{"schema_version":"ocme-public-explorer-results-v1","locale":"en","filters":{"family":"qf-mod46-iso1-complete-qualification"},"total":25,"page":1,"page_count":1,"question_state":"candidate","english_state":"ai_candidate","canonical_truth_promotion":false,"entries":[{"question_id":"q-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-0001","number":25701,"title":{"zh-Hant":"第 25701 題：有限群第一同構定理","en":"Question 25701: Homomorphism, Kernel and Image Qualification Precede First Isomorphism"},"family_id":"qf-mod46-iso1-complete-qualification","batch_id":"batch-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-foundations","mko_ids":["mko-first-isomorphism-theorem-finite-groups"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"ce2f7d65e46b5db63151dae07f51a27ad00b20e52640a582e37df537b9346bc6","derivation_sha256":"0dcb470a80cdd0c7ab25cd52429538b1aa56dce38083678d91bc654e4d29ed3b"},{"question_id":"q-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-0002","number":25702,"title":{"zh-Hant":"第 25702 題：有限群第一同構定理","en":"Question 25702: Homomorphism, Kernel and Image Qualification Precede First Isomorphism"},"family_id":"qf-mod46-iso1-complete-qualification","batch_id":"batch-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-foundations","mko_ids":["mko-first-isomorphism-theorem-finite-groups"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"ff0f17d61a1880ed0e9662f1efd3f400d22656e9a507763bba605dd0a0fb5467","derivation_sha256":"37f76e5cba7cba5d9aa322003305d9b314b07b356d99f7ca551e949472074ccc"},{"question_id":"q-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-0003","number":25703,"title":{"zh-Hant":"第 25703 題：有限群第一同構定理","en":"Question 25703: Homomorphism, Kernel and Image Qualification Precede First Isomorphism"},"family_id":"qf-mod46-iso1-complete-qualification","batch_id":"batch-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-foundations","mko_ids":["mko-first-isomorphism-theorem-finite-groups"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"65b69e3308949a2eb75cfd79590e0e94f45147432c772edb9b5fdfe8bf04c56b","derivation_sha256":"28b2a962f0331f707020489e3fc5092a52e75ed2b48f3da03ac688401fda8891"},{"question_id":"q-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-0004","number":25704,"title":{"zh-Hant":"第 25704 題：有限群第一同構定理","en":"Question 25704: Homomorphism, Kernel and Image Qualification Precede First Isomorphism"},"family_id":"qf-mod46-iso1-complete-qualification","batch_id":"batch-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-foundations","mko_ids":["mko-first-isomorphism-theorem-finite-groups"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"b08170321920c6dc2f441326df76d0a2f6e2337e78885e588c9dbb828957e55d","derivation_sha256":"0c8290168ad73e19266109f8b36faf3c2265380edef55646c99ea81c4b296823"},{"question_id":"q-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-0005","number":25705,"title":{"zh-Hant":"第 25705 題：有限群第一同構定理","en":"Question 25705: Homomorphism, Kernel and Image Qualification Precede First Isomorphism"},"family_id":"qf-mod46-iso1-complete-qualification","batch_id":"batch-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-foundations","mko_ids":["mko-first-isomorphism-theorem-finite-groups"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"add4994129c467e7cceb53d6e65a0ff4b9eb8bee27a7d1134cdd938d236635b9","derivation_sha256":"5a112c68941cebe821f9f674fba9b62885a7c5197c4450597523845412311a8b"},{"question_id":"q-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-0006","number":25706,"title":{"zh-Hant":"第 25706 題：有限群第一同構定理","en":"Question 25706: Homomorphism, Kernel and Image Qualification Precede First Isomorphism"},"family_id":"qf-mod46-iso1-complete-qualification","batch_id":"batch-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-foundations","mko_ids":["mko-first-isomorphism-theorem-finite-groups"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"527aad521fc7a5eab0cd5ecf5191077bcf06801a879cce389d0c75e22f3ff97f","derivation_sha256":"5da96a73905390809f98645ba234c7b07d91d5fb2cbc4675edf0eb7da5036c32"},{"question_id":"q-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-0007","number":25707,"title":{"zh-Hant":"第 