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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"games\",\"probabilities\":{\"triage\":0,\"other\":0,\"interfaces\":0,\"context\":0,\"marketing\":0,\"verification\":0,\"evaluation\":0,\"search\":0,\"research\":0,\"finance\":0,\"learning\":0,\"routing\":0,\"creative\":0,\"games\":1},\"confidence\":1},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"measured\":0,\"proposal\":0,\"unclear\":0,\"demo\":1},\"confidence\":0.99}},\"classifiedAt\":\"2026-09-20T01:26:08.158Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867567-wTVmrpvKMctjxG8Q2kBN\",\"usage\":{\"input_tokens\":1053,\"output_tokens\":163,\"cost\":0.000044226},\"inputHash\":\"4f9d9c5401e3061eaca44990bc0566f90d3b639108a0b9ea62b44416ad8b1609\"},{\"id\":\"wikipedia-navigation\",\"title\":\"Racing through Wikipedia\",\"author\":\"Diogo Almeida · TypeSafe\",\"sourceUrl\":\"https://x.com/CompleteSkeptic/status/2099925688925184171\",\"observedAt\":\"2026-09-19\",\"summary\":\"Selecting links to navigate from one Wikipedia article to a target article.\",\"claim\":\"The launch demo shows repeated choices among page links. The launch explanation describes two stages for candidate sets exceeding 255 choices.\",\"caveat\":\"Vendor demonstration. Constraining outputs to available links does not guarantee choosing the best route.\",\"references\":[\"https://x.com/CompleteSkeptic/status/2099925682726002904\"],\"metrics\":{\"bookmark_count\":424,\"impression_count\":625281,\"like_count\":2618,\"quote_count\":37,\"reply_count\":25,\"repost_count\":71},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":3104,\"growthPerHour\":1.5985016711002888,\"score\":286.8813490873642},\"media\":{\"file\":\"media/wikipedia-navigation.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2099924665515012096/img/Q3mdVD5jfOZOkMww.jpg\",\"sourceUrl\":\"https://x.com/CompleteSkeptic/status/2099925688925184171\",\"kind\":\"video\",\"alt\":\"Wikipedia navigation from TypeSafe's launch 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xy/+fS36WEyudXMMTaFnHSDOFQAAACqCG78nqVncPJcCbGJpWJTeWVoTVw2vyNRsrMUGl3UVkjELuD7SL8lGKzcoHr3R7xS6M6XzaGnPUwK5p9w6WCO6G5G50iGIyGD6DZyaHMEGJ+yEkSKo3v6M7hRI8lHMaRLbOWlBH25cdhg8Xna5jbtp3vOkcmN4ZWeCL4WLJsHDqwkVrmRryRwE2mhzao2hSApi0WoCQZdPmz8xqD+29HcVlgxBAAAAo1/e2md1xdMrw2ce4TiiStpXGWgsxdq8eW7EUorabNwMfsIGKvn/+RjOMQuGRdJvghU405jrU87nYV7o37x8/U9VNYe2aUfcl+TlStBPbsCjrBt7E+mA2b2CwaXrIVTSrjzEyurhdGAuqD2QGK3A624IPHBnS90dH4poYsrWDw5Ya0IiIH16cVN3Dxq1Q+n0joQTAAAAsOiC9yxBdFCKC4ZuO3w10+krux+QsCrOs2cFBa29E6uuM3PdAMsuAssyyy0Wfs2ziq1WirJv+wtv/VkJe9xA3E4MT4VpvsRamnPg/TkJv2WhhmELwKvLR25Ngch27XoVVtb4Jig1Y/bkYu3SvQUU4NQbCjuDWxKJlsCi1/bEQn4a4uG03OVpQrkNBaiK66y+w0OWRTTIl3E8m10/RwXpEyJwIjRXGR8j/LqC8NjNWlyCgVqF/2PM1wnLPWwlw6DhBt1pYfR1L30sEpDokDqlRs6MkWypNUCe6FnQODkckxiS6R2GrwWZBfiYlsHj84yRaHmRwOD2e6Y6GgEblcnj9wBFa/TB8llV2yDq3xegWuuA8U2fBY/p92a55fOrjdbyIp5LzNr1vMAnIogZanKCIO1KRgA3WJ5Lo8++r+Z5tT//9eAL9BStqDmuFDu/lL9s7khx+JgP1b9cU2S1ipXznU1XLjd+ZVjA28AvCl/Aft7NN0kk44tTuPiuKVI1DqbTNSMvdyhFk2hD8Qc9XQ4Od6pxvStXUtnopBWhiiF+ocGo1KMkXs5Hy8TcSSpmo0Y0wAe54YuXvdumUsETk3PSv9vAEwx5L6vd9kimuPAK1FnUz9z1kNF1lfw2sjHDRxDKRwtz0sqVKZuAPdfJ7HW9MFAbSgAAxfbmNXiryMQAAAA5fOdC6OEAAACcABpcaQgHh++3YbXlCJCl+PNN/zQl11+TO0nOm4m8EpbJwKwhsmYKkAbB/m7lO06CjHVeVTrTNQgVwZRx/Ig1x7n7mUDVqznu9hILuIK/2eOOzcQIIVHln4RF5lYMQGN89aWku4OfcnbNChKwfERlXbjCVnIcy/vNOaG71/VhtI+lo7F2eMC876Zy2jv2Sz/VX9k+5iUBPC4HPJvm3HCqsyTj60EI+AHUOnajN258rlKjWBse1+yBFubQGBdOoVGlUJZealU/tIF6MB1O4R5/CvbpMEja/7rByWvYZUoiyiuWjfIO3nVxIJZcT1+dWBlzBBPvU48kR3569+qWR78WeOif2E8atGgglxaoTSatwjHJRWw3vuvyX0PcaLq7yiptyzCitLVjIgjEslWPphLan1Q+msdMZOUoVkb7/XSv9Ckwo0u1wtdqn0fLAuYnYKoTPHh/TO1FIf+DzBrzUgpi76kA91YecXdm+bNOxRWCBrZQKrPhjlP3XJGx4fe9SIKGwXQL1GEOugD3nV7QFwl+E1/4uEItq74931OBeZ9ZbqoNWke766HS0eusdGcoLB5qSH/c2ltFw89NCriG+kbUHjJGoBoPx05Y2xzYXrzDCQZ3UkwUGqPxwekjA9tSljhZh8RAeAAIFO/JN73XZogjqn41I6J2f+qLyLVGPTMpAAPKS2c1PIyoUC6eH2qRYXPyjFqbppZLsKoV8mAJScSQ0o+p+DMdRexxLr7Ywb6ZUE1ZwaE0ldXl/HTYTfRS8KYYY7A+FInqZPrKQLIYTI1UmelrGcEF1zITh/IcZxb6fMUAdkVFNOOAWgH02guLdUuMwAeaAAIr6125kM7qCiAAAAMQzJQmsrPyJrxzcWid99Q6TRfGfGFpfpX9VGI7IJiE0BrN9PaNvWbMMgHTfV2mGv4iHWYqQ7vVNwkw+7XQyUnH6TRx93qaTfiGcyn7FcY3tZnyIuR8bHq0LG70V67r/Aa14Sy4KknXsPor4pli50FyxQhgDUrOOHP9tkuznfp8fD+MXVVDihOFIXJzSljduxdxY1rT2jtpbhIEK+QNiq+QT8jmt5SHJk9sHbCfNf7Oblso1/y2wRSGGgjb41SiN7HrKu0TNjxSTWTRcHEzjGYJ6pZKDMKgX3+f3fjBXUtzKdw3CDzXVml5p2h8e/DEDql7JKiUPAzDcN9MJrUkyHo6SMJwo61de3akE0huOKAhbA/EkV7wjvVeP1sPboXNE2vkMN7wYl/P4ocPI32/dwHMLZQFY3b7SnDhNS4qm7E27glDv7Dlq7r3jvLyfK3sYxhcyca2ilkgqnL1Gpzd/P2gGZqu09qozW5Q5rAlVuaHm2ho+WUKUK2NrSE0i7SPLeUR1XbHj2Pkn9lzUC82Y1j9zj7IRJzcgLAqSTAnj7uevr9fuhM8yXG88tb4dIBtCUTU61db6nMMgLdbn+FTKazh0efMgAQVzzxXTzPkvJoVoofQJhHu75T/46A02Hpl9M0UNprDiztxFl/YDzabsHxUXpvxv4NIjaQFzMqTS9JOpEsOx+/lwe374xQPm+ctB6PIUZfhVzmtqf5aqS5c1av/QLMVujGdLnXFAz8wqwbM5Oa1k+4eAJ0imhVAAzTfBSlLNftQf/SOq9WmOxEw1DqMo7OazTEqG/bs/rAT4WdXDI3O8z8sh6IKyXhDd5tj2LsP+bZZjsriROdtZIsUW569t41W2+7Nnb5KNP54+fSw0yVvJ7FhsRZ6ZxfPXfgfLT1tW1k1btZcxyMZo2NdmHsSebMFLF0jdry2aa6J+U7yZW0RYX1klu/VXSZQi1pG47alPnSrc0wtl7TcAiMGIfsQkvSMaK3DDcc4qaIXcKUKj4aYJrbcMjqDmZuxep2imjQUP0IYwcHQcFAHaWh+yh4CnDtbsN7hmaXJhrlNUlU0MwZJcX085Ltx3+dlQSYpWVxp/jS0km0iAsXUUMAdgyNwBuPhkYgAAAACmEIaP9oCUcAAACzGSuHIlDwQAAAk3rIb0qFcc9UNQAAAENPUWokqCqSSr3IGLrIwC9pzWa0momNnySnW//5QutKnnZJ0a49FwW/KeEz8zlhxE9QbvGauu3X8PdRBBOVhG0yOOyyLXNXTlenwJMk/2oJPhL+zWhRlq0JJh6Wu31esxMzumZLwNUA0K7RA8SomjRnicaSBuhNfxUKL9Nt9+hy2/tq3o3yBE9rf2gfRsrnsAEBC7FA2H2gxf/AAAAAj/yKbY2ymEsxWDwpZVYf4sAaRoNc7ItfT4dx9eVpkeiSValoAFqeDDJ3HJJlBNSFNn96tv47v2jvedkYoM6xZs6A5yyH67Ft90joT9VvHCIgCKw3Vs/aCDKAwOwoSNWgLlbjAEheNRfkkEXrHloWxsLAZ2LL6d7pTITdIREi1c2zxHzQJnbJEBF52m5AsAA4klj57alEQk4s9DShQEMHPO2xMtWzeleEvEuz8bTjoY9vmXn07OuRlDvJIZNsz2in3zNLqICduwrlK/KUvDpyp/NhCLzARDllM3bAw1rw69j+k7xo4EPCv2ldLEL65aALqXseCBLmCukq+lsOpqfIofDJ5Qg/j1cbepttZXk1VNOkYoPo7wYkeMTTvnJqAm4AfiX48n9Mqc3lI3DQvVO9HQAYngTO6XiV/36Am7UnXq+zsn9JNiZg9Uvsr7hb+RXoG2HV9bCNbfA4UlscXe4hkxaGBAduZl1wSZJxLYCRNMKAxxNVHfqHW6efZSkR9+tfLcVONy4ibTdDHnhOtN4X0ltvM12zJkvYPUiQEJFRl7E1YMcWtBcoxiDWz8kTJUlUJg3sBb2kzS7koaBidsL9SKcQYDKNGJ55q9D7gWhNytNDkAKJGPUCsfKuRS5r4fgGbS4r9lIEZM/QJVov/QgVTWyPv+RPTnAgw8v3281Qvos4j7iTBIKxGKJ5fIoNdsitprYPgKQbypXJfJiqVk0nLjKzutopzgvpzWVarWIW9mcukeNRRcxnWIYmhkhjZ3hsI9WhSv/epWMvzIWv19wNGY8FpzpBWq8e4wLJDIAAAA\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"games\",\"probabilities\":{\"interfaces\":0.21,\"games\":0.38,\"triage\":0,\"evaluation\":0.05,\"search\":0.25,\"research\":0,\"finance\":0,\"marketing\":0,\"context\":0,\"learning\":0.05,\"other\":0.03,\"creative\":0,\"routing\":0.02,\"verification\":0.01},\"confidence\":0.33},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"demo\":1,\"proposal\":0,\"unclear\":0,\"measured\":0},\"confidence\":1}},\"classifiedAt\":\"2026-09-20T01:26:08.486Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867568-A5y3O6SQXmF4PcIsfyZ8\",\"usage\":{\"input_tokens\":1063,\"output_tokens\":163,\"cost\":0.000044646},\"inputHash\":\"2193cfe680b5368aac743291ba62cdc47a420b941b5d7b092895e6416468db97\"},{\"id\":\"agent-decision-cli\",\"title\":\"Decisions from the terminal\",\"author\":\"Chris Tate\",\"sourceUrl\":\"https://x.com/ctatedev/status/2100584917092409479\",\"observedAt\":\"2026-09-19\",\"summary\":\"Adding yes/no questions, option selection and criteria-based scoring to agent harnesses through ai-cli.\",\"claim\":\"Shares a CLI integration with commands for Jev's decision outputs.\",\"caveat\":\"An integration example, with no reported improvement in end-to-end agent task success.\",\"references\":[],\"metrics\":{\"bookmark_count\":1110,\"impression_count\":116027,\"like_count\":1239,\"quote_count\":19,\"reply_count\":49,\"repost_count\":58},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":2417,\"growthPerHour\":0,\"score\":279.6044527067794},\"media\":{\"file\":\"media/agent-decision-cli.webp\",\"url\":\"https://pbs.twimg.com/media/HSbG2YLWkAAPqmU?format=jpg\u0026name=medium\",\"sourceUrl\":\"https://x.com/ctatedev/status/2100584917092409479\",\"kind\":\"image\",\"alt\":\"Jev CLI commands shared by Chris 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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"interfaces\",\"probabilities\":{\"research\":0,\"games\":0,\"evaluation\":0.04,\"verification\":0.07,\"interfaces\":0.61,\"other\":0.02,\"search\":0,\"marketing\":0,\"creative\":0,\"context\":0,\"learning\":0.11,\"triage\":0,\"finance\":0,\"routing\":0.15000000000000002},\"confidence\":0.57},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"demo\":1,\"measured\":0,\"unclear\":0,\"proposal\":0},\"confidence\":1}},\"classifiedAt\":\"2026-09-20T01:26:08.793Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867568-BulUDFpzaYrUnhsuU5l6\",\"usage\":{\"input_tokens\":1054,\"output_tokens\":163,\"cost\":0.000044268},\"inputHash\":\"c5ba833d280e1434c2c4d6f45d0776b611c81961fcd0f9ba38564fa582fd0aed\"},{\"id\":\"email-triage\",\"title\":\"Industrial email triage\",\"author\":\"Nikhil Mudholkar\",\"sourceUrl\":\"https://x.com/nikhilmudholkar/status/2100604560335139083\",\"observedAt\":\"2026-09-19\",\"summary\":\"Classifying 1,565 business emails across ten categories.\",\"claim\":\"Reports 96.4% accuracy. Dataset includes 1,201 real emails and 364 synthetic examples, mostly German.\",\"caveat\":\"Attachments excluded; confidence filtering was measured on this dataset, not an independent guarantee.\",\"references\":[\"https://x.com/nikhilmudholkar/status/2100605143993503771\",\"https://x.com/nikhilmudholkar/status/2100605383966396442\",\"https://x.com/nikhilmudholkar/status/2100606119504712138\",\"https://x.com/nikhilmudholkar/status/2100606801028764054\"],\"metrics\":{\"bookmark_count\":348,\"impression_count\":116680,\"like_count\":438,\"quote_count\":7,\"reply_count\":38,\"repost_count\":27},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":831,\"growthPerHour\":0,\"score\":96.9801237453799},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"triage\",\"probabilities\":{\"context\":0,\"verification\":0,\"creative\":0,\"triage\":0.97,\"routing\":0,\"marketing\":0,\"finance\":0,\"learning\":0,\"search\":0,\"interfaces\":0,\"research\":0,\"evaluation\":0.03,\"games\":0,\"other\":0},\"confidence\":0.97},\"evidence\":{\"type\":\"choice\",\"choice\":\"measured\",\"probabilities\":{\"measured\":1,\"proposal\":0,\"demo\":0,\"unclear\":0},\"confidence\":1}},\"classifiedAt\":\"2026-09-20T01:26:09.108Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867568-BaUUULsUm5PBw0th80P5\",\"usage\":{\"input_tokens\":1065,\"output_tokens\":166,\"cost\":0.00004473},\"inputHash\":\"a8e43e93fcc45b1379664c197b9c4a41f58144b9e2a54cb81666c6ecf9e11089\"},{\"id\":\"model-routing\",\"title\":\"Choosing a model per request\",\"author\":\"Duncan\",\"sourceUrl\":\"https://x.com/ephraimduncan/status/2100454070536351824\",\"observedAt\":\"2026-09-19\",\"summary\":\"Using Jev to choose which language model handles a request.\",\"claim\":\"A working routing example shared around the launch.\",\"caveat\":\"No independently verified end-to-end cost or quality result in the collected notes.\",\"references\":[],\"metrics\":{\"bookmark_count\":1073,\"impression_count\":112567,\"like_count\":1862,\"quote_count\":27,\"reply_count\":83,\"repost_count\":66},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":3045,\"growthPerHour\":0.7992508355501444,\"score\":334.24809556686085},\"media\":{\"file\":\"media/model-routing.