, { @@ -136,7 +136,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "cell_metadata.csv: 100%|█████████████████████████████████████████████████████████████████████| 38.0M/38.0M [00:01<00:00, 19.9MMB/s]\n" + "cell_metadata.csv: 100%|███████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 38.0M/38.0M [00:01<00:00, 20.3MMB/s]\n" ] }, { @@ -1489,7 +1489,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "gene.csv: 100%|███████████████████████████████████████████████████████████████████████████████| 84.7k/84.7k [00:00<00:00, 488kMB/s]" + "gene.csv: 100%|█████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 84.7k/84.7k [00:00<00:00, 689kMB/s]" ] }, { @@ -1905,56 +1905,56 @@ "name": "stderr", "output_type": "stream", "text": [ - 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"Zhuang-ABCA-4 - time taken: 1.4481282749999878\n" + "Zhuang-ABCA-4 - time taken: 1.3839122699999962\n" ] } ], @@ -2068,10 +2068,10 @@ "name": "stderr", "output_type": "stream", "text": [ - "ccf_coordinates.csv: 100%|█████████████████████████████████████████████████████████████████████| 221M/221M [00:10<00:00, 21.4MMB/s]\n", - "ccf_coordinates.csv: 100%|███████████████████████████████████████████████████████████████████| 89.1M/89.1M [00:04<00:00, 19.3MMB/s]\n", - "ccf_coordinates.csv: 100%|█████████████████████████████████████████████████████████████████████| 132M/132M [00:06<00:00, 19.0MMB/s]\n", - "ccf_coordinates.csv: 100%|███████████████████████████████████████████████████████████████████| 13.8M/13.8M [00:01<00:00, 9.53MMB/s]\n" + "ccf_coordinates.csv: 100%|███████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 221M/221M [00:08<00:00, 25.4MMB/s]\n", + "ccf_coordinates.csv: 100%|█████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 89.1M/89.1M [00:03<00:00, 23.9MMB/s]\n", + "ccf_coordinates.csv: 100%|███████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 132M/132M [00:04<00:00, 26.5MMB/s]\n", + "ccf_coordinates.csv: 100%|█████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 13.8M/13.8M [00:00<00:00, 18.4MMB/s]\n" ] } ], @@ -2264,16 +2264,7 @@ "cell_type": "code", "execution_count": 25, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "parcellation_to_parcellation_term_membership_acronym.csv: 100%|███████████████████████████████| 22.3k/22.3k [00:00<00:00, 290kMB/s]\n", - "parcellation_to_parcellation_term_membership_color.csv: 100%|█████████████████████████████████| 30.5k/30.5k [00:00<00:00, 481kMB/s]\n" - ] - } - ], + "outputs": [], "source": [ "parcellation_annotation = abc_cache.get_metadata_dataframe(directory=\"Allen-CCF-2020\",\n", " file_name='parcellation_to_parcellation_term_membership_acronym')\n", @@ -2387,7 +2378,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.10" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/pyproject.toml b/pyproject.toml index 4e5ad07..980bb31 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -4,22 +4,15 @@ build-backend = "hatchling.build" [project] name = "abc_atlas_access" -version = "0.3.0" +version = "0.4.0" description = "A package for accessing/processing data from the ABC Atlas" dependencies = [ "anndata", "boto3", - "ghp-import", - "matplotlib", - "moto", "numpy", "pandas", "pydantic", - "pytest", - "requests", - "scipy", - "SimpleITK", - "tqdm", + "tqdm" ] requires-python = ">=3.8" authors = [ @@ -31,3 +24,18 @@ classifiers = [ "Development Status :: 4 - Beta", "Programming Language :: Python" ] + +[project.optional-dependencies] +notebooks = [ + "matplotlib", + "scipy", + "SimpleITK" +] +jupyter-book = [ + "ghp-import", + "jupyter-book" +] +test = [ + "moto", + "pytest" +] diff --git a/requirements.txt b/requirements.txt deleted file mode 100644 index a8d7e3e..0000000 --- a/requirements.txt +++ /dev/null @@ -1,9 +0,0 @@ -requests -anndata -numpy -matplotlib -pandas -scipy -SimpleITK -ghp-import -jupyter-book diff --git a/scripts/create_gene_expression.py b/scripts/create_gene_expression.py index 92ba332..29206d8 100644 --- a/scripts/create_gene_expression.py +++ b/scripts/create_gene_expression.py @@ -32,7 +32,7 @@ parser.add_argument( "--species", help="Which data to load? `mouse` or `human`?", - choices=["human", "mouse"] + choices=["human", "mouse", "aging_mouse"] ) parser.add_argument( "--use_raw", @@ -68,8 +68,13 @@ if args.species == "human": directory_name = "WHB-10Xv3" + gene_directory = "WHB-10Xv3" elif args.species == "mouse": directory_name = "WMB-10X" + gene_directory = "WMB-10X" + elif args.species == "aging_mouse": + directory_name = "Zeng-Aging-Mouse-10Xv3" + gene_directory = "WMB-10X" else: raise ValueError(f"Unknown species requested: {args.species}") @@ -78,7 +83,7 @@ file_name='cell_metadata' ).set_index('cell_label') gene = abc_cache.get_metadata_dataframe( - directory=directory_name, + directory=gene_directory, file_name='gene' ).set_index('gene_identifier')