diff --git a/.gitignore b/.gitignore index 31a00493985965..62b243b3a983cd 100644 --- a/.gitignore +++ b/.gitignore @@ -33,3 +33,7 @@ cli/tests/.test_coverage/ # WPT generated cert files /tools/wpt/certs/index.txt* /tools/wpt/certs/serial* + +# Jupyter files +.ipynb_checkpoints/ +Untitled*.ipynb \ No newline at end of file diff --git a/Cargo.lock b/Cargo.lock index 5165c654e22b15..2d9aa5c371f1de 100644 --- a/Cargo.lock +++ b/Cargo.lock @@ -39,7 +39,7 @@ version = "0.8.1" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "bfe0133578c0986e1fe3dfcd4af1cc5b2dd6c3dbf534d69916ce16a2701d40ba" dependencies = [ - "cfg-if", + "cfg-if 1.0.0", "cipher", "cpufeatures", ] @@ -67,13 +67,22 @@ dependencies = [ "aes", ] +[[package]] +name = "ahash" +version = "0.3.8" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "e8fd72866655d1904d6b0997d0b07ba561047d070fbe29de039031c641b61217" +dependencies = [ + "const-random", +] + [[package]] name = "ahash" version = "0.7.6" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "fcb51a0695d8f838b1ee009b3fbf66bda078cd64590202a864a8f3e8c4315c47" dependencies = [ - "getrandom", + "getrandom 0.2.7", "once_cell", "version_check", ] @@ -113,9 +122,9 @@ dependencies = [ [[package]] name = "anyhow" -version = "1.0.57" +version = "1.0.58" source = "registry+https://github.com/rust-lang/crates.io-index" -checksum = "08f9b8508dccb7687a1d6c4ce66b2b0ecef467c94667de27d8d7fe1f8d2a9cdc" +checksum = "bb07d2053ccdbe10e2af2995a2f116c1330396493dc1269f6a91d0ae82e19704" [[package]] name = "arrayvec" @@ -143,10 +152,10 @@ checksum = "bc4c00309ed1c8104732df4a5fa9acc3b796b6f8531dfbd5ce0078c86f997244" dependencies = [ "darling", "pmutil", - "proc-macro2 1.0.39", - "quote 1.0.18", + "proc-macro2 1.0.40", + "quote 1.0.20", "swc_macros_common", - "syn 1.0.96", + "syn 1.0.98", ] [[package]] @@ -179,9 +188,9 @@ version = "0.3.3" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "10f203db73a71dfa2fb6dd22763990fa26f3d2625a6da2da900d23b87d26be27" dependencies = [ - "proc-macro2 1.0.39", - "quote 1.0.18", - "syn 1.0.96", + "proc-macro2 1.0.40", + "quote 1.0.20", + "syn 1.0.98", ] [[package]] @@ -190,9 +199,22 @@ version = "0.1.56" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "96cf8829f67d2eab0b2dfa42c5d0ef737e0724e4a82b01b3e292456202b19716" dependencies = [ - "proc-macro2 1.0.39", - "quote 1.0.18", - "syn 1.0.96", + "proc-macro2 1.0.40", + "quote 1.0.20", + "syn 1.0.98", +] + +[[package]] +name = "asynchronous-codec" +version = "0.6.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "f0de5164e5edbf51c45fb8c2d9664ae1c095cce1b265ecf7569093c0d66ef690" +dependencies = [ + "bytes", + "futures-sink", + "futures-util", + "memchr", + "pin-project-lite", ] [[package]] @@ -213,9 +235,9 @@ source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "7862e21c893d65a1650125d157eaeec691439379a1cee17ee49031b79236ada4" dependencies = [ "proc-macro-error", - "proc-macro2 1.0.39", - "quote 1.0.18", - "syn 1.0.96", + "proc-macro2 1.0.40", + "quote 1.0.20", + "syn 1.0.98", ] [[package]] @@ -396,6 +418,12 @@ dependencies = [ "jobserver", ] +[[package]] +name = "cfg-if" +version = "0.1.10" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "4785bdd1c96b2a846b2bd7cc02e86b6b3dbf14e7e53446c4f54c92a361040822" + [[package]] name = "cfg-if" version = "1.0.0" @@ -502,6 +530,28 @@ version = "0.9.0" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "722e23542a15cea1f65d4a1419c4cfd7a26706c70871a13a04238ca3f40f1661" +[[package]] +name = "const-random" +version = "0.1.13" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "f590d95d011aa80b063ffe3253422ed5aa462af4e9867d43ce8337562bac77c4" +dependencies = [ + "const-random-macro", + "proc-macro-hack", +] + +[[package]] +name = "const-random-macro" +version = "0.1.13" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "615f6e27d000a2bffbc7f2f6a8669179378fa27ee4d0a509e985dfc0a7defb40" +dependencies = [ + "getrandom 0.2.7", + "lazy_static", + "proc-macro-hack", + "tiny-keccak", +] + [[package]] name = "convert_case" version = "0.4.0" @@ -572,29 +622,107 @@ version = "1.3.2" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "b540bd8bc810d3885c6ea91e2018302f68baba2129ab3e88f32389ee9370880d" dependencies = [ - "cfg-if", + "cfg-if 1.0.0", +] + +[[package]] +name = "crossbeam" +version = "0.7.3" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "69323bff1fb41c635347b8ead484a5ca6c3f11914d784170b158d8449ab07f8e" +dependencies = [ + "cfg-if 0.1.10", + "crossbeam-channel 0.4.4", + "crossbeam-deque", + "crossbeam-epoch", + "crossbeam-queue", + "crossbeam-utils 0.7.2", +] + +[[package]] +name = "crossbeam-channel" +version = "0.4.4" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "b153fe7cbef478c567df0f972e02e6d736db11affe43dfc9c56a9374d1adfb87" +dependencies = [ + "crossbeam-utils 0.7.2", + "maybe-uninit", ] [[package]] name = "crossbeam-channel" -version = "0.5.4" +version = "0.5.5" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "4c02a4d71819009c192cf4872265391563fd6a84c81ff2c0f2a7026ca4c1d85c" +dependencies = [ + "cfg-if 1.0.0", + "crossbeam-utils 0.8.10", +] + +[[package]] +name = "crossbeam-deque" +version = "0.7.4" source = "registry+https://github.com/rust-lang/crates.io-index" -checksum = "5aaa7bd5fb665c6864b5f963dd9097905c54125909c7aa94c9e18507cdbe6c53" +checksum = "c20ff29ded3204c5106278a81a38f4b482636ed4fa1e6cfbeef193291beb29ed" dependencies = [ - "cfg-if", - "crossbeam-utils", + "crossbeam-epoch", + "crossbeam-utils 0.7.2", + "maybe-uninit", +] + +[[package]] +name = "crossbeam-epoch" +version = "0.8.2" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "058ed274caafc1f60c4997b5fc07bf7dc7cca454af7c6e81edffe5f33f70dace" +dependencies = [ + "autocfg", + "cfg-if 0.1.10", + "crossbeam-utils 0.7.2", + "lazy_static", + "maybe-uninit", + "memoffset 0.5.6", + "scopeguard", +] + +[[package]] +name = "crossbeam-queue" +version = "0.2.3" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "774ba60a54c213d409d5353bda12d49cd68d14e45036a285234c8d6f91f92570" +dependencies = [ + "cfg-if 0.1.10", + "crossbeam-utils 0.7.2", + "maybe-uninit", ] [[package]] name = "crossbeam-utils" -version = "0.8.8" +version = "0.7.2" source = "registry+https://github.com/rust-lang/crates.io-index" -checksum = "0bf124c720b7686e3c2663cf54062ab0f68a88af2fb6a030e87e30bf721fcb38" +checksum = "c3c7c73a2d1e9fc0886a08b93e98eb643461230d5f1925e4036204d5f2e261a8" dependencies = [ - "cfg-if", + "autocfg", + "cfg-if 0.1.10", "lazy_static", ] +[[package]] +name = "crossbeam-utils" +version = "0.8.10" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "7d82ee10ce34d7bc12c2122495e7593a9c41347ecdd64185af4ecf72cb1a7f83" +dependencies = [ + "cfg-if 1.0.0", + "once_cell", +] + +[[package]] +name = "crunchy" +version = "0.2.2" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "7a81dae078cea95a014a339291cec439d2f232ebe854a9d672b796c6afafa9b7" + [[package]] name = "crypto-bigint" version = "0.4.7" @@ -602,7 +730,7 @@ source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "ac961631d66e80ac7ac2ac01320628ce214ad2b5ef0a88ceb86eae459069e2b4" dependencies = [ "generic-array", - "rand_core", + "rand_core 0.6.3", "subtle", "zeroize", ] @@ -623,8 +751,8 @@ version = "0.1.22" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "f877be4f7c9f246b183111634f75baa039715e3f46ce860677d3b19a69fb229c" dependencies = [ - "quote 1.0.18", - "syn 1.0.96", + "quote 1.0.20", + "syn 1.0.98", ] [[package]] @@ -671,10 +799,10 @@ checksum = "f0c960ae2da4de88a91b2d920c2a7233b400bc33cb28453a2987822d8392519b" dependencies = [ "fnv", "ident_case", - "proc-macro2 1.0.39", - "quote 1.0.18", + "proc-macro2 1.0.40", + "quote 1.0.20", "strsim 0.9.3", - "syn 1.0.96", + "syn 1.0.98", ] [[package]] @@ -684,8 +812,19 @@ source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "d9b5a2f4ac4969822c62224815d069952656cadc7084fdca9751e6d959189b72" dependencies = [ "darling_core", - "quote 1.0.18", - "syn 1.0.96", + "quote 1.0.20", + "syn 1.0.98", +] + +[[package]] +name = "dashmap" +version = "3.11.10" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "0f260e2fc850179ef410018660006951c1b55b79e8087e87111a2c388994b9b5" +dependencies = [ + "ahash 0.3.8", + "cfg-if 0.1.10", + "num_cpus", ] [[package]] @@ -694,7 +833,7 @@ version = "5.3.4" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "3495912c9c1ccf2e18976439f4443f3fee0fd61f424ff99fde6a66b15ecb448f" dependencies = [ - "cfg-if", + "cfg-if 1.0.0", "hashbrown 0.12.1", "lock_api", "parking_lot_core 0.9.3", @@ -735,6 +874,7 @@ dependencies = [ "clap", "clap_complete", "clap_complete_fig", + "data-encoding", "data-url", "deno_ast", "deno_bench_util", @@ -771,7 +911,7 @@ dependencies = [ "percent-encoding", "pin-project", "pretty_assertions", - "rand", + "rand 0.8.5", "regex", "ring", "rustyline", @@ -785,16 +925,17 @@ dependencies = [ "text-size", "text_lines", "tokio", - "tokio-util", + "tokio-util 0.7.2", "tower-lsp", "trust-dns-client", "trust-dns-server", "twox-hash", "typed-arena", - "uuid", + "uuid 1.0.0", "walkdir", "winapi 0.3.9", "winres", + "zeromq", "zstd", ] @@ -846,7 +987,7 @@ dependencies = [ "async-trait", "deno_core", "tokio", - "uuid", + "uuid 1.0.0", ] [[package]] @@ -898,7 +1039,7 @@ dependencies = [ "once_cell", "p256", "p384", - "rand", + "rand 0.8.5", "ring", "rsa", "sec1", @@ -908,7 +1049,7 @@ dependencies = [ "sha2", "spki", "tokio", - "uuid", + "uuid 1.0.0", ] [[package]] @@ -917,7 +1058,7 @@ version = "0.36.0" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "0dd24201d19b8468a98872f9a724aae68ac0645251424464544ac4d09775ea95" dependencies = [ - "cfg-if", + "cfg-if 1.0.0", "deno_ast", "deno_graph", "futures", @@ -956,7 +1097,7 @@ dependencies = [ "serde", "tokio", "tokio-stream", - "tokio-util", + "tokio-util 0.7.2", ] [[package]] @@ -978,7 +1119,7 @@ source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "8deca521e5c0bfeb3c8f4f646f790f33cd5516610128a4396283d01b32d9d9de" dependencies = [ "anyhow", - "cfg-if", + "cfg-if 1.0.0", "data-url", "deno_ast", "futures", @@ -1014,7 +1155,7 @@ dependencies = [ "ring", "serde", "tokio", - "tokio-util", + "tokio-util 0.7.2", ] [[package]] @@ -1054,10 +1195,10 @@ version = "0.18.0" dependencies = [ "once_cell", "proc-macro-crate", - "proc-macro2 1.0.39", - "quote 1.0.18", + "proc-macro2 1.0.40", + "quote 1.0.20", "regex", - "syn 1.0.96", + "syn 1.0.98", ] [[package]] @@ -1102,7 +1243,7 @@ dependencies = [ "termcolor", "test_util", "tokio", - "uuid", + "uuid 1.0.0", "winapi 0.3.9", "winres", ] @@ -1173,7 +1314,7 @@ dependencies = [ "flate2", "serde", "tokio", - "uuid", + "uuid 1.0.0", ] [[package]] @@ -1236,10 +1377,10 @@ source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "4fb810d30a7c1953f91334de7244731fc3f3c10d7fe163338a35b9f640960321" dependencies = [ "convert_case", - "proc-macro2 1.0.39", - "quote 1.0.18", + "proc-macro2 1.0.40", + "quote 1.0.20", "rustc_version 0.4.0", - "syn 1.0.96", + "syn 1.0.98", ] [[package]] @@ -1367,15 +1508,15 @@ dependencies = [ [[package]] name = "dyn-clone" -version = "1.0.5" +version = "1.0.6" source = "registry+https://github.com/rust-lang/crates.io-index" -checksum = "21e50f3adc76d6a43f5ed73b698a87d0760ca74617f60f7c3b879003536fdd28" +checksum = 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"e11dcc7e4d79a8c89b9ab4c6f5c30b1fc4a83c420792da3542fd31179ed5f517" dependencies = [ - "cfg-if", + "cfg-if 1.0.0", "rustix", - "windows-sys 0.30.0", + "windows-sys", ] [[package]] @@ -1572,7 +1724,7 @@ version = "0.12.0" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "df689201f395c6b90dfe87127685f8dbfc083a5e779e613575d8bd7314300c3e" dependencies = [ - "rand_core", + "rand_core 0.6.3", "subtle", ] @@ -1582,7 +1734,7 @@ version = "0.2.16" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "c0408e2626025178a6a7f7ffc05a25bc47103229f19c113755de7bf63816290c" dependencies = [ - "cfg-if", + "cfg-if 1.0.0", "libc", "redox_syscall", "winapi 0.3.9", @@ -1600,9 +1752,9 @@ version = "0.1.0" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "479cde5eb168cf5a056dd98f311cbfab7494c216394e4fb9eba0336827a8db93" dependencies = [ - "proc-macro2 1.0.39", - "quote 1.0.18", - "syn 1.0.96", + "proc-macro2 1.0.40", + "quote 1.0.20", + "syn 1.0.98", ] [[package]] @@ -1664,9 +1816,9 @@ source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "0951635027ca477be98f8774abd6f0345233439d63f307e47101acb40c7cc63d" dependencies = [ "pmutil", - "proc-macro2 1.0.39", + "proc-macro2 1.0.40", "swc_macros_common", - "syn 1.0.96", + "syn 1.0.98", ] [[package]] @@ -1753,9 +1905,9 @@ version = "0.3.21" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "33c1e13800337f4d4d7a316bf45a567dbcb6ffe087f16424852d97e97a91f512" dependencies = [ - "proc-macro2 1.0.39", - "quote 1.0.18", - "syn 1.0.96", + "proc-macro2 1.0.40", + "quote 1.0.20", + "syn 1.0.98", ] [[package]] @@ -1817,13 +1969,24 @@ dependencies = [ "version_check", ] +[[package]] +name = "getrandom" +version = "0.1.16" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "8fc3cb4d91f53b50155bdcfd23f6a4c39ae1969c2ae85982b135750cccaf5fce" +dependencies = [ + "cfg-if 1.0.0", + "libc", + "wasi 0.9.0+wasi-snapshot-preview1", +] + [[package]] name = "getrandom" version = "0.2.7" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "4eb1a864a501629691edf6c15a593b7a51eebaa1e8468e9ddc623de7c9b58ec6" dependencies = [ - "cfg-if", + "cfg-if 1.0.0", "libc", "wasi 0.11.0+wasi-snapshot-preview1", ] @@ -1896,7 +2059,7 @@ source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "7391856def869c1c81063a03457c676fbcd419709c3dfb33d8d319de484b154d" dependencies = [ "ff", - "rand_core", + "rand_core 0.6.3", "subtle", ] @@ -1915,7 +2078,7 @@ dependencies = [ "indexmap", "slab", "tokio", - "tokio-util", + "tokio-util 0.7.2", "tracing", ] @@ -1925,7 +2088,7 @@ version = "0.11.2" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "ab5ef0d4909ef3724cc8cce6ccc8572c5c817592e9285f5464f8e86f8bd3726e" dependencies = [ - "ahash", + "ahash 0.7.6", ] [[package]] @@ -2108,12 +2271,12 @@ dependencies = [ [[package]] name = "indexmap" -version = "1.8.2" +version = "1.9.1" source = "registry+https://github.com/rust-lang/crates.io-index" -checksum = "e6012d540c5baa3589337a98ce73408de9b5a25ec9fc2c6fd6be8f0d39e0ca5a" +checksum = "10a35a97730320ffe8e2d410b5d3b69279b98d2c14bdb8b70ea89ecf7888d41e" dependencies = [ "autocfg", - "hashbrown 0.11.2", + "hashbrown 0.12.1", "serde", ] @@ -2159,14 +2322,14 @@ version = "0.1.12" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "7a5bbe824c507c5da5956355e86a746d82e0e1464f65d862cc5e71da70e94b2c" dependencies = [ - "cfg-if", + "cfg-if 1.0.0", ] [[package]] name = "io-lifetimes" -version = "0.6.1" +version = "0.7.2" source = "registry+https://github.com/rust-lang/crates.io-index" -checksum = "9448015e586b611e5d322f6703812bbca2f1e709d5773ecd38ddb4e3bb649504" +checksum = "24c3f4eff5495aee4c0399d7b6a0dc2b6e81be84242ffbfcf253ebacccc1d0cb" [[package]] name = "ipconfig" @@ -2194,9 +2357,9 @@ checksum = "1c068d4c6b922cd6284c609cfa6dec0e41615c9c5a1a4ba729a970d8daba05fb" dependencies = [ "Inflector", "pmutil", - "proc-macro2 1.0.39", - "quote 1.0.18", - "syn 1.0.96", + "proc-macro2 1.0.40", + "quote 1.0.20", + "syn 1.0.98", ] [[package]] @@ -2395,7 +2558,7 @@ version = "0.7.3" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "efbc0f03f9a775e9f6aed295c6a1ba2253c5757a9e03d55c6caa46a681abcddd" dependencies = [ - "cfg-if", + "cfg-if 1.0.0", "winapi 0.3.9", ] @@ -2418,9 +2581,9 @@ dependencies = [ [[package]] name = "linked-hash-map" -version = "0.5.4" +version = "0.5.6" source = "registry+https://github.com/rust-lang/crates.io-index" -checksum = "7fb9b38af92608140b86b693604b9ffcc5824240a484d1ecd4795bacb2fe88f3" +checksum = "0717cef1bc8b636c6e1c1bbdefc09e6322da8a9321966e8928ef80d20f7f770f" [[package]] name = "linux-raw-sys" @@ -2444,7 +2607,7 @@ version = "0.4.17" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "abb12e687cfb44aa40f41fc3978ef76448f9b6038cad6aef4259d3c095a2382e" dependencies = [ - "cfg-if", + "cfg-if 1.0.0", "serde", ] @@ -2500,12 +2663,27 @@ version = "0.1.9" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "a3e378b66a060d48947b590737b30a1be76706c8dd7b8ba0f2fe3989c68a853f" +[[package]] +name = "maybe-uninit" +version = "2.0.