From 4c74345d163215266824a0856cd5375d1041392c Mon Sep 17 00:00:00 2001 From: JadenFiottoKaufman Date: Wed, 29 Nov 2023 23:31:25 -0500 Subject: [PATCH 01/16] Catch exceptions in some context __exit__ methods and raise them so __exit__ logit is not run --- src/nnsight/contexts/Invoker.py | 3 ++- src/nnsight/contexts/Runner.py | 6 ++++-- 2 files changed, 6 insertions(+), 3 deletions(-) diff --git a/src/nnsight/contexts/Invoker.py b/src/nnsight/contexts/Invoker.py index 84899dd9..2e16ff8b 100644 --- a/src/nnsight/contexts/Invoker.py +++ b/src/nnsight/contexts/Invoker.py @@ -72,7 +72,8 @@ def __enter__(self) -> Invoker: return self def __exit__(self, exc_type, exc_val, exc_tb) -> None: - pass + if isinstance(exc_val, BaseException): + raise exc_val def next(self, increment: int = 1) -> None: """Designates subsequent interventions should be applied to the next generation for multi-iteration generation runs. diff --git a/src/nnsight/contexts/Runner.py b/src/nnsight/contexts/Runner.py index 449c38dc..65717aa9 100644 --- a/src/nnsight/contexts/Runner.py +++ b/src/nnsight/contexts/Runner.py @@ -43,7 +43,7 @@ class Runner(Tracer): def __init__( self, *args, - generation:bool = False, + generation: bool = False, blocking: bool = True, remote: bool = False, **kwargs, @@ -59,6 +59,8 @@ def __enter__(self) -> Runner: def __exit__(self, exc_type, exc_val, exc_tb) -> None: """On exit, run and generate using the model whether locally or on the server.""" + if isinstance(exc_val, BaseException): + raise exc_val if self.remote: self.run_server() else: @@ -83,7 +85,7 @@ def run_server(self): model_name=self.model.repoid_path_clsname, batched_input=self.batched_input, intervention_graph=self.graph, - generation=self.generation + generation=self.generation, ) if self.blocking: From bc971250da40b4c9adac610a3c8f1fb25e35a789 Mon Sep 17 00:00:00 2001 From: JadenFiottoKaufman Date: Thu, 30 Nov 2023 12:46:39 -0500 Subject: [PATCH 02/16] Fix typing to remove pydantic warning --- src/nnsight/pydantics/Request.py | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/src/nnsight/pydantics/Request.py b/src/nnsight/pydantics/Request.py index 46015fb5..e16bd94b 100644 --- a/src/nnsight/pydantics/Request.py +++ b/src/nnsight/pydantics/Request.py @@ -27,7 +27,7 @@ class RequestModel(BaseModel): blocking: bool = False @field_serializer("intervention_graph") - def intervention_graph_serialize(self, value: Union[str, Graph], _info) -> str: + def intervention_graph_serialize(self, value: Union[str, Graph], _info) -> bytes: if isinstance(value, Graph): nodes = dict() @@ -40,7 +40,7 @@ def intervention_graph_serialize(self, value: Union[str, Graph], _info) -> str: return pickle.dumps(value) @field_serializer("batched_input") - def serialize(self, value, _info) -> str: + def serialize(self, value, _info) -> bytes: return pickle.dumps(value) def graph(self): From e895eb212c3d35390e693dfdbc437bcaf7f75474 Mon Sep 17 00:00:00 2001 From: Jaden Fiotto-Kaufman Date: Thu, 30 Nov 2023 14:42:00 -0500 Subject: [PATCH 03/16] Force websocket vs polling --- src/nnsight/contexts/Runner.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/src/nnsight/contexts/Runner.py b/src/nnsight/contexts/Runner.py index 65717aa9..159c796a 100644 --- a/src/nnsight/contexts/Runner.py +++ b/src/nnsight/contexts/Runner.py @@ -96,7 +96,7 @@ def run_server(self): def blocking_request(self, request: pydantics.RequestModel): # Create a socketio connection to the server. sio = socketio.Client() - sio.connect(f"wss://{CONFIG.API.HOST}") + sio.connect(f"ws://{CONFIG.API.HOST}", transports=['websocket']) # Called when receiving a response from the server. @sio.on("blocking_response") From b0c48a9d208be9dafc726183bb33fd7eaa3f9a9e Mon Sep 17 00:00:00 2001 From: Jaden Fiotto-Kaufman Date: Fri, 1 Dec 2023 09:26:02 -0500 Subject: [PATCH 04/16] Only hook the requested values --- src/nnsight/intervention.py | 53 ++++++++++++++--------------- src/nnsight/models/AbstractModel.py | 13 ++----- 2 files changed, 28 insertions(+), 38 deletions(-) diff --git a/src/nnsight/intervention.py b/src/nnsight/intervention.py index 892c6942..75e235d0 100644 --- a/src/nnsight/intervention.py +++ b/src/nnsight/intervention.py @@ -54,7 +54,7 @@ class InterventionProxy(Proxy): Calling ``.shape`` on an InterventionProxy returns the shape or collection of shapes for the tensors traced through this module. Calling ``.value`` on an InterventionProxy returns the actual populated values, updated during actual execution of the model. - + """ def save(self) -> InterventionProxy: @@ -76,18 +76,11 @@ def save(self) -> InterventionProxy: return self def retain_grad(self): - - self.node.graph.add( - target=torch.Tensor.retain_grad, - args=[self.node] - ) + self.node.graph.add(target=torch.Tensor.retain_grad, args=[self.node]) # We need to set the values of self to values of self to add this into the computation graph so grad flows through it # This is because in intervene(), we call .narrow on activations which removes it from the grad path - self.node.graph.add( - target=Proxy.proxy_update, - args=[self.node, self.node] - ) + self.node.graph.add(target=Proxy.proxy_update, args=[self.node, self.node]) @property def token(self) -> TokenIndexer: @@ -96,7 +89,7 @@ def token(self) -> TokenIndexer: Makes positive indices negative as tokens are padded on the left. Example: - + .. code-block:: python model.transformer.h[0].mlp.output.token[0] @@ -167,7 +160,6 @@ def intervene(activations: Any, module_path: str, graph: Graph, key: str): module_path = f"{module_path}.{key}.{graph.generation_idx}" if module_path in graph.argument_node_names: - argument_node_names = graph.argument_node_names[module_path] # multiple argument nodes can have same module_path if there are multiple invocations. @@ -202,21 +194,19 @@ class HookModel(AbstractContextManager): Should have signature of [outputs(Any), module_path(str)] -> outputs(Any) handles (List[RemovableHandle]): Handles returned from registering hooks as to be used when removing hooks on __exit__. """ - #TODO maybe only apply the necassay hooks (e.x if a module has a input hook, all hooks will be added) + def __init__( self, model: torch.nn.Module, - modules: List[str], + module_keys: List[str], input_hook: Callable = None, output_hook: Callable = None, - backward_input_hook:Callable = None, - backward_output_hook:Callable = None + backward_input_hook: Callable = None, + backward_output_hook: Callable = None, ) -> None: self.model = model - self.modules: List[Tuple[torch.nn.Module, str]] = [ - (util.fetch_attr(self.model, module_path), module_path) - for module_path in modules - ] + self.module_keys = module_keys + self.input_hook = input_hook self.output_hook = output_hook self.backward_input_hook = backward_input_hook @@ -231,34 +221,43 @@ def __enter__(self) -> HookModel: HookModel: HookModel object. """ - for module, module_path in self.modules: - if self.input_hook is not None: + for module_key in self.module_keys: + *module_atoms, hook_type = module_key.split(".")[:-1] + module_path = ".".join(module_atoms) + + module: torch.nn.Module = util.fetch_attr(self.model, module_path) + + if hook_type == "input": def input_hook(module, input, module_path=module_path): return self.input_hook(input, module_path) self.handles.append(module.register_forward_pre_hook(input_hook)) - if self.output_hook is not None: + elif hook_type == "output": def output_hook(module, input, output, module_path=module_path): return self.output_hook(output, module_path) self.handles.append(module.register_forward_hook(output_hook)) - if self.backward_input_hook is not None: + elif hook_type == "backward_input": def backward_input_hook(module, input, output, module_path=module_path): return self.backward_input_hook(input, module_path) - self.handles.append(module.register_full_backward_hook(backward_input_hook)) + self.handles.append( + module.register_full_backward_hook(backward_input_hook) + ) - if self.backward_output_hook is not None: + elif hook_type == "backward_output": def backward_output_hook(module, output, module_path=module_path): return self.backward_output_hook(output, module_path) - self.handles.append(module.register_full_backward_pre_hook(backward_output_hook)) + self.handles.append( + module.register_full_backward_pre_hook(backward_output_hook) + ) return self diff --git a/src/nnsight/models/AbstractModel.py b/src/nnsight/models/AbstractModel.py index f1da0427..86642a3a 100644 --- a/src/nnsight/models/AbstractModel.py +++ b/src/nnsight/models/AbstractModel.py @@ -173,26 +173,17 @@ def __call__( lambda module, input, output: graph.increment() ) - # The intervention graph for running a Model will have the modules that are involved - # in the graph's argument_node_names. - modules = set( - [ - ".".join(name.split(".")