25707 題：有限群第一同構定理","en":"Question 25707: Homomorphism, Kernel and Image Qualification Precede First Isomorphism"},"family_id":"qf-mod46-iso1-complete-qualification","batch_id":"batch-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-foundations","mko_ids":["mko-first-isomorphism-theorem-finite-groups"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"fae5d9d93da0a4edb89ba1cce86bed56decfbadf54ed5480ad36e5daf3ae0b03","derivation_sha256":"0007551fc68bf8854cab151162a3a7fefa3e0d9435be4f9de59adc74850a1b6a"},{"question_id":"q-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-0008","number":25708,"title":{"zh-Hant":"第 25708 題：有限群第一同構定理","en":"Question 25708: Homomorphism, Kernel and Image Qualification Precede First Isomorphism"},"family_id":"qf-mod46-iso1-complete-qualification","batch_id":"batch-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-foundations","mko_ids":["mko-first-isomorphism-theorem-finite-groups"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"f1c2dbe3d60a41eaebc8c9b3b377baa9dcb36df6c2d8a59a5d9cd381e91d5518","derivation_sha256":"7d851e5c06702117244adbe2323bf1735617d2e0d52ec048b13430c808213c27"},{"question_id":"q-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-0009","number":25709,"title":{"zh-Hant":"第 25709 題：有限群第一同構定理","en":"Question 25709: Homomorphism, Kernel and Image Qualification Precede First Isomorphism"},"family_id":"qf-mod46-iso1-complete-qualification","batch_id":"batch-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-foundations","mko_ids":["mko-first-isomorphism-theorem-finite-groups"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"465426072bdfa37936d8918467669db707e14d5ec514989250bf3b7d57d0c6e4","derivation_sha256":"4d6327ae04500bdb403b31b3994bebf7112a64a123345890661de0666ebaff50"},{"question_id":"q-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-0010","number":25710,"title":{"zh-Hant":"第 25710 題：有限群第一同構定理","en":"Question 25710: Homomorphism, Kernel and Image Qualification Precede First Isomorphism"},"family_id":"qf-mod46-iso1-complete-qualification","batch_id":"batch-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-foundations","mko_ids":["mko-first-isomorphism-theorem-finite-groups"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"7f8450d54d098ee8ca8fec8fbf79f412c50f8866a7861b4adf3428788cecae1b","derivation_sha256":"e82001ee6dbf03699effaf599de47889827783230aa499d242d1f675765992e4"},{"question_id":"q-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-0011","number":25711,"title":{"zh-Hant":"第 25711 題：有限群第一同構定理","en":"Question 25711: Homomorphism, Kernel and Image Qualification Precede First Isomorphism"},"family_id":"qf-mod46-iso1-complete-qualification","batch_id":"batch-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-foundations","mko_ids":["mko-first-isomorphism-theorem-finite-groups"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"4e986d570186f9ffc696162360fed95a2891a88b13673b767fd9f468c6bf0bd2","derivation_sha256":"e64082757e41e5cb4a5605481be827e38ff39ca183b81958ba0cc1aaf27ffb6c"},{"question_id":"q-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-0012","number":25712,"title":{"zh-Hant":"第 25712 題：有限群第一同構定理","en":"Question 25712: Homomorphism, Kernel and Image Qualification Precede First Isomorphism"},"family_id":"qf-mod46-iso1-complete-qualification","batch_id":"batch-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-foundations","mko_ids":["mko-first-isomorphism-theorem-finite-groups"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"d56b8e09ed7e7409f8ce1f5b8326e0fac1c3890d911c29a0cd417e2e3ddf81f3","derivation_sha256":"41f0577a0c53d6be39202f941c55e391bf9b5a8dc6cb863661d7484f516e4a5f"},{"question_id":"q-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-0013","number":25713,"title":{"zh-Hant":"第 25713 題：有限群第一同構定理","en":"Question 25713: Homomorphism, Kernel and Image