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "60302e4db3a61da70c0cb7991976248362f30319e88850c487b9b95bbf059e00" + [[package]] name = "memchr" version = "2.5.0" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "2dffe52ecf27772e601905b7522cb4ef790d2cc203488bbd0e2fe85fcb74566d" +[[package]] +name = "memoffset" +version = "0.5.6" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "043175f069eda7b85febe4a74abbaeff828d9f8b448515d3151a14a3542811aa" +dependencies = [ + "autocfg", +] + [[package]] name = "memoffset" version = "0.6.5" @@ -2546,14 +2724,14 @@ dependencies = [ [[package]] name = "mio" -version = "0.8.3" +version = "0.8.4" source = "registry+https://github.com/rust-lang/crates.io-index" -checksum = "713d550d9b44d89174e066b7a6217ae06234c10cb47819a88290d2b353c31799" +checksum = "57ee1c23c7c63b0c9250c339ffdc69255f110b298b901b9f6c82547b7b87caaf" dependencies = [ "libc", "log", "wasi 0.11.0+wasi-snapshot-preview1", - "windows-sys 0.36.1", + "windows-sys", ] [[package]] @@ -2617,9 +2795,9 @@ checksum = "f305c2c2e4c39a82f7bf0bf65fb557f9070ce06781d4f2454295cc34b1c43188" dependencies = [ "bitflags", "cc", - "cfg-if", + "cfg-if 1.0.0", "libc", - "memoffset", + "memoffset 0.6.5", ] [[package]] @@ -2641,7 +2819,7 @@ source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "553f9844ad0b0824605c20fb55a661679782680410abfb1a8144c2e7e437e7a7" dependencies = [ "bitflags", - "crossbeam-channel", + "crossbeam-channel 0.5.5", "filetime", "fsevent-sys", "inotify", @@ -2676,7 +2854,7 @@ dependencies = [ "num-integer", "num-iter", "num-traits", - "rand", + "rand 0.8.5", "smallvec", "zeroize", ] @@ -2842,7 +3020,7 @@ version = "0.8.5" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "d76e8e1493bcac0d2766c42737f34458f1c8c50c0d23bcb24ea953affb273216" dependencies = [ - "cfg-if", + "cfg-if 1.0.0", "instant", "libc", "redox_syscall", @@ -2856,11 +3034,11 @@ version = "0.9.3" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "09a279cbf25cb0757810394fbc1e359949b59e348145c643a939a525692e6929" dependencies = [ - "cfg-if", + "cfg-if 1.0.0", "libc", "redox_syscall", "smallvec", - "windows-sys 0.36.1", + "windows-sys", ] [[package]] @@ -2936,7 +3114,7 @@ source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "5d5285893bb5eb82e6aaf5d59ee909a06a16737a8970984dd7746ba9283498d6" dependencies = [ "phf_shared", - "rand", + "rand 0.8.5", ] [[package]] @@ -2948,9 +3126,9 @@ dependencies = [ "phf_generator", "phf_shared", "proc-macro-hack", - "proc-macro2 1.0.39", - "quote 1.0.18", - "syn 1.0.96", + "proc-macro2 1.0.40", + "quote 1.0.20", + "syn 1.0.98", ] [[package]] @@ -2977,9 +3155,9 @@ version = "1.0.10" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "744b6f092ba29c3650faf274db506afd39944f48420f6c86b17cfe0ee1cb36bb" dependencies = [ - "proc-macro2 1.0.39", - "quote 1.0.18", - "syn 1.0.96", + "proc-macro2 1.0.40", + "quote 1.0.20", + "syn 1.0.98", ] [[package]] @@ -3027,9 +3205,9 @@ version = "0.5.3" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "3894e5d549cccbe44afecf72922f277f603cd4bb0219c8342631ef18fffbe004" dependencies = [ - "proc-macro2 1.0.39", - "quote 1.0.18", - "syn 1.0.96", + "proc-macro2 1.0.40", + "quote 1.0.20", + "syn 1.0.98", ] [[package]] @@ -3038,7 +3216,7 @@ version = "0.5.3" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "8419d2b623c7c0896ff2d5d96e2cb4ede590fed28fcc34934f4c33c036e620a1" dependencies = [ - "cfg-if", + "cfg-if 1.0.0", "cpufeatures", "opaque-debug", "universal-hash", @@ -3085,9 +3263,9 @@ source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "da25490ff9892aab3fcf7c36f08cfb902dd3e71ca0f9f9517bea02a73a5ce38c" dependencies = [ "proc-macro-error-attr", - "proc-macro2 1.0.39", - "quote 1.0.18", - "syn 1.0.96", + "proc-macro2 1.0.40", + "quote 1.0.20", + "syn 1.0.98", "version_check", ] @@ -3097,8 +3275,8 @@ version = "1.0.4" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "a1be40180e52ecc98ad80b184934baf3d0d29f979574e439af5a55274b35f869" dependencies = [ - "proc-macro2 1.0.39", - "quote 1.0.18", + "proc-macro2 1.0.40", + "quote 1.0.20", "version_check", ] @@ -3119,9 +3297,9 @@ dependencies = [ [[package]] name = "proc-macro2" -version = "1.0.39" +version = "1.0.40" source = "registry+https://github.com/rust-lang/crates.io-index" -checksum = "c54b25569025b7fc9651de43004ae593a75ad88543b17178aa5e1b9c4f15f56f" +checksum = "dd96a1e8ed2596c337f8eae5f24924ec83f5ad5ab21ea8e455d3566c69fbcaf7" dependencies = [ "unicode-ident", ] @@ -3170,11 +3348,11 @@ dependencies = [ [[package]] name = "quote" -version = "1.0.18" +version = "1.0.20" source = "registry+https://github.com/rust-lang/crates.io-index" -checksum = "a1feb54ed693b93a84e14094943b84b7c4eae204c512b7ccb95ab0c66d278ad1" +checksum = "3bcdf212e9776fbcb2d23ab029360416bb1706b1aea2d1a5ba002727cbcab804" dependencies = [ - "proc-macro2 1.0.39", + "proc-macro2 1.0.40", ] [[package]] @@ -3193,6 +3371,19 @@ dependencies = [ "nibble_vec", ] +[[package]] +name = "rand" +version = "0.7.3" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "6a6b1679d49b24bbfe0c803429aa1874472f50d9b363131f0e89fc356b544d03" +dependencies = [ + "getrandom 0.1.16", + "libc", + "rand_chacha 0.2.2", + "rand_core 0.5.1", + "rand_hc", +] + [[package]] name = "rand" version = "0.8.5" @@ -3200,8 +3391,18 @@ source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "34af8d1a0e25924bc5b7c43c079c942339d8f0a8b57c39049bef581b46327404" dependencies = [ "libc", - "rand_chacha", - "rand_core", + "rand_chacha 0.3.1", + "rand_core 0.6.3", +] + +[[package]] +name = "rand_chacha" +version = "0.2.2" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "f4c8ed856279c9737206bf725bf36935d8666ead7aa69b52be55af369d193402" +dependencies = [ + "ppv-lite86", + "rand_core 0.5.1", ] [[package]] @@ -3211,7 +3412,16 @@ source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "e6c10a63a0fa32252be49d21e7709d4d4baf8d231c2dbce1eaa8141b9b127d88" dependencies = [ "ppv-lite86", - "rand_core", + "rand_core 0.6.3", +] + +[[package]] +name = "rand_core" +version = "0.5.1" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "90bde5296fc891b0cef12a6d03ddccc162ce7b2aff54160af9338f8d40df6d19" +dependencies = [ + "getrandom 0.1.16", ] [[package]] @@ -3220,7 +3430,16 @@ version = "0.6.3" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "d34f1408f55294453790c48b2f1ebbb1c5b4b7563eb1f418bcfcfdbb06ebb4e7" dependencies = [ - "getrandom", + "getrandom 0.2.7", +] + +[[package]] +name = "rand_hc" +version = "0.2.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "ca3129af7b92a17112d59ad498c6f81eaf463253766b90396d39ea7a39d6613c" +dependencies = [ + "rand_core 0.5.1", ] [[package]] @@ -3316,7 +3535,7 @@ dependencies = [ "serde_urlencoded", "tokio", "tokio-rustls", - "tokio-util", + "tokio-util 0.7.2", "tower-service", "url", "wasm-bindgen", @@ -3393,7 +3612,7 @@ dependencies = [ "num-traits", "pkcs1", "pkcs8", - "rand_core", + "rand_core 0.6.3", "smallvec", "subtle", "zeroize", @@ -3440,16 +3659,16 @@ dependencies = [ [[package]] name = "rustix" -version = "0.34.8" +version = "0.35.6" source = "registry+https://github.com/rust-lang/crates.io-index" -checksum = "2079c267b8394eb529872c3cf92e181c378b41fea36e68130357b52493701d2e" +checksum = "ef258c11e17f5c01979a10543a30a4e12faef6aab217a74266e747eefa3aed88" dependencies = [ "bitflags", "errno 0.2.8", "io-lifetimes", "libc", "linux-raw-sys", - "winapi 0.3.9", + "windows-sys", ] [[package]] @@ -3492,7 +3711,7 @@ source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "db7826789c0e25614b03e5a54a0717a86f9ff6e6e5247f92b369472869320039" dependencies = [ "bitflags", - "cfg-if", + "cfg-if 1.0.0", "clipboard-win", "fd-lock", "libc", @@ -3514,8 +3733,8 @@ version = "0.6.0" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "bb35a55ab810b5c0fe31606fe9b47d1354e4dc519bec0a102655f78ea2b38057" dependencies = [ - "quote 1.0.18", - "syn 1.0.96", + "quote 1.0.20", + "syn 1.0.98", ] [[package]] @@ -3540,7 +3759,7 @@ source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "88d6731146462ea25d9244b2ed5fd1d716d25c52e4d54aa4fb0f3c4e9854dbe2" dependencies = [ "lazy_static", - "windows-sys 0.36.1", + "windows-sys", ] [[package]] @@ -3656,9 +3875,9 @@ version = "1.0.136" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "08597e7152fcd306f41838ed3e37be9eaeed2b61c42e2117266a554fab4662f9" dependencies = [ - "proc-macro2 1.0.39", - "quote 1.0.18", - "syn 1.0.96", + "proc-macro2 1.0.40", + "quote 1.0.20", + "syn 1.0.98", ] [[package]] @@ -3679,9 +3898,9 @@ version = "0.1.8" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "a2ad84e47328a31223de7fed7a4f5087f2d6ddfe586cf3ca25b7a165bc0a5aed" dependencies = [ - "proc-macro2 1.0.39", - "quote 1.0.18", - "syn 1.0.96", + "proc-macro2 1.0.40", + "quote 1.0.20", + "syn 1.0.98", ] [[package]] @@ -3715,7 +3934,7 @@ source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "99cd6713db3cf16b6c84e06321e049a9b9f699826e16096d23bbcc44d15d51a6" dependencies = [ "block-buffer 0.9.0", - "cfg-if", + "cfg-if 1.0.0", "cpufeatures", "digest 0.9.0", "opaque-debug", @@ -3727,7 +3946,7 @@ version = "0.10.0" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "028f48d513f9678cda28f6e4064755b3fbb2af6acd672f2c209b62323f7aea0f" dependencies = [ - "cfg-if", + "cfg-if 1.0.0", "cpufeatures", "digest 0.10.3", ] @@ -3738,7 +3957,7 @@ version = "0.10.2" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "55deaec60f81eefe3cce0dc50bda92d6d8e88f2a27df7c5033b42afeb1ed2676" dependencies = [ - "cfg-if", + "cfg-if 1.0.0", "cpufeatures", "digest 0.10.3", ] @@ -3765,7 +3984,7 @@ source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "f054c6c1a6e95179d6f23ed974060dcefb2d9388bb7256900badad682c499de4" dependencies = [ "digest 0.10.3", - "rand_core", + "rand_core 0.6.3", ] [[package]] @@ -3791,9 +4010,9 @@ dependencies = [ [[package]] name = "smallvec" -version = "1.8.0" +version = "1.8.1" source = "registry+https://github.com/rust-lang/crates.io-index" -checksum = "f2dd574626839106c320a323308629dcb1acfc96e32a8cba364ddc61ac23ee83" +checksum = "cc88c725d61fc6c3132893370cac4a0200e3fedf5da8331c570664b1987f5ca2" [[package]] name = "socket2" @@ -3881,8 +4100,8 @@ checksum = "6bb30289b722be4ff74a408c3cc27edeaad656e06cb1fe8fa9231fa59c728988" dependencies = [ "phf_generator", "phf_shared", - "proc-macro2 1.0.39", - "quote 1.0.18", + "proc-macro2 1.0.40", + "quote 1.0.20", ] [[package]] @@ -3892,10 +4111,10 @@ source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "f584cc881e9e5f1fd6bf827b0444aa94c30d8fe6378cf241071b5f5700b2871f" dependencies = [ "pmutil", - "proc-macro2 1.0.39", - "quote 1.0.18", + "proc-macro2 1.0.40", + "quote 1.0.20", "swc_macros_common", - "syn 1.0.96", + "syn 1.0.98", ] [[package]] @@ -3935,7 +4154,7 @@ version = "0.155.0" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "5ac5963141bf30d0cf13d77ffe96f73f4febcd2644984cdbce288d656d4e214a" dependencies = [ - "ahash", + "ahash 0.7.6", "anyhow", "crc", "indexmap", @@ -3967,10 +4186,10 @@ version = "0.18.9" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "a7fd4917e5f1f563e475d7adf1cb343f9275ffa602f168b896b0ea8f35d70895" dependencies = [ - "ahash", + "ahash 0.7.6", "ast_node", "better_scoped_tls", - "cfg-if", + "cfg-if 1.0.0", "debug_unreachable", "either", "from_variant", @@ -4008,10 +4227,10 @@ source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "fb64bc03d90fd5c90d6ab917bb2b1d7fbd31957df39e31ea24a3f554b4372251" dependencies = [ "pmutil", - "proc-macro2 1.0.39", - "quote 1.0.18", + "proc-macro2 1.0.40", + "quote 1.0.20", "swc_macros_common", - "syn 1.0.96", + "syn 1.0.98", ] [[package]] @@ -4056,10 +4275,10 @@ source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "0159c99f81f52e48fe692ef7af1b0990b45d3006b14c6629be0b1ffee1b23aea" dependencies = [ "pmutil", - "proc-macro2 1.0.39", - "quote 1.0.18", + "proc-macro2 1.0.40", + "quote 1.0.20", "swc_macros_common", - "syn 1.0.96", + "syn 1.0.98", ] [[package]] @@ -4080,7 +4299,7 @@ version = "0.30.2" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "917dcd19c429254113981e746e3f6b46446145c8e4d353a8727f92bc8fa307cc" dependencies = [ - "ahash", + "ahash 0.7.6", "anyhow", "pathdiff", "serde", @@ -4150,10 +4369,10 @@ source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "ebf907935ec5492256b523ae7935a824d9fdc0368dcadc41375bad0dca91cd8b" dependencies = [ "pmutil", - "proc-macro2 1.0.39", - "quote 1.0.18", + "proc-macro2 1.0.40", + "quote 1.0.20", "swc_macros_common", - "syn 1.0.96", + "syn 1.0.98", ] [[package]] @@ -4162,8 +4381,8 @@ version = "0.131.0" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "1a7a002deafd2d1af5b46e95e5b137742e86e9f8525ad4dcc4564ef05eaea2be" dependencies = [ - "ahash", - "dashmap", + "ahash 0.7.6", + "dashmap 5.3.4", "indexmap", "once_cell", "rustc-hash", @@ -4204,9 +4423,9 @@ version = "0.120.0" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "eae89d33f52f9d0a6ca30d3ff1151c69a97793a2847c5ed5642f75ac8da2af30" dependencies = [ - "ahash", + "ahash 0.7.6", "base64 0.13.0", - "dashmap", + "dashmap 5.3.4", "indexmap", "once_cell", "regex", @@ -4276,9 +4495,9 @@ source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "8c8f200a2eaed938e7c1a685faaa66e6d42fa9e17da5f62572d3cbc335898f5e" dependencies = [ "pmutil", - "proc-macro2 1.0.39", - "quote 1.0.18", - "syn 1.0.96", + "proc-macro2 1.0.40", + "quote 1.0.20", + "syn 1.0.98", ] [[package]] @@ -4287,7 +4506,7 @@ version = "0.6.0" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "dccdc7e1f2d987c1e2fc7dfb36ef86666f04e5fad4fe88d3a1d05e4f01181d95" dependencies = [ - "ahash", + "ahash 0.7.6", "indexmap", "petgraph", "swc_common", @@ -4299,7 +4518,7 @@ version = "0.7.0" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "c279894062688a31a6de1c95e00eb7cfcaa2a471334f6b741f083b86096f2a84" dependencies = [ - "ahash", + "ahash 0.7.6", "auto_impl", "petgraph", "swc_fast_graph", @@ -4313,9 +4532,9 @@ source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "d5dca3f08d02da4684c3373150f7c045128f81ea00f0c434b1b012bc65a6cce3" dependencies = [ "pmutil", - "proc-macro2 1.0.39", - "quote 1.0.18", - "syn 1.0.96", + "proc-macro2 1.0.40", + "quote 1.0.20", + "syn 1.0.98", ] [[package]] @@ -4336,10 +4555,10 @@ checksum = "c3b9b72892df873972549838bf84d6c56234c7502148a7e23b5a3da6e0fedfb8" dependencies = [ "Inflector", "pmutil", - "proc-macro2 1.0.39", - "quote 1.0.18", + "proc-macro2 1.0.40", + "quote 1.0.20", "swc_macros_common", - "syn 1.0.96", + "syn 1.0.98", ] [[package]] @@ -4355,12 +4574,12 @@ dependencies = [ [[package]] name = "syn" -version = "1.0.96" +version = "1.0.98" source = "registry+https://github.com/rust-lang/crates.io-index" -checksum = "0748dd251e24453cb8717f0354206b91557e4ec8703673a4b30208f2abaf1ebf" +checksum = "c50aef8a904de4c23c788f104b7dddc7d6f79c647c7c8ce4cc8f73eb0ca773dd" dependencies = [ - "proc-macro2 1.0.39", - "quote 1.0.18", + "proc-macro2 1.0.40", + "quote 1.0.20", "unicode-ident", ] @@ -4380,7 +4599,7 @@ version = "3.3.0" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "5cdb1ef4eaeeaddc8fbd371e5017057064af0911902ef36b39801f67cc6d79e4" dependencies = [ - "cfg-if", + "cfg-if 1.0.0", "fastrand", "libc", "redox_syscall", @@ -4466,9 +4685,9 @@ version = "1.0.31" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "0396bc89e626244658bef819e22d0cc459e795a5ebe878e6ec336d1674a8d79a" dependencies = [ - "proc-macro2 1.0.39", - "quote 1.0.18", - "syn 1.0.96", + "proc-macro2 1.0.40", + "quote 1.0.20", + "syn 1.0.98", ] [[package]] @@ -4484,14 +4703,23 @@ dependencies = [ [[package]] name = "time" -version = "0.3.9" +version = "0.3.11" source = "registry+https://github.com/rust-lang/crates.io-index" -checksum = "c2702e08a7a860f005826c6815dcac101b19b5eb330c27fe4a5928fec1d20ddd" +checksum = "72c91f41dcb2f096c05f0873d667dceec1087ce5bcf984ec8ffb19acddbb3217" dependencies = [ "libc", "num_threads", ] +[[package]] +name = "tiny-keccak" +version = "2.0.2" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "2c9d3793400a45f954c52e73d068316d76b6f4e36977e3fcebb13a2721e80237" +dependencies = [ + "crunchy", +] + [[package]] name = "tinyvec" version = "1.6.0" @@ -4533,9 +4761,9 @@ version = "1.8.0" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "9724f9a975fb987ef7a3cd9be0350edcbe130698af5b8f7a631e23d42d052484" dependencies = [ - "proc-macro2 1.0.39", - "quote 1.0.18", - "syn 1.0.96", + "proc-macro2 1.0.40", + "quote 1.0.20", + "syn 1.0.98", ] [[package]] @@ -4576,6 +4804,21 @@ dependencies = [ "webpki-roots", ] +[[package]] +name = "tokio-util" +version = "0.6.10" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "36943ee01a6d67977dd3f84a5a1d2efeb4ada3a1ae771cadfaa535d9d9fc6507" +dependencies = [ + "bytes", + "futures-core", + "futures-io", + "futures-sink", + "log", + "pin-project-lite", + "tokio", +] + [[package]] name = "tokio-util" version = "0.7.2" @@ -4601,9 +4844,9 @@ dependencies = [ [[package]] name = "tower" -version = "0.4.12" +version = "0.4.13" source = "registry+https://github.com/rust-lang/crates.io-index" -checksum = "9a89fd63ad6adf737582df5db40d286574513c69a11dac5214dc3b5603d6713e" +checksum = "b8fa9be0de6cf49e536ce1851f987bd21a43b771b09473c3549a6c853db37c1c" dependencies = [ "futures-core", "futures-util", @@ -4628,7 +4871,7 @@ dependencies = [ "async-trait", "auto_impl", "bytes", - "dashmap", + "dashmap 5.3.4", "futures", "httparse", "log", @@ -4637,7 +4880,7 @@ dependencies = [ "serde", "serde_json", "tokio", - "tokio-util", + "tokio-util 0.7.2", "tower", "tower-lsp-macros", ] @@ -4648,16 +4891,16 @@ version = "0.6.0" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "7ebd99eec668d0a450c177acbc4d05e0d0d13b1f8d3db13cd706c52cbec4ac04" dependencies = [ - "proc-macro2 1.0.39", - "quote 1.0.18", - "syn 1.0.96", + "proc-macro2 1.0.40", + "quote 1.0.20", + "syn 1.0.98", ] [[package]] name = "tower-service" -version = "0.3.1" +version = "0.3.2" source = "registry+https://github.com/rust-lang/crates.io-index" -checksum = "360dfd1d6d30e05fda32ace2c8c70e9c0a9da713275777f5a4dbb8a1893930c6" +checksum = "b6bc1c9ce2b5135ac7f93c72918fc37feb872bdc6a5533a8b85eb4b86bfdae52" [[package]] name = "tracing" @@ -4665,7 +4908,7 @@ version = "0.1.35" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "a400e31aa60b9d44a52a8ee0343b5b18566b03a8321e0d321f695cf56e940160" dependencies = [ - "cfg-if", + "cfg-if 1.0.0", "pin-project-lite", "tracing-attributes", "tracing-core", @@ -4677,16 +4920,16 @@ version = "0.1.21" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "cc6b8ad3567499f98a1db7a752b07a7c8c7c7c34c332ec00effb2b0027974b7c" dependencies = [ - "proc-macro2 1.0.39", - "quote 1.0.18", - "syn 1.0.96", + "proc-macro2 1.0.40", + "quote 1.0.20", + "syn 1.0.98", ] [[package]] name = "tracing-core" -version = "0.1.27" +version = "0.1.28" source = "registry+https://github.com/rust-lang/crates.io-index" -checksum = "7709595b8878a4965ce5e87ebf880a7d39c9afc6837721b21a5a816a8117d921" +checksum = "7b7358be39f2f274f322d2aaed611acc57f382e8eb1e5b48cb9ae30933495ce7" dependencies = [ "once_cell", ] @@ -4697,16 +4940,16 @@ version = "0.21.2" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "a6d9ba1c6079f6f9b4664e482db1700bd53d2ee77b1c9752c1d7a66c0c8bda99" dependencies = [ - "cfg-if", + "cfg-if 1.0.0", "data-encoding", "futures-channel", "futures-util", "lazy_static", "log", "radix_trie", - "rand", + "rand 0.8.5", "thiserror", - "time 0.3.9", + "time 0.3.11", "tokio", "trust-dns-proto", ] @@ -4718,7 +4961,7 @@ source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "9c31f240f59877c3d4bb3b3ea0ec5a6a0cff07323580ff8c7a605cd7d08b255d" dependencies = [ "async-trait", - "cfg-if", + "cfg-if 1.0.0", "data-encoding", "enum-as-inner", "futures-channel", @@ -4728,7 +4971,7 @@ dependencies = [ "ipnet", "lazy_static", "log", - "rand", + "rand 0.8.5", "serde", "smallvec", "thiserror", @@ -4743,7 +4986,7 @@ version = "0.21.2" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "e4ba72c2ea84515690c9fcef4c6c660bb9df3036ed1051686de84605b74fd558" dependencies = [ - "cfg-if", + "cfg-if 1.0.0", "futures-util", "ipconfig", "lazy_static", @@ -4766,7 +5009,7 @@ checksum = "a395a2e0fd8aac9b4613767a5b4ba4b2040de1b767fa03ace8c9d6f351d60b2d" dependencies = [ "async-trait", "bytes", - "cfg-if", + "cfg-if 1.0.0", "enum-as-inner", "env_logger", "futures-executor", @@ -4774,7 +5017,7 @@ dependencies = [ "log", "serde", "thiserror", - "time 0.3.9", + "time 0.3.11", "tokio", "toml", "trust-dns-client", @@ -4799,7 +5042,7 @@ dependencies = [ "http", "httparse", "log", - "rand", + "rand 0.8.5", "rustls", "sha-1 0.9.8", "thiserror", @@ -4814,8 +5057,8 @@ version = "1.6.2" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "4ee73e6e4924fe940354b8d4d98cad5231175d615cd855b758adc658c0aac6a0" dependencies = [ - "cfg-if", - "rand", + "cfg-if 1.0.0", + "rand 0.8.5", "static_assertions", ] @@ -4907,9 +5150,9 @@ checksum = "5bd2fe26506023ed7b5e1e315add59d6f584c621d037f9368fea9cfb988f368c" [[package]] name = "unicode-normalization" -version = "0.1.19" +version = "0.1.20" source = "registry+https://github.com/rust-lang/crates.io-index" -checksum = "d54590932941a9e9266f0832deed84ebe1bf2e4c9e4a3554d393d18f5e854bf9" +checksum = "81dee68f85cab8cf68dec42158baf3a79a1cdc065a8b103025965d6ccb7f6cbd" dependencies = [ "tinyvec", ] @@ -4995,13 +5238,22 @@ version = "0.2.0" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "936e4b492acfd135421d8dca4b1aa80a7bfc26e702ef3af710e0752684df5372" +[[package]] +name = "uuid" +version = "0.8.2" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "bc5cf98d8186244414c848017f0e2676b3fcb46807f6668a97dfe67359a3c4b7" +dependencies = [ + "getrandom 0.2.7", +] + [[package]] name = "uuid" version = "1.0.0" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "8cfcd319456c4d6ea10087ed423473267e1a071f3bc0aa89f80d60997843c6f0" dependencies = [ - "getrandom", + "getrandom 0.2.7", "serde", ] @@ -5057,6 +5309,12 @@ dependencies = [ "try-lock", ] +[[package]] +name = "wasi" +version = "0.9.0+wasi-snapshot-preview1" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "cccddf32554fecc6acb585f82a32a72e28b48f8c4c1883ddfeeeaa96f7d8e519" + [[package]] name = "wasi" version = "0.10.0+wasi-snapshot-preview1" @@ -5075,7 +5333,7 @@ version = "0.2.81" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "7c53b543413a17a202f4be280a7e5c62a1c69345f5de525ee64f8cfdbc954994" dependencies = [ - "cfg-if", + "cfg-if 1.0.0", "wasm-bindgen-macro", ] @@ -5088,9 +5346,9 @@ dependencies = [ "bumpalo", "lazy_static", "log", - "proc-macro2 1.0.39", - "quote 1.0.18", - "syn 1.0.96", + "proc-macro2 1.0.40", + "quote 1.0.20", + "syn 1.0.98", "wasm-bindgen-shared", ] @@ -5100,7 +5358,7 @@ version = "0.4.31" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "de9a9cec1733468a8c657e57fa2413d2ae2c0129b95e87c5b72b8ace4d13f31f" dependencies = [ - "cfg-if", + "cfg-if 1.0.0", "js-sys", "wasm-bindgen", "web-sys", @@ -5112,7 +5370,7 @@ version = "0.2.81" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "c441e177922bc58f1e12c022624b6216378e5febc2f0533e41ba443d505b80aa" dependencies = [ - "quote 1.0.18", + "quote 1.0.20", "wasm-bindgen-macro-support", ] @@ -5122,9 +5380,9 @@ version = "0.2.81" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "7d94ac45fcf608c1f45ef53e748d35660f168490c10b23704c7779ab8f5c3048" dependencies = [ - "proc-macro2 1.0.39", - "quote 1.0.18", - "syn 1.0.96", + "proc-macro2 1.0.40", + "quote 1.0.20", + "syn 1.0.98", "wasm-bindgen-backend", "wasm-bindgen-shared", ] @@ -5297,86 +5555,43 @@ version = "0.4.0" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "712e227841d057c1ee1cd2fb22fa7e5a5461ae8e48fa2ca79ec42cfc1931183f" -[[package]] -name = "windows-sys" -version = "0.30.0" -source = "registry+https://github.com/rust-lang/crates.io-index" -checksum = "030b7ff91626e57a05ca64a07c481973cbb2db774e4852c9c7ca342408c6a99a" -dependencies = [ - "windows_aarch64_msvc 0.30.0", - "windows_i686_gnu 0.30.0", - "windows_i686_msvc 0.30.0", - "windows_x86_64_gnu 0.30.0", - "windows_x86_64_msvc 0.30.0", -] - [[package]] name = "windows-sys" version = "0.36.1" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "ea04155a16a59f9eab786fe12a4a450e75cdb175f9e0d80da1e17db09f55b8d2" dependencies = [ - "windows_aarch64_msvc 0.36.1", - "windows_i686_gnu 0.36.1", - "windows_i686_msvc 0.36.1", - "windows_x86_64_gnu 0.36.1", - "windows_x86_64_msvc 0.36.1", + "windows_aarch64_msvc", + "windows_i686_gnu", + "windows_i686_msvc", + "windows_x86_64_gnu", + "windows_x86_64_msvc", ] -[[package]] -name = "windows_aarch64_msvc" -version = "0.30.0" -source = "registry+https://github.com/rust-lang/crates.io-index" -checksum = "29277a4435d642f775f63c7d1faeb927adba532886ce0287bd985bffb16b6bca" - [[package]] name = "windows_aarch64_msvc" version = "0.36.1" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "9bb8c3fd39ade2d67e9874ac4f3db21f0d710bee00fe7cab16949ec184eeaa47" -[[package]] -name = "windows_i686_gnu" -version = "0.30.0" -source = "registry+https://github.com/rust-lang/crates.io-index" -checksum = "1145e1989da93956c68d1864f32fb97c8f561a8f89a5125f6a2b7ea75524e4b8" - [[package]] name = "windows_i686_gnu" version = "0.36.1" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "180e6ccf01daf4c426b846dfc66db1fc518f074baa793aa7d9b9aaeffad6a3b6" -[[package]] -name = "windows_i686_msvc" -version = "0.30.0" -source = "registry+https://github.com/rust-lang/crates.io-index" -checksum = "d4a09e3a0d4753b73019db171c1339cd4362c8c44baf1bcea336235e955954a6" - [[package]] name = "windows_i686_msvc" version = "0.36.1" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "e2e7917148b2812d1eeafaeb22a97e4813dfa60a3f8f78ebe204bcc88f12f024" -[[package]] -name = "windows_x86_64_gnu" -version = "0.30.0" -source = "registry+https://github.com/rust-lang/crates.io-index" -checksum = "8ca64fcb0220d58db4c119e050e7af03c69e6f4f415ef69ec1773d9aab422d5a" - [[package]] name = "windows_x86_64_gnu" version = "0.36.1" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "4dcd171b8776c41b97521e5da127a2d86ad280114807d0b2ab1e462bc764d9e1" -[[package]] -name = "windows_x86_64_msvc" -version = "0.30.0" -source = "registry+https://github.com/rust-lang/crates.io-index" -checksum = "08cabc9f0066848fef4bc6a1c1668e6efce38b661d2aeec75d18d8617eebb5f1" - [[package]] name = "windows_x86_64_msvc" version = "0.36.1" @@ -5416,6 +5631,32 @@ version = "1.5.5" source = "registry+https://github.com/rust-lang/crates.io-index" checksum = "94693807d016b2f2d2e14420eb3bfcca689311ff775dcf113d74ea624b7cdf07" +[[package]] +name = "zeromq" +version = "0.3.3" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "667ece59294ccaf617fcf2e5decc9114a06427c1f68990028b9f12d322686bdc" +dependencies = [ + "async-trait", + "asynchronous-codec", + "bytes", + "crossbeam", + "dashmap 3.11.10", + "enum-primitive-derive", + "futures", + "futures-util", + "lazy_static", + "log", + "num-traits", + "parking_lot 0.11.2", + "rand 0.7.3", + "regex", + "thiserror", + "tokio", + "tokio-util 0.6.10", + "uuid 0.8.2", +] + [[package]] name = "zstd" version = "0.11.1+zstd.1.5.2" diff --git a/cli/Cargo.toml b/cli/Cargo.toml index eba22c3e97c766..59ceb17cd42dfd 100644 --- a/cli/Cargo.toml +++ b/cli/Cargo.toml @@ -52,6 +52,7 @@ chrono = "=0.4.19" clap = "=3.1.12" clap_complete = "=3.1.2" clap_complete_fig = "=3.1.5" +data-encoding = "=2.3.2" data-url = "=0.1.1" dissimilar = "=1.0.3" dprint-plugin-json = "=0.15.3" @@ -93,6 +94,7 @@ twox-hash = "=1.6.2" typed-arena = "2.0.1" uuid = { version = "=1.0.0", features = ["v4", "serde"] } walkdir = "=2.3.2" +zeromq = { version = "=0.3.3", default-features = false, features = ["tcp-transport", "tokio-runtime"] } zstd = '=0.11.1' [target.'cfg(windows)'.dependencies] diff --git a/cli/flags.rs b/cli/flags.rs index 383d78a99594b6..947555ea105988 100644 --- a/cli/flags.rs +++ b/cli/flags.rs @@ -132,6 +132,12 @@ pub struct InstallFlags { pub force: bool, } +#[derive(Clone, Debug, PartialEq, Deserialize, Serialize)] +pub struct JupyterFlags { + pub install: bool, + pub conn_file: Option, +} + #[derive(Clone, Debug, PartialEq, Deserialize, Serialize)] pub struct UninstallFlags { pub name: String, @@ -211,6 +217,7 @@ pub enum DenoSubcommand { Fmt(FmtFlags), Info(InfoFlags), Install(InstallFlags), + Jupyter(JupyterFlags), Uninstall(UninstallFlags), Lsp, Lint(LintFlags), @@ -546,6 +553,7 @@ pub fn flags_from_vec(args: Vec) -> clap::Result { Some(("fmt", m)) => fmt_parse(&mut flags, m), Some(("info", m)) => info_parse(&mut flags, m), Some(("install", m)) => install_parse(&mut flags, m), + Some(("jupyter", m)) => jupyter_parse(&mut flags, m), Some(("lint", m)) => lint_parse(&mut flags, m), Some(("lsp", m)) => lsp_parse(&mut flags, m), Some(("repl", m)) => repl_parse(&mut flags, m), @@ -622,6 +630,7 @@ fn clap_root(version: &str) -> Command { .subcommand(fmt_subcommand()) .subcommand(info_subcommand()) .subcommand(install_subcommand()) + .subcommand(jupyter_subcommand()) .subcommand(uninstall_subcommand()) .subcommand(lsp_subcommand()) .subcommand(lint_subcommand()) @@ -1229,6 +1238,22 @@ The installation root is determined, in order of precedence: These must be added to the path manually if required.") } +fn jupyter_subcommand<'a>() -> Command<'a> { + Command::new("jupyter") + .arg( + Arg::new("install") + .long("install") + ) + .arg( + Arg::new("conn") + .long("conn") + .help("Path to JSON file describing connection parameters, provided by Jupyter") + .takes_value(true) + .required(false) + .conflicts_with("install")) + .about("Jupyter kernel") +} + fn uninstall_subcommand<'a>() -> Command<'a> { Command::new("uninstall") .trailing_var_arg(true) @@ -2456,6 +2481,20 @@ fn install_parse(flags: &mut Flags, matches: &clap::ArgMatches) { }); } +fn jupyter_parse(flags: &mut Flags, matches: &clap::ArgMatches) { + let conn_file = if matches.is_present("conn") { + let conn_file = matches.value_of("conn").unwrap(); + Some(PathBuf::from(conn_file)) + } else { + None + }; + + let install = matches.is_present("install"); + + flags.subcommand = + DenoSubcommand::Jupyter(JupyterFlags { install, conn_file }); +} + fn uninstall_parse(flags: &mut Flags, matches: &clap::ArgMatches) { let root = if matches.is_present("root") { let install_root = matches.value_of("root").unwrap(); @@ -5516,6 +5555,43 @@ mod tests { ); } + #[test] + fn jupyter() { + let r = flags_from_vec(svec!["deno", "jupyter", "--install"]); + assert_eq!( + r.unwrap(), + Flags { + subcommand: DenoSubcommand::Jupyter(JupyterFlags { + install: true, + conn_file: None, + }), + ..Flags::default() + } + ); + + let r = + flags_from_vec(svec!["deno", "jupyter", "--conn", "path/to/conn/file"]); + assert_eq!( + r.unwrap(), + Flags { + subcommand: DenoSubcommand::Jupyter(JupyterFlags { + install: false, + conn_file: Some(PathBuf::from("path/to/conn/file")), + }), + ..Flags::default() + } + ); + + let r = flags_from_vec(svec![ + "deno", + "jupyter", + "--install", + "--conn", + "path/to/conn/file" + ]); + r.unwrap_err(); + } + #[test] fn test_config_path_args() { let flags = flags_from_vec(svec!["deno", "run", "foo.js"]).unwrap(); diff --git a/cli/main.rs b/cli/main.rs index d9c4486f4afab0..183ec25ba21e9d 100644 --- a/cli/main.rs +++ b/cli/main.rs @@ -53,6 +53,7 @@ use crate::flags::Flags; use crate::flags::FmtFlags; use crate::flags::InfoFlags; use crate::flags::InstallFlags; +use crate::flags::JupyterFlags; use crate::flags::LintFlags; use crate::flags::ReplFlags; use crate::flags::RunFlags; @@ -530,6 +531,20 @@ async fn install_command( Ok(0) } +async fn jupyter_command( + flags: Flags, + jupyter_flags: JupyterFlags, +) -> Result { + if jupyter_flags.install { + tools::jupyter::install()?; + return Ok(0); + } + + tools::jupyter::kernel(flags, jupyter_flags).await?; + + Ok(0) +} + async fn uninstall_command( uninstall_flags: UninstallFlags, ) -> Result { @@ -1320,6 +1335,9 @@ fn get_subcommand( DenoSubcommand::Install(install_flags) => { install_command(flags, install_flags).boxed_local() } + DenoSubcommand::Jupyter(jupyter_flags) => { + jupyter_command(flags, jupyter_flags).boxed_local() + } DenoSubcommand::Uninstall(uninstall_flags) => { uninstall_command(uninstall_flags).boxed_local() } diff --git a/cli/tests/testdata/jupyter/test.html b/cli/tests/testdata/jupyter/test.html new file mode 100644 index 00000000000000..bbfcdcc1e54269 --- /dev/null +++ b/cli/tests/testdata/jupyter/test.html @@ -0,0 +1,2 @@ +

Dummy Heading

+Dummy text. \ No newline at end of file diff --git a/cli/tests/testdata/jupyter/test.jpeg b/cli/tests/testdata/jupyter/test.jpeg new file mode 100644 index 00000000000000..1e519b6a08062a Binary files /dev/null and b/cli/tests/testdata/jupyter/test.jpeg differ diff --git a/cli/tests/testdata/jupyter/test.pdf b/cli/tests/testdata/jupyter/test.pdf new file mode 100644 index 00000000000000..774c2ea70c5510 Binary files /dev/null and b/cli/tests/testdata/jupyter/test.pdf differ diff --git a/cli/tests/testdata/jupyter/test.png b/cli/tests/testdata/jupyter/test.png new file mode 100644 index 00000000000000..3b8a8f148140f3 Binary files /dev/null and b/cli/tests/testdata/jupyter/test.png differ diff --git a/cli/tests/testdata/jupyter/test.svg b/cli/tests/testdata/jupyter/test.svg new file mode 100644 index 00000000000000..5cbb1d25c355c2 --- /dev/null +++ b/cli/tests/testdata/jupyter/test.svg @@ -0,0 +1,11 @@ + + + + + + diff --git a/cli/tools/jupyter/comm.rs b/cli/tools/jupyter/comm.rs new file mode 100644 index 00000000000000..8d7a1f7c02d298 --- /dev/null +++ b/cli/tools/jupyter/comm.rs @@ -0,0 +1,141 @@ +// Copyright 2018-2021 the Deno authors. All rights reserved. MIT license. + +use deno_core::error::AnyError; +use ring::hmac; +use zeromq::prelude::*; +use zeromq::util::PeerIdentity; +use zeromq::SocketOptions; + +use super::hmac_verify; +use super::ReplyMessage; +use super::RequestMessage; +use super::SideEffectMessage; + +pub struct PubComm { + conn_str: String, + identity: String, + hmac_key: hmac::Key, + socket: zeromq::PubSocket, +} + +// TODO(apowers313) connect and send look like traits shared with DealerComm +impl PubComm { + pub fn new(conn_str: String, identity: String, hmac_key: hmac::Key) -> Self { + println!("iopub connection: {}", conn_str); + let peer_identity = + PeerIdentity::try_from(identity.as_bytes().to_vec()).unwrap(); + let mut options = SocketOptions::default(); + options.peer_identity(peer_identity); + + Self { + conn_str, + identity, + hmac_key, + socket: zeromq::PubSocket::with_options(options), + } + } + + pub async fn connect(&mut self) -> Result<(), AnyError> { + self.socket.bind(&self.conn_str).await?; + + Ok(()) + } + + pub async fn send(&mut self, msg: SideEffectMessage) -> Result<(), AnyError> { + log::debug!("==> IoPub SENDING: {:#?}", msg); + let zmq_msg = msg.serialize(&self.hmac_key); + self.socket.send(zmq_msg).await?; + Ok(()) + } +} + +pub struct DealerComm { + name: String, + conn_str: String, + identity: String, + hmac_key: hmac::Key, + socket: zeromq::DealerSocket, +} + +impl DealerComm { + pub fn new( + name: &str, + conn_str: String, + identity: String, + hmac_key: hmac::Key, + ) -> Self { + println!("dealer '{}' connection: {}", name, conn_str); + let peer_identity = + PeerIdentity::try_from(identity.as_bytes().to_vec()).unwrap(); + let mut options = SocketOptions::default(); + options.peer_identity(peer_identity); + + Self { + name: name.to_string(), + conn_str, + identity, + hmac_key, + socket: zeromq::DealerSocket::with_options(options), + } + } + + pub async fn connect(&mut self) -> Result<(), AnyError> { + self.socket.bind(&self.conn_str).await?; + + Ok(()) + } + + pub async fn recv(&mut self) -> Result { + let zmq_msg = self.socket.recv().await?; + + hmac_verify( + &self.hmac_key, + zmq_msg.get(1).unwrap(), + zmq_msg.get(2).unwrap(), + zmq_msg.get(3).unwrap(), + zmq_msg.get(4).unwrap(), + zmq_msg.get(5).unwrap(), + )?; + + let jup_msg = RequestMessage::try_from(zmq_msg)?; + log::debug!("<== {} RECEIVING: {:#?}", self.name, jup_msg); + Ok(jup_msg) + } + + pub async fn send(&mut self, msg: ReplyMessage) -> Result<(), AnyError> { + log::debug!("==> {} SENDING: {:#?}", self.name, msg); + let zmq_msg = msg.serialize(&self.hmac_key); + self.socket.send(zmq_msg).await?; + log::debug!("==> {} SENT", self.name); + Ok(()) + } +} + +pub struct HbComm { + conn_str: String, + socket: zeromq::RepSocket, +} + +impl HbComm { + pub fn new(conn_str: String) -> Self { + println!("hb connection: {}", conn_str); + Self { + conn_str, + socket: zeromq::RepSocket::new(), + } + } + + pub async fn connect(&mut self) -> Result<(), AnyError> { + self.socket.bind(&self.conn_str).await?; + + Ok(()) + } + + pub async fn heartbeat(&mut self) -> Result<(), AnyError> { + let msg = self.socket.recv().await?; + println!