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100454021852954624/img/hqULLONlXw40573G.jpg\",\"sourceUrl\":\"https://x.com/ephraimduncan/status/2100454070536351824\",\"kind\":\"video\",\"alt\":\"Video preview from the model routing source 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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"routing\",\"probabilities\":{\"routing\":1,\"context\":0,\"research\":0,\"games\":0,\"verification\":0,\"finance\":0,\"triage\":0,\"marketing\":0,\"interfaces\":0,\"creative\":0,\"search\":0,\"other\":0,\"learning\":0,\"evaluation\":0},\"confidence\":1},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"measured\":0,\"demo\":1,\"proposal\":0,\"unclear\":0},\"confidence\":1}},\"classifiedAt\":\"2026-09-20T01:26:09.429Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867569-iIYIUugp9s85KKds7jUv\",\"usage\":{\"input_tokens\":1040,\"output_tokens\":163,\"cost\":0.00004368},\"inputHash\":\"1e84fde1ff524da83d0bd41d6f39502fe40f8f03f8c779fd17d983dd23ea5c85\"},{\"id\":\"harness-routing\",\"title\":\"Adaptive 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supplied.\",\"references\":[],\"metrics\":{\"bookmark_count\":793,\"impression_count\":32685,\"like_count\":671,\"quote_count\":4,\"reply_count\":40,\"repost_count\":68},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":1508,\"growthPerHour\":1.5985016711002888,\"score\":185.1099779830657},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"routing\",\"probabilities\":{\"context\":0,\"verification\":0,\"evaluation\":0,\"marketing\":0,\"routing\":1,\"finance\":0,\"triage\":0,\"search\":0,\"other\":0,\"learning\":0,\"interfaces\":0,\"creative\":0,\"research\":0,\"games\":0},\"confidence\":0.99},\"evidence\":{\"type\":\"choice\",\"choice\":\"proposal\",\"probabilities\":{\"measured\":0,\"proposal\":1,\"unclear\":0,\"demo\":0},\"confidence\":1}},\"classifiedAt\":\"2026-09-20T01:26:09.690Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867569-mjNAZtE8HiEYMQWLkB8a\",\"usage\":{\"input_tokens\":1044,\"output_tokens\":163,\"cost\":0.000043848},\"inputHash\":\"50e421ac6533ed11d28991e67bdf67d266c1b9ef806144805fbbf7479cfc1050\"},{\"id\":\"conversation-checks\",\"title\":\"Conversation 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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"verification\",\"probabilities\":{\"finance\":0,\"routing\":0,\"evaluation\":0,\"verification\":1,\"learning\":0,\"interfaces\":0,\"research\":0,\"games\":0,\"other\":0,\"creative\":0,\"search\":0,\"marketing\":0,\"triage\":0,\"context\":0},\"confidence\":1},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"measured\":0,\"proposal\":0,\"unclear\":0,\"demo\":1},\"confidence\":1}},\"classifiedAt\":\"2026-09-20T01:26:10.307Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867570-jT552chJaE3nnsmj4Kty\",\"usage\":{\"input_tokens\":1050,\"output_tokens\":163,\"cost\":0.0000441},\"inputHash\":\"dd8d4d8883eb2765ab772e3c5dd3fc9059d82c71aeaa8bf222f5a2c45eb3c171\"},{\"id\":\"ad-analysis\",\"title\":\"Organizing ad research\",\"author\":\"Matthew Berman\",\"sourceUrl\":\"https://x.com/TheMattBerman/status/2100654891756589230\",\"observedAt\":\"2026-09-19\",\"summary\":\"Classifying ad observations across brands.\",\"claim\":\"Reports processing 724 ads from 37 brands in 40 seconds for $0.09.\",\"caveat\":\"Gemini performed preprocessing. The complete workflow cost is unclear.\",\"references\":[\"https://x.com/TheMattBerman/status/2100656956759323032\"],\"metrics\":{\"bookmark_count\":9049,\"impression_count\":951006,\"like_count\":6554,\"quote_count\":74,\"reply_count\":171,\"repost_count\":416},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":15848,\"growthPerHour\":34.36778592865621,\"score\":1927.3438921709583},\"media\":{\"file\":\"media/ad-analysis.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100654321792684032/img/cXvU50KmCe6QFu86.jpg\",\"sourceUrl\":\"https://x.com/TheMattBerman/status/2100654891756589230\",\"kind\":\"video\",\"alt\":\"Video preview from the ad analysis source 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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"marketing\",\"probabilities\":{\"verification\":0,\"marketing\":1,\"interfaces\":0,\"triage\":0,\"finance\":0,\"creative\":0,\"games\":0,\"routing\":0,\"other\":0,\"learning\":0,\"research\":0,\"search\":0,\"context\":0,\"evaluation\":0},\"confidence\":1},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"unclear\":0.01,\"measured\":0.33,\"demo\":0.66,\"proposal\":0},\"confidence\":0.55}},\"classifiedAt\":\"2026-09-20T01:26:10.555Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867570-s5QAzKlKa4fdx2CVb9BM\",\"usage\":{\"input_tokens\":1049,\"output_tokens\":163,\"cost\":0.000044058},\"inputHash\":\"d1f2acbf5d6c4a7a77b1b4be824c230afb54a951ba2b54ea4cb6b7fc4a8435ae\"},{\"id\":\"browser-actions\",\"title\":\"Selecting browser actions\",\"author\":\"Kyle Jeong\",\"sourceUrl\":\"https://x.com/kylejeong/status/2100622054945095934\",\"observedAt\":\"2026-09-19\",\"summary\":\"Choosing actions from an accessibility tree, with Stagehand executing them.\",\"claim\":\"Browser-control demonstration reports a cost of $0.001.\",\"caveat\":\"No broad browser-task success rate was supplied.\",\"references\":[],\"metrics\":{\"bookmark_count\":847,\"impression_count\":65681,\"like_count\":749,\"quote_count\":13,\"reply_count\":29,\"repost_count\":43},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":1638,\"growthPerHour\":3.1970033422005777,\"score\":195.88269550002414},\"media\":{\"file\":\"media/browser-actions.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100495119065722880/img/7A1mijkU3Z_Zj7PM.jpg\",\"sourceUrl\":\"https://x.com/kylejeong/status/2100622054945095934\",\"kind\":\"video\",\"alt\":\"Video preview from the browser actions source 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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"interfaces\",\"probabilities\":{\"verification\":0,\"evaluation\":0,\"finance\":0,\"interfaces\":1,\"learning\":0,\"research\":0,\"other\":0,\"games\":0,\"search\":0,\"triage\":0,\"context\":0,\"creative\":0,\"routing\":0,\"marketing\":0},\"confidence\":1},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"measured\":0,\"demo\":1,\"proposal\":0,\"unclear\":0},\"confidence\":1}},\"classifiedAt\":\"2026-09-20T01:26:10.864Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867570-bR7SFpYH50VytHB7bwMO\",\"usage\":{\"input_tokens\":1041,\"output_tokens\":163,\"cost\":0.000043722},\"inputHash\":\"71388bae0ee6b12f54fc8f45dc59e34d27014e77627adcbfa387c7d6c799e424\"},{\"id\":\"context-compaction\",\"title\":\"Scoring 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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"learning\",\"probabilities\":{\"research\":0,\"routing\":0.03,\"learning\":0.9,\"other\":0.01,\"search\":0,\"verification\":0,\"marketing\":0,\"context\":0,\"evaluation\":0.060000000000000005,\"interfaces\":0,\"finance\":0,\"creative\":0,\"games\":0,\"triage\":0},\"confidence\":0.89},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"unclear\":0,\"measured\":0,\"demo\":1,\"proposal\":0},\"confidence\":0.99}},\"classifiedAt\":\"2026-09-20T01:26:13.197Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867573-Ru9ZVAnfQ10yEGtYevbv\",\"usage\":{\"input_tokens\":1051,\"output_tokens\":163,\"cost\":0.000044142},\"inputHash\":\"2dc143176a0f65b8db436fd7c243bcc3c0c2e87ad7b06c8e2c296bbd43e819bd\"},{\"id\":\"x-2101414345096012228\",\"title\":\"JEVRACE racing simulation\",\"author\":\"Martin Puli\",\"sourceUrl\":\"https://x.com/MartinPulitano/status/2101414345096012228\",\"observedAt\":\"2026-09-19\",\"createdAt\":\"2026-09-19T20:53:16.000Z\",\"summary\":\"Du du du Max JEVstappen\\n\\nHice una carrera de F1 en 3D con 10 pilotos tomando decisiones con Jev\\n\\nVi que alguien había hecho una demo del Full Self-Driving de Tesla con Jev y dije, por qué no hacerlos competir\\n\\nAsí que me puse a armar JEVRACE\\n\\nTodos usan el mismo modelo, pero cada auto tiene su propio prompt y decide con la información que tiene alrededor\\n\\nA uno le pedís que ataque de entrada, a otro que cuide las gomas y se guarde la batería para el final\\n\\nNo conocen la pista completa, solo saben qué tienen unos 42 metros adelante. Encima el generador acepta más de 4 mil millones de seeds, así que hay para probar jaja\\n\\nPodés seguir a cualquiera y ver qué le manda a Jev y qué le contesta\\n\\nAbajo explico un poco cómo lo hice\",\"sourceExcerpt\":\"Du du du Max JEVstappen\\n\\nHice una carrera de F1 en 3D con 10 pilotos tomando decisiones con Jev\\n\\nVi que alguien había hecho una demo del Full Self-Driving de Tesla con Jev y dije, por qué no hacerlos competir\\n\\nAsí que me puse a armar JEVRACE\\n\\nTodos usan el mismo modelo, pero cada auto tiene su propio prompt y decide con la información que tiene alrededor\\n\\nA uno le pedís que ataque de entrada, a otro que cuide las gomas y se guarde la batería para el final\\n\\nNo conocen la pista completa, solo saben qué tienen unos 42 metros adelante. Encima el generador acepta más de 4 mil millones de seeds, así que hay para probar jaja\\n\\nPodés seguir a cualquiera y ver qué le manda a Jev y qué le contesta\\n\\nAbajo explico un poco cómo lo hice\",\"claim\":\"Original post by @MartinPulitano.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":3,\"impression_count\":785,\"like_count\":18,\"quote_count\":0,\"reply_count\":4,\"repost_count\":5},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":25,\"growthPerHour\":0.7992508355501444,\"score\":6.418430102186813},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2101414307133362176/img/S8Xkav3h2mc2hUet.jpg\",\"kind\":\"video\"},\"media\":{\"file\":\"media/x-2101414345096012228.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2101414307133362176/img/S8Xkav3h2mc2hUet.jpg\",\"sourceUrl\":\"https://x.com/MartinPulitano/status/2101414345096012228\",\"kind\":\"video\",\"alt\":\"Preview from 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SEO and GEO audits\",\"author\":\"Ira Bodnar\",\"sourceUrl\":\"https://x.com/irabukht/status/2101090579127951694\",\"observedAt\":\"2026-09-19\",\"createdAt\":\"2026-09-18T23:26:45.000Z\",\"summary\":\"Jev dropped the price of SEO/GEO fixes by 90%\\n\\nAgents that audit and fix a client's SEO/GEO used to cost us ~$250\\n\\nHere's where the savings come from:\\n\\n1/ 30x faster reads of Search Console and PostHog/Mixpanel data\\n\\n2/ 30x faster checks of what ChatGPT searches on Bing\\n\\n3/ 30x faster modeling of what users ask Gemini and Claude\\n\\n4/ 30x faster scans of who ChatGPT and Claude cite\\n\\n5/ 30x faster analysis of the sources behind those citations\\n\\n6/ 30x faster gap analysis: why they get cited and we don't\\n\\n7/ 30x faster fixes across 1,000s of pages on large client sites\\n\\n8/ 30x faster sorting of which page types ChatGPT cites\\n\\n9/ 20x faster creation of the pages that make ChatGPT pick you\\n\\nAvailable in the Ryze AI app and MCP/Claude Connector, link in the 1st comment 👇\",\"sourceExcerpt\":\"Jev dropped the price of SEO/GEO fixes by 90%\\n\\nAgents that audit and fix a client's SEO/GEO used to cost us ~$250\\n\\nHere's where the savings come from:\\n\\n1/ 30x faster reads of Search Console and PostHog/Mixpanel data\\n\\n2/ 30x faster checks of what ChatGPT searches on Bing\\n\\n3/ 30x faster modeling of what users ask Gemini and Claude\\n\\n4/ 30x faster scans of who ChatGPT and Claude cite\\n\\n5/ 30x faster analysis of the sources behind those citations\\n\\n6/ 30x faster gap analysis: why they get cited and we don't\\n\\n7/ 30x faster fixes across 1,000s of pages on large client sites\\n\\n8/ 30x faster sorting of which page types ChatGPT cites\\n\\n9/ 20x faster creation of the pages that make ChatGPT pick you\\n\\nAvailable in the Ryze AI app and MCP/Claude Connector, link in the 1st comment 👇\",\"claim\":\"Original post by @irabukht.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":2823,\"impression_count\":245317,\"like_count\":1445,\"quote_count\":19,\"reply_count\":71,\"repost_count\":94},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":4358,\"growthPerHour\":37.564789270856785,\"score\":716.2198478848152},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2101089408099516416/img/Smzn-jtE8prvdY90.jpg\",\"kind\":\"video\"},\"discovery\":{\"kind\":\"user-bookmark\",\"folder\":\"AI Agent Notes\",\"folderId\":\"2023811579343433733\"},\"media\":{\"file\":\"media/x-2101090579127951694.