[:-2]) - for name in graph.argument_node_names.keys() - ] - ) - logger.info(f"Running `{self.repoid_path_clsname}`...") # Send local_model to graph to re-compile graph.compile(self.local_model) - + inputs = self._prepare_inputs(inputs) with torch.inference_mode(mode=inference): with HookModel( self.local_model, - list(modules), + list(graph.argument_node_names.keys()), input_hook=lambda activations, module_path: intervene( activations, module_path, graph, "input" ), From 450b8f197fe449fb2ce6e65eee2fb5ab12c02521 Mon Sep 17 00:00:00 2001 From: Caden <35741667+cadentj@users.noreply.github.com> Date: Fri, 1 Dec 2023 12:47:14 -0500 Subject: [PATCH 05/16] webpage tweaks --- docs/source/_static/css/custom.css | 12 ++++++------ docs/source/index.rst | 5 ++--- docs/source/tutorials.rst | 3 ++- docs/source/tutorials/basics.rst | 2 +- .../source/tutorials/{notebooks => }/main_demo.ipynb | 0 5 files changed, 11 insertions(+), 11 deletions(-) rename docs/source/tutorials/{notebooks => }/main_demo.ipynb (100%) diff --git a/docs/source/_static/css/custom.css b/docs/source/_static/css/custom.css index 6cc6f5d7..e9651e0d 100644 --- a/docs/source/_static/css/custom.css +++ b/docs/source/_static/css/custom.css @@ -17,7 +17,6 @@ align-items: center; align-content: stretch; padding-bottom: 20vh; - } html[data-theme="light"] { @@ -28,8 +27,8 @@ html[data-theme="light"] { } -.page-container { - height: 65vh; +.features { + height: 60vh; } @@ -60,10 +59,7 @@ html[data-theme="light"] { height: auto; /* Change from fixed height to auto */ min-height: 50vh; /* Adjust this as needed */ } -} - -@media only screen and (max-width: 768px) { .features-container { margin-bottom: 20px; /* Increase bottom margin */ } @@ -71,4 +67,8 @@ html[data-theme="light"] { .container { margin-bottom: 30px; /* Adjust the bottom margin of the main container */ } + + .features { + height: 90vh; + } } diff --git a/docs/source/index.rst b/docs/source/index.rst index 9a23fd7c..94f9d13a 100644 --- a/docs/source/index.rst +++ b/docs/source/index.rst @@ -53,7 +53,7 @@ nnsight :color: primary :outline: - Documentation + Docs .. div:: sd-fs-1 sd-font-weight-bold sd-text-center sd-text-primary sd-mb-5 @@ -61,8 +61,7 @@ nnsight Key Features .. grid:: 1 1 2 2 - :gutter: 5 - :class-container: page-container + :class-container: features .. grid-item:: diff --git a/docs/source/tutorials.rst b/docs/source/tutorials.rst index 2a1b1e28..5a8029ff 100644 --- a/docs/source/tutorials.rst +++ b/docs/source/tutorials.rst @@ -7,7 +7,7 @@ Check out the :bdg-link-primary:`main demo :gutter: 3 .. grid-item-card:: Basics - :link: basics + :link: tutorials/main_demo.ipynb Walk through the basic functionality of the package. @@ -31,5 +31,6 @@ Check out the :bdg-link-primary:`main demo :hidden: :maxdepth: 1 + tutorials/main_demo.ipynb tutorials/basics tutorials/features \ No newline at end of file diff --git a/docs/source/tutorials/basics.rst b/docs/source/tutorials/basics.rst index 5b124fde..6c7850e1 100644 --- a/docs/source/tutorials/basics.rst +++ b/docs/source/tutorials/basics.rst @@ -4,4 +4,4 @@ Basics .. toctree:: :maxdepth: 1 - notebooks/main_demo.ipynb + main_demo.ipynb diff --git a/docs/source/tutorials/notebooks/main_demo.ipynb b/docs/source/tutorials/main_demo.ipynb similarity index 100% rename from docs/source/tutorials/notebooks/main_demo.ipynb rename to docs/source/tutorials/main_demo.ipynb From 19e11310c69f49171e29d022499d1413d559bca1 Mon Sep 17 00:00:00 2001 From: Caden <35741667+cadentj@users.noreply.github.com> Date: Fri, 1 Dec 2023 13:05:59 -0500 Subject: [PATCH 06/16] front page container fix --- docs/source/_static/css/custom.css | 9 ++++++--- docs/source/index.rst | 2 +- 2 files changed, 7 insertions(+), 4 deletions(-) diff --git a/docs/source/_static/css/custom.css b/docs/source/_static/css/custom.css index e9651e0d..ca033c64 100644 --- a/docs/source/_static/css/custom.css +++ b/docs/source/_static/css/custom.css @@ -17,6 +17,8 @@ align-items: center; align-content: stretch; padding-bottom: 20vh; + + overflow: hidden; } html[data-theme="light"] { @@ -29,6 +31,7 @@ html[data-theme="light"] { .features { height: 60vh; + overflow: hidden; } @@ -55,7 +58,7 @@ html[data-theme="light"] { } @media only screen and (max-width: 768px) { /* Adjust this value based on your breakpoint for mobile */ - .front-container, .container { + .front-container, .hero { height: auto; /* Change from fixed height to auto */ min-height: 50vh; /* Adjust this as needed */ } @@ -64,11 +67,11 @@ html[data-theme="light"] { margin-bottom: 20px; /* Increase bottom margin */ } - .container { + .hero { margin-bottom: 30px; /* Adjust the bottom margin of the main container */ } .features { - height: 90vh; + height: 110vh; } } diff --git a/docs/source/index.rst b/docs/source/index.rst index 94f9d13a..d1587e92 100644 --- a/docs/source/index.rst +++ b/docs/source/index.rst @@ -33,7 +33,7 @@ nnsight interpretable neural networks - **nnsight** (/ɛn.saɪt/) is a package for interpreting and manipulating the internals of large models. + **nnsight** (/ɛn.saɪt/) is a package for interpreting and manipulating the internals of large models .. div:: button-group From 9f02cef55dd1e4d25022d10946259cfec2bbda8f Mon Sep 17 00:00:00 2001 From: JadenFiottoKaufman Date: Sat, 2 Dec 2023 15:19:25 -0500 Subject: [PATCH 07/16] About page for docs --- docs/source/_static/images/intrgraph.png | Bin 0 -> 1432293 bytes .../_static/images/remote_execution.png | Bin 0 -> 258648 bytes docs/source/about.rst | 78 ++++++++++++++++++ docs/source/index.rst | 1 + src/nnsight/config.yaml | 2 +- 5 files changed, 80 insertions(+), 1 deletion(-) create mode 100644 docs/source/_static/images/intrgraph.png create mode 100644 docs/source/_static/images/remote_execution.png create mode 100644 docs/source/about.rst diff --git a/docs/source/_static/images/intrgraph.png b/docs/source/_static/images/intrgraph.png new file 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tutorials + about .. grid:: 1 1 2 2 :class-container: hero diff --git a/src/nnsight/config.yaml b/src/nnsight/config.yaml index fab3c8ce..fc26f1e4 100644 --- a/src/nnsight/config.yaml +++ b/src/nnsight/config.yaml @@ -1,2 +1,2 @@ API: - HOST: ndif.baulab.us \ No newline at end of file + HOST: 10.201.22.179:5550 \ No newline at end of file From 83bc2ca96544ea9d39f0287db8769e7c30bbbce5 Mon Sep 17 00:00:00 2001 From: David Bau Date: Sat, 2 Dec 2023 16:59:05 -0500 Subject: [PATCH 08/16] David's initial edits --- docs/source/about.rst | 84 ++++++++++++++++++++----------------------- 1 file changed, 38 insertions(+), 46 deletions(-) diff --git a/docs/source/about.rst b/docs/source/about.rst index d76ff6a7..c4f095bf 100644 --- a/docs/source/about.rst +++ b/docs/source/about.rst @@ -1,78 +1,70 @@ -About nnsight -========== +About nnsight: a transparent science API for black-box inference +================================================================ -.. card:: How can you study the internals of a deep network too large for you to run? +.. card:: How can you study the internals of a deep network that is too large for you to run? - In the era of deep learning, the most interesting models for study require resources beyond the reach of many researchers. - The nnsight library, backed by remote services like NDIF, solves this problem by running “deep inference” on models which are hosted on shared servers. + In this era of large-scale deep learning, the most interesting AI models are massive and hard to run. + Ordinary commercial inference service APIs let you interact with huge models, but they do not let you see model internals. + The nnsight library is different: it gives you full access to all the neural network internals. + When used together with a remote service like the National Deep Inference Facility (NDIF), + it lets you run expriments on huge open models easily, with full transparent access. + The nnsight library is also terrific for studying smaller local models. .. figure:: _static/images/remote_execution.png - An overview of the nnsight/NDIF pipeline. Researchers write simple, readable Python code specifying their experiments, and these experiments are run remotely on the NDIF server. + An overview of the nnsight/NDIF pipeline. Researchers write simple Python code to run along with the neural network locally or remotely. Unlike with commercial inference, the experiment code can read or write any of the internal states of the neural networks being studied. This code creates a computation graph that is sent to the remote service (if needed) and then interleaved with the execution of the neural network. -The nnsight library enables researchers to access the internals of large deep learned models. -It uses simple python developer friendly syntax to provide direct access into the computation graph of models, and tracks operations you make on the inputs and outputs of modules to build an intervention graph. -This intervention graph is then interleaved with that of the original model's computation graph locally, or remotely in conjunction with the NDIF (National Deep Inference Server) +How you use nnsight +------------------- -What do you need to do? ------------------------- +Nnsight is built on pytorch. -As a researcher, your experience with nnsight is that of just running experiment code on your local work station, just like you would run a normal pytorch experiment. In fact, the same code can be used to execute experiments locally on small models or to execute experiments remotely on large models, just by switching a few arguments. +Running inference on a huge remote model with nnsight is very similar to running a neural network locally on your own workstataion. In fact, with nnsight, the same code for running experiments locally on small models can also be used on large models, just by changing a few arguments. -The difference here is that when you use nnsight, the model internals are fully transparent to you enabling exponentially more avenues for experimentation. -Instead of running the model as a black box, you have access to model internals by reading or writing the activations at any layer of your network. -Configure your experiment by writing natural python code like the following: +The difference between nnsight and normal inference is that when you use nnsight, you do not treat the model as an opaque black box. +Instead, you set up a python `with` context that enables you to get direct access to model internals while the neural network runs. +Here is how it looks: .. code-block:: python :linenos: from nnsight import LanguageModel - - # Loading nnsight wrapped gpt2 model. - model = LanguageModel('gpt2') - - # Enter intervention context to trace operations on the model and execute the resultant intervention graph remotely on NDIF + model = LanguageModel('llama-70b') with model.forward(remote=True) as runner: - - # Denote we wish to enter a prompt, and have traced operation within it's context be performed on it. with runner.invoke('The Eiffel Tower is in the city of ') as invoker: + hidden_state = model.transformer.h[10].input.save() # save one hidden state + model.transformer.h[11].mlp.output = 0 # change one MLP module output + print('The model predicts', runner.output) + print('The internal state was', hidden_state.value) - # Access the desired layer and ask for it's input to be stored and returned. - hidden_states = model.transformer.h[1].input.save() +The library is easy to use. Any HuggingFace model can be loaded into a `LanguageModel` object, as you can wee on line 2. Notice we are loading a 70-billion parameter model, which is ordinarily pretty difficult to load on a regular workstation since it would take 140-280 gigabytes of GPU RAM just to store the parameters. - # Set the output values of a subsequent layer's mlp module to zero. - model.transformer.h[-1].mlp.output = 0 +The trick that lets us work with this huge model is on line 3. We set the flag `remote=True` to indicate that we want to actually run the network on the remote service. By default the remote service will be NDIF. If we want to just run a smaller model quickly, we could leave it as `remote=False`. - # Upon exiting the context blocks, a request is made to NDIF containing the interventions we traced. - # The output of the execution is populated in runner.output. - output = runner.output - # The value we asked for is injected into hidden_states.value. - hidden_states = hidden_states.value +Then when we invoke the model on line 4, we do not just call it as a function. Instead, we use it as a `with` context manager. The reason is that nnsight does not treat neural network models as black boxes; it provides direct access to model internals. -The library is easy to use. Just import nnsight and like on line 4, you can instantiate any huggingface model by naming it using it's repo id. -The first trick is on line 7. Instead of invoking and executing the model with a single call, we use a context via python with blocks to trace operations you perform, only to eventually run the model with those operations. -On line 10, an inner invocation context is created. This context now traces operations specific to the givin prompt. -Lines 13 and 16 demonstrate the getting and setting operations on module inputs and output. +You can see what simple direct access looks like on lines 5-6. On line 5, we grab a hidden state at layer 10, and on layer 6, we change the output of an MLP module inside the transformer at layer 11. + +When you run this `with`-block code on lines 5 and 6 on your local workstation, it actually creates a computation graph storing all the calculations you want to do. When the outermost `with` block is completed, all the defined caculations are sent to the remote server and executed there. Then when it's all done, the results can be accessed on your local workstation as shown on line 7 and 8. + +What happens behind the scenes? +------------------------------- +When using nnsight, it is helpful to understand that the operations are not executed immediately but instead adds to an intervention graph that is executed alongside the model's computation graph upon exit of the with block. -How does it work? ------------------- -Again, these operations are not executed immediately but instead adds to an intervention graph that is executed alongside the model's computation graph upon exit of the with block. An example of one such intervention graph can be seen below: .. figure:: _static/images/intrgraph.png An example of an intervention graph. Operations in research code create nodes in the graph which depend on module inputs and outputs as well as other nodes. Then, this intervention graph is interleaved with the normal computation graph of the chosen model, and requested inputs and outputs are injected into the intervention graph for execution. - -Building from these simple features, techniques such as causal mediation analysis be constructed and executed on models like Llama-2-70b! -In addition to getting and setting, nnsight gives full access to gradients and optimizations methods, out of order module applications, cross prompt interventions and much more. +Basic access to model internals can give you a lot of insight about what is going on inside a large model as it runs. For example, you can use the (link needed) *logit lens* to read internal hidden states as text. And use can use (link needed) *causal tracing* to locate the layers and components within the network that play a decisive role in making a decision. -See the :doc:`tutorials/notebooks/main_demo` and :doc:`tutorials/features` pages for more information on nnsight functionality. +And you can do them on large models like Llama-2-70b! +The nnsight library also provies full access to gradients and optimizations methods, out of order module applications, cross prompt interventions and much more. -The project is currently in Alpha pre-release and is looking for early users/and contributors! - -Check out the `NDIF Discord `_ for updates, feature requests, bug reports and opportunities to help with the effort. - +See the :doc:`tutorials/notebooks/main_demo` and :doc:`tutorials/features` pages for more information on nnsight functionality. +The project is currently in Alpha pre-release and is looking for early users/and contributors! +If you are interested in contributing or being an early user, please join the `NDIF Discord `_ for updates, feature requests, bug reports and opportunities to help with the effort. From c21613dceda0bf324e932a37ba4fc6a2d75f142e Mon Sep 17 00:00:00 2001 From: JadenFiottoKaufman Date: Sat, 2 Dec 2023 16:15:01 -0500 Subject: [PATCH 09/16] About page updates --- docs/source/about.rst | 7 ++++--- docs/source/index.rst | 2 +- 2 files changed, 5 insertions(+), 4 deletions(-) diff --git a/docs/source/about.rst b/docs/source/about.rst index c4f095bf..1a75b512 100644 --- a/docs/source/about.rst +++ b/docs/source/about.rst @@ -1,3 +1,4 @@ + About nnsight: a transparent science API for black-box inference ================================================================ @@ -29,11 +30,11 @@ Here is how it looks: :linenos: from nnsight import LanguageModel - model = LanguageModel('llama-70b') + model = LanguageModel('meta-llama/Llama-2-70b-hf') with model.forward(remote=True) as runner: with runner.invoke('The Eiffel Tower is in the city of ') as invoker: - hidden_state = model.transformer.h[10].input.save() # save one hidden state - model.transformer.h[11].mlp.output = 0 # change one MLP module output + hidden_state = model.layers[10].input.save() # save one hidden state + model.layers[11].mlp.output = 0 # change one MLP module output print('The model predicts', runner.output) print('The internal state was', hidden_state.value) diff --git a/docs/source/index.rst b/docs/source/index.rst index 01b6c639..fd0df68f 100644 --- a/docs/source/index.rst +++ b/docs/source/index.rst @@ -11,7 +11,7 @@ nnsight start documentation tutorials - about + About .. grid:: 1 1 2 2 :class-container: hero From 2b6400976176421017c380794103c8c5b1a16507 Mon Sep 17 00:00:00 2001 From: JadenFiottoKaufman Date: Sat, 2 Dec 2023 22:20:07 -0500 Subject: [PATCH 10/16] Squared the nnsight icon --- docs/source/_static/images/icon.ico | Bin 165854 -> 16605 bytes 1 file changed, 0 insertions(+), 0 deletions(-) diff --git a/docs/source/_static/images/icon.ico b/docs/source/_static/images/icon.ico index