Qualification Precede First Isomorphism"},"family_id":"qf-mod46-iso1-complete-qualification","batch_id":"batch-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-foundations","mko_ids":["mko-first-isomorphism-theorem-finite-groups"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"fb368bc6bb523c5464bd3332804477e72a7c0114f08a4256e14f7590eb26c949","derivation_sha256":"4bfb96f8f9ca68cf17db53d89992bde1c1f08f2ea67a6730dbfdba27113ef0dc"},{"question_id":"q-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-0014","number":25714,"title":{"zh-Hant":"第 25714 題：有限群第一同構定理","en":"Question 25714: Homomorphism, Kernel and Image Qualification Precede First Isomorphism"},"family_id":"qf-mod46-iso1-complete-qualification","batch_id":"batch-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-foundations","mko_ids":["mko-first-isomorphism-theorem-finite-groups"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"635d282d3c8ef594a55603b8143603be54414a58e240b7738ff4892aef0af9c6","derivation_sha256":"eff1d06e8d745cd7709195ba40b319c85a22d29b9e28827beef816a291dc7ef3"},{"question_id":"q-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-0015","number":25715,"title":{"zh-Hant":"第 25715 題：有限群第一同構定理","en":"Question 25715: Homomorphism, Kernel and Image Qualification Precede First Isomorphism"},"family_id":"qf-mod46-iso1-complete-qualification","batch_id":"batch-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-foundations","mko_ids":["mko-first-isomorphism-theorem-finite-groups"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"808a56bbf5063ed4bc5268b2033c982143af033cfdaae05dc268ec877a155a6e","derivation_sha256":"cae890097d027cd6a766a6a9ce7b2702d01b69a2c5e716f37162850ade51e83e"},{"question_id":"q-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-0016","number":25716,"title":{"zh-Hant":"第 25716 題：有限群第一同構定理","en":"Question 25716: Homomorphism, Kernel and Image Qualification Precede First Isomorphism"},"family_id":"qf-mod46-iso1-complete-qualification","batch_id":"batch-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-foundations","mko_ids":["mko-first-isomorphism-theorem-finite-groups"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"59a20bae77d6af0f48e6f9c4f917e705838d09e921db164f64d5dcd2652efd7e","derivation_sha256":"72f4871ba06cc49c86a83448f0665ef37f74ae34d72703edda23c78603262304"},{"question_id":"q-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-0017","number":25717,"title":{"zh-Hant":"第 25717 題：有限群第一同構定理","en":"Question 25717: Homomorphism, Kernel and Image Qualification Precede First Isomorphism"},"family_id":"qf-mod46-iso1-complete-qualification","batch_id":"batch-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-foundations","mko_ids":["mko-first-isomorphism-theorem-finite-groups"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"a1d17c9f82b9734a6ac25a5c9d40a8b09b663d42b37aaaadd7c1d1afc842fc01","derivation_sha256":"b5d2fc19197d26cf4c6b7e34343e287c7c372f5171590ac85cd66224ca64db61"},{"question_id":"q-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-0018","number":25718,"title":{"zh-Hant":"第 25718 題：有限群第一同構定理","en":"Question 25718: Homomorphism, Kernel and Image Qualification Precede First Isomorphism"},"family_id":"qf-mod46-iso1-complete-qualification","batch_id":"batch-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-foundations","mko_ids":["mko-first-isomorphism-theorem-finite-groups"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"a77a1c48720edff27239f09a028d4e582d468d50c05ffd4bd8cbab123e6fa466","derivation_sha256":"47e16630e3b8c118f3dee236e0615bdbe211188a7f3d7f01b2920b62baaaa783"},{"question_id":"q-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-0019","number":25719,"title":{"zh-Hant":"第 25719 題：有限群第一同構定理","en":"Question 25719: Homomorphism, Kernel and Image Qualification Precede First