{"schema_version":"ocme-public-explorer-results-v1","locale":"en","filters":{"family":"qf-app20-error-tolerance-audit"},"total":25,"page":1,"page_count":1,"question_state":"candidate","english_state":"ai_candidate","canonical_truth_promotion":false,"entries":[{"question_id":"q-20261013-advance-20261020-r03-numerical-approximation-error-0051","number":1676,"title":{"zh-Hant":"第 1676 題：精確有理誤差","en":"Question 1676: Inclusive Absolute-Error Tolerance"},"family_id":"qf-app20-error-tolerance-audit","batch_id":"batch-20261013-advance-20261020-r03-numerical-approximation-error-foundations","mko_ids":["mko-numerical-approximation-error"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"f7d3416e6fddc650ff15595f9a5718fe0e76b49b054f17ff7215e03684968a38","derivation_sha256":"ca06ddb4ad7aeb2d35a23e7c16346ea75dbfdff3eb9f77c058a02d91d6a1d09a"},{"question_id":"q-20261013-advance-20261020-r03-numerical-approximation-error-0052","number":1677,"title":{"zh-Hant":"第 1677 題：精確有理誤差","en":"Question 1677: Inclusive Absolute-Error Tolerance"},"family_id":"qf-app20-error-tolerance-audit","batch_id":"batch-20261013-advance-20261020-r03-numerical-approximation-error-foundations","mko_ids":["mko-numerical-approximation-error"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"1bbd8ecdc414b9534a1fd46881fdaf967d92feb362e049feeb8e87dfb54f6b7d","derivation_sha256":"a8a499f9b51c5d6e81982c410ee5c9214c01deeddbe18753821e6cb95bbf7fea"},{"question_id":"q-20261013-advance-20261020-r03-numerical-approximation-error-0053","number":1678,"title":{"zh-Hant":"第 1678 題：精確有理誤差","en":"Question 1678: Inclusive Absolute-Error Tolerance"},"family_id":"qf-app20-error-tolerance-audit","batch_id":"batch-20261013-advance-20261020-r03-numerical-approximation-error-foundations","mko_ids":["mko-numerical-approximation-error"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"db3a8642bca61ff86fee21de1a1f3a2b0f1fbf5950b68cf93bae63530201e769","derivation_sha256":"0a2e5cb65eab290f1dda57c7d5596e347577643209a9b5161f3ee145cc547336"},{"question_id":"q-20261013-advance-20261020-r03-numerical-approximation-error-0054","number":1679,"title":{"zh-Hant":"第 1679 題：精確有理誤差","en":"Question 1679: Inclusive Absolute-Error Tolerance"},"family_id":"qf-app20-error-tolerance-audit","batch_id":"batch-20261013-advance-20261020-r03-numerical-approximation-error-foundations","mko_ids":["mko-numerical-approximation-error"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"1c3da935d0b4629c43bf176a85a11a21d5a8955234312157b88da8ddafcfa5e1","derivation_sha256":"dfa8c09380867d079fbdffb1e0e7fd08a59b305b326700a1b0b25d43efd589eb"},{"question_id":"q-20261013-advance-20261020-r03-numerical-approximation-error-0055","number":1680,"title":{"zh-Hant":"第 1680 題：精確有理誤差","en":"Question 1680: Inclusive Absolute-Error Tolerance"},"family_id":"qf-app20-error-tolerance-audit","batch_id":"batch-20261013-advance-20261020-r03-numerical-approximation-error-foundations","mko_ids":["mko-numerical-approximation-error"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"59a80efac87484f63a3dcd242bace4ec9e4fb967b98fc3e9e864ffc2673e077e","derivation_sha256":"74bfca03f62f9341b915de9a92dee479d378567a7b356e5a3754c22bccd8d454"},{"question_id":"q-20261013-advance-20261020-r03-numerical-approximation-error-0056","number":1681,"title":{"zh-Hant":"第 1681 題：精確有理誤差","en":"Question 1681: Inclusive Absolute-Error Tolerance"},"family_id":"qf-app20-error-tolerance-audit","batch_id":"batch-20261013-advance-20261020-r03-numerical-approximation-error-foundations","mko_ids":["mko-numerical-approximation-error"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"3aa8f3c46988231e55edb945cd82e0bc4f8d80204160517a682548103fb83a0b","derivation_sha256":"30615d699c893bb0f5d7a764f22618b35832b0ac09c0f62af8c4ff40cb2df57a"},{"question_id":"q-20261013-advance-20261020-r03-numerical-approximation-error-0057","number":1682,"title":{"zh-Hant":"第 