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2101089408099516416/img/Smzn-jtE8prvdY90.jpg\",\"sourceUrl\":\"https://x.com/irabukht/status/2101090579127951694\",\"kind\":\"video\",\"alt\":\"Preview from 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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"marketing\",\"probabilities\":{\"evaluation\":0,\"verification\":0,\"creative\":0,\"research\":0,\"routing\":0,\"learning\":0,\"games\":0,\"marketing\":1,\"other\":0,\"triage\":0,\"context\":0,\"interfaces\":0,\"search\":0,\"finance\":0},\"confidence\":1},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"demo\":0.61,\"measured\":0.37,\"proposal\":0.01,\"unclear\":0.01},\"confidence\":0.49}},\"classifiedAt\":\"2026-09-20T01:26:13.926Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867573-PNHozninswwVw6imclHp\",\"usage\":{\"input_tokens\":1264,\"output_tokens\":163,\"cost\":0.000053088},\"inputHash\":\"9eeb32b9ccc0cd6010e868e788647dae2ac10224e65e9341efd0da611c952cde\"},{\"id\":\"x-2101074194260000982\",\"title\":\"Filtering social feeds\",\"author\":\"Rob Hallam\",\"sourceUrl\":\"https://x.com/robj3d3/status/2101074194260000982\",\"observedAt\":\"2026-09-19\",\"createdAt\":\"2026-09-18T22:21:38.000Z\",\"summary\":\"Jev just solved doomscrolling.\\n\\nYou pick a niche, Jev reads 3 days of posts and asks 8 questions each.\\n\\nIt runs in ~2s for $0.007 😅\\n\\n\u0026gt; removes bait and hidden ads\\n\u0026gt; judges the text and like/reply/repost ratios\\n\\nFree, no signup, go try it then touch grass ↓🌲 https://t.co/DmXB7pQxAR\",\"sourceExcerpt\":\"Jev just solved doomscrolling.\\n\\nYou pick a niche, Jev reads 3 days of posts and asks 8 questions each.\\n\\nIt runs in ~2s for $0.007 😅\\n\\n\u0026gt; removes bait and hidden ads\\n\u0026gt; judges the text and like/reply/repost ratios\\n\\nFree, no signup, go try it then touch grass ↓🌲 https://t.co/DmXB7pQxAR\",\"claim\":\"Original post by @robj3d3.\",\"caveat\":\"Author-reported example. 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T8IS0oyYyGVRpADTemz6XuVp17z6LznXwc6krKMhAy8riNmZV3nYJq8DZ03i0qalfbBW4FHhJ/nsD+/OLxbnwef7zkTxQhI/JVgks6sOZlXvOZoUXZutDO9vcvwwVvwQxRnG0oUgweUNfB+PG/RNpO2voRyLU5ZuUhb9BTjahkhrGfyXWVN0tNDwMcmEfBiiENPsp3wVu/mbkbnw8dWw2cXR2xMa+YGceIPMYzlqiNCeku7ihylKay3F7naoU83760+zQp8LeG8quP71InsXxhIfOPQQ+M7sWVRkSOKx7LGH1XiGFyOzvJZDUAZcEmnWdo8EGwVIuLDys2CKk98B4SXFk45+8KaH6DHifdeexS/+MjrjKMYV5CZ4Q8WpNrD3A6wmlZ5bvdLe857l/uFGaIAjZ3U5pST/JHxjb2wWh/6QgTNrgoC3swNSHmiAHiJ1EGDf2aMwNzfB3DnZbBUSCa+EDkL0eT8flPI8TLWh/X/QFbl9WcBFniHts9kYGpveQG1rV2NtqvM0en29SL6+AspWUeg3g4Y83drIJMXUGsPT+vsLzYbU+TGaQl9TERFNEkjSvtwrpRopdS9EemDDklEo9PVKPMQM+v9WW4oXU4RrlAcuG1QtLwxK9TbVu+jWIJh09CDyJgz7RJkSUyWv04fKtttors7pjYH58hDBq4gAp/Zzk2IHbtYAPj5ZHMsyWw045ANRNmY72cbE/B0HlNoJx96pm2a4JzdI8OTulYFK4eTTJ4TUAysq5sXW3wAE26UMzG9/aKkOx/GIC3934wv2ZZOC1Bfv2sG9ZSbE3A1tylpLoTziazx+8x0jgm9ab/Gfv+3Rx/Qp9unzATxVu9l5M33NPIR0a0+tEsDl+R8fLjxxu8kr6GgGhbthQlNKskDrz7EilVsxD9fO3nU4mJOYwvuwP933wWPMWi7dEOPg1srDJTkIehMjrCaP1Q7PT42/wpzWu7KntsOGB4IwMZcKJouafTdTozy2PEmFxkX9zioI6jVkqdxmpQfsX4i42A2W8VY36PVJUOHYDkeYjEF/gdLlp0m1Nb6xtMIGYaVTcCTHzfoI1IM+jYjI49lZkdQXRAOrS6pSUSeagjAzanmo/B8INOYeVhL09vcLnQ1F5YO0IV81+GodjrxBna0EADEcy01tDXCDja4/Oo+qe02It9E8c9VT7dnO41eWUqMtPma5E+slU41nnF/7Wln596UTKX+cKNH/el4uaBFTdxBIap2vJhmrUH5jYnbuuAtA9CbpzXUoVIQ0BwV6MZ9zX9fkcPy4SAAABxJo8t3eVFmh+V8TqUfLApaFvc8BOKCi0b4qAmgDTAL3+Mwp8p0UUFEt5syoYoHwwLGPV4QS4zxhdE3fHkd/q1UASiXtHHAAAgK+e+OLWZgXv3leHA8TbCujTbqq3Nhi1bWUr7BH5BpGCBbzFjcYu1q0xKugTP7jHBnt4vnEsP2p0IlMUM7NErfuYqw7uBbFnjrx/1ahTQsT068GTP/ayH7x4/nds6I8SYKkkedfd11HfGKtsKhSbJVoN0UVnL8F9uIHUHHWdXwSRvW7b18TWEA61SdMco5SAxxLJUcARyPUJLjGKYftWAVl0bg3pwOJOTbRprHyQEhMd3lfHC7KZ0I1IawhUAvywiyL+gr5RgcC1yuyoYiLTx6Tbp82nc59ZmPpf5jtBPj1GegF/eVTJMveZomdKAzamo+KTJbObDS0NvPBMmYalkJfG5bKqjW12ZxTpgraBXt+Qg+vHt7ups848NQQAPzBxFm9w0cuiIkFlsc09y70zsN8b/q1a9WMvuYqWfV0bubc6pTs2yVrIGw2hcHTS7+a0rMXsb8NStXb/moTGxe7/dIZTV0ltdwoHXMzWCclkiwqPzfM11Q1pxINQ3lQFofDkmlPLVtMFZM+dFpj4LgcLoSxNawRS2DeB6dwG3DOzhzRLPKLzuWhLt+v9TA7odAN0qK0gj9pWAGsWE3XsTveOVnpTwffa/oXA7t2JEQ4pjVYf8AGCS+vKhzU9PFGH+JOcKFYb5K7If09bODwBo4PAQW3puyJRX9HO9V3nOLnlPwkQ5yN0e4HVfD3PuxYvoCRdlWe3AkafxXzdn2XZolvarUVZYVPKOUfp5Su8mZFBRA20yfEDs3fgwiwTHOgBiUbctKtVptCwFBZHRKPAgusSYAE9XXksa0Bdf9RKUZxhHlDMBDhf12d5qadefo3Rdz9OrBii+02QowDGspUplof5i0tZrsmPt5gQUJqwBp1kyuZQaTuEPYJM68tdVzljyX4IOGra52+PSIeGpysRBO9shoNhku2WFDBudxRnMnpyFlZqY98XfFLeNubKNW6INhErk3AHLS79F3gzp7aaWkv5VVO2hriQA6BqigANRqh7i95QBL6Aus7CjGJr2Km5YJY0p29NnQQQAzlAEQ/BMn/QfksCk9UDUjbcVmm53kPOEYD/oGUXXU2lZoLG/PGliRlCOhydXJJhsZxqYQS89cA9bgYggcBfquVkF2IUrPfhmdXcoMnHip/M6xcKCk1f5kjzxv6Rxt/BHwlmX/YdvbR76nTbzKJlJKzziKeoCsSMxxTmJoHvCmvh8wimxw+8+maauD4KdmYWKBE2T969/8I2G7Whzr8gdGpMz1TX8K4MLUfiyogG/sX95f3Br6kgU9aqXJ4MJYAbDpQe4lLKT/4DuRbdhKwpgg58zJHUD+wAAKKamex6WP+pscAEBR7oAL32FANIkTsB0ZuV+321+r4bUKd+tS4bAR/6N/Krla6t/LiVqvcH+g2Q+8RnLyUCud+3XuwcizNHxxlTDTPbn0F72A6/i9W0YPrWx9UzP1J/v30xaJ7fxblvQGhrSZestjyQz0p7lGAQyEbiHhklf5x/k5fisxcxRwS37r/D9R2CXDJ8bFywf0lY9l+UXN8h6BazSEFLgwivcD9bGj0W3AWYGD0axKG5obhDCXVYYed+4hmyABymfKMzT0c3PWQIn0K0VMKKpJPxTiZyRIkSFSRCThq/d1n2DAhYGacTgx4404O0K2OEBRt5DTgJPnPb0O1GI/YLVJDGZratsV7jePAe+Z4t0FCC4/wLS/SY4jWC5/s6A4An4TM0T1LNjtdYDQKiFs6+bcuQbAX0+iNwlhEQJn+Ll/pWKm0zxTT9NgTz5jONK6C/oaw1p9+7JqIWUF+FJUKBf9cexJ07XCOeadgzmB7pFipQ/7Czz1ggBfu4VsBmZumlYJWUfVp7IZzxNSRizhHczytwZVOct2LE0+6u+9Tfd6gnym7uEdTn+gOfqS30YDzn7ARYvenDiwv/0L5j7h/Ule0uapDjKr7k6ooAqS/V5amD/B3xamQPZgPHbz4sZdywD1XBJZBiqhgUWP5+oiB3K3GpXUoM9BxrtAZVhFxtjQVslL4xHuRyMPih37VNwHsMk/42wfVK0WGSTUlu5WySDPkFBEaZLiNZ77M96pjpi8ODl5a5u5O3QHgDYmPpXogk4/eIqlKkvF9GMrAllXkYDTSEcVL1kKzV3TVMNMc7/FkwDt607ZFuGgeLoTKHBJoWGWM0Bo3o57iqk7/fNKHdaGXPt24zSEQrp1LGZ/Gdxn0ukpaJneR7b4lwJhFpMhSZrAkKb9+Zosq3TkHLTuWow0M7R92Y97/XJHoO+/wTi/Lu1mN+Q7tlQwGVfy/vXDJRU+0mKPX+BYVtiGwSYcdMTnH4gl3DuFB9mSpIDz7+1O3TwPOcmA74+k6CtUiLZ/l6HbcLBdaDksKL6yU50hiMucU9dvFLK/dh6dGeR9WBIaH6GcC7/Xv857313UrOH7tQAHNNNsA9IpR2aTTHCG1amGbgJ/Ev0ngANRAq2vnI1He0+jAXJyBs9d3UyzlewL2gVD5Xo8oidkRqoVO0eIwuiq0w3ehHUxu0XCiOd/pMTCSGPJMClGY0Q37sdmIqjr1HT/UYqnx5yv/mL2PIBlYlD7kMTVwVfzBu/LotYQC+9pm78MRnu7pixiOvMHZcK/gV1cFP8xIxDaUpXRuIlx9jkM3HXh0C+VhuTYI8KyKC/u24PpnLNE+rY3JL7lS54dflifsWFNj24/0rXQbNwOK1xCtd/2RsqQhryOt7HI80nNIXjTs2aM2LSB5G3HOxAY/NBEtUaPtBcE0yyxGKP6K1LFfAugTFStnDGlx581yOEfJETAdKtAcADJNJpOUYhjnzHOUw5Fx7+O5/JkM+bchy/0D00EmRkp3L32vtOM+hqpKtjpzrVADN2WHL3+wdDFDM7gOj8ndwAbYUJzvJvtm9wnCYa3V2FbCpMqWnkRptjt4xPYB2j8sAWneu/RgwjQxTQ89hiTeTwsggMd5qDYBKaiQddlTKyY8D/jlM4o/b/cCzxVUBboJt8PEw9Yh9eDahQx2zAk7pU09gY9IgYLb4Oi+MieW/l42Px+i4j34N4yCZyzjT25/ONmqsR8oMNIwRy2eAk0wyAwZlNPAtvQsfd8Hsd6c+CEkXvJi1LpclYz1gdZ0vXeeOIMTPL1Z1EM7+9HU0/ik2eo+IMEEx/0Mw9r30fiRCOSMgaBzFTwYHHWs5GZYQXjgYw9vQXQAF7TNieP+bPa1GSFkfqcDslgEqSsEjZJpN4ClWi1YWnSnoJrCttjIlqlQgwkxwCj1PP/m6Krk+MH/+24gLgGv5flgbbdVa5WQ6JiNkWzQdhuPi14QaJDtwJYnaDzCuSzqFoBAf6uXoKnR/IzPj2E8yfj7tqqIFBUYWadpIfe2l9++Jm6Mlb0xnAaGKC1JhCHpn77ai/22m5fTO8JEbzosONDbI4SGdFkKmutcls3Nuv3AwlTaJjcEaNhm5DW916lZonsnWHttHjBlKFh70tN/zpZSX8NC+q1sF6Grs1Z/ap5Oy1n4B/EeRvTIk1Co70OWVV8X6pwLE09sB1Vrf/Bl998b/wubmiZR1ehMIwdDMvXvC+tFq46iPYqFPUdWWQMrwAcLqzKVXAeB8sOJJqeVsYI4zv4Z5Mithc2bKu7+wsUIeDxgpNuY/FguM0ulCE56DxvmPL/DNzY0CZXDu1/5c6Ru3IvK0rSGfOlecL13tQ1i5Fm9WNzOPwBMFCcD3EqLZyvcGlxUhBdQZGpmA1CbExFmnMjWdGJv0G9a43h/Va5uDhz6W0J7COpjWIWn1QlnkBu4EfOYwwymmihTgm9jZ+mEtb4A1xtRZ4eFk3pLTAfKP8baihbkSMLEbDWpGQV4zQNA5dCALzvf2lhbXS7bzQ8rBTeTmDAFPw/XsNgb7ckSNi3r8/h7b+hTuVTgDgIYr4BijDpDfLFiM1b09Ul31QqAiLxQIUUzwFoiScVmFkDD4TeUYmAoxrH/Hyba5sNGEAXg8e1i9eH0J7EgYMr/18OW6875ZrcUFkhBtqpLrFjgAVp/o5LKo2MYpd8eeBz68uQGfxYn+j8KXvZtmro3R5hbJgSrs4BPYhOlnzmzL5e7m1U/qfN6mLT2ye889PozpJWDV0pKXjy5T1hB/RZQjhiOlFdxAJw/6CK6N+aQYqCEZjuEXlaq9HlqMnmEyYBNzml/d3sQyg6mXSD4TM5skAcS+ItGON65blrdfmMbI19Z1w+XFEMbi0X4AN8xY1NvLNtYvw72noWw6I6vGEbjjuco0dS7dsKfsokaw88K8Kfwmt2n5lmdt+C91L29yj2n2BdKSqJ135HkHYHQkn7J3zWj0BLmNe3wA3WtIY9fMp2LW9KEA+Sb6mnqquxiT0sGFtC8hEx6eYRyLbPIVKtHvS93Gxk+ahAaSXJuIaPZsoDaci4ZxWbwC0gaO+2qxCIu7SqZfymGo/bHi0w+dv8T+ac4dYrEo2+j2ZbpmWMXWmuAtJA8caVLG/VWLkQRMRxYhxghZtQcLOB29cO9Cw7IVgAeaf1HKjlFWmxXrQmHYBWdi5zYdyUN/gSGRpNEdWQwBU6FzW8ULaY8Y1kXh+1F6MBN2nbfYJEqs7NQxkQHc2LWRt/KT+/gKmec4J5q4bGKHQ4IvaYjGAyvpQEg/HAClLmmDbnsAXjCGfYmq9nJgtGhfnjz931nN6933l7rKPzkGH6FkN1fDnRfPO2JQxN9akybbud0wIHMr7YBV7Xoa3TqaYetPCreB92ueuAA65sNYq+MUAfx8C4YzS2yCivICEK2LDQTBJk31O3VcUu7yQPbLy4Mdu2b5n/szAXVb9jna2h0q16Pt05Arr6xPg+Xqy7L5m4PKNlORTeKqe2X49MZ1IJxKMJHIuL5F/auBJyJegpBlTHHX08h1d1ZHf3fN53+WYZYCowqC4homN9OLkjQK+PTgGA1QfBl/d/wkJs7j0fkfoFtTZyd5Jtjuwzsf7LJ5LHxGnVlieMW6b1cL9kAmIH5KLtZTi5ub0GQ5XQpPun8DSXNY376BywusTJ61ioiMOMIV9EC/E+3iWcborWjYXS6mlqb5Zjk8XJOQJUVUuF0zxKy0NZyr6uZcGsyfqUUdwmU7+4v7JZv9bJwTAnrL0LQMxpOC+xdHWKcRxBJkWYkSKf7s+pS7C94UERWJcmN5dKcczBflJ/+rhTJ6wJI1K1KRaG98pCk1TBEWI44hIr19JZiZkmR7Up+n4i9Im2spj/E+mtl8Lr2TlZ1qcAVECCV4XACMtoTLDHt6p7tx1ILz8G2F5m00ByWwwJd7SnnB4+eMPb1NYSn5BL2JTqLOXpKD5QpfOi6PqlOOp0lcik4NQEPMJZVRGBFawzOJu0zR3yP+p6f9RLS8vpXQH1uXrC0Zuo1Eca8GPmv09wx2+AjfVa4cPHYA6DfrvY9LZ5IbAECNHCSXCjjoamOoTUN71nOzPt4g9AlxkS1wjTKk4deKxjZRMoVx/8175CCH7PPeUQDqrzc9YRwPmg1OUPoZ6sJ6nyXFt9InB9j6uiTfeyiiw2/6GzJ/eeS9WhE1wCACH9zNK8mOvOy4jv+pze+rUpH00qgOSb1J5IQ4EFG+BcEodURuQ8rBnHUjRnrGz6nEYAR9zg6XSGLzdC4OVSgppY0aixl+h7iT1vbcjuKjsjF0cM1GQDGrKdJ3lU7j+7JLtH90WJ/qgudb8O3a18kAoKigMAhxDYejd9IRYlkXVix2rHpK/Qq24UVOZmDw2nqhNUd8TLnxgkOY15IHuyzwkSNyRGB3F/a86dvGfv0NsOBdZDno22jX3/aDdXZVSTTa2rX0fhSLEgtPHNv13XrE4Ry8YMvG2GyrnP1vnJVW142hnQMecox1UHCRuSpoEN1rbK13LXW9FMwwFPG4uMgzbFG9XAtS4xYoRqp+G5t9OjZiysDRDhYXJGn2hVa+/pQciOz2qhsnRncButVBqIlUYGAqTYbSgCdrm3lv2M7UCmUkAF/sEnIOr9s2/enNrXCLvfQ99Unf/WLvppLJ0nKG7iZn0E2lvidWtwFXcrIbF4kUyBbuTQNxshTx5A3YDFzKW2SlgMR0UzJwFjXTzLss+F2yC2w4qb+hYorsp4Q4hIGRkn42YrVEX8Eimuc6KqOsatqFJA2lfTmAFmGNJjqw44ZkVOZoZEwRrKz3GNsXCAbgMpEHHj1AXyKGjAQGZN7235jw8aNBiLZmWXafVtPn/3zEOl+Vq4WRfI7qDY2JxEt2Ege6B/UMaIqaTBrpKEadQu2oNUaU8Ac6IpJrmr0wWiOniIU9EvzY26nUZ63VSEZmHuAAv9CY3GSvcFGeIUNRvNqVC28FdTdLKLEbGokqL79P/uDj2DrHPlvF1V7Kp1sp9vWDpMppxtEB+8zZv5OVtXyxku1/iVbNbkJNebYqC2Maexe1jXaGsiz7tYBWi114iWpmHU+l93GmBjq5c09aXmuwpHwbnorS916d46KZSejMQuc5VlpiVqP91ZvToYOWe/lVUOWaQeqxa9BAuUXjdarzhd0e5OYbozjp0bzkDAUqpZLS6HWT9CWF+THx1skGJ8yuxr1vi7FNp6Ra8fjHfbQ/4uzAxGbhBwRoNoVEgHAG2mDQo2FIf8L9baGmsvNtLF1gNYdAgxVD/Dwq9HPVYjsVG01LSL2JxTh4JCClWqKoLuhqEZ7kcaBf5XULWtGOMOxtA6FW4+vUqTAevooXWxg9HdUkGoLfMvxr8J0+ooqPndKh3jjGLpnkmUML7qembH0ER0PpKYW3zULkok7+eGCqEeQ/yNXZFYbc6D2iT0by80DpPCl3J/TRSBSk2Ap3TjM60FRtQXULWOdZjMr1XCDi7+iJsV87rtQ5T2VWDHWTyIJqJy2vH48Wk0OrLqupmhak4wHWzanrHsCbbbHuWJ+UrCF8+NVGlB2bzeFzJdfbPFkCKduf2uTEwrVr6Fn3jPJ69vXLYMcLitzJJQajMCl/RnxO59wGClLxf95outgE22HzfToKvsmZVxFKhHDdOZzCylNcFOufo/yPpfISqiyxWyrA+Qm4ggj7gcls7P7VpZtyX2ghakwmZUkRuRHcjXv1IGmMHcUAV6eAXzQBB0Bqihe/fb4oEDIkabcxOySG9zFWNyv/ZaoE/ZDCFmvw2wPf0ayAb9dWRMbPvZyNjsRvQENRtR0hnkFGyNl0Fcy8HBXNFxWxdxcdz9QsYqVQ1EiKhlaZvaj2FqpK16XAISXiSPWqcZ7oV+AdfQATrfQ+JEX58nXQa7MDA1UhyOrJ82kmTUKBWB0edWU6fOQRWQaaVe+VijtmZPMRh6iBlpWd6OCEzAQXMMqcRIdQAhOfufvPKKl9SfSJXOEWILNbT8JJUIRl5m2O32KWHlae9InJn2Pc/Z/EGRbFwx/UnHtuqYMleTmzkhh4g2RblhXHvq5HGU0RiCXxQ9DM1d8E1LW3gEuguq3sMy0L95xtUzUU4evgHw6omGwvdqFbRczgS0SPrAoRPyd4CAN/NvTTjvqB2b9+UQItnzLSy+n8BhNWN2dHYW1aJ9bdhvxEr2YDWWt3hrmLgA6Fw6dsVbUQ/HdJp5WfduPLe55sA1e4PIeLCAjcYUPq6ZiZ2G8UtzchdAIUMRhlsU5JekU0u1jKM1mZcqD7x7pWl9HAX57NBo8TKVAOC0uBmKVIw4qyqC3+clS88681aWMZP2Ty+41E1GBbpzRfTm3FQHZ5QJNws3p8irtL8iIC7mt4I77f5e6TCYOfro3dtTgf1dTaHlsk+HM59yiGW/y4Mcp6z5o8Es88touIu+wESqRlx7R3ZlqxRLZ75UD+jPZGw0U21hRK3Lh5tWXTLTWVT1meFVen9Q0TMm2lubiSWSKjm8kFxH+rnEFNuXGlZYieT6IpSUpF+qGzy1ciWTXcpDz2th1TOT6qbkp7Q7e1noOJ5zU1UBnF8u7IFbAB6w7wOFP6pyV4prQhr59Y9iSKVFVJoiDLnsQ+sXLMi2z/mYjk1jDJ6XDLpQDCw8y9RAn2yzlB08Kf8nJgtww2NhOPh8yvGt05fCtu8bY2ZsoFez6l8X84GMXlLG/24AIP8rYp4pS6YjeKAwZVALxvtS554p+ka4Nbz4CNRESEEF2N8XdGHoH0BohiBK9H/zczHdi/CVu6tWZu4CXWTgcWLy8bsfe0IzFv9vzos5pYdRLO4RWIHk7iTVuVTSFjBxaaYiiNOeAGqT0cQYmivzeh/xC+AeYZSM1Ls5bYA/kJruHv8Z7OJti363kS1TFYep14KHuR+yfppSnuaShisgUCIUeOr6on5HgD625VBOVJoYHN1378WO7nbemw9RK9mRbbsvXYm6XIE2EK1WxNVn2qUInx+kJx2IgJDB1JU5zQTZ/4lQ0+OQn5LvGJhNLQybUygmBNI+D2Y1rfgQ+xpQVFul9R0rLW6dpdDUHDjuvDVt7POEl7NjmlWhhA4+CJuN6Bbxjwd2CHIBcUh4Lmmpr3cFRbdqWAik/XQByBl/grbzzTrox9MqP8sRKRXrL8IKDT80E2mXoNgjeOOlm0QWIspF71TozmBKazU96TPdMkvVurx8bkgwvNpwc2PsFz9l7s9Fm8KvrRABNTbP6GcHzxKpfQ5Huh/tvFgLupMxaYEsTAOg2Wki/LrkAs1tb99ucuAgDz6EGYvOImca4iYpVvton2yUKGFnukAfeUOPvMJII+oUXkY8ut50800i7F07EnN7wJ594q0+nFsD8abzeZjUtJM9RVPDBPSONGOp9StBCWMY2VWzMUKEdY/VBfMRKuXqlqYn/R6PN/X3Pj15XgVvh5iPvhaiERl0lB3Rju8XXYLLj5mmRhF4vGpTfqpMOcIT8fyK5lepPXVx3z9gp3Abv3YQvupeyK7OmNqmgT133VXlXVplhL4ZINEPifB0oLhUdjZHuhGgZkMbUhrvoXIHoxAzC+42sPrNyilfvViG8FZt6KWRU/s2KuUsSDNVLkWKu5TE9ftQt169Of8/Yo/3fohnJnAS78cDBVKjH6vkX0ggf7zTz5tnvYKZaJvSn7OEH66fV1EEIqrlzcPNNB0GA0eTvobqWNSVIk0cIOEWCaS70DYMXka+EfHKNFt4gdIe30193naw3KKWbTC0R+WCuZIk4RgjgVwcJqN+N1S6lz8DIXiAMIojc5gM70HExtIUNx6MVRoyU1b/EHOZXnK71fLEChfAW/ClNmPQl7vII0s/bMKwuFYDNI7XS3u800schgx+HFeSgHsL5t2P+0J9VIz+i/0RJIXczZl7xxiCtg2udHjpJ558ivnKD0ZEl1Rlfu+fafl+fimpISs5HMyS3TJdJwieJRd0XzCYLLJAH7SgCBAK93fwwIO5NwE5DJZsAPGQYt0MH1La99GyBT5KbQzF8s7HOIvdE8qGVk21Ci5ak3akg2u6dzf72cMhLx+4hgss9oy3HiHWCUkq8cWlk2it0h+9vvrps2gR6L5NzyAZQeXOL8Ats8lTLdjLty1fjZgLNHBVJN37mTGiS49rJj583fD7Y9NfzO6aWTvAr/C6PiomFfNRwmM35bPEJkj8oISN9wroqZ2ThQ7uOg29j/t8brdUiQhuwJTg+QT0+pAmOf5/0N5ES8lY8RHQYv5mmH3SDlXssVlbJWcedTrtuyCasOGJn/UlNq2j7eIOSV/pt3RrivTNmphxztIKmTG1MGwwm4Ql6Dq19tgnfYc3uchD4wgKRY7tiGiMCoJP8rgXPxvqpKutT0yuJ8NnboxSlsBy4RKTpUNqM53MBf/9QNOMWeWi6+hfjshV4xZfDPPOzsoCsOUjPBj27eiH9TIo1p+yH308u44mt/vGODAh6BX7MkOvucCy9oiFyt+aiCBDXwtxWVUklYIHzCELFZ4R2M1rp3K+6g4c/ug8Ag9tc1wmeRyRTS7Cq4Q4nd0PUpetEP5lVZSf5JfZjKqkytwWyu5RPmywZhdUcVyDhOvy8WVIIUJv7YCGmTtiFA9SUN+96DGR2qdbhNiImNKnQwa1nEZjshwh1jd0XURfhcPFFdmuRDgcPdaPeyF+qXFXRCUrjZ07UQp25fkTR9SsZqf5WPyUN3nxnJH9WGpq+EmUYH6Dq8ztqjs1exOIOdkqWHIsJ6DbCcjpmIMOUnBgAFKFmmvnvFgQpELka7kwyqPfi9oPWQ2k++Vv7xYI28KfSLgFTo8h0wdb7+QE04sEF817g5M1E+Ikjv0UpiMFU0gjmF8xZ3ur4bXeByr3XPQcqs34+UveXp1TlEphAPRIzQhk6dsoXJr1FvdKf9Iz3S42GDBDQxapFhn1ncVihVr3BKSMh/lsMrakJ/tpe19DPMkDCqfejW12u19K5gCT1jFUAho2IlJL4Gldf5xQh1DtYQ5wpJj8ZTi5m27LZQxWr/Gf2EmdXQLuVI/c+I3HrtVCxlp1NydZ5f8TmNaFaRRpRZMTivzZh1W6gIQC8Xhi2r1/8pXmZ4tq8pKKOssUXS6rgaqzRtAdCamJjl6Eaf2AMIBMEw5j1k02j3Z9kaMMsUcnQ3pHkKLayQbDxnwC7NsWngAHYFvxjCFGj8R9KK9qfhsK5Gg3Fb6PUXCIGQguV/WopphLFeilYN+dXLvmABzMV3Lfwypm6DlYnclWTNcps+9SlmPzcUUch0jacd0GmqglbgsVi8ogphY5WBvf1BnPENjZX/ja/9qb8xCo046Yv5dyWVR/DQ/7hGCmLB3kLv+JGG/HOqSzwNFHrc3ucxsf8i8erAA0eb8Tlm1UJsqv6ioVRBpTr22+PtYMM97sbYj37WM3JQW7l8UFbUrnmozMimNq0xXBAgCKXsYPHWQ1cz7BLMLaJc1Jsw6kNVDMPndqyBu6Fv7XPrUe4ryH/P8B86gG7bOjYiSgmMydx381G7VNpvMIFW7UO5yECQ8tUR+VCyWPR+ADx+6I60F26/QGfojAhw8iXsM85xpM7oyQMPGgBL9JAFkiaMGqsV9ACy9dG8uF4jIgIuzo1Bw8MU2iYpU3Spa7NGInEHOE7569cP7aW0heJb9W4tPPfnzxBiPrnRdazPGGfdPclq1FaySFIVjdXfT5vtA23Mgg2tI/o9nesbuiqW5oFktC95QjlIrwTtoNNm1vmWU4NT0QTx59bMufzn+O+OGMUUjT7+92mBHbKw651v12gD1E+vJ9w5+CtNCy9oCAnOkuG1Xog58BlJlCtYNp1HtaETvrUeN1ngFECqNH15bjmSOhDhJan80mEUG3ZKgUV2DHHEjaWueT1wZyW4Age1SMieC30O8Mv9cAszSJKglnxv306Wy9vbGbVti4eGhytFoaMu+xtyHNojNtpfhkayO64HoRkviHoTxDWpdPOa4UrRuQST18+q0XG7oOCcVxEWKJPb4YcjODIK9XSBKs003d7h1AefdtxH7BWLF/0h9+rb73zsOdkau+mbDTCqQ3GC8lKHJep45SFssWq5iDi2NY03CkvWI5X8LLOLzpmowpXFSrz/LhAa8FmeIWn1VkyXcnqdv/BmgPdH7Ve9RjrzGHU4PlzVryXZfoLuh+Y1xnZrMo0W9DZiKYaz7QSoAD2WdRbBBBuhJKrgdEXY71Et0HzJqEo55Wis1eVIYyAzgR1NOmntbtt9Y3tlg2CUZt8Elg+s6hiEwiBSYG9lWmbyIHY7Edz29A6iPCA4F4RRMa577KgGXMX40KsrkdVsoDiVyTMCCfo+tZaSPiPL4C9T29t0+b3Wj0eetSGOEAV04uwlVxgrITQRY1WDdDTxl8utjcaE1UTCG7gYhWBU3QktKZH8X6K/Gy1ZOts3WIo4hQ0Bqwgv9cvjqvqoJ14Q4Wurr8fv/UVQm9FyTkr2OwDMpy61oxaW8xRTojGd3M1IvUyikxGaPFOvEWZ5I6Q3LJPBw7Zs8LeQT1DXg9GpVmFuu952tJCez5MXgKny2vrPH/3jksEMX9o+8IjpuCmikna7N85PZPT6+x2r+wd5khDpFWeCVxmKhynWtokiWg0wA5wajxWxqPYb4zdpxvNzdzU/pxy1jZSDt5vJWxVodbHyGmNrC37hnrVzSy/ofSDYgWDafZajPCViyAno60oNbZxg67HaK0whAWwRtrNftRKsL4WNp/siTXTpJhrPp5MY2lcKUPFLFs7vVea8U3VxCyFkMxdIQyMZYLnHWkgovlpOEsJt2tY7uI638XV35lquqlsbnH9VxvEAulTkr1PM2HAAMetamcL40fLSLGtnjqDbWIg7uVB4gkObXkVWwNkRB8wVAEvv2lP1F+1QvV2u4htxMpqdQ4CVi75QQHo2mglLL/1Jx20XSQcL2jMTRR5wjaW8Np/6yANBHIm6uAVMUl6kMzHCHXqWentoT2QcauNbguUScyHjA9baXfZabOqOgj18cYg63F7ELlTbaPvvdWvgoJkS4IIS6BNJ1aqWmZt3WF1ron31VwVLUPhwt8GqI/ZxXYIPrBIeFogrv5MMMH+suzXECYO1g7wtx2W3R/e6w5YDfxpDL4yw33WAPL+YOeLKNam0TePi++hT4XlCIbZ+0IOa83feRM2tnGaoqRjrM0h7Atr5jjIz65q8PcCB6oW2cJD97ZCxHth1uVRb50rH/WUlytJdm9P+qZKfujboPF03RmyA++VY3Bw/EA9NgEY5aEe7VQKwOxyXvQUU0iyjHA3KEAOq3J+sXyUiszUz+kztvwVLYEBEdv97bEqwfy2TaBmePJHTsUx5QIgz8YSgqhLcd7ZMjltb/y5KtVTWoYMPcLitouELZuvVpZIzjZ2SnfKw0O72rTclq4vPYfWgi1L0mGMrZe16Z/cBvNP4FtU4GnNQRep5/Nnf0GvoZlvrl165kc6NYiIF+g/HY4HTdMnmKGomfi0N0/IvK14SEyqzfCPr0HK72WFn2bXeWqxqUbQ41qYTCHadQgATl8o2OQBiFsAGjK+9eCrcz0AyrF3JQhvxgJcRn3vYpCEKQ/DhdV248GjGfLTJhPdB2eTsWw7Y/PyxPyTC4xjwi3euR8w3FbOsg8E8LJKm7/xaL4UJ1F0zJiAXL+njcNkx2Ku2mrvShtTTw6iJubK6JNqbG1qx8/TJy5oY0lyLVsnZ6uAEZCmKwtoAAAAAAAD54yceQgZvXyL8nsfDwPaAM4YBehj1SOw8V+DOSN6CxScKdf+wN2Vl7gOdC6zFlfUB9Noi/QsE00JZYchOkl6AwRpokvDdKIqzynb8EG5is+jg7NjWsMhoD6nU1+94eXMtSuukEGsOfk2c+u0y6KIUqKr2cfnkFZJwbrTZOamQ6FvQ/1NEwlA41IQ31rJVX0uzzzTGNnppuK0PeIRhP9xLMRtMnzbxMvNp9J9Vo5CbBnxmmsTPAleEw+5zkSm3GlGO1g29IOB030z0dWwOTBPZslSdWGtIUl3ycF14ifdC7GmfJJfunoAAAAA\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"marketing\",\"probabilities\":{\"finance\":0,\"routing\":0,\"context\":0,\"research\":0.06,\"creative\":0,\"search\":0.14,\"marketing\":0.67,\"learning\":0.06,\"evaluation\":0,\"other\":0.02,\"interfaces\":0.01,\"verification\":0.02,\"games\":0,\"triage\":0.01},\"confidence\":0.65},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"proposal\":0,\"demo\":0.95,\"measured\":0.05,\"unclear\":0},\"confidence\":0.92}},\"classifiedAt\":\"2026-09-20T01:26:14.311Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867574-BLdH0EfzJhnP1F1Gb6no\",\"usage\":{\"input_tokens\":1128,\"output_tokens\":163,\"cost\":0.000047376},\"inputHash\":\"db2b6b8b78a1e3bad504f82c9c098e514a1c27374fb5d378b8e196461cdd6505\"},{\"id\":\"x-2101398453578555898\",\"title\":\"Context compaction evaluation\",\"author\":\"Teknium 🪽\",\"sourceUrl\":\"https://x.com/Teknium/status/2101398453578555898\",\"observedAt\":\"2026-09-19\",\"createdAt\":\"2026-09-19T19:50:08.000Z\",\"summary\":\"Okay, everyone wants us to give the unbiased facts.\\n\\nJev compaction here has a lot of problems. The biggest problems:\\n\\n- When I ran it on our public compaction eval (that you can run too), it resulted in a programmatic rule, that you dont need any Jev or other model for - it simply removed all tool calls from the chat history\\n- This means you could do it for free, first of all, but second of all, it means you run into a viscious cycle.\\nEvery compaction, there are less and less tool calls to remove from the chat history, meaning it compacts less and less tokens, until there is no room for compaction, and you hit a hard stop, and can't compact anymore.\\n- And, if you are cycling like this, every compaction breaks your cache, so you're paying 10x the price on input tokens, and keeping more input tokens each round means a higher baseline cost after compaction as well.\\n\\nHere's the full reproducible eval that you can run against Hermes Agent between the two (Hermes' vs Jev's):\\n\\nhttps://t.co/0vJV5u10Cn\",\"sourceExcerpt\":\"Okay, everyone wants us to give the unbiased facts.\\n\\nJev compaction here has a lot of problems. The biggest problems:\\n\\n- When I ran it on our public compaction eval (that you can run too), it resulted in a programmatic rule, that you dont need any Jev or other model for - it simply removed all tool calls from the chat history\\n- This means you could do it for free, first of all, but second of all, it means you run into a viscious cycle.\\nEvery compaction, there are less and less tool calls to remove from the chat history, meaning it compacts less and less tokens, until there is no room for compaction, and you hit a hard stop, and can't compact anymore.\\n- And, if you are cycling like this, every compaction breaks your cache, so you're paying 10x the price on input tokens, and keeping more input tokens each round means a higher baseline cost after compaction as well.\\n\\nHere's the full reproducible eval that you can run against Hermes Agent between the two (Hermes' vs Jev's):\\n\\nhttps://t.co/0vJV5u10Cn\",\"claim\":\"Original post by @Teknium.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":514,\"impression_count\":120672,\"like_count\":1286,\"quote_count\":43,\"reply_count\":138,\"repost_count\":88},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":1981,\"growthPerHour\":47.95505013300866,\"score\":481.8358906729808},\"preview\":{\"url\":\"https://pbs.twimg.com/media/HSmb61xbMAAsTQj.jpg\",\"kind\":\"image\"},\"discovery\":{\"kind\":\"user-bookmark\",\"folder\":\"AI Agent Notes\",\"folderId\":\"2023811579343433733\"},\"media\":{\"file\":\"media/x-2101398453578555898.webp\",\"url\":\"https://pbs.twimg.com/media/HSmb61xbMAAsTQj.jpg\",\"sourceUrl\":\"https://x.com/Teknium/status/2101398453578555898\",\"kind\":\"image\",\"alt\":\"Preview from 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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"evaluation\",\"probabilities\":{\"triage\":0,\"marketing\":0,\"verification\":0.04,\"context\":0.29,\"research\":0,\"evaluation\":0.67,\"creative\":0,\"other\":0,\"routing\":0,\"learning\":0,\"finance\":0,\"search\":0,\"games\":0,\"interfaces\":0},\"confidence\":0.64},\"evidence\":{\"type\":\"choice\",\"choice\":\"measured\",\"probabilities\":{\"demo\":0.43,\"unclear\":0,\"proposal\":0,\"measured\":0.5700000000000001},\"confidence\":0.42}},\"classifiedAt\":\"2026-09-20T01:26:14.667Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867574-Kf2MbMmFKiPTPsUB0E6a\",\"usage\":{\"input_tokens\":1284,\"output_tokens\":165,\"cost\":0.000053928},\"inputHash\":\"86749aff497a7ff60c8d28c7be62f27df7e9e42e7ad3a67002d35585463d4370\"},{\"id\":\"x-2101357768640987302\",\"title\":\"jev-align calibration with GEPA\",\"author\":\"Seth Kimmel\",\"sourceUrl\":\"https://x.com/sethkimmel3/status/2101357768640987302\",\"observedAt\":\"2026-09-19\",\"createdAt\":\"2026-09-19T17:08:28.000Z\",\"summary\":\"Jev is cool, but like any foundation model it needs to be calibrated to your decision criteria.\\n\\nWe launched jev-align: an open-source CLI to quickly teach Jev what good and bad looks like using GEPA. \\n\\nTry it out! https://t.co/UpvJs53RKm https://t.co/Ou4zA8BLZe\",\"sourceExcerpt\":\"Jev is cool, but like any foundation model it needs to be calibrated to your decision criteria.\\n\\nWe launched jev-align: an open-source CLI to quickly teach Jev what good and bad looks like using GEPA. \\n\\nTry it out! https://t.co/UpvJs53RKm https://t.co/Ou4zA8BLZe\",\"claim\":\"Original post by @sethkimmel3.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":1609,\"impression_count\":111028,\"like_count\":837,\"quote_count\":8,\"reply_count\":34,\"repost_count\":72},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":2488,\"growthPerHour\":75.92882937726371,\"score\":588.7202053577716},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2101357265253212160/img/yMWnsAPk5D4HinBv.jpg\",\"kind\":\"video\"},\"discovery\":{\"kind\":\"user-bookmark\",\"folder\":\"AI Agent Notes\",\"folderId\":\"2023811579343433733\"},\"media\":{\"file\":\"media/x-2101357768640987302.