Isomorphism"},"family_id":"qf-mod46-iso1-complete-qualification","batch_id":"batch-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-foundations","mko_ids":["mko-first-isomorphism-theorem-finite-groups"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"925ae684aff14972b1eaf00072bc77dedde595737def63b94f1a15422253eacd","derivation_sha256":"89c538b451352ee4ceac55d13f9e9a0fd0989eb3ab5eb998b49dfa8aaecd2bfe"},{"question_id":"q-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-0020","number":25720,"title":{"zh-Hant":"第 25720 題：有限群第一同構定理","en":"Question 25720: Homomorphism, Kernel and Image Qualification Precede First Isomorphism"},"family_id":"qf-mod46-iso1-complete-qualification","batch_id":"batch-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-foundations","mko_ids":["mko-first-isomorphism-theorem-finite-groups"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"0c2e44911a94bf15915e319c1acbdf58c00eac8c8e4c60a4c2497a4e49ab4c9d","derivation_sha256":"486bfbfba61b06638e697d91bdcbbffab10b02ecead01feb210073d8ddde2f42"},{"question_id":"q-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-0021","number":25721,"title":{"zh-Hant":"第 25721 題：有限群第一同構定理","en":"Question 25721: Homomorphism, Kernel and Image Qualification Precede First Isomorphism"},"family_id":"qf-mod46-iso1-complete-qualification","batch_id":"batch-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-foundations","mko_ids":["mko-first-isomorphism-theorem-finite-groups"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"2c4781aabba48afa83091cc9ecdc8821d6c871e74fe06981c524dc434825cd44","derivation_sha256":"8dc94c3e659ac8c20b615f6b8009a2c892327219e4f9c63b0caf6ccc6bea5339"},{"question_id":"q-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-0022","number":25722,"title":{"zh-Hant":"第 25722 題：有限群第一同構定理","en":"Question 25722: Homomorphism, Kernel and Image Qualification Precede First Isomorphism"},"family_id":"qf-mod46-iso1-complete-qualification","batch_id":"batch-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-foundations","mko_ids":["mko-first-isomorphism-theorem-finite-groups"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"a87b3730be99f4e329d537f544bc494ac23f2e9c4a82ca562174fd331ed8503a","derivation_sha256":"4c0b4203312dadb7ca2f07c2b2b561683b3ab8e380a88b9407f17162465fbda3"},{"question_id":"q-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-0023","number":25723,"title":{"zh-Hant":"第 25723 題：有限群第一同構定理","en":"Question 25723: Homomorphism, Kernel and Image Qualification Precede First Isomorphism"},"family_id":"qf-mod46-iso1-complete-qualification","batch_id":"batch-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-foundations","mko_ids":["mko-first-isomorphism-theorem-finite-groups"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"89182db8287999fe8360ea197f03747c0177b7c60c9f9022e9c124ad31e7ac57","derivation_sha256":"26cbc1d069d6cee773050792a7051c23f18446316c1331d00c44c1a258a4d626"},{"question_id":"q-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-0024","number":25724,"title":{"zh-Hant":"第 25724 題：有限群第一同構定理","en":"Question 25724: Homomorphism, Kernel and Image Qualification Precede First Isomorphism"},"family_id":"qf-mod46-iso1-complete-qualification","batch_id":"batch-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-foundations","mko_ids":["mko-first-isomorphism-theorem-finite-groups"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"1a1422670cbab8b0feb10384bf8123442b508c9a4df9f984503443c7a998e24b","derivation_sha256":"4bc52be4391f69afa1ac510b4e048bb66ad94614ed13900c8e0b9c3bc2607996"},{"question_id":"q-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-0025","number":25725,"title":{"zh-Hant":"第 25725 題：有限群第一同構定理","en":"Question 25725: Homomorphism, Kernel and Image Qualification Precede First Isomorphism"},"family_id":"qf-mod46-iso1-complete-qualification","batch_id":"batch-20261015-advance-20261115-r01-first-isomorphism-theorem-finite-groups-foundations","mko_ids":["mko-first-isomorphism-theorem-finite-groups"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"b516e8af9f6b3ddafca1c19da5a38d9e973cecbb6bc0d68e881a9611e2909cf0","derivation_sha256":"f544ddb4ee2fd2386cb66cebdc07eb75517e28491b06cc637f2bdeed73cbfef4"}]}