1682 題：精確有理誤差","en":"Question 1682: Inclusive Absolute-Error Tolerance"},"family_id":"qf-app20-error-tolerance-audit","batch_id":"batch-20261013-advance-20261020-r03-numerical-approximation-error-foundations","mko_ids":["mko-numerical-approximation-error"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"86d98a95567682a36dee1303550b49017fedcce6c257cc92731c3eb038bf3a20","derivation_sha256":"94ac273c8b59c86ea608720075b3113ff24e78979ccbca911d1724c1f6b6a1da"},{"question_id":"q-20261013-advance-20261020-r03-numerical-approximation-error-0058","number":1683,"title":{"zh-Hant":"第 1683 題：精確有理誤差","en":"Question 1683: Inclusive Absolute-Error Tolerance"},"family_id":"qf-app20-error-tolerance-audit","batch_id":"batch-20261013-advance-20261020-r03-numerical-approximation-error-foundations","mko_ids":["mko-numerical-approximation-error"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"06eb01ee62de41d44987aa2f2ceb672764b2628c5f48a96031e7dab1be1592d1","derivation_sha256":"87a6f103755322e5d114e3450bc24437f8babc0cd0b61231a9f84b576b70fdf6"},{"question_id":"q-20261013-advance-20261020-r03-numerical-approximation-error-0059","number":1684,"title":{"zh-Hant":"第 1684 題：精確有理誤差","en":"Question 1684: Inclusive Absolute-Error Tolerance"},"family_id":"qf-app20-error-tolerance-audit","batch_id":"batch-20261013-advance-20261020-r03-numerical-approximation-error-foundations","mko_ids":["mko-numerical-approximation-error"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"a003b6f26db1fe475d4173bc5d14edcb3259da901b32f1f9a7ec54460598f3a0","derivation_sha256":"750d11428a8a6801c93828598ff1a1a1e1ac7177eeaf2cd2c4f93db0cb5f12d0"},{"question_id":"q-20261013-advance-20261020-r03-numerical-approximation-error-0060","number":1685,"title":{"zh-Hant":"第 1685 題：精確有理誤差","en":"Question 1685: Inclusive Absolute-Error Tolerance"},"family_id":"qf-app20-error-tolerance-audit","batch_id":"batch-20261013-advance-20261020-r03-numerical-approximation-error-foundations","mko_ids":["mko-numerical-approximation-error"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"99f74c43bf2c8e0ca38d7e86759242c53790eba209264ca555458392a641763e","derivation_sha256":"cb97bce7c4dff3b12b0751ba26c39b80f8118200983b0f560952df7f0aab4eda"},{"question_id":"q-20261013-advance-20261020-r03-numerical-approximation-error-0061","number":1686,"title":{"zh-Hant":"第 1686 題：精確有理誤差","en":"Question 1686: Inclusive Absolute-Error Tolerance"},"family_id":"qf-app20-error-tolerance-audit","batch_id":"batch-20261013-advance-20261020-r03-numerical-approximation-error-foundations","mko_ids":["mko-numerical-approximation-error"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"4124f5b7283d039ff945f367c6258594456ea4120ee388b99673a8fbe3512628","derivation_sha256":"b65b1ec0992348f850d0f36ac51e7e10ecdc0d34d1525fe78a81d3a64e3977e0"},{"question_id":"q-20261013-advance-20261020-r03-numerical-approximation-error-0062","number":1687,"title":{"zh-Hant":"第 1687 題：精確有理誤差","en":"Question 1687: Inclusive Absolute-Error Tolerance"},"family_id":"qf-app20-error-tolerance-audit","batch_id":"batch-20261013-advance-20261020-r03-numerical-approximation-error-foundations","mko_ids":["mko-numerical-approximation-error"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"91521dddffd2cdf5d84aaaf7facffbe7efe319950fd4280e8c2327e050681fe7","derivation_sha256":"50220a1b71ca18d189a7873eac16c9dec2c8dd4a169bf7e9be77aee5279bd61d"},{"question_id":"q-20261013-advance-20261020-r03-numerical-approximation-error-0063","number":1688,"title":{"zh-Hant":"第 1688 題：精確有理誤差","en":"Question 1688: Inclusive Absolute-Error