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2101357265253212160/img/yMWnsAPk5D4HinBv.jpg\",\"sourceUrl\":\"https://x.com/sethkimmel3/status/2101357768640987302\",\"kind\":\"video\",\"alt\":\"Preview from @sethkimmel3\",\"dataUrl\":\"data:image/webp;base64,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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"evaluation\",\"probabilities\":{\"marketing\":0,\"routing\":0,\"evaluation\":1,\"creative\":0,\"interfaces\":0,\"research\":0,\"other\":0,\"search\":0,\"triage\":0,\"games\":0,\"learning\":0,\"finance\":0,\"verification\":0,\"context\":0},\"confidence\":1},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"unclear\":0.03,\"measured\":0.06,\"proposal\":0.12,\"demo\":0.79},\"confidence\":0.73}},\"classifiedAt\":\"2026-09-20T01:26:14.954Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867574-aPv9al0quiQzIoQ76m6v\",\"usage\":{\"input_tokens\":1117,\"output_tokens\":163,\"cost\":0.000046914},\"inputHash\":\"a0644cc5b4b90ecbfea927f17d72115de135a386e6f7d5b5e146ec6f4e70a5d9\"},{\"id\":\"x-2101070906852298910\",\"title\":\"Reddit thread monitoring\",\"author\":\"Kevin Wang\",\"sourceUrl\":\"https://x.com/mxfp4/status/2101070906852298910\",\"observedAt\":\"2026-09-19\",\"createdAt\":\"2026-09-18T22:08:34.000Z\",\"summary\":\"everyone's making demos with Jev\\n\\nbut nobody is making real products\\n\\nintroducing https://t.co/fClaUNrMAn\\n\\nfind and monitor reddit threads to get cited by AI\\n\u0026gt; FREE\\n\u0026gt; 4000 reddit threads scanned\\n\u0026gt; email, discord, slack\\n\\nonly possible to give for free bc of Jev \u0026amp; @getanyapi https://t.co/31iD8ygfxu\",\"sourceExcerpt\":\"everyone's making demos with Jev\\n\\nbut nobody is making real products\\n\\nintroducing https://t.co/fClaUNrMAn\\n\\nfind and monitor reddit threads to get cited by AI\\n\u0026gt; FREE\\n\u0026gt; 4000 reddit threads scanned\\n\u0026gt; email, discord, slack\\n\\nonly possible to give for free bc of Jev \u0026amp; @getanyapi https://t.co/31iD8ygfxu\",\"claim\":\"Original post by @mxfp4.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":1460,\"impression_count\":80441,\"like_count\":745,\"quote_count\":8,\"reply_count\":51,\"repost_count\":46},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":2264,\"growthPerHour\":3.1970033422005777,\"score\":350.3193930343047},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2101070204654456832/img/ixTfmBca9GY8Xyhf.jpg\",\"kind\":\"video\"},\"discovery\":{\"kind\":\"user-bookmark\",\"folder\":\"AI Agent Notes\",\"folderId\":\"2023811579343433733\"},\"media\":{\"file\":\"media/x-2101070906852298910.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2101070204654456832/img/ixTfmBca9GY8Xyhf.jpg\",\"sourceUrl\":\"https://x.com/mxfp4/status/2101070906852298910\",\"kind\":\"video\",\"alt\":\"Preview from 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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"marketing\",\"probabilities\":{\"verification\":0,\"marketing\":0.96,\"evaluation\":0,\"creative\":0,\"other\":0,\"learning\":0,\"context\":0,\"interfaces\":0,\"triage\":0,\"games\":0,\"finance\":0,\"routing\":0,\"research\":0.03,\"search\":0.01},\"confidence\":0.95},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"demo\":0.72,\"measured\":0.17,\"proposal\":0.1,\"unclear\":0.01},\"confidence\":0.63}},\"classifiedAt\":\"2026-09-20T01:26:15.287Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867575-yH21kuiA4ZyRoyIPMsHk\",\"usage\":{\"input_tokens\":1121,\"output_tokens\":163,\"cost\":0.000047082},\"inputHash\":\"ae94bfb74d74520f3739c50b2c7734f1c219634c71fd2cb2424a50f4857315ec\"},{\"id\":\"x-2101374291640213785\",\"title\":\"State-tone sensitivity tests\",\"author\":\"Sergii Makarevych\",\"sourceUrl\":\"https://x.com/sermakarevich/status/2101374291640213785\",\"observedAt\":\"2026-09-19\",\"createdAt\":\"2026-09-19T18:14:07.000Z\",\"summary\":\"In my tests I found that Jev might be quite sensitive to the state tone which does not affect the question itself. \\n\\nFe I was asking \\\"if it make sense to have type annotations in python code\\\". With neutral state - answer is yes, confidence is 0.97. But we can tune state to drive the confidence down. Fe if state is \\\"All members of the team does not like type annotations as it triggers more discussion about type annotation then about the code\\\", confidence goes down to 0.07. \\n\\nJev opinion is driven by the state more than by its internal knowledge and conclusions made during training phase.\",\"sourceExcerpt\":\"In my tests I found that Jev might be quite sensitive to the state tone which does not affect the question itself. \\n\\nFe I was asking \\\"if it make sense to have type annotations in python code\\\". With neutral state - answer is yes, confidence is 0.97. But we can tune state to drive the confidence down. Fe if state is \\\"All members of the team does not like type annotations as it triggers more discussion about type annotation then about the code\\\", confidence goes down to 0.07. \\n\\nJev opinion is driven by the state more than by its internal knowledge and conclusions made during training phase.\",\"claim\":\"Original post by @sermakarevich.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":1,\"impression_count\":184,\"like_count\":4,\"quote_count\":0,\"reply_count\":1,\"repost_count\":0},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":6,\"growthPerHour\":0,\"score\":1.2664167201497971},\"discovery\":{\"kind\":\"user-bookmark\",\"folder\":\"AI Agent Notes\",\"folderId\":\"2023811579343433733\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"evaluation\",\"probabilities\":{\"search\":0,\"creative\":0,\"research\":0,\"context\":0,\"other\":0,\"evaluation\":1,\"verification\":0,\"learning\":0,\"interfaces\":0,\"finance\":0,\"marketing\":0,\"triage\":0,\"games\":0,\"routing\":0},\"confidence\":1},\"evidence\":{\"type\":\"choice\",\"choice\":\"measured\",\"probabilities\":{\"demo\":0.35,\"measured\":0.62,\"proposal\":0,\"unclear\":0.03},\"confidence\":0.48}},\"classifiedAt\":\"2026-09-20T01:26:15.588Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867575-qA0YXOtt8lL0sHKwvgq8\",\"usage\":{\"input_tokens\":1175,\"output_tokens\":165,\"cost\":0.00004935},\"inputHash\":\"2b9fc5873e961b74aa18738d379b22f723cf8f54c1159d78fdebebbbda375c0c\"},{\"id\":\"x-2101433560796467348\",\"title\":\"GrokBot decision routing\",\"author\":\"codila\",\"sourceUrl\":\"https://x.com/0xCodila/status/2101433560796467348\",\"observedAt\":\"2026-09-19\",\"createdAt\":\"2026-09-19T22:09:38.000Z\",\"summary\":\"Jev + GrokBot is the best AI agent system I've built in my life\\n\\nIt just made my setup CHEAPER and FASTER than what 95% of people are running...\\n\\nsetup takes literally 7 minutes:\\n\\nprompt → GrokBot → Jev decision → GrokBot execution → result\\n\\nstep 1 → open @typesafeai , create API key (keep it off chat paste)\\n\\nstep 2 → tell Grok Bot: store TYPESAFE_API_KEY in the secure field\\n\\nstep 3 → prompt Grok Bot: install typesafe-sdk on Agent Computer + smoke system_one (Choice)\\n\\nstep 4 → tell Grok Bot: build the usage lab (router, dry-run, config, logs) - or clone Github below\\n\\nstep 5 → add skill jev-usage-router: before browser / research / retry / extra bot → call the router, honor action\\n\\nstep 6 → stay shadow first, read logs, then active when you trust it - kill switch: bypass jev or enabled: false\\n\\nstep 7 → flip active: GrokBot obeys route - Jev decides - GrokBot executes - humans control irreversible actions\\n\\nthe result: Jev + GrokBot the best and fastest agent running directly on your computer rn, I've already tested it on routine tasks - and the results are genuinely incredible \\n\\nYou can come up with endless ways to use Jev + GrokBot - but the most important thing is to install it as soon as possible\\n\\nCopy this 2028 setup, explore my repo below - then read the full Jev deep dive ↓\",\"sourceExcerpt\":\"Jev + GrokBot is the best AI agent system I've built in my life\\n\\nIt just made my setup CHEAPER and FASTER than what 95% of people are running...\\n\\nsetup takes literally 7 minutes:\\n\\nprompt → GrokBot → Jev decision → GrokBot execution → result\\n\\nstep 1 → open @typesafeai , create API key (keep it off chat paste)\\n\\nstep 2 → tell Grok Bot: store TYPESAFE_API_KEY in the secure field\\n\\nstep 3 → prompt Grok Bot: install typesafe-sdk on Agent Computer + smoke system_one (Choice)\\n\\nstep 4 → tell Grok Bot: build the usage lab (router, dry-run, config, logs) - or clone Github below\\n\\nstep 5 → add skill jev-usage-router: before browser / research / retry / extra bot → call the router, honor action\\n\\nstep 6 → stay shadow first, read logs, then active when you trust it - kill switch: bypass jev or enabled: false\\n\\nstep 7 → flip active: GrokBot obeys route - Jev decides - GrokBot executes - humans control irreversible actions\\n\\nthe result: Jev + GrokBot the best and fastest agent running directly on your computer rn, I've already tested it on routine tasks - and the results are genuinely incredible \\n\\nYou can come up with endless ways to use Jev + GrokBot - but the most important thing is to install it as soon as possible\\n\\nCopy this 2028 setup, explore my repo below - then read the full Jev deep dive ↓\",\"claim\":\"Original post by @0xCodila.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":4279,\"impression_count\":240268,\"like_count\":1737,\"quote_count\":22,\"reply_count\":84,\"repost_count\":193},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":6122,\"growthPerHour\":410.8149294727742,\"score\":1833.334147928445},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2101426271842349056/img/uEiR8K0UCaFoYsf-.jpg\",\"kind\":\"video\"},\"media\":{\"file\":\"media/x-2101433560796467348.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2101426271842349056/img/uEiR8K0UCaFoYsf-.jpg\",\"sourceUrl\":\"https://x.com/0xCodila/status/2101433560796467348\",\"kind\":\"video\",\"alt\":\"Preview from 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goal completion checks\",\"author\":\"elvis\",\"sourceUrl\":\"https://x.com/omarsar0/status/2101443311454036477\",\"observedAt\":\"2026-09-19\",\"createdAt\":\"2026-09-19T22:48:23.000Z\",\"summary\":\"One of the craziest use cases I've found for Jev: verifiers.\\n\\nI am so excited about this that I at least wanted to share the high-level idea.\\n\\nI used Jev to build a custom verifier for the /goal feature in my agent harness.\\n\\nIt checks whether the goal is actually complete after https://t.co/XOXBkikxJS\",\"sourceExcerpt\":\"One of the craziest use cases I've found for Jev: verifiers.\\n\\nI am so excited about this that I at least wanted to share the high-level idea.\\n\\nI used Jev to build a custom verifier for the /goal feature in my agent harness.\\n\\nIt checks whether the goal is actually complete after https://t.co/XOXBkikxJS\",\"claim\":\"Original post by @omarsar0.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":931,\"impression_count\":39980,\"like_count\":730,\"quote_count\":7,\"reply_count\":83,\"repost_count\":67},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":1751,\"growthPerHour\":107.09961196371935,\"score\":521.2499518185126},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2101443076828925952/img/zVy7_B-F8UmXFdKK.jpg\",\"kind\":\"video\"},\"media\":{\"file\":\"media/x-2101443311454036477.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2101443076828925952/img/zVy7_B-F8UmXFdKK.jpg\",\"sourceUrl\":\"https://x.com/omarsar0/status/2101443311454036477\",\"kind\":\"video\",\"alt\":\"Preview from 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review benchmark\",\"author\":\"Lior Shkiller\",\"sourceUrl\":\"https://x.com/liorshkiller/status/2100936106615140757\",\"observedAt\":\"2026-09-19\",\"createdAt\":\"2026-09-18T13:12:55.000Z\",\"summary\":\"Ok, at first I thought @typesafeai was a bit overhyped because essentially \\\"there is nothing new\\\" in doing json schema predictions. After seeing all the buzz around it, I wanted to take it for a spin as well so I took one of our internal @scriptdotit workflows for automated code reviews and wanted to benchmark Jev against it. \\n\\nAnd it's good...very good actually.