("<== heartbeat received"); + self.socket.send(msg).await?; + println!("==> heartbeat sent"); + Ok(()) + } +} diff --git a/cli/tools/jupyter/install.rs b/cli/tools/jupyter/install.rs new file mode 100644 index 00000000000000..2f72ed80093d43 --- /dev/null +++ b/cli/tools/jupyter/install.rs @@ -0,0 +1,54 @@ +// Copyright 2018-2021 the Deno authors. All rights reserved. MIT license. + +use deno_core::error::AnyError; +use deno_core::serde_json; +use deno_core::serde_json::json; +use secure_tempfile::TempDir; +use std::env::current_exe; + +pub fn install() -> Result<(), AnyError> { + let temp_dir = TempDir::new().unwrap(); + let kernel_json_path = temp_dir.path().join("kernel.json"); + + // TODO(bartlomieju): add remaining fields as per + // https://jupyter-client.readthedocs.io/en/stable/kernels.html#kernel-specs + // FIXME(bartlomieju): replace `current_exe` + let json_data = json!({ + "argv": [current_exe().unwrap().to_string_lossy(), "--unstable", "jupyter", "--conn", "{connection_file}"], + "display_name": "Deno", + "language": "typescript", + }); + + let f = std::fs::File::create(kernel_json_path)?; + serde_json::to_writer_pretty(f, &json_data)?; + + let child_result = std::process::Command::new("jupyter") + .args([ + "kernelspec", + "install", + "--name", + "deno", + &temp_dir.path().to_string_lossy(), + ]) + .spawn(); + + // TODO(bartlomieju): copy icons the the kernelspec directory + + if let Ok(mut child) = child_result { + let wait_result = child.wait(); + match wait_result { + Ok(status) => { + if !status.success() { + eprintln!("Failed to install kernelspec, try again."); + } + } + Err(err) => { + eprintln!("Failed to install kernelspec: {}", err); + } + } + } + + let _ = std::fs::remove_dir(temp_dir); + println!("Deno kernelspec installed successfully."); + Ok(()) +} diff --git a/cli/tools/jupyter/message_types.rs b/cli/tools/jupyter/message_types.rs new file mode 100644 index 00000000000000..cfcab9e7821b7b --- /dev/null +++ b/cli/tools/jupyter/message_types.rs @@ -0,0 +1,603 @@ +// Copyright 2018-2021 the Deno authors. All rights reserved. MIT license. + +use data_encoding::HEXLOWER; +use deno_core::error::AnyError; +use deno_core::serde::Deserialize; +use deno_core::serde::Serialize; +use deno_core::serde_json; +use deno_core::serde_json::json; +use deno_core::serde_json::Value; +use ring::hmac; +use zeromq::prelude::*; +use zeromq::ZmqMessage; + +const DELIMITER: &str = ""; + +#[derive(Clone, Debug)] +pub struct RequestMessage { + pub header: MessageHeader, + pub parent_header: Option<()>, + pub metadata: RequestMetadata, + pub content: RequestContent, +} + +impl RequestMessage { + pub fn new( + header: MessageHeader, + metadata: RequestMetadata, + content: RequestContent, + ) -> Self { + Self { + header, + parent_header: None, + metadata, + content, + } + } +} + +impl TryFrom for RequestMessage { + type Error = AnyError; + + fn try_from(zmq_msg: ZmqMessage) -> Result { + // TODO(apowers313) make all unwraps recoverable errors + let header_bytes = zmq_msg.get(2).unwrap(); + let metadata_bytes = zmq_msg.get(4).unwrap(); + let content_bytes = zmq_msg.get(5).unwrap(); + + let header: MessageHeader = serde_json::from_slice(header_bytes).unwrap(); + let msg_type = header.msg_type.clone(); + + // TODO(apowers313) refactor to an unwrap function to handles unwrapping based on different protocol versions + let mc = match msg_type.as_ref() { + "kernel_info_request" => (RequestMetadata::Empty, RequestContent::Empty), + "execute_request" => ( + RequestMetadata::Empty, + RequestContent::Execute(serde_json::from_slice(content_bytes).unwrap()), + ), + _ => (RequestMetadata::Empty, RequestContent::Empty), + }; + + let rm = RequestMessage::new(header, mc.0, mc.1); + log::debug!("<== RECEIVING MSG [{}]: {:#?}", msg_type, rm); + + Ok(rm) + } +} + +#[derive(Debug)] +pub struct ReplyMessage { + pub header: MessageHeader, + pub parent_header: MessageHeader, + pub metadata: ReplyMetadata, + pub content: ReplyContent, +} + +impl ReplyMessage { + pub fn new( + comm_ctx: &CommContext, + msg_type: &str, + metadata: ReplyMetadata, + content: ReplyContent, + ) -> Self { + Self { + header: MessageHeader::new( + msg_type, + comm_ctx.message.header.session.clone(), + ), + parent_header: comm_ctx.message.header.clone(), + metadata, + content, + } + } + + pub fn serialize(&self, hmac_key: &hmac::Key) -> ZmqMessage { + // TODO(apowers313) convert unwrap() to recoverable error + let header = serde_json::to_string(&self.header).unwrap(); + let parent_header = serde_json::to_string(&self.parent_header).unwrap(); + let metadata = serde_json::to_string(&self.metadata).unwrap(); + let metadata = match &self.metadata { + ReplyMetadata::Empty => serde_json::to_string(&json!({})).unwrap(), + }; + let content = match &self.content { + ReplyContent::Empty => serde_json::to_string(&json!({})).unwrap(), + // reply messages + ReplyContent::KernelInfo(c) => serde_json::to_string(&c).unwrap(), + ReplyContent::ExecuteReply(c) => serde_json::to_string(&c).unwrap(), + ReplyContent::ExecuteError(c) => serde_json::to_string(&c).unwrap(), + // side effects + ReplyContent::Status(c) => serde_json::to_string(&c).unwrap(), + ReplyContent::Stream(c) => serde_json::to_string(&c).unwrap(), + ReplyContent::ExecuteInput(c) => serde_json::to_string(&c).unwrap(), + ReplyContent::ExecuteResult(c) => serde_json::to_string(&c).unwrap(), + ReplyContent::Error(c) => serde_json::to_string(&c).unwrap(), + ReplyContent::DisplayData(c) => serde_json::to_string(&c).unwrap(), + }; + + let hmac = + hmac_sign(hmac_key, &header, &parent_header, &metadata, &content); + + let mut zmq_msg = ZmqMessage::from(DELIMITER); + zmq_msg.push_back(hmac.into()); + zmq_msg.push_back(header.into()); + zmq_msg.push_back(parent_header.into()); + zmq_msg.push_back(metadata.into()); + zmq_msg.push_back(content.into()); + log::debug!( + "==> SENDING MSG [{}]: {:#?}", + &self.header.msg_type, + zmq_msg + ); + + zmq_msg + } +} + +// side effects messages sent on IOPub look lik ReplyMessages (for now?) +pub type SideEffectMessage = ReplyMessage; + +#[derive(Clone, Debug)] +pub struct CommContext { + pub message: RequestMessage, +} + +#[derive(Debug, Deserialize, Serialize, Clone)] +pub struct MessageHeader { + pub msg_id: String, + pub session: String, + pub username: String, + // TODO(apowers313) -- date as an Option is to address a Jupyter bug + // see also: https://github.com/jupyter/notebook/issues/6257 + #[serde(default = "missing_date")] + pub date: String, + pub msg_type: String, + pub version: String, +} + +impl MessageHeader { + pub fn new(msg_type: &str, session: String) -> Self { + let now = std::time::SystemTime::now(); + let now: chrono::DateTime = now.into(); + let now = now.to_rfc3339(); + + Self { + msg_id: uuid::Uuid::new_v4().to_string(), + session, + // FIXME: + username: "".to_string(), + date: now, + msg_type: msg_type.to_string(), + // TODO: this should be taken from a global, + version: "5.3".to_string(), + } + } +} + +fn missing_date() -> String { + "1970-01-01T00:00:00+00:00".to_string() +} + +// /* ***************** +// * SHELL MESSAGES +// * *****************/ +// Shell Request Message Types +// "execute_request" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#execute +// "inspect_request" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#introspection +// "complete_request" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#completion +// "history_request" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#history +// "is_complete_request" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#code-completeness +// "comm_info_request" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#comm-info +// "kernel_info_request" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#kernel-info + +// Shell Reply Message Types +// "execute_reply" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#execution-results +// "inspect_reply" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#introspection +// "complete_reply" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#completion +// "history_reply" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#history +// "is_complete_reply" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#code-completeness +// "comm_info_reply" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#comm-info +// "kernel_info_reply" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#kernel-info + +#[derive(Clone, Debug, Serialize, Deserialize)] +pub enum RequestContent { + Empty, + Execute(ExecuteRequestContent), +} + +#[derive(Debug, Serialize, Deserialize)] +pub enum ReplyContent { + Empty, + // Reply Messages + KernelInfo(KernelInfoReplyContent), + ExecuteReply(ExecuteReplyContent), + ExecuteError(ExecuteErrorContent), + // Side Effects + Status(KernelStatusContent), + Stream(StreamContent), + ExecuteInput(ExecuteInputContent), + ExecuteResult(ExecuteResultContent), + Error(ErrorContent), + DisplayData(DisplayDataContent), +} + +#[derive(Clone, Debug, Serialize, Deserialize)] +pub enum RequestMetadata { + Empty, + Unknown(Value), +} + +#[derive(Debug, Serialize, Deserialize)] +pub enum ReplyMetadata { + Empty, +} + +//// https://jupyter-client.readthedocs.io/en/latest/messaging.html#execute +#[derive(Clone, Debug, Serialize, Deserialize)] +pub struct ExecuteRequestContent { + pub code: String, + pub silent: bool, + pub store_history: bool, + pub user_expressions: Value, + pub allow_stdin: bool, + pub stop_on_error: bool, +} + +//// https://jupyter-client.readthedocs.io/en/latest/messaging.html#execution-results +#[derive(Debug, Serialize, Deserialize)] +pub struct ExecuteReplyContent { + pub status: String, + pub execution_count: u32, + // These two fields are unused + pub payload: Vec, + // #[serde(skip_serializing_if = "Option::is_none")] + pub user_expressions: Value, +} + +//// https://jupyter-client.readthedocs.io/en/latest/messaging.html#introspection +pub struct InspectRequestContent { + pub code: String, + pub cursor_pos: u32, + pub detail_level: u8, // 0 = Low, 1 = High +} + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#introspection +pub struct InspectReplyContent { + pub status: String, + pub found: bool, + pub data: Option, + pub metadata: Option, +} + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#completion +pub struct CompleteRequestContent { + pub code: String, + pub cursor_pos: u32, +} + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#completion +pub struct CompleteReplyContent { + pub status: String, + pub matches: Option, + pub cursor_start: u32, + pub cursor_end: u32, + pub metadata: Option, +} + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#history +pub struct HistoryRequestContent { + pub output: bool, + pub raw: bool, + pub hist_access_type: String, // "range" | "tail" | "search" + pub session: u32, + pub start: u32, + pub stop: u32, + pub n: u32, +} + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#history +pub struct HistoryReplyContent { + pub status: String, + pub history: Option, +} + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#code-completeness +pub struct CodeCompleteRequestContent { + pub code: String, +} + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#code-completeness +pub struct CodeCompleteReplyContent { + pub status: String, // "complete" | "incomplete" | "invalid" | "unknown" + pub indent: String, +} + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#comm-info +pub struct CommInfoRequestContent { + pub target_name: String, +} + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#comm-info +pub struct CommInfoReplyContent { + pub status: String, + pub comms: Option, +} + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#kernel-info +// pub struct KernelInfoRequest {} // empty + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#kernel-info +#[derive(Debug, Serialize, Deserialize)] +pub struct KernelInfoReplyContent { + pub status: String, + pub protocol_version: String, + pub implementation: String, + pub implementation_version: String, + pub language_info: KernelLanguageInfo, + pub banner: String, + pub debugger: bool, + pub help_links: Vec, +} + +//// https://jupyter-client.readthedocs.io/en/latest/messaging.html#kernel-info +/// +/// `pygments_lexer`, `codemirror_more` and `nvconvert_exporter` are omitted. +#[derive(Debug, Serialize, Deserialize)] +pub struct KernelLanguageInfo { + pub name: String, + pub version: String, + pub mimetype: String, + pub file_extension: String, +} + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#kernel-info +#[derive(Debug, Serialize, Deserialize)] +pub struct KernelHelpLink { + pub text: String, + pub url: String, +} + +/* ***************** + * CONTROL MESSAGES + * *****************/ + +// Control Request Message Types +// "shutdown_request" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#kernel-shutdown +// "interrupt_request" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#kernel-interrupt +// "debug_request" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#debug-request + +// Control Reply Message Types +// "shutdown_reply" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#kernel-shutdown +// "interrupt_reply" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#kernel-interrupt +// "debug_reply" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#debug-request + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#kernel-shutdown +pub struct ShutdownRequestContent { + pub restart: bool, +} + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#kernel-shutdown +pub struct ShutdownReplyContent { + pub status: String, + pub restart: bool, +} + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#kernel-interrupt +// pub struct InterruptRequestContent {} // empty + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#kernel-interrupt +pub struct InterruptReplyContent { + pub status: String, +} + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#debug-request +// pub struct DebugRequestContent {} // See Debug Adapter Protocol (DAP) 1.39 or later + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#debug-request +// pub struct DebugReplyContent {} // See Debug Adapter Protocol (DAP) 1.39 or later + +/* ***************** + * IOPUB MESSAGES + * *****************/ +// Io Pub Message Types +// "stream" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#streams-stdout-stderr-etc +// "display_data" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#display-data +// "update_display_data" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#update-display-data +// "execute_input" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#code-inputs +// "execute_result" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#id6 +// "error" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#execution-errors +// "status" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#kernel-status +// "clear_output" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#clear-output +// "debug_event" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#debug-event +// "comm_open" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#opening-a-comm +// "comm_msg" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#comm-messages +// "comm_close" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#tearing-down-comms + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#request-reply +#[derive(Debug, Serialize, Deserialize)] +pub struct ErrorContent { + pub ename: String, + pub evalue: String, + pub traceback: Vec, +} + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#request-reply +// #[derive(Debug, Serialize, Deserialize)] +// pub struct StatusContent { +// status: String, // "ok" | "abort" +// } + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#streams-stdout-stderr-etc +#[derive(Debug, Serialize, Deserialize)] +pub struct StreamContent { + pub name: String, // "stdout" | "stderr" + pub text: String, +} + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#display-data +#[derive(Debug, Serialize, Deserialize)] +pub struct DisplayDataContent { + pub data: Value, + pub metadata: Value, + pub transient: Value, +} + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#update-display-data +// pub struct UpdateDisplayDataContent {} // same as DisplayDataContent + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#code-inputs +#[derive(Debug, Serialize, Deserialize)] +pub struct ExecuteInputContent { + pub code: String, + pub execution_count: u32, +} + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#id6 +#[derive(Debug, Serialize, Deserialize)] +pub struct ExecuteResultContent { + pub execution_count: u32, + pub data: Value, + pub metadata: Value, +} + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#execution-errors +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#messages-on-the-shell-router-dealer-channel +#[derive(Debug, Serialize, Deserialize)] +pub struct ExecuteErrorContent { + pub execution_count: u32, + pub status: String, + pub payload: Vec, + pub user_expressions: Value, + // XXX: the spec says one thing and the ipykernal does another... the following three fields are included by the ipykernel + pub ename: String, + pub evalue: String, + pub traceback: Vec, +} + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#kernel-status +#[derive(Debug, Serialize, Deserialize)] +pub struct KernelStatusContent { + pub execution_state: String, // "busy" | "idle" | "starting" +} + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#clear-output +pub struct ClearOutputContent { + pub wait: bool, +} + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#debug-event +// pub struct DebugEventContent {} // see Event message from the Debug Adapter Protocol (DAP) + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#opening-a-comm +pub struct CommOpenMessage { + pub comm_id: uuid::Uuid, + pub target_name: String, + pub data: Option, +} + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#comm-messages +pub struct CommMsgMessage { + pub comm_id: uuid::Uuid, + pub data: Option, +} + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#comm-messages +pub struct CommCloseMessage { + pub comm_id: uuid::Uuid, + pub data: Option, +} + +/* ***************** + * STDIN MESSAGES + * *****************/ +// Stdin Request Message Types +// "input_request" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#messages-on-the-stdin-router-dealer-channel + +// Stdin Reply Message Types +// "input_reply" /// https://jupyter-client.readthedocs.io/en/latest/messaging.html#messages-on-the-stdin-router-dealer-channel + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#messages-on-the-stdin-router-dealer-channel +pub struct InputRequestContent { + pub prompt: String, + pub password: bool, +} + +/// https://jupyter-client.readthedocs.io/en/latest/messaging.html#messages-on-the-stdin-router-dealer-channel +pub struct InputReplyContent { + pub value: String, +} + +fn hmac_sign( + key: &hmac::Key, + header: &str, + parent_header: &str, + metadata: &str, + content: &str, +) -> String { + let mut hmac_ctx = hmac::Context::with_key(key); + hmac_ctx.update(header.as_bytes()); + hmac_ctx.update(parent_header.as_bytes()); + hmac_ctx.update(metadata.as_bytes()); + hmac_ctx.update(content.as_bytes()); + let tag = hmac_ctx.sign(); + let sig = HEXLOWER.encode(tag.as_ref()); + sig +} + +pub fn hmac_verify( + key: &hmac::Key, + expected_signature: &[u8], + header: &[u8], + parent_header: &[u8], + metadata: &[u8], + content: &[u8], +) -> Result<(), AnyError> { + let mut msg = Vec::::new(); + msg.extend(header); + msg.extend(parent_header); + msg.extend(metadata); + msg.extend(content); + let sig = HEXLOWER.decode(expected_signature)?; + hmac::verify(key, msg.as_ref(), sig.as_ref())?; + Ok(()) +} + +#[test] +fn hmac_verify_test() { + let key_value = "1f5cec86-8eaa942eef7f5a35b51ddcf5"; + let key = hmac::Key::new(hmac::HMAC_SHA256, key_value.as_ref()); + + let expected_signature = + "43a5c45062e0b6bcc59c727f90165ad1d2eb02e1c5317aa25c2c2049d96d3b6a" + .as_bytes() + .to_vec(); + let header = "{\"msg_id\":\"c0fd20872c1b4d1c87e7fc814b75c93e_0\",\"msg_type\":\"kernel_info_request\",\"username\":\"ampower\",\"session\":\"c0fd20872c1b4d1c87e7fc814b75c93e\",\"date\":\"2021-12-10T06:20:40.259695Z\",\"version\":\"5.3\"}".as_bytes().to_vec(); + let parent_header = "{}".as_bytes().to_vec(); + let metadata = "{}".as_bytes().to_vec(); + let content = "{}".as_bytes().to_vec(); + + let result = hmac_verify( + &key, + &expected_signature, + &header, + &parent_header, + &metadata, + &content, + ); + + assert!(result.is_ok(), "signature validation failed"); +} + +#[test] +fn hmac_sign_test() { + let key_value = "1f5cec86-8eaa942eef7f5a35b51ddcf5"; + let key = hmac::Key::new(hmac::HMAC_SHA256, key_value.as_ref()); + let header = "{\"msg_id\":\"c0fd20872c1b4d1c87e7fc814b75c93e_0\",\"msg_type\":\"kernel_info_request\",\"username\":\"ampower\",\"session\":\"c0fd20872c1b4d1c87e7fc814b75c93e\",\"date\":\"2021-12-10T06:20:40.259695Z\",\"version\":\"5.3\"}"; + let parent_header = "{}"; + let metadata = "{}"; + let content = "{}"; + let sig = hmac_sign(&key, header, parent_header, metadata, content); + assert_eq!( + sig, + "43a5c45062e0b6bcc59c727f90165ad1d2eb02e1c5317aa25c2c2049d96d3b6a" + ); +} diff --git a/cli/tools/jupyter/mod.rs b/cli/tools/jupyter/mod.rs new file mode 100644 index 00000000000000..b27ca08b5dc7fa --- /dev/null +++ b/cli/tools/jupyter/mod.rs @@ -0,0 +1,1001 @@ +// Copyright 2018-2021 the Deno authors. All rights reserved. MIT license. + +// TODO(bartlomieju): remove me +#![allow(unused)] + +use crate::create_main_worker; +use crate::flags::Flags; +use crate::flags::JupyterFlags; +use crate::logger; +use crate::proc_state::ProcState; +use crate::tools::repl::EvaluationOutput; +use crate::tools::repl::ReplSession; +use base64; +use data_encoding::HEXLOWER; +use deno_core::anyhow::anyhow; +use deno_core::anyhow::Context; +use deno_core::error::generic_error; +use deno_core::error::AnyError; +use deno_core::futures::channel::mpsc; +use deno_core::futures::channel::mpsc::UnboundedReceiver; +use deno_core::futures::channel::mpsc::UnboundedSender; +use deno_core::futures::SinkExt; +use deno_core::futures::StreamExt; +use deno_core::op; +use deno_core::resolve_url_or_path; +use deno_core::serde::Deserialize; +use deno_core::serde::Serialize; +use deno_core::serde_json; +use deno_core::serde_json::json; +use deno_core::serde_json::Value; +use deno_core::Extension; +use deno_core::JsRuntime; +use deno_core::OpState; +use deno_core::ZeroCopyBuf; +use deno_runtime::permissions::Permissions; +use deno_runtime::worker::MainWorker; +use ring::hmac; +use secure_tempfile::TempDir; +use std::collections::HashMap; +use std::env::current_exe; +use std::sync::Arc; +use std::time::Duration; +use tokio::join; +use tokio::time::sleep; +use zeromq::prelude::*; +use zeromq::ZmqMessage; + +mod comm; +mod install; +mod message_types; + +use comm::DealerComm; +use comm::HbComm; +use comm::PubComm; +pub use install::install; +use message_types::*; + +pub async fn kernel( + flags: Flags, + jupyter_flags: JupyterFlags, +) -> Result<(), AnyError> { + if jupyter_flags.conn_file.is_none() { + return Err(generic_error("Missing --conn flag")); + } + + // This env var might be set by notebook + if std::env::var("DEBUG").is_ok() { + logger::init(Some(log::Level::Debug)); + } + + let conn_file_path = jupyter_flags.conn_file.unwrap(); + + let mut kernel = Kernel::new(flags, conn_file_path.to_str().unwrap()).await?; + println!("[DENO] kernel created: {:#?}", kernel.identity); + + println!("running kernel..."); + kernel.run().await; + println!("done running kernel."); + + Ok(()) +} + +#[derive(Clone, Copy, Debug, PartialEq)] +enum KernelState { + Busy, + Idle, + Starting, +} + +struct Kernel { + metadata: KernelMetadata, + conn_spec: ConnectionSpec, + state: KernelState, + iopub_comm: PubComm, + shell_comm: DealerComm, + control_comm: DealerComm, + stdin_comm: DealerComm, + hb_comm: HbComm, + identity: String, + execution_count: u32, + repl_session: ReplSession, + stdio_rx: WorkerCommReceiver, + last_comm_ctx: Option, +} + +#[derive(Copy, Clone, Debug)] +enum HandlerType { + Shell, + Control, + Stdin, +} + +type WorkerCommSender = UnboundedSender; +type WorkerCommReceiver = UnboundedReceiver; + +enum WorkerCommMsg { + Stderr(String), + Stdout(String), + Display(String, ZeroCopyBuf, Option, Option), +} + +fn jupyter_extension(sender: WorkerCommSender) -> Extension { + Extension::builder() + .ops(vec![op_jupyter_display::decl()]) + .middleware(|op| match op.name { + "op_print" => op_print::decl(), + _ => op, + }) + .state(move |state| { + state.put(sender.clone()); + Ok(()) + }) + .build() +} + +#[derive(Deserialize, Debug)] +#[serde(rename_all = "camelCase")] +pub struct DisplayArgs { + mime_type: String, + data_format: Option, + metadata: Option, +} + +#[op] +pub fn op_jupyter_display( + state: &mut OpState, + args: DisplayArgs, + data: Option, +) -> Result<(), AnyError> { + let d = match data { + Some(x) => x, + None => return Err(anyhow!("op_jupyter_display missing 'data' argument")), + }; + + let mut sender = state.borrow_mut::(); + sender.unbounded_send(WorkerCommMsg::Display( + args.mime_type, + d, + args.data_format, + args.metadata, + )); + + Ok(()) +} + +#[op] +pub fn op_print( + state: &mut OpState, + msg: String, + is_err: bool, +) -> Result<(), AnyError> { + let mut sender = state.borrow_mut::(); + + if is_err { + let r = sender.unbounded_send(WorkerCommMsg::Stderr(msg)); + } else { + let r = sender.unbounded_send(WorkerCommMsg::Stdout(msg)); + } + Ok(()) +} + +impl Kernel { + async fn new(flags: Flags, conn_file_path: &str) -> Result { + let conn_file = + std::fs::read_to_string(conn_file_path).with_context(|| { + format!("Couldn't read connection file: {}", conn_file_path) + })?; + let spec: ConnectionSpec = + serde_json::from_str(&conn_file).with_context(|| { + format!("Connection file isn't proper JSON: {}", conn_file_path) + })?; + + println!("[DENO] parsed conn file: {:#?}", spec); + + let execution_count = 0; + let identity = uuid::Uuid::new_v4().to_string(); + let hmac_key = hmac::Key::new(hmac::HMAC_SHA256, spec.key.as_ref()); + let metadata = KernelMetadata::default(); + let iopub_comm = PubComm::new( + create_conn_str(&spec.transport, &spec.ip, spec.iopub_port), + identity.clone(), + hmac_key.clone(), + ); + let shell_comm = DealerComm::new( + "shell", + create_conn_str(&spec.transport, &spec.ip, spec.shell_port), + identity.clone(), + hmac_key.clone(), + ); + let control_comm = DealerComm::new( + "control", + create_conn_str(&spec.transport, &spec.ip, spec.control_port), + identity.clone(), + hmac_key.clone(), + ); + let stdin_comm = DealerComm::new( + "stdin", + create_conn_str(&spec.transport, &spec.ip, spec.stdin_port), + identity.clone(), + hmac_key, + ); + let hb_comm = + HbComm::new(create_conn_str(&spec.transport, &spec.ip, spec.hb_port)); + + let (stdio_tx, stdio_rx) = mpsc::unbounded(); + let main_module = resolve_url_or_path("./$deno$jupyter.ts").unwrap(); + // TODO(bartlomieju): should we run with all permissions? + let permissions = Permissions::allow_all(); + let ps = ProcState::build(Arc::new(flags.clone())).await?; + let mut worker = create_main_worker( + &ps, + main_module.clone(), + permissions, + vec![jupyter_extension(stdio_tx)], + Default::default(), + ); + + let repl_session = ReplSession::initialize(worker).await?; + + let kernel = Self { + metadata, + conn_spec: spec, + state: KernelState::Idle, + iopub_comm, + shell_comm, + control_comm, + stdin_comm, + hb_comm, + identity, + execution_count, + repl_session, + stdio_rx, + last_comm_ctx: None, + }; + + Ok(kernel) + } + + async fn run(&mut self) -> Result<(), AnyError> { + println!("Connecting to iopub"); + self.iopub_comm.connect().await?; + println!("Connected to iopub"); + println!("Connecting to shell"); + self.shell_comm.connect().await?; + println!("Connected to shell"); + println!("Connecting to control"); + self.control_comm.connect().await?; + println!("Connected to control"); + println!("Connecting to stdin"); + self.stdin_comm.connect().await?; + println!("Connected to stdin"); + println!("Connecting to heartbeat"); + self.hb_comm.connect().await?; + println!("Connected to heartbeat"); + + let mut poll_worker = true; + loop { + tokio::select! { + shell_msg_result = self.shell_comm.recv() => { + self.handler(HandlerType::Shell, shell_msg_result).await; + poll_worker = true; + }, + control_msg_result = self.control_comm.recv() => { + self.handler(HandlerType::Control, control_msg_result).await; + poll_worker = true; + }, + stdin_msg_result = self.stdin_comm.recv() => { + self.handler(HandlerType::Stdin, stdin_msg_result).await; + poll_worker = true; + }, + maybe_stdio_proxy_msg = self.stdio_rx.next() => { + if let Some(stdio_proxy_msg) = maybe_stdio_proxy_msg { + self.worker_comm_handler(stdio_proxy_msg).await; + } + }, + heartbeat_result = self.hb_comm.heartbeat() => { + if let Err(e) = heartbeat_result { + println!("[heartbeat] error: {}", e); + } + }, + _ = self.repl_session.run_event_loop(), if poll_worker => { + poll_worker = false; + } + } + } + } + + async fn handler( + &mut self, + handler_type: HandlerType, + recv_result: Result, + ) { + let req_msg = match recv_result { + Ok(m) => m, + Err(e) => { + println!("error receiving msg: {}", e); + return; + } + }; + + let comm_ctx = CommContext { message: req_msg }; + self.last_comm_ctx = Some(comm_ctx.clone()); + + println!("[DENO] set_state busy {:#?}", handler_type); + self.set_state(&comm_ctx, KernelState::Busy).await; + + let major_version = &comm_ctx.message.header.version.to_string()[0..1]; + let res = match (handler_type, major_version) { + // TODO(apowers313) implement new and old Jupyter protocols here + (HandlerType::Shell, "5") => self.shell_handler(&comm_ctx).await, + (HandlerType::Control, "5") => self.control_handler(&comm_ctx), + (HandlerType::Stdin, "5") => self.stdin_handler(&comm_ctx), + _ => Err(anyhow!( + "No handler for message: '{}' v{}", + comm_ctx.message.header.msg_type, + major_version + )), + }; + + match res { + Ok(_) => {} + Err(e) => { + println!( + "Error handling packet '{}': {}", + comm_ctx.message.header.msg_type, e + ); + } + }; + + println!("[DENO] set_state idle {:#?}", handler_type); + self.set_state(&comm_ctx, KernelState::Idle).await; + } + + async fn worker_comm_handler( + &mut self, + worker_msg: WorkerCommMsg, + ) -> Result<(), AnyError> { + let comm_ctx = match self.last_comm_ctx.clone() { + Some(cc) => cc, + None => { + return Err(anyhow!( + "Received stdio message, but there is no last CommContext" + )); + } + }; + + match worker_msg { + WorkerCommMsg::Stdout(s) => { + self + .send_stdio(&comm_ctx, StdioType::Stdout, s.as_ref()) + .await?; + } + WorkerCommMsg::Stderr(s) => { + self + .send_stdio(&comm_ctx, StdioType::Stderr, s.as_ref()) + .await?; + } + WorkerCommMsg::Display(mime, buf, format, metadata) => { + let mut dd = MimeSet::new(); + dd.add_buf(mime.as_ref(), buf, format)?; + let md = self.create_display_metadata(mime, metadata)?; + self.send_display_data(&comm_ctx, dd, md).await?; + } + }; + + Ok(()) + } + + async fn shell_handler( + &mut self, + comm_ctx: &CommContext, + ) -> Result<(), AnyError> { + let msg_type = comm_ctx.message.header.msg_type.as_ref(); + let result = match msg_type { + "kernel_info_request" => self.kernel_info_reply(comm_ctx).await, + "execute_request" => self.execute_request(comm_ctx).await, + // "inspect_request" => self.inspect_request(comm_ctx).await, + // "complete_request" => self.complete_request(comm_ctx).await, + // "history_request" => self.history_request(comm_ctx).await, + // "is_complete_request" => self.is_complete_request(comm_ctx).await, + // "comm_info_request" => self.comm_info_request(comm_ctx).await, + _ => { + println!("[shell] no handler for {}", msg_type); + Ok(()) + } + }; + + if let Err(e) = result { + println!("[shell] error handling {}: {}", msg_type, e); + } else { + println!("[shell] ok {}", msg_type); + } + + Ok(()) + } + + fn control_handler(&self, comm_ctx: &CommContext) -> Result<(), AnyError> { + todo!() + } + + fn stdin_handler(&self, comm_ctx: &CommContext) -> Result<(), AnyError> { + todo!() + } + + async fn set_state(&mut self, comm_ctx: &CommContext, state: KernelState) { + if self.state == state { + println!("[DENO] set_state sets the same state: {:#?}", state); + return; + } + + self.state = state; + + let s = match state { + KernelState::Busy => "busy", + KernelState::Idle => "idle", + KernelState::Starting => "starting", + }; + + let msg = SideEffectMessage::new( + comm_ctx, + "status", + ReplyMetadata::Empty, + ReplyContent::Status(KernelStatusContent { + execution_state: s.to_string(), + }), + ); + + if let Err(e) = self.iopub_comm.send(msg).await { + println!("[IoPub] Error setting state: {}", s); + } + } + + async fn kernel_info_reply( + &mut self, + comm_ctx: &CommContext, + ) -> Result<(), AnyError> { + let content = KernelInfoReplyContent { + status: String::from("ok"), + protocol_version: self.metadata.protocol_version.clone(), + implementation_version: self.metadata.kernel_version.clone(), + implementation: self.metadata.implementation_name.clone(), + language_info: KernelLanguageInfo { + name: self.metadata.language.clone(), + version: self.metadata.language_version.clone(), + mimetype: self.metadata.mime.clone(), + file_extension: self.metadata.file_ext.clone(), + }, + help_links: vec![], // TODO(apowers313) dig up help links + banner: self.metadata.banner.clone(), + debugger: false, + }; + + let reply = ReplyMessage::new( + comm_ctx, + "kernel_info_reply", + ReplyMetadata::Empty, + ReplyContent::KernelInfo(content), + ); + + self.shell_comm.send(reply).await?; + + Ok(()) + } + + async fn execute_request( + &mut self, + comm_ctx: &CommContext, + ) -> Result<(), AnyError> { + self.execution_count += 1; + + let exec_request_content = match &comm_ctx.message.content { + RequestContent::Execute(c) => c, + _ => return Err(anyhow!("malformed execution content")), + }; + + let input_msg = SideEffectMessage::new( + comm_ctx, + "execute_input", + ReplyMetadata::Empty, + ReplyContent::ExecuteInput(ExecuteInputContent { + code: exec_request_content.code.clone(), + execution_count: self.execution_count, + }), + ); + self.iopub_comm.send(input_msg).await?; + + let output = self + .repl_session + .evaluate_line_with_object_wrapping(&exec_request_content.code) + .await?; + + let result = if let Some(ex_details) = &output.value.exception_details { + let stack_trace: Vec = ex_details + .exception + .as_ref() + .unwrap() + .description + .as_ref() + .unwrap() + .split('\n') + .map(|s| s.to_string()) + .collect(); + ExecResult::Error(ExecError { + // TODO(apowers313) this could probably use smarter unwrapping -- for example, someone may throw non-object + err_name: output + .value + .exception_details + .unwrap() + .exception + .unwrap() + .class_name + .unwrap(), + err_value: stack_trace.first().unwrap().to_string(), + // output.value["exceptionDetails"]["stackTrace"]["callFrames"] + stack_trace, + }) + } else { + // TODO(bartlomieju): fix this + // ExecResult::Ok(output.value.result.clone()) + ExecResult::Ok(output.value.result.value.as_ref().unwrap().clone()) + }; + + match result { + ExecResult::Ok(_) => { + self.send_execute_reply_ok(comm_ctx).await?; + self.send_execute_result(comm_ctx, &result).await?; + } + ExecResult::Error(_) => { + self.send_execute_reply_error(comm_ctx, &result).await?; + self.send_error(comm_ctx, &result).await?; + } + }; + + Ok(()) + } + + async fn send_execute_reply_ok( + &mut self, + comm_ctx: &CommContext, + ) -> Result<(), AnyError> { + println!