fe079c2429d24ffc5c69d38a87030b2e1f235d96..82acba57f777e82c307a1c246a98e38308dd98f4 100644 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uX3L9PaavTDN99xzZy/QnvXk1/OHx8v1Pv641QL9x4GiZ8MoU2XePf0s/896GLcxNEL0JoTdutP/qDRJdNunYjpdLjRrVvH20bfUm0edf/yA/zf5dpj4/TDas5GaTfv4r9nv9WVW/QyvrNxUD63R+/2g5F/UdIm+/96n3mdh7tx293w+6FNTaTOptvKF3A2Pog+PkFbNO/IZ11vf+u1Bxq3g+6X7+tC8vXPSXF5br74sa5rOl/2148fX3vPr0s9X7msHy7cxZct0lZ5vP/SYyy/T1m+9+RBpsWb/Sd0hk8J9BdkUAAQQQQAABBBBAAAEEEEAgcgIE6Bk0eSrwOP+sE6TbGW28I/WJ5bl/zJeHnnpZ9GlwDRU1fNMwpEm7nnKoCWzvve2S0lo0VNGntTUgLPu0tgbhGmpNmVASkurLSnU5krKBnz7JftWt98vIOy4zAe3ussA8IaznlHqqVCv5dubPXnA55ObeXqieOueqyko3QNf1uD//5ns55dzrZOjNF5Yu4aIh09czZnlPsaa2LhcPME/3JspdQ1nudCw0tNT99InOLyaPWmtrpQJ0DeJuMoGeBn8a3OtyLj//OldannapFwDq05plA3QNq3/+dY5sZb4FUHY9Z12/WL8VoDcndNPQ6ndj/fa4u73ASrfUOuV6IyH1hPZH5psGnXreLI+bmyh7//0tgLInrQG6Boa6LrIGmalNA6/Z5mnhp01Qq9v/pn3tPen/4F3/9V6cqps+BfzHvIWlS7ik6rrmojPl1HbNSssa+fiL3g0A7WNahwacjz/7mndjJ/XNhMogNSjVsHz8qJtkx3/98y0HXYpi1i9z5YXRJd88+HXOPFlhbtZo8J3aHn3mFRPQPSrvvXCPFxZqGD101DjvRZ/6YlfdNGi/ZfAj5kZBC9lv75090/kLFsmkJ+4wNwRqlLtufVHsYY33qrS9Kwbo6ZyPrqOvAeIr5gaLBum66fVq0PyG+aaA9pMm7S4wde4jd/brUVpv6sWzqRsI6VpWPPF0+pneANNvbGi/u7LXGaVFjDLnqGH+FT07Vum6u1miSK9Dy9B+kdr0SfSjT73EeyJcb1a8PPl978W8qf+t+2kwfag59tR2R5n6O5Yeq98OuOfh59YZoGv/0v6R6hN6I6lhi67S+eRWXh36RPsFVw4qLUML16fe9WbXugL0yvp9ur83KrZBxcA6nXL0GyKHHne+nH5Cc88/tenva72BubYXq+oNP70pmska6Ol+/vRzs8R8U0Bf4qrfWNLt4y9mSMfzb/T+W6P/zdH/fujNv7I38bQP6Nrsu+20XaWfK36IAAIIIIAAAggggAACCCCAAAKVCxCgZ9AzUgFMZYfoE8UaqutyJrqlAnRdMkSfwE1t3S+/0wuM9CnysttTz082TxGO8sLL9U0AqQGILsVS9onu1BOzGm51PPFoWW2e3n3yuTfkpTfeM0s1/CnLVqyQYhPQ6pIDGpxo2J0656rKyjVATwW+uiSEhqMa9B7Z4UK567oLKn2hp157OhYa5GYaoH9hlis555LbSm806FPFT5glMd585m55xixrUTZA1/N4c+on8uT4180Tur/K4iVLvafIFy1eapagOMR7Olk3Da3qmyBY1yQvu+kSEwnzZHrq51r2NBOij3vgxrX2LL3J8bC54fKJCb10mRR9Ea2uK69PjuoT9LqlE6A/8MSLosvF6DH6bYXU9tX0H6VD176lNzg09B0z4Q35+JWR5in6yteQT7WHPqWswVzZTW8ODRj6uPzvxeHeTQbt2w+Nedl7KlfbWb+BsGrVau8a9NgG5kl3DUtn/mSWH6rQz8uWq6ZbbV6v3BOx35n69Wn/2689T44xT9FXtlUM0NM5nyVLl8sR7S80y9EcU/p51Hr0mwL6efrM9BldziX1NHrZehu3Pk86mOVGdGmZdC0rO++q+lmq3QZc011amyV9Ktuqck1dR2Vl6PU3Mt9m0KVsUgF66vOqdX1qXoJ8Wo8bvBsIqaVA9OepJXDWFhariYbJH758b7lT1psBR5mX+fY1T25rf+9v+pB+WyO1HI7urD/Tv1vbE+i6T8UbR+n+3qjoVzFAT6ecVauT3lItZb+BoeW+/u406XnVPzcEyi7hov0/mwBdzyedz1/J52aTcu95mGm+IdDW3IxIfW5uGfyot7yLfrPiyEMbei+AruwJ/7X+kuIvEEAAAQQQQAABBBBAAAEEEECgVIAAPYPOkApgTjFP+5547GHekTHzf7XN2uO6Hq0us5HaUgG6Pkna8cTmpT/XNb01bHxyRN9yNU80X7/X5RP0yeXNzBIIGqDrEhwnm/WHU5suxaChVOqpUV1O4kmzHrd+jV+fNt9gg9remsf6BHTFAL2qsnIN0PUcNZDc06zTriHk6Kcnyf1mKYrXnrqznEvZi07HQp/izjRA38AsJdLi1D7eEhgDru7uLaly1GGNvKd6dW3psgF6aikL/dbAGeamhIZ7MRMy6xP2+iRn2QB9B7Psjq55XHZ76Y3/SZ/rhslLjw3wQuwjTrxQzj/reDnt+KMq7Vn6NPzxZ10lO27XwGvHbbTfmKfs9enoL7/9MaMAPbVWui47U3HTPqbB5clmeQ4NOHUdfV1nel1bar35iuXpTRm9WfP8w7d4S9ec2OUamWue5L+qVyfZY5d/mbXCq3tLvWiYnwrQz+x1s7cUzVP39ltrlRoEVjRNBYEVA8uyhZQN0PWJ/nTOR4/XdtfQf5L5ZsI3383ygtHnHrzJW4Zm6gdfeDdd9DOs7V92U0sN8zWcTNey4kWn08/05bZnX9S/3Dc7KpZTlWvqOnTNbV17u+ymT3truKvfakkF6M8+eKNZh35rb7cpZtmgrpfc7q3XXfZYXSLo5HP7rfMJ9Mr6lxegm+Vb9HeP3sTSbyVMm3Rf6Tc4tE59uv428y6BTAL0dH9vVLSrGKCnU47eFNJlktRMv8WT2nRpnZO6rd0kmwA9nc+fLv2VzudGPxe6rM54s9SMvn+jqKhIDtl/T+/dDWW/ObLOXwj8JQIIIIAAAggggAACCCCAAAIIeAIE6Bl0hKrWQC9b1NoCdH2aUl9QuLYn0DWk1EBeA3R94lWXQEhts36ZY9bPvsx7aaUGtPu36uY94anLxqQ2fdGkPhVdMUCvqiwbAbo+8TjwvqfkrXGDveVHDjZP967t5aF6vulYaGCUaYCuT1pquKzh3EDzBLy+3HXMiH5e2FsxQNdzmG7WCtZlRFJPZ2tYvH/Lbt6LPasK0PUJ1eZm/fdTj28me+6yg1x47WDvKdvK1jzWa04FaxMfHeDddElt6qXLpGTyBPqoJ034eM8T3osg61ayXvgmZi1mfTFjuqGvOk03L3osu2xQ2T6t4ev073/2bi7oS0jbt25a+te6xI62UypA1yV9NHit+DR72fLSCQIr+3iWDdBTywlVdT5ajp67rvGuXm9O/Vg++mx66ZrtqZBYX7LY9ODywbMeqy/o3cK8qDFdy4rnnU4/Sy0JVNlT8KnyqnJNeaztCXR9Ga3eCKgsQNdljzTErfgEur7sVkPkdT2BXlWAnlqepGJQnroJlEmAnu7vjYptUDFAT6cc/T2uNyRT154qM3WjwuYSLul8/vRdApl+bnRpoCnmBpHeqFi1apVZ2uqfpV8y+M8fuyKAAAIIIIAAAggggAACCCAQWQEC9Aya3kaArmsJ64sCK66BfuUt93kvenz72cHe070aoOsLAHWd8dT2/KtT5fIbR3gBoC7F0PDoc+Q0szavvow0taXW5q0YoK+rLF1yJZsAPbXOeqruv8y6vLpsy1mnHOOtWb62l4em9k/HQtf4zSZA12VyjjEvLdxxu63MbaKYtzSObhUDdA0GdS35sfdfX2qoLwjU9jiuxaFyy5X/LOFS2RPoepCuEf2SWb9e16LXF3tW9vLQVOGpF1Wm1grXn+vSPLr8wqabmCVcxtzp7bq2JVz0xYepddJT6x5XDPeWLltuXjK4pHRZl3RD3/sefd6z1nMou8yGrl2uT5lvZF6GqKFzp543yeCbekszszSEbnrDQb998OPPv3ttvvWWm4quw37niDGl/1v303M6++L+0sW8rFVfSJppEJgyLBugp3s+qWP1CW69KfPW/33iLZGkbazbSvOSy0PNOwv0myVl17rWv9NlZbTtdZ30dC0r/lpJp5/pizaPNMus6Gc1deNGy9F2ede8GHjUwP9W6dqsSUNvDfR2LcuvgZ56D4Cu6f8f87LiygJ0bR9dA71Thxblfqdo8Ko3o3IJ0FPfsEmt0a3XpWugtzPfxtCXcVYVoJft9+n+3qjYBhUD9HTK0QD98BN7e+vG6zdGUpu+IFVfklxVgJ5a9qjiuej/rng+6Xz+9LiqPjdND9pb3jT9W1/wrDfQUpuer573W+Y9Dqn3ElR2XvwMAQQQQAABBBBAAAEEEEAAAQTKCxCgZ9AjbATouma0hkYa7F5+/ulewPHq2x+a5S+eNE9rd/DWPE/Vs7lZyqWTeeHi0Yfv772A8apb7zMvjUt4y05osKxPms82S4IMMSG7PnWtLzHVJQeeNut860sl9envJSZM1TC+qrIyCdBTT8LrOuwaOOq1pJb9uO7Oh0yw9Kb39PnanmROkadjoftmE6DrcaklEfp0P7l0bfqKAXrqRYKDru/pvfRTb2I89/I7JlBdbdYmL/aWs9AwubLQKnUdv8+db17Q2Mf7n48MvqrSl4em9k0F493OaOst7aNPHfcf+pi3jMaktz6QZ83a6Q1MAD3NBNUVXyL635vv9c7vXrOcxCbmnPSJcF125LsfZnvL0+gLJOeYF9pqoP/9rF/NSx37ey/nTDf01bBQn9DWJ+Mv7HqS97LNr81SJ7qe8m47beuFhfqiyaPME/cNzfI4/czSHIvNTZMBwx6Xbcw5j5kwWfTJ52aHNpLVZl30Vh0v885R+7U+wX2PuanyuVlr/FnTf/XlplUFgRqyV7aVDdDTPZ/US0o1yL38phGyvnmJ62TzTQF9oje16c0NDVUvNsG6LmGia7s/Za5J3zOgL2DVbzBUZqnL+OgNg1uv6lZyw6aSLd1+puegL3LVsFY/Q1/P+EluGjTaC7U18NfrrcpVl0t5wJzPf81LL5s23lvmmJsut5gXvP5u+sZz5kaS3gipLEDX09Y11t+b9qVce9F/vJdN6otqdTkmXVonlwBdb67pUkq6zNF15tsLG5i19DUw/sIshaKfgXUF6BX7vbZZVb9DK2uDioF1ur9/dFkdXZ/+pv+eI7uYm2SvmM+prnmubbM2k2defMu7KXnrld08R10mqOJW8XzS+fxpGVV9bnTNc7XefeftpLt5/4b+7tffC3ojRP97oP/9YEMAAQQQQAABBBBAAAEEEEAAgfQFCNDTtyoNtnuefaIJJo5b55FrW8JFD9InWvXpXH0534oVq8y60pubJ8mPKl03O/W0qD79/NGn02XSm++bF4SulIZ7/Fv6XdLZBJybe3X/MOs36Xv7g14oqUuGHN+qifTscqL0H/KYPPX8m3KsWbe5R+fjpeVpl3pPUq+rrEwCdK37qlvvN+tqv+cFtC+aoHbjjTbwzin1wsHBN/aSZmb946q2qiz0+GwD9KeNQb87RnlP+2tgq1vFAF2f1ta1sd80wbQG5rru+VW9O8nUD7+Q68yxdTeq4y1Dsq4AXcvtfOGtXrhZ9kn2tV27Boe63M2ixUu80Ptysy7xesax66W3e2U8cc+18uf8xWsE6PqSx4v6DjV/t1A6m6f8NWTVGyYauE6a/L73Qk9dyuWAfXfxQmt9Ely3dAN03Vdvjtx171Oiy3YsXb7CW7akedP95PzOJ3htrZs+va1h3M9mvX19meG5ndpKqyMOlP8Yg69MIHqNCV91eRcN9m+750n58NNvvRs+uj7+Jd1P8Z7U162qIDCdAD2T89F9dT3zA47t7t1g0vWgK26PP/uaPD7uNe9Fv+uZkHfXHbeVc81nvbF5CePaLLUtdQ17XQZQGU0AACAASURBVO9d27OyLd1+pi+wfeCJiV5wrwGr+uvn+pyOrUvfJVCVq5bx4JNaxpveOxH0xa8H7be7F8Bvs1XJskFrC9D199b15ibYO//7zNvvgH13le6djvNeLqrr/x/ddH8vPNZQO7Vcz9r6V9k10LUs/baAOs0wS+noTanTzQ0kXXNeXySqLyDVb29UtlXW79P5vVGxrIqBtf59OuXoDbLr7hwl7330lfdNDL1BdOKxTb1vYgzv30cOa7zXGiYLzWf7XPN5/mr6T7LPHjt63xpK53zS+fyl87nRPnKn+RzrsjxLliw3N9w2NH14d+llbqrqjTE2BBBAAAEEEEAAAQQQQAABBBBIX4AAPX0r9kxDQEPn/zNB0wujby1dUzyNwwK9y2wTUrbu9F+5wTxZ27bFIYG+lrCf/Iuv6RPow81LX2/zno63tem68INu7OkF3myVC+hT6LoMjgb6qU1fhPzaOx/J5LEDC5ZNl9bRGyB6My21pV4Kq++y0BugbAgggAACCCCAAAIIIIAAAgggEF4BAvTwtq2zK9P1o3/5/U/RpSz0aehht1wkh1fyIkZnJ+SoIn3iW78FcMPAh80SJbW85Vv0SWu2whPQb3V89tVM7xsJHdocLvqyUFubLuWha0vri2rZKhfQ3xEtzDdhtjBPP+s7G3QNbn3h8Q0DR0u3M9rIeWapkULdLrx2iHeu1192tllqqYH5zP/uLauj37544K7LC/W0OS8EEEAAAQQQQAABBBBAAAEEELAkQIBuCTLKxXw782c5scs13hO9urTNCcccFgmOi/oOkbff+1QOarSHt7RO2RdvRgIgQBepL8eMmf/TbwjoGuepNfsDdAmBP1VdR/0us3TVh2Zd9eXLV3q/L04w71A407zUVJdyKdRtydLl3pJbb0yZJvMWLDYv+93YvKBzT285lLJPpRfq+XNeCCCAAAIIIIAAAggggAACCCCQmwABem5+HI0AAggggAACCCCAAAIIIIAAAggggAACCCAQUgEC9JA2LJeFAAIIIIAAAggggAACCCCAAAIIIIAAAgggkJsAAXpufhyNAAIIIIAAAggggAACCCCAAAIIIIAAAgggEFIBAvSQNiyXhQACCCCAAAIIIIAAAggggAACCCCAAAIIIJCbAAF6bn4cjQACCCCAAAIIIIAAAggggAACCCCAAAIIIBBSAQL0kDYsl4UAAggggAACCCCAAAIIIIAAAggggAACCCCQmwABem5+HI0AAggggAACCCCAAAIIIIAAAggggAACCCAQUgEC9JA2LJeFAAIIIIAAAggggAACCCCAAAIIIIAAAgggkJsAAXpufhyNAAIIIIAAAggggAACCCCAAAIIIIAAAgggEFIBAvSQNiyXhQACCCCAAAIIIIAAAggggAACCCCAAAIIIJCbAAF6bn4cjQACCCCAAAIIIIAAAggggAACCCCAAAIIIBBSAQL0kDYsl4UAAggggAACCCCAAAIIIIAAAggggAACCCCQmwABem5+HI0AAggggAACCCCAAAIIIIAAAggggAACCCAQUgEC9JA2LJeFAAIIIIAAAggggAACCCCAAAIIIIAAAgggkJsAAXpufhyNAAIIIIAAAggggAACCCCAAAIIIIAAAgggEFIBAvSQNiyXhQACCCCAAAIIIIAAAggggAACCCCAAAIIIJCbAAF6bn4cjQACCCCAAAIIIIAAAggggAACCCCAAAIIIBBSAQL0kDYsl4UAAggggAACCCCAAAIIIIAAAggggAACCCCQmwABem5+HI0AAggggAACCCCAAAIIIIAAAggggAACCCAQUgEC9JA2LJeFAAIIIIAAAggggAACCCCAAAIIIIAAAgggkJsAAXpufhyNAAIIIIAAAggggAACCCCAAAIIIIAAAgggEFIBAvSQNiyXhQACCCCAAAIIIIAAAggggAACCCCAAAIIIJCbAAF6bn4cjQACCCCAAAIIIIAAAggggAACCCCAAAIIIBBSAQL0kDYsl4UAAggggAACCCCAAAIIIIAAAggggAACCCCQmwABem5+HI0AAggggAACCCCAAAIIIIAAAggggAACCCAQUgEC9JA2LJeFAAIIIIAAAggggAACCCCAAAIIIIAAAgggkJsAAXpufhyNAAIIIIAAAggggAACCCCAAAIIIIAAAgggEFIBAvSQNiyXhQACCCCAAAIIIIAAAggggAACCCCAAAIIIJCbAAF6bn4cjQACCCCAAAIIIIAAAggggAACCCCAAAIIIBBSAQL0kDYsl4UAAggggAACCCCAAAIIIIAAAggggAACCCCQmwABem5+HI0AAggggAACCCCAAAIIIIAAAggggAACCCAQUgEC9JA2LJeFAAIIIIAAAggggAACCCCAAAIIIIAAAgggkJsAAXpufhyNAAIIIIAAAggggAACCCCAAAIIIIAAAgggEFIBAvSQNiyXhQACCCCAAAIIIIAAAggggAACCCCAAAIIIJCbAAF6bn4cjQACCCCAAAIIIIAAAggggAACCCCAAAIIIBBSAQL0kDYsl4UAAggggAACCCCAAAIIIIAAAggggAACCCCQmwABem5+HI0AAggggAACCCCAAAIIIIAAAggggAACCCAQUgEC9JA2LJeFAAIIIIAAAggggAACCCCAAAIIIIAAAgggkJsAAXpufhyNAAIIIIAAAggggAACCCCAAAIIIIAAAgggEFIBAvSQNiyXhQACCCCAAAIIIIAAAggggAACCCCAAAIIIJCbAAF6bn4cjQACCCCAAAIIIIAAAggggAACCCCAAAIIIBBSAQL0kDYsl4UAAggggAACCCCAAAIIIIAAAggggAACCCCQmwABem5+HI0AAggggAACCCCAAAIIIIAAAggggAACCCAQUgEC9JA2LJeFAAIIIIAAAggggAACCCCAAAIIIIAAAgggkJsAAXpufhyNAAIIIIAAAggggAACCCCAAAIIIIAAAgggEFIBAvSQNiyXhQACCCCAAAIIIIAAAggggAACCCCAAAIIIJCbAAF6bn4cjQACCCCAAAIIIIAAAggggAACCCCAAAIIIBBSAQJ0Cw37y5/LLJRCEQi4E6hVIyHr1UzIvMUr3VVKTQhYEIjHY7LZRjXlt/nLLZRGEQi4FdiiXm2ZM3+ZFBW7rZfaEMhVoF6dGrJ0+WpZvqoo16I4HgGnAnVqVxOJxWTx0lVO66UyBHIVYL6WqyDH+yXAfC3/8lttUjv/lVDDGgIE6BY6BQG6BUSKcCrAgMwpN5VZFGBAZhGTopwLEKA7J6dCSwIE6JYgKca5AAG6c3IqtCTAfM0SJMU4F2C+ln9yAvT8G1dWAwG6BXcCdAuIFOFUgAGZU24qsyjAgMwiJkU5FyBAd05OhZYECNAtQVKMcwECdOfkVGhJgPmaJUiKcS7AfC3/5ATo+TcmQM+TMQF6nmApNm8CDMjyRkvBeRZgQJZnYIrPqwABel55KTyPAgToecSl6LwKEKDnlZfC8yjAfC2PuBSdVwHma3nl9QonQM+/MQF6nowJ0PMES7F5E2BAljdaCs6zAAOyPANTfF4FCNDzykvheRQgQM8jLkXnVYAAPa+8FJ5HAeZrecSl6LwKMF/LKy8Bev5511oDS7hYwCdAt4BIEU4FGJA55aYyiwIMyCxiUpRzAQJ05+RUaEmAAN0SJMU4FyBAd05OhZYEmK9ZgqQY5wLM1/JPzhPo+TeurAYCdAvuBOgWECnCqQADMqfcVGZRgAGZRUyKci5AgO6cnAotCRCgW4KkGOcCBOjOyanQkgDzNUuQFONcgPla/skJ0PNvTICeJ2MC9DzBUmzeBBiQ5Y2WgvMswIAsz8AUn1cBAvS88lJ4HgUI0POIS9F5FSBAzysvhedRgPlaHnEpOq8CzNfyyusVHvQA/bW3P5JrbhspU8YPrRKrqn1vGfyo/D53vgy8/oIqy8p1B55Az1XQHE+AbgGRIpwKMCBzyk1lFgUYkFnEpCjnAgTozsmp0JIAAbolSIpxLkCA7pycCi0JMF+zBEkxzgWYr+WXfMZ3cWl6YM38VpLn0ucvXCzf//SbNNprpyprIkCvkihYOxCgB6u9OFsRBmT0gqAKMCALastx3ipAgE4/CKoAAXpQW47zJkCnDwRVgPlaUFuO82a+lr8+MPnNuLxu/rl/UPX8VVJgJROgF1iD5Ho6BOi5CnK8awEGZK7Fqc+WAAMyW5KU44cAAbof6tRpQ4AA3YYiZfghQIDuhzp12hBgvmZDkTL8EGC+lh/1uXNiMnh4wivcdYB++/An5ZMvZsjowVeVXty7738u5185UN4ed7esWLlKbho0Wv738deycuVqabjnv6Vvn87SYIv68teSZdK49Xly4+VdRMs5v/MJsnn9uuWWcBk/6V2575HnZfZvf0i9uhtK55NbyRntj/bq0gD92tsfkEvPO1UG3f+0LFu+Uo44ZF/pe3FnqV2rhlRcwmX005Pkiedel19//9Or/4peHeWQ/fe00igs4WKBkQDdAiJFOBVgQOaUm8osCjAgs4hJUc4FCNCdk1OhJQECdEuQFONcgADdOTkVWhJgvmYJkmKcCzBfs09eVCQy/L6E/PZ7TA5vWiSd2rtdwuXzb76XU7tfL28+M0g2MQG3btfdMUr+XLBI7r6hl1xy/T0yb/4iubPf+ZJIxOXq/iNl5arVcs+tF3nheqMWXb0Q+0oTZm++aT2Z+sEXpQH6zJ9+lbZnXiFDbu4tTQ7YSz42Qf05fW6TR4ZeLXvtur0XoF9ywz3S/LBGckXPM2TBor+kq/n7NkcfLBd1O6lcgP7ia++Z//2IjBjQR3bZcVt5671P5KK+Q2X8qJtl2wab5dwwBOg5E7IGugVCinAswIDMMTjVWRNgQGaNkoJ8ECBA9wGdKq0IEKBbYaQQHwQI0H1Ap0orAszXrDBSiA8CzNfso78zJS6TXo3LpvWLpEf3Itlm09r2K6mixJanXSrdzmgr7Vs3laKiYjmyw4Um0O4orY480HvKXLcN1i85r5cnv+89kf7W30+na4B+65XdpG2LQ7y/L7ssSzJZJPNMEL/pJhuXnsFxna+SjiccJae0a+bt2+uau+WVJ26XrcwT5boNeWCcvPr2h/LsgzeWC9DPvqi/7LPHv6X3Oe1Lyzr3sjtk7912kPPPOiFnMwL0nAkJ0C0QUoRjAQZkjsGpzpoAAzJrlBTkgwABug/oVGlFgADdCiOF+CBAgO4DOlVaEWC+ZoWRQnwQYL5mF33evJjcfU9Cis1T6N27JWXLzYtlq03cB+h3jhgjM36YLcNuuUg++uxb0WD6rXGDvWVUvvvxF7lrxFPy2dczTbheJKtWJ6W4uFjee+Ge0ifQHzVPlO9rwu2KAbr+7weeeFHGvfi2zF/4l2j/0afML+l+ipx5UksvQO9z/TD5+JX7S2HHTXxbBgx9XKY+P6xcgN78lD7e0i0Vt+NaHCq3XNk154YhQM+ZkADdAiFFOBZgQOYYnOqsCTAgs0ZJQT4IEKD7gE6VVgQI0K0wUogPAgToPqBTpRUB5mtWGCnEBwHma/bQTQYt945MyOxfYnLowUXS8miTopvNjwD9y29/kI4X3CTvPjdEBj/wjPw5b6EMuKa7rE4mpZV5Ov2wg/bxQu/116slr7/zkVxxy33lAvQnR/SVPXfZ3jv/sk+gj5kwWQbe+5Tc0/9i2Wf3Hb2/b3/OtdKu5aGlAfqVt5aUldo0QB9439PekjJl10BvY5aCOdU8tZ5aP91eS5SURIBuQZQ10C0gUoRTAQZkTrmpzKIAAzKLmBTlXIAA3Tk5FVoSIEC3BEkxzgUI0J2TU6ElAeZrliApxrkA8zV75FPfi8vEl+PmxZrF0rNH0qwvXlK2HwG61ntMx8ukjwnJ+5unv6/qdYb3Mk998WeLUy+RCQ/fIjtsu6V3fhpuP/7sa2kF6FeaoF3XSb+jbw/v2EV/LZUj21/oLcOSegJdl3DRsLx+vY28fXQJl7ff+1Q0lC8boPe44i6zRvtGcsNlZ5c2gj6Rruuua7/MdSNAz1XQHE+AbgGRIpwKMCBzyk1lFgUYkFnEpCjnAgTozsmp0JIAAbolSIpxLkCA7pycCi0JMF+zBEkxzgWYr9khX7DALN0yLCGrV4uc2yUpDRqYx9H/3vwK0DUY//DTb2XG9z9765tXr15Nlq9YKQe3Pd8L1Nu1aiKTp0yTh8a8LJ9+9Z1MGT/U20fXQF/bE+hDHxznrZn+2LBrZOmyFXLrkMfkm+9+kiMPbeg90Z56iWg7swzL5RecLn/OXyidL7xVTjnuSOnasU25AP2t//tELrx2iAy6oaccvP8e8skX38n5Vw6UwTf2kgP23TXnhiFAz5mQAN0CIUU4FmBA5hic6qwJMCCzRklBPggQoPuATpVWBAjQrTBSiA8CBOg+oFOlFQHma1YYKcQHAeZrdtDvfzAhP82KSeMDiqT1MSVLt/gdoH894ydveZUTj21a7inv1JIqGqYfcfC+8t+ep8tZF/aXufMWyMuP3SaNW5+31gB9gVn3vM91w+STL2fIZvXryuXnny5/mOVhbr77EbnAvPhzqy02kduHj5HunY6TIQ8+I8uWr5Tmh+0n1150ptSoUb1cgK4+j4x9RUaNeckE7YukgXnpqIbsuhyMjY0A3YIiT6BbQKQIpwIMyJxyU5lFAQZkFjEpyrkAAbpzciq0JECAbgmSYpwLEKA7J6dCSwLM1yxBUoxzAeZruZO//2FMJryQkDp1iuXCnkkxD3GX2/x6Aj33Kwt2CQToFtqPAN0CIkU4FWBA5pSbyiwKMCCziElRzgUI0J2TU6ElAQJ0S5AU41yAAN05ORVaEmC+ZgmSYpwLMF/LjXzRYrN0y5CEmGXBpXOnItlh+/JPn2vpBOi5GWd7NAF6tnJljiNAt4BIEU4FGJA55aYyiwIMyCxiUpRzAQJ05+RUaEmAAN0SJMU4FyBAd05OhZYEmK9ZgqQY5wLM13IjHzU6LjO/j0ujhsVyfNtkpYURoOdmnO3RBOjZyhGgW5CjCL8EGJD5JU+9uQowIMtVkOP9FCBA91OfunMRIEDPRY9j/RQgQPdTn7pzEWC+losex/opwHwte/1pn8Rk3HMJWX89s3TLBUVSs9Y/Lw4tWyoBevbGuRxJgJ6L3t/H8gS6BUSKcCrAgMwpN5VZFGBAZhGTopwLEKA7J6dCSwIE6JYgKca5AAG6c3IqtCTAfM0SJMU4F2C+lh35X0tiMmhIXFasiMkZpxXJzjutuXRLqmQC9OyMcz2KAD1XQXM8AboFRIpwKsCAzCk3lVkUYEBmEZOinAsQoDsnp0JLAgToliApxrkAAbpzciq0JMB8zRIkxTgXYL6WHfnox+IyfUZc9t6zWDqcWPnSLQTo2dnaOooA3YIkAboFRIpwKsCAzCk3lVkUYEBmEZOinAsQoDsnp0JLAgToliApxrkAAbpzciq0JMB8zRIkxTgXYL6WOfnnX8RkzNiE1K5dsnSL/rmujSfQMze2cQQBugVFAnQLiBThVIABmVNuKrMowIDMIiZFORcgQHdOToWWBAjQLUFSjHMBAnTn5FRoSYD5miVIinEuwHwtM/Jly2Iy0Czdon+e3D4pe+6x7vBcSydAz8zY1t4E6BYkCdAtIFKEUwEGZE65qcyiAAMyi5gU5VyAAN05ORVaEiBAtwRJMc4FCNCdk1OhJQHma5YgKca5APO1zMifMk+ef2aeQN/p30XS6fS1r3tetlQC9MyMbe1NgG5BkgDdAiJFOBVgQOaUm8osCjAgs4hJUc4FCNCdk1OhJQECdEuQFONcgADdOTkVWhJgvmYJkmKcCzBfS5/82+lxeeTxuNSsWSy9zdItG6xf9dPnWjoBevrGNvckQLegSYBuAZEinAowIHPKTWUWBRiQWcSkKOcCBOjOyanQkgABuiVIinEuQIDunJwKLQkwX7MESTHOBZivpUe+YnnJ0i1LlsbkhHZJabhPeuE5AXp531m/zJFrBjwg38z4Sbbaor5c1buTNNprp/QaIcO9CNAzBKtsdwJ0C4gU4VSAAZlTbiqzKMCAzCImRTkXIEB3Tk6FlgQI0C1BUoxzAQJ05+RUaEmA+ZolSIpxLsB8LT3yceMTMu3jmOywfZF07pTe0i2pknkC/R/j//S+RZo1aSRnnHi0TPngCxOmj5RXnrxDqldLpNcQGexFgJ4B1tp2JUC3gEgRTgUYkDnlpjKLAgzILGJSlHMBAnTn5FRoSYAA3RIkxTgXIEB3Tk6FlgSYr1mCpBjnAszXqiaf+X1cRo2OS43qIr0uSMqGddJ/+lxLJ0AvMf5z/iJpdfplMvX5oVItURKYd+jaVy7rcZoc2HDXqhsiwz0I0DMEq2x3AnQLiBThVIABmVNuKrMowIDMIiZFORcgQHdOToWWBAjQLUFSjHMBAnTn5FRoSYD5miVIinEuwHxt3eQrV4oMGpqQxYtj0rZ1kRywX2ZPn2vpfgboP/9SLEuWOO9WsnWDmKy/Xvl6P/psulx/50Py7IM3lv5Fn+uGSeNGu8vJbY+wfpIE6BZICdAtIFKEUwEGZE65qcyiAAMyi5gU5VyAAN05ORVaEiBAtwRJMc4FCNCdk1OhJQHma5YgKca5APO1dZNPeCEu738Yl223KZZzzkpm1T5+BugDh6+Wz7/K7In5rC6ywkEXdq8me+4WK/fTKR98LnffP1aeGN639OdX9x8pO++wtZx5Uksb1ZYrgwDdAikBugVEinAqwIDMKTeVWRRgQGYRk6KcCxCgOyenQksCBOiWICnGuQABunNyKrQkwHzNEiTFOBdgvrZ28h9nxWTkgwmpVs0s3dIjKRtvnF0Q7WeA/vT4pHz/Y3bnnUtn7HBcQrbfrnyAPu3z6dL39lEyftRNpUVf3G+oHLL/ntKhzeG5VFfpsQToFkgJ0C0gUoRTAQZkTrmpzKIAAzKLmBTlXIAA3Tk5FVoSIEC3BEkxzgUI0J2TU6ElAeZrliApxrkA87XKyVetFhlslm5ZsDAmrVoUySEHZb50S6pkPwN05x1qHRXOX7hYmp/cR955bojUrlXD2/OYjpfJzVd0lYZ77mT9VAnQLZASoFtApAinAgzInHJTmUUBBmQWMSnKuQABunNyKrQkQIBuCZJinAsQoDsnp0JLAszXLEFSjHMB5muVk0+cFJep/xeXBlsVS7cuSYmVf5g6o3YiQP+Hq8vFA+SAfXeVrh3byMQ33vOWdJn46ABJJOIZmaazMwF6OkpV7EOAbgGRIpwKMCBzyk1lFgUYkFnEpCjnAgTozsmp0JIAAbolSIpxLkCA7pycCi0JMF+zBEkxzgWYr61JPnt2TEaMTEg8YZZuOS8p9erltgQKAfo/xrN/+0OuvOU++ea7WbLNVptJvz6dZY9d/pWXfk+AboGVAN0CIkU4FWBA5pSbyiwKMCCziElRzgUI0J2TU6ElAQJ0S5AU41yAAN05ORVaEmC+ZgmSYpwLMF8rT5407wkdPCwh8+bHpHmzImnaJPulW1IlE6A779ZehQToFtwJ0C0gUoRTAQZkTrmpzKIAAzKLmBTlXIAA3Tk5FVoSIEC3BEkxzgUI0J2TU6ElAeZrliApxrkA87Xy5K++Hpe33onLFpsXS/euSYlbWFmEAN15tyZAt0VOgG5LknJcCTAgcyVNPbYFGJDZFqU8lwIE6C61qcumAAG6TU3KcilAgO5Sm7psCjBfs6lJWS4FmK/9o/3r7zEZfm/CW++8x7lJ2WzT3JZuSZVMgO6yR/9TF0+gW3AnQLeASBFOBRiQOeWmMosCDMgsYlKUcwECdOfkVGhJgADdEiTFOBcgQHdOToWWBJivWYKkGOcCzNdKyJNmpZZhw+My94+4HNG0SJodkfvSLQTozrtzuQoJ0C34E6BbQKQIpwIMyJxyU5lFAQZkFjEpyrkAAbpzciq0JECAbgmSYpwLEKA7J6dCSwLM1yxBUoxzAeZrJeST34zL6+afTesXSY/uRZKwsHQLAbrz7kyAbpucAN22KOXlW4ABWb6FKT9fAgzI8iVLuS4ECNBdKFNHPgQI0POhSpkuBAjQXShTRz4EmK/lQ5UyXQgwXxOZMzcmw0YkpNis2NK9W1K2NOuf29xYwsWmZvpl8QR6+lZr3ZMA3QIiRTgVYEDmlJvKLAowILOISVHOBQjQnZNToSUBAnRLkBTjXIAA3Tk5FVoSYL5mCZJinAtEfb5WZFZqGX5fQn4z658fenCRtDza3tItqcYkQHferb0KCdAtuBOgW0CkCKcCDMicclOZRYGoD8gsUlKUDwIE6D6gU6UVAQJ0K4wU4oMAAboP6FRpRYD5mhVGCvFBIOrztXemxGXSq3GpV7dYevZISiJhvxEI0O2bplMiAXo6SlXsQ4BuAZEinAowIHPKTWUWBaI+ILNISVE+CBCg+4BOlVYECNCtMFKIDwIE6D6gU6UVAeZrVhgpxAeBKM/X5s2Lyd33JKQoKXJul6Q0aGB36ZZUcxKg+9CxTZUE6BbcCdAtIFKEUwEGZE65qcyiQJQHZBYZKconAQJ0n+CpNmcBAvScCSnAJwECdJ/gqTZnAeZrORNSgE8CUZ2v6Xrn945MyOxfYtL4gCJpfYz9pVsI0H3q1H9XG+kAfdYvc+SaAQ/INzN+kq22qC9X9e4kjfbaaa0tsmDhX3Jsp8uld5f2ckq7ZqX7EaD724mpPXMBBmSZm3FEYQhEdUBWGPqcRa4CBOi5CnK8XwIE6H7JU2+uAgTouQpyvF8CzNf8kqfeXAWiOl+b+l5cJr4cl403Mku3nJ+U6tVylVz78TyBnj/bdZUc6QD9P71vkWZNGskZJx4tUz74woTpI+WVJ+8wHb3yRYquvOU+ef+Tb+Sc044lQPenv1KrJQEGZJYgKca5QFQHZM6hqTAvAgToeWGlUAcCBOgOkKkiLwIE6HlhpVAHAszXHCBTRV4EojhfW7DApzv3PgAAIABJREFULN0yLCGrV4t0OSsp222Tn6VbUg1GgJ6XrltloZEN0P+cv0hanX6ZTH1+qFT7e1X/Dl37ymU9TpMDG+66Btz/pn0tQ0eNk52239r804AAvcquxQ6FLMCArJBbh3Nbl0AUB2T0iPAIEKCHpy2jdiUE6FFr8fBcLwF6eNoyalfCfC1qLR6e643ifO3+BxPy06yY7NeoWNq1MQug53kjQM8z8FqKj2yA/tFn0+X6Ox+SZx+8sZSmz3XDpHGj3eXktkeU41q1arWc1K2f3NGvhzw+7jUCdH/6KrVaFGBAZhGTopwKRHFA5hSYyvIqQICeV14Kz6MAAXoecSk6rwIE6HnlpfA8CjBfyyMuRedVIGrztfc/jMmEFxKy/nrFcuEFRVKzVn6fPtfGI0DPaxdea+GRDdCnfPC53H3/WHlieN9SnKv7j5Sdd9hazjypZTmwYaOelVWrk9L7nPZy48DRawToS1eY72mwIRAggUQ8JtXicVlh+jUbAvkSKDLvTTHdzOoWk5jUqhGXZSvpu1ZhKcyJQO0a1WT5ytWS/2G1k8uhkggJ1DTLG65OFklS35DFhkCABKonSgYiq0z/ZQuOQD7GkMG5+pIzZb4WtBbjfFMCUZqvLVgUkxsHFMnKlSLnnhWTPXZz0w/Wq5nHBdbdXEIga4lsgD7t8+nS9/ZRMn7UTaUNd3G/oXLI/ntKhzaHl/7sh1m/Se9rB8uYEf2kZo3qlQboC5asCmTjc9LRFdDJRI3qcVmynJs/0e0F+b9yzVliMbv1aHkb1q4uC5fye9euLKW5ENho/eqyyIwZiCBdaFOHTYH1a1WTlauSJoSk99p0paz8C9Qy410djCznxnv+sS3WkI8xpMXTc1IU8zUnzFSSB4EozddGjCyW6d/FpOE+Ih1PyQPmWorc2Mwp2NwLRDZAn79wsTQ/uY+889wQqV2rhid/TMfL5OYrukrDPXcqbYlRY16SEQ+Pl+p/v0J3ydLlkjDh4+knNJcLu3bw9vvlz2XuW44aEchBgK8E5oDHob4KRO0rgb5iU7l1AZZwsU5KgY4EWMLFETTVWBdgCRfrpBToSID5miNoqrEuEJX52rRPYjLuuYTUrl2ydIv+6