\\n\\nWe have been using our @scriptdotit workflow for some time now so we have gathered data around false positive and false negative reviews from the AI reviewer. We also used many different LLMs over time. We believed in diversity of reasoning so we tried and tested many models over time: Gemini, Claude, GPT, Grok, GLM and more.\\n\\nAn important point about code review AI reviewer workflows is that they need to be fast, cheap and correct. We don't want it to miss important comments (false negatives), we don't want it to give wrong reviews (false positives), we don't want to wait a long time for the review after each commit (latency) and since it's running very frequently (kudos to the team :) ) then it needs to be cheap.\\n\\nNow the results, I benchmarked it against our current setup which is an ensemble (GLM + Grok + Gemini) multi-turn code reviewer. \\n\\nTo use Jev properly, I had to change the workflow architecture a bit. Instead of letting an agent \\\"explore\\\" the PR and propose issues, we score the raw git diff directly with Jev first, and only invoke an LLM to format an explanation when Jev flags an issue.\\n\\nThe benchmark on our data showed:\\n- Zero false positives: It completely filtered out the false positives that the developers pushed back on\\n- ~50x faster: Reviews dropped from minutes down to just a few seconds. \\n- ~100x cheaper: A massive cost reduction compared to running multi-model agent ensembles.\\n- 75% overall bug recall: It caught three out of every four confirmed issues without needing multi-turn exploration. \\n\\nAs you can see, it's a huge leap, but there are trade-offs. The agent ensemble workflow picked up more bugs overall, but the speed and cost improvements here are impossible to ignore.\\nOverall, it turns out you don't always need heavy, multi-turn model agents to achieve high-precision code reviews. Using calibrated probability scoring with a good model like Jev gets you the vast majority of the value at a fraction of the time and cost.\\n\\nI'll write about it more in the future and if you would like to test the actual workflow we are using, let me know and i'll share it with you.\",\"sourceExcerpt\":\"Ok, at first I thought @typesafeai was a bit overhyped because essentially \\\"there is nothing new\\\" in doing json schema predictions. After seeing all the buzz around it, I wanted to take it for a spin as well so I took one of our internal @scriptdotit workflows for automated code reviews and wanted to benchmark Jev against it. \\n\\nAnd it's good...very good actually.\\n\\nWe have been using our @scriptdotit workflow for some time now so we have gathered data around false positive and false negative reviews from the AI reviewer. We also used many different LLMs over time. We believed in diversity of reasoning so we tried and tested many models over time: Gemini, Claude, GPT, Grok, GLM and more.\\n\\nAn important point about code review AI reviewer workflows is that they need to be fast, cheap and correct. We don't want it to miss important comments (false negatives), we don't want it to give wrong reviews (false positives), we don't want to wait a long time for the review after each commit (latency) and since it's running very frequently (kudos to the team :) ) then it needs to be cheap.\\n\\nNow the results, I benchmarked it against our current setup which is an ensemble (GLM + Grok + Gemini) multi-turn code reviewer. \\n\\nTo use Jev properly, I had to change the workflow architecture a bit. Instead of letting an agent \\\"explore\\\" the PR and propose issues, we score the raw git diff directly with Jev first, and only invoke an LLM to format an explanation when Jev flags an issue.\\n\\nThe benchmark on our data showed:\\n- Zero false positives: It completely filtered out the false positives that the developers pushed back on\\n- ~50x faster: Reviews dropped from minutes down to just a few seconds. \\n- ~100x cheaper: A massive cost reduction compared to running multi-model agent ensembles.\\n- 75% overall bug recall: It caught three out of every four confirmed issues without needing multi-turn exploration. \\n\\nAs you can see, it's a huge leap, but there are trade-offs. The agent ensemble workflow picked up more bugs overall, but the speed and cost improvements here are impossible to ignore.\\nOverall, it turns out you don't always need heavy, multi-turn model agents to achieve high-precision code reviews. Using calibrated probability scoring with a good model like Jev gets you the vast majority of the value at a fraction of the time and cost.\\n\\nI'll write about it more in the future and if you would like to test the actual workflow we are using, let me know and i'll share it with you.\",\"claim\":\"Original post by @liorshkiller.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":25,\"impression_count\":242830,\"like_count\":209,\"quote_count\":0,\"reply_count\":14,\"repost_count\":9},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":248,\"growthPerHour\":0,\"score\":34.56919236422298},\"preview\":{\"url\":\"https://pbs.twimg.com/media/HSgGI1wWQAAY5zl.jpg\",\"kind\":\"image\"},\"media\":{\"file\":\"media/x-2100936106615140757.webp\",\"url\":\"https://pbs.twimg.com/media/HSgGI1wWQAAY5zl.jpg\",\"sourceUrl\":\"https://x.com/liorshkiller/status/2100936106615140757\",\"kind\":\"image\",\"alt\":\"Preview from 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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"verification\",\"probabilities\":{\"research\":0,\"routing\":0,\"context\":0,\"other\":0,\"search\":0,\"verification\":0.62,\"marketing\":0,\"learning\":0,\"evaluation\":0.38,\"interfaces\":0,\"creative\":0,\"finance\":0,\"games\":0,\"triage\":0},\"confidence\":0.58},\"evidence\":{\"type\":\"choice\",\"choice\":\"measured\",\"probabilities\":{\"unclear\":0,\"measured\":1,\"demo\":0,\"proposal\":0},\"confidence\":1}},\"classifiedAt\":\"2026-09-20T01:26:16.556Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867576-xDVCb5bJxMQFpxDMbjBF\",\"usage\":{\"input_tokens\":1614,\"output_tokens\":165,\"cost\":0.000067788},\"inputHash\":\"a28114590ea85aa553c74c59e3108f71f2bb550e743396ff7bb394e24637c8ca\"},{\"id\":\"x-2101445977924370858\",\"title\":\"Crypto market sentiment terminal\",\"author\":\"brainstormity\",\"sourceUrl\":\"https://x.com/brainstormity/status/2101445977924370858\",\"observedAt\":\"2026-09-19\",\"createdAt\":\"2026-09-19T22:58:58.000Z\",\"summary\":\"As promised... I just open-sourced the Jev X (twitter) Market Sentiment Analysis terminal powered by @typesafeai \\n\\n- Ingests 50 - 1,000 live tweets per crypto asset (e.g. BTC, SOL, ETH, etc.)\\n- Scores each tweet for bullishness vs. bearishness using JEV\\n- Combines social sentiment https://t.co/6e6WLVx5hW\",\"sourceExcerpt\":\"As promised... I just open-sourced the Jev X (twitter) Market Sentiment Analysis terminal powered by @typesafeai \\n\\n- Ingests 50 - 1,000 live tweets per crypto asset (e.g. BTC, SOL, ETH, etc.)\\n- Scores each tweet for bullishness vs. bearishness using JEV\\n- Combines social sentiment https://t.co/6e6WLVx5hW\",\"claim\":\"Original post by @brainstormity.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":982,\"impression_count\":42478,\"like_count\":413,\"quote_count\":4,\"reply_count\":11,\"repost_count\":35},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":1410,\"growthPerHour\":92.71309692381675,\"score\":427.8670681790309},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"finance\",\"probabilities\":{\"interfaces\":0,\"marketing\":0,\"games\":0,\"context\":0,\"learning\":0,\"verification\":0,\"search\":0,\"finance\":1,\"evaluation\":0,\"routing\":0,\"creative\":0,\"research\":0,\"other\":0,\"triage\":0},\"confidence\":1},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"proposal\":0.02,\"measured\":0.24,\"demo\":0.73,\"unclear\":0.01},\"confidence\":0.63}},\"classifiedAt\":\"2026-09-20T01:26:16.868Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867576-qFCdFQSpC2yN23BS1GXu\",\"usage\":{\"input_tokens\":1141,\"output_tokens\":163,\"cost\":0.000047922},\"inputHash\":\"a304f2e15859756dbf4a00553484afd9d3b373a9f0898e7b0b8e7a7281e0e15f\"},{\"id\":\"x-2100606378184171682\",\"title\":\"Easy-Jev classification playground\",\"author\":\"Rory Garton-Smith\",\"sourceUrl\":\"https://x.com/rory_builds/status/2100606378184171682\",\"observedAt\":\"2026-09-19\",\"createdAt\":\"2026-09-17T15:22:42.000Z\",\"summary\":\"I just built Easy-Jev, a Jev demo anyone can try right now!\\n\\nChange the inputs and watch the classifications change in real time.\\n\\nI did my master's thesis on classification models so it's fun to see a modernized version of a very useful alg\\n\\nTypesafe are correct in that LLMs are just one approach to intelligence, and I think as time goes forward we're going to see a hybrid of dif models splitting up and allocating correct parts of a problem, using less tokens overall and leaning on LLMs for less of the answer.\\n\\nI'm bullish on what I call 'combination input' approaches: breaking a statement down into a series of classifications and routing each to the right type of model rather than just brute forcing the whole thing with an LLM\\n\\ncc / @CompleteSkeptic @typesafeai \\n\\nLink below, please enjoy\",\"sourceExcerpt\":\"I just built Easy-Jev, a Jev demo anyone can try right now!\\n\\nChange the inputs and watch the classifications change in real time.\\n\\nI did my master's thesis on classification models so it's fun to see a modernized version of a very useful alg\\n\\nTypesafe are correct in that LLMs are just one approach to intelligence, and I think as time goes forward we're going to see a hybrid of dif models splitting up and allocating correct parts of a problem, using less tokens overall and leaning on LLMs for less of the answer.\\n\\nI'm bullish on what I call 'combination input' approaches: breaking a statement down into a series of classifications and routing each to the right type of model rather than just brute forcing the whole thing with an LLM\\n\\ncc / @CompleteSkeptic @typesafeai \\n\\nLink below, please enjoy\",\"claim\":\"Original post by @rory_builds.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":75,\"impression_count\":11204,\"like_count\":87,\"quote_count\":4,\"reply_count\":5,\"repost_count\":6},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":171,\"growthPerHour\":0,\"score\":19.972564299432236},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100605664875683840/img/Kb9Y_0vGgf1hKS2H.jpg\",\"kind\":\"video\"},\"media\":{\"file\":\"media/x-2100606378184171682.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100605664875683840/img/Kb9Y_0vGgf1hKS2H.jpg\",\"sourceUrl\":\"https://x.com/rory_builds/status/2100606378184171682\",\"kind\":\"video\",\"alt\":\"Preview from 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website readiness checks\",\"author\":\"Raihan Khan\",\"sourceUrl\":\"https://x.com/raihankhan_rk/status/2101333813842620522\",\"observedAt\":\"2026-09-19\",\"createdAt\":\"2026-09-19T15:33:16.000Z\",\"summary\":\"I swear this is the last Jev demo I'm doing... 🙏🏻\\n\\nI'm using Jev by @typesafeai to get a third person opinion on my vibe coded projects... 👀\\n\\nCheckout FirstScreen 🔗 https://t.co/nZnEsgxl1n\\nAs usual, it's again open source so feel free to star the repo if you want : )\\n\\nFor the past three days, I've had access to Jev, and I'm having so much fun playing around with it 🔥\\n\\nI built Diffjury and JevArena in the past 2 days and shared with you guys on here, and today I built FirstScreen, where Jev basically takes a look at the website and quickly gives a verdict whether it's ready to ship or needs a change\",\"sourceExcerpt\":\"I swear this is the last Jev demo I'm doing... 🙏🏻\\n\\nI'm using Jev by @typesafeai to get a third person opinion on my vibe coded projects... 