Tolerance"},"family_id":"qf-app20-error-tolerance-audit","batch_id":"batch-20261013-advance-20261020-r03-numerical-approximation-error-foundations","mko_ids":["mko-numerical-approximation-error"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"4464dd78d5841336d193193aa6c3bd7d40edb22a9fa60341a05f026eb9c84af6","derivation_sha256":"c1d7ae21810b42f4b4df0dbda8ecc15a08921ccb6b703fb50b2fdf93d3520553"},{"question_id":"q-20261013-advance-20261020-r03-numerical-approximation-error-0064","number":1689,"title":{"zh-Hant":"第 1689 題：精確有理誤差","en":"Question 1689: Inclusive Absolute-Error Tolerance"},"family_id":"qf-app20-error-tolerance-audit","batch_id":"batch-20261013-advance-20261020-r03-numerical-approximation-error-foundations","mko_ids":["mko-numerical-approximation-error"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"0af792b0821d57ab480791c56db882f7fe278747871e1c2e004c4183498b8092","derivation_sha256":"136a15a8bddbdd0308ecdb48cef5c6a4330272ae635dc569a27c05449ae7be9e"},{"question_id":"q-20261013-advance-20261020-r03-numerical-approximation-error-0065","number":1690,"title":{"zh-Hant":"第 1690 題：精確有理誤差","en":"Question 1690: Inclusive Absolute-Error Tolerance"},"family_id":"qf-app20-error-tolerance-audit","batch_id":"batch-20261013-advance-20261020-r03-numerical-approximation-error-foundations","mko_ids":["mko-numerical-approximation-error"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"4c0f2dc0d21784f3d6a2ed61fc4f80f91947d9d6427c67940135273998a25918","derivation_sha256":"1d03ab827fc38e17555d4f09c56bcc9dad31c73804d58ae611a0b1ebeec0aa7f"},{"question_id":"q-20261013-advance-20261020-r03-numerical-approximation-error-0066","number":1691,"title":{"zh-Hant":"第 1691 題：精確有理誤差","en":"Question 1691: Inclusive Absolute-Error Tolerance"},"family_id":"qf-app20-error-tolerance-audit","batch_id":"batch-20261013-advance-20261020-r03-numerical-approximation-error-foundations","mko_ids":["mko-numerical-approximation-error"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"2cf957ce943082aed9a2cab195f653fa6a28fad7dbc247fa8d1a5ae5d965db8f","derivation_sha256":"e4bf8847561f22af793d263c02b6c3889bd41aaa86e86df4704cf1b6ebb5071e"},{"question_id":"q-20261013-advance-20261020-r03-numerical-approximation-error-0067","number":1692,"title":{"zh-Hant":"第 1692 題：精確有理誤差","en":"Question 1692: Inclusive Absolute-Error Tolerance"},"family_id":"qf-app20-error-tolerance-audit","batch_id":"batch-20261013-advance-20261020-r03-numerical-approximation-error-foundations","mko_ids":["mko-numerical-approximation-error"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"399a1fbf5213c61d383d4b479a9e7b6d178704262b592d6ae53e9c64725eff62","derivation_sha256":"f920ff64bc8286e4ee24840941e552172c2ffabf2a0f5a4e6f966f5fe087815a"},{"question_id":"q-20261013-advance-20261020-r03-numerical-approximation-error-0068","number":1693,"title":{"zh-Hant":"第 1693 題：精確有理誤差","en":"Question 1693: Inclusive Absolute-Error Tolerance"},"family_id":"qf-app20-error-tolerance-audit","batch_id":"batch-20261013-advance-20261020-r03-numerical-approximation-error-foundations","mko_ids":["mko-numerical-approximation-error"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"3b686164231190c67661e381d33726179dc507c2c9d5a69abebe9af93a953843","derivation_sha256":"ff8d460c321a8414effbb63d7108cc6000283e7af2e147bd280813b6126de893"},{"question_id":"q-20261013-advance-20261020-r03-numerical-approximation-error-0069","number":1694,"title":{"zh-Hant":"第 1694 題：精確有理誤差","en":"Question 1694: Inclusive Absolute-Error Tolerance"},"family_id":"qf-app20-error-tolerance-audit","batch_id":"batch-20261013-advance-20261020-r03-numerical-approximation-error-foundations","mko_ids":["mko-numerical-approximation-error"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"aafa246447f4184ee0aba3bde0c8c0f9e25b12921e2c52119198b552cd661f75","derivation_sha256":"d49bfda64a491d021f187de1d2df00f93ba75d50c497a334489f30a120843348"},{"question_id":"q-20261013-advance-20261020-r03-numerical-approximation-error-0070","number":1695,"title":{"zh-Hant":"第 1695 題：精確有理誤差","en":"Question 1695: Inclusive Absolute-Error Tolerance"},"family_id":"qf-app20-error-tolerance-audit","batch_id":"batch-20261013-advance-20261020-r03-numerical-approximation-error-foundations","mko_ids":["mko-numerical-approximation-error"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"988d9931babcc3b0ee2030e00cec17c186c293af097ed8d9ae4e79e55541c582","derivation_sha256":"eae14d2a18433b50ee014710659a3de486da6a4fc38d9c192c0cefc7201a43f6"},{"question_id":"q-20261013-advance-20261020-r03-numerical-approximation-error-0071","number":1696,"title":{"zh-Hant":"第 1696 題：精確有理誤差","en":"Question 1696: Inclusive Absolute-Error Tolerance"},"family_id":"qf-app20-error-tolerance-audit","batch_id":"batch-20261013-advance-20261020-r03-numerical-approximation-error-foundations","mko_ids":["mko-numerical-approximation-error"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"0f9b07e9ebe7536a4fa3e5c801b0ff68bed0022de8207595d8b9a4380f53f843","derivation_sha256":"4c5475d18e3ee346e03ebc18245c81d08141cd7ac4a9ef5db94a4f2511328dea"},{"question_id":"q-20261013-advance-20261020-r03-numerical-approximation-error-0072","number":1697,"title":{"zh-Hant":"第 1697 題：精確有理誤差","en":"Question 1697: Inclusive Absolute-Error Tolerance"},"family_id":"qf-app20-error-tolerance-audit","batch_id":"batch-20261013-advance-20261020-r03-numerical-approximation-error-foundations","mko_ids":["mko-numerical-approximation-error"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"ed00d1645ad2882fcbdb3c3bc9f6d6e74ad41b3139ead58d7f37c276b57e6918","derivation_sha256":"30ebaed8f899d3637691d7db66de81ad6b065813bdf75a2a0fb05a1952f30317"},{"question_id":"q-20261013-advance-20261020-r03-numerical-approximation-error-0073","number":1698,"title":{"zh-Hant":"第 1698 題：精確有理誤差","en":"Question 1698: Inclusive Absolute-Error Tolerance"},"family_id":"qf-app20-error-tolerance-audit","batch_id":"batch-20261013-advance-20261020-r03-numerical-approximation-error-foundations","mko_ids":["mko-numerical-approximation-error"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"cdf8f52367e9d5faf9449d44baa5cf35985716723eee73ba3119da7d6cc0f245","derivation_sha256":"a8ac5b40e2e5baeed93bfba1aa6fd3178862783e92141438dc46993d3b075dca"},{"question_id":"q-20261013-advance-20261020-r03-numerical-approximation-error-0074","number":1699,"title":{"zh-Hant":"第 1699 題：精確有理誤差","en":"Question 1699: Inclusive Absolute-Error Tolerance"},"family_id":"qf-app20-error-tolerance-audit","batch_id":"batch-20261013-advance-20261020-r03-numerical-approximation-error-foundations","mko_ids":["mko-numerical-approximation-error"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"18ecc76ef0f0bfdfdff304f255be8e1955e3fe4bf31d5ef7585322758635bf0c","derivation_sha256":"267021c40972695dc25e0b78b5fefdafb6be39a20e61bb919c6451b46b12f403"},{"question_id":"q-20261013-advance-20261020-r03-numerical-approximation-error-0075","number":1700,"title":{"zh-Hant":"第 1700 題：精確有理誤差","en":"Question 1700: Inclusive Absolute-Error Tolerance"},"family_id":"qf-app20-error-tolerance-audit","batch_id":"batch-20261013-advance-20261020-r03-numerical-approximation-error-foundations","mko_ids":["mko-numerical-approximation-error"],"question_state":"candidate","english_state":"ai_candidate","processing_state":"second_context_reviewed","source_question_sha256":"c936cda528a31a0ed5a19f43de5ba7261d7693e11cf730ea7507461fe41a7949","derivation_sha256":"c719d24fd7cc0668f51e56020e0afcd6fbc2231215a7c23c0d77336c6c1d6741"}]}