WpjCRdX0uXriWyArgxdLh4gB+y7q3Tt2EYmvvGet6TLxEcHeAH5869OlYPMeuj1621UTqyyJVwI0P3pvNSavQADsuztONJfgagMyPxVpvZ8CRCg50uWcvMtQICeb2HKz5cAAXq+ZCk33wLM1/ItTPn5EojCfO2vJTEZNMQsibsiJie3T8qee7gLz7XdCNDz1XvXXW6kA/TZv/0hV95yn3zz3SzZZqvNpF+fzrLHLv/yxJqe0EsGXn+BNNprZwJ0f/omteZRgAFZHnEpOq8CURiQ5RWQwn0VIED3lZ/KcxAgQM8Bj0N9FSBA95WfynMQYL6WAx6H+ioQhfna6MfiMn1GXHb6d5F0Ot39OzYI0P3p4pEO0G2R8wS6LUnKcSXAgMyVNPXYFojCgMy2GeUVjgABeuG0BWeSmQABemZe7F04AgTohdMWnElmAszXMvNi78IRCPt87fMvYjJmbEJq1iyW3mbplg3Wd/v0ubY0Abo//Z0A3YI7AboFRIpwKsCAzCk3lVkUCPuAzCIVRRWgAAF6ATYKp5SWAAF6WkzsVIACBOgF2CicUloCzNfSYmKnAhQI83xt2bKYDDRLt+ifJ7RLmpeHug/PCdD96/QE6BbsCdAtIFKEUwEGZE65qcyiQJgHZBaZKKpABQjQC7RhOK0qBQjQqyRihwIVIEAv0IbhtKoUYL5WJRE7FKhAmOdrT5knzz8zT6DvsH2RdO7kfumWVJPzBLo/nZ8A3YI7AboFRIpwKsCAzCk3lVkUCPOAzCITRRWoAAF6gTYMp1WlAAF6lUTsUKACBOgF2jCcVpUCzNeqJGKHAhUI63zt2+lxeeTxuNSoLtLrgqRsWMefp8+12QnQ/en8BOgW3AnQLSBShFMBBmROuanMokBYB2QWiSiqgAUI0Au4cTi1dQoQoNNBgipAgB7UluO8ma/RB4IqEMb52orlJUu3LFkak7atk3LAfv6F5wTo/n0yCNAt2BOgW0CkCKcCDMicclOZRYEwDsgs8lBUgQsQoBd4A3F6axUgQKdzBFWAAD2oLcd5M1+jDwRVIIzztXHjEzLt45hsu02xnHNW0vem4Ql0f5qAAN2COwG6BUSKcCrAgMwpN5VZFAjjgMwiD0UVuAABeoE3EKdHgE4fCJ0AAXromjQyF8R8LTJNHboLDdt8beb3cRk1Oi7VqpmlW3okZeON/X36XDsMAbo/HxsCdAvuBOgWECnCqQADMqfcVGZRIGwDMos0FBUAAQL0ADQSp1ipAE+g0zGCKkCAHtSW47yZr9EHgioQpvnaypUig4YmZPHimBzTskgObuzfi0PL9gcCdH8+HQToFtwJ0C0gUoRTAQZkTrmpzKJAmAZkFlkoKiACBOgBaShOcw0BAnQ6RVAFCNCD2nKcN/M1+kBQBcI0X5vwQlze/zAuDbYqlm5dkhKLFUarEKD70w4E6BbcCdAtIFKEUwEGZE65qcyiQJgGZBZZKCogAgToAWkoTpMAnT4QGgEC9NA0ZeQuhPla5Jo8NBcclvnaj7NiMvLBhMQTZumW85JSr57/S7ekOgkBuj8fFwJ0C+4E6BYQKcKpAAMyp9xUZlEgLAMyiyQUFSABAvQANRanWk6AJ9DpEEEVIEAPastx3szX6ANBFQjDfG3VapHBZumWBQtj0rxZkTRtUhhLtxCg+/upIEC34E+AbgGRIpwKMCBzyk1lFgXCMCCzyEFRARMgQA9Yg3G6pQIE6HSGoAoQoAe15Thv5mv0gaAKhGG+NnFSXKb+X1y22LxYundNSjxeWK3BE+j+tAcBugV3AnQLiBThVIABmVNuKrMoEIYBmUUOigqYAAF6wBqM0yVApw8EXoAAPfBNGNkLYL4W2aYP/IUHfb42e3ZMRow0S7eY0LzHuUnZbNPCWbol1TkI0P35mBCgW3AnQLeASBFOBRiQOeWmMosCQR+QWaSgqAAKEKAHsNE4ZU+AJ9DpCEEVIEAPastx3szX6ANBFQjyfC2ZNEu3DEvIvPkxOaJpkTQ7orCWbiFA9/dTQYBuwZ8A3QIiRTgVYEDmlJvKLAoEeUBmkYGiAipAgB7QhuO0CdDpA4EVIEAPbNNF/sSZr0W+CwQWIMjztVdfj8tb78Rl0/pF0qN7kSQKbOkWAnR/PxYE6Bb8CdAtIFKEUwEGZE65qcyiQJAHZBYZKCqgAgToAW04TpsAnT4QWAEC9MA2XeRPnPla5LtAYAGCOl/79feYDL834bl375aULc3654W6sYSLPy3jS4D+7cyfZfttt5Tq1Uo6Z9A3AvSgt2D0zp8BWfTaPCxXHNQBWVj8uY7cBAjQc/PjaP8EWMLFP3tqzk2AAD03P472T4D5mn/21JybQBDna0mzUsuw4XGZ+0dcmhxSJC2aF+bSLamWIUDPrY9me7QvAXqjFl1l4qMDZPNN62Z73gV1HAF6QTUHJ5OGAAOyNJDYpSAFgjggK0hITsoXAQJ0X9ip1IIAAboFRIrwRYAA3Rd2KrUgwHzNAiJF+CIQxPna5Dfj8rr5p17dYunZIymJAn/WlwDdl64tvgTo9z36vPzy2x/S/cx2oQjRCdD96bzUmr0AA7Ls7TjSX4EgDsj8FaP2QhIgQC+k1uBcMhEgQM9Ei30LSYAAvZBag3PJRID5WiZa7FtIAkGbr82ZG5NhIxJSZB46P7dLUho0KNylW1LtTIDuT4/3JUBvdfplMn/hYvlryTJvGZdqFZZy+eCle/3RyLJWAvQs4TjMNwEGZL7RU3GOAkEbkOV4uRweMgEC9JA1aIQuhwA9Qo0dskslQA9Zg0bocpivRaixQ3apQZqvaWg+/L6E/GbWP298YJG0blXYS7cQoPv7YfElQH/93WkmOK+21is/rPFe/qpkWDsBeoZg7O67AAMy35uAE8hSIEgDsiwvkcNCLECAHuLGDfmlEaCHvIFDfHkE6CFu3JBfGvO1kDdwiC8vSPO1d6bEZdKrcdl4I7N0y/lJk1MGo2F4At2fdvIlQE9d6qpVq+X3P+bL1ltu6s/VW6qVAN0SJMU4E2BA5oyaiiwLBGlAZvnSKS4EAgToIWjEiF4CAXpEGz4El02AHoJGjOglMF+LaMOH4LKDMl+bNy8md99jlm5JinQ5KynbbVP4S7ekugcBuj8fFF8C9GXLV8qNAx+W51+ZKquTSfli8iiZt2Cx9LluqNx2zXlSv95G/mhkWSsBepZwHOabAAMy3+ipOEeBoAzIcrxMDg+pAAF6SBs2ApdFgB6BRg7pJRKgh7RhI3BZzNci0MghvcQgzNeKTVZ+78iEzP4lJvs1KpZ2bUyKHqCNAN2fxvIlQL+6/0iZ++cC6dH5eDm9xw1egL502Qq5/q6HZPXqpNx+7Xn+aGRZKwF6lnAc5psAAzLf6Kk4R4EgDMhyvEQOD7EAAXqIGzfkl0aAHvIGDvHlEaCHuHFDfmnM10LewCG+vCDM16a+F5eJL8elTp1i6W2WbqlRI1gNQoDuT3v5EqA3bn2evPTYAKm7UR3Z44jOXoCu26K/lkrrMy6Xt58d7I9GlrUSoGcJx2G+CTAg842einMUCMKALMdL5PAQCxCgh7hxQ35pBOghb+AQXx4BeogbN+SXxnwt5A0c4ssr9PnaggVm6ZZhCfPwrkjnTkWyw/bBeHFo2S5DgO7PB8iXAP2QtufLG2MHSs0a1csF6LqMS4tT+8gHL93rj0aWtRKgZwnHYb4JMCDzjZ6KcxQo9AFZjpfH4SEXIEAPeQOH+PII0EPcuCG/NAL0kDdwiC+P+VqIGzfkl1bo87X7H0zIT7NisveexdLhxGAt3ZLqOgTo/nyIfAnQe141SLbaor5c1O0k2a9lN+8J9F9//1NuHDRaioqK5Z5bL/JHI8taCdCzhOMw3wQYkPlGT8U5ChT6gCzHy+PwkAsQoIe8gUN8eQToIW7ckF8aAXrIGzjEl8d8LcSNG/JLK+T52vsfxmTCCwmpXbtYLrygyPsziBsBuj+t5kuA/uucedLtktvkp9lzvJeI1tlgPVlslm/Za7cd5M6+PbxwPUgbAXqQWotzVQEGZPSDoAoU8oAsqKactzsBAnR31tRkV4AA3a4npbkTIEB3Z01NdgWYr9n1pDR3AoU6X1u02CzdMiQhK1eJnNyhSPbcPXhLt6RakQDdXX8uW5MvAbqeQDJZJB9/McOE6L9LrZo1ZNsGm8seu/zLH4UcayVAzxGQw50LMCBzTk6FlgQKdUBm6fIoJuQCBOghb+AQXx4BeogbN+SXRoAe8gYO8eUxXwtx44b80gp1vjZqdFxmfh+Xnf5dJJ1OD254rt2HAN2fD5EvAfqp3a+Tti0OkWOaHST1Nq7jz5VbrJUA3SImRTkRYEDmhJlK8iBQqAOyPFwqRYZQgAA9hI0akUsiQI9IQ4fwMgnQQ9ioEbkk5msRaegQXmYhztemfRKTcc8lpGbNYultlm7ZYP1gLt2S6i4E6P58cHwJ0O95+Dl55c0PZMYPs+XQA/aStkcfIs2aNPSeRA/iRoAexFaL9jkzIIt2+wf56gtxQBZkT87drQABultvarMnQIBuz5KS3AoQoLv1pjZ7AszX7FlSkluBQpuv/bUkJoOGxGXFipiceHxS9t072OG5tiYButs+narNlwA9Vbmugf7KWx+YMP19mfnTr9L8sP3kuBaHSuNGu0ksFvNHJItaCdCzQOMQXwUYkPnKT+U5CBTagCyHS+HQCAoQoEew0UNyyQToIWnICF4GAXoEGz0kl8x8LSQNGcHLKLT52ujH4jJ9Rlx22L5IOncK9tItqe5EgO7PB8vXAD11yatWJ2Xci2/JHSPGyF9LlsnWW24qXTu2kfatmwYiSCdA96fzUmv2AgzIsrfjSH8FCm1A5q8GtQdNgAA9aC3G+aYECNDpC0EVIEAPastx3szX6ANBFSik+drnX8RkzNiE1Kgu0uuCpGxYJ/hPn2u/IED359PhW4BeXFwsH376rUx4ZYpMmvy+1DA9uk3zg6VdqyYy+7e5MmDo49Ls0EZyaY9T/ZHJoFYC9Ayw2LUgBBiQFUQzcBJZCBTSgCyL0+eQiAsQoEe8AwT48gnQA9x4ET91AvSId4AAXz7ztQA3XsRPvVDma8uWxWSgWbpF/2zbOikH7BeO8JwA3b8PmC8B+sD7npbnX50qf8xbaELyhtKuZRNpcuBekkjESyV0SRd92ej/Xhzun06aNROgpwnFbgUjwICsYJqCE8lQoFAGZBmeNrsj4AkQoNMRgipAgB7UluO8CdDpA0EVYL4W1JbjvAtlvvaUefL8M/ME+rbbFMs5ZyVD1TA8ge5Pc/oSoJ963vVyvHnS/JhmjWWjOuuXu/JVq1ZL9erVJJkskkH3Py0Xn3uyPzIZ1EqAngEWuxaEAAOygmgGTiILgUIZkGVx6hyCAAE6fSCwAgTogW26yJ84AXrku0BgAZivBbbpIn/ihTBf+3Z6XB55PC7VqpmlW3okZeONw/P0uXYwAnR/Pma+BOhru1Rd/7zFaZfIlPFD/dHIslYC9CzhOMw3AQZkvtFTcY4ChTAgy/ESODzCAjyBHuHGD/ilE6AHvAEjfPoE6BFu/IBfOvO1gDdghE/f7/naiuUlS7csWRqTY1oWycGNw/Hi0LJdigDdnw+YLwH6rF/myE2DHpEvv/1BVqxcVXrly5avkB2320rGPXCjPxpZ1kqAniUch/kmwIDMN3oqzlHA7wFZjqfP4REXIECPeAcI8OUToAe48SJ+6gToEe8AAb585msBbryIn7rf87Vx4xMy7eOYNNiqWLp1SUosFr4GIUD3p019CdDPueQ2qbN+bbOEy0Fy7W0PyM3/PUc++fI776Wig2/qJXU3quOPRpa1EqBnCcdhvgkwIPONnopzFPB7QJbj6XN4xAUI0CPeAQJ8+QToAW68iJ86AXrEO0CAL5/5WoAbL+Kn7ud8beb3cRk1Oi7xhFm65byk1KsXrqVbUl2LAN2fD5kvAfoBx5wrk8cOkvXXqyWHHd9T3n52sHf1k978QCZPmSY3X9HVH40sayVAzxKOw3wTYEDmGz0V5yjg54Asx1PncARYA50+EFgBAvTANl3kT5wAPfJdILAAzNcC23SRP3G/5msrV4oMGpqQxYtjcvRRRXLYoeFbuoUA3d+Ply8B+sFtesjLT9wuG26wnhx+Ym958ZH+Xpi+anVSDj+hl0yZwBro/nYLag+7AAOysLdweK/PrwFZeEW5MpcCPIHuUpu6bAoQoNvUpCyXAgToLrWpy6YA8zWbmpTlUsCv+dqEF+Ly/odx2WLzYuneNSnxuMurdlsXT6C79U7V5kuA3vPqu2WJeWHo3Tf2kktvGC5bbr6JnNH+aPlIl3B54Bl585lB/mhkWStPoGcJx2G+CTAg842einMU8GtAluNpczgCngABOh0hqAIE6EFtOc6bAJ0+EFQB5mtBbTnO24/52o+zYjLywYQXmvc4NymbbRrOpVtSvYsA3Z/PmS8B+h/zFsotgx+V6y45S36bM0+6X36H/Gr+rFmjulx78X/k+FZN/NHIslYC9CzhOMw3AQZkvtFTcY4CfgzIcjxlDkegVIAAnc4QVAEC9KC2HOdNgE4fCKoA87Wgthzn7Xq+tmq1yGCzdMuChTE54vAiaWb+CftGgO5PC/sSoFe81NXJpPw+d75sUndDqVWzhj8SOdRKgJ4DHof6IsCAzBd2KrUg4HpAZuGUKQIBAnT6QOAFCNAD34SRvQAC9Mg2feAvnPla4Jswshfger42cVJcpv5fXDatXyQ9uhdJIsRLt6Q6FQG6Px+vggjQU5c+548Fcs4lt8n4UTf5o5FlrQToWcJxmG8CDMh8o6fiHAVcD8hyPF0OR6CcAE+g0yGCKkCAHtSW47wJ0OkDQRVgvhbUluO8Xc7XZs+OyYiRCYnFRLp3S5rlocO9dAsBur+fr4IK0Gf/9oe0OPUS+WLyKH9VMqydAD1DMHb3XYABme9NwAlkKeByQJblKXIYAmsVIECncwRVgAA9qC3HeROg0weCKsB8Lagtx3m7mq+ZhSxk8LCEzJsfkyaHFEmL5uFfuoUA3d/PFwG6BX8CdAuIFOFUgAGZU24qsyjgakBm8ZQpCoFSAQJ0OkNQBQjQg9pynDcBOn0gqALM14Lacpy3q/naq6/H5a134lKvbrH07JGURCI69izh4k9bE6BbcCdAt4BIEU4FGJA55aYyiwKuBmQWT5miECBApw8EXoAAPfBNGNkLIECPbNMH/sKZrwW+CSN7AS7ma7/+HpPh9yak2KzYcm6XpDRoEI2lW1KdigDdn48XAboFdwJ0C4gU4VSAAZlTbiqzKOBiQGbxdCkKgXICPIFOhwiqAAF6UFuO8yZApw8EVYD5WlBbjvPO93wtaVZqGTY8LnP/iEvjA4ukdavoLN1CgO7v58tpgL5/q27rvFq9e7R8xUrWQPe3T1B7BAQYkEWgkUN6ifkekIWUjcsqEAEC9AJpCE4jYwEC9IzJOKBABAjQC6QhOI2MBZivZUzGAQUikO/52uQ34/K6+WfjjczSLecnpXq1Arlwh6fBE+gOsctU5TRAf/G199K6ymOPapzWfoWyE0+gF0pLcB7pCjAgS1eK/QpNIN8DskK7Xs4nXAIE6OFqzyhdDQF6lFo7XNdKgB6u9ozS1TBfi1Jrh+ta8zlfmzM3JsNGJKTIPHTe5aykbLdNtJZuSfUUAnR/PjNOA3R/LnHttc76ZY5cM+AB+WbGT7LVFvXlqt6dpNFeO61xwHc//iL9bh8l33z3k2xev65cct6pcvjB+5TuR4BeaC3L+VQlwICsKiH+vlAF8jkgK9Rr5rzCI0CAHp62jNqVEKBHrcXDc70E6OFpy6hdCfO1qLV4eK43X/M1Dc2H35eQ38z65/s1KpZ2bZLhQcvwSgjQMwSztHukA/T/9L5FmjVpJGeceLRM+eALE6aPlFeevMN8BaT863uP63yVtG/dVM7s0ELeff9zuajvEHlr3GCpXauG1wwE6JZ6I8U4E2BA5oyaiiwL5GtAZvk0KQ6BSgUI0OkYQRUgQA9qy3HeBOj0gaAKMF8Lastx3vmar70zJS6TXo1LnTrF0tss3VKjJI6L5EaA7k+zRzZA/3P+Iml1+mUy9fmhUi1REph36NpXLutxmhzYcNfS1lidTMozL7wlJxzbtDRYP/DY7vL0fdfJtg02J0D3p99Sa44CDMhyBORw3wTyNSDz7YKoOFICBOiRau5QXSwBeqiaM1IXQ4AeqeYO1cUyXwtVc0bqYvIxX5s3LyZ332OWbjEPnXfuVCQ7bB+9F4eW7UQE6P58pCIboH/02XS5/s6H5NkHbyyV73PdMGncaHc5ue0Ra22Nz76aKb2vHSyTnri9NHj/bd5yf1qPWhHIUqBmjbisVyMh8/9alWUJHIZAGgIxsyZdcSyNHdPfJRaPyaYb1pA5C1akfxB7IlAgApvVrSVzFywXfWk6GwJBEqi7QXVZumK1rFhF5w1Su3GuIhvUNg9KxWLy19LVcARJIA9jyGwvf7XpOqtXx2SV9+ff/5gQb7WZRqX+zvszWSyr9GfJWOnfrVpd8jPzTF7Jz/TvzL76cy2z5Gf6v0vKSpatw/x9rVoiLZoXSaN9+d2bbftxnHsB2/M1HTePuD8uP/8Sk332LpaTToh2eK4tukU988uBzblAZAP0KR98LnffP1aeGN63FP3q/iNl5x22ljNPallpQ/z861zpesntZq30M6TJgXuV7lPETNh5x6XC3ARiYkJN8//F9N3cIDl6nQKrzeSgWjXLAbqpMWYmwvzepfMFUSBu+q7+3mUaHMTWi/Y56+9d7bj03mj3gyBevTfmNRt9N1itV3YMudKEzF4wrcGz/ruGzOZmnvfvJpBO/WyV/uzvfTSY9v59ZVHpz1J/V/LnP2F36TEaaqeOS9VZIEss77B9TM48JW7e22Z3XB2sXsHZBkVAe6nN+dprbxbJk+OKZP31RG6+pprUrh0Uifydp84p2NwLRDZAn/b5dOlrXgw6ftRNpeoX9xsqh+y/p3Roc/gaLfHNd7Ok9zWD5fILTpMjD2lY7u9ZA919x6XG3AT4SmBufhztn0A+vhLo39VQc9QEWMIlai0enutlCZfwtGXUroQlXPLb4j/9HJMVy0uepF6lT1l74XbJU9XeU9urikqf0taguvRJbO+J7TJPdpce88/xK1cWRkCkq71Wq24eCjF/Vq9u/j1R8oBItWrm371/is1SryIJ72f6d7pPyTHVq8elepnjU/uX7GvKK//qtXKNVcMcO2tWXF6Y9M/TtgceUCTNmxVLrZrcis9vz6b0XARsztfmL4jJkGEJ70bYqScVye678fS5tg1LuOTSQ7M/NrIB+vyFi6X5yX3kneeGlL4M9JiOl8nNV3SVhnvuVE501i9zvCfP9e8a7VX+73RHAvTsOyBH+iNAgO6PO7XmLmBzQJb72VACApkJEKBn5sXehSNAgF44bcGZZCZAgJ6ZV7p7a6g1bnxMfvghnu4hOe1Xs0ZJMK0BdkJD6oQJoM2/a3DtBdpesK0/Kwm6dV/dT/++erV4yc/LBN66rxeGe2WZfcsc7wXefwfj+qdfW2q+NnPWKpnwYkymzyix3mD9YmnVskj23pMQ3a+2od51C9icrz34cFy+N79ndtu1SE47mfA8JU+A7s+nMLIBunJ3uXiAHLDvrtK1YxuZ+MZ73pIuEx8dIIlEXJ5/daocZNZDr19vI+l84a1y2vHNpOURB1baSgTo/nReas1egAA9ezuO9FfA5oDM3yuh9igKEKBHsdXDcc0E6OFoxyheBQG6/Vaf+n9xmfRa3HuaXLcddyj6O3Au/wR29dKntk2AbYLqhIbSfz8w4KXDAAAgAElEQVTBXb3sE9ypAPzvJ7i9p7lTT3D7GGDbl8usxIrztW+nm4xiYkwWmJsXum23bbEc16ZYNq1PqJiZLHvnW8DWfO2jaXF5dkLcvAugWHqdX+TdPGIrESBA96cnRDpAn/3bH3LlLfeJLs+yzVabSb8+nWWPXf7ltUTTE3rJwOsvkM3q15WWp11q7lCX/6/37deeJ80P28/blwDdn85LrdkLEKBnb8eR/grYGpD5exXUHlUBAvSotnzwr5sAPfhtGNUrIEC31/Jz/4jL2HEx+eXXkgB3i82Lpb15md/mmxFq2VP+p6TK5mt60+LNt2Ly9rsJSZrcPG4eSj/owCJpdkSR1KiRj7OgTAQyF7AxX1u0OCZ3D0mIvgPhxOOTsq95eSjbPwIE6P70hkgH6LbICdBtSVKOKwECdFfS1GNbwMaAzPY5UR4C6QoQoKcrxX6FJkCAXmgtwvmkK0CAnq7U2vcrMqHtWyawnfy2eYm7+Xd9OvyoI4rl0EOS5kWBuZdPCZULrGu+Nn9hTCZMiMmMmX8v67JBsRxrlnXZcw9CRvqT/wI25mujRsdl5vdx2WH7IunciW9ZVGxVAnR/+jkBugV3AnQLiBThVIAA3Sk3lVkUsDEgs3g6FIVARgIE6BlxsXMBCRCgF1BjcCoZCRCgZ8S1xs6//h6Tp8fGRJ8+123rBsVyUvsiqbsxQW1uslUfnc587auv4zLxZbOsiwnUddNlXdq1LZb6mxA4Vi3MHvkSyHW+Nu0T846F5xJSwyz51OuCpGxYh983BOj56q2ZlUuAnplXpXsToFtApAinAukMyJyeEJUhkKZArgOyNKthNwTyIkCAnhdWCnUgQIDuAJkq8iJAgJ4dqy4V8opZ53zqe3EpNtlVDfMSzxbNi+WA/Yp46jw70oyPSne+tnq1yGSzrMs7UxPeNwR0WZeDD0pKs8PNS1RNAMmGgGuBXOZrfy2JyaAhcVmxIibHtU7K/vsRnlfWfjyB7rpXl9RHgG7BnQDdAiJFOBVId0Dm9KSoDIE0BHIZkKVRPLsgkFcBAvS88lJ4HgUI0POIS9F5FSBAz5z3h59i8syz8dKXVepLQtsfXywbmGVC2NwJZDpfmzc/Js+ZZV2+/6Hk2wIbbqjLuhTL7rvxNLq7VqMmFchlvjb6sbhMnxGXbbcplnPO+vtNxbCuIUCA7k+nIEC34E6AbgGRIpwKZDogc3pyVIbAOgRyGZABi4DfAgTofrcA9WcrQICerRzH+S1AgJ5+C6xYGZOXJsXkw49KAtjatYuldati2XsvAtj0Fe3tme187cuv4vKiWdZl0aKSZV22/1eRt6xLvbrcALHXOpS0LoFs52uffxGTMWMTUq2aWbqlR1I2ZqmotTIToPvzGSRAt+BOgG4BkSKcCmQ7IHN6klSGQCUC2Q7IwESgEAQI0AuhFTiHbAQI0LNR45hCECBAT68VZnwXl2eei8lff5WErvoyyjbHFsl6JkRn80cgl/naqlUib5hlXabosi7m/kfC3BNpYl76enjTYi+cZEMgnwLZzNeWLYvJQLN0i/55jHkh7sGNuXG3rjYiQM9nD1572QToFtwJ0C0gUoRTgVwGZE5PlMoQqCCQzYAMRAQKRYAAvVBagvPIVIAAPVMx9i8UAQL0dbfEUhNWPf9iXPTJT910mZbjzdPKO+9EeOV3H7YxX/vjz7hMeEFKl3XRJ3p1WZddd6F9/W7fMNefzXztKfPk+Wfm91CDrYqlW5ck71qoooMQoPvzCSJAt+BOgG4BkSKcCtgYkDk9YSpD4G+BbAZk4CFQKAIE6IXSEpxHpgIE6JmKsX+hCBCgr70lPv3MLPXxUkw0RNetUcMi8+RnsdQ0Lwxl81/A5nzt8y9jMvHluCxeXNLW/zbr2rc1N0rqbkRb+9/S4TuDTOdr306PyyOPxyWeMEu3nJeUevXol1X1CgL0qoTy8/cE6BZcCdAtIFKEUwGbAzKnJ05lkRfIdEAWeTAACkqAAL2gmoOTyUCAAD0DLHYtKAEC9DWbQ5dpGftsTL6bWbLW+cYmRD3xhCL517aEVoXUeW3P13RZl9cnx2Tqe38v62LCyqaHFUvTQ5OSMP/OhoAtgUzmayuWlyzdsmRpTI4+qkgOO5RvR6TTDgTo6SjZ34cA3YIpAboFRIpwKmB7QOb05Kks0gKZDMgiDcXFF6QAAXpBNgsnlYYAAXoaSOxSkAIE6P80S7HJxz8wLwh9+ZWYrDQvDI2Zh5F1neGjmhVJddbFLrj+m6/5mi7r8tyEmPz4U8nT6LqsS9vWxbLTjgSXBdcJAnpCmczXxo1PyLSPY7LF5sXSvWtS4iX39diqECBA96eLEKBbcCdAt4BIEU4F8jUgc3oRVBZJgUwGZJEE4qILWoAAvaCbh5NbhwABOt0jqAIE6CUtN39BTJ4aG5efZ5eEppvWL5IO7YtlSxNasRWmQL7na59+HpeXJv3z4lhdF711q2LZiGVdCrNDBOis0p2vzfw+LqNGm6VbTGje49ykbLYpv4/SbWYC9HSl7O5HgG7BkwDdAiJFOBXI94DM6cVQWaQE0h2QRQqFiw2MAAF6YJqKE60gQIBOlwiqQNQDdH3q/N2pCXntjZgkk+KtMXzE38t26L+zFa6Ai/naypVi+kZc3ns/LkXmAfRq5psIhzctliYHs6xL4faMwj+zdOZr2vcGDU146/IfcXiRNDP/sKUvQICevpXNPQnQLWgSoFtApAinAi4GZE4viMoiI5DOgCwyGFxo4AQI0APXZJzw3wIE6HSFoApEOUD/fY5Z63xcXH77veSp8622LJb2JxR7T5+zFb6Ay/nanLkxs6xLXGb9XNJX6pplXdqZl4zusD19pfB7SuGdYTrztQkvxOX9D+Pe76Me3YskwdItGTUkAXpGXNZ2JkD///buA0yKIv3j+Duz5KAIiCBpQVRUFEVERRFEsoAg4UA9xQAqJpIBUUFERMKJIkEFxXj8lSggkhRFQRQFTz0TkpEkOe+yM/+qHnYFbmF3erp6Zrq//Tz73J12V3V/qnev+zc1bzlASYDuACJNuCrg5gOZqxdGZ54XyM0DmecRuMCkFSBAT9qh8/2JE6D7/hZIWgA/Buh6pvmnnwXki0WRxSJ1ffMGanG+K2qFrLrnbMkhEI/3te//E6mRv3df5EY5v6oq69I0LEWLUlojOe6axDjLnN7X1qwLyLg3Uqy/R/d0yaCUlI1hI0C3gebAIQToDiASoDuASBOuCsTjgczVC6Qzzwrk9EDm2QvnwjwhQIDuiWH05UUQoPty2D1x0X4L0Df8qWqdTw7K9u2RALRieT3rPGQtFMmWXALxel87eCgg8z8JyNdLg6JLAOXNK3KtKutypS7rwizh5LqJ4nS2J3tfSz8sMkKVbtm5KyBX1w5JowZ8y8HOMBGg21GL/RgC9NgNhQDdAUSacFUgXg9krl4knXlSgADdk8Pqm4siQPfNUHvuQgnQPTekvrkgvwToaekic+cFs0LP/AXC0qRhWC69hHAqWW/2eL+v6RJAUz8Miv5QRm8lSoSklSrrUrECH8Yk6z3l1nmf7H1t1pygLP4qKMVPC8sDXam1b3dMCNDtysV2HAF6bH7W0QToDiDShKsC8X4gc/Vi6cxTAgTonhpO310MAbrvhtwzF0yA7pmh9N2F+CFAX7U6qGqdB2S3WoxPb2dXCUnrG8JSpDBBZzLf8InwvqZnoC/XZV3mBGT/gcj9Ve2CsDRrHJIiRbi/kvn+MnnuJ3pf27AhIK+Mi6xefPedGVK2LPeQ3XEgQLcrF9txBOix+RGgO+BHE+4LJMIDmftXTY9eECBA98Io+vcaCND9O/bJfuUE6Mk+gv49fy8H6IcOBmTm7IAs/z5SV0MH5tc3DckF5xNKeeGOT6T3NV3WZd78gLXoow7V8+ULS/16YauufpCyLl643Ry9huze1/TaDCNGpcj2HQHrvmnWhG/HxIJOgB6Lnv1jCdDt22UdyQx0BxBpwlWBRHogc/XC6SzpBQjQk34IfX0BBOi+Hv6kvngC9KQePl+fvFcD9P/+HJTpHwVk35HFHqtfpAKpxmEpWJDw3Cs3fCK+rx1f1uX0kiG5oWVYKpTjvvPKfefEdWT3vjbvk6B8/kVQip2qSrfcl2EtbsxmX4AA3b5dLEcSoMeid+RYAnQHEGnCVYFEfCBzFYDOklaAAD1ph44TVwIE6NwGySpAgJ6sI8d5ey1A36sC8ynTAvL7isi031OK6kVCw1IpldmcXrvbE/V9Tc9AX7Y8KHPm/V3W5aILQ9JUfYBTuBBButfuQzvXc/z72sbNARnzaor17YU7b8+wFjdmi02AAD02P7tHE6DblTvqOAJ0BxBpwlWBRH0gcxWBzpJSgAA9KYeNkz4iQIDOrZCsAgToyTpynLeXAvRlqlTLLFWy5aAq3aK3yy8LScMGIcmXl3H2okCiv6/p+1CH6N8ui5R1yZ8/LNddG7buy0DkFmXzqcDR72sZ6rO9UWOCsvWvoFxaIyw3NFe1XNhiFiBAj5nQVgME6LbYjj2IAN0BRJpwVSDRH8hcxaCzpBIgQE+q4eJkjxMgQOeWSFYBAvRkHTnO2wsB+u7dAZk4NSCr1WKheitePCxtW4WkHGUzPH2DJ8v72p8bAzJtelA2boqk5meUCkurFiEWiPT03Xnyizv6fW3BZ0H5RP0UVd+WeUiVbsmXz8cwDl46AbqDmFE0RYAeBdaJdiVAdwCRJlwVSJYHMldR6CwpBAjQk2KYOMkTCBCgc2skqwABerKOHOedzAG6ntW75JugzJ0flPR0sRZrvKp2htSvG5aUFMbW6wLJ9L6m79Vvv1P36icBOXAgEqRfXD0kTRqGpRBlXbx+q/7P9WW+r/3nt0My6pUUCalZ6J3+GZLKlSg15dTNQIDulGR07RCgR+eV7d4E6A4g0oSrAsn0QOYqDJ0lvAABesIPESd4EgECdG6PZBUgQE/WkeO8kzVA37Y9IB9MCoqe3au3UqeHpV2bkDW7l80fAsn4vrZ/vyrrMj8g36myLnorUCAsDVRZl8tqUtbFH3dt5Cr1+1rJovml3+B02aTqn1e/UK/VQOkWJ+8BAnQnNXPfFgF67q1OuCcBugOINOGqQDI+kLkKRGcJK0CAnrBDw4nlQoAAPRdI7JKQAgToCTksnFQuBJItQNczNRd+mSILPguIrh2sZ5rrGed65rmegc7mH4Fkfl/bsCEgU1VZl81bKOvinzv27yvV72vLvs0rk6aHrIVlu90fkvzqwxQ25wQI0J2zjKYlAvRotE6wLwG6A4g04apAMj+QuQpFZwknQICecEPCCUUhQIAeBRa7JpQAAXpCDQcnE4VAMgXouob0xKlqsb0joWMFVeO8tap1XkLVPGfzn4AX3teWfhuU2WpG+qEjC9/WUGVdGjcKS8GC3NNevqN37AjKiNFBOXxYpGP7kJxXldItTo83AbrTorlrjwA9d04n3YsA3QFEmnBVwAsPZK6C0VnCCBCgJ8xQcCI2BAjQbaBxSEIIEKAnxDBwEjYEkiVA12UvvlAzz/WWN49I44YhqXUZoZONIffMIV55X9unyrrMnavKunwf+QpF/vxhadwgLDUv5f72ys26Z09AVq4KyNp1Yv2nLkGlt/NVcN5BBehszgsQoDtvmpsWCdBzo5TDPgToDiDShKsCXnkgcxWNzhJCgAA9IYaBk7ApQIBuE47D4i5AgB73IeAEbAokeoC+Zm1AJk8Jyo5dkcCpylkhadUiLKecwgxdm0PumcO89r62dn1APlRlXbZsjdzrZc8MS4vrQ3JmGe71ZLtp/9oWlDVrRFapH/03bNeRv1+Z11GsWFiqVgnKNXUPS5HCjK+J8SVAN6Gac5sE6Dkb5bgHAXqOROyQYAJeeyBLMF5Ox6AAAbpBXJo2LkCAbpyYDgwJEKAbgqVZ4wKJGqAfSgvIbDUrV5e40JsuadGscViqX8RsTeM3RZJ04MX3tbDKUpcsDcr8T1RZl0MBCagsvWaNkDS8LmwtOMqWeAJ6zPSHHqvXZP6I7NsX+RAkcytZIiQVK4pUUj+VK+kPANXCx6fml007DibeBXnkjAjQ4zOQBOgOuBOgO4BIE64KePGBzFVAOoubAAF63Ojp2AEBAnQHEGkiLgIE6HFhp1MHBBIxQF/xR1AmTwvI3r2REOqC8yMzcQtRF9qBEfdOE15+X9NlXT6eE5Dv/xP5AEnf+41UbfRL1AdIOlRni5+AXshYr8cQCcxFlWUJyIEDfw+KHp9Sp4cltaL6SdWheVgKqYVCj954XzM/fgTo5o2z64EA3QF3AnQHEGnCVQEvP5C5CklnrgvwQOY6OR06KECA7iAmTbkqQIDuKjedOSiQSAG6DqFmzgrIf36MhIZFioStci3nnM2scweH3DNN+eF9TZd1mfZhQLb+Ffmd0GVdWrUMyRmlmI3u1o2ckSGy/s+AKskSlFWrw7JuXVDS0v/uPaiGpkxpHZiH1E9AzTRX3xZQdexPtvG+Zn70CNDNGxOgGzImQDcES7PGBPzwQGYMj4bjKsADWVz56TxGAQL0GAE5PG4CBOhxo6fjGAUSJUD/4ScVnn8UlP1HZnLWuCQkTVXJlvz5CApjHGLPHu6X9zU943nJ16qsy4KApKnSRnqGc62aIbmufs5BrWcH3+CFpR9Ws8rXBtXs8rD6Ccr6DQHRIXrmlqIC83JlwyooPxKYVwhJ3rzRnRDva9F52dmbAN2OWuzHMAM9dkMhQHcAkSZcFfDLA5mrqHTmigAPZK4w04khAQJ0Q7A0a1yAAN04MR0YEoh3gK7LtEyaGpA/VkZm2BY7NSw3tlbBVAWCc0ND7plm/fa+pn9XdFmXrG9oqMUnGzdkXYBYb+iDqta8XuhztZpdvloF5xs3BkR/aJG55c0jUr68+puUGlB/l0JSvlxYUlJi65X3tdj8cnM0AXpulJzfhwDdAVMCdAcQacJVAb89kLmKS2dGBXggM8pL44YFCNANA9O8MQECdGO0NGxYIJ4B+tLvgjJbBYJ6wVA9q/aKy0PSoL6azakCKzYEchLw6/uaDnunTg/Itm2RD510oHtDi5BVd5stZ4H9qr68rl++arVYwfnmLQHRC4FmbvlV+ZUK5cNS6UhgXkaVzdGzzp3ceF9zUjP7tgjQzRtn1wMBugPuBOgOINKEqwJ+fSBzFZnOjAjwQGaElUZdEiBAdwmabhwXIEB3nJQGXRKIR4C+Y2dAJk8Jyhq1+J7eTi8ZkrZtwlLmDAJAl4bdE934+X0tQ82Q/mpJinyqy7qoety6DvfltVRZl3ohyZfPE8Pr2EXs2aPDcvWjFvxco37+OvLBQ2YHeoHWCqpueeVUkYrqmy+l1d8h0wu18r7m2PCesCECdPPGBOiGjAnQDcHSrDEBPz+QGUOlYVcEeCBzhZlODAkQoBuCpVnjAgToxonpwJCAmwG6nuW56KsUmf9pQA6rOsNBVQahbp2w1L0qw/rvbAhEI8D7mogOhz+aHZSf/hv5MEovvNukUUguqubfD6O2b9dhuZ5lHplhvlN9YHf0po1SK4qaYa7qmKvAPB4z93lfi+Y33d6+BOj23GI9ihnosQqq4wnQHUCkCVcFeCBzlZvOHBTggcxBTJpyXYAA3XVyOnRIgADdIUiacV3ArQB9619B+WBSQDZtjoRZZ5YJS5vWYWv2ORsCdgR4X/tb7fiyLjoYvqFFWEqW8P7v1xZVgkWXZLF+1oroWvFHb6epdRUqqrBch+apaqZ58dPi/+EC72t2fuOjO4YAPTovp/YmQHdAkgDdAUSacFWABzJXuenMQQEeyBzEpCnXBQjQXSenQ4cECNAdgqQZ1wVMB+gZGSKffR6Qz79MsRbm0/XNr1N1zq9U9c5Nl0lwHZMOXRXgfe1Ybl3WZfFiVdZF/b6lHynrUvuKDLm2bljy5nV1aIx1pr/F8qda5NNa9PPIDPMDB44NzPWHBhX1DHP1U7lS2JqVn2gb72vmR4QA3bxxdj0QoDvgToDuACJNuCrAA5mr3HTmoAAPZA5i0pTrAgTorpPToUMCBOgOQdKM6wImA/QNfwbkg8lB0SUV9FZRLczXpnVIihVLvEDLdXg6jFmA97XsCXVZlxkfB+TnnyMrX55SNCxNm4TlgvOSbzZ6SH0At179HVmzJqjKsoRlrVo3IU0tOpy56Q/hdAkWPbM8NVWH5mEpVCjx/77wvhbzr3+ODRCg50hkZAcCdAdYCdAdQKQJVwV4IHOVm84cFOCBzEFMmnJdgADddXI6dEiAAN0hSJpxXcBEgJ6u6pvPnReUJd8ERc8YzZ9fBXiNwlLjkuQL8FwfEDrMtQDvayenWrkqKNOmB0Qv2qu3Sqkhq6xLIpQwOdGZ67UR1q4LyurVYVWOJSjr1gdEf4slc9OLpZYprQPzkPoJqJnmYSmg/r4k28b7mvkRI0A3b5xdDwToDrgToDuASBOuCvBA5io3nTkowAOZg5g05boAAbrr5HTokAABukOQNOO6gNMB+mpVWmHylKDs3BUJ7c6uEpLWLROzjILr2HToqADvazlz6vD5C1XW5XNd1uXIwr1XHSnrkkeVU4r3dkjNJl9j1S9XgbmaZa7Ls+hST5lbigrMy5VVNcwzA/MKIU+Uo+F9zfydR4Bu3pgA3ZAxAbohWJo1JsADmTFaGjYswAOZYWCaNypAgG6Ul8YNChCgG8SlaaMCTgXohw4GZNbsgHz3faRsRGFVRuH6ZiGpdn7yzQ41Ck7jjgnwvpZ7yl3qA62PdFmXXyO/n8XUwppNG4flvKrufitE1ytfvTqgyrGIFZxvUguA6m+pZG56jYTy5dXs8tSApKqwvHy5sKSk5P46k2VP3tfMjxQBunnj7HpgBroD7gToDiDShKsCPJC5yk1nDgrwQOYgJk25LkCA7jo5HTokQIDuECTNuC7gRID+2+9BmTItIPv2R2adV78oJM1UOFewIOG56wPqow55X4t+sH//IyjTZwZk55GyLlUqh6SFKutymgrUTWx79wZkpQrMV69Wgflaka1/RQL8zE2Xd6qg1kaodCQwL3OmCsyP3cXEacW9Td7XzA8BAbp54+x6IEB3wJ0A3QFEmnBVgAcyV7npzEEBHsgcxKQp1wUI0F0np0OHBAjQHYKkGdcFYgnQ96vZpNNnBOSnoxYrbKXKtVQ5y91Zra6j0WFCCPC+Zm8YdFmXhV+myGcLI/XFdWBd56oMqXtN7LO9t+9QYbkq42QF5io433GklFPmmRZSH6pVUHXLK6eqRYUrhKX0GWHRC4H6beN9zfyIE6CbNyZAN2RMgG4IlmaNCfBAZoyWhg0L8EBmGJjmjQoQoBvlpXGDAgToBnFp2qiA3QB9uSrVMmtOQHRJBr3VuiwkjRqEJF9eo6dL4whkCfC+FtvNoMPt6WqR0RUrj5R1KRaWFteH5ewoPgDbqkqwrNKBuVXHXETPOD96K1JEL/ipFzBVdcxVYF7qdDMz3WOTcP9o3tfMmxOgmzcmQDdkTIBuCJZmjQnwQGaMloYNC/BAZhiY5o0KEKAb5aVxgwIE6AZxadqoQLQB+u7dAZk4Vc8w/Tt0a39jSMqpWsVsCLgpwPuaM9q//haUj2b9PVv83HNC0rxpWE49rqyLrlW+cVPmop9izTTP/AAt80x0KZiKKizXoXmqmmle/DT+LmQ3SryvOXPvnqwVAnTzxgTohowJ0A3B0qwxAR7IjNHSsGEBHsgMA9O8UQECdKO8NG5QgADdIC5NGxWIJkBf8nVQ5s4PSlp65JTqXJ0hDesTkBkdIBo/oQDva87eHJ98GpAFC/9esbNenQxrMc/1G9Qs89VhWbsuKOlHfvczez69pFrwU88wr6RC8woiesY5W84CvK/lbBTrHgTosQraO54a6PbcjjmKAN0BRJpwVYAHMle56cxBAR7IHMSkKdcFCNBdJ6dDhwQI0B2CpBnXBXIToG/bHpBJU4JWkKY3XYahXZuQnFGKsMz1AaPDLAHe15y/GY4v63J0D7pWuf7d1zPLU1NVaK7+s1Ah/gbYGQXe1+yoRXcMAXp0Xk7tTYDugCQBugOINOGqAA9krnLTmYMCPJA5iElTrgsQoLtOTocOCRCgOwRJM64L5BSgL/wiReZ+8nddYz3jXM88Z0Mg3gK8r5kbgZ9/iaxxUKiQDspDqoZ5QCqoGuYF8hOYO6HO+5oTiidvgwDdvHF2PRCgO+BOgO4AIk24KsADmavcdOagAA9kDmLSlOsCBOiuk9OhQwIE6A5B0ozrAicK0DerxQE/mBSULVsj4Xm5smFp0zokJYoToLk+SHSYrQDva9wYySrA+5r5kSNAN29MgG7TeN2fW+TJwa/LryvWypmlS0qfh/4pNS48O6s1AnSbsBwWNwEeyOJGT8cxCvBAFiMgh8dVgAA9rvx0HoMAAXoMeBwaV4HjA/QMNbl8/oKALFqcIqGQSL68Ig0bhKRWzZDoEg5sCCSKAO9riTISnEe0AryvRSsW/f4E6NGbOXEEM9BzoXjbQ89J/atryC03NpRFS39SYfo4mft/wyRvnsgiFATouUBkl4QS4IEsoYaDk4lCgAeyKLDYNeEECNATbkg4oVwKEKDnEordEk7g6AB9/fqAvD85KDt3RpLy1NSQtG0VllNOYdZ5wg0cJyS8r3ETJKsA72vmR44A3bxxdj0QoOfgvm3Hbmly0yOyeMZIyZMSCczbdu4rj3TtKLUuqUqAHp/7ll5jFOCBLEZADo+bAA9kcaOnYwcECNAdQKSJuAgQoMeFnU4dENABelq6WiT0wwz5emnQarFgwbA0bRSWi6urKehsCCSoAO9rCTownFaOAryv5UgU8w4E6DET2mqAAD0Htu9++F36/+tNmfrGgKw9ez49Si6vcb60b1HP+mfMQLd173FQHAV4IIsjPl3HJMADWUx8HBxnAQL0OA8A3dsWIEC3TceBcRbYuS2PjHs7LLt2R+d7ypYAABwFSURBVGadX3BeSK5vFpYihZl1HuehofscBHhf4xZJVgHe18yPHAG6eePseiBAz8F90dIf5aWxk2TCmL5Zez7x/Dg5p3I5ubVdY7nrofT4jBy9IoAAAggggAACCCCAAAII5ChwSlGR2zrkkerVKHSeIxY7IIAAAggggMD/CBCg53BTLPvxd+k7dLx8OP7ZrD179BsptWtWk7bN6xKg+/yXKk8eewB2FymK6ZHf5sE2DxOxeaDNw6yBsOvq9rnaPk97t1tsNjb7tHuNdo+zeZrJZRPTRdo72O542P49tn2g7T85tg+0e6p2Te3+nbL+NtobftsH2u3Pto3d67P+f8Pm2bp7mP3/f4vJxt7BNmls328x/f+/vUu0PR5xsbF5jXb/cLj8KxW5uhxgy5wRkPY3pKjSLXYxOA4BBBBAAAEE/C5AgJ7DHbBj1x5p0L6nfDHtZSlYIJ+1d9ObH5GBvTvLJdXOtv43JVz8/muUfNfPVwKTb8w444gAXwnkTkhmAUq4JPPo+fvcKeHi7/FP5qs/ehHRZL4Ozt1/Aryv+W/MvXLFvK+ZH0lKuJg3zq4HAvRcuN/ZY7BcdnFV6Xxzc5n16RKrpMusdwdLSkpkIRoC9FwgsktCCfBAllDDwclEIcADWRRY7JpwAgToCTcknFAuBQjQcwnFbgknQICecEPCCeVSgPe1XEKxW8IJ8L5mfkgI0M0bE6DbNN6w6S95/LnX5Nc/1kn5M0tJv56d5IJzU7NaI0C3CcthcRPggSxu9HQcowAPZDECcnhcBQjQ48pP5zEIEKDHgMehcRUgQI8rP53HIMD7Wgx4HBpXAd7XzPMToJs3JkA3ZEyAbgiWZo0J8EBmjJaGDQvwQGYYmOaNChCgG+WlcYMCBOgGcWnaqAABulFeGjcowPuaQVyaNirA+5pRXqtxAnTzxgTohowJ0A3B0qwxAR7IjNHSsGEBHsgMA9O8UQECdKO8NG5QgADdIC5NGxUgQDfKS+MGBXhfM4hL00YFeF8zykuAbp73hD1QA90BfAJ0BxBpwlUBHshc5aYzBwV4IHMQk6ZcFyBAd52cDh0SIEB3CJJmXBcgQHednA4dEuB9zSFImnFdgPc18+TMQDdvnF0PBOgOuBOgO4BIE64K8EDmKjedOSjAA5mDmDTlugABuuvkdOiQAAG6Q5A047oAAbrr5HTokADvaw5B0ozrAryvmScnQDdvTIBuyJgA3RAszRoT4IHMGC0NGxbggcwwMM0bFSBAN8pL4wYFCNAN4tK0UQECdKO8NG5QgPc1g7g0bVSA9zWjvFbjBOjmjQnQ42NMrwgggAACCCCAAAIIIIAAAggggAACCCCAAAJJKEAJlyQcNE4ZAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAwLwAAbp5Y3pAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQSEIBAvQkHDROGQEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQMC8AAG6TeOx782UCVPnS1r6YWlwTU15/MGbJU9Kis3WOAwB9wRGvTlNPpj+qRxKS5c6l18kfXt0kkIF87t3AvSEQIwCXy/7RW7vPkimv/WcVK5QJsbWOBwB8wLp6lnh6X+9KXM++0aKFC4oPbq0l+YNrzTfMT0gEKPArt37pN+wN+Tn39dKSkpQ2jWvJ53+0STGVjkcAXMCM+YtlqeHjZcBj94ljetdltXRwiU/yNAxE2TrXzulWtVKMrB3ZylZ/FRzJ0LLCEQp8PPva6R735Fyda0L5Ylu/8w6+o81f0q/oePl1z/WyhklT5Ne93aQuldWj7J1dkfAnMD2nXvksWdfkU1bd8iH45/NtqNO3QZJidNOkWF9u5o7EVpGwLAAAboNYB3e9B36urw9oo8VPD7wxEty3dWXyk2tr7PRGocg4J7A7AXfyItjJ8r44b2tEOeBJ16USy86V7redoN7J0FPCMQgkKY++OnY9RnZum2njH+xNwF6DJYc6p7AiNcny4pVG2RQn7tl7YbN8sTz4+Sdl/tI/nx53TsJekLAhsAzL7wlYXXcU91vFR2mt+n8lAx+4m6pceE5NlrjEATMCox//2P59vtfrWeE2zs0ywrQ9+zdL01ufkRGDuxmhecj35gqq9dtlBeevt/sCdE6ArkUWPbj7zJg+NtSpVJZKVq40DEBestOfaTN9dfIrW0byZff/KhC9pfl8ykjpGCBfLlsnd0QMCewb/9B6Xhvf/WhzsXy2VffZxugT5m1UPQkvovOq0yAbm4oaNkFAQJ0G8j6ZaJ0qeLS+ebm1tGfLlom4//vY3lThTlsCCSywA+/rJL09PSsF983P5gt//11tTyvXobZEEgGgZFvTJGwSnPmfL5Uhve/nwA9GQaNc5QG7XvI2GGPSGr50mggkFQC+ts+HVs1kEZ1a1rn3e2pl+XKS8+Xf9xQP6mug5P1h8AvK9bKuWeVl7t6DpH2La/NCtBnL/haJs38XF4d0suC0IF6ndYPytczR0s+Psj0x82R4FepP1zX34h464M58tf2XVkB+uGMDJms7t3Wza6RvHki33av1ewemfja01Kh7BkJflWcnh8E9h84aN2z+qffsDf/J0DfuWuv3Hz/APmn+gDom+W/EKD74abw8DUSoNsY3Dt7DpYO6sWhoSrdoreVazfK7eorKZ9NftFGaxyCQPwE7nn0X3Jt7Yt5EY7fENBzFAKr122Sh54aIe+/0k/adelHgB6FHbvGT2C3Cmrq3viQ9Ly7vbw7eZ4UyJ9XHrizjdS/6pL4nRQ9I5BLgdFvTZOVqnzAwN5dZIf6ivYt6iV49PM95KyKZ+ayBXZDwH2BO3sMPiZAf+Xt6bJtxy5VcvOWrJO5RgXob730OB9suj889HgSgTFvfXhMgH78rj/8vNJ6Fp4zYSjlY7mTEkrgux9+yzZA7zNorPrG+zlSuFBBq5QhJVwSatg4mSgFCNCjBNO733zfALnn1pZW/Wi9bdy8TVrd8YQsUbMY2BBIFoFR46fKUvU111eH9uIBLFkGzefneUf3561v/lxZ8wLRX2dlBrrPb4gkufwNm/6SJjc9LA/ccaN1/37/3z+ky8NDZcZbg6RUyWJJchWcpl8FDhxMk1sfHChr1m+SAwcPyZ0dr5dundv6lYPrThKB4wP04a9NlIyMkPS8p33WFTTq0EteGvCgVK1SIUmuitP0g8DJAvT1G7dK515Dpc9Dt1h10tkQSCSB7AJ0PeP8pXGT1YeVvVV4vpQAPZEGjHOxJUCAboPtrl5DrEWUMhem+WP1BtH/7NOJw220xiEIuCsQVvUvnhvxrqr9uElefOZB6ue5y09vNgWmfvyFLF76U1a5IQJ0m5Ac5rrArj37pHaL++SrGaOkaJFCVv/6w6AOra7LKovh+knRIQK5FOj59CipVL6MdO3USvbtPyD6m2sd1Zo/zRuwCG4uCdktDgLHB+ivvjNdtqjFQ49emPHqGx6Q90Y9QRmMOIwPXZ5Y4EQB+q9/rJOHnhwhj97fUX17mG+wcQ8lnsDxAXp6+mFpf3c/GfrUvXJWalnRa7ExAz3xxo0zik6AAD06L2vvgS+9I6cUKSz339Ha+t8z5i6WqbO/kLFDH7bRGocg4K7A4JH/tlbI1nXPM2vpuXsG9IZA9AJ6sWb9YJYSDFoH79y91wojn330LqmnyhCxIZDIAlc07yqTxvaXsqVLWqepA/Rb2jSU+lfXSOTT5twQkMuvv9cqm1WxXKTW7mvvzlAL4W6RZx65Ax0EElbg+AB9rlo35e2Jc6ySLXrbrJ6Dm93yqCz5aDTfwkzYUfTniWUXoK/7c4s183xg785qHauz/QnDVSe8wPEBul577c4ez6vShZHFbtNUoH4oLd1aSJS1AxN+ODnBEwgQoNu4NfQfh0eeGSPvjHxCChcsILomekc1k6x10zo2WuMQBNwT0F+jGvTyezJh9FOSN28e9zqmJwQcFmAGusOgNGdUQH/wrkth9O15m/z8+1r1IjxEZr49SEqcdorRfmkcgVgFdNnChmoB0U7tm0iaevHVM9D1h5a3tmsca9Mcj4AxgeMD9H37D0qjjr2s2rs1q5+rJkO9KwcOHJLnHu9s7BxoGAE7AtkF6J3UWmsdW9VX336vZadJjkHAFYET1UDP7JwZ6K4MA50YFiBAtwn8xoRZ8vakOVY9vWbXXSEP39tBgsGAzdY4DAF3BHoPfE1mzFskKSmRVdz1VkV9pUqv5M6GQDIJEKAn02hxrjo87zPoNfnymx+t0Pzhrh34Cja3RVIIrFy7UZ554U213s9263xrX1ZNet9/Ex/CJ8Xo+e8k23buKytUac3DhzOsb6wF1LvZ8326WMHjoqU/yqAR71kLNF5crYoMfKyzFDu1iP+QuOKEFLAmOE37REKhkOhym/pdrV3zunKb+vCycceH/+dvri6L0aDOpQl5LZyUvwTmLfxWevVXawGq+zZd/e3Vk/QqlS8tU14fcAwEAbq/7guvXi0BuldHlutCAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQiEmAAD0mPg5GAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQ8KoAAbpXR5brQgABBBBAAAEEEEAAAQQQQAABBBBAAAEEEIhJgAA9Jj4ORgABBBBAAAEEEEAAAQQQQAABBBBAAAEEEPCqAAG6V0eW60IAAQQQQAABBBBAAAEEEEAAAQQQQAABBBCISYAAPSY+DkYAAQQQQAABBBBAAAEEEEAAAQQQQAABBBDwqgABuldHlutCAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQiEmAAD0mPg5GAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQ8KoAAbpXR5brQgABBBBAAAEEEEAAAQQQQAABBBBAAAEEEIhJgAA9Jj4ORgABBBBAAAEEEEAAAQQQQAABBBBAAAEEEPCqAAG6V0eW60IAAQQQQAABBBBAAAEEEEAAAQQQQAABBBCISYAAPSY+DkYAAQQQQAABBBBAAAEEEEAAAQQQQAABBBDwqgABuldHlutCAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQiEmAAD0mPg5GAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQ8KoAAbpXR5brQgABBBBAAAEEEEAAAQQQQAABBBBAAAEEEIhJgAA9Jj4ORgABBBBAAAEEEEAAAQQQQAABBBBAAAEEEPCqAAG6V0eW60IAAQQQQAABBBBAAAEEEEAAAQQQQAABBBCISYAAPSY+DkYAAQQQQAABBBBAICKwe+9+ubJ5V5n6xgA5u1K5qFnmL/xOnhwyThZ9ODLbY58b8a5s3rpDhve/X47+7zkdF/WJcAACCCCAAAIIIIAAAghkCRCgczMggAACCCCAAAII+E7g6WHj5f3pC7KuO09KipQ783Rp16Ke3Nq2sQSDgahNTAfoazdslrS0w1KlUtljAvQdu/bIqrWbpMaFZ1vn/O+p86Xt9XUlb948UV8DByCAAAIIIIAAAggggMCxAgTo3BEIIIAAAggggAACvhPQAfraDVvk2d53WdeelpYu3/3wuzzzwlvS855/yE2tr4vaxHSAfvQJHT0D/eh/fuBgmlxx/b2yeMZIKVSwQNTXwAEIIIAAAggggAACCCBAgM49gAACCCCAAAIIIOBzAR2gb1LlUEYP6n6MxMCX3pHfVq6X8cMfk0++XCaDR/5b2javK6PGT5UJY/pKhbKlZNiY/5NPvlgm+w8clHOrVLAC9wurVsoq4TKwd2d5Y8IsWffnFjn/nFR57vHOUq7M6VY/P/y8UgaP+rf8smKt5M+XT66rU0P6PHiL5MuXV3QplqeGvi4P39tBXhw7UXQYXq/2xdK3RycpWCDfMbPOsyvhsmDicLlClZA5pD4M0Ps/cGdbeeHV92XUc92kds1qWdd5e/dBUu3cyuq82/v8LuDyEUAAAQQQQAABBBDIWYAZ6DkbsQcCCCCAAAIIIICAxwROFKAPVeH48h9XyDsv95GFS36QXv1HSdNrL5d7bmspJU47VZ5/+T1Z/tMKGTHgQTmtWFEZ/tpE+Wj+VzJnwlBJSz9s1UC/8LzK8uxjd0lx9e8fHfCK7Nl3QP496kkJh8NSv113adGwttx3e2vZum2n3NVziPyj5bVye4emVoDe65nR0kCF6r0fuEV27t4rndW/b97wSunepV2OAbquna6D+TZ3PSXfzBpjzUD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