👀\\n\\nCheckout FirstScreen 🔗 https://t.co/nZnEsgxl1n\\nAs usual, it's again open source so feel free to star the repo if you want : )\\n\\nFor the past three days, I've had access to Jev, and I'm having so much fun playing around with it 🔥\\n\\nI built Diffjury and JevArena in the past 2 days and shared with you guys on here, and today I built FirstScreen, where Jev basically takes a look at the website and quickly gives a verdict whether it's ready to ship or needs a change\",\"claim\":\"Original post by @raihankhan_rk.\",\"caveat\":\"Author-reported example. 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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"verification\",\"probabilities\":{\"search\":0,\"context\":0,\"verification\":0.9,\"routing\":0,\"evaluation\":0.03,\"creative\":0,\"games\":0,\"learning\":0.05,\"other\":0,\"research\":0,\"marketing\":0,\"finance\":0,\"interfaces\":0.02,\"triage\":0},\"confidence\":0.89},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"proposal\":0,\"demo\":1,\"unclear\":0,\"measured\":0},\"confidence\":1}},\"classifiedAt\":\"2026-09-20T01:26:17.452Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867577-5WGeSaGjurEE8qXol5dJ\",\"usage\":{\"input_tokens\":1216,\"output_tokens\":163,\"cost\":0.000051072},\"inputHash\":\"7434a77cd057b76efed2e8ed150654536ef9c1393e7898ab7e76ab0c06df73dd\"},{\"id\":\"x-2101436827819192584\",\"title\":\"Oko repository search ranking\",\"author\":\"Bartlomiej Tyrpien\",\"sourceUrl\":\"https://x.com/bartlomein/status/2101436827819192584\",\"observedAt\":\"2026-09-19\",\"createdAt\":\"2026-09-19T22:22:37.000Z\",\"summary\":\"jumping on the jev train on a saturday\\n\\nbuilt oko to help coding agents find text in your repo. \\n\\nit searches locally, then Jev ranks the matches so the agent has less to read.\\n\\n 108-session pilot saw up to 46% fewer agent tokens and 18% less time with a warm cache.\",\"sourceExcerpt\":\"jumping on the jev train on a saturday\\n\\nbuilt oko to help coding agents find text in your repo. \\n\\nit searches locally, then Jev ranks the matches so the agent has less to read.\\n\\n 108-session pilot saw up to 46% fewer agent tokens and 18% less time with a warm cache.\",\"claim\":\"Original post by @bartlomein.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":0,\"impression_count\":207,\"like_count\":6,\"quote_count\":1,\"reply_count\":5,\"repost_count\":0},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":12,\"growthPerHour\":0.7992508355501444,\"score\":3.604025596980426},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"search\",\"probabilities\":{\"verification\":0,\"evaluation\":0,\"routing\":0,\"research\":0,\"creative\":0,\"learning\":0,\"search\":0.98,\"marketing\":0,\"other\":0,\"context\":0.02,\"triage\":0,\"interfaces\":0,\"games\":0,\"finance\":0},\"confidence\":0.98},\"evidence\":{\"type\":\"choice\",\"choice\":\"measured\",\"probabilities\":{\"demo\":0.02,\"measured\":0.98,\"proposal\":0,\"unclear\":0},\"confidence\":0.98}},\"classifiedAt\":\"2026-09-20T01:26:17.725Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867577-ZlgPbJE6ZCK1YSSdmtRV\",\"usage\":{\"input_tokens\":1106,\"output_tokens\":165,\"cost\":0.000046452},\"inputHash\":\"7790c1293765e39cb4248851bb9ec09999215908c35a8b0310a2e61b60222e89\"},{\"id\":\"x-2101438195238162648\",\"title\":\"TikTok and Reels analysis\",\"author\":\"Claire Li\",\"sourceUrl\":\"https://x.com/thisisclaireli/status/2101438195238162648\",\"observedAt\":\"2026-09-19\",\"createdAt\":\"2026-09-19T22:28:03.000Z\",\"summary\":\"Jev classified 1,004 TikToks \u0026amp; Reels for about $0.07 in estimated model cost 😂\\n\\ni'd saved hundreds of videos that went viral or converted well. figuring out why was still a coin toss.\\n\\nso i built a dashboard around Jev. it labels every video across 8 dimensions: hook type, https://t.co/S4wv20zF9S\",\"sourceExcerpt\":\"Jev classified 1,004 TikToks \u0026amp; Reels for about $0.07 in estimated model cost 😂\\n\\ni'd saved hundreds of videos that went viral or converted well. figuring out why was still a coin toss.\\n\\nso i built a dashboard around Jev. it labels every video across 8 dimensions: hook type, https://t.co/S4wv20zF9S\",\"claim\":\"Original post by @thisisclaireli.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":1,\"impression_count\":91,\"like_count\":9,\"quote_count\":0,\"reply_count\":3,\"repost_count\":0},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":13,\"growthPerHour\":0,\"score\":3.0460498533063296},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2101438104410456064/img/RBkCwaYYZw28IGsN.jpg\",\"kind\":\"video\"},\"media\":{\"file\":\"media/x-2101438195238162648.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2101438104410456064/img/RBkCwaYYZw28IGsN.jpg\",\"sourceUrl\":\"https://x.com/thisisclaireli/status/2101438195238162648\",\"kind\":\"video\",\"alt\":\"Preview from 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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"marketing\",\"probabilities\":{\"research\":0,\"other\":0,\"learning\":0,\"finance\":0,\"marketing\":1,\"verification\":0,\"context\":0,\"search\":0,\"routing\":0,\"triage\":0,\"games\":0,\"interfaces\":0,\"creative\":0,\"evaluation\":0},\"confidence\":1},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"unclear\":0,\"demo\":0.67,\"proposal\":0,\"measured\":0.33},\"confidence\":0.55}},\"classifiedAt\":\"2026-09-20T01:26:18.001Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867577-zmLWbCeYC0U59IK9oHxC\",\"usage\":{\"input_tokens\":1143,\"output_tokens\":163,\"cost\":0.000048006},\"inputHash\":\"c087f44943c0938dc9900c113a54b3d5c4bd12e931352ed147f67d175877af45\"},{\"id\":\"x-2101235750431830095\",\"title\":\"Jev and Muse trading agent\",\"author\":\"Jester\",\"sourceUrl\":\"https://x.com/Jester_Journal/status/2101235750431830095\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-19T09:03:36.000Z\",\"summary\":\"The whole idea behind this project is that jev needed a way to talk about what it's doing\\nSo we built a custom harness \\nWe combined jev+muse into a custom hybrid harness where jev makes decisions and muse executes them and then can talk about the execution of the trade. Then from there, muse is able to offer suggestions and improvements applied to the rules and process jev runs \\n\\nBasically \\n\\nWe built a self improving trading agent system using a hybrid of two agents plus available live market data and an mcp skill to place the trades \\n\\nJev is the future.\",\"sourceExcerpt\":\"The whole idea behind this project is that jev needed a way to talk about what it's doing\\nSo we built a custom harness \\nWe combined jev+muse into a custom hybrid harness where jev makes decisions and muse executes them and then can talk about the execution of the trade. Then from there, muse is able to offer suggestions and improvements applied to the rules and process jev runs \\n\\nBasically \\n\\nWe built a self improving trading agent system using a hybrid of two agents plus available live market data and an mcp skill to place the trades \\n\\nJev is the future.\",\"claim\":\"Original post by @Jester_Journal.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":1,\"impression_count\":300,\"like_count\":6,\"quote_count\":1,\"reply_count\":6,\"repost_count\":1},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":14,\"growthPerHour\":0,\"score\":2.4896292788063987},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"finance\",\"probabilities\":{\"verification\":0,\"evaluation\":0,\"search\":0,\"marketing\":0,\"routing\":0,\"interfaces\":0,\"context\":0,\"research\":0,\"creative\":0,\"triage\":0,\"games\":0,\"finance\":1,\"learning\":0,\"other\":0},\"confidence\":1},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"demo\":0.5,\"proposal\":0.38,\"measured\":0.06,\"unclear\":0.06},\"confidence\":0.34}},\"classifiedAt\":\"2026-09-20T01:26:18.274Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867578-UFzJtVmvwyVVXT5OvXTZ\",\"usage\":{\"input_tokens\":1160,\"output_tokens\":163,\"cost\":0.00004872},\"inputHash\":\"c22196db07430bed06adfaf4249a147f607a123644b168575a40a065c1c7f8a9\"},{\"id\":\"x-2100535744775242012\",\"title\":\"Text-to-emoji sentiment demo\",\"author\":\"Colin McDermott\",\"sourceUrl\":\"https://x.com/ColinMcDermott/status/2100535744775242012\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-17T10:42:02.000Z\",\"summary\":\"Built a text -\u0026gt; emoji sentiment analysis demo using Jev\\n\\nTry it here: https://t.co/MNprxC9KIr https://t.co/Xls9NYdpdh\",\"sourceExcerpt\":\"Built a text -\u0026gt; emoji sentiment analysis demo using Jev\\n\\nTry it here: https://t.co/MNprxC9KIr https://t.co/Xls9NYdpdh\",\"claim\":\"Original post by @ColinMcDermott.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":5,\"impression_count\":3274,\"like_count\":15,\"quote_count\":0,\"reply_count\":3,\"repost_count\":2},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":23,\"growthPerHour\":0,\"score\":2.6045501932247883},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"learning\",\"probabilities\":{\"routing\":0,\"research\":0,\"creative\":0.01,\"search\":0,\"verification\":0.01,\"other\":0.32,\"finance\":0.01,\"interfaces\":0.01,\"learning\":0.41000000000000003,\"evaluation\":0.03,\"context\":0,\"triage\":0.05,\"marketing\":0.15,\"games\":0},\"confidence\":0.36},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"demo\":0.99,\"unclear\":0,\"proposal\":0,\"measured\":0.01},\"confidence\":0.99}},\"classifiedAt\":\"2026-09-20T01:26:18.563Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867578-c68E7MWXIP09NLj3oS6g\",\"usage\":{\"input_tokens\":1077,\"output_tokens\":163,\"cost\":0.000045234},\"inputHash\":\"c4b9b59d72ac8a4e49d4502205db6da065178a030348887e0addc93ad8c07ab0\"},{\"id\":\"x-2100899669802963060\",\"title\":\"Colour understanding experiment\",\"author\":\"Matt DesLauriers\",\"sourceUrl\":\"https://x.com/mattdesl/status/2100899669802963060\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-18T10:48:08.000Z\",\"summary\":\"Matt DesLauriers shares a video experiment exploring Jev's understanding of colour and its potential for interactive interfaces.\",\"sourceExcerpt\":\"does Jev understand colour?\\n\\nincredible model, very cheap and fast. definitely feels like a leap forward for creating new UX/UI paradigms on top of modern language models. https://t.co/jerVstb9wj\",\"claim\":\"Original post by @mattdesl.\",\"caveat\":\"Author-reported example. 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Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":2841,\"impression_count\":1036065,\"like_count\":4920,\"quote_count\":146,\"reply_count\":130,\"repost_count\":260},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":8037,\"growthPerHour\":5.594755848851011,\"score\":1001.4038772761406},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100729243185324032/img/YNw8njfnSXu-Tbyr.jpg\",\"kind\":\"video\"},\"discovery\":{\"kind\":\"user-request\",\"approvedAt\":\"2026-09-20T00:53:42.548Z\"},\"media\":{\"file\":\"media/x-2100729670991802386.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100729243185324032/img/YNw8njfnSXu-Tbyr.jpg\",\"sourceUrl\":\"https://x.com/jackcheng/status/2100729670991802386\",\"kind\":\"video\",\"alt\":\"Jack Cheng's Jev 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and outreach scoring\",\"author\":\"Romàn\",\"sourceUrl\":\"https://x.com/romanbuildsaas/status/2100891604735099103\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-18T10:16:05.000Z\",\"summary\":\"Scores 700 leads and personalized outreach messages for predicted performance, confidence and mismatches. The author reports 40 seconds and $0.09; predicted scores are not observed conversion results.\",\"sourceExcerpt\":\"JEV is INSANE.