("sending exec result {}", self.execution_count); + let msg = ReplyMessage::new( + comm_ctx, + "execute_reply", + ReplyMetadata::Empty, + ReplyContent::ExecuteReply(ExecuteReplyContent { + status: "ok".to_string(), + execution_count: self.execution_count, + // NOTE(bartlomieju): these two fields are always empty + payload: vec![], + user_expressions: json!({}), + }), + ); + self.shell_comm.send(msg).await?; + + Ok(()) + } + + async fn send_execute_reply_error( + &mut self, + comm_ctx: &CommContext, + result: &ExecResult, + ) -> Result<(), AnyError> { + println!("sending exec reply error {}", self.execution_count); + let e = match result { + ExecResult::Error(e) => e, + _ => return Err(anyhow!("send_execute_reply_error: unreachable")), + }; + let msg = ReplyMessage::new( + comm_ctx, + "execute_reply", + ReplyMetadata::Empty, + ReplyContent::ExecuteError(ExecuteErrorContent { + execution_count: self.execution_count, + status: "error".to_string(), + payload: vec![], + user_expressions: json!({}), + // TODO(apowers313) implement error messages + ename: e.err_name.clone(), + evalue: e.err_value.clone(), + traceback: e.stack_trace.clone(), + }), + ); + self.shell_comm.send(msg).await?; + + Ok(()) + } + + async fn send_error( + &mut self, + comm_ctx: &CommContext, + result: &ExecResult, + ) -> Result<(), AnyError> { + let e = match result { + ExecResult::Error(e) => e, + _ => return Err(anyhow!("send_error: unreachable")), + }; + let msg = SideEffectMessage::new( + comm_ctx, + "error", + ReplyMetadata::Empty, + ReplyContent::Error(ErrorContent { + ename: e.err_name.clone(), + evalue: e.err_value.clone(), + traceback: e.stack_trace.clone(), + }), + ); + self.iopub_comm.send(msg).await?; + + Ok(()) + } + + async fn send_execute_result( + &mut self, + comm_ctx: &CommContext, + result: &ExecResult, + ) -> Result<(), AnyError> { + let v = match result { + ExecResult::Ok(v) => v, + _ => return Err(anyhow!("send_execute_result: unreachable")), + }; + let mut display_data = + self.display_data_from_result_value(v.clone()).await?; + if display_data.is_empty() { + return Ok(()); + } + + let msg = SideEffectMessage::new( + comm_ctx, + "execute_result", + ReplyMetadata::Empty, + ReplyContent::ExecuteResult(ExecuteResultContent { + execution_count: self.execution_count, + data: display_data.to_object(), + // data: json!(""), + metadata: json!({}), + }), + ); + self.iopub_comm.send(msg).await?; + + Ok(()) + } + + async fn send_stdio( + &mut self, + comm_ctx: &CommContext, + t: StdioType, + text: &str, + ) -> Result<(), AnyError> { + let content = StreamContent { + name: match t { + StdioType::Stdout => "stdout".to_string(), + StdioType::Stderr => "stderr".to_string(), + }, + text: text.to_string(), + }; + + let msg = SideEffectMessage::new( + comm_ctx, + "stream", + ReplyMetadata::Empty, + ReplyContent::Stream(content), + ); + + self.iopub_comm.send(msg).await?; + + Ok(()) + } + + async fn send_display_data( + &mut self, + comm_ctx: &CommContext, + display_data: MimeSet, + metadata: MimeSet, + ) -> Result<(), AnyError> { + if (display_data.is_empty()) { + return Err(anyhow!("send_display_data called with empty display data")); + } + + let msg = SideEffectMessage::new( + comm_ctx, + "display_data", + ReplyMetadata::Empty, + ReplyContent::DisplayData(DisplayDataContent { + data: display_data.to_object(), + metadata: metadata.to_object(), + transient: json!({}), + }), + ); + self.iopub_comm.send(msg).await?; + + Ok(()) + } + + async fn display_data_from_result_value( + &mut self, + data: Value, + ) -> Result { + let mut d = &data; + let mut ret = MimeSet::new(); + // if we passed in a result, unwrap it + d = if d["result"].is_object() { + &d["result"] + } else { + d + }; + + if !d["type"].is_string() { + // not an execution result + return Ok(ret); + } + + let mut t = match &d["type"] { + Value::String(x) => x.to_string(), + _ => return Ok(ret), + }; + + if t == *"object" && d["subtype"] == Value::String("null".to_string()) { + // JavaScript null, the gift that keeps on giving + t = "null".to_string(); + } + + match t.as_ref() { + // TODO(apowers313) inspect object / call toPng, toHtml, toSvg, toText, toMime + "object" => { + // TODO: this description isn't very useful + let type_list = self.decode_object(data, true).await?; + for t in type_list.iter() { + ret.add(t.0, t.1.clone()); + } + } + "string" => { + ret.add("text/plain", d["value"].clone()); + ret.add("application/json", d["value"].clone()); + } + "null" => { + ret.add("text/plain", Value::String("null".to_string())); + ret.add("application/json", Value::Null); + } + "bigint" => { + ret.add("text/plain", d["unserializableValue"].clone()); + ret.add("application/json", d["unserializableValue"].clone()); + } + "symbol" => { + ret.add("text/plain", d["description"].clone()); + ret.add("application/json", d["description"].clone()); + } + "boolean" => { + ret.add("text/plain", Value::String(d["value"].to_string())); + ret.add("application/json", d["value"].clone()); + } + "number" => { + ret.add("text/plain", Value::String(d["value"].to_string())); + ret.add("application/json", d["value"].clone()); + } + // TODO(apowers313) currently ignoring "undefined" return value, I think most kernels make this a configuration option + "undefined" => return Ok(ret), + _ => { + println!("unknown type in display_data_from_result_value: {}", t); + return Ok(ret); + } + }; + + Ok(ret) + } + + fn create_display_metadata( + &self, + format: String, + metadata: Option, + ) -> Result { + let mut ms = MimeSet::new(); + let format_str = format.as_ref(); + + let md = match metadata { + Some(m) => m, + None => { + ms.add(format_str, json!({})); + return Ok(ms); + } + }; + + match format_str { + "image/png" | "image/bmp" | "image/gif" | "image/jpeg" + | "image/svg+xml" => ms.add( + format_str, + json!({ + "width": md["width"], + "height": md["height"], + }), + ), + "application/json" => ms.add( + format_str, + json!({ + "expanded": md["width"], + }), + ), + _ => ms.add(format_str, md), + } + + Ok(ms) + } + + async fn decode_object( + &mut self, + obj: Value, + color: bool, + ) -> Result, AnyError> { + // let v = self.repl_session.get_eval_value(&obj).await?; + // TODO(apowers313) copy and paste from `get_eval_value`, consider refactoring API + let obj_inspect_fn = match color { + true => { + r#"function (object) { + try { + return Deno[Deno.internal].inspectArgs(["%o", object], { colors: !Deno.noColor }); + } catch (err) { + return Deno[Deno.internal].inspectArgs(["%o", err]); + } + }"# + } + false => { + r#"function (object) { + try { + return Deno[Deno.internal].inspectArgs(["%o", object], { colors: Deno.noColor }); + } catch (err) { + return Deno[Deno.internal].inspectArgs(["%o", err]); + } + }"# + } + }; + + let v = self.repl_exec(obj_inspect_fn, Some(json!([obj]))).await?; + + match v["result"]["value"]["description"].to_string().as_ref() { + "Symbol(Symbol.toPng)" => println!("found Symbol(Symbol.toPng)"), + "Symbol(Symbol.toSvg)" => println!("found Symbol(Symbol.toSvg)"), + "Symbol(Symbol.toHtml)" => println!("found Symbol(Symbol.toHtml)"), + "Symbol(Symbol.toJson)" => println!("found Symbol(Symbol.toJson)"), + "Symbol(Symbol.toJpg)" => println!("found Symbol(Symbol.toJpg)"), + "Symbol(Symbol.toMime)" => println!("found Symbol(Symbol.toMime)"), + _ => return Ok(vec![("text/plain", v["result"]["value"].clone())]), + }; + + Ok(vec![]) + } + + async fn repl_exec( + &mut self, + code: &str, + args: Option, + ) -> Result { + let v = self + .repl_session + .post_message_with_event_loop( + "Runtime.callFunctionOn", + Some(json!({ + "executionContextId": self.repl_session.context_id, + "functionDeclaration": code, + "arguments": args, + })), + ) + .await?; + + Ok(v) + } +} + +struct MimeSet { + data_list: Vec<(String, Value)>, +} + +impl MimeSet { + fn new() -> MimeSet { + Self { data_list: vec![] } + } + + fn add(&mut self, mime_type: &str, data: Value) { + self.data_list.push((mime_type.to_string(), data)); + } + + fn add_buf( + &mut self, + mime_type: &str, + buf: ZeroCopyBuf, + format: Option, + ) -> Result<(), AnyError> { + let fmt_str = match format { + Some(f) => f, + None => "default".to_string(), + }; + + let json_data = match fmt_str.as_ref() { + "string" => json!(String::from_utf8(buf.to_vec())?), + "json" => serde_json::from_str(std::str::from_utf8(&buf.to_vec())?)?, + "base64" | "default" => json!(base64::encode(buf)), + _ => return Err(anyhow!("unknown display mime format: {}", fmt_str)), + }; + self.add(mime_type, json_data); + + Ok(()) + } + + fn is_empty(&self) -> bool { + self.data_list.is_empty() + } + + fn to_object(&self) -> Value { + let mut data = json!({}); + for d in self.data_list.iter() { + data[&d.0] = json!(&d.1); + } + + data + } +} +struct ErrorValue {} + +enum ExecResult { + Ok(Value), + Error(ExecError), +} + +struct ExecError { + err_name: String, + err_value: String, + stack_trace: Vec, +} + +#[derive(Debug)] +struct KernelMetadata { + banner: String, + file_ext: String, + help_text: String, + help_url: String, + implementation_name: String, + kernel_version: String, + language_version: String, + language: String, + mime: String, + protocol_version: String, +} + +impl Default for KernelMetadata { + fn default() -> Self { + Self { + banner: "Welcome to Deno kernel".to_string(), + file_ext: ".ts".to_string(), + help_text: "".to_string(), + help_url: "https://github.com/denoland/deno".to_string(), + implementation_name: "Deno kernel".to_string(), + kernel_version: crate::version::deno(), + language_version: crate::version::TYPESCRIPT.to_string(), + language: "typescript".to_string(), + mime: "text/x.typescript".to_string(), + protocol_version: "5.3".to_string(), + } + } +} + +#[derive(Debug, Deserialize)] +struct ConnectionSpec { + ip: String, + transport: String, + control_port: u32, + shell_port: u32, + stdin_port: u32, + hb_port: u32, + iopub_port: u32, + signature_scheme: String, + key: String, +} + +fn create_conn_str(transport: &str, ip: &str, port: u32) -> String { + format!("{}://{}:{}", transport, ip, port) +} + +#[derive(Debug)] +enum StdioType { + Stdout, + Stderr, +} diff --git a/cli/tools/mod.rs b/cli/tools/mod.rs index a6eaeb70edecf3..465bdb188f260a 100644 --- a/cli/tools/mod.rs +++ b/cli/tools/mod.rs @@ -6,6 +6,7 @@ pub mod doc; pub mod fmt; pub mod incremental_cache; pub mod installer; +pub mod jupyter; pub mod lint; pub mod repl; pub mod standalone; diff --git a/cli/tools/repl/mod.rs b/cli/tools/repl/mod.rs index 110a89f141fbd4..341a88f0f0cf95 100644 --- a/cli/tools/repl/mod.rs +++ b/cli/tools/repl/mod.rs @@ -16,8 +16,8 @@ use channel::RustylineSyncMessageHandler; use channel::RustylineSyncResponse; use editor::EditorHelper; use editor::ReplEditor; -use session::EvaluationOutput; -use session::ReplSession; +pub use session::EvaluationOutput; +pub use session::ReplSession; async fn read_line_and_poll( repl_session: &mut ReplSession, diff --git a/cli/tools/repl/session.rs b/cli/tools/repl/session.rs index d5058ab7200aac..f29ed41b4817c0 100644 --- a/cli/tools/repl/session.rs +++ b/cli/tools/repl/session.rs @@ -59,9 +59,9 @@ impl std::fmt::Display for EvaluationOutput { } } -struct TsEvaluateResponse { - ts_code: String, - value: cdp::EvaluateResponse, +pub struct TsEvaluateResponse { + pub ts_code: String, + pub value: cdp::EvaluateResponse, } pub struct ReplSession { @@ -204,7 +204,7 @@ impl ReplSession { } } - async fn evaluate_line_with_object_wrapping( + pub async fn evaluate_line_with_object_wrapping( &mut self, line: &str, ) -> Result { diff --git a/integration_test.ipynb b/integration_test.ipynb new file mode 100644 index 00000000000000..5473cc26116baf --- /dev/null +++ b/integration_test.ipynb @@ -0,0 +1,1157 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "182aef1d", + "metadata": {}, + "source": [ + "# Integration Tests for Deno Jupyter\n", + "This notebook contains a number of tests to ensure that Jupyter is working as expected. You should be able to select \"Kernel->Restart and Run All\" in Jupyter's notebook UI to run the tests. The first section of tests named \"Passing Tests\" should pass. The second set of tests \"Failing Tests\" should fail. When in doubt, refer to the currently committed notebook file to make sure tests pass." + ] + }, + { + "cell_type": "markdown", + "id": "d7705d88", + "metadata": {}, + "source": [ + "## Passing Tests" + ] + }, + { + "cell_type": "markdown", + "id": "669f972e", + "metadata": { + "heading_collapsed": true + }, + "source": [ + "### Simple Tests" + ] + }, + { + "cell_type": "markdown", + "id": "e7e8a512", + "metadata": { + "hidden": true + }, + "source": [ + "#### This test should print \"hi\".\n", + "If this doesn't work, everything else will probably fail :)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "a5d38758", + "metadata": { + "hidden": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "hi\n" + ] + } + ], + "source": [ + "console.log(\"hi\")" + ] + }, + { + "cell_type": "markdown", + "id": "bc5ce8e3", + "metadata": { + "hidden": true + }, + "source": [ + "#### Top-level await" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "f7fa885a", + "metadata": { + "hidden": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "x is \u001b[33m42\u001b[39m\n" + ] + } + ], + "source": [ + "let x = await Promise.resolve(42);\n", + "console.log(\"x is\", x);" + ] + }, + { + "cell_type": "markdown", + "id": "c21455ae", + "metadata": { + "hidden": true + }, + "source": [ + "#### TypeScript transpiling\n", + "Credit to [typescriptlang.org](https://www.typescriptlang.org/docs/handbook/interfaces.html) for this code" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "08a17340", + "metadata": { + "hidden": true + }, + "outputs": [ + { + "data": { + "text/plain": [ + "{ color: \u001b[32m\"red\"\u001b[39m, area: \u001b[33m10000\u001b[39m }" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "interface SquareConfig {\n", + " color?: string;\n", + " width?: number;\n", + "}\n", + " \n", + "function createSquare(config: SquareConfig): { color: string; area: number } {\n", + " return {\n", + " color: config.color || \"red\",\n", + " area: config.width ? config.width * config.width : 20,\n", + " };\n", + "}\n", + " \n", + "createSquare({ colour: \"red\", width: 100 });" + ] + }, + { + "cell_type": "markdown", + "id": "eaa0ebc0", + "metadata": { + "heading_collapsed": true + }, + "source": [ + "### Return Values" + ] + }, + { + "cell_type": "markdown", + "id": "52876276", + "metadata": { + "hidden": true + }, + "source": [ + "#### undefined should not return a value" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "bbf2c09b", + "metadata": { + "hidden": true + }, + "outputs": [], + "source": [ + "undefined" + ] + }, + { + "cell_type": "markdown", + "id": "e175c803", + "metadata": { + "hidden": true + }, + "source": [ + "#### null should return \"null\"" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "d9801d80", + "metadata": { + "hidden": true + }, + "outputs": [ + { + "data": { + "application/json": null, + "text/plain": [ + "null" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "null" + ] + }, + { + "cell_type": "markdown", + "id": "a2a716dc", + "metadata": { + "hidden": true + }, + "source": [ + "#### boolean should return the boolean" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "cfaac330", + "metadata": { + "hidden": true + }, + "outputs": [ + { + "data": { + "application/json": true, + "text/plain": [ + "true" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "true" + ] + }, + { + "cell_type": "markdown", + "id": "8d9f1aba", + "metadata": { + "hidden": true + }, + "source": [ + "#### number should return the number" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "ec3be2da", + "metadata": { + "hidden": true + }, + "outputs": [ + { + "data": { + "application/json": 42, + "text/plain": [ + "42" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "42" + ] + }, + { + "cell_type": "markdown", + "id": "60965915", + "metadata": { + "hidden": true + }, + "source": [ + "#### string should return the string" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "997cf2d7", + "metadata": { + "hidden": true + }, + "outputs": [ + { + "data": { + "application/json": "this is a test of the emergency broadcast system", + "text/plain": [ + "this is a test of the emergency broadcast system" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "\"this is a test of the emergency broadcast system\"" + ] + }, + { + "cell_type": "markdown", + "id": "fe38dc27", + "metadata": { + "hidden": true + }, + "source": [ + "#### bigint should return the bigint in literal format" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "44b63807", + "metadata": { + "hidden": true + }, + "outputs": [ + { + "data": { + "application/json": "31337n", + "text/plain": [ + "31337n" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "31337n" + ] + }, + { + "cell_type": "markdown", + "id": "843ccb6c", + "metadata": { + "hidden": true + }, + "source": [ + "#### symbol should return a string describing the symbol" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "e10c0d31", + "metadata": { + "hidden": true + }, + "outputs": [ + { + "data": { + "application/json": "Symbol(foo)", + "text/plain": [ + "Symbol(foo)" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Symbol(\"foo\")" + ] + }, + { + "cell_type": "markdown", + "id": "171b817f", + "metadata": { + "hidden": true + }, + "source": [ + "#### object should describe the object inspection" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "81c99233", + "metadata": { + "hidden": true + }, + "outputs": [ + { + "data": { + "application/json": "{ foo: \u001b[32m\"bar\"\u001b[39m }", + "text/plain": [ + "{ foo: \u001b[32m\"bar\"\u001b[39m }" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "{foo: \"bar\"}" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "c065ff3d", + "metadata": { + "hidden": true + }, + "outputs": [ + { + "data": { + "application/json": "{\n core: {\n opcallSync: \u001b[36m[Function: opcallSync]\u001b[39m,\n opcallAsync: \u001b[36m[Function: opcallAsync]\u001b[39m,\n refOp: \u001b[36m[Function: refOp]\u001b[39m,\n unrefOp: \u001b[36m[Function: unrefOp]\u001b[39m,\n setMacrotaskCallback: \u001b[36m[Function: setMacrotaskCallback]\u001b[39m,\n setNextTickCallback: \u001b[36m[Function: setNextTickCallback]\u001b[39m,\n setPromiseRejectCallback: \u001b[36m[Function: setPromiseRejectCallback]\u001b[39m,\n setUncaughtExceptionCallback: \u001b[36m[Function: setUncaughtExceptionCallback]\u001b[39m,\n runMicrotasks: \u001b[36m[Function: runMicrotasks]\u001b[39m,\n hasTickScheduled: \u001b[36m[Function: hasTickScheduled]\u001b[39m,\n setHasTickScheduled: \u001b[36m[Function: setHasTickScheduled]\u001b[39m,\n evalContext: \u001b[36m[Function: evalContext]\u001b[39m,\n encode: \u001b[36m[Function: encode]\u001b[39m,\n decode: \u001b[36m[Function: decode]\u001b[39m,\n serialize: \u001b[36m[Function: serialize]\u001b[39m,\n deserialize: \u001b[36m[Function: deserialize]\u001b[39m,\n getPromiseDetails: \u001b[36m[Function: getPromiseDetails]\u001b[39m,\n getProxyDetails: \u001b[36m[Function: getProxyDetails]\u001b[39m,\n isProxy: \u001b[36m[Function: isProxy]\u001b[39m,\n memoryUsage: \u001b[36m[Function: memoryUsage]\u001b[39m,\n callConsole: \u001b[36m[Function: callConsole]\u001b[39m,\n createHostObject: \u001b[36m[Function: createHostObject]\u001b[39m,\n setWasmStreamingCallback: \u001b[36m[Function: setWasmStreamingCallback]\u001b[39m,\n opAsync: \u001b[36m[Function: opAsync]\u001b[39m,\n opSync: \u001b[36m[Function: opSync]\u001b[39m,\n ops: \u001b[36m[Function: ops]\u001b[39m,\n close: \u001b[36m[Function: close]\u001b[39m,\n tryClose: \u001b[36m[Function: tryClose]\u001b[39m,\n read: \u001b[36m[Function: read]\u001b[39m,\n write: \u001b[36m[Function: write]\u001b[39m,\n shutdown: \u001b[36m[Function: shutdown]\u001b[39m,\n print: \u001b[36m[Function: print]\u001b[39m,\n resources: \u001b[36m[Function: resources]\u001b[39m,\n metrics: \u001b[36m[Function: metrics]\u001b[39m,\n registerErrorBuilder: \u001b[36m[Function: registerErrorBuilder]\u001b[39m,\n registerErrorClass: \u001b[36m[Function: registerErrorClass]\u001b[39m,\n opresolve: \u001b[36m[Function: opresolve]\u001b[39m,\n syncOpsCache: \u001b[36m[Function: syncOpsCache]\u001b[39m,\n BadResource: \u001b[36m[Function: BadResource]\u001b[39m,\n Interrupted: \u001b[36m[Function: Interrupted]\u001b[39m,\n createPrepareStackTrace: \u001b[36m[Function: createPrepareStackTrace]\u001b[39m\n },\n internal: \u001b[32mSymbol(Deno.internal)\u001b[39m,\n resources: \u001b[36m[Function: resources]\u001b[39m,\n close: \u001b[36m[Function: close]\u001b[39m,\n memoryUsage: \u001b[36m[Function: memoryUsage]\u001b[39m,\n metrics: \u001b[36m[Function: metrics]\u001b[39m,\n test: \u001b[36m[Function: test]\u001b[39m,\n Process: \u001b[36m[Function: Process]\u001b[39m,\n run: \u001b[36m[Function: run]\u001b[39m,\n isatty: \u001b[36m[Function: isatty]\u001b[39m,\n writeFileSync: \u001b[36m[Function: writeFileSync]\u001b[39m,\n writeFile: \u001b[36m[AsyncFunction: writeFile]\u001b[39m,\n writeTextFileSync: \u001b[36m[Function: writeTextFileSync]\u001b[39m,\n writeTextFile: \u001b[36m[Function: writeTextFile]\u001b[39m,\n readTextFile: \u001b[36m[AsyncFunction: readTextFile]\u001b[39m,\n readTextFileSync: \u001b[36m[Function: readTextFileSync]\u001b[39m,\n readFile: \u001b[36m[AsyncFunction: readFile]\u001b[39m,\n readFileSync: \u001b[36m[Function: readFileSync]\u001b[39m,\n watchFs: \u001b[36m[Function: watchFs]\u001b[39m,\n chmodSync: \u001b[36m[Function: chmodSync]\u001b[39m,\n chmod: \u001b[36m[AsyncFunction: chmod]\u001b[39m,\n chown: \u001b[36m[AsyncFunction: chown]\u001b[39m,\n chownSync: \u001b[36m[Function: chownSync]\u001b[39m,\n copyFileSync: \u001b[36m[Function: copyFileSync]\u001b[39m,\n cwd: \u001b[36m[Function: cwd]\u001b[39m,\n makeTempDirSync: \u001b[36m[Function: makeTempDirSync]\u001b[39m,\n makeTempDir: \u001b[36m[Function: makeTempDir]\u001b[39m,\n makeTempFileSync: \u001b[36m[Function: makeTempFileSync]\u001b[39m,\n makeTempFile: \u001b[36m[Function: makeTempFile]\u001b[39m,\n mkdirSync: \u001b[36m[Function: mkdirSync]\u001b[39m,\n mkdir: \u001b[36m[AsyncFunction: mkdir]\u001b[39m,\n chdir: \u001b[36m[Function: chdir]\u001b[39m,\n copyFile: \u001b[36m[AsyncFunction: copyFile]\u001b[39m,\n readDirSync: \u001b[36m[Function: readDirSync]\u001b[39m,\n readDir: \u001b[36m[Function: readDir]\u001b[39m,\n readLinkSync: \u001b[36m[Function: readLinkSync]\u001b[39m,\n readLink: \u001b[36m[Function: readLink]\u001b[39m,\n realPathSync: \u001b[36m[Function: realPathSync]\u001b[39m,\n realPath: \u001b[36m[Function: realPath]\u001b[39m,\n removeSync: \u001b[36m[Function: removeSync]\u001b[39m,\n remove: \u001b[36m[AsyncFunction: remove]\u001b[39m,\n renameSync: \u001b[36m[Function: renameSync]\u001b[39m,\n rename: \u001b[36m[AsyncFunction: rename]\u001b[39m,\n version: { deno: \u001b[32m\"1.17.0\"\u001b[39m, v8: \u001b[32m\"9.7.106.15\"\u001b[39m, typescript: \u001b[32m\"4.5.2\"\u001b[39m },\n build: {\n target: \u001b[32m\"x86_64-apple-darwin\"\u001b[39m,\n arch: \u001b[32m\"x86_64\"\u001b[39m,\n os: \u001b[32m\"darwin\"\u001b[39m,\n vendor: \u001b[32m\"apple\"\u001b[39m,\n env: \u001b[90mundefined\u001b[39m\n },\n statSync: \u001b[36m[Function: statSync]\u001b[39m,\n lstatSync: \u001b[36m[Function: lstatSync]\u001b[39m,\n stat: \u001b[36m[AsyncFunction: stat]\u001b[39m,\n lstat: \u001b[36m[AsyncFunction: lstat]\u001b[39m,\n truncateSync: \u001b[36m[Function: truncateSync]\u001b[39m,\n truncate: \u001b[36m[AsyncFunction: truncate]\u001b[39m,\n ftruncateSync: \u001b[36m[Function: ftruncateSync]\u001b[39m,\n ftruncate: \u001b[36m[AsyncFunction: ftruncate]\u001b[39m,\n errors: {\n NotFound: \u001b[36m[Function: NotFound]\u001b[39m,\n PermissionDenied: \u001b[36m[Function: PermissionDenied]\u001b[39m,\n ConnectionRefused: \u001b[36m[Function: ConnectionRefused]\u001b[39m,\n ConnectionReset: \u001b[36m[Function: ConnectionReset]\u001b[39m,\n ConnectionAborted: \u001b[36m[Function: ConnectionAborted]\u001b[39m,\n NotConnected: \u001b[36m[Function: NotConnected]\u001b[39m,\n AddrInUse: \u001b[36m[Function: AddrInUse]\u001b[39m,\n AddrNotAvailable: \u001b[36m[Function: AddrNotAvailable]\u001b[39m,\n BrokenPipe: \u001b[36m[Function: BrokenPipe]\u001b[39m,\n AlreadyExists: \u001b[36m[Function: AlreadyExists]\u001b[39m,\n InvalidData: \u001b[36m[Function: InvalidData]\u001b[39m,\n TimedOut: \u001b[36m[Function: TimedOut]\u001b[39m,\n Interrupted: \u001b[36m[Function: Interrupted]\u001b[39m,\n WriteZero: \u001b[36m[Function: WriteZero]\u001b[39m,\n UnexpectedEof: \u001b[36m[Function: UnexpectedEof]\u001b[39m,\n BadResource: \u001b[36m[Function: BadResource]\u001b[39m,\n Http: \u001b[36m[Function: Http]\u001b[39m,\n Busy: \u001b[36m[Function: Busy]\u001b[39m,\n NotSupported: \u001b[36m[Function: NotSupported]\u001b[39m\n },\n customInspect: \u001b[32mSymbol(Deno.customInspect)\u001b[39m,\n inspect: \u001b[36m[Function: inspect]\u001b[39m,\n env: {\n get: \u001b[36m[Function: getEnv]\u001b[39m,\n toObject: \u001b[36m[Function: toObject]\u001b[39m,\n set: \u001b[36m[Function: setEnv]\u001b[39m,\n delete: \u001b[36m[Function: deleteEnv]\u001b[39m\n },\n exit: \u001b[36m[Function: exit]\u001b[39m,\n execPath: \u001b[36m[Function: execPath]\u001b[39m,\n Buffer: \u001b[36m[Function: Buffer]\u001b[39m,\n readAll: \u001b[36m[AsyncFunction: readAll]\u001b[39m,\n readAllSync: \u001b[36m[Function: readAllSync]\u001b[39m,\n writeAll: \u001b[36m[AsyncFunction: writeAll]\u001b[39m,\n writeAllSync: \u001b[36m[Function: writeAllSync]\u001b[39m,\n copy: \u001b[36m[AsyncFunction: copy]\u001b[39m,\n iter: \u001b[36m[AsyncGeneratorFunction: iter]\u001b[39m,\n iterSync: \u001b[36m[GeneratorFunction: iterSync]\u001b[39m,\n SeekMode: { \"0\": \u001b[32m\"Start\"\u001b[39m, \"1\": \u001b[32m\"Current\"\u001b[39m, \"2\": \u001b[32m\"End\"\u001b[39m, Start: \u001b[33m0\u001b[39m, Current: \u001b[33m1\u001b[39m, End: \u001b[33m2\u001b[39m },\n read: \u001b[36m[AsyncFunction: read]\u001b[39m,\n readSync: \u001b[36m[Function: readSync]\u001b[39m,\n write: \u001b[36m[Function: write]\u001b[39m,\n writeSync: \u001b[36m[Function: writeSync]\u001b[39m,\n File: \u001b[36m[Function: File]\u001b[39m,\n open: \u001b[36m[AsyncFunction: open]\u001b[39m,\n openSync: \u001b[36m[Function: openSync]\u001b[39m,\n create: \u001b[36m[Function: create]\u001b[39m,\n createSync: \u001b[36m[Function: createSync]\u001b[39m,\n stdin: Stdin {},\n stdout: Stdout {},\n stderr: Stderr {},\n seek: \u001b[36m[Function: seek]\u001b[39m,\n seekSync: \u001b[36m[Function: seekSync]\u001b[39m,\n connect: \u001b[36m[AsyncFunction: connect]\u001b[39m,\n listen: \u001b[36m[Function: listen]\u001b[39m,\n connectTls: \u001b[36m[AsyncFunction: connectTls]\u001b[39m,\n listenTls: \u001b[36m[Function: listenTls]\u001b[39m,\n startTls: \u001b[36m[AsyncFunction: startTls]\u001b[39m,\n shutdown: \u001b[36m[Function: shutdown]\u001b[39m,\n fstatSync: \u001b[36m[Function: fstatSync]\u001b[39m,\n fstat: \u001b[36m[AsyncFunction: fstat]\u001b[39m,\n fsyncSync: \u001b[36m[Function: fsyncSync]\u001b[39m,\n fsync: \u001b[36m[AsyncFunction: fsync]\u001b[39m,\n fdatasyncSync: \u001b[36m[Function: fdatasyncSync]\u001b[39m,\n fdatasync: \u001b[36m[AsyncFunction: fdatasync]\u001b[39m,\n symlink: \u001b[36m[AsyncFunction: symlink]\u001b[39m,\n symlinkSync: \u001b[36m[Function: symlinkSync]\u001b[39m,\n link: \u001b[36m[AsyncFunction: link]\u001b[39m,\n linkSync: \u001b[36m[Function: linkSync]\u001b[39m,\n permissions: Permissions {},\n Permissions: \u001b[36m[Function: Permissions]\u001b[39m,\n PermissionStatus: \u001b[36m[Function: PermissionStatus]\u001b[39m,\n serveHttp: \u001b[36m[Function: serveHttp]\u001b[39m,\n resolveDns: \u001b[36m[Function: resolveDns]\u001b[39m,\n upgradeWebSocket: \u001b[36m[Function: upgradeWebSocket]\u001b[39m,\n kill: \u001b[36m[Function: opKill]\u001b[39m,\n pid: \u001b[33m79003\u001b[39m,\n ppid: \u001b[33m78992\u001b[39m,\n noColor: \u001b[33mfalse\u001b[39m,\n args: [],\n mainModule: [Getter],\n [Symbol(Deno.internal)]: {\n Console: \u001b[36m[Function: Console]\u001b[39m,\n cssToAnsi: \u001b[36m[Function: cssToAnsi]\u001b[39m,\n inspectArgs: \u001b[36m[Function: inspectArgs]\u001b[39m,\n parseCss: \u001b[36m[Function: parseCss]\u001b[39m,\n parseCssColor: \u001b[36m[Function: parseCssColor]\u001b[39m,\n pathFromURL: \u001b[36m[Function: pathFromURL]\u001b[39m,\n runTests: \u001b[36m[AsyncFunction: runTests]\u001b[39m,\n enableTestSteps: \u001b[36m[Function: enableTestSteps]\u001b[39m\n }\n}", + "text/plain": [ + "{\n", + " core: {\n", + " opcallSync: \u001b[36m[Function: opcallSync]\u001b[39m,\n", + " opcallAsync: \u001b[36m[Function: opcallAsync]\u001b[39m,\n", + " refOp: \u001b[36m[Function: refOp]\u001b[39m,\n", + " unrefOp: \u001b[36m[Function: unrefOp]\u001b[39m,\n", + " setMacrotaskCallback: \u001b[36m[Function: setMacrotaskCallback]\u001b[39m,\n", + " setNextTickCallback: \u001b[36m[Function: setNextTickCallback]\u001b[39m,\n", + " setPromiseRejectCallback: \u001b[36m[Function: setPromiseRejectCallback]\u001b[39m,\n", + " setUncaughtExceptionCallback: \u001b[36m[Function: setUncaughtExceptionCallback]\u001b[39m,\n", + " runMicrotasks: \u001b[36m[Function: runMicrotasks]\u001b[39m,\n", + " hasTickScheduled: \u001b[36m[Function: hasTickScheduled]\u001b[39m,\n", + " setHasTickScheduled: \u001b[36m[Function: setHasTickScheduled]\u001b[39m,\n", + " evalContext: \u001b[36m[Function: evalContext]\u001b[39m,\n", + " encode: \u001b[36m[Function: encode]\u001b[39m,\n", + " decode: \u001b[36m[Function: decode]\u001b[39m,\n", + " serialize: \u001b[36m[Function: serialize]\u001b[39m,\n", + " deserialize: \u001b[36m[Function: deserialize]\u001b[39m,\n", + " getPromiseDetails: \u001b[36m[Function: getPromiseDetails]\u001b[39m,\n", + " getProxyDetails: \u001b[36m[Function: getProxyDetails]\u001b[39m,\n", + " isProxy: \u001b[36m[Function: isProxy]\u001b[39m,\n", + " memoryUsage: \u001b[36m[Function: memoryUsage]\u001b[39m,\n", + " callConsole: \u001b[36m[Function: callConsole]\u001b[39m,\n", + " createHostObject: \u001b[36m[Function: createHostObject]\u001b[39m,\n", + " setWasmStreamingCallback: \u001b[36m[Function: setWasmStreamingCallback]\u001b[39m,\n", + " opAsync: \u001b[36m[Function: opAsync]\u001b[39m,\n", + " opSync: \u001b[36m[Function: opSync]\u001b[39m,\n", + " ops: \u001b[36m[Function: ops]\u001b[39m,\n", + " close: \u001b[36m[Function: close]\u001b[39m,\n", + " tryClose: \u001b[36m[Function: tryClose]\u001b[39m,\n", + " read: \u001b[36m[Function: read]\u001b[39m,\n", + " write: \u001b[36m[Function: write]\u001b[39m,\n", + " shutdown: \u001b[36m[Function: shutdown]\u001b[39m,\n", + " print: \u001b[36m[Function: print]\u001b[39m,\n", + " resources: \u001b[36m[Function: resources]\u001b[39m,\n", + " metrics: \u001b[36m[Function: metrics]\u001b[39m,\n", + " registerErrorBuilder: \u001b[36m[Function: registerErrorBuilder]\u001b[39m,\n", + " registerErrorClass: \u001b[36m[Function: registerErrorClass]\u001b[39m,\n", + " opresolve: \u001b[36m[Function: opresolve]\u001b[39m,\n", + " syncOpsCache: \u001b[36m[Function: syncOpsCache]\u001b[39m,\n", + " BadResource: \u001b[36m[Function: BadResource]\u001b[39m,\n", + " Interrupted: \u001b[36m[Function: Interrupted]\u001b[39m,\n", + " createPrepareStackTrace: \u001b[36m[Function: createPrepareStackTrace]\u001b[39m\n", + " },\n", + " internal: \u001b[32mSymbol(Deno.internal)\u001b[39m,\n", + " resources: \u001b[36m[Function: resources]\u001b[39m,\n", + " close: \u001b[36m[Function: close]\u001b[39m,\n", + " memoryUsage: \u001b[36m[Function: memoryUsage]\u001b[39m,\n", + " metrics: \u001b[36m[Function: metrics]\u001b[39m,\n", + " test: \u001b[36m[Function: test]\u001b[39m,\n", + " Process: \u001b[36m[Function: Process]\u001b[39m,\n", + " run: \u001b[36m[Function: run]\u001b[39m,\n", + " isatty: \u001b[36m[Function: isatty]\u001b[39m,\n", + " writeFileSync: \u001b[36m[Function: writeFileSync]\u001b[39m,\n", + " writeFile: \u001b[36m[AsyncFunction: writeFile]\u001b[39m,\n", + " writeTextFileSync: \u001b[36m[Function: writeTextFileSync]\u001b[39m,\n", + " writeTextFile: \u001b[36m[Function: writeTextFile]\u001b[39m,\n", + " readTextFile: \u001b[36m[AsyncFunction: readTextFile]\u001b[39m,\n", + " readTextFileSync: \u001b[36m[Function: readTextFileSync]\u001b[39m,\n", + " readFile: \u001b[36m[AsyncFunction: readFile]\u001b[39m,\n", + " readFileSync: \u001b[36m[Function: readFileSync]\u001b[39m,\n", + " watchFs: \u001b[36m[Function: watchFs]\u001b[39m,\n", + " chmodSync: \u001b[36m[Function: chmodSync]\u001b[39m,\n", + " chmod: \u001b[36m[AsyncFunction: chmod]\u001b[39m,\n", + " chown: \u001b[36m[AsyncFunction: chown]\u001b[39m,\n", + " chownSync: \u001b[36m[Function: chownSync]\u001b[39m,\n", + " copyFileSync: \u001b[36m[Function: copyFileSync]\u001b[39m,\n", + " cwd: \u001b[36m[Function: cwd]\u001b[39m,\n", + " makeTempDirSync: \u001b[36m[Function: makeTempDirSync]\u001b[39m,\n", + " makeTempDir: \u001b[36m[Function: makeTempDir]\u001b[39m,\n", + " makeTempFileSync: \u001b[36m[Function: makeTempFileSync]\u001b[39m,\n", + " makeTempFile: \u001b[36m[Function: makeTempFile]\u001b[39m,\n", + " mkdirSync: \u001b[36m[Function: mkdirSync]\u001b[39m,\n", + " mkdir: \u001b[36m[AsyncFunction: mkdir]\u001b[39m,\n", + " chdir: \u001b[36m[Function: chdir]\u001b[39m,\n", + " copyFile: \u001b[36m[AsyncFunction: copyFile]\u001b[39m,\n", + " readDirSync: \u001b[36m[Function: readDirSync]\u001b[39m,\n", + " readDir: \u001b[36m[Function: readDir]\u001b[39m,\n", + " readLinkSync: \u001b[36m[Function: readLinkSync]\u001b[39m,\n", + " readLink: \u001b[36m[Function: readLink]\u001b[39m,\n", + " realPathSync: \u001b[36m[Function: realPathSync]\u001b[39m,\n", + " realPath: \u001b[36m[Function: realPath]\u001b[39m,\n", + " removeSync: \u001b[36m[Function: removeSync]\u001b[39m,\n", + " remove: \u001b[36m[AsyncFunction: remove]\u001b[39m,\n", + " renameSync: \u001b[36m[Function: renameSync]\u001b[39m,\n", + " rename: \u001b[36m[AsyncFunction: rename]\u001b[39m,\n", + " version: { deno: \u001b[32m\"1.17.0\"\u001b[39m, v8: \u001b[32m\"9.7.106.15\"\u001b[39m, typescript: \u001b[32m\"4.5.2\"\u001b[39m },\n", + " build: {\n", + " target: \u001b[32m\"x86_64-apple-darwin\"\u001b[39m,\n", + " arch: \u001b[32m\"x86_64\"\u001b[39m,\n", + " os: \u001b[32m\"darwin\"\u001b[39m,\n", + " vendor: \u001b[32m\"apple\"\u001b[39m,\n", + " env: \u001b[90mundefined\u001b[39m\n", + " },\n", + " statSync: \u001b[36m[Function: statSync]\u001b[39m,\n", + " lstatSync: \u001b[36m[Function: lstatSync]\u001b[39m,\n", + " stat: \u001b[36m[AsyncFunction: stat]\u001b[39m,\n", + " lstat: \u001b[36m[AsyncFunction: lstat]\u001b[39m,\n", + " truncateSync: \u001b[36m[Function: truncateSync]\u001b[39m,\n", + " truncate: \u001b[36m[AsyncFunction: truncate]\u001b[39m,\n", + " ftruncateSync: \u001b[36m[Function: ftruncateSync]\u001b[39m,\n", + " ftruncate: \u001b[36m[AsyncFunction: ftruncate]\u001b[39m,\n", + " errors: {\n", + " NotFound: \u001b[36m[Function: NotFound]\u001b[39m,\n", + " PermissionDenied: \u001b[36m[Function: PermissionDenied]\u001b[39m,\n", + " ConnectionRefused: \u001b[36m[Function: ConnectionRefused]\u001b[39m,\n", + " ConnectionReset: \u001b[36m[Function: ConnectionReset]\u001b[39m,\n", + " ConnectionAborted: \u001b[36m[Function: ConnectionAborted]\u001b[39m,\n", + " NotConnected: \u001b[36m[Function: NotConnected]\u001b[39m,\n", + " AddrInUse: \u001b[36m[Function: AddrInUse]\u001b[39m,\n", + " AddrNotAvailable: \u001b[36m[Function: AddrNotAvailable]\u001b[39m,\n", + " BrokenPipe: \u001b[36m[Function: BrokenPipe]\u001b[39m,\n", + " AlreadyExists: \u001b[36m[Function: AlreadyExists]\u001b[39m,\n", + " InvalidData: \u001b[36m[Function: InvalidData]\u001b[39m,\n", + " TimedOut: \u001b[36m[Function: TimedOut]\u001b[39m,\n", + " Interrupted: \u001b[36m[Function: Interrupted]\u001b[39m,\n", + " WriteZero: \u001b[36m[Function: WriteZero]\u001b[39m,\n", + " UnexpectedEof: \u001b[36m[Function: UnexpectedEof]\u001b[39m,\n", + " BadResource: \u001b[36m[Function: BadResource]\u001b[39m,\n", + " Http: \u001b[36m[Function: Http]\u001b[39m,\n", + " Busy: \u001b[36m[Function: Busy]\u001b[39m,\n", + " NotSupported: \u001b[36m[Function: NotSupported]\u001b[39m\n", + " },\n", + " customInspect: \u001b[32mSymbol(Deno.customInspect)\u001b[39m,\n", + " inspect: \u001b[36m[Function: inspect]\u001b[39m,\n", + " env: {\n", + " get: \u001b[36m[Function: getEnv]\u001b[39m,\n", + " toObject: \u001b[36m[Function: toObject]\u001b[39m,\n", + " set: \u001b[36m[Function: setEnv]\u001b[39m,\n", + " delete: \u001b[36m[Function: deleteEnv]\u001b[39m\n", + " },\n", + " exit: \u001b[36m[Function: exit]\u001b[39m,\n", + " execPath: \u001b[36m[Function: execPath]\u001b[39m,\n", + " Buffer: \u001b[36m[Function: Buffer]\u001b[39m,\n", + " readAll: \u001b[36m[AsyncFunction: readAll]\u001b[39m,\n", + " readAllSync: \u001b[36m[Function: readAllSync]\u001b[39m,\n", + " writeAll: \u001b[36m[AsyncFunction: writeAll]\u001b[39m,\n", + " writeAllSync: \u001b[36m[Function: writeAllSync]\u001b[39m,\n", + " copy: \u001b[36m[AsyncFunction: copy]\u001b[39m,\n", + " iter: \u001b[36m[AsyncGeneratorFunction: iter]\u001b[39m,\n", + " iterSync: \u001b[36m[GeneratorFunction: iterSync]\u001b[39m,\n", + " SeekMode: { \"0\": \u001b[32m\"Start\"\u001b[39m, \"1\": \u001b[32m\"Current\"\u001b[39m, \"2\": \u001b[32m\"End\"\u001b[39m, Start: \u001b[33m0\u001b[39m, Current: \u001b[33m1\u001b[39m, End: \u001b[33m2\u001b[39m },\n", + " read: \u001b[36m[AsyncFunction: read]\u001b[39m,\n", + " readSync: \u001b[36m[Function: readSync]\u001b[39m,\n", + " write: \u001b[36m[Function: write]\u001b[39m,\n", + " writeSync: \u001b[36m[Function: writeSync]\u001b[39m,\n", + " File: \u001b[36m[Function: File]\u001b[39m,\n", + " open: \u001b[36m[AsyncFunction: open]\u001b[39m,\n", + " openSync: \u001b[36m[Function: openSync]\u001b[39m,\n", + " create: \u001b[36m[Function: create]\u001b[39m,\n", + " createSync: \u001b[36m[Function: createSync]\u001b[39m,\n", + " stdin: Stdin {},\n", + " stdout: Stdout {},\n", + " stderr: Stderr {},\n", + " seek: \u001b[36m[Function: seek]\u001b[39m,\n", + " seekSync: \u001b[36m[Function: seekSync]\u001b[39m,\n", + " connect: \u001b[36m[AsyncFunction: connect]\u001b[39m,\n", + " listen: \u001b[36m[Function: listen]\u001b[39m,\n", + " connectTls: \u001b[36m[AsyncFunction: connectTls]\u001b[39m,\n", + " listenTls: \u001b[36m[Function: listenTls]\u001b[39m,\n", + " startTls: \u001b[36m[AsyncFunction: startTls]\u001b[39m,\n", + " shutdown: \u001b[36m[Function: shutdown]\u001b[39m,\n", + " fstatSync: \u001b[36m[Function: fstatSync]\u001b[39m,\n", + " fstat: \u001b[36m[AsyncFunction: fstat]\u001b[39m,\n", + " fsyncSync: \u001b[36m[Function: fsyncSync]\u001b[39m,\n", + " fsync: \u001b[36m[AsyncFunction: fsync]\u001b[39m,\n", + " fdatasyncSync: \u001b[36m[Function: fdatasyncSync]\u001b[39m,\n", + " fdatasync: \u001b[36m[AsyncFunction: fdatasync]\u001b[39m,\n", + " symlink: \u001b[36m[AsyncFunction: symlink]\u001b[39m,\n", + " symlinkSync: \u001b[36m[Function: symlinkSync]\u001b[39m,\n", + " link: \u001b[36m[AsyncFunction: link]\u001b[39m,\n", + " linkSync: \u001b[36m[Function: linkSync]\u001b[39m,\n", + " permissions: Permissions {},\n", + " Permissions: \u001b[36m[Function: Permissions]\u001b[39m,\n", + " PermissionStatus: \u001b[36m[Function: PermissionStatus]\u001b[39m,\n", + " serveHttp: \u001b[36m[Function: serveHttp]\u001b[39m,\n", + " resolveDns: \u001b[36m[Function: resolveDns]\u001b[39m,\n", + " upgradeWebSocket: \u001b[36m[Function: upgradeWebSocket]\u001b[39m,\n", + " kill: \u001b[36m[Function: opKill]\u001b[39m,\n", + " pid: \u001b[33m79003\u001b[39m,\n", + " ppid: \u001b[33m78992\u001b[39m,\n", + " noColor: \u001b[33mfalse\u001b[39m,\n", + " args: [],\n", + " mainModule: [Getter],\n", + " [Symbol(Deno.internal)]: {\n", + " Console: \u001b[36m[Function: Console]\u001b[39m,\n", + " cssToAnsi: \u001b[36m[Function: cssToAnsi]\u001b[39m,\n", + " inspectArgs: \u001b[36m[Function: inspectArgs]\u001b[39m,\n", + " parseCss: \u001b[36m[Function: parseCss]\u001b[39m,\n", + " parseCssColor: \u001b[36m[Function: parseCssColor]\u001b[39m,\n", + " pathFromURL: \u001b[36m[Function: pathFromURL]\u001b[39m,\n", + " runTests: \u001b[36m[AsyncFunction: runTests]\u001b[39m,\n", + " enableTestSteps: \u001b[36m[Function: enableTestSteps]\u001b[39m\n", + " }\n", + "}" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Deno" + ] + }, + { + "cell_type": "markdown", + "id": "6caeb583", + "metadata": { + "hidden": true + }, + "source": [ + "#### resolve returned promise" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "43c1581b", + "metadata": { + "hidden": true + }, + "outputs": [ + { + "data": { + "text/plain": [ + "Promise { \u001b[32m\"it worked!\"\u001b[39m }" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Promise.resolve(\"it worked!\")" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "9a34b725", + "metadata": { + "hidden": true + }, + "outputs": [ + { + "data": { + "text/plain": [ + "Promise { \u001b[31m\u001b[39m Error: it failed!\n", + " at :2:16 }" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Promise.reject(new Error(\"it failed!\"));" + ] + }, + { + "cell_type": "markdown", + "id": "3a89dada", + "metadata": { + "hidden": true + }, + "source": [ + "#### object with Symbol(\"toPng\") should return an image (TODO)" + ] + }, + { + "cell_type": "markdown", + "id": "46da2b23", + "metadata": {}, + "source": [ + "### User API" + ] + }, + { + "cell_type": "markdown", + "id": "64d6cb2c", + "metadata": {}, + "source": [ + "#### Deno.jupyter.display()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "959bf8a6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "testing 1 2 3" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "let displayBuf1 = new TextEncoder().encode(\"testing 1 2 3\");\n", + "Deno.jupyter.display(\"text/plain\", displayBuf1, {dataFormat: \"string\"});" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "68203ac8", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "let displayBuf2 = Deno.readFileSync(\"./cli/tests/testdata/jupyter/test.png\");\n", + "Deno.jupyter.display(\"image/png\", displayBuf2);" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "e1fb4d47", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "

This is a heading

And this is some text." + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "let displayBuf3 = new TextEncoder().encode(\"

This is a heading

And this is some text.\");\n", + "Deno.jupyter.display(\"text/html\", displayBuf3, {dataFormat: \"string\"});" + ] + }, + { + "cell_type": "markdown", + "id": "887ef658", + "metadata": {}, + "source": [ + "#### PNG" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "53e74633", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Promise {\n", + " \u001b[31m\u001b[39m TypeError: Deno.fileRead is not a function\n", + " at Object.displayPngFile (deno:runtime/js/40_jupyter.js:23:28)\n", + " at :2:14\n", + "}" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "await Deno.jupyter.displayPngFile(\"./cli/tests/testdata/jupyter/test.png\");" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "215e9465", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "let pngBuf1 = await Deno.readFile(\"./cli/tests/testdata/jupyter/test.png\");\n", + "Deno.jupyter.displayPng(pngBuf1);" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "de6764fb", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + }, + "metadata": { + "image/png": { + "height": 60, + "width": 80 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "let pngBuf1 = await Deno.readFile(\"./cli/tests/testdata/jupyter/test.png\");\n", + "Deno.jupyter.displayPng(pngBuf1, {width: 80, height: 60});" + ] + }, + { + "cell_type": "markdown", + "id": "85747c36", + "metadata": {}, + "source": [ + "#### HTML" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1b599abd", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "

Dummy Heading

\n", + "Dummy text." + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "await Deno.jupyter.displayHtmlFile(\"./cli/tests/testdata/jupyter/test.html\");" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "f8e1dbb8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "

This is a test

" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Deno.jupyter.displayHtml(\"

This is a test

\");" + ] + }, + { + "cell_type": "markdown", + "id": "ed389024", + "metadata": {}, + "source": [ + "### prints an error message and stack trace" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b5c7b819", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "ename": "\"Error\"", + "evalue": "Error: this is a test", + "output_type": "error", + "traceback": [ + "Error: this is a test", + " at foo (:3:11)", + " at :4:3" + ] + } + ], + "source": [ + "(function foo() {\n", + " throw new Error(\"this is a test\")\n", + "})()" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "72d01fdd", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Promise {\n", + " \u001b[31m\u001b[39m TypeError: Error parsing args: serde_v8 error: ExpectedString\n", + " at Object.opAsync (deno:core/01_core.js:141:28)\n", + " at open (deno:runtime/js/40_files.js:51:28)\n", + " at Object.readFile (deno:runtime/js/40_read_file.js:25:24)\n", + " at :2:6\n", + "}" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Deno.readFile(1)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "cb45353d", + "metadata": {}, + "outputs": [], + "source": [ + "import * as vl from \"https://esm.sh/vega-lite-api@5\";" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "a5040c10", + "metadata": {}, + "outputs": [], + "source": [ + "const data = [{ key: \"A\", value: 4}, {key: \"B\", value:8}, {key:\"C\", value: 2}, {key: \"D\", value: 7}, {key:\"E\", value: 4}];" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "45f822af", + "metadata": {}, + "outputs": [], + "source": [ + "data" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "d918135f", + "metadata": {}, + "outputs": [], + "source": [ + "const vlSpec = vl.markBar()\n", + " .encode(\n", + " vl.x().fieldO(\"key\"),\n", + " vl.y().fieldQ(\"value\")\n", + " )\n", + " .height(200)\n", + " .data(data)\n", + " .toObject();" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "5ad0d21b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{\n", + " mark: { type: \u001b[32m\"bar\"\u001b[39m },\n", + " encoding: {\n", + " x: { field: \u001b[32m\"key\"\u001b[39m, type: \u001b[32m\"ordinal\"\u001b[39m },\n", + " y: { field: \u001b[32m\"value\"\u001b[39m, type: \u001b[32m\"quantitative\"\u001b[39m }\n", + " },\n", + " height: \u001b[33m200\u001b[39m,\n", + " data: {\n", + " values: [\n", + " { key: \u001b[32m\"A\"\u001b[39m, value: \u001b[33m4\u001b[39m },\n", + " { key: \u001b[32m\"B\"\u001b[39m, value: \u001b[33m8\u001b[39m },\n", + " { key: \u001b[32m\"C\"\u001b[39m, value: \u001b[33m2\u001b[39m },\n", + " { key: \u001b[32m\"D\"\u001b[39m, value: \u001b[33m7\u001b[39m },\n", + " { key: \u001b[32m\"E\"\u001b[39m, value: \u001b[33m4\u001b[39m }\n", + " ]\n", + " }\n", + "}" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "vlSpec" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "80da0dcd", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.vegalite.v3+json": { + "data": { + "values": [ + { + "key": "A", + "value": 4 + }, + { + "key": "B", + "value": 8 + }, + { + "key": "C", + "value": 2 + }, + { + "key": "D", + "value": 7 + }, + { + "key": "E", + "value": 4 + } + ] + }, + "encoding": { + "x": { + "field": "key", + "type": "ordinal" + }, + "y": { + "field": "value", + "type": "quantitative" + } + }, + "height": 200, + "mark": { + "type": "bar" + } + } + }, + "metadata": { + "application/vnd.vegalite.v3+json": {} + }, + "output_type": "display_data" + } + ], + "source": [ + "Deno.jupyter.displayVegaLite(vlSpec)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "c6e1c8b9", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "" + ] + }, + "metadata": { + "text/html": {} + }, + "output_type": "display_data" + } + ], + "source": [ + "Deno.jupyter.displayHtml('');" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2c4a440c", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Deno", + "language": "typescript", + "name": "deno" + }, + "language_info": { + "file_extension": ".ts", + "mimetype": "text/x.typescript", + "name": "typescript", + "version": "4.5.2" + }, + "toc": { + "base_numbering": 1, + "nav_menu": {}, + "number_sections": true, + "sideBar": true, + "skip_h1_title": false, + "title_cell": "Table of Contents", + "title_sidebar": "Contents", + "toc_cell": false, + "toc_position": {}, + "toc_section_display": true, + "toc_window_display": true + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/runtime/js/40_jupyter.js b/runtime/js/40_jupyter.js new file mode 100644 index 00000000000000..97ef073ab98a41 --- /dev/null +++ b/runtime/js/40_jupyter.js @@ -0,0 +1,118 @@ +// Copyright 2018-2021 the Deno authors. All rights reserved. MIT license. +"use strict"; + +((window) => { + const core = window.__bootstrap.core; + const { + TypeError, + JSONStringify, + } = window.__bootstrap.primordials; + const jupyter = {}; + + function display(mimeType, buf, opt = {}) { + // for known mime types, do the nice thing and select the known dataFormat + let dataFormat = "base64"; + switch (mimeType) { + case "text/plain": + case "text/html": + dataFormat = "string"; + } + + const args = { + mimeType, + dataFormat: opt.dataFormat ?? dataFormat, + metadata: opt.metadata, + }; + + core.opSync("op_jupyter_display", args, buf); + } + + function displayPng(buf, opt = {}) { + display("image/png", buf, { + metadata: { + width: opt.width, + height: opt.height, + }, + }); + } + + async function displayPngFile(path, opt = {}) { + const buf = await Deno.readFile(path); + displayPng(buf, opt); + } + + function displayHtml(str) { + display("text/html", new TextEncoder().encode(str), { + dataFormat: "string", + }); + } + + async function displayHtmlFile(path) { + const buf = await Deno.readFile(path); + display("text/html", buf, { + dataFormat: "string", + }); + } + + function displayVegaLite(spec) { + if (typeof spec === "object") { + spec = JSONStringify(spec); + } + + display( + "application/vnd.vegalite.v3+json", + new TextEncoder().encode(spec), + { dataFormat: "json" }, + ); + } + + async function displayVegaLiteFile(path) { + const buf = await Deno.readFile(path); + display("application/vnd.vegalite.v3+json", buf, { dataFormat: "json" }); + } + + // from: https://jupyterlab.readthedocs.io/en/stable/user/file_formats.html + // application/json + // text/markdown + // image/bmp + // image/gif + // image/jpeg + // image/svg+xml + // text/html + // text/latex + // application/pdf + // application/vnd.vega.v5+json + // application/vdom.v1+json + + function displayFile(path, opt = {}) { + let fileType; + if (opt.hint) { + fileType = opt.hint; + } else { + const pathParts = path.split("."); + fileType = pathParts[pathParts.length - 1]; + } + fileType = fileType.toLowerCase(); + + switch (fileType) { + case "png": + return displayPngFile(path, opt); + case "html": + return displayHtmlFile(path); + case "vl": + return displayVegaLiteFile(path); + default: + throw new TypeError(`unknown file type: ${fileType}`); + } + } + + jupyter.display = display; + jupyter.displayPng = displayPng; + jupyter.displayPngFile = displayPngFile; + jupyter.displayHtml = displayHtml; + jupyter.displayHtmlFile = displayHtmlFile; + jupyter.displayVegaLite = displayVegaLite; + jupyter.displayVegaLiteFile = displayVegaLiteFile; + jupyter.displayFile = displayFile; + window.__bootstrap.jupyter = jupyter; +})(this); diff --git a/runtime/js/90_deno_ns.js b/runtime/js/90_deno_ns.js index f21b261db89f76..009e89171f72bc 100644 --- a/runtime/js/90_deno_ns.js +++ b/runtime/js/90_deno_ns.js @@ -153,5 +153,6 @@ spawnChild: __bootstrap.spawn.spawnChild, spawn: __bootstrap.spawn.spawn, spawnSync: __bootstrap.spawn.spawnSync, + jupyter: __bootstrap.jupyter, }; })(this);