From 0baf3efaae1d845077b82d47bc22f0e6a537e22a Mon Sep 17 00:00:00 2001 From: "gcf-owl-bot[bot]" <78513119+gcf-owl-bot[bot]@users.noreply.github.com> Date: Wed, 8 Nov 2023 19:58:15 +0000 Subject: [PATCH 01/10] chore: bump urllib3 from 1.26.12 to 1.26.18 (#197) Source-Link: https://togithub.com/googleapis/synthtool/commit/febacccc98d6d224aff9d0bd0373bb5a4cd5969c Post-Processor: gcr.io/cloud-devrel-public-resources/owlbot-python:latest@sha256:caffe0a9277daeccc4d1de5c9b55ebba0901b57c2f713ec9c876b0d4ec064f61 --- .github/.OwlBot.lock.yaml | 4 +- .kokoro/requirements.txt | 532 ++++++++++++++++++++------------------ 2 files changed, 277 insertions(+), 259 deletions(-) diff --git a/.github/.OwlBot.lock.yaml b/.github/.OwlBot.lock.yaml index ec696b55..453b540c 100644 --- a/.github/.OwlBot.lock.yaml +++ b/.github/.OwlBot.lock.yaml @@ -13,5 +13,5 @@ # limitations under the License. docker: image: gcr.io/cloud-devrel-public-resources/owlbot-python:latest - digest: sha256:30470597773378105e239b59fce8eb27cc97375580d592699206d17d117143d0 -# created: 2023-11-03T00:57:07.335914631Z + digest: sha256:caffe0a9277daeccc4d1de5c9b55ebba0901b57c2f713ec9c876b0d4ec064f61 +# created: 2023-11-08T19:46:45.022803742Z diff --git a/.kokoro/requirements.txt b/.kokoro/requirements.txt index 16170d0c..8957e211 100644 --- a/.kokoro/requirements.txt +++ b/.kokoro/requirements.txt @@ -4,91 +4,75 @@ # # pip-compile --allow-unsafe --generate-hashes requirements.in # -argcomplete==2.0.0 \ - --hash=sha256:6372ad78c89d662035101418ae253668445b391755cfe94ea52f1b9d22425b20 \ - --hash=sha256:cffa11ea77999bb0dd27bb25ff6dc142a6796142f68d45b1a26b11f58724561e +argcomplete==3.1.4 \ + --hash=sha256:72558ba729e4c468572609817226fb0a6e7e9a0a7d477b882be168c0b4a62b94 \ + --hash=sha256:fbe56f8cda08aa9a04b307d8482ea703e96a6a801611acb4be9bf3942017989f # via nox -attrs==22.1.0 \ - --hash=sha256:29adc2665447e5191d0e7c568fde78b21f9672d344281d0c6e1ab085429b22b6 \ - --hash=sha256:86efa402f67bf2df34f51a335487cf46b1ec130d02b8d39fd248abfd30da551c +attrs==23.1.0 \ + --hash=sha256:1f28b4522cdc2fb4256ac1a020c78acf9cba2c6b461ccd2c126f3aa8e8335d04 \ + --hash=sha256:6279836d581513a26f1bf235f9acd333bc9115683f14f7e8fae46c98fc50e015 # via gcp-releasetool -bleach==5.0.1 \ - --hash=sha256:085f7f33c15bd408dd9b17a4ad77c577db66d76203e5984b1bd59baeee948b2a \ - --hash=sha256:0d03255c47eb9bd2f26aa9bb7f2107732e7e8fe195ca2f64709fcf3b0a4a085c - # via readme-renderer -cachetools==5.2.0 \ - --hash=sha256:6a94c6402995a99c3970cc7e4884bb60b4a8639938157eeed436098bf9831757 \ - --hash=sha256:f9f17d2aec496a9aa6b76f53e3b614c965223c061982d434d160f930c698a9db +cachetools==5.3.2 \ + --hash=sha256:086ee420196f7b2ab9ca2db2520aca326318b68fe5ba8bc4d49cca91add450f2 \ + --hash=sha256:861f35a13a451f94e301ce2bec7cac63e881232ccce7ed67fab9b5df4d3beaa1 # via google-auth certifi==2023.7.22 \ --hash=sha256:539cc1d13202e33ca466e88b2807e29f4c13049d6d87031a3c110744495cb082 \ --hash=sha256:92d6037539857d8206b8f6ae472e8b77db8058fec5937a1ef3f54304089edbb9 # via requests -cffi==1.15.1 \ - --hash=sha256:00a9ed42e88df81ffae7a8ab6d9356b371399b91dbdf0c3cb1e84c03a13aceb5 \ - --hash=sha256:03425bdae262c76aad70202debd780501fabeaca237cdfddc008987c0e0f59ef \ - --hash=sha256:04ed324bda3cda42b9b695d51bb7d54b680b9719cfab04227cdd1e04e5de3104 \ - --hash=sha256:0e2642fe3142e4cc4af0799748233ad6da94c62a8bec3a6648bf8ee68b1c7426 \ - --hash=sha256:173379135477dc8cac4bc58f45db08ab45d228b3363adb7af79436135d028405 \ - --hash=sha256:198caafb44239b60e252492445da556afafc7d1e3ab7a1fb3f0584ef6d742375 \ - --hash=sha256:1e74c6b51a9ed6589199c787bf5f9875612ca4a8a0785fb2d4a84429badaf22a \ - --hash=sha256:2012c72d854c2d03e45d06ae57f40d78e5770d252f195b93f581acf3ba44496e \ - --hash=sha256:21157295583fe8943475029ed5abdcf71eb3911894724e360acff1d61c1d54bc \ - --hash=sha256:2470043b93ff09bf8fb1d46d1cb756ce6132c54826661a32d4e4d132e1977adf \ - --hash=sha256:285d29981935eb726a4399badae8f0ffdff4f5050eaa6d0cfc3f64b857b77185 \ - --hash=sha256:30d78fbc8ebf9c92c9b7823ee18eb92f2e6ef79b45ac84db507f52fbe3ec4497 \ - --hash=sha256:320dab6e7cb2eacdf0e658569d2575c4dad258c0fcc794f46215e1e39f90f2c3 \ - --hash=sha256:33ab79603146aace82c2427da5ca6e58f2b3f2fb5da893ceac0c42218a40be35 \ - --hash=sha256:3548db281cd7d2561c9ad9984681c95f7b0e38881201e157833a2342c30d5e8c \ - --hash=sha256:3799aecf2e17cf585d977b780ce79ff0dc9b78d799fc694221ce814c2c19db83 \ - --hash=sha256:39d39875251ca8f612b6f33e6b1195af86d1b3e60086068be9cc053aa4376e21 \ - --hash=sha256:3b926aa83d1edb5aa5b427b4053dc420ec295a08e40911296b9eb1b6170f6cca \ - --hash=sha256:3bcde07039e586f91b45c88f8583ea7cf7a0770df3a1649627bf598332cb6984 \ - --hash=sha256:3d08afd128ddaa624a48cf2b859afef385b720bb4b43df214f85616922e6a5ac \ - --hash=sha256:3eb6971dcff08619f8d91607cfc726518b6fa2a9eba42856be181c6d0d9515fd \ - --hash=sha256:40f4774f5a9d4f5e344f31a32b5096977b5d48560c5592e2f3d2c4374bd543ee \ - --hash=sha256:4289fc34b2f5316fbb762d75362931e351941fa95fa18789191b33fc4cf9504a \ - --hash=sha256:470c103ae716238bbe698d67ad020e1db9d9dba34fa5a899b5e21577e6d52ed2 \ - --hash=sha256:4f2c9f67e9821cad2e5f480bc8d83b8742896f1242dba247911072d4fa94c192 \ - --hash=sha256:50a74364d85fd319352182ef59c5c790484a336f6db772c1a9231f1c3ed0cbd7 \ - --hash=sha256:54a2db7b78338edd780e7ef7f9f6c442500fb0d41a5a4ea24fff1c929d5af585 \ - --hash=sha256:5635bd9cb9731e6d4a1132a498dd34f764034a8ce60cef4f5319c0541159392f \ - --hash=sha256:59c0b02d0a6c384d453fece7566d1c7e6b7bae4fc5874ef2ef46d56776d61c9e \ - --hash=sha256:5d598b938678ebf3c67377cdd45e09d431369c3b1a5b331058c338e201f12b27 \ - --hash=sha256:5df2768244d19ab7f60546d0c7c63ce1581f7af8b5de3eb3004b9b6fc8a9f84b \ - --hash=sha256:5ef34d190326c3b1f822a5b7a45f6c4535e2f47ed06fec77d3d799c450b2651e \ - --hash=sha256:6975a3fac6bc83c4a65c9f9fcab9e47019a11d3d2cf7f3c0d03431bf145a941e \ - --hash=sha256:6c9a799e985904922a4d207a94eae35c78ebae90e128f0c4e521ce339396be9d \ - --hash=sha256:70df4e3b545a17496c9b3f41f5115e69a4f2e77e94e1d2a8e1070bc0c38c8a3c \ - --hash=sha256:7473e861101c9e72452f9bf8acb984947aa1661a7704553a9f6e4baa5ba64415 \ - --hash=sha256:8102eaf27e1e448db915d08afa8b41d6c7ca7a04b7d73af6514df10a3e74bd82 \ - --hash=sha256:87c450779d0914f2861b8526e035c5e6da0a3199d8f1add1a665e1cbc6fc6d02 \ - --hash=sha256:8b7ee99e510d7b66cdb6c593f21c043c248537a32e0bedf02e01e9553a172314 \ - --hash=sha256:91fc98adde3d7881af9b59ed0294046f3806221863722ba7d8d120c575314325 \ - --hash=sha256:94411f22c3985acaec6f83c6df553f2dbe17b698cc7f8ae751ff2237d96b9e3c \ - --hash=sha256:98d85c6a2bef81588d9227dde12db8a7f47f639f4a17c9ae08e773aa9c697bf3 \ - --hash=sha256:9ad5db27f9cabae298d151c85cf2bad1d359a1b9c686a275df03385758e2f914 \ - --hash=sha256:a0b71b1b8fbf2b96e41c4d990244165e2c9be83d54962a9a1d118fd8657d2045 \ - --hash=sha256:a0f100c8912c114ff53e1202d0078b425bee3649ae34d7b070e9697f93c5d52d \ - --hash=sha256:a591fe9e525846e4d154205572a029f653ada1a78b93697f3b5a8f1f2bc055b9 \ - --hash=sha256:a5c84c68147988265e60416b57fc83425a78058853509c1b0629c180094904a5 \ - --hash=sha256:a66d3508133af6e8548451b25058d5812812ec3798c886bf38ed24a98216fab2 \ - --hash=sha256:a8c4917bd7ad33e8eb21e9a5bbba979b49d9a97acb3a803092cbc1133e20343c \ - --hash=sha256:b3bbeb01c2b273cca1e1e0c5df57f12dce9a4dd331b4fa1635b8bec26350bde3 \ - --hash=sha256:cba9d6b9a7d64d4bd46167096fc9d2f835e25d7e4c121fb2ddfc6528fb0413b2 \ - --hash=sha256:cc4d65aeeaa04136a12677d3dd0b1c0c94dc43abac5860ab33cceb42b801c1e8 \ - --hash=sha256:ce4bcc037df4fc5e3d184794f27bdaab018943698f4ca31630bc7f84a7b69c6d \ - --hash=sha256:cec7d9412a9102bdc577382c3929b337320c4c4c4849f2c5cdd14d7368c5562d \ - --hash=sha256:d400bfb9a37b1351253cb402671cea7e89bdecc294e8016a707f6d1d8ac934f9 \ - --hash=sha256:d61f4695e6c866a23a21acab0509af1cdfd2c013cf256bbf5b6b5e2695827162 \ - --hash=sha256:db0fbb9c62743ce59a9ff687eb5f4afbe77e5e8403d6697f7446e5f609976f76 \ - --hash=sha256:dd86c085fae2efd48ac91dd7ccffcfc0571387fe1193d33b6394db7ef31fe2a4 \ - --hash=sha256:e00b098126fd45523dd056d2efba6c5a63b71ffe9f2bbe1a4fe1716e1d0c331e \ - --hash=sha256:e229a521186c75c8ad9490854fd8bbdd9a0c9aa3a524326b55be83b54d4e0ad9 \ - --hash=sha256:e263d77ee3dd201c3a142934a086a4450861778baaeeb45db4591ef65550b0a6 \ - --hash=sha256:ed9cb427ba5504c1dc15ede7d516b84757c3e3d7868ccc85121d9310d27eed0b \ - --hash=sha256:fa6693661a4c91757f4412306191b6dc88c1703f780c8234035eac011922bc01 \ - --hash=sha256:fcd131dd944808b5bdb38e6f5b53013c5aa4f334c5cad0c72742f6eba4b73db0 +cffi==1.16.0 \ + --hash=sha256:0c9ef6ff37e974b73c25eecc13952c55bceed9112be2d9d938ded8e856138bcc \ + --hash=sha256:131fd094d1065b19540c3d72594260f118b231090295d8c34e19a7bbcf2e860a \ + --hash=sha256:1b8ebc27c014c59692bb2664c7d13ce7a6e9a629be20e54e7271fa696ff2b417 \ + --hash=sha256:2c56b361916f390cd758a57f2e16233eb4f64bcbeee88a4881ea90fca14dc6ab \ + --hash=sha256:2d92b25dbf6cae33f65005baf472d2c245c050b1ce709cc4588cdcdd5495b520 \ + --hash=sha256:31d13b0f99e0836b7ff893d37af07366ebc90b678b6664c955b54561fc36ef36 \ + --hash=sha256:32c68ef735dbe5857c810328cb2481e24722a59a2003018885514d4c09af9743 \ + --hash=sha256:3686dffb02459559c74dd3d81748269ffb0eb027c39a6fc99502de37d501faa8 \ + --hash=sha256:582215a0e9adbe0e379761260553ba11c58943e4bbe9c36430c4ca6ac74b15ed \ + --hash=sha256:5b50bf3f55561dac5438f8e70bfcdfd74543fd60df5fa5f62d94e5867deca684 \ + --hash=sha256:5bf44d66cdf9e893637896c7faa22298baebcd18d1ddb6d2626a6e39793a1d56 \ + --hash=sha256:6602bc8dc6f3a9e02b6c22c4fc1e47aa50f8f8e6d3f78a5e16ac33ef5fefa324 \ + --hash=sha256:673739cb539f8cdaa07d92d02efa93c9ccf87e345b9a0b556e3ecc666718468d \ + --hash=sha256:68678abf380b42ce21a5f2abde8efee05c114c2fdb2e9eef2efdb0257fba1235 \ + --hash=sha256:68e7c44931cc171c54ccb702482e9fc723192e88d25a0e133edd7aff8fcd1f6e \ + --hash=sha256:6b3d6606d369fc1da4fd8c357d026317fbb9c9b75d36dc16e90e84c26854b088 \ + --hash=sha256:748dcd1e3d3d7cd5443ef03ce8685043294ad6bd7c02a38d1bd367cfd968e000 \ + --hash=sha256:7651c50c8c5ef7bdb41108b7b8c5a83013bfaa8a935590c5d74627c047a583c7 \ + --hash=sha256:7b78010e7b97fef4bee1e896df8a4bbb6712b7f05b7ef630f9d1da00f6444d2e \ + --hash=sha256:7e61e3e4fa664a8588aa25c883eab612a188c725755afff6289454d6362b9673 \ + --hash=sha256:80876338e19c951fdfed6198e70bc88f1c9758b94578d5a7c4c91a87af3cf31c \ + --hash=sha256:8895613bcc094d4a1b2dbe179d88d7fb4a15cee43c052e8885783fac397d91fe \ + --hash=sha256:88e2b3c14bdb32e440be531ade29d3c50a1a59cd4e51b1dd8b0865c54ea5d2e2 \ + --hash=sha256:8f8e709127c6c77446a8c0a8c8bf3c8ee706a06cd44b1e827c3e6a2ee6b8c098 \ + --hash=sha256:9cb4a35b3642fc5c005a6755a5d17c6c8b6bcb6981baf81cea8bfbc8903e8ba8 \ + --hash=sha256:9f90389693731ff1f659e55c7d1640e2ec43ff725cc61b04b2f9c6d8d017df6a \ + --hash=sha256:a09582f178759ee8128d9270cd1344154fd473bb77d94ce0aeb2a93ebf0feaf0 \ + --hash=sha256:a6a14b17d7e17fa0d207ac08642c8820f84f25ce17a442fd15e27ea18d67c59b \ + --hash=sha256:a72e8961a86d19bdb45851d8f1f08b041ea37d2bd8d4fd19903bc3083d80c896 \ + --hash=sha256:abd808f9c129ba2beda4cfc53bde801e5bcf9d6e0f22f095e45327c038bfe68e \ + --hash=sha256:ac0f5edd2360eea2f1daa9e26a41db02dd4b0451b48f7c318e217ee092a213e9 \ + --hash=sha256:b29ebffcf550f9da55bec9e02ad430c992a87e5f512cd63388abb76f1036d8d2 \ + --hash=sha256:b2ca4e77f9f47c55c194982e10f058db063937845bb2b7a86c84a6cfe0aefa8b \ + --hash=sha256:b7be2d771cdba2942e13215c4e340bfd76398e9227ad10402a8767ab1865d2e6 \ + --hash=sha256:b84834d0cf97e7d27dd5b7f3aca7b6e9263c56308ab9dc8aae9784abb774d404 \ + --hash=sha256:b86851a328eedc692acf81fb05444bdf1891747c25af7529e39ddafaf68a4f3f \ + --hash=sha256:bcb3ef43e58665bbda2fb198698fcae6776483e0c4a631aa5647806c25e02cc0 \ + --hash=sha256:c0f31130ebc2d37cdd8e44605fb5fa7ad59049298b3f745c74fa74c62fbfcfc4 \ + --hash=sha256:c6a164aa47843fb1b01e941d385aab7215563bb8816d80ff3a363a9f8448a8dc \ + --hash=sha256:d8a9d3ebe49f084ad71f9269834ceccbf398253c9fac910c4fd7053ff1386936 \ + --hash=sha256:db8e577c19c0fda0beb7e0d4e09e0ba74b1e4c092e0e40bfa12fe05b6f6d75ba \ + --hash=sha256:dc9b18bf40cc75f66f40a7379f6a9513244fe33c0e8aa72e2d56b0196a7ef872 \ + --hash=sha256:e09f3ff613345df5e8c3667da1d918f9149bd623cd9070c983c013792a9a62eb \ + --hash=sha256:e4108df7fe9b707191e55f33efbcb2d81928e10cea45527879a4749cbe472614 \ + --hash=sha256:e6024675e67af929088fda399b2094574609396b1decb609c55fa58b028a32a1 \ + --hash=sha256:e70f54f1796669ef691ca07d046cd81a29cb4deb1e5f942003f401c0c4a2695d \ + --hash=sha256:e715596e683d2ce000574bae5d07bd522c781a822866c20495e52520564f0969 \ + --hash=sha256:e760191dd42581e023a68b758769e2da259b5d52e3103c6060ddc02c9edb8d7b \ + --hash=sha256:ed86a35631f7bfbb28e108dd96773b9d5a6ce4811cf6ea468bb6a359b256b1e4 \ + --hash=sha256:ee07e47c12890ef248766a6e55bd38ebfb2bb8edd4142d56db91b21ea68b7627 \ + --hash=sha256:fa3a0128b152627161ce47201262d3140edb5a5c3da88d73a1b790a959126956 \ + --hash=sha256:fcc8eb6d5902bb1cf6dc4f187ee3ea80a1eba0a89aba40a5cb20a5087d961357 # via cryptography charset-normalizer==2.1.1 \ --hash=sha256:5a3d016c7c547f69d6f81fb0db9449ce888b418b5b9952cc5e6e66843e9dd845 \ @@ -109,78 +93,74 @@ colorlog==6.7.0 \ # via # gcp-docuploader # nox -commonmark==0.9.1 \ - --hash=sha256:452f9dc859be7f06631ddcb328b6919c67984aca654e5fefb3914d54691aed60 \ - --hash=sha256:da2f38c92590f83de410ba1a3cbceafbc74fee9def35f9251ba9a971d6d66fd9 - # via rich -cryptography==41.0.4 \ - --hash=sha256:004b6ccc95943f6a9ad3142cfabcc769d7ee38a3f60fb0dddbfb431f818c3a67 \ - --hash=sha256:047c4603aeb4bbd8db2756e38f5b8bd7e94318c047cfe4efeb5d715e08b49311 \ - --hash=sha256:0d9409894f495d465fe6fda92cb70e8323e9648af912d5b9141d616df40a87b8 \ - --hash=sha256:23a25c09dfd0d9f28da2352503b23e086f8e78096b9fd585d1d14eca01613e13 \ - --hash=sha256:2ed09183922d66c4ec5fdaa59b4d14e105c084dd0febd27452de8f6f74704143 \ - --hash=sha256:35c00f637cd0b9d5b6c6bd11b6c3359194a8eba9c46d4e875a3660e3b400005f \ - --hash=sha256:37480760ae08065437e6573d14be973112c9e6dcaf5f11d00147ee74f37a3829 \ - --hash=sha256:3b224890962a2d7b57cf5eeb16ccaafba6083f7b811829f00476309bce2fe0fd \ - --hash=sha256:5a0f09cefded00e648a127048119f77bc2b2ec61e736660b5789e638f43cc397 \ - --hash=sha256:5b72205a360f3b6176485a333256b9bcd48700fc755fef51c8e7e67c4b63e3ac \ - --hash=sha256:7e53db173370dea832190870e975a1e09c86a879b613948f09eb49324218c14d \ - --hash=sha256:7febc3094125fc126a7f6fb1f420d0da639f3f32cb15c8ff0dc3997c4549f51a \ - --hash=sha256:80907d3faa55dc5434a16579952ac6da800935cd98d14dbd62f6f042c7f5e839 \ - --hash=sha256:86defa8d248c3fa029da68ce61fe735432b047e32179883bdb1e79ed9bb8195e \ - --hash=sha256:8ac4f9ead4bbd0bc8ab2d318f97d85147167a488be0e08814a37eb2f439d5cf6 \ - --hash=sha256:93530900d14c37a46ce3d6c9e6fd35dbe5f5601bf6b3a5c325c7bffc030344d9 \ - --hash=sha256:9eeb77214afae972a00dee47382d2591abe77bdae166bda672fb1e24702a3860 \ - --hash=sha256:b5f4dfe950ff0479f1f00eda09c18798d4f49b98f4e2006d644b3301682ebdca \ - --hash=sha256:c3391bd8e6de35f6f1140e50aaeb3e2b3d6a9012536ca23ab0d9c35ec18c8a91 \ - --hash=sha256:c880eba5175f4307129784eca96f4e70b88e57aa3f680aeba3bab0e980b0f37d \ - --hash=sha256:cecfefa17042941f94ab54f769c8ce0fe14beff2694e9ac684176a2535bf9714 \ - --hash=sha256:e40211b4923ba5a6dc9769eab704bdb3fbb58d56c5b336d30996c24fcf12aadb \ - --hash=sha256:efc8ad4e6fc4f1752ebfb58aefece8b4e3c4cae940b0994d43649bdfce8d0d4f +cryptography==41.0.5 \ + --hash=sha256:0c327cac00f082013c7c9fb6c46b7cc9fa3c288ca702c74773968173bda421bf \ + --hash=sha256:0d2a6a598847c46e3e321a7aef8af1436f11c27f1254933746304ff014664d84 \ + --hash=sha256:227ec057cd32a41c6651701abc0328135e472ed450f47c2766f23267b792a88e \ + --hash=sha256:22892cc830d8b2c89ea60148227631bb96a7da0c1b722f2aac8824b1b7c0b6b8 \ + --hash=sha256:392cb88b597247177172e02da6b7a63deeff1937fa6fec3bbf902ebd75d97ec7 \ + --hash=sha256:3be3ca726e1572517d2bef99a818378bbcf7d7799d5372a46c79c29eb8d166c1 \ + --hash=sha256:573eb7128cbca75f9157dcde974781209463ce56b5804983e11a1c462f0f4e88 \ + --hash=sha256:580afc7b7216deeb87a098ef0674d6ee34ab55993140838b14c9b83312b37b86 \ + --hash=sha256:5a70187954ba7292c7876734183e810b728b4f3965fbe571421cb2434d279179 \ + --hash=sha256:73801ac9736741f220e20435f84ecec75ed70eda90f781a148f1bad546963d81 \ + --hash=sha256:7d208c21e47940369accfc9e85f0de7693d9a5d843c2509b3846b2db170dfd20 \ + --hash=sha256:8254962e6ba1f4d2090c44daf50a547cd5f0bf446dc658a8e5f8156cae0d8548 \ + --hash=sha256:88417bff20162f635f24f849ab182b092697922088b477a7abd6664ddd82291d \ + --hash=sha256:a48e74dad1fb349f3dc1d449ed88e0017d792997a7ad2ec9587ed17405667e6d \ + --hash=sha256:b948e09fe5fb18517d99994184854ebd50b57248736fd4c720ad540560174ec5 \ + --hash=sha256:c707f7afd813478e2019ae32a7c49cd932dd60ab2d2a93e796f68236b7e1fbf1 \ + --hash=sha256:d38e6031e113b7421db1de0c1b1f7739564a88f1684c6b89234fbf6c11b75147 \ + --hash=sha256:d3977f0e276f6f5bf245c403156673db103283266601405376f075c849a0b936 \ + --hash=sha256:da6a0ff8f1016ccc7477e6339e1d50ce5f59b88905585f77193ebd5068f1e797 \ + --hash=sha256:e270c04f4d9b5671ebcc792b3ba5d4488bf7c42c3c241a3748e2599776f29696 \ + --hash=sha256:e886098619d3815e0ad5790c973afeee2c0e6e04b4da90b88e6bd06e2a0b1b72 \ + --hash=sha256:ec3b055ff8f1dce8e6ef28f626e0972981475173d7973d63f271b29c8a2897da \ + --hash=sha256:fba1e91467c65fe64a82c689dc6cf58151158993b13eb7a7f3f4b7f395636723 # via # gcp-releasetool # secretstorage -distlib==0.3.6 \ - --hash=sha256:14bad2d9b04d3a36127ac97f30b12a19268f211063d8f8ee4f47108896e11b46 \ - --hash=sha256:f35c4b692542ca110de7ef0bea44d73981caeb34ca0b9b6b2e6d7790dda8f80e +distlib==0.3.7 \ + --hash=sha256:2e24928bc811348f0feb63014e97aaae3037f2cf48712d51ae61df7fd6075057 \ + --hash=sha256:9dafe54b34a028eafd95039d5e5d4851a13734540f1331060d31c9916e7147a8 # via virtualenv -docutils==0.19 \ - --hash=sha256:33995a6753c30b7f577febfc2c50411fec6aac7f7ffeb7c4cfe5991072dcf9e6 \ - --hash=sha256:5e1de4d849fee02c63b040a4a3fd567f4ab104defd8a5511fbbc24a8a017efbc +docutils==0.20.1 \ + --hash=sha256:96f387a2c5562db4476f09f13bbab2192e764cac08ebbf3a34a95d9b1e4a59d6 \ + --hash=sha256:f08a4e276c3a1583a86dce3e34aba3fe04d02bba2dd51ed16106244e8a923e3b # via readme-renderer -filelock==3.8.0 \ - --hash=sha256:55447caa666f2198c5b6b13a26d2084d26fa5b115c00d065664b2124680c4edc \ - --hash=sha256:617eb4e5eedc82fc5f47b6d61e4d11cb837c56cb4544e39081099fa17ad109d4 +filelock==3.13.1 \ + --hash=sha256:521f5f56c50f8426f5e03ad3b281b490a87ef15bc6c526f168290f0c7148d44e \ + --hash=sha256:57dbda9b35157b05fb3e58ee91448612eb674172fab98ee235ccb0b5bee19a1c # via virtualenv -gcp-docuploader==0.6.4 \ - --hash=sha256:01486419e24633af78fd0167db74a2763974765ee8078ca6eb6964d0ebd388af \ - --hash=sha256:70861190c123d907b3b067da896265ead2eeb9263969d6955c9e0bb091b5ccbf +gcp-docuploader==0.6.5 \ + --hash=sha256:30221d4ac3e5a2b9c69aa52fdbef68cc3f27d0e6d0d90e220fc024584b8d2318 \ + --hash=sha256:b7458ef93f605b9d46a4bf3a8dc1755dad1f31d030c8679edf304e343b347eea # via -r requirements.in -gcp-releasetool==1.10.5 \ - --hash=sha256:174b7b102d704b254f2a26a3eda2c684fd3543320ec239baf771542a2e58e109 \ - --hash=sha256:e29d29927fe2ca493105a82958c6873bb2b90d503acac56be2c229e74de0eec9 +gcp-releasetool==1.16.0 \ + --hash=sha256:27bf19d2e87aaa884096ff941aa3c592c482be3d6a2bfe6f06afafa6af2353e3 \ + --hash=sha256:a316b197a543fd036209d0caba7a8eb4d236d8e65381c80cbc6d7efaa7606d63 # via -r requirements.in -google-api-core==2.10.2 \ - --hash=sha256:10c06f7739fe57781f87523375e8e1a3a4674bf6392cd6131a3222182b971320 \ - --hash=sha256:34f24bd1d5f72a8c4519773d99ca6bf080a6c4e041b4e9f024fe230191dda62e +google-api-core==2.12.0 \ + --hash=sha256:c22e01b1e3c4dcd90998494879612c38d0a3411d1f7b679eb89e2abe3ce1f553 \ + --hash=sha256:ec6054f7d64ad13b41e43d96f735acbd763b0f3b695dabaa2d579673f6a6e160 # via # google-cloud-core # google-cloud-storage -google-auth==2.14.1 \ - --hash=sha256:ccaa901f31ad5cbb562615eb8b664b3dd0bf5404a67618e642307f00613eda4d \ - --hash=sha256:f5d8701633bebc12e0deea4df8abd8aff31c28b355360597f7f2ee60f2e4d016 +google-auth==2.23.4 \ + --hash=sha256:79905d6b1652187def79d491d6e23d0cbb3a21d3c7ba0dbaa9c8a01906b13ff3 \ + --hash=sha256:d4bbc92fe4b8bfd2f3e8d88e5ba7085935da208ee38a134fc280e7ce682a05f2 # via # gcp-releasetool # google-api-core # google-cloud-core # google-cloud-storage -google-cloud-core==2.3.2 \ - --hash=sha256:8417acf6466be2fa85123441696c4badda48db314c607cf1e5d543fa8bdc22fe \ - --hash=sha256:b9529ee7047fd8d4bf4a2182de619154240df17fbe60ead399078c1ae152af9a +google-cloud-core==2.3.3 \ + --hash=sha256:37b80273c8d7eee1ae816b3a20ae43585ea50506cb0e60f3cf5be5f87f1373cb \ + --hash=sha256:fbd11cad3e98a7e5b0343dc07cb1039a5ffd7a5bb96e1f1e27cee4bda4a90863 # via google-cloud-storage -google-cloud-storage==2.6.0 \ - --hash=sha256:104ca28ae61243b637f2f01455cc8a05e8f15a2a18ced96cb587241cdd3820f5 \ - --hash=sha256:4ad0415ff61abdd8bb2ae81c1f8f7ec7d91a1011613f2db87c614c550f97bfe9 +google-cloud-storage==2.13.0 \ + --hash=sha256:ab0bf2e1780a1b74cf17fccb13788070b729f50c252f0c94ada2aae0ca95437d \ + --hash=sha256:f62dc4c7b6cd4360d072e3deb28035fbdad491ac3d9b0b1815a12daea10f37c7 # via gcp-docuploader google-crc32c==1.5.0 \ --hash=sha256:024894d9d3cfbc5943f8f230e23950cd4906b2fe004c72e29b209420a1e6b05a \ @@ -251,29 +231,31 @@ google-crc32c==1.5.0 \ --hash=sha256:f583edb943cf2e09c60441b910d6a20b4d9d626c75a36c8fcac01a6c96c01183 \ --hash=sha256:fd8536e902db7e365f49e7d9029283403974ccf29b13fc7028b97e2295b33556 \ --hash=sha256:fe70e325aa68fa4b5edf7d1a4b6f691eb04bbccac0ace68e34820d283b5f80d4 - # via google-resumable-media -google-resumable-media==2.4.0 \ - --hash=sha256:2aa004c16d295c8f6c33b2b4788ba59d366677c0a25ae7382436cb30f776deaa \ - --hash=sha256:8d5518502f92b9ecc84ac46779bd4f09694ecb3ba38a3e7ca737a86d15cbca1f + # via + # google-cloud-storage + # google-resumable-media +google-resumable-media==2.6.0 \ + --hash=sha256:972852f6c65f933e15a4a210c2b96930763b47197cdf4aa5f5bea435efb626e7 \ + --hash=sha256:fc03d344381970f79eebb632a3c18bb1828593a2dc5572b5f90115ef7d11e81b # via google-cloud-storage -googleapis-common-protos==1.57.0 \ - --hash=sha256:27a849d6205838fb6cc3c1c21cb9800707a661bb21c6ce7fb13e99eb1f8a0c46 \ - --hash=sha256:a9f4a1d7f6d9809657b7f1316a1aa527f6664891531bcfcc13b6696e685f443c +googleapis-common-protos==1.61.0 \ + --hash=sha256:22f1915393bb3245343f6efe87f6fe868532efc12aa26b391b15132e1279f1c0 \ + --hash=sha256:8a64866a97f6304a7179873a465d6eee97b7a24ec6cfd78e0f575e96b821240b # via google-api-core idna==3.4 \ --hash=sha256:814f528e8dead7d329833b91c5faa87d60bf71824cd12a7530b5526063d02cb4 \ --hash=sha256:90b77e79eaa3eba6de819a0c442c0b4ceefc341a7a2ab77d7562bf49f425c5c2 # via requests -importlib-metadata==5.0.0 \ - --hash=sha256:da31db32b304314d044d3c12c79bd59e307889b287ad12ff387b3500835fc2ab \ - --hash=sha256:ddb0e35065e8938f867ed4928d0ae5bf2a53b7773871bfe6bcc7e4fcdc7dea43 +importlib-metadata==6.8.0 \ + --hash=sha256:3ebb78df84a805d7698245025b975d9d67053cd94c79245ba4b3eb694abe68bb \ + --hash=sha256:dbace7892d8c0c4ac1ad096662232f831d4e64f4c4545bd53016a3e9d4654743 # via # -r requirements.in # keyring # twine -jaraco-classes==3.2.3 \ - --hash=sha256:2353de3288bc6b82120752201c6b1c1a14b058267fa424ed5ce5984e3b922158 \ - --hash=sha256:89559fa5c1d3c34eff6f631ad80bb21f378dbcbb35dd161fd2c6b93f5be2f98a +jaraco-classes==3.3.0 \ + --hash=sha256:10afa92b6743f25c0cf5f37c6bb6e18e2c5bb84a16527ccfc0040ea377e7aaeb \ + --hash=sha256:c063dd08e89217cee02c8d5e5ec560f2c8ce6cdc2fcdc2e68f7b2e5547ed3621 # via keyring jeepney==0.8.0 \ --hash=sha256:5efe48d255973902f6badc3ce55e2aa6c5c3b3bc642059ef3a91247bcfcc5806 \ @@ -285,75 +267,121 @@ jinja2==3.1.2 \ --hash=sha256:31351a702a408a9e7595a8fc6150fc3f43bb6bf7e319770cbc0db9df9437e852 \ --hash=sha256:6088930bfe239f0e6710546ab9c19c9ef35e29792895fed6e6e31a023a182a61 # via gcp-releasetool -keyring==23.11.0 \ - --hash=sha256:3dd30011d555f1345dec2c262f0153f2f0ca6bca041fb1dc4588349bb4c0ac1e \ - --hash=sha256:ad192263e2cdd5f12875dedc2da13534359a7e760e77f8d04b50968a821c2361 +keyring==24.2.0 \ + --hash=sha256:4901caaf597bfd3bbd78c9a0c7c4c29fcd8310dab2cffefe749e916b6527acd6 \ + --hash=sha256:ca0746a19ec421219f4d713f848fa297a661a8a8c1504867e55bfb5e09091509 # via # gcp-releasetool # twine -markupsafe==2.1.1 \ - --hash=sha256:0212a68688482dc52b2d45013df70d169f542b7394fc744c02a57374a4207003 \ - --hash=sha256:089cf3dbf0cd6c100f02945abeb18484bd1ee57a079aefd52cffd17fba910b88 \ - --hash=sha256:10c1bfff05d95783da83491be968e8fe789263689c02724e0c691933c52994f5 \ - --hash=sha256:33b74d289bd2f5e527beadcaa3f401e0df0a89927c1559c8566c066fa4248ab7 \ - --hash=sha256:3799351e2336dc91ea70b034983ee71cf2f9533cdff7c14c90ea126bfd95d65a \ - --hash=sha256:3ce11ee3f23f79dbd06fb3d63e2f6af7b12db1d46932fe7bd8afa259a5996603 \ - --hash=sha256:421be9fbf0ffe9ffd7a378aafebbf6f4602d564d34be190fc19a193232fd12b1 \ - --hash=sha256:43093fb83d8343aac0b1baa75516da6092f58f41200907ef92448ecab8825135 \ - --hash=sha256:46d00d6cfecdde84d40e572d63735ef81423ad31184100411e6e3388d405e247 \ - --hash=sha256:4a33dea2b688b3190ee12bd7cfa29d39c9ed176bda40bfa11099a3ce5d3a7ac6 \ - --hash=sha256:4b9fe39a2ccc108a4accc2676e77da025ce383c108593d65cc909add5c3bd601 \ - --hash=sha256:56442863ed2b06d19c37f94d999035e15ee982988920e12a5b4ba29b62ad1f77 \ - --hash=sha256:671cd1187ed5e62818414afe79ed29da836dde67166a9fac6d435873c44fdd02 \ - --hash=sha256:694deca8d702d5db21ec83983ce0bb4b26a578e71fbdbd4fdcd387daa90e4d5e \ - --hash=sha256:6a074d34ee7a5ce3effbc526b7083ec9731bb3cbf921bbe1d3005d4d2bdb3a63 \ - --hash=sha256:6d0072fea50feec76a4c418096652f2c3238eaa014b2f94aeb1d56a66b41403f \ - --hash=sha256:6fbf47b5d3728c6aea2abb0589b5d30459e369baa772e0f37a0320185e87c980 \ - --hash=sha256:7f91197cc9e48f989d12e4e6fbc46495c446636dfc81b9ccf50bb0ec74b91d4b \ - --hash=sha256:86b1f75c4e7c2ac2ccdaec2b9022845dbb81880ca318bb7a0a01fbf7813e3812 \ - --hash=sha256:8dc1c72a69aa7e082593c4a203dcf94ddb74bb5c8a731e4e1eb68d031e8498ff \ - --hash=sha256:8e3dcf21f367459434c18e71b2a9532d96547aef8a871872a5bd69a715c15f96 \ - --hash=sha256:8e576a51ad59e4bfaac456023a78f6b5e6e7651dcd383bcc3e18d06f9b55d6d1 \ - --hash=sha256:96e37a3dc86e80bf81758c152fe66dbf60ed5eca3d26305edf01892257049925 \ - --hash=sha256:97a68e6ada378df82bc9f16b800ab77cbf4b2fada0081794318520138c088e4a \ - --hash=sha256:99a2a507ed3ac881b975a2976d59f38c19386d128e7a9a18b7df6fff1fd4c1d6 \ - --hash=sha256:a49907dd8420c5685cfa064a1335b6754b74541bbb3706c259c02ed65b644b3e \ - --hash=sha256:b09bf97215625a311f669476f44b8b318b075847b49316d3e28c08e41a7a573f \ - --hash=sha256:b7bd98b796e2b6553da7225aeb61f447f80a1ca64f41d83612e6139ca5213aa4 \ - --hash=sha256:b87db4360013327109564f0e591bd2a3b318547bcef31b468a92ee504d07ae4f \ - --hash=sha256:bcb3ed405ed3222f9904899563d6fc492ff75cce56cba05e32eff40e6acbeaa3 \ - --hash=sha256:d4306c36ca495956b6d568d276ac11fdd9c30a36f1b6eb928070dc5360b22e1c \ - --hash=sha256:d5ee4f386140395a2c818d149221149c54849dfcfcb9f1debfe07a8b8bd63f9a \ - --hash=sha256:dda30ba7e87fbbb7eab1ec9f58678558fd9a6b8b853530e176eabd064da81417 \ - --hash=sha256:e04e26803c9c3851c931eac40c695602c6295b8d432cbe78609649ad9bd2da8a \ - --hash=sha256:e1c0b87e09fa55a220f058d1d49d3fb8df88fbfab58558f1198e08c1e1de842a \ - --hash=sha256:e72591e9ecd94d7feb70c1cbd7be7b3ebea3f548870aa91e2732960fa4d57a37 \ - --hash=sha256:e8c843bbcda3a2f1e3c2ab25913c80a3c5376cd00c6e8c4a86a89a28c8dc5452 \ - --hash=sha256:efc1913fd2ca4f334418481c7e595c00aad186563bbc1ec76067848c7ca0a933 \ - --hash=sha256:f121a1420d4e173a5d96e47e9a0c0dcff965afdf1626d28de1460815f7c4ee7a \ - --hash=sha256:fc7b548b17d238737688817ab67deebb30e8073c95749d55538ed473130ec0c7 +markdown-it-py==3.0.0 \ + --hash=sha256:355216845c60bd96232cd8d8c40e8f9765cc86f46880e43a8fd22dc1a1a8cab1 \ + --hash=sha256:e3f60a94fa066dc52ec76661e37c851cb232d92f9886b15cb560aaada2df8feb + # via rich +markupsafe==2.1.3 \ + --hash=sha256:05fb21170423db021895e1ea1e1f3ab3adb85d1c2333cbc2310f2a26bc77272e \ + --hash=sha256:0a4e4a1aff6c7ac4cd55792abf96c915634c2b97e3cc1c7129578aa68ebd754e \ + --hash=sha256:10bbfe99883db80bdbaff2dcf681dfc6533a614f700da1287707e8a5d78a8431 \ + --hash=sha256:134da1eca9ec0ae528110ccc9e48041e0828d79f24121a1a146161103c76e686 \ + --hash=sha256:14ff806850827afd6b07a5f32bd917fb7f45b046ba40c57abdb636674a8b559c \ + --hash=sha256:1577735524cdad32f9f694208aa75e422adba74f1baee7551620e43a3141f559 \ + --hash=sha256:1b40069d487e7edb2676d3fbdb2b0829ffa2cd63a2ec26c4938b2d34391b4ecc \ + --hash=sha256:1b8dd8c3fd14349433c79fa8abeb573a55fc0fdd769133baac1f5e07abf54aeb \ + --hash=sha256:1f67c7038d560d92149c060157d623c542173016c4babc0c1913cca0564b9939 \ + --hash=sha256:282c2cb35b5b673bbcadb33a585408104df04f14b2d9b01d4c345a3b92861c2c \ + --hash=sha256:2c1b19b3aaacc6e57b7e25710ff571c24d6c3613a45e905b1fde04d691b98ee0 \ + --hash=sha256:2ef12179d3a291be237280175b542c07a36e7f60718296278d8593d21ca937d4 \ + --hash=sha256:338ae27d6b8745585f87218a3f23f1512dbf52c26c28e322dbe54bcede54ccb9 \ + --hash=sha256:3c0fae6c3be832a0a0473ac912810b2877c8cb9d76ca48de1ed31e1c68386575 \ + --hash=sha256:3fd4abcb888d15a94f32b75d8fd18ee162ca0c064f35b11134be77050296d6ba \ + --hash=sha256:42de32b22b6b804f42c5d98be4f7e5e977ecdd9ee9b660fda1a3edf03b11792d \ + --hash=sha256:47d4f1c5f80fc62fdd7777d0d40a2e9dda0a05883ab11374334f6c4de38adffd \ + --hash=sha256:504b320cd4b7eff6f968eddf81127112db685e81f7e36e75f9f84f0df46041c3 \ + --hash=sha256:525808b8019e36eb524b8c68acdd63a37e75714eac50e988180b169d64480a00 \ + --hash=sha256:56d9f2ecac662ca1611d183feb03a3fa4406469dafe241673d521dd5ae92a155 \ + --hash=sha256:5bbe06f8eeafd38e5d0a4894ffec89378b6c6a625ff57e3028921f8ff59318ac \ + --hash=sha256:65c1a9bcdadc6c28eecee2c119465aebff8f7a584dd719facdd9e825ec61ab52 \ + --hash=sha256:68e78619a61ecf91e76aa3e6e8e33fc4894a2bebe93410754bd28fce0a8a4f9f \ + --hash=sha256:69c0f17e9f5a7afdf2cc9fb2d1ce6aabdb3bafb7f38017c0b77862bcec2bbad8 \ + --hash=sha256:6b2b56950d93e41f33b4223ead100ea0fe11f8e6ee5f641eb753ce4b77a7042b \ + --hash=sha256:715d3562f79d540f251b99ebd6d8baa547118974341db04f5ad06d5ea3eb8007 \ + --hash=sha256:787003c0ddb00500e49a10f2844fac87aa6ce977b90b0feaaf9de23c22508b24 \ + --hash=sha256:7ef3cb2ebbf91e330e3bb937efada0edd9003683db6b57bb108c4001f37a02ea \ + --hash=sha256:8023faf4e01efadfa183e863fefde0046de576c6f14659e8782065bcece22198 \ + --hash=sha256:8758846a7e80910096950b67071243da3e5a20ed2546e6392603c096778d48e0 \ + --hash=sha256:8afafd99945ead6e075b973fefa56379c5b5c53fd8937dad92c662da5d8fd5ee \ + --hash=sha256:8c41976a29d078bb235fea9b2ecd3da465df42a562910f9022f1a03107bd02be \ + --hash=sha256:8e254ae696c88d98da6555f5ace2279cf7cd5b3f52be2b5cf97feafe883b58d2 \ + --hash=sha256:8f9293864fe09b8149f0cc42ce56e3f0e54de883a9de90cd427f191c346eb2e1 \ + --hash=sha256:9402b03f1a1b4dc4c19845e5c749e3ab82d5078d16a2a4c2cd2df62d57bb0707 \ + --hash=sha256:962f82a3086483f5e5f64dbad880d31038b698494799b097bc59c2edf392fce6 \ + --hash=sha256:9aad3c1755095ce347e26488214ef77e0485a3c34a50c5a5e2471dff60b9dd9c \ + --hash=sha256:9dcdfd0eaf283af041973bff14a2e143b8bd64e069f4c383416ecd79a81aab58 \ + --hash=sha256:aa57bd9cf8ae831a362185ee444e15a93ecb2e344c8e52e4d721ea3ab6ef1823 \ + --hash=sha256:aa7bd130efab1c280bed0f45501b7c8795f9fdbeb02e965371bbef3523627779 \ + --hash=sha256:ab4a0df41e7c16a1392727727e7998a467472d0ad65f3ad5e6e765015df08636 \ + --hash=sha256:ad9e82fb8f09ade1c3e1b996a6337afac2b8b9e365f926f5a61aacc71adc5b3c \ + --hash=sha256:af598ed32d6ae86f1b747b82783958b1a4ab8f617b06fe68795c7f026abbdcad \ + --hash=sha256:b076b6226fb84157e3f7c971a47ff3a679d837cf338547532ab866c57930dbee \ + --hash=sha256:b7ff0f54cb4ff66dd38bebd335a38e2c22c41a8ee45aa608efc890ac3e3931bc \ + --hash=sha256:bfce63a9e7834b12b87c64d6b155fdd9b3b96191b6bd334bf37db7ff1fe457f2 \ + --hash=sha256:c011a4149cfbcf9f03994ec2edffcb8b1dc2d2aede7ca243746df97a5d41ce48 \ + --hash=sha256:c9c804664ebe8f83a211cace637506669e7890fec1b4195b505c214e50dd4eb7 \ + --hash=sha256:ca379055a47383d02a5400cb0d110cef0a776fc644cda797db0c5696cfd7e18e \ + --hash=sha256:cb0932dc158471523c9637e807d9bfb93e06a95cbf010f1a38b98623b929ef2b \ + --hash=sha256:cd0f502fe016460680cd20aaa5a76d241d6f35a1c3350c474bac1273803893fa \ + --hash=sha256:ceb01949af7121f9fc39f7d27f91be8546f3fb112c608bc4029aef0bab86a2a5 \ + --hash=sha256:d080e0a5eb2529460b30190fcfcc4199bd7f827663f858a226a81bc27beaa97e \ + --hash=sha256:dd15ff04ffd7e05ffcb7fe79f1b98041b8ea30ae9234aed2a9168b5797c3effb \ + --hash=sha256:df0be2b576a7abbf737b1575f048c23fb1d769f267ec4358296f31c2479db8f9 \ + --hash=sha256:e09031c87a1e51556fdcb46e5bd4f59dfb743061cf93c4d6831bf894f125eb57 \ + --hash=sha256:e4dd52d80b8c83fdce44e12478ad2e85c64ea965e75d66dbeafb0a3e77308fcc \ + --hash=sha256:f698de3fd0c4e6972b92290a45bd9b1536bffe8c6759c62471efaa8acb4c37bc \ + --hash=sha256:fec21693218efe39aa7f8599346e90c705afa52c5b31ae019b2e57e8f6542bb2 \ + --hash=sha256:ffcc3f7c66b5f5b7931a5aa68fc9cecc51e685ef90282f4a82f0f5e9b704ad11 # via jinja2 -more-itertools==9.0.0 \ - --hash=sha256:250e83d7e81d0c87ca6bd942e6aeab8cc9daa6096d12c5308f3f92fa5e5c1f41 \ - --hash=sha256:5a6257e40878ef0520b1803990e3e22303a41b5714006c32a3fd8304b26ea1ab +mdurl==0.1.2 \ + --hash=sha256:84008a41e51615a49fc9966191ff91509e3c40b939176e643fd50a5c2196b8f8 \ + --hash=sha256:bb413d29f5eea38f31dd4754dd7377d4465116fb207585f97bf925588687c1ba + # via markdown-it-py +more-itertools==10.1.0 \ + --hash=sha256:626c369fa0eb37bac0291bce8259b332fd59ac792fa5497b59837309cd5b114a \ + --hash=sha256:64e0735fcfdc6f3464ea133afe8ea4483b1c5fe3a3d69852e6503b43a0b222e6 # via jaraco-classes -nox==2022.11.21 \ - --hash=sha256:0e41a990e290e274cb205a976c4c97ee3c5234441a8132c8c3fd9ea3c22149eb \ - --hash=sha256:e21c31de0711d1274ca585a2c5fde36b1aa962005ba8e9322bf5eeed16dcd684 +nh3==0.2.14 \ + --hash=sha256:116c9515937f94f0057ef50ebcbcc10600860065953ba56f14473ff706371873 \ + --hash=sha256:18415df36db9b001f71a42a3a5395db79cf23d556996090d293764436e98e8ad \ + --hash=sha256:203cac86e313cf6486704d0ec620a992c8bc164c86d3a4fd3d761dd552d839b5 \ + --hash=sha256:2b0be5c792bd43d0abef8ca39dd8acb3c0611052ce466d0401d51ea0d9aa7525 \ + --hash=sha256:377aaf6a9e7c63962f367158d808c6a1344e2b4f83d071c43fbd631b75c4f0b2 \ + --hash=sha256:525846c56c2bcd376f5eaee76063ebf33cf1e620c1498b2a40107f60cfc6054e \ + --hash=sha256:5529a3bf99402c34056576d80ae5547123f1078da76aa99e8ed79e44fa67282d \ + --hash=sha256:7771d43222b639a4cd9e341f870cee336b9d886de1ad9bec8dddab22fe1de450 \ + --hash=sha256:88c753efbcdfc2644a5012938c6b9753f1c64a5723a67f0301ca43e7b85dcf0e \ + --hash=sha256:93a943cfd3e33bd03f77b97baa11990148687877b74193bf777956b67054dcc6 \ + --hash=sha256:9be2f68fb9a40d8440cbf34cbf40758aa7f6093160bfc7fb018cce8e424f0c3a \ + --hash=sha256:a0c509894fd4dccdff557068e5074999ae3b75f4c5a2d6fb5415e782e25679c4 \ + --hash=sha256:ac8056e937f264995a82bf0053ca898a1cb1c9efc7cd68fa07fe0060734df7e4 \ + --hash=sha256:aed56a86daa43966dd790ba86d4b810b219f75b4bb737461b6886ce2bde38fd6 \ + --hash=sha256:e8986f1dd3221d1e741fda0a12eaa4a273f1d80a35e31a1ffe579e7c621d069e \ + --hash=sha256:f99212a81c62b5f22f9e7c3e347aa00491114a5647e1f13bbebd79c3e5f08d75 + # via readme-renderer +nox==2023.4.22 \ + --hash=sha256:0b1adc619c58ab4fa57d6ab2e7823fe47a32e70202f287d78474adcc7bda1891 \ + --hash=sha256:46c0560b0dc609d7d967dc99e22cb463d3c4caf54a5fda735d6c11b5177e3a9f # via -r requirements.in -packaging==21.3 \ - --hash=sha256:dd47c42927d89ab911e606518907cc2d3a1f38bbd026385970643f9c5b8ecfeb \ - --hash=sha256:ef103e05f519cdc783ae24ea4e2e0f508a9c99b2d4969652eed6a2e1ea5bd522 +packaging==23.2 \ + --hash=sha256:048fb0e9405036518eaaf48a55953c750c11e1a1b68e0dd1a9d62ed0c092cfc5 \ + --hash=sha256:8c491190033a9af7e1d931d0b5dacc2ef47509b34dd0de67ed209b5203fc88c7 # via # gcp-releasetool # nox -pkginfo==1.8.3 \ - --hash=sha256:848865108ec99d4901b2f7e84058b6e7660aae8ae10164e015a6dcf5b242a594 \ - --hash=sha256:a84da4318dd86f870a9447a8c98340aa06216bfc6f2b7bdc4b8766984ae1867c +pkginfo==1.9.6 \ + --hash=sha256:4b7a555a6d5a22169fcc9cf7bfd78d296b0361adad412a346c1226849af5e546 \ + --hash=sha256:8fd5896e8718a4372f0ea9cc9d96f6417c9b986e23a4d116dda26b62cc29d046 # via twine -platformdirs==2.5.4 \ - --hash=sha256:1006647646d80f16130f052404c6b901e80ee4ed6bef6792e1f238a8969106f7 \ - --hash=sha256:af0276409f9a02373d540bf8480021a048711d572745aef4b7842dad245eba10 +platformdirs==3.11.0 \ + --hash=sha256:cf8ee52a3afdb965072dcc652433e0c7e3e40cf5ea1477cd4b3b1d2eb75495b3 \ + --hash=sha256:e9d171d00af68be50e9202731309c4e658fd8bc76f55c11c7dd760d023bda68e # via virtualenv protobuf==3.20.3 \ --hash=sha256:03038ac1cfbc41aa21f6afcbcd357281d7521b4157926f30ebecc8d4ea59dcb7 \ @@ -383,34 +411,30 @@ protobuf==3.20.3 \ # gcp-releasetool # google-api-core # googleapis-common-protos -pyasn1==0.4.8 \ - --hash=sha256:39c7e2ec30515947ff4e87fb6f456dfc6e84857d34be479c9d4a4ba4bf46aa5d \ - --hash=sha256:aef77c9fb94a3ac588e87841208bdec464471d9871bd5050a287cc9a475cd0ba +pyasn1==0.5.0 \ + --hash=sha256:87a2121042a1ac9358cabcaf1d07680ff97ee6404333bacca15f76aa8ad01a57 \ + --hash=sha256:97b7290ca68e62a832558ec3976f15cbf911bf5d7c7039d8b861c2a0ece69fde # via # pyasn1-modules # rsa -pyasn1-modules==0.2.8 \ - --hash=sha256:905f84c712230b2c592c19470d3ca8d552de726050d1d1716282a1f6146be65e \ - --hash=sha256:a50b808ffeb97cb3601dd25981f6b016cbb3d31fbf57a8b8a87428e6158d0c74 +pyasn1-modules==0.3.0 \ + --hash=sha256:5bd01446b736eb9d31512a30d46c1ac3395d676c6f3cafa4c03eb54b9925631c \ + --hash=sha256:d3ccd6ed470d9ffbc716be08bd90efbd44d0734bc9303818f7336070984a162d # via google-auth pycparser==2.21 \ --hash=sha256:8ee45429555515e1f6b185e78100aea234072576aa43ab53aefcae078162fca9 \ --hash=sha256:e644fdec12f7872f86c58ff790da456218b10f863970249516d60a5eaca77206 # via cffi -pygments==2.15.0 \ - --hash=sha256:77a3299119af881904cd5ecd1ac6a66214b6e9bed1f2db16993b54adede64094 \ - --hash=sha256:f7e36cffc4c517fbc252861b9a6e4644ca0e5abadf9a113c72d1358ad09b9500 +pygments==2.16.1 \ + --hash=sha256:13fc09fa63bc8d8671a6d247e1eb303c4b343eaee81d861f3404db2935653692 \ + --hash=sha256:1daff0494820c69bc8941e407aa20f577374ee88364ee10a98fdbe0aece96e29 # via # readme-renderer # rich -pyjwt==2.6.0 \ - --hash=sha256:69285c7e31fc44f68a1feb309e948e0df53259d579295e6cfe2b1792329f05fd \ - --hash=sha256:d83c3d892a77bbb74d3e1a2cfa90afaadb60945205d1095d9221f04466f64c14 +pyjwt==2.8.0 \ + --hash=sha256:57e28d156e3d5c10088e0c68abb90bfac3df82b40a71bd0daa20c65ccd5c23de \ + --hash=sha256:59127c392cc44c2da5bb3192169a91f429924e17aff6534d70fdc02ab3e04320 # via gcp-releasetool -pyparsing==3.0.9 \ - --hash=sha256:2b020ecf7d21b687f219b71ecad3631f644a47f01403fa1d1036b0c6416d70fb \ - --hash=sha256:5026bae9a10eeaefb61dab2f09052b9f4307d44aee4eda64b309723d8d206bbc - # via packaging pyperclip==1.8.2 \ --hash=sha256:105254a8b04934f0bc84e9c24eb360a591aaf6535c9def5f29d92af107a9bf57 # via gcp-releasetool @@ -418,9 +442,9 @@ python-dateutil==2.8.2 \ --hash=sha256:0123cacc1627ae19ddf3c27a5de5bd67ee4586fbdd6440d9748f8abb483d3e86 \ --hash=sha256:961d03dc3453ebbc59dbdea9e4e11c5651520a876d0f4db161e8674aae935da9 # via gcp-releasetool -readme-renderer==37.3 \ - --hash=sha256:cd653186dfc73055656f090f227f5cb22a046d7f71a841dfa305f55c9a513273 \ - --hash=sha256:f67a16caedfa71eef48a31b39708637a6f4664c4394801a7b0d6432d13907343 +readme-renderer==42.0 \ + --hash=sha256:13d039515c1f24de668e2c93f2e877b9dbe6c6c32328b90a40a49d8b2b85f36d \ + --hash=sha256:2d55489f83be4992fe4454939d1a051c33edbab778e82761d060c9fc6b308cd1 # via twine requests==2.31.0 \ --hash=sha256:58cd2187c01e70e6e26505bca751777aa9f2ee0b7f4300988b709f44e013003f \ @@ -431,17 +455,17 @@ requests==2.31.0 \ # google-cloud-storage # requests-toolbelt # twine -requests-toolbelt==0.10.1 \ - --hash=sha256:18565aa58116d9951ac39baa288d3adb5b3ff975c4f25eee78555d89e8f247f7 \ - --hash=sha256:62e09f7ff5ccbda92772a29f394a49c3ad6cb181d568b1337626b2abb628a63d +requests-toolbelt==1.0.0 \ + --hash=sha256:7681a0a3d047012b5bdc0ee37d7f8f07ebe76ab08caeccfc3921ce23c88d5bc6 \ + --hash=sha256:cccfdd665f0a24fcf4726e690f65639d272bb0637b9b92dfd91a5568ccf6bd06 # via twine rfc3986==2.0.0 \ --hash=sha256:50b1502b60e289cb37883f3dfd34532b8873c7de9f49bb546641ce9cbd256ebd \ --hash=sha256:97aacf9dbd4bfd829baad6e6309fa6573aaf1be3f6fa735c8ab05e46cecb261c # via twine -rich==12.6.0 \ - --hash=sha256:a4eb26484f2c82589bd9a17c73d32a010b1e29d89f1604cd9bf3a2097b81bb5e \ - --hash=sha256:ba3a3775974105c221d31141f2c116f4fd65c5ceb0698657a11e9f295ec93fd0 +rich==13.6.0 \ + --hash=sha256:2b38e2fe9ca72c9a00170a1a2d20c63c790d0e10ef1fe35eba76e1e7b1d7d245 \ + --hash=sha256:5c14d22737e6d5084ef4771b62d5d4363165b403455a30a1c8ca39dc7b644bef # via twine rsa==4.9 \ --hash=sha256:90260d9058e514786967344d0ef75fa8727eed8a7d2e43ce9f4bcf1b536174f7 \ @@ -455,43 +479,37 @@ six==1.16.0 \ --hash=sha256:1e61c37477a1626458e36f7b1d82aa5c9b094fa4802892072e49de9c60c4c926 \ --hash=sha256:8abb2f1d86890a2dfb989f9a77cfcfd3e47c2a354b01111771326f8aa26e0254 # via - # bleach # gcp-docuploader - # google-auth # python-dateutil -twine==4.0.1 \ - --hash=sha256:42026c18e394eac3e06693ee52010baa5313e4811d5a11050e7d48436cf41b9e \ - --hash=sha256:96b1cf12f7ae611a4a40b6ae8e9570215daff0611828f5fe1f37a16255ab24a0 +twine==4.0.2 \ + --hash=sha256:929bc3c280033347a00f847236564d1c52a3e61b1ac2516c97c48f3ceab756d8 \ + --hash=sha256:9e102ef5fdd5a20661eb88fad46338806c3bd32cf1db729603fe3697b1bc83c8 # via -r requirements.in -typing-extensions==4.4.0 \ - --hash=sha256:1511434bb92bf8dd198c12b1cc812e800d4181cfcb867674e0f8279cc93087aa \ - --hash=sha256:16fa4864408f655d35ec496218b85f79b3437c829e93320c7c9215ccfd92489e +typing-extensions==4.8.0 \ + --hash=sha256:8f92fc8806f9a6b641eaa5318da32b44d401efaac0f6678c9bc448ba3605faa0 \ + --hash=sha256:df8e4339e9cb77357558cbdbceca33c303714cf861d1eef15e1070055ae8b7ef # via -r requirements.in -urllib3==1.26.18 \ - --hash=sha256:34b97092d7e0a3a8cf7cd10e386f401b3737364026c45e622aa02903dffe0f07 \ - --hash=sha256:f8ecc1bba5667413457c529ab955bf8c67b45db799d159066261719e328580a0 +urllib3==2.0.7 \ + --hash=sha256:c97dfde1f7bd43a71c8d2a58e369e9b2bf692d1334ea9f9cae55add7d0dd0f84 \ + --hash=sha256:fdb6d215c776278489906c2f8916e6e7d4f5a9b602ccbcfdf7f016fc8da0596e # via # requests # twine -virtualenv==20.16.7 \ - --hash=sha256:8691e3ff9387f743e00f6bb20f70121f5e4f596cae754531f2b3b3a1b1ac696e \ - --hash=sha256:efd66b00386fdb7dbe4822d172303f40cd05e50e01740b19ea42425cbe653e29 +virtualenv==20.24.6 \ + --hash=sha256:02ece4f56fbf939dbbc33c0715159951d6bf14aaf5457b092e4548e1382455af \ + --hash=sha256:520d056652454c5098a00c0f073611ccbea4c79089331f60bf9d7ba247bb7381 # via nox -webencodings==0.5.1 \ - --hash=sha256:a0af1213f3c2226497a97e2b3aa01a7e4bee4f403f95be16fc9acd2947514a78 \ - --hash=sha256:b36a1c245f2d304965eb4e0a82848379241dc04b865afcc4aab16748587e1923 - # via bleach -wheel==0.38.4 \ - --hash=sha256:965f5259b566725405b05e7cf774052044b1ed30119b5d586b2703aafe8719ac \ - --hash=sha256:b60533f3f5d530e971d6737ca6d58681ee434818fab630c83a734bb10c083ce8 +wheel==0.41.3 \ + --hash=sha256:488609bc63a29322326e05560731bf7bfea8e48ad646e1f5e40d366607de0942 \ + --hash=sha256:4d4987ce51a49370ea65c0bfd2234e8ce80a12780820d9dc462597a6e60d0841 # via -r requirements.in -zipp==3.10.0 \ - --hash=sha256:4fcb6f278987a6605757302a6e40e896257570d11c51628968ccb2a47e80c6c1 \ - --hash=sha256:7a7262fd930bd3e36c50b9a64897aec3fafff3dfdeec9623ae22b40e93f99bb8 +zipp==3.17.0 \ + --hash=sha256:0e923e726174922dce09c53c59ad483ff7bbb8e572e00c7f7c46b88556409f31 \ + --hash=sha256:84e64a1c28cf7e91ed2078bb8cc8c259cb19b76942096c8d7b84947690cabaf0 # via importlib-metadata # The following packages are considered to be unsafe in a requirements file: -setuptools==65.5.1 \ - --hash=sha256:d0b9a8433464d5800cbe05094acf5c6d52a91bfac9b52bcfc4d41382be5d5d31 \ - --hash=sha256:e197a19aa8ec9722928f2206f8de752def0e4c9fc6953527360d1c36d94ddb2f +setuptools==68.2.2 \ + --hash=sha256:4ac1475276d2f1c48684874089fefcd83bd7162ddaafb81fac866ba0db282a87 \ + --hash=sha256:b454a35605876da60632df1a60f736524eb73cc47bbc9f3f1ef1b644de74fd2a # via -r requirements.in From 1ff4bf757a86349402e74d206aca1df677ad9ff1 Mon Sep 17 00:00:00 2001 From: "gcf-owl-bot[bot]" <78513119+gcf-owl-bot[bot]@users.noreply.github.com> Date: Mon, 27 Nov 2023 13:42:34 -0600 Subject: [PATCH 02/10] chore(python): Add Python 3.12 (#203) * chore(python): Add Python 3.12 Source-Link: https://github.com/googleapis/synthtool/commit/af16e6d4672cc7b400f144de2fc3068b54ff47d2 Post-Processor: gcr.io/cloud-devrel-public-resources/owlbot-python:latest@sha256:bacc3af03bff793a03add584537b36b5644342931ad989e3ba1171d3bd5399f5 * chore(deps): Remove hocr-spec to support Python 3.12 - Introduced in #195 --------- Co-authored-by: Owl Bot Co-authored-by: Anthonios Partheniou Co-authored-by: Holt Skinner --- .github/.OwlBot.lock.yaml | 4 +- .github/workflows/unittest.yml | 2 +- .kokoro/samples/python3.12/common.cfg | 40 ++++++++++++++++++++ .kokoro/samples/python3.12/continuous.cfg | 6 +++ .kokoro/samples/python3.12/periodic-head.cfg | 11 ++++++ .kokoro/samples/python3.12/periodic.cfg | 6 +++ .kokoro/samples/python3.12/presubmit.cfg | 6 +++ CONTRIBUTING.rst | 6 ++- noxfile.py | 2 +- samples/snippets/noxfile.py | 2 +- setup.py | 2 +- testing/constraints-3.10.txt | 1 - testing/constraints-3.11.txt | 1 - testing/constraints-3.12.txt | 13 +++++++ testing/constraints-3.7.txt | 1 - testing/constraints-3.8.txt | 1 - testing/constraints-3.9.txt | 1 - tests/unit/test_document.py | 7 ---- 18 files changed, 92 insertions(+), 20 deletions(-) create mode 100644 .kokoro/samples/python3.12/common.cfg create mode 100644 .kokoro/samples/python3.12/continuous.cfg create mode 100644 .kokoro/samples/python3.12/periodic-head.cfg create mode 100644 .kokoro/samples/python3.12/periodic.cfg create mode 100644 .kokoro/samples/python3.12/presubmit.cfg create mode 100644 testing/constraints-3.12.txt diff --git a/.github/.OwlBot.lock.yaml b/.github/.OwlBot.lock.yaml index 453b540c..eb4d9f79 100644 --- a/.github/.OwlBot.lock.yaml +++ b/.github/.OwlBot.lock.yaml @@ -13,5 +13,5 @@ # limitations under the License. docker: image: gcr.io/cloud-devrel-public-resources/owlbot-python:latest - digest: sha256:caffe0a9277daeccc4d1de5c9b55ebba0901b57c2f713ec9c876b0d4ec064f61 -# created: 2023-11-08T19:46:45.022803742Z + digest: sha256:bacc3af03bff793a03add584537b36b5644342931ad989e3ba1171d3bd5399f5 +# created: 2023-11-23T18:17:28.105124211Z diff --git a/.github/workflows/unittest.yml b/.github/workflows/unittest.yml index 280fec17..70b045ab 100644 --- a/.github/workflows/unittest.yml +++ b/.github/workflows/unittest.yml @@ -8,7 +8,7 @@ jobs: runs-on: ubuntu-latest strategy: matrix: - python: ['3.7', '3.8', '3.9', '3.10', '3.11'] + python: ['3.7', '3.8', '3.9', '3.10', '3.11', '3.12'] steps: - name: Checkout uses: actions/checkout@v3 diff --git a/.kokoro/samples/python3.12/common.cfg b/.kokoro/samples/python3.12/common.cfg new file mode 100644 index 00000000..455b2cc2 --- /dev/null +++ b/.kokoro/samples/python3.12/common.cfg @@ -0,0 +1,40 @@ +# Format: //devtools/kokoro/config/proto/build.proto + +# Build logs will be here +action { + define_artifacts { + regex: "**/*sponge_log.xml" + } +} + +# Specify which tests to run +env_vars: { + key: "RUN_TESTS_SESSION" + value: "py-3.12" +} + +# Declare build specific Cloud project. +env_vars: { + key: "BUILD_SPECIFIC_GCLOUD_PROJECT" + value: "python-docs-samples-tests-312" +} + +env_vars: { + key: "TRAMPOLINE_BUILD_FILE" + value: "github/python-documentai-toolbox/.kokoro/test-samples.sh" +} + +# Configure the docker image for kokoro-trampoline. +env_vars: { + key: "TRAMPOLINE_IMAGE" + value: "gcr.io/cloud-devrel-kokoro-resources/python-samples-testing-docker" +} + +# Download secrets for samples +gfile_resources: "/bigstore/cloud-devrel-kokoro-resources/python-docs-samples" + +# Download trampoline resources. +gfile_resources: "/bigstore/cloud-devrel-kokoro-resources/trampoline" + +# Use the trampoline script to run in docker. +build_file: "python-documentai-toolbox/.kokoro/trampoline_v2.sh" \ No newline at end of file diff --git a/.kokoro/samples/python3.12/continuous.cfg b/.kokoro/samples/python3.12/continuous.cfg new file mode 100644 index 00000000..a1c8d975 --- /dev/null +++ b/.kokoro/samples/python3.12/continuous.cfg @@ -0,0 +1,6 @@ +# Format: //devtools/kokoro/config/proto/build.proto + +env_vars: { + key: "INSTALL_LIBRARY_FROM_SOURCE" + value: "True" +} \ No newline at end of file diff --git a/.kokoro/samples/python3.12/periodic-head.cfg b/.kokoro/samples/python3.12/periodic-head.cfg new file mode 100644 index 00000000..060cdc8a --- /dev/null +++ b/.kokoro/samples/python3.12/periodic-head.cfg @@ -0,0 +1,11 @@ +# Format: //devtools/kokoro/config/proto/build.proto + +env_vars: { + key: "INSTALL_LIBRARY_FROM_SOURCE" + value: "True" +} + +env_vars: { + key: "TRAMPOLINE_BUILD_FILE" + value: "github/python-documentai-toolbox/.kokoro/test-samples-against-head.sh" +} diff --git a/.kokoro/samples/python3.12/periodic.cfg b/.kokoro/samples/python3.12/periodic.cfg new file mode 100644 index 00000000..71cd1e59 --- /dev/null +++ b/.kokoro/samples/python3.12/periodic.cfg @@ -0,0 +1,6 @@ +# Format: //devtools/kokoro/config/proto/build.proto + +env_vars: { + key: "INSTALL_LIBRARY_FROM_SOURCE" + value: "False" +} diff --git a/.kokoro/samples/python3.12/presubmit.cfg b/.kokoro/samples/python3.12/presubmit.cfg new file mode 100644 index 00000000..a1c8d975 --- /dev/null +++ b/.kokoro/samples/python3.12/presubmit.cfg @@ -0,0 +1,6 @@ +# Format: //devtools/kokoro/config/proto/build.proto + +env_vars: { + key: "INSTALL_LIBRARY_FROM_SOURCE" + value: "True" +} \ No newline at end of file diff --git a/CONTRIBUTING.rst b/CONTRIBUTING.rst index 3ce9b08a..b0f7e49d 100644 --- a/CONTRIBUTING.rst +++ b/CONTRIBUTING.rst @@ -22,7 +22,7 @@ In order to add a feature: documentation. - The feature must work fully on the following CPython versions: - 3.7, 3.8, 3.9, 3.10 and 3.11 on both UNIX and Windows. + 3.7, 3.8, 3.9, 3.10, 3.11 and 3.12 on both UNIX and Windows. - The feature must not add unnecessary dependencies (where "unnecessary" is of course subjective, but new dependencies should @@ -72,7 +72,7 @@ We use `nox `__ to instrument our tests. - To run a single unit test:: - $ nox -s unit-3.11 -- -k + $ nox -s unit-3.12 -- -k .. note:: @@ -226,12 +226,14 @@ We support: - `Python 3.9`_ - `Python 3.10`_ - `Python 3.11`_ +- `Python 3.12`_ .. _Python 3.7: https://docs.python.org/3.7/ .. _Python 3.8: https://docs.python.org/3.8/ .. _Python 3.9: https://docs.python.org/3.9/ .. _Python 3.10: https://docs.python.org/3.10/ .. _Python 3.11: https://docs.python.org/3.11/ +.. _Python 3.12: https://docs.python.org/3.12/ Supported versions can be found in our ``noxfile.py`` `config`_. diff --git a/noxfile.py b/noxfile.py index 779d7921..c0ef7c93 100644 --- a/noxfile.py +++ b/noxfile.py @@ -34,7 +34,7 @@ DEFAULT_PYTHON_VERSION = "3.8" -UNIT_TEST_PYTHON_VERSIONS: List[str] = ["3.7", "3.8", "3.9", "3.10", "3.11"] +UNIT_TEST_PYTHON_VERSIONS: List[str] = ["3.7", "3.8", "3.9", "3.10", "3.11", "3.12"] UNIT_TEST_STANDARD_DEPENDENCIES = [ "mock", "asyncmock", diff --git a/samples/snippets/noxfile.py b/samples/snippets/noxfile.py index b4c9f16d..33e8951f 100644 --- a/samples/snippets/noxfile.py +++ b/samples/snippets/noxfile.py @@ -89,7 +89,7 @@ def get_pytest_env_vars() -> Dict[str, str]: # DO NOT EDIT - automatically generated. # All versions used to tested samples. -ALL_VERSIONS = ["2.7", "3.6", "3.7", "3.8", "3.9", "3.10", "3.11"] +ALL_VERSIONS = ["2.7", "3.6", "3.7", "3.8", "3.9", "3.10", "3.11", "3.12"] # Any default versions that should be ignored. IGNORED_VERSIONS = TEST_CONFIG["ignored_versions"] diff --git a/setup.py b/setup.py index abece197..7a21b0b8 100644 --- a/setup.py +++ b/setup.py @@ -66,7 +66,6 @@ "immutabledict >= 2.0.0, < 3.0.0dev; python_version<'3.8'", "Pillow >= 9.5.0, < 11.0.0", "Jinja2 >= 3.1.0, <= 4.0.0", - "hocr-spec >= 0.2.0", ), python_requires=">=3.7", classifiers=[ @@ -78,6 +77,7 @@ "Programming Language :: Python :: 3.9", "Programming Language :: Python :: 3.10", "Programming Language :: Python :: 3.11", + "Programming Language :: Python :: 3.12", "Topic :: Internet", "Topic :: Software Development :: Libraries :: Python Modules", ], diff --git a/testing/constraints-3.10.txt b/testing/constraints-3.10.txt index 25aa22a8..c9f0e4bb 100644 --- a/testing/constraints-3.10.txt +++ b/testing/constraints-3.10.txt @@ -11,4 +11,3 @@ google-cloud-documentai google-cloud-storage numpy pikepdf -hocr-spec diff --git a/testing/constraints-3.11.txt b/testing/constraints-3.11.txt index 25aa22a8..c9f0e4bb 100644 --- a/testing/constraints-3.11.txt +++ b/testing/constraints-3.11.txt @@ -11,4 +11,3 @@ google-cloud-documentai google-cloud-storage numpy pikepdf -hocr-spec diff --git a/testing/constraints-3.12.txt b/testing/constraints-3.12.txt new file mode 100644 index 00000000..c9f0e4bb --- /dev/null +++ b/testing/constraints-3.12.txt @@ -0,0 +1,13 @@ +# -*- coding: utf-8 -*- +# This constraints file is required for unit tests. +# List all library dependencies and extras in this file. +google-api-core +libcst +pandas +proto-plus +grpc-google-iam-v1 +google-cloud-bigquery +google-cloud-documentai +google-cloud-storage +numpy +pikepdf diff --git a/testing/constraints-3.7.txt b/testing/constraints-3.7.txt index 0a9af7ff..3c64ab2e 100644 --- a/testing/constraints-3.7.txt +++ b/testing/constraints-3.7.txt @@ -14,4 +14,3 @@ google-cloud-documentai==2.20.0 google-cloud-storage==2.7.0 numpy==1.19.5 pikepdf==6.2.9 -hocr-spec==0.2.0 diff --git a/testing/constraints-3.8.txt b/testing/constraints-3.8.txt index a9d4c497..ed1905e2 100644 --- a/testing/constraints-3.8.txt +++ b/testing/constraints-3.8.txt @@ -11,4 +11,3 @@ google-cloud-documentai google-cloud-storage numpy==1.21.6 pikepdf==8.2.3 -hocr-spec diff --git a/testing/constraints-3.9.txt b/testing/constraints-3.9.txt index 25aa22a8..c9f0e4bb 100644 --- a/testing/constraints-3.9.txt +++ b/testing/constraints-3.9.txt @@ -11,4 +11,3 @@ google-cloud-documentai google-cloud-storage numpy pikepdf -hocr-spec diff --git a/tests/unit/test_document.py b/tests/unit/test_document.py index 86366f27..7e28cd69 100644 --- a/tests/unit/test_document.py +++ b/tests/unit/test_document.py @@ -14,7 +14,6 @@ # See the License for the specific language governing permissions and # limitations under the License. -from io import BytesIO import json import os import shutil @@ -33,8 +32,6 @@ from google.cloud import documentai from google.cloud.documentai_toolbox import document, gcs_utilities -from hocr_spec import HocrValidator - def get_bytes(file_name): result = [] @@ -693,10 +690,6 @@ def test_export_hocr_str(): actual_hocr = wrapped_document.export_hocr_str(title="toolbox_invoice_test-0") assert actual_hocr - validator = HocrValidator(profile="standard") - report = validator.validate(BytesIO(actual_hocr.encode("utf-8")), parse_strict=True) - - assert report.format("bool") with open( "tests/unit/resources/toolbox_invoice_test_0_hocr.xml", "r", encoding="utf-8" From d178acb50a7ad4a0ce0bc7f6fc4550a87dc7a252 Mon Sep 17 00:00:00 2001 From: Anthonios Partheniou Date: Mon, 27 Nov 2023 15:28:16 -0500 Subject: [PATCH 03/10] feat: Introduce compatibility with native namespace packages (#201) Similar to https://togithub.com/googleapis/google-auth-library-python/pull/1205 Also see https://packaging.python.org/en/latest/guides/packaging-namespace-packages/#native-namespace-packages --- setup.py | 9 +++++++-- tests/unit/test_packaging.py | 37 ++++++++++++++++++++++++++++++++++++ 2 files changed, 44 insertions(+), 2 deletions(-) create mode 100644 tests/unit/test_packaging.py diff --git a/setup.py b/setup.py index 7a21b0b8..5a6b31c3 100644 --- a/setup.py +++ b/setup.py @@ -30,6 +30,12 @@ with io.open(readme_filename, encoding="utf-8") as readme_file: readme = readme_file.read() +packages = [ + package + for package in setuptools.find_namespace_packages() + if package.startswith("google") +] + setuptools.setup( name="google-cloud-documentai-toolbox", author="Google LLC", @@ -39,8 +45,7 @@ license="Apache 2.0", long_description=readme, long_description_content_type="text/x-rst", - packages=setuptools.PEP420PackageFinder.find(), - namespace_packages=("google", "google.cloud"), + packages=packages, platforms="Posix; MacOS X; Windows", include_package_data=True, package_data={ diff --git a/tests/unit/test_packaging.py b/tests/unit/test_packaging.py new file mode 100644 index 00000000..3b7fd638 --- /dev/null +++ b/tests/unit/test_packaging.py @@ -0,0 +1,37 @@ +# Copyright 2023 Google LLC +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. + +import os +import subprocess +import sys + + +def test_namespace_package_compat(tmp_path): + # The ``google`` namespace package should not be masked + # by the presence of ``google-cloud-documentai-toolbox``. + google = tmp_path / "google" + google.mkdir() + google.joinpath("othermod.py").write_text("") + env = dict(os.environ, PYTHONPATH=str(tmp_path)) + cmd = [sys.executable, "-m", "google.othermod"] + subprocess.check_call(cmd, env=env) + + # The ``google.cloud`` namespace package should not be masked + # by the presence of ``google-cloud-documentai-toolbox``. + google_cloud = tmp_path / "google" / "cloud" + google_cloud.mkdir() + google_cloud.joinpath("othermod.py").write_text("") + env = dict(os.environ, PYTHONPATH=str(tmp_path)) + cmd = [sys.executable, "-m", "google.cloud.othermod"] + subprocess.check_call(cmd, env=env) From 5a7a32cbe252faed47164fc2c2cbf87252377d3a Mon Sep 17 00:00:00 2001 From: "gcf-owl-bot[bot]" <78513119+gcf-owl-bot[bot]@users.noreply.github.com> Date: Wed, 29 Nov 2023 09:14:23 -0600 Subject: [PATCH 04/10] chore: bump cryptography from 41.0.5 to 41.0.6 in /synthtool/gcp/templates/python_library/.kokoro (#207) Source-Link: https://github.com/googleapis/synthtool/commit/9367caadcbb30b5b2719f30eb00c44cc913550ed Post-Processor: gcr.io/cloud-devrel-public-resources/owlbot-python:latest@sha256:2f155882785883336b4468d5218db737bb1d10c9cea7cb62219ad16fe248c03c Co-authored-by: Owl Bot --- .github/.OwlBot.lock.yaml | 4 ++-- .kokoro/requirements.txt | 48 +++++++++++++++++++-------------------- 2 files changed, 26 insertions(+), 26 deletions(-) diff --git a/.github/.OwlBot.lock.yaml b/.github/.OwlBot.lock.yaml index eb4d9f79..773c1dfd 100644 --- a/.github/.OwlBot.lock.yaml +++ b/.github/.OwlBot.lock.yaml @@ -13,5 +13,5 @@ # limitations under the License. docker: image: gcr.io/cloud-devrel-public-resources/owlbot-python:latest - digest: sha256:bacc3af03bff793a03add584537b36b5644342931ad989e3ba1171d3bd5399f5 -# created: 2023-11-23T18:17:28.105124211Z + digest: sha256:2f155882785883336b4468d5218db737bb1d10c9cea7cb62219ad16fe248c03c +# created: 2023-11-29T14:54:29.548172703Z diff --git a/.kokoro/requirements.txt b/.kokoro/requirements.txt index 8957e211..e5c1ffca 100644 --- a/.kokoro/requirements.txt +++ b/.kokoro/requirements.txt @@ -93,30 +93,30 @@ colorlog==6.7.0 \ # via # gcp-docuploader # nox -cryptography==41.0.5 \ - --hash=sha256:0c327cac00f082013c7c9fb6c46b7cc9fa3c288ca702c74773968173bda421bf \ - --hash=sha256:0d2a6a598847c46e3e321a7aef8af1436f11c27f1254933746304ff014664d84 \ - --hash=sha256:227ec057cd32a41c6651701abc0328135e472ed450f47c2766f23267b792a88e \ - --hash=sha256:22892cc830d8b2c89ea60148227631bb96a7da0c1b722f2aac8824b1b7c0b6b8 \ - --hash=sha256:392cb88b597247177172e02da6b7a63deeff1937fa6fec3bbf902ebd75d97ec7 \ - --hash=sha256:3be3ca726e1572517d2bef99a818378bbcf7d7799d5372a46c79c29eb8d166c1 \ - --hash=sha256:573eb7128cbca75f9157dcde974781209463ce56b5804983e11a1c462f0f4e88 \ - --hash=sha256:580afc7b7216deeb87a098ef0674d6ee34ab55993140838b14c9b83312b37b86 \ - --hash=sha256:5a70187954ba7292c7876734183e810b728b4f3965fbe571421cb2434d279179 \ - --hash=sha256:73801ac9736741f220e20435f84ecec75ed70eda90f781a148f1bad546963d81 \ - --hash=sha256:7d208c21e47940369accfc9e85f0de7693d9a5d843c2509b3846b2db170dfd20 \ - --hash=sha256:8254962e6ba1f4d2090c44daf50a547cd5f0bf446dc658a8e5f8156cae0d8548 \ - --hash=sha256:88417bff20162f635f24f849ab182b092697922088b477a7abd6664ddd82291d \ - --hash=sha256:a48e74dad1fb349f3dc1d449ed88e0017d792997a7ad2ec9587ed17405667e6d \ - --hash=sha256:b948e09fe5fb18517d99994184854ebd50b57248736fd4c720ad540560174ec5 \ - --hash=sha256:c707f7afd813478e2019ae32a7c49cd932dd60ab2d2a93e796f68236b7e1fbf1 \ - --hash=sha256:d38e6031e113b7421db1de0c1b1f7739564a88f1684c6b89234fbf6c11b75147 \ - --hash=sha256:d3977f0e276f6f5bf245c403156673db103283266601405376f075c849a0b936 \ - --hash=sha256:da6a0ff8f1016ccc7477e6339e1d50ce5f59b88905585f77193ebd5068f1e797 \ - --hash=sha256:e270c04f4d9b5671ebcc792b3ba5d4488bf7c42c3c241a3748e2599776f29696 \ - --hash=sha256:e886098619d3815e0ad5790c973afeee2c0e6e04b4da90b88e6bd06e2a0b1b72 \ - --hash=sha256:ec3b055ff8f1dce8e6ef28f626e0972981475173d7973d63f271b29c8a2897da \ - --hash=sha256:fba1e91467c65fe64a82c689dc6cf58151158993b13eb7a7f3f4b7f395636723 +cryptography==41.0.6 \ + --hash=sha256:068bc551698c234742c40049e46840843f3d98ad7ce265fd2bd4ec0d11306596 \ + --hash=sha256:0f27acb55a4e77b9be8d550d762b0513ef3fc658cd3eb15110ebbcbd626db12c \ + --hash=sha256:2132d5865eea673fe6712c2ed5fb4fa49dba10768bb4cc798345748380ee3660 \ + --hash=sha256:3288acccef021e3c3c10d58933f44e8602cf04dba96d9796d70d537bb2f4bbc4 \ + --hash=sha256:35f3f288e83c3f6f10752467c48919a7a94b7d88cc00b0668372a0d2ad4f8ead \ + --hash=sha256:398ae1fc711b5eb78e977daa3cbf47cec20f2c08c5da129b7a296055fbb22aed \ + --hash=sha256:422e3e31d63743855e43e5a6fcc8b4acab860f560f9321b0ee6269cc7ed70cc3 \ + --hash=sha256:48783b7e2bef51224020efb61b42704207dde583d7e371ef8fc2a5fb6c0aabc7 \ + --hash=sha256:4d03186af98b1c01a4eda396b137f29e4e3fb0173e30f885e27acec8823c1b09 \ + --hash=sha256:5daeb18e7886a358064a68dbcaf441c036cbdb7da52ae744e7b9207b04d3908c \ + --hash=sha256:60e746b11b937911dc70d164060d28d273e31853bb359e2b2033c9e93e6f3c43 \ + --hash=sha256:742ae5e9a2310e9dade7932f9576606836ed174da3c7d26bc3d3ab4bd49b9f65 \ + --hash=sha256:7e00fb556bda398b99b0da289ce7053639d33b572847181d6483ad89835115f6 \ + --hash=sha256:85abd057699b98fce40b41737afb234fef05c67e116f6f3650782c10862c43da \ + --hash=sha256:8efb2af8d4ba9dbc9c9dd8f04d19a7abb5b49eab1f3694e7b5a16a5fc2856f5c \ + --hash=sha256:ae236bb8760c1e55b7a39b6d4d32d2279bc6c7c8500b7d5a13b6fb9fc97be35b \ + --hash=sha256:afda76d84b053923c27ede5edc1ed7d53e3c9f475ebaf63c68e69f1403c405a8 \ + --hash=sha256:b27a7fd4229abef715e064269d98a7e2909ebf92eb6912a9603c7e14c181928c \ + --hash=sha256:b648fe2a45e426aaee684ddca2632f62ec4613ef362f4d681a9a6283d10e079d \ + --hash=sha256:c5a550dc7a3b50b116323e3d376241829fd326ac47bc195e04eb33a8170902a9 \ + --hash=sha256:da46e2b5df770070412c46f87bac0849b8d685c5f2679771de277a422c7d0b86 \ + --hash=sha256:f39812f70fc5c71a15aa3c97b2bbe213c3f2a460b79bd21c40d033bb34a9bf36 \ + --hash=sha256:ff369dd19e8fe0528b02e8df9f2aeb2479f89b1270d90f96a63500afe9af5cae # via # gcp-releasetool # secretstorage From d3b942bb6c33eace2b5a9b880f5223ff6e5b1df1 Mon Sep 17 00:00:00 2001 From: Holt Skinner <13262395+holtskinner@users.noreply.github.com> Date: Wed, 29 Nov 2023 10:08:15 -0600 Subject: [PATCH 05/10] build: treat warnings as errors (#208) - Follow-up to https://togithub.com/googleapis/python-test-utils/pull/156 --- .../documentai_toolbox/wrappers/document.py | 16 +++++++++------- pytest.ini | 15 +++++++++++++++ 2 files changed, 24 insertions(+), 7 deletions(-) create mode 100644 pytest.ini diff --git a/google/cloud/documentai_toolbox/wrappers/document.py b/google/cloud/documentai_toolbox/wrappers/document.py index 69f893f2..9460aa2e 100644 --- a/google/cloud/documentai_toolbox/wrappers/document.py +++ b/google/cloud/documentai_toolbox/wrappers/document.py @@ -396,13 +396,15 @@ def from_document_path( else [document_path] ) - documents = [ - documentai.Document.from_json( - open(file_path, "r", encoding="utf-8").read(), - ignore_unknown_fields=True, - ) - for file_path in document_paths - ] + documents: List[documentai.Document] = [] + for file_path in document_paths: + with open(file_path, "r", encoding="utf-8") as file: + json_content = file.read() + document = documentai.Document.from_json( + json_content, + ignore_unknown_fields=True, + ) + documents.append(document) return cls(shards=documents) diff --git a/pytest.ini b/pytest.ini new file mode 100644 index 00000000..603566f0 --- /dev/null +++ b/pytest.ini @@ -0,0 +1,15 @@ +[pytest] +filterwarnings = + # treat all warnings as errors + error + # Remove once https://github.com/protocolbuffers/protobuf/issues/12186 is fixed + ignore:.*custom tp_new.*in Python 3.14:DeprecationWarning + # Remove once https://github.com/dateutil/dateutil/issues/1314 is fixed + ignore:datetime.datetime.utcfromtimestamp\(\) is deprecated:DeprecationWarning:dateutil.tz.tz + # Remove once release PR https://github.com/googleapis/proto-plus-python/pull/391 is merged + ignore:datetime.datetime.utcfromtimestamp\(\) is deprecated:DeprecationWarning:proto.datetime_helpers + # Remove once release PR https://github.com/googleapis/python-api-common-protos/pull/191 is merged + ignore:.*pkg_resources.declare_namespace:DeprecationWarning + ignore:.*pkg_resources is deprecated as an API:DeprecationWarning + # Remove once Python3.7 support is dropped https://github.com/googleapis/python-documentai-toolbox/issues/209 + ignore:distutils Version classes are deprecated:DeprecationWarning From 7001c765864b0b364a45cbe376821423870afb1e Mon Sep 17 00:00:00 2001 From: Holt Skinner <13262395+holtskinner@users.noreply.github.com> Date: Wed, 29 Nov 2023 13:28:15 -0600 Subject: [PATCH 06/10] fix: Implement lazy-loading of properties to speed up initialization (#205) MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Fixes #198 🦕 --- .../documentai_toolbox/wrappers/document.py | 39 +- .../cloud/documentai_toolbox/wrappers/page.py | 384 +++++++++++------- tests/unit/test_document.py | 15 + tests/unit/test_gcs_utilities.py | 8 + tests/unit/test_page.py | 130 +++--- 5 files changed, 366 insertions(+), 210 deletions(-) diff --git a/google/cloud/documentai_toolbox/wrappers/document.py b/google/cloud/documentai_toolbox/wrappers/document.py index 9460aa2e..bc233de7 100644 --- a/google/cloud/documentai_toolbox/wrappers/document.py +++ b/google/cloud/documentai_toolbox/wrappers/document.py @@ -40,7 +40,7 @@ def _entities_from_shards( shards: List[documentai.Document], ) -> List[Entity]: - r"""Returns a list of Entities from a list of documentai.Document shards. + r"""Returns a list of Entities and Properties from a list of documentai.Document shards. Args: shards (List[google.cloud.documentai.Document]): @@ -83,7 +83,7 @@ def _pages_from_shards(shards: List[documentai.Document]) -> List[Page]: A list of Pages. """ result = [ - Page(documentai_object=shard_page, document_text=shard.text) + Page(documentai_object=shard_page, _document_text=shard.text) for shard in shards for shard_page in shard.pages ] @@ -94,7 +94,7 @@ def _pages_from_shards(shards: List[documentai.Document]) -> List[Page]: def _get_shards(gcs_bucket_name: str, gcs_prefix: str) -> List[documentai.Document]: - r"""Returns a list of documentai.Document shards from a Cloud Storage folder. + r"""Returns a list of `documentai.Document` shards from a Cloud Storage folder. Args: gcs_bucket_name (str): @@ -331,7 +331,7 @@ class Document: Attributes: shards (List[google.cloud.documentai.Document]): - Optional. A list of `documentai.Document` shards of the same `Document`. + Required. A list of `documentai.Document` shards of the same `Document`. Each shard consists of a number of pages in the `Document`. gcs_bucket_name (Optional[str]): Optional. The name of the gcs bucket. @@ -360,14 +360,29 @@ class Document: gcs_prefix: Optional[str] = dataclasses.field(default=None, repr=False) gcs_input_uri: Optional[str] = dataclasses.field(default=None, repr=False) - pages: List[Page] = dataclasses.field(init=False, repr=False) - entities: List[Entity] = dataclasses.field(init=False, repr=False) - text: str = dataclasses.field(init=False, repr=False) - - def __post_init__(self) -> None: - self.pages = _pages_from_shards(shards=self.shards) - self.entities = _entities_from_shards(shards=self.shards) - self.text = "".join(shard.text for shard in self.shards) + _pages: Optional[List[Page]] = dataclasses.field( + init=False, repr=False, default=None + ) + _entities: List[Entity] = dataclasses.field(init=False, repr=False, default=None) + _text: str = dataclasses.field(init=False, repr=False, default=None) + + @property + def pages(self): + if self._pages is None: + self._pages = _pages_from_shards(shards=self.shards) + return self._pages + + @property + def entities(self): + if self._entities is None: + self._entities = _entities_from_shards(shards=self.shards) + return self._entities + + @property + def text(self): + if self._text is None: + self._text = "".join(shard.text for shard in self.shards) + return self._text @classmethod def from_document_path( diff --git a/google/cloud/documentai_toolbox/wrappers/page.py b/google/cloud/documentai_toolbox/wrappers/page.py index 75a7f017..1d314c27 100644 --- a/google/cloud/documentai_toolbox/wrappers/page.py +++ b/google/cloud/documentai_toolbox/wrappers/page.py @@ -18,7 +18,7 @@ from abc import ABC import dataclasses -from typing import cast, List, Optional +from typing import cast, List, Optional, Type import pandas as pd @@ -33,9 +33,7 @@ class Table: Attributes: documentai_object (google.cloud.documentai.Document.Page.Table): - Required. The original google.cloud.documentai.Document.Page.Table object. - document_text (str): - Required. UTF-8 encoded text in reading order from the document. + Required. The original object. body_rows (List[List[str]]): Required. A list of body rows. header_rows (List[List[str]]): @@ -43,18 +41,32 @@ class Table: """ documentai_object: documentai.Document.Page.Table = dataclasses.field(repr=False) - document_text: dataclasses.InitVar[str] + _page: "Page" = dataclasses.field(repr=False) - body_rows: List[List[str]] = dataclasses.field(init=False, repr=False) - header_rows: List[List[str]] = dataclasses.field(init=False, repr=False) + _body_rows: Optional[List[List[str]]] = dataclasses.field( + init=False, repr=False, default=None + ) + _header_rows: Optional[List[List[str]]] = dataclasses.field( + init=False, repr=False, default=None + ) - def __post_init__(self, document_text) -> None: - self.header_rows = _table_rows_from_documentai_table_rows( - table_rows=list(self.documentai_object.header_rows), text=document_text - ) - self.body_rows = _table_rows_from_documentai_table_rows( - table_rows=list(self.documentai_object.body_rows), text=document_text - ) + @property + def body_rows(self): + if self._body_rows is None: + self._body_rows = _table_rows_from_documentai_table_rows( + table_rows=list(self.documentai_object.body_rows), + text=self._page._document_text, + ) + return self._body_rows + + @property + def header_rows(self): + if self._header_rows is None: + self._header_rows = _table_rows_from_documentai_table_rows( + table_rows=list(self.documentai_object.header_rows), + text=self._page._document_text, + ) + return self._header_rows def to_dataframe(self) -> pd.DataFrame: r"""Returns pd.DataFrame from documentai.table @@ -81,39 +93,55 @@ class FormField: Attributes: documentai_object (google.cloud.documentai.Document.Page.FormField): - Required. The original google.cloud.documentai.Document.Page.FormField object. - document_text (str): - Required. UTF-8 encoded text in reading order from the document. + Required. The original object. field_name (str): Required. The form field name field_value (str): Required. The form field value """ - documentai_object: documentai.Document.Page.FormField - document_text: dataclasses.InitVar[str] + documentai_object: documentai.Document.Page.FormField = dataclasses.field( + repr=False + ) + _page: "Page" = dataclasses.field(repr=False) + + _field_name: Optional[str] = dataclasses.field(init=False, repr=False, default=None) + _field_value: Optional[str] = dataclasses.field( + init=False, repr=False, default=None + ) - field_name: str = dataclasses.field(init=False) - field_value: str = dataclasses.field(init=False) + @property + def field_name(self): + if self._field_name is None: + self._field_name = _trim_text( + _text_from_layout( + self.documentai_object.field_name, self._page._document_text + ) + ) + return self._field_name - def __post_init__(self, document_text) -> None: - self.field_name = _trim_text( - _text_from_layout(self.documentai_object.field_name, document_text) - ) - self.field_value = _trim_text( - _text_from_layout(self.documentai_object.field_value, document_text) - ) + @property + def field_value(self): + if self._field_value is None: + self._field_value = _trim_text( + _text_from_layout( + self.documentai_object.field_value, self._page._document_text + ) + ) + return self._field_value @dataclasses.dataclass -class BasePageElement(ABC): +class _BasePageElement(ABC): """Base class for representing a wrapped Document AI Page element (Symbol, Token, Line, Paragraph, Block).""" documentai_object: ElementWithLayout = dataclasses.field(repr=False) _page: "Page" = dataclasses.field(repr=False) - _text: Optional[str] = dataclasses.field(init=False, default=None) - _hocr_bounding_box: Optional[str] = dataclasses.field(init=False, default=None) + _text: Optional[str] = dataclasses.field(init=False, repr=False, default=None) + _hocr_bounding_box: Optional[str] = dataclasses.field( + init=False, repr=False, default=None + ) @property def text(self): @@ -122,7 +150,7 @@ def text(self): """ if self._text is None: self._text = _text_from_layout( - layout=self.documentai_object.layout, text=self._page.document_text + layout=self.documentai_object.layout, text=self._page._document_text ) return self._text @@ -140,15 +168,15 @@ def hocr_bounding_box(self): @dataclasses.dataclass -class Symbol(BasePageElement): +class Symbol(_BasePageElement): """Represents a wrapped documentai.Document.Page.Symbol. https://cloud.google.com/document-ai/docs/process-documents-ocr#enable_symbols Attributes: documentai_object (google.cloud.documentai.Document.Page.Symbol): Required. The original object. - _page (Page): - Required. The Page object containing the Symbol. + text (str): + Required. The text of the Symbol. """ @property @@ -158,103 +186,123 @@ def hocr_bounding_box(self): @dataclasses.dataclass -class Token(BasePageElement): +class Token(_BasePageElement): """Represents a wrapped documentai.Document.Page.Token. Attributes: documentai_object (google.cloud.documentai.Document.Page.Token): Required. The original object. - _page (Page): - Required. The Page object containing the Token. + text (str): + Required. The text of the Token. symbols (List[Symbol]): - Required. The Symbols contained within the Token. + Optional. The Symbols contained within the Token. """ - symbols: List[Symbol] = dataclasses.field(init=False, repr=False) + _symbols: Optional[List[Symbol]] = dataclasses.field( + init=False, repr=False, default=None + ) - def __post_init__(self) -> None: - self.symbols = cast( - List[Symbol], - _get_children_of_element(self.documentai_object, self._page.symbols), - ) + @property + def symbols(self): + if self._symbols is None: + self._symbols = cast( + List[Symbol], + _get_children_of_element(self.documentai_object, self._page.symbols), + ) + return self._symbols @dataclasses.dataclass -class Line(BasePageElement): +class Line(_BasePageElement): """Represents a wrapped documentai.Document.Page.Line. Attributes: documentai_object (google.cloud.documentai.Document.Page.Line): Required. The original object. - _page (Page): - Required. The Page object containing the Line. - tokens (List[Token]): - Required. The Tokens contained within the Line. + text (str): + Required. The text of the Line. + _tokens (List[Token]): + Optional. The Tokens contained within the Line. """ - tokens: List[Token] = dataclasses.field(init=False, repr=False) + _tokens: Optional[List[Token]] = dataclasses.field( + init=False, repr=False, default=None + ) - def __post_init__(self) -> None: - self.tokens = cast( - List[Token], - _get_children_of_element(self.documentai_object, self._page.tokens), - ) + @property + def tokens(self): + if self._tokens is None: + self._tokens = cast( + List[Token], + _get_children_of_element(self.documentai_object, self._page.tokens), + ) + return self._tokens @dataclasses.dataclass -class Paragraph(BasePageElement): +class Paragraph(_BasePageElement): """Represents a wrapped documentai.Document.Page.Paragraph. Attributes: documentai_object (google.cloud.documentai.Document.Page.Paragraph): Required. The original object. - _page (Page): - Required. The Page object containing the Paragraph. - lines (List[Line]): - Required. The Lines contained within the Paragraph. + text (str): + Required. The text of the Paragraph. + _lines (List[Line]): + Optional. The Lines contained within the Paragraph. """ - lines: List[Line] = dataclasses.field(init=False, repr=False) + _lines: Optional[List[Line]] = dataclasses.field( + init=False, repr=False, default=None + ) - def __post_init__(self) -> None: - self.lines = cast( - List[Line], - _get_children_of_element(self.documentai_object, self._page.lines), - ) + @property + def lines(self): + if self._lines is None: + self._lines = cast( + List[Line], + _get_children_of_element(self.documentai_object, self._page.lines), + ) + return self._lines @dataclasses.dataclass -class Block(BasePageElement): +class Block(_BasePageElement): """Represents a wrapped documentai.Document.Page.Block. Attributes: documentai_object (google.cloud.documentai.Document.Page.Block): Required. The original object. - _page (Page): - Required. The Page object containing the Block. - paragraphs (List[Paragraph]): - Required. The Paragraphs contained within the Block. + text (str): + Required. The text of the Block. + _paragraphs (List[Paragraph]): + Optional. The Paragraphs contained within the Block. """ - paragraphs: List[Paragraph] = dataclasses.field(init=False, repr=False) + _paragraphs: Optional[List[Paragraph]] = dataclasses.field( + init=False, repr=False, default=None + ) - def __post_init__(self) -> None: - self.paragraphs = cast( - List[Paragraph], - _get_children_of_element(self.documentai_object, self._page.paragraphs), - ) + @property + def paragraphs(self): + if self._paragraphs is None: + self._paragraphs = cast( + List[Paragraph], + _get_children_of_element(self.documentai_object, self._page.paragraphs), + ) + return self._paragraphs @dataclasses.dataclass -class MathFormula(BasePageElement): +class MathFormula(_BasePageElement): """Represents a wrapped documentai.Document.Page.VisualElement with type `math_formula`. https://cloud.google.com/document-ai/docs/process-documents-ocr#math_ocr Attributes: documentai_object (google.cloud.documentai.Document.Page.VisualElement): Required. The original object. - _page (Page): - Required. The Page object containing the VisualElement. + text (str): + Required. The text of the MathFormula. """ @property @@ -387,18 +435,15 @@ class Page: Attributes: documentai_object (google.cloud.documentai.Document.Page): - Required. The original google.cloud.documentai.Document.Page object. - document_text (str): - Required. The full text of the `Document` containing the `Page`. + Required. The original object. text (str): Required. UTF-8 encoded text of the page. page_number (int): Required. The page number of the `Page`. - form_fields (List[FormField]): - Required. A list of visually detected form fields on the - page. + hocr_bounding_box (str): + Required. hOCR bounding box of the page element. symbols (List[Symbol]): - Required. A list of visually detected text symbols + Optional. A list of visually detected text symbols (characters/letters) on the page. tokens (List[Token]): Required. A list of visually detected text tokens (words) on the @@ -415,8 +460,11 @@ class Page: Required. A list of visually detected text blocks on the page. A collection of lines that a human would perceive as a block. + form_fields (List[FormField]): + Optional. A list of visually detected form fields on the + page. tables (List[Table]): - Required. A list of visually detected tables on the + Optional. A list of visually detected tables on the page. math_formulas (List[MathFormula]): Optional. A list of visually detected math formulas @@ -424,81 +472,117 @@ class Page: """ documentai_object: documentai.Document.Page = dataclasses.field(repr=False) - document_text: str = dataclasses.field(repr=False) - - text: str = dataclasses.field(init=False, repr=False) - page_number: int = dataclasses.field(init=False, repr=False) - form_fields: List[FormField] = dataclasses.field(init=False, repr=False) - symbols: List[Symbol] = dataclasses.field(init=False, repr=False) - tokens: List[Token] = dataclasses.field(init=False, repr=False) - lines: List[Line] = dataclasses.field(init=False, repr=False) - paragraphs: List[Paragraph] = dataclasses.field(init=False, repr=False) - blocks: List[Block] = dataclasses.field(init=False, repr=False) - tables: List[Table] = dataclasses.field(init=False, repr=False) - math_formulas: List[MathFormula] = dataclasses.field(init=False, repr=False) - _hocr_bounding_box: Optional[str] = dataclasses.field(init=False, default=None) - - def __post_init__(self) -> None: + _document_text: str = dataclasses.field(repr=False) + + _text: Optional[str] = dataclasses.field(init=False, repr=False, default=None) + _page_number: Optional[int] = dataclasses.field( + init=False, repr=False, default=None + ) + _form_fields: Optional[List[FormField]] = dataclasses.field( + init=False, repr=False, default=None + ) + _symbols: Optional[List[Symbol]] = dataclasses.field( + init=False, repr=False, default=None + ) + _tokens: Optional[List[Token]] = dataclasses.field( + init=False, repr=False, default=None + ) + _lines: Optional[List[Line]] = dataclasses.field( + init=False, repr=False, default=None + ) + _paragraphs: Optional[List[Paragraph]] = dataclasses.field( + init=False, repr=False, default=None + ) + _blocks: Optional[List[Block]] = dataclasses.field( + init=False, repr=False, default=None + ) + _tables: Optional[List[Table]] = dataclasses.field( + init=False, repr=False, default=None + ) + _math_formulas: Optional[List[MathFormula]] = dataclasses.field( + init=False, repr=False, default=None + ) + _hocr_bounding_box: Optional[str] = dataclasses.field( + init=False, repr=False, default=None + ) + + def _get_elements(self, element_type: Type, attribute_name: str) -> List: """ - Order of Init - Symbol - Token - Line - Paragraph, - Block + Helper method to create elements based on specified type. """ + elements = getattr(self.documentai_object, attribute_name) + return [ + element_type(documentai_object=element, _page=self) for element in elements + ] + + @property + def text(self): + if self._text is None: + self._text = _text_from_layout( + self.documentai_object.layout, text=self._document_text + ) + return self._text - self.text = _text_from_layout( - self.documentai_object.layout, text=self.document_text - ) - self.page_number = int(self.documentai_object.page_number) + @property + def page_number(self): + if self._page_number is None: + self._page_number = self.documentai_object.page_number + return self._page_number - self.tables = [ - Table(documentai_object=table, document_text=self.document_text) - for table in self.documentai_object.tables - ] + @property + def tables(self): + if self._tables is None: + self._tables = self._get_elements(Table, "tables") + return self._tables - self.form_fields = [ - FormField(documentai_object=form_field, document_text=self.document_text) - for form_field in self.documentai_object.form_fields - ] + @property + def form_fields(self): + if self._form_fields is None: + self._form_fields = self._get_elements(FormField, "form_fields") + return self._form_fields - self.math_formulas = [ - MathFormula(documentai_object=visual_element, _page=self) - for visual_element in self.documentai_object.visual_elements - if visual_element.type_ == "math_formula" - ] + @property + def math_formulas(self): + if self._math_formulas is None: + self._math_formulas = [ + MathFormula(documentai_object=visual_element, _page=self) + for visual_element in self.documentai_object.visual_elements + if visual_element.type_ == "math_formula" + ] + return self._math_formulas - self.symbols = [ - Symbol(documentai_object=symbol, _page=self) - for symbol in self.documentai_object.symbols - ] + @property + def symbols(self): + if self._symbols is None: + self._symbols = self._get_elements(Symbol, "symbols") + return self._symbols - self.tokens = [ - Token(documentai_object=token, _page=self) - for token in self.documentai_object.tokens - ] + @property + def tokens(self): + if self._tokens is None: + self._tokens = self._get_elements(Token, "tokens") + return self._tokens - self.lines = [ - Line(documentai_object=line, _page=self) - for line in self.documentai_object.lines - ] + @property + def lines(self): + if self._lines is None: + self._lines = self._get_elements(Line, "lines") + return self._lines - self.paragraphs = [ - Paragraph(documentai_object=paragraph, _page=self) - for paragraph in self.documentai_object.paragraphs - ] + @property + def paragraphs(self): + if self._paragraphs is None: + self._paragraphs = self._get_elements(Paragraph, "paragraphs") + return self._paragraphs - self.blocks = [ - Block(documentai_object=block, _page=self) - for block in self.documentai_object.blocks - ] + @property + def blocks(self): + if self._blocks is None: + self._blocks = self._get_elements(Block, "blocks") + return self._blocks @property def hocr_bounding_box(self): - """ - hOCR bounding box of the page element. - """ if self._hocr_bounding_box is None: self._hocr_bounding_box = _get_hocr_bounding_box( element_with_layout=self.documentai_object, diff --git a/tests/unit/test_document.py b/tests/unit/test_document.py index 7e28cd69..0e1b21cb 100644 --- a/tests/unit/test_document.py +++ b/tests/unit/test_document.py @@ -327,6 +327,11 @@ def test_document_from_documentai_document_with_single_shard(): actual = document.Document.from_documentai_document(documentai_document=doc) assert len(actual.pages) == 1 + # checking cached value + assert len(actual.pages) == 1 + + assert len(actual.text) > 0 + assert len(actual.text) > 0 def test_document_from_gcs_with_single_shard(get_bytes_single_file_mock): @@ -336,6 +341,11 @@ def test_document_from_gcs_with_single_shard(get_bytes_single_file_mock): get_bytes_single_file_mock.assert_called_once() assert len(actual.pages) == 1 + # checking cached value + assert len(actual.pages) == 1 + + assert len(actual.text) > 0 + assert len(actual.text) > 0 def test_document_from_gcs_with_multiple_shards(get_bytes_multiple_files_mock): @@ -345,6 +355,11 @@ def test_document_from_gcs_with_multiple_shards(get_bytes_multiple_files_mock): get_bytes_multiple_files_mock.assert_called_once() assert len(actual.pages) == 48 + # checking cached value + assert len(actual.pages) == 48 + + assert len(actual.text) > 0 + assert len(actual.text) > 0 def test_document_from_gcs_with_unordered_shards(get_bytes_unordered_files_mock): diff --git a/tests/unit/test_gcs_utilities.py b/tests/unit/test_gcs_utilities.py index b6dc6662..e0815aca 100644 --- a/tests/unit/test_gcs_utilities.py +++ b/tests/unit/test_gcs_utilities.py @@ -576,3 +576,11 @@ def test_upload_file_with_file_error(): file_name="document_1.json", file_content="Document", ) + + +def test_get_blobs_with_no_input(): + with pytest.raises( + ValueError, + match="You must provide either `gcs_uri` or both `gcs_bucket_name` and `gcs_prefix`.", + ): + gcs_utilities.get_blobs() diff --git a/tests/unit/test_page.py b/tests/unit/test_page.py index 08832169..685af9a2 100644 --- a/tests/unit/test_page.py +++ b/tests/unit/test_page.py @@ -77,10 +77,10 @@ def docproto_blank_document(): def test_table_to_csv(docproto): - docproto_page = docproto.pages[0] - table = page.Table( - documentai_object=docproto_page.tables[0], document_text=docproto.text + wrapped_page = page.Page( + documentai_object=docproto.pages[0], _document_text=docproto.text ) + table = wrapped_page.tables[0] contents = table.to_dataframe().to_csv(index=False) @@ -98,11 +98,11 @@ def test_table_to_csv(docproto): def test_table_to_csv_with_empty_body_rows(docproto): - docproto_page = docproto.pages[0] - table = page.Table( - documentai_object=docproto_page.tables[0], document_text=docproto.text + docproto.pages[0].tables[0].body_rows = None + wrapped_page = page.Page( + documentai_object=docproto.pages[0], _document_text=docproto.text ) - table.body_rows = None + table = wrapped_page.tables[0] contents = table.to_dataframe().to_csv(index=False) @@ -114,11 +114,11 @@ def test_table_to_csv_with_empty_body_rows(docproto): def test_table_to_csv_with_empty_header_rows(docproto): - docproto_page = docproto.pages[0] - table = page.Table( - documentai_object=docproto_page.tables[0], document_text=docproto.text + docproto.pages[0].tables[0].header_rows = None + wrapped_page = page.Page( + documentai_object=docproto.pages[0], _document_text=docproto.text ) - table.header_rows = None + table = wrapped_page.tables[0] contents = table.to_dataframe().to_csv(index=False) @@ -136,12 +136,15 @@ def test_table_to_csv_with_empty_header_rows(docproto): def test_table_to_csv_with_empty_header_rows_and_single_body(docproto): - docproto_page = docproto.pages[0] - table = page.Table( - documentai_object=docproto_page.tables[0], document_text=docproto.text + docproto.pages[0].tables[0].header_rows = None + docproto.pages[0].tables[0].body_rows[0].cells = [ + docproto.pages[0].tables[0].body_rows[0].cells[0] + ] + docproto.pages[0].tables[0].body_rows = [docproto.pages[0].tables[0].body_rows[0]] + wrapped_page = page.Page( + documentai_object=docproto.pages[0], _document_text=docproto.text ) - table.header_rows = [] - table.body_rows = [[table.body_rows[0][0]]] + table = wrapped_page.tables[0] contents = table.to_dataframe().to_csv(index=False) assert ( @@ -153,10 +156,10 @@ def test_table_to_csv_with_empty_header_rows_and_single_body(docproto): def test_table_to_dataframe(docproto): - docproto_page = docproto.pages[0] - table = page.Table( - documentai_object=docproto_page.tables[0], document_text=docproto.text + wrapped_page = page.Page( + documentai_object=docproto.pages[0], _document_text=docproto.text ) + table = wrapped_page.tables[0] contents = table.to_dataframe() assert len(contents.columns) == 4 @@ -209,29 +212,34 @@ def test_get_hocr_bounding_box_with_blank_document(docproto_blank_document): def test_Table(docproto): - docproto_page = docproto.pages[0] - table = page.Table( - documentai_object=docproto_page.tables[0], document_text=docproto.text + wrapped_page = page.Page( + documentai_object=docproto.pages[0], _document_text=docproto.text ) + docai_table = docproto.pages[0].tables[0] + table = page.Table(documentai_object=docai_table, _page=wrapped_page) assert len(table.body_rows) == 6 assert len(table.header_rows[0]) == 4 def test_FormField(docproto_form_parser): - documentai_formfield = docproto_form_parser.pages[0].form_fields[4] - form_field = page.FormField( - documentai_object=documentai_formfield, - document_text=docproto_form_parser.text, + wrapped_page = page.Page( + documentai_object=docproto_form_parser.pages[0], + _document_text=docproto_form_parser.text, ) + docai_formfield = docproto_form_parser.pages[0].form_fields[4] + form_field = page.FormField(documentai_object=docai_formfield, _page=wrapped_page) assert form_field.field_name == "Occupation:" assert form_field.field_value == "Software Engineer" + # checking cached value + assert form_field.field_name == "Occupation:" + assert form_field.field_value == "Software Engineer" def test_Block(docproto): wrapped_page = page.Page( - documentai_object=docproto.pages[0], document_text=docproto.text + documentai_object=docproto.pages[0], _document_text=docproto.text ) docai_block = docproto.pages[0].blocks[0] block = page.Block(documentai_object=docai_block, _page=wrapped_page) @@ -242,10 +250,12 @@ def test_Block(docproto): assert block.text == "Invoice\n" assert block.hocr_bounding_box == "bbox 1310 220 1534 282" + assert block.paragraphs + def test_Paragraph(docproto): wrapped_page = page.Page( - documentai_object=docproto.pages[0], document_text=docproto.text + documentai_object=docproto.pages[0], _document_text=docproto.text ) docai_paragraph = docproto.pages[0].paragraphs[0] paragraph = page.Paragraph(documentai_object=docai_paragraph, _page=wrapped_page) @@ -256,25 +266,12 @@ def test_Paragraph(docproto): assert paragraph.text == "Invoice\n" assert paragraph.hocr_bounding_box == "bbox 1310 220 1534 282" - -def test_page_elements_large_document(large_docproto): - for pg in large_docproto.pages: - wrapped_page = page.Page( - documentai_object=pg, document_text=large_docproto.text - ) - for block in wrapped_page.blocks: - assert block.text != "" - for paragraph in wrapped_page.paragraphs: - assert paragraph.text != "" - for line in wrapped_page.lines: - assert line.text != "" - for token in wrapped_page.tokens: - assert token.text != "" + assert paragraph.lines def test_Line(docproto): wrapped_page = page.Page( - documentai_object=docproto.pages[0], document_text=docproto.text + documentai_object=docproto.pages[0], _document_text=docproto.text ) docai_line = docproto.pages[0].lines[36] line = page.Line(documentai_object=docai_line, _page=wrapped_page) @@ -285,10 +282,12 @@ def test_Line(docproto): assert line.text == "Supplies used for Project Q.\n" assert line.hocr_bounding_box == "bbox 223 1781 620 1818" + assert line.tokens + def test_Token(docproto): wrapped_page = page.Page( - documentai_object=docproto.pages[0], document_text=docproto.text + documentai_object=docproto.pages[0], _document_text=docproto.text ) docai_token = docproto.pages[0].tokens[85] token = page.Token(documentai_object=docai_token, _page=wrapped_page) @@ -299,11 +298,13 @@ def test_Token(docproto): assert token.text == "Q.\n" assert token.hocr_bounding_box == "bbox 585 1781 620 1818" + assert token.symbols == [] + def test_Symbol(docproto_with_symbols): wrapped_page = page.Page( documentai_object=docproto_with_symbols.pages[0], - document_text=docproto_with_symbols.text, + _document_text=docproto_with_symbols.text, ) docai_symbol = docproto_with_symbols.pages[0].symbols[1] symbol = page.Symbol(documentai_object=docai_symbol, _page=wrapped_page) @@ -314,11 +315,14 @@ def test_Symbol(docproto_with_symbols): assert symbol.text == "n" assert symbol.hocr_bounding_box is None + assert len(wrapped_page.symbols) > 0 + assert len(wrapped_page.tokens[0].symbols) > 0 + def test_MathFormula(docproto_with_math): wrapped_page = page.Page( documentai_object=docproto_with_math.pages[0], - document_text=docproto_with_math.text, + _document_text=docproto_with_math.text, ) docai_visual_element = docproto_with_math.pages[0].visual_elements[0] @@ -333,15 +337,24 @@ def test_MathFormula(docproto_with_math): assert math_formula.text == "\\int_{-\\infty}^{\\infty}e^{-x^{2}}dx=\\sqrt{x}.\n" assert math_formula.hocr_bounding_box is None + assert len(wrapped_page.math_formulas) == 1 + assert ( + wrapped_page.math_formulas[0].text + == "\\int_{-\\infty}^{\\infty}e^{-x^{2}}dx=\\sqrt{x}.\n" + ) + def test_Page(docproto): docproto_page = docproto.pages[0] wrapped_page = page.Page( - documentai_object=docproto_page, document_text=docproto.text + documentai_object=docproto_page, _document_text=docproto.text ) - assert "Invoice" in wrapped_page.document_text + assert "Invoice" in wrapped_page._document_text + assert "Invoice" in wrapped_page.text + assert len(wrapped_page.text) > 0 + assert wrapped_page.page_number == 1 assert len(wrapped_page.lines) == 37 @@ -349,6 +362,7 @@ def test_Page(docproto): assert len(wrapped_page.blocks) == 31 assert len(wrapped_page.tokens) == 86 assert len(wrapped_page.form_fields) == 13 + assert len(wrapped_page.tables) == 1 assert wrapped_page.lines[0].text == "Invoice\n" assert wrapped_page.lines[0].tokens[0].text == "Invoice\n" @@ -371,9 +385,29 @@ def test_Page(docproto): assert wrapped_page.blocks[30].paragraphs[0].lines[0].tokens[0].text == "Supplies " assert wrapped_page.tokens[85].text == "Q.\n" + assert wrapped_page.symbols == [] + assert wrapped_page.hocr_bounding_box == "bbox 0 0 1758 2275" # checking cached value assert wrapped_page.hocr_bounding_box == "bbox 0 0 1758 2275" assert wrapped_page.form_fields[0].field_name == "BALANCE DUE" assert wrapped_page.form_fields[0].field_value == "$2140.00" + + assert wrapped_page.tables[0].header_rows[0][0] == "Item Description" + assert wrapped_page.tables[0].body_rows[0][0] == "Tool A" + + +def test_page_elements_large_document(large_docproto): + for pg in large_docproto.pages: + wrapped_page = page.Page( + documentai_object=pg, _document_text=large_docproto.text + ) + for block in wrapped_page.blocks: + assert block.text != "" + for paragraph in wrapped_page.paragraphs: + assert paragraph.text != "" + for line in wrapped_page.lines: + assert line.text != "" + for token in wrapped_page.tokens: + assert token.text != "" From f5e15471bc5654629bb761deefa7be1c98b3419f Mon Sep 17 00:00:00 2001 From: Holt Skinner <13262395+holtskinner@users.noreply.github.com> Date: Wed, 29 Nov 2023 15:52:52 -0600 Subject: [PATCH 07/10] build: Ignore `DeprecationWarning` from google-api-core (#211) * build: Ignore `DeprecationWarning` from google-api-core * Update pytest.ini Co-authored-by: Anthonios Partheniou --------- Co-authored-by: Anthonios Partheniou --- pytest.ini | 2 ++ 1 file changed, 2 insertions(+) diff --git a/pytest.ini b/pytest.ini index 603566f0..222090da 100644 --- a/pytest.ini +++ b/pytest.ini @@ -13,3 +13,5 @@ filterwarnings = ignore:.*pkg_resources is deprecated as an API:DeprecationWarning # Remove once Python3.7 support is dropped https://github.com/googleapis/python-documentai-toolbox/issues/209 ignore:distutils Version classes are deprecated:DeprecationWarning + # Remove once release PR https://github.com/googleapis/python-api-core/pull/555 is merged + ignore:datetime.datetime.utcnow\(\) is deprecated:DeprecationWarning:google.api_core.datetime_helpers From 378ebd639e11c2a71bdbcba0b7d658b23aa91185 Mon Sep 17 00:00:00 2001 From: Anthonios Partheniou Date: Thu, 30 Nov 2023 11:28:17 -0500 Subject: [PATCH 08/10] build: ignore warning from google-auth (#212) --- pytest.ini | 2 ++ 1 file changed, 2 insertions(+) diff --git a/pytest.ini b/pytest.ini index 222090da..52bd2d1f 100644 --- a/pytest.ini +++ b/pytest.ini @@ -15,3 +15,5 @@ filterwarnings = ignore:distutils Version classes are deprecated:DeprecationWarning # Remove once release PR https://github.com/googleapis/python-api-core/pull/555 is merged ignore:datetime.datetime.utcnow\(\) is deprecated:DeprecationWarning:google.api_core.datetime_helpers + # Remove once release PR https://github.com/googleapis/google-auth-library-python/pull/1416 is merged + ignore:datetime.datetime.utcnow\(\) is deprecated:DeprecationWarning:google.auth._helpers From d843e51cfe4dfa9afd6c93f9a6902ac613ac31f2 Mon Sep 17 00:00:00 2001 From: Mahmoud Lababidi Date: Thu, 30 Nov 2023 11:51:43 -0500 Subject: [PATCH 09/10] fix: Prevent sorting entities labeled in Document AI Workbench (#200) * Refactored Entity loading and changed sorting to only occur if all ids are digits. --------- Co-authored-by: Holt Skinner --- .../documentai_toolbox/wrappers/document.py | 31 +++++++++---------- tests/unit/resources/hex_ids/patent.json | 1 + tests/unit/test_document.py | 19 +++++++++++- 3 files changed, 34 insertions(+), 17 deletions(-) create mode 100644 tests/unit/resources/hex_ids/patent.json diff --git a/google/cloud/documentai_toolbox/wrappers/document.py b/google/cloud/documentai_toolbox/wrappers/document.py index bc233de7..3de68230 100644 --- a/google/cloud/documentai_toolbox/wrappers/document.py +++ b/google/cloud/documentai_toolbox/wrappers/document.py @@ -50,23 +50,22 @@ def _entities_from_shards( List[Entity]: a list of Entities. 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zR0NBISUlhsVhJSUk9e/a0sLD44tE1NDRERkZ26dIlNDSUxWIVFRUZGRmJiIicPn2a6aKgoCAdHR1CSN++fS9fvmxqaionJ8dj7926dWvFihUVFRWvX7+m0WSOJUFozEVZWZkQMnz4cF1d3YCAgC1bttBD7t+/f25u7uvXr2novF27doMHD7a2tg4ICJg8eTLNs2jRIloVjX6yL4NDI+Pdu3dn3+OjR4+6desWHBzMYrFKSkoWLVokJCR0/PhxFosVERHRqVOngQMHpqSkFBUVLViwQFRU9OzZs0xZOv4rKyuLSfl/7N15PJTb/wDwYyc7UYjSbZGkIkVpv922mxDKUtKOKCXtaJP2vdANlbJlK0tJEcpS2cl+s2TJvq9jfn+c131+z3eGIUt07+f918x5znOeM8/M8xifOed8Xrx4gRBiYWEhHyI3N3fq1KkODg5UKrWjo+PAgQMIoZMnT+JTmpGRgbvKxsY2a9asEydO4MGYwsLCRP6T79+/y8nJnT17Fj89ffo0Qujbt299PO0YfRocLDo6GsfHx44de+nSpfPnzzMxMeHruqKiQl5e/vTp07jmuXPnEEK7d+/u6urCN5NRo0YlJCRQqdTjx4/TXBfz5s1DCAUHBxMlFApFU1NTT0+vtraWSqWGhoYyMTHNmTOnvb2d+s9VMHXqVPJVgC/PPqbB2bx5M3HrwMs4zJo1q7GxkUql5uXlTZky5d69e+S3gJxTi4Hk5GRESoPT1dVFoVDY2dmZmJjmzp1LU7mzs1NJScnc3Bwn+3rw4AFCaP369RQKhUqluru707wFJSUlsrKy3Nzc+DTi+fVEbiJ8wvfs2UM+BIVC0dDQ0NfXr6uro1Kpr169wqexo6ODSqWmpqb+9ttvONFWS0sLMQW732lwqFSqgYFBXV1dSkoKvhF9+vSJvPX58+cmJiatra045njo0CFi0/v378eNGycnJ4evIF1dXU5OTnwhUKnUjx8/4t8ABAQETp8+fe/ePSYmpqioqD72KiQkBCE0Z84cmrs3zn/l7Ozc79cLwC8KQpMAAAAAAODn6Utokkqlenp60oQmcVyMnD54+/bt/QtNBgYGIoRwXlSsvLwcIcTMzEyOTg56aFJNTU3jH3gO49mzZ+nbx6FJKpUaHByMxyu5u7sTW3F2ICppmuqPhib//PNPn38ghGbPnn306FGiDh6USgRl8BAznLW229BkdHQ0Qoicy7itrY0clMFRPBy8oFKpOIvOmjVriPr0ocnNmzfLycnl5OTgpwUFBX0JTeKxfq6uruRCBQUFhBARn6JSqTjge+7cuV4bpHH37l3itGzfvh0hxM3NTRPpoFKpOHGHuro6uRBP7/X29qZSqXl5eTg0eePGDaJCVFQUDiGlpaVRuwtNfvr0iSY0GRMTw8zM7OTkRJT4+PhoaGjcuXOHSqXidSSXLVuGN9nY2CCEzMzMiMr0oUl8FdCEJsePH29tbU0uwcMhd+/e3dLSQqVSs7KycCySqICvgqtXr+KnhYWFNG/Bnj17Bis0SaVSnZ2d8cVFU66kpEQTF8OhrtOnT+O3gJ+fH5fjhREWLFhA1KQPTe7du3f27Nnk1h4+fIgQWrt2LfWfYCL5tkYklepjaFJGRoa4Coj50TgMmpiYiBDCbyumra39Q6FJISEhfL3v378fn6uQkBD6ympqauvXryeXnDlzBiFkbGxM7S40mZubi2Nz+Km/vz9CSFVVFT/tNjRpamqqoKBALnF1dcU3JSqVKiwsPH36dPJnA+eDGnhokvrP51ZKSoq8VUJCAv+SQR+afPbsGUJoyZIl+OmpU6cQQuQbUXBwMP7RpR+9+vz5Mx5vS4TsMQhNgv8smNANAAAAAAB+GTY2NsLCwrt27UIIbdu2jX6tt764ceMGTQkvL+/WrVtdXV0vXbqE/yMdCl5eXsQcTH9/fw8PjxMnTri6ui5YsAD/f05j9erVs2bNev369d27dzU1NdnZ2fPz81+8eIHDNP3W3t7e0NCAH7u6us6fP5+YN4oQsra2rqysxKnG+wKfzCNHjhBL43V1dQ2ke1haWpqenl5QUJCIiIiQkJCBgUEfe0LD3Nx869at9vb2eJjtQLx69QoHXxBCR44cefDgQVNT0+3bt11cXOgr0+S5Njc3v3Dhgr29vZaWFi7h5uYmpsMjhCZPnrxq1aqXL1+6ubmdP3++L/25dOkSzanW1NTU1NTEj5WUlFxdXfEQzn5zc3PDCwWSmZiY+Pr6Ojo62tra9r39U6dOjR492tjYGCG0ZcsWcgr7ofD8+fP8/Py6ujpDQ0OikMjgJCIi4urq2sdlARFC6enpYWFh379/J7eG45sY/uwNJLn5+fPn6+rqJk2a1FOFQ4cO8fLy4sGVJiYm9CuoMtDV1dXQ0NDW1nb9+nWEkKenJ/0yjpGRkQkJCUxMTOTXiKfn90RUVNTV1ZWdnb2P3UhLSwsLC6uoqOj2ND548KCxsdHQ0HBQZvrTO3r0qLe3d1VVlZubG76f3L59e9asWfSL+WJz5swZ+BXUEwUFhSdPnqxevdrHx8fQ0HDcuHGNjY2mpqYJCQmzZ88e+KxwAH45EJoEAAAAAAC/ACkpqUePHpmbm+/du9fKysrX13fatGn9y5MQHh5OU8LFxTV//vxu44NDRF1dfdWqVby8vH/99Vdubq6lpaWcnBx9tSdPnoiKikZFRSUnJyspKb17905NTW3atGkDObSsrCw5NEADp19ISUkJDg4ODg5ubW1l3Bo+mceOHSPHN/G6kH1PXEPDwcEhJycnNjb2t99+09XV3bp1q4qKSq970b+tCKFly5b1rw80tm3bZmhoGBERgZ92dXXhWHZZWVllZSV93hj6bly4cIFBhTFjxsjJyb18+XJQeosQmjBhwoQJE2pqaiIiIh48ePDx48d+NPLx40ciMQthyZIlzMzMOElUX0hISDx58mTv3r379u07evSol5cXnkzdj/70XWpqalVVlZqa2tWrV2k2cXJycnJyGhoadnZ2RkREvHjxAo/8ZaC0tDQzM1NeXp4+/I3jm91+9n6Iuro6QighIcHT05O8wC5CaMaMGffu3Tt06NCOHTsOHTrk4eEhKytL5PnpC25ubkNDw5aWluvXr3/58mXVqlVPnjyRkJAg18nNzS0uLl6zZg39a+wp+MjLy2toaNjR0REREfH8+XM8dJSB0tLSrKysnk7jvn37iAHXQ0FeXv7w4cMXLlzw9fVdu3Zte3v7s2fPiB8b6I0fP97Q0BBfQc7Ozv27ghhQUVEJCwuztLQ0NjZmYWHh5uZWUVF59OiRoqIi+V4KwH8Eo7RoAAAAAAAAjBAsLCybN2++f/++lpZWXV3d8uXLt2zZQsyV/hVxcnLa29vjxz2N6RMQEMDjpPBcbEdHx3Xr1v1QVOJH1dXVWVhYaGhoSEhI+Pv79zH4y8fHJ0Cn3xmER40a5eXldfXqVVZWVicnpz/++APPPR8uCQkJ79+/z8nJSfxHcnKyvLz8xIkTX7582Wtga7i4ubnt2LHj5s2bd+7c2bRp03B1g5mZWU9P7/79+xs3bqyrq1u5cuXmzZuJlOJDioODg/5jiT/SERER5ubmhw4d2rNnD15rslcsLCz0rfWawLqPvn//bmFhsXHjRhkZGV9fX5rj7tmzx8HBYe3ateXl5UuXLjUyMqJJVdQXXFxcvr6+s2bNevfu3fPnz7utw8bGRv8aGcSR8Wm0srIyMTHBa032ipWVdehOIwMsLCzr168XFxf38/NLSEh4/fr1hAkTGI+7f/Lkyc6dO2/cuHHr1i1dXd1B79KcOXNwcNzf39/JyQkvLECTQxyA/wgITQIAAAAAgJGCJvswWVtb27dv37S0tBwdHfPz86WlpcPCwnDY7kfhbLDdHguvLzlysLGx6erq8vPzR0VFSUtLT5gwAa+CN0TKy8s1NTUfPXp08eJFPHyyV/hkGhoalpaWksstLCz6HTguLCwUFxe3sLBITk62s7Pr7Ow0MjLqNQKIe1JYWEg/oI/I/9s/WVlZpqamlpaWFv9rwYIFCKHdu3dTqdS+tNNrNzg4OPo+gRR/Vo8ePUrOMN7R0VFUVESlUu/du7dnzx4ODg4XFxdirv2PEhcXZ2NjKy8vb25uptkkISHRxznF7e3t375927Bhw7179/Lz86dMmRIeHq6vr9+/LvWRqKgoFxfXkydP8IqQhJSUlFu3bkVGRm7YsCE6Ojo4OLgvI9R4eHiEhYXT09OPHTvW0tJC3oQXlxig0tJSNTW1J0+e3L59e8WKFTRbW1paysrK9PX1XVxc0tPTJSUlg4OD8WqnP0pGRubVq1fs7OwnT54kprdjgoKCfHx8r1+/vnr1KjnuWVZW1tMPJ+/evduwYcP79++DgoIYTEUn4NOYlpZ2/PjxoTiNvVJRUcFr6RoYGJw+fVpPT6+nn3moVKqDg8Pu3btZWVldXV35+fmHum9fvnwJCwtzdHTEy00C8F8DoUkAAAAAADBSWFhY9LSppKRES0vr77//5uXllZaWxlMCv3//3o+j4AXX6I/FwsKCs/T8NDjbD0JIR0enpzqrV69etWpVS0vL169fh7p7Dx48ePv2rba29oYNG/q4Cz6ZcXFxOjo6RUVFuDAjI4OPj6/va/nROHHiBM5tIikpefTo0WnTpjU0NPQ6tRz3xNramlhJk2ZT/3R0dGRlZS1dupSZmfZfJ9zs9+/fifexJ7gCg24UFhZ++PBh4sSJ+/bt62PHrl69ysLCUlVVdfHiRWIu7b17986cOdPZ2WliYtLU1OTo6DiQqMrhw4fFxcUdHR0zMzNpNp08ebLXaewYjnfn5+fz8PAM8Mrtu507d8rJyTU0NGzfvp28emxYWNiMGTP27t1bXV198+ZNnGaqV8rKyrq6uu3t7efPn8cZxjEvL69Fixahf67fXj8GPblx40ZcXNzWrVtx+ngaWVlZmzZtKi0t5efnl5WVxUuR9vsEioqKbty4saqqSlNTEydfwjQ0NJYsWd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fCd/XDfpjEx8f7+voOHTp0+fLlbdgNPz+/uLg4/HjChAmzZ89GCO3bt2/FihUSEhJPnz7duHEjqWxubr5gwYK26SgAAPyMKAAAAAD8nCoqKqZPny4tyPjx4xmVm5qaYmNjR40aZW1tbWNjExER8fz589b2nJOTM2bMmKamJnrb2NjYbdu2SUtLl5SUiNK96OhoaWnpa9eu0QsrKyvt7e1xJ9XU1LKzsz/xpKna2tpFixZZWFg0NjaSQk9PT3LunTp1evTokcC2iYmJixYtGjFihI2NjZaW1uXLl9+8ecNfraWlJTY2duzYsRYWFq11Iy4uztLS0sLCwsbGxtzcnM1mM85UiLi4OCsrK9zW0NAwNja2oqJCYM38/Hx/f39paenr168zNjU2Nq5du1ZIWwC+Og6Hs2TJEmlpafKvhKSkZL9+/RgfJi0tLe7u7uLi4u/evauvr9fS0po9e3ZVVdWnHi4nJ6dr167S0tKysrKenp71/7pz546NjY2ioqK0tLSOjg5FUTweLyYmRl1dHffK1NT0U481ZcoU3Nbc3PxT27aJwsLCYcOGIYR8fHw+WpnL5fr5+SkoKJAbFxQUhC/mtGnTunfvLiUlJS0t7e3t/R16/kkKCwslJSURQuLi4qGhoW3Sh/v377dv397AwKCgoKC+vv7Vq1cTJkzo1KmTtLS0uLg4/qJsaWk5duyYnJwcvrzz58//nj3MyMj4nocDAICvDkKTAAAAwM8KZyQJdP78eUblnTt3mpiYHDlypKWlhaIodXX1nTt3Ctxtbm6ugYHB0aNHSYmnp+eRI0eMjY0RQmw2m8PhfLRvFy9eVFNTMzU1ZcT+cKYJoaend//+/U866z///NPc3LyoqIiUnDlzRkpKir5bfX39x48fMxpGRUUpKyuPHj0at42NjcUhjJqaGnq1W7dukfSrMWPGCOzDsWPHEEL29vZ1dXUURZWXl9vY2MjKygYGBn60/8ePHxcTEyNtDxw4gBCaNWsWf81169YNHDgQ9+Tq1av8FSorK21tbe3t7T96UAC+itWrVwv8wNm1axe92sGDBxFCTk5ODQ0NFEVt374dIbRgwYJPOtby5csNDAzw/j08PPgr4LzI3r17kxIrK6vPDk1aW1vjtiNHjvzUtt9fXV2dmZkZ7rAooUnMyMhI4HfE3bt3O3TogBCSkZEJCAj4Nl3+TIWFhaTPwcHB378D6enpvXr10tXVZfyQFhISgntFfsOjKEpHR+f7hyYjIyNNTEy+2+EAAOBbgNAkAAAA8LOaPn26t7d3EU1hYeHq1au9vLxw/BHjcrnu7u6ysrKbNm0ihRcuXFBQUMjLy+Pf7dGjR7W0tOixv/Lycoqi7OzsEELHjx//aMcePXqER0QuXbqUXr569eoZM2bgrnp7e+M6KioqIp5vTU2Nq6urhYUFSb/i8Xienp76+vpOTk54t56envjf7w4dOuTn59PbOjk5aWlp0VO3/Pz8EEJ37tyhn+mePXtev37ds2fP1kKToaGh0tLSY8aMoYdoa2pqjI2N5eTkBMYQibKyMjMzM3Nzc9K2qalp3bp1SkpKL168oNc8ceJEdnb2/v37cRpOa7utqamxt7d3cHCA3Enwre3atcvIyGjr1q34vbZs2TISM1JQUCBvt4CAAJxWSYJcmZmZCCEJCQl3d3cRj+Xi4iImJoYQkpWV3bt3Lz1FmsjOzu7UqdPXCk26ubnhtvPmzfvUtt/fpEmTyMX/8tAkRVETJ07E5bKysj9U7mRpaam2tjb+prhy5cp3PjqXy1VSUkKCcmlbWlo8PT3bPDRZU1Pj6OhIfxcAAMDPCEKTAAAAwH+Hr69v3759Hz58SC/8559/cOyAXpicnIwQWr9+Pf9O+vXrl5qayl9uZ2eno6OTmZn50W6sWrUKIaSoqBgXF0cvv3z5Mj1F8ciRIwghMTGxj+4QS0lJQQjRz47H4/Xp04eRd0mybKZPn04K8SRlPXr0oNeMjo5GCGlqat6+fZtxLJwRIzA0efr0aYSQlZUVo/z3339HCF26dKm1/tfX1+P//y0tLenlO3fuRAgZGRnl5ubyt8LJqkIinu/evUMIxcTEtFYBgC9EELOpAAAgAElEQVRXWFi4adMmxmQODg4OJNT15MkTXHj8+HFcwghNIoSWLVsmyrEePnxI8iX79esnpOb169eHDh1Knn5JaJLH43l4eHh4eOB05h9ZUlKSlpbW1w1N5ubmkk1iYmKiJIB/N+np6R4eHpGRkd//0FwuF18TbW1t+o9YWHZ2tr6+ftuGJpcuXYr+N3cYAAB+RrAMDgAAAPAfUVVV5e/vb2ZmRv6rRwiVl5cHBQUhhLy8vPibhIWFbdu2jV6yZs0aQ0PDQYMGMWpeuHAhPj5+2LBhOFLWmrq6uq1bt6amps6YMSMpKWncuHH0rRYWFvSnU6dOXbJkiWgnhxBCrq6urq6uvXr1oheampr269ePXqKhoeHu7s44r7CwMIRQp06d6IWjRo2aNGlSZGRkSkrKiBEjRO8JQujmzZthYWE4kxQhVFFRweVyFRUVyVxj/BobGy9cuMDfjXnz5gUHB9+/f//58+d6enqf1A2EkLKy8pYtW1xdXUneEwBfnYqKypIlSzQ0NOiFU6dODQgIoJe8f/9+8+bNre0kMDCQzWbjIH5rmpubLSwsyA8MjDcLg5mZ2W+//fbRziOEioqK6urqyNPu3bvjGQwRQi0tLS9evEAI4VW/ysvLNTU1GxoaCgoKSP127dp16tSJw+EUFxfjEi0tLZwcWl1dXVpaigt79OghISEh8LhycnJdunQpLi7u3LmzKB1uTVpa2rx58zZs2EBf9ufLsVgsVVXV8vJyhBBFUREREXjSiaKiIlKnffv2+AXw9u3b2tpaDQ2N9u3bk61v3rwhgTz0v5eioKCgoaGBfjh1dfWKioqWlhZGN3r37l1aWlpdXY0QkpKSUlBQKC8vV1RUxLempqYGT5f58uXL5uZm3ERcXBwnuefn5+MSNTU1ZWVl+m5rampKSkoEnriCgkLHjh0/en1ev349efLk8PBwXV1dVVVVXGhoaDhq1CghrejH7datG4vFYlSgv6K0tbUZM5NgZWVlHz58QAhJSkp2796d3tbd3R3PLtLY2IhPX1FREY/NRwg9f/6cx+MhhFRUVBQVFSsrKxnvXwAA+IG0dWwUAAAAAF/HsWPHWCwWoxCvGWpsbMwYu42zJnV1demFT5486d+/v8DVKnAAQsiyMNiyZctGjRp17do1hJCmpqbwymVlZQghW1tb4dWw+Ph4BQWFbdu2iVLZ29sb0bImExISFBUVEUL8q+7MnTsXIWRpackYEC0kazItLQ2HR+3s7Mi47O3bt8vJyfFP8Ul35swZ/NcXPcsGGzJkCELI2dmZv9VHsyYpijpx4oSYmFibZBWBX1lMTAx+SY8cObK0tJSiKHoAiD9rEiH00dWizp8/T/9X5eXLl6L3R2DWZFVV1Z49e9auXevm5ubm5objZRs2bLh79y6uUFtb6+bmhsNb6N+5JouLi93c3EiUZ8aMGTExMc7OzqRjW7dupSjq7Nmz06ZNI4UnT54kx62pqdmzZ4+Ojo6urq6bm9vatWv37NkzevRo0U9HoN9++2358uU4VoV9laxJ6t/0bczAwODRo0f5+flubm74wxMh5OLiQlHU48ePcTh48uTJtbW11L/zYKxZs8bNze3PP/8k1yctLQ3vecuWLfR7umLFiuTk5C1btpiYmNCP6ObmRlFUSEgIjvmuX78+ISFh4cKFpA6Za3Lr1q0kwK2srJydnb1nzx5SjfF5fv78eXt7e4TQsmXL3NzcGMuvOzo6CrliTU1N5EWFjR07VsisJvSsybCwMHpa8cGDBxmVo6Ki5s6dO3bsWDc3NxMTk1WrVt28eZNRx9PTc/jw4c7Ozm5ubjo6Onv27Hn16hXeJHAF8Llz51IU9fTp0z179sjIyIwaNcrNzW3jxo3r169fsmSJkDMFAIC2BaFJAAAA4L/g/fv3PXv23LNnD73wyZMnXbt2RYLGUY4cORL9b2iSx+OdOnVq/fr1/IEzHo+HB19nZWW11gEul7t+/XozM7PCwsLbt28jhPz9/YX3+fnz59LS0pcvXxblBBctWiQpKblv3z5RKnt7e0tJSZHx0SQ3s7XQJEKIEboVEpqkKConJwf/u+7o6FhWVpaZmamnp3fmzBnhvSLLVrQWmpSUlORvJUpo0t/fn8ViTZo0SXgHAPi6cGhSUlLS09MTl3x5aNLS0pIeavnC0CSHw5k+fTpCKCwsDJfs27cP11m3bh39nShwGRyyDpWamlr37t2vXr1qb2+PJ8GUkZEZNmyYnp5eYmIiyQf//fffyXhwPESaxWLhD6KKiopJkyYNGDBA9NNhaGpq8vLyMjIyev78+bcOTSKEyAcanuoRIeTi4lJSUkKib+jf9EkbGxv071wWPB6PZKz/888/zc3NFEVxudwVK1aQVitWrMB7fvnyZbdu3XDhnDlzSE927dq1dOlSfCVbWwZn/fr1uFBCQsLAwGDPnj179+4la8fb2dnhahEREXiyyHbt2uFAKslMnzp1amJi4tOnT4VftMjISEYyo7S09LBhw27cuMFfmVycDh06dO/ePTExcfLkybhEXl7e19cXV+PxeOfPn1dVVWWxWKdPn6YoasuWLRISEl26dCFfUvgrVUJCQk5ODocj8bf2wIEDcYWkpCTyotXU1ExMTExMTMzLy+PxeHgaZSMjo8LCQoqiXr9+raurC6FJAMCPTBwBAAAA4Od3+fJlSUnJP/74g17I4XDevHkjLy8/ePBgRn36zGJYbGzs1q1bJ0yYQMY5ErW1tTi6p6+vL/DoPB5v5cqViYmJFy9e7NKli6Ojo5DKhKOjo729PWOUt0CFhYW5ubnGxsYkJUcIDodz584dcXHxzxgcLaI+ffrcunVLR0fH399fXV3dzMxs27Zt+KzbhIODw7hx4169ekWGNALwHSQkJCCE1q1bR18S54eyd+/e0NBQhBB5e5LPpe3btz99+lTE/SgqKoaEhJibmwcGBuIx5lwut6qqKioqavjw4ZcvX8bVUlJS8K845IgUReERu8rKypMnTxYy4cNHPXjwwM/PLyYmpkePHp+9ky+Rk5MzduzY4cOH43ji0KFDZWVlt23bhiftxecrJibWp08fXH/Dhg2vX79GCElLS1tZWZGR7OTbp1u3buSC5OXl4coIIT8/P2tra1lZWVF6JSEhsXLlylWrVrm5ubHZbPohOBxOREQEDuMeP35cXl4eIUSmIKisrOzZsyc90iqQra3toUOH6F+LDQ0NycnJFhYWvr6+L1++FNhKSUkpMjJy+PDh4eHhOE+Tw+GQKQJqa2unTp1aXl4+duzY2bNnI4Q2btzYu3fvoqKiiIgIXOfixYseHh4tLS0eHh44Oox7np2dffPmTYTQsGHDyFB0WVnZ4cOHDx8+HE86OWfOHIRQXV1dZWUlQkhLS8vW1laUiwkAAG0FQpMAAADAT4+iqKCgoNDQUMa0a3ieKTU1tZkzZwpsiNN/8B4OHz48cODAoUOH8lfD+/nrr7/4o5ZYS0vLgwcPAgMDRfzHm6Ko8PDwoqIiV1dXUeo/evTo1q1botRECFVUVAQFBZGcmm/EyMgoJCQET7XW0tJy5swZ/mjvd5aVlXXnzp227QP4dfB4vMOHD4uJibm4uLR1X4TBn3Lksw5/mn0qExMT+uhj7I8//tDV1RXesLm52cHBwdraur6+ftasWXv37v2MoyOEeDze9u3bbW1tcSJ8m7h+/frMmTN9fX3Pnz8fHR0dFBTUvn17MTEx+hWmKErgFTY3N+/bty9+nJmZiYO5/v7+JCkyOTkZZ9fyeDwdHR3Gz2xCyMvLk+R3hqqqqsDAwNYaXr16VcTY9IIFC6Kjoxkju7lcrrOz87Rp0/hnzEQIjRw5kjEJMp2Hh0drm/BsJC0tLYwkVqKxsfHEiROidDsvL2/GjBmurq4URW3atIk+NB4AAH40EJoEAAAAfm7V1dUODg7S0tL8/wiRoWQMmZmZeFGCyMhIXHLixInq6mrGLG+M/QwcOFBcXMBfDq9evRo+fHhycjL+nzk7O5vD4WzYsGHAgAGt9TkgIGDNmjWXL1+mDzD8Kp48eWJhYXHs2DF3d/evu2eGyMjI1atX5+fn4wW7L1y4MGTIkKysrG96UAB+EAUFBUOHDu3QocOVK1fU1dXbujut2rhx47t37yZNmpSUlPTmzZuIiAg8+vg7IJMhFhcX48+HiIgIQ0PDz9jVu3fvrKysOnTogOcObisuLi5r165FCA0cONDa2hrnTm7fvr2wsHDSpEm3b99+9epVeHg4XrKGH/m6KSsri46OLi4ujo6ODgsLI+u24S+aefPmfTTg+/1NmDDhwoULzs7OjGT89PT0u3fvfure0tLS8IOSkpKIf9XU1JAKFEWlp6fjx9nZ2bhCXFyciPsnr73Hjx8fPnx42rRpN2/eFHHBKAAAaBMQmgQAAAB+boWFhUFBQfg/RhEdPXoUL4GKVVVV+fn5fdIeiOrqajabTc+1PHXqFF7fRojTp08HBweTcX9fUXh4eGVl5bdOD/Hy8po8ebKWlpaCgsLs2bNxektVVdX06dMfPHjwTQ8NwI/g5s2bKSkp/v7+Y8eObeu+fISamlpERER8fLy9vf2UKVPIzLPf2q5du+iTPDx48GDKlCmfF1vMzs6OjY199+7d7H8tXryYbPXz8yPTO34tAwYMGDZsmIiVO3fuHBERER4ezmazp02b1loWrZSUFPlk9vHxSU1NFRMTGzRoEB7RjGVkZCQmJn7elxE/JSUlIfNs/PHHHx+d9KOpqQmnMWInTpwIDg6mL7mDEGotvVEUzc3NNf/y8PA4ffr0oUOHGHW4XC6uIC0tffr06dOnTwv/ghMXFw8NDaXfvrCwMDs7O39//8/uJwAAfGuCh2UBAAAA4GfBZrNXrFhBlmvgFxQURH9aXl7+9u1bhNCmTZt69+6NEEpPTxcygK6wsLCysnLq1KkCs42mTJkiLy8/YcIEPPsVrq+trT106NC7d+/i1V3oqqurDx065O3t/S3ikufOnfP39yerBhO9e/eWkpJqbGxsrWGPHj1EnNcMIVRSUnL+/Plx48YdPXoUr7qwaNEiGRmZlStX5ufnX7lypbVxfAYGBjdu3BCyZ5I9BMCPLDk5efPmzZcvXx4zZgwpfPTokYGBAYvF0tHRycvLE9iwS5cueE0SIYKCguh12Gz2F05TEBcXN2PGDA6HY2NjU1lZeffuXS8vry/ZoYjk5OR8fHyUlJToh4uJiVm6dClZ++WThIeHCyy/e/eumJjYF+aJ19XVvXjxgjzV1tYmS5Z/VFRUlJOTU21t7cyZMy9fvnz9+vXDhw/zV2OxWCNHjjx+/Dh++ujRo/79+yspKbm4uISHh9+7dw8hNHLkyN27d+OJMr6cnJzc5MmTL1y4UFlZmZOT09LSIiEh8ejRI4SQjIzMxIkTyVyNrcHr1djZ2ZG12o2MjAwNDZ2dnSdOnJiUlPSFPdTU1KRHZgUyMTH5aB0GbW3t+Pj4sWPHkvdOXV1dRESElZWViorKZ/YVAAC+JciaBAAAAH5iMTExXC53ypQprc0CiRDCc/8Td+/evXTpkra2tqWlpYSEBEJo586dDg4OLBZLYPOIiIisrCwpKSnGKqUIoWvXrj1+/Pjq1at//PGH2b/Cw8Nfv35tYWExbdo0/r0dOnRo7Nix3yIuGRUVtXHjxlOnTvEPJF+xYoXAMaePHj1KSUlBCC1evFhTU1PEA125ciUpKYnFYpHVYCUkJObNm4dnkRMSIGgts+natWuvXr0SUgGAH8etW7dmz5595MgRCwsLMoFjTEzMggULEEIqKipubm6ttZ0yZUr//v2F719BQcHJyYk8raur+5LeXrlyxdHRsaqqSkxMbN68eUpKSqTP31pVVVVMTMy+ffv2799vbGyMC/Py8sgyLPX19StXrly5cuXnTX/5dRUUFPj4+ODHYmJi9Fsg3MWLF+fNm1dVVSUtLe3o6Cg89Ny/f38yiYePjw8ObcvIyJDvr7q6Ojk5OYEzh3weGxsbX19fR0dHDw+P5cuXr1y50sXFZfz48d7e3iLOkXrr1q2rV6/SSyQkJJSUlPAL/gvl5OR8NPIeGRlZXl7+SbvNzs5+9OhRSEjI/v37SSwyOjo6IyPjMzsKAADfGIQmAQAAgJ8Vh8MJDw8/ceLE8OHDRW+F/6EaOnTooEGDuFzupk2bGhoa6NlPdI2NjUVFReLi4gLXXhgwYEBycvILGjy7/61bt168eJGcnEyvXF1dvW3btilTpvCvJvHlQkND165dGxAQQB/FVllZidcnRQjhNCXGP5MvXrx4/PixnJzcV5ksz9raWngFchkZ3UhPT3/79q2KioqCgsKXdwOAb+fNmzeTJ09+8eLF4sWLu9M4OjqSYa2tvZJZLBZZo1kIcXHxw4cPL1u2DMencnNzDxw4ILAmh8NZtWqV8FXpU1JS8PwSEhISeG3u1pZU/uo4HM758+fr6upWrlwZFxfHmD+xrKzMzs7u4MGDBw8enDFjhvDY07Bhw178L/rEEdu3b29tmmDR4V9HEEIqKiqhoaETJ04UsWFycnJFRQVCiMVi6enpURRFdsVPT09vzJgxODo8ePBg8l1AUinHjBljZ2f3mefQCn19fXFx8RcvXri5uS1btuzhw4dnz55tbeUcgVauXPn4/9i787gcs/9/4Kd9V9pXSalIMqLGGiEhpSSyJmWkKbKLCSE7MVlKttAqVNZoKNsIlWUsKe3RSnvdLffvj/P7XN/7c9+VmPm4x8zr+cfncd3nOte5znWu+/Yxb+ec9x9/cBUyf+Azne865pLc3FxbW1tm68nS0lL6j1tCQkLMQvKUlJQpU6Z8+PCBfnz16tXevXvbbbalpaWgoIAQkpWVdf36dXV1dR8fn4sXLzJTPgEA/rYQmgQAAPherV27tqioqJMZiLzzFqOjoz98+DBp0iQ6QSY3N9ff33/Hjh0dtfD+/fudO3dKSkpu27aN96ycnJzOf6NNaWlp6ejo9OjRg7PygQMHxo8fz+ztdf/+fa4duzqhq6vbSVKduLg4Pz+/0NDQwYMHM4XNzc0LFy5k8gZERUUNHz68tLSU9/Lt27d/0XK5/v37GxgYZGZm0nyyXLjGPDAwkMktLi0tHR8fb2hoyNsNSUnJ48ePjxw5suvd4GVgYIBEB/A/dfbs2crKShp+4lRVVcWEPxwdHekS5gsXLtB0W1FRUYSQpUuXrl69uit3kZKS2r9///z58wkhLBYrLi6O7kHBZf369WlpaV1c/NvY2Dh58mR/f38vLy+msKKi4saNG125/OvExMTQOXHKysp0TNTU1EaMGEEIOXPmDM1STatdvHixk3YkJCS4/qTV1tZmzioqKnYl5tuJpKSkOXPmkP/8QdRRHpvOVVVVTZkyZdOmTZzTZktKSrh2sdi1axedgB8YGMgU9uzZkwZDpaSk/tp/oXn8+LGNjU19fT3n6HXv3v2LGikrK7O1tU1NTeUspN9qR0fHz64K56WlpcVskFJRUeHg4ODv7+/v73/o0CH6D1cCAgIWFhZM0qS7d+/OmDGD1jl//vyyZcvabTY4OHjjxo302M/Pj+bVGTFihKenJyFk0KBBOjo6X9pVAIBvhA0AAADfoYqKClVV1cOHD3dS59mzZ926dbtx4wb9WFtba21tPWXKlLKyMlpia2vr7e1dU1PTUQs0Sai0tHRXulReXi4tLb1s2bLGxkbO8tra2p9//llWVnYgBw0NDX19/a40Sy1atEhSUjI0NJSzsK2tLTo6Wl5eXlpaeuB/GzBgwLhx4yoqKpjKO3bskJKS2rhxY0NDA5vNLisr09XV7d69Ow21cDVL90obPnx4dXU1b2fc3NwIITt27GhpaaElVVVVTk5OmpqaSUlJTLXt27eLiIioqam9fv2aKVy4cKGsrGxoaCi9NjU1VV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United States Patent\nJeyapaul\n(10) Patent No.: US 10,142,938 B2\n(45) Date of Patent: *Nov. 27, 2018\n(54) SELECTIVELY UPLOADING APPLICATIONS\nTO A MOBILE DEVICE BASED ON POWER\nCONSUMPTION\n(58) Field of Classification Search\nNone\nSee application file for complete search history.\n(56)\nReferences Cited\n(71) Applicant: International Business Machines\nCorporation, Armonk, NY (US)\nU.S. PATENT DOCUMENTS\n(72) Inventor: Rajesh K. Jeyapaul, Bangalore (IN)\n(73) Assignee: International Business Machines\nCorporation, Armonk, NY (US)\n2010/0274507 A1\n2011/0047594 A1\n2011/0145920 A1\n2013/0138776 A1\n2014/0141768 A1\n2014/0365790 A1\n2015/0026487 Al\n2015/0039756 A1\n10/2010 Black\n2/2011 Mahaffey et al.\n6/2011 Mahaffey\n5/2013 Yamashita\n5/2014 Javaid et al.\n12/2014 Chen\n1/2015 Choi et al.\n2/2015 Agarwal et al.\n(*) Notice:\nSubject to any disclaimer, the term of this\npatent is extended or adjusted under 35\nU.S.C. 154(b) by 15 days.\nThis patent is subject to a terminal dis-\nclaimer.\nOTHER PUBLICATIONS\n(21) Appl. No.: 15/453,945\nList of IBM Patents or Applications Treated as Related, Mar. 9,\n2017, pp. 1-2.\n(22) Filed:\nMar. 9, 2017\nPrimary Examiner-Fahmida Rahman\n(74) Attorney, Agent, or Firm — Law Office of Jim Boice\n(65)\nPrior Publication Data\nUS 2017/0181099 A1 Jun. 22, 2017\nRelated U.S. Application Data\n(63) Continuation of application No. 14/867,045, filed on\nSep. 28, 2015, now Pat. No. 9,678,549.\n(51) Int. Cl.\nG06F 1/26\n(2006.01)\nG06F 1/32\n(2006.01)\nH04W 52/02\n(2009.01)\nH04W 4/60\n(2018.01)\nH04W 4/50\n(2018.01)\n(52) U.S. Cl.\nCPC\nH04W 52/0261 (2013.01); G06F 1/26\n(2013.01); G06F 1/329 (2013.01); H04W 4/50\n(2018.02); H04W 4/60 (2018.02); YO2D\n70/142 (2018.01)\n(57)\nABSTRACT\nA computer-implemented method, system, and/or computer\nprogram product controls downloading of an application to\na mobile device based on power consumption of the appli-\ncation. A server identifies a first power consumption level\nrequirement of a first application and a second power\nconsumption level requirement of a second application, a\nfirst priority rating of the first application and a second\npriority rating of the second application, a power descriptor\nthat identifies an amount of power available to a mobile\ndevice, and a set of application downloading rules. The set\nof application downloading rules includes a soft rule, a hard\nrule, and a medium rule. The server then selectively uploads,\nto the mobile device, the first application or the second\napplication based on a selected rule.\n20 Claims, 4 Drawing Sheets\n402\nSTART\nRECEIVE A FIRST POWER NAMEPLATE FOR A FIRST APPLICATION 404\nAND A SECOND POWER NAMEPLATE FOR A SECOND APPLICATION\nRECEIVE A FIRST PRIORITY RATING OF THE FIRST APPLICATION406\nAND A SECOND PRIORITY RATING OF THE SECOND APPLICATION\n408\nRECEIVE A POWER DESCRIPTOR FOR A MOBILE DEVICE\nRECEIVE A SET OF APPLICATION DOWNLOADING RULES-410\nRECEIVE A REQUEST TO UPLOAD THE FIRST APPLICATION-412\nAND THE SECOND APPLICATION TO THE MOBILE DEVICE\n414\nRECEIVE A RULE SELECTION MESSAGE THAT CHOOSES A SOFT RULE,\nA HARD RULE, OR A MEDIUM RULE FOR DOWNLOADING APPLICATIONS\nBASED ON PRIORITY AND POWER CONSUMPTION\nSELECTIVELY UPLOAD, FROM A SERVER TO THE\nMOBILE DEVICE, THE FIRST APPLICATION OR THE\nSECOND APPLICATION BASED ON THE SELECTED RULE\n416\n418\nEND\n","uri":""} \ No newline at end of file diff --git a/tests/unit/test_document.py b/tests/unit/test_document.py index 0e1b21cb..c7c80a8d 100644 --- a/tests/unit/test_document.py +++ b/tests/unit/test_document.py @@ -109,6 +109,7 @@ def create_document_with_images_without_bbox(get_bytes_images_mock): doc = document.Document.from_gcs( gcs_bucket_name="test-directory", gcs_prefix="documentai/output/123456789/0" ) + get_bytes_images_mock.assert_called_once() del ( doc.entities[0] @@ -169,7 +170,7 @@ def test_pages_from_shards(): assert page.page_number == page_index + 1 -def test_entities_from_shard(): +def test_entities_from_shards(): shards = [] for byte in get_bytes("tests/unit/resources/0"): shards.append(documentai.Document.from_json(byte)) @@ -183,6 +184,22 @@ def test_entities_from_shard(): assert actual[1].normalized_text == "140 USD" +# For documents labeled in Document AI Workbench +def test_entities_from_shards_with_hex_ids(): + shards = [] + for byte in get_bytes("tests/unit/resources/hex_ids"): + shards.append(documentai.Document.from_json(byte)) + + actual = document._entities_from_shards(shards=shards) + + assert actual[0].documentai_object.id == "ef4fd8a921c0ea81" + assert actual[0].mention_text == "453,945" + assert actual[0].type_ == "application_number" + assert actual[1].documentai_object.id == "ef4fd8a921c0e000" + assert actual[1].mention_text == "G06F 1/26" + assert actual[1].type_ == "class_international" + + @mock.patch("google.cloud.documentai_toolbox.wrappers.document.documentai") def test_get_batch_process_metadata_with_valid_operation( mock_docai, From 769e0119b5576dc77da0be043136babb145b5099 Mon Sep 17 00:00:00 2001 From: "release-please[bot]" <55107282+release-please[bot]@users.noreply.github.com> Date: Thu, 30 Nov 2023 12:29:26 -0600 Subject: [PATCH 10/10] chore(main): release 0.12.0-alpha (#204) Co-authored-by: release-please[bot] <55107282+release-please[bot]@users.noreply.github.com> --- CHANGELOG.md | 14 ++++++++++++++ google/cloud/documentai_toolbox/version.py | 2 +- 2 files changed, 15 insertions(+), 1 deletion(-) diff --git a/CHANGELOG.md b/CHANGELOG.md index 1940f6c2..ea16e5b7 100644 --- a/CHANGELOG.md +++ b/CHANGELOG.md @@ -1,5 +1,19 @@ # Changelog +## [0.12.0-alpha](https://github.com/googleapis/python-documentai-toolbox/compare/v0.11.2-alpha...v0.12.0-alpha) (2023-11-30) + + +### Features + +* Add support for Python 3.12 ([1ff4bf7](https://github.com/googleapis/python-documentai-toolbox/commit/1ff4bf757a86349402e74d206aca1df677ad9ff1)) +* Introduce compatibility with native namespace packages ([#201](https://github.com/googleapis/python-documentai-toolbox/issues/201)) ([d178acb](https://github.com/googleapis/python-documentai-toolbox/commit/d178acb50a7ad4a0ce0bc7f6fc4550a87dc7a252)) + + +### Bug Fixes + +* Implement lazy-loading of properties to speed up initialization ([#205](https://github.com/googleapis/python-documentai-toolbox/issues/205)) ([7001c76](https://github.com/googleapis/python-documentai-toolbox/commit/7001c765864b0b364a45cbe376821423870afb1e)) +* Prevent sorting entities labeled in Document AI Workbench ([#200](https://github.com/googleapis/python-documentai-toolbox/issues/200)) ([d843e51](https://github.com/googleapis/python-documentai-toolbox/commit/d843e51cfe4dfa9afd6c93f9a6902ac613ac31f2)) + ## [0.11.2-alpha](https://github.com/googleapis/python-documentai-toolbox/compare/v0.11.1-alpha...v0.11.2-alpha) (2023-11-07) diff --git a/google/cloud/documentai_toolbox/version.py b/google/cloud/documentai_toolbox/version.py index 301f0b58..743bb870 100644 --- a/google/cloud/documentai_toolbox/version.py +++ b/google/cloud/documentai_toolbox/version.py @@ -13,4 +13,4 @@ # See the License for the specific language governing permissions and # limitations under the License. # -__version__ = "0.11.2-alpha" +__version__ = "0.12.0-alpha"