\\n\\nWe gave it 700 high-intent leads and personalised outreach messages.\\n\\nIn 40 seconds, it predicted how each message would perform, assigned a confidence score and detected lead-message mismatches.\\n\\nAll for just $0.09.\\n\\nJEV can also score leads, analyse buying signals, match each prospect with the best message and identify the campaigns most likely to perform based on data. \\n\\nComing soon to @GojiberryAI+ MCP.\\n\\nComment "JEV" for early access.\",\"claim\":\"Original post by @romanbuildsaas.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":4026,\"impression_count\":427075,\"like_count\":3272,\"quote_count\":59,\"reply_count\":368,\"repost_count\":212},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":7725,\"growthPerHour\":10.390260862151877,\"score\":1057.6252582998695},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100891566340501504/img/agvkcRfNWmnGbRI5.jpg\",\"kind\":\"video\"},\"discovery\":{\"kind\":\"user-request\",\"approvedAt\":\"2026-09-20T00:53:42.548Z\"},\"media\":{\"file\":\"media/x-2100891604735099103.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100891566340501504/img/agvkcRfNWmnGbRI5.jpg\",\"sourceUrl\":\"https://x.com/romanbuildsaas/status/2100891604735099103\",\"kind\":\"video\",\"alt\":\"Lead and outreach scoring\",\"dataUrl\":\"data:image/webp;base64,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PostgreSQL filtering\",\"author\":\"Zachi\",\"sourceUrl\":\"https://x.com/iam_zachi/status/2100679300756435135\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-17T20:12:28.000Z\",\"summary\":\"A PostgreSQL extension uses Jev to judge rows against natural-language conditions without an embedding index. The author reports 129 rows in about one second and a six-millisecond cached repeat.\",\"sourceExcerpt\":\"I think I just cooked something 🔥\\n\\njev(): a PostgreSQL extension that searches your whole database in natural language. No index, no embeddings, just one function.\\n\\nWHERE jev(people, 'could work from home')\\nor \\nWHERE jev(people, 'name sounds european')\\n\\n129 rows judged in ~1s for $0.0009. Second run: 6ms from cache.\",\"claim\":\"Original post by @iam_zachi.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":2283,\"impression_count\":424096,\"like_count\":2797,\"quote_count\":84,\"reply_count\":122,\"repost_count\":185},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":5286,\"growthPerHour\":7.992508355501444,\"score\":646.7914850567906},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100674729216524288/img/ZqaCccSfzuzlrdro.jpg\",\"kind\":\"video\"},\"discovery\":{\"kind\":\"user-request\",\"approvedAt\":\"2026-09-20T00:53:42.548Z\"},\"media\":{\"file\":\"media/x-2100679300756435135.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100674729216524288/img/ZqaCccSfzuzlrdro.jpg\",\"sourceUrl\":\"https://x.com/iam_zachi/status/2100679300756435135\",\"kind\":\"video\",\"alt\":\"Natural-language PostgreSQL filtering\",\"dataUrl\":\"data:image/webp;base64,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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"search\",\"probabilities\":{\"research\":0,\"games\":0,\"evaluation\":0,\"marketing\":0,\"context\":0,\"triage\":0,\"verification\":0,\"search\":1,\"interfaces\":0,\"routing\":0,\"creative\":0,\"other\":0,\"finance\":0,\"learning\":0},\"confidence\":1},\"evidence\":{\"type\":\"choice\",\"choice\":\"measured\",\"probabilities\":{\"demo\":0.15,\"measured\":0.85,\"unclear\":0,\"proposal\":0},\"confidence\":0.8}},\"classifiedAt\":\"2026-09-20T01:26:19.759Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867579-3CtTWZoNYrMGDX4XRcon\",\"usage\":{\"input_tokens\":1068,\"output_tokens\":165,\"cost\":0.000044856},\"inputHash\":\"8b94045150134dc42054721ad496eecda9f76e147907d765bb8031affe489350\"},{\"id\":\"x-2100953089003921543\",\"title\":\"Real-time game level generation\",\"author\":\"Hugo Duprez\",\"sourceUrl\":\"https://x.com/HugoDuprez/status/2100953089003921543\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-18T14:20:24.000Z\",\"summary\":\"Hugo Duprez demonstrates game levels generated in real time with Jev and structured output.\",\"sourceExcerpt\":\"Jev can generate game levels in real time.\\n\\nFaster and cheaper structured output could be a big deal for game dev! https://t.co/CiMoElDeAs\",\"claim\":\"Original post by @HugoDuprez.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":1310,\"impression_count\":530701,\"like_count\":2788,\"quote_count\":128,\"reply_count\":133,\"repost_count\":232},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":4359,\"growthPerHour\":2.3977525066504333,\"score\":616.7570878947379},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100952449661992960/img/GEVdw9BvAW7Dv2Gx.jpg\",\"kind\":\"video\"},\"discovery\":{\"kind\":\"user-request\",\"approvedAt\":\"2026-09-20T00:53:42.548Z\"},\"media\":{\"file\":\"media/x-2100953089003921543.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100952449661992960/img/GEVdw9BvAW7Dv2Gx.jpg\",\"sourceUrl\":\"https://x.com/HugoDuprez/status/2100953089003921543\",\"kind\":\"video\",\"alt\":\"Real-time game level 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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"games\",\"probabilities\":{\"other\":0,\"learning\":0,\"verification\":0,\"search\":0,\"creative\":0,\"routing\":0,\"interfaces\":0,\"triage\":0,\"finance\":0,\"marketing\":0,\"games\":1,\"evaluation\":0,\"context\":0,\"research\":0},\"confidence\":1},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"measured\":0.01,\"proposal\":0,\"demo\":0.99,\"unclear\":0},\"confidence\":0.98}},\"classifiedAt\":\"2026-09-20T01:26:20.190Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867579-cdnvFLCK0JDM5dLTQrVc\",\"usage\":{\"input_tokens\":1044,\"output_tokens\":163,\"cost\":0.000043848},\"inputHash\":\"b4cdc5b0d74b386ae303381c33fecd0e2c760943706dd7dc719a5b700b5eb25f\"},{\"id\":\"x-2100937437325205568\",\"title\":\"WebMCP browser benchmark\",\"author\":\"idan levin\",\"sourceUrl\":\"https://x.com/0xidanlevin/status/2100937437325205568\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-18T13:18:13.000Z\",\"summary\":\"A reported 49-task benchmark combines Jev for tool selection, Mercury 2.5 for arguments and WebMCP for browser actions. The author reports 49/49 tasks solved versus 25/49 for their modified browser-control baseline; results are specific to this setup.\",\"sourceExcerpt\":\"We just ran Jev on our WebMCP benchmark.\\n\\nThe result: basically broke the benchmark.\\n\\nJev + Mercury 2.5 (a fast, low-cost LLM) using WebMCP solved 100% of the tasks at roughly 112× lower model cost than GPT-6 Astra using computer use with code execution. Compared to Astra using screenshot-based computer use, the model cost was 245× lower (!). \\n\\nWe also compared Jev operating the browser with and without WebMCP. \\n\\nWe used Browser Use's open-source Ultrafast, with some improvements to the harness to make it more reliable across the benchmark. \\n\\nJev's browser-control accuracy on its own was not amazing - adding WebMCP nearly doubled the number of solved tasks, from 25/49 to 49/49, while reducing model cost by 18% (more on why below).\\n\\nThe benchmark and methodology are fully open and reproducible.\\n\\nFull results: https://t.co/KmplyFMZdv\\n\\nA few words on how the Jev + WebMCP harness works and why this is exciting:\\n\\nJev receives text as input and a set of discrete options it can choose from. With WebMCP, those options are the tools exposed by the website. At each step, Jev sees the task, the available tools and previous results, then picks what to do next.\\n\\nThe limitation is that Jev can't generate arbitrary text, which you need for tool arguments. For example, it can choose the search_products tool, but it can't generate the search query itself.\\n\\nSo we split the work: Jev picks the tool and Mercury 2.5 generates the arguments if needed. \\n\\nThis works well because turns out most of the cognitive load in these tasks is around choosing the right action. The argument generation itself is relatively simple, so we can delegate to a small and very fast model. We used Mercury, which outputs 1,000+ tokens/sec and is very cheap.\\n\\nThe result is a pretty simple combination: Jev for tool selection + Mercury for arguments + WebMCP for the interface. It ends up being very reliable, very fast, and very cheap.\\n\\nA few words about Ultrafast and why do we think it underperforms:\\n\\nWithout WebMCP, Jev chooses from the page's controls: which button to click, which field to fill, or which option to select. \\n\\nBut choosing a valid button is different from choosing the right next step. The agent still has to navigate menus, understand forms, recover from errors and recognize when the task is actually complete.\\n\\nOur hypothesis is that WebMCP makes the decision space much simpler. Instead of figuring out a sequence of clicks through a website, Jev chooses explicit actions that directly advance the task. \\n\\n@typesafeai itself documents weaker accuracy on questions requiring multiple reasoning steps. WebMCP moves much of that complexity into the website's tools, leaving Jev with clearer decisions and fewer opportunities to go wrong (in a sense WebMCP \\\"compresses\\\" a sequence of clicks into one tool call).\\n\\nOur modified Ultrafast setup solved 25/49 tasks - that is a result for our particular implementation and benchmark, not a universal limit on Jev or Browser Use. We are open to more harness optimization to get this result to perform better, feel free to directly contribute to the benchmark here: https://t.co/cK6MHsRV58\\n\\nBrowser-use ultrafast: https://t.co/DU9OdOtXHT\",\"claim\":\"Original post by @0xidanlevin.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":2256,\"impression_count\":227821,\"like_count\":2038,\"quote_count\":41,\"reply_count\":91,\"repost_count\":166},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":4426,\"growthPerHour\":18.382769217653323,\"score\":635.8614642590973},\"preview\":{\"url\":\"https://pbs.twimg.com/media/HSf2OSVWQAAYUAE.jpg\",\"kind\":\"image\"},\"discovery\":{\"kind\":\"user-request\",\"approvedAt\":\"2026-09-20T00:53:42.548Z\"},\"media\":{\"file\":\"media/x-2100937437325205568.webp\",\"url\":\"https://pbs.twimg.com/media/HSf2OSVWQAAYUAE.jpg\",\"sourceUrl\":\"https://x.com/0xidanlevin/status/2100937437325205568\",\"kind\":\"image\",\"alt\":\"WebMCP browser 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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"evaluation\",\"probabilities\":{\"verification\":0,\"other\":0,\"routing\":0,\"research\":0,\"learning\":0,\"interfaces\":0.03,\"creative\":0,\"games\":0,\"search\":0,\"finance\":0,\"context\":0,\"triage\":0,\"evaluation\":0.97,\"marketing\":0},\"confidence\":0.96},\"evidence\":{\"type\":\"choice\",\"choice\":\"measured\",\"probabilities\":{\"measured\":1,\"demo\":0,\"proposal\":0,\"unclear\":0},\"confidence\":1}},\"classifiedAt\":\"2026-09-20T01:26:20.476Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867580-fCKxzO4tU9cOixKIzGF3\",\"usage\":{\"input_tokens\":1088,\"output_tokens\":165,\"cost\":0.000045696},\"inputHash\":\"4b9fcb0b34532610eefe8b07077b7d1f9c6e7fc3eee1bb2be2ed2468d3ad067e\"},{\"id\":\"x-2100756930054504776\",\"title\":\"Intent-aware predictive launcher\",\"author\":\"nader dabit\",\"sourceUrl\":\"https://x.com/dabit3/status/2100756930054504776\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-18T01:20:56.000Z\",\"summary\":\"A launcher uses Jev to rank files and actions by the intent of each keystroke, with a demonstration of finding a recently downloaded PDF and reported decisions around 100 milliseconds.\",\"sourceExcerpt\":\"Also have been playing with @typesafeai Jev, insane!\\n\\nSo many immediