{"schema_version":"ocme-public-explorer-results-v1","locale":"en","filters":{"batch":"batch-20261014-advance-20261102-r05-compact-topological-space-foundations"},"total":100,"page":1,"page_count":4,"question_state":"candidate","english_state":"ai_candidate","canonical_truth_promotion":false,"entries":[{"question_id":"q-20261014-advance-20261102-r05-compact-topological-space-0026","number":16801,"title":{"zh-Hant":"第 16801 題：緊緻拓撲空間","en":"Question 16801: An Invalid Supplied Cover Does Not Refute Finite-Space Compactness"},"family_id":"qf-mod33-compact-cover-audit","batch_id":"batch-20261014-advance-20261102-r05-compact-topological-space-foundations","mko_ids":["mko-compact-topological-space"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"5008b53b82bc2e1f51f72ce994cb7a9ea3120040a3bdb705ade2dedee89c6dae","derivation_sha256":"e807236006e0cd54b099a332fb68681384e6c9e9f0a3bab13509d6950dd0396d"},{"question_id":"q-20261014-advance-20261102-r05-compact-topological-space-0027","number":16802,"title":{"zh-Hant":"第 16802 題：緊緻拓撲空間","en":"Question 16802: An Invalid Supplied Cover Does Not Refute Finite-Space Compactness"},"family_id":"qf-mod33-compact-cover-audit","batch_id":"batch-20261014-advance-20261102-r05-compact-topological-space-foundations","mko_ids":["mko-compact-topological-space"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"10b58abf0e9ffe7f8813081769ec4f04b7d89e1ebb94666e38def276f0d964cc","derivation_sha256":"e4ee15656d8bf8dfbbcec910d56fdd3dd23f1afdd8025cc89a672878a757ae65"},{"question_id":"q-20261014-advance-20261102-r05-compact-topological-space-0028","number":16803,"title":{"zh-Hant":"第 16803 題：緊緻拓撲空間","en":"Question 16803: An Invalid Supplied Cover Does Not Refute Finite-Space Compactness"},"family_id":"qf-mod33-compact-cover-audit","batch_id":"batch-20261014-advance-20261102-r05-compact-topological-space-foundations","mko_ids":["mko-compact-topological-space"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"22524f1fffead2e4ca65261ec8fc61b12e9564c7d7628303820951d5ff5fe759","derivation_sha256":"65f5025a37e83ebd1bebb4ed22b221c32f027237d5272fbc6c9008ecdfa0c34c"},{"question_id":"q-20261014-advance-20261102-r05-compact-topological-space-0029","number":16804,"title":{"zh-Hant":"第 16804 題：緊緻拓撲空間","en":"Question 16804: An Invalid Supplied Cover Does Not Refute Finite-Space Compactness"},"family_id":"qf-mod33-compact-cover-audit","batch_id":"batch-20261014-advance-20261102-r05-compact-topological-space-foundations","mko_ids":["mko-compact-topological-space"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"acb91691cc1092321812d3c051859fb49017bdd90794af532ff9bf67e999107e","derivation_sha256":"23b2e259ad9e059008a070f325c99fbaebbc836f9a7615515bb292c4ac902d42"},{"question_id":"q-20261014-advance-20261102-r05-compact-topological-space-0030","number":16805,"title":{"zh-Hant":"第 16805 題：緊緻拓撲空間","en":"Question 16805: An Invalid Supplied Cover Does Not Refute Finite-Space Compactness"},"family_id":"qf-mod33-compact-cover-audit","batch_id":"batch-20261014-advance-20261102-r05-compact-topological-space-foundations","mko_ids":["mko-compact-topological-space"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"464ccf21dd0aa73c0a1ce646341c2c85dba3f27a7f7a2e2a54feb4b4c41eec3a","derivation_sha256":"1c900daed1b3840daddff33fa858282971f25bb58aff3cfae76c805beda3d878"},{"question_id":"q-20261014-advance-20261102-r05-compact-topological-space-0031","number":16806,"title":{"zh-Hant":"第 16806 題：緊緻拓撲空間","en":"Question 16806: An Invalid Supplied Cover Does Not Refute Finite-Space Compactness"},"family_id":"qf-mod33-compact-cover-audit","batch_id":"batch-20261014-advance-20261102-r05-compact-topological-space-foundations","mko_ids":["mko-compact-topological-space"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"17729c1dbe3f0e444bd06e9400eeaf965866b2454efc6acbc3cc0a970f774a32","derivation_sha256":"fbd391b269aeaeca60dc3d18f48b4514a83c3d55bd6e3b22a1275d8bd1c0ba2c"},{"question_id":"q-20261014-advance-20261102-r05-compact-topological-space-0032","number":16807,"title":{"zh-Hant":"第 16807 題：緊緻拓撲空間","en":"Question 16807: An Invalid Supplied Cover Does Not Refute Finite-Space Compactness"},"family_id":"qf-mod33-compact-cover-audit","batch_id":"batch-20261014-advance-20261102-r05-compact-topological-space-foundations","mko_ids":["mko-compact-topological-space"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"a9e3616a6837396c04bd2560aea15627095768728b6bd3e7c0366cb2956c5eed","derivation_sha256":"6955b6b2b3ebc48a94cdf0f01e082768c8613135c7c57d33f59ef87305fe0762"},{"question_id":"q-20261014-advance-20261102-r05-compact-topological-space-0033","number":16808,"title":{"zh-Hant":"第 16808 題：緊緻拓撲空間","en":"Question 16808: An Invalid Supplied Cover Does Not Refute Finite-Space Compactness"},"family_id":"qf-mod33-compact-cover-audit","batch_id":"batch-20261014-advance-20261102-r05-compact-topological-space-foundations","mko_ids":["mko-compact-topological-space"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"e660021e6b6d98d3c80e52ed6720d634c09a87a4e06bf3b43b9fc7cfc848baaa","derivation_sha256":"5c5faca61b7e8644b7a4e8a486719c5125150779db6e9aeeeb4a856ee9e1ce44"},{"question_id":"q-20261014-advance-20261102-r05-compact-topological-space-0034","number":16809,"title":{"zh-Hant":"第 16809 題：緊緻拓撲空間","en":"Question 16809: An Invalid Supplied Cover Does Not Refute Finite-Space Compactness"},"family_id":"qf-mod33-compact-cover-audit","batch_id":"batch-20261014-advance-20261102-r05-compact-topological-space-foundations","mko_ids":["mko-compact-topological-space"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"02fbb73d276504ef3619fb2b879a3b375f4b7a0eddf22f0eadd3ae3a30eaa504","derivation_sha256":"c4c45155cd0bf7ba4fce06b3cfc164953b5ff9dfaed1f465b7c1a9931777c52f"},{"question_id":"q-20261014-advance-20261102-r05-compact-topological-space-0035","number":16810,"title":{"zh-Hant":"第 16810 題：緊緻拓撲空間","en":"Question 16810: An Invalid Supplied Cover Does Not Refute Finite-Space Compactness"},"family_id":"qf-mod33-compact-cover-audit","batch_id":"batch-20261014-advance-20261102-r05-compact-topological-space-foundations","mko_ids":["mko-compact-topological-space"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"fa088008c57572643c1568225869c5d9637a0096e7640f232d9528a2dbe51e78","derivation_sha256":"29f6018cd71489f39e10c353134f9f9e5720a0b97ff07fc9675d92696e84ea1d"},{"question_id":"q-20261014-advance-20261102-r05-compact-topological-space-0036","number":16811,"title":{"zh-Hant":"第 16811 題：緊緻拓撲空間","en":"Question 16811: An Invalid Supplied Cover Does Not Refute Finite-Space Compactness"},"family_id":"qf-mod33-compact-cover-audit","batch_id":"batch-20261014-advance-20261102-r05-compact-topological-space-foundations","mko_ids":["mko-compact-topological-space"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"b117407b8785572cb2f652ab08a0804d42bc7412f433933a2df868fa0d6e92a1","derivation_sha256":"b19cab512b1423c9c56e5354cff0be382834f643512a253ef36d09e099df6345"},{"question_id":"q-20261014-advance-20261102-r05-compact-topological-space-0037","number":16812,"title":{"zh-Hant":"第 16812 題：緊緻拓撲空間","en":"Question 16812: An Invalid Supplied Cover Does Not Refute Finite-Space Compactness"},"family_id":"qf-mod33-compact-cover-audit","batch_id":"batch-20261014-advance-20261102-r05-compact-topological-space-foundations","mko_ids":["mko-compact-topological-space"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"b1ae0e23da877a050d7ace7ae7a68315852fd09e4aed036e01ae18bfb1f9cc8d","derivation_sha256":"31f27b194f19035066e0e176bf37ea7fee7949424d8fd13877385bce78be8ca8"},{"question_id":"q-20261014-advance-20261102-r05-compact-topological-space-0038","number":16813,"title":{"zh-Hant":"第 16813 題：緊緻拓撲空間","en":"Question 16813: An Invalid Supplied Cover Does Not Refute Finite-Space Compactness"},"family_id":"qf-mod33-compact-cover-audit","batch_id":"batch-20261014-advance-20261102-r05-compact-topological-space-foundations","mko_ids":["mko-compact-topological-space"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"66e84c82824c75cece39691dcd63e5035aad0f72456176f6c66daeca0c882a12","derivation_sha256":"1b451799bb2836ccd19b18abb7c408b6286f32ba4e40dce9057bc163476ec5c3"},{"question_id":"q-20261014-advance-20261102-r05-compact-topological-space-0039","number":16814,"title":{"zh-Hant":"第 16814 題：緊緻拓撲空間","en":"Question 16814: An Invalid Supplied Cover Does Not Refute Finite-Space Compactness"},"family_id":"qf-mod33-compact-cover-audit","batch_id":"batch-20261014-advance-20261102-r05-compact-topological-space-foundations","mko_ids":["mko-compact-topological-space"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"0f0f2883b6887d843f8bacefcbdc57ea377e59cc5ddbcadddf51eba46fcc15f0","derivation_sha256":"f8375d93017ac10b3e1f5b309a2147c31cd87a7640509d6221bcd5f5286cd5f2"},{"question_id":"q-20261014-advance-20261102-r05-compact-topological-space-0040","number":16815,"title":{"zh-Hant":"第 16815 題：緊緻拓撲空間","en":"Question 16815: An Invalid Supplied Cover Does Not Refute Finite-Space Compactness"},"family_id":"qf-mod33-compact-cover-audit","batch_id":"batch-20261014-advance-20261102-r05-compact-topological-space-foundations","mko_ids":["mko-compact-topological-space"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"e9bde67fdcac0db3651fd1ba091b6e86984d2be81ad5ea1e6880772a7050af1b","derivation_sha256":"66d402d65028c25a0aecea204d1fb7cc7dc1a20bd26e9283ccf71f5ad7dc9bf3"},{"question_id":"q-20261014-advance-20261102-r05-compact-topological-space-0041","number":16816,"title":{"zh-Hant":"第 16816 題：緊緻拓撲空間","en":"Question 16816: An Invalid Supplied Cover Does Not Refute Finite-Space Compactness"},"family_id":"qf-mod33-compact-cover-audit","batch_id":"batch-20261014-advance-20261102-r05-compact-topological-space-foundations","mko_ids":["mko-compact-topological-space"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"5716d6aea41a0ba22748cb6ea70166eb6b14ecf98e6937261788a2a3e56f950c","derivation_sha256":"957f0d9547325138c9c9ad540773024bcca9ffea6e4d388baed8c8b2389cf103"},{"question_id":"q-20261014-advance-20261102-r05-compact-topological-space-0042","number":16817,"title":{"zh-Hant":"第 16817 題：緊緻拓撲空間","en":"Question 16817: An Invalid Supplied Cover Does Not Refute Finite-Space Compactness"},"family_id":"qf-mod33-compact-cover-audit","batch_id":"batch-20261014-advance-20261102-r05-compact-topological-space-foundations","mko_ids":["mko-compact-topological-space"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"388c808a77ff79f289dd040db4d38b255151fd5e3cbbe93a9c4ff338f880de95","derivation_sha256":"0044fb06fcc269955e41090cf9e7f08ab2132b0859172cef55bfaa5b84e01063"},{"question_id":"q-20261014-advance-20261102-r05-compact-topological-space-0043","number":16818,"title":{"zh-Hant":"第 16818 題：緊緻拓撲空間","en":"Question 16818: An Invalid Supplied Cover Does Not Refute Finite-Space Compactness"},"family_id":"qf-mod33-compact-cover-audit","batch_id":"batch-20261014-advance-20261102-r05-compact-topological-space-foundations","mko_ids":["mko-compact-topological-space"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"33c6f3be9f2a138e8d70abf5ab69070c45d869427fb838329cab865a7dfd9d04","derivation_sha256":"f4af2488fb221c892fb13cf855c977b19a60fd87f22a5ad4f38f51fa871c7118"},{"question_id":"q-20261014-advance-20261102-r05-compact-topological-space-0044","number":16819,"title":{"zh-Hant":"第 16819 題：緊緻拓撲空間","en":"Question 16819: An Invalid Supplied Cover Does Not Refute Finite-Space Compactness"},"family_id":"qf-mod33-compact-cover-audit","batch_id":"batch-20261014-advance-20261102-r05-compact-topological-space-foundations","mko_ids":["mko-compact-topological-space"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"878d055e182231849d4c2f65f9f851b32bc6f69a0b125b0d75c7bb9029c562c8","derivation_sha256":"19f7ba52abe928a62b8d98181d94cba8d5f3abe82942e5d24eba4e78c397b4ac"},{"question_id":"q-20261014-advance-20261102-r05-compact-topological-space-0045","number":16820,"title":{"zh-Hant":"第 16820 題：緊緻拓撲空間","en":"Question 16820: An Invalid Supplied Cover Does Not Refute Finite-Space Compactness"},"family_id":"qf-mod33-compact-cover-audit","batch_id":"batch-20261014-advance-20261102-r05-compact-topological-space-foundations","mko_ids":["mko-compact-topological-space"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"38d54b0d805142b85323e4432bbe2a944ae0059142225d84ebf5c7cd99466e85","derivation_sha256":"ef9cf993b448229ee994f968d1378eb65d68042a38b4a5618155d75c228f35b9"},{"question_id":"q-20261014-advance-20261102-r05-compact-topological-space-0046","number":16821,"title":{"zh-Hant":"第 16821 題：緊緻拓撲空間","en":"Question 16821: An Invalid Supplied Cover Does Not Refute Finite-Space Compactness"},"family_id":"qf-mod33-compact-cover-audit","batch_id":"batch-20261014-advance-20261102-r05-compact-topological-space-foundations","mko_ids":["mko-compact-topological-space"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"cfd5170e13dc06774b333784388190721c378834bcccbecf5f1e0d220fcd8d07","derivation_sha256":"8722487bfb64746fb943a8c791fbb4db017308ad519efd503f24cdfe058b2593"},{"question_id":"q-20261014-advance-20261102-r05-compact-topological-space-0047","number":16822,"title":{"zh-Hant":"第 16822 題：緊緻拓撲空間","en":"Question 16822: An Invalid Supplied Cover Does Not Refute Finite-Space Compactness"},"family_id":"qf-mod33-compact-cover-audit","batch_id":"batch-20261014-advance-20261102-r05-compact-topological-space-foundations","mko_ids":["mko-compact-topological-space"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"69dcee6878a9b03fb8590e4b2f79ea6b030c158b581c7d5ed109c6a7b08429fe","derivation_sha256":"54b8e4182b3b42801b6902b2cd10d8e1a77c94b0eea9fe01eb5067c846ea66de"},{"question_id":"q-20261014-advance-20261102-r05-compact-topological-space-0048","number":16823,"title":{"zh-Hant":"第 16823 題：緊緻拓撲空間","en":"Question 16823: An Invalid Supplied Cover Does Not Refute Finite-Space Compactness"},"family_id":"qf-mod33-compact-cover-audit","batch_id":"batch-20261014-advance-20261102-r05-compact-topological-space-foundations","mko_ids":["mko-compact-topological-space"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"a6ab385ffdb9b61b9dc985975947be7b0e9b116dc40c5d7a4402b7bd8f6323a8","derivation_sha256":"83a18ecefeb04bec4e5f22228ef3ac25e29f9ed47effb456f6050fba081387d8"},{"question_id":"q-20261014-advance-20261102-r05-compact-topological-space-0049","number":16824,"title":{"zh-Hant":"第 16824 題：緊緻拓撲空間","en":"Question 16824: An Invalid Supplied Cover Does Not Refute Finite-Space Compactness"},"family_id":"qf-mod33-compact-cover-audit","batch_id":"batch-20261014-advance-20261102-r05-compact-topological-space-foundations","mko_ids":["mko-compact-topological-space"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"2b572146d4ba0ffe5b6e6f1a7e0eb94aac1bd7b67e57e41b75de0ae6d35a3caa","derivation_sha256":"3f782ca0d89bd0263549cbcb64859016fdb241c457440df28502dfffff6efc95"},{"question_id":"q-20261014-advance-20261102-r05-compact-topological-space-0050","number":16825,"title":{"zh-Hant":"第 16825 題：緊緻拓撲空間","en":"Question 16825: An Invalid Supplied Cover Does Not Refute Finite-Space Compactness"},"family_id":"qf-mod33-compact-cover-audit","batch_id":"batch-20261014-advance-20261102-r05-compact-topological-space-foundations","mko_ids":["mko-compact-topological-space"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"dd97e60e964ac141d2a3d3fa0670724a15c1baa538c77fe3d1276539b236d8b5","derivation_sha256":"4ae631b3c0d1c895fe23e455369c894c1921cef419e88e14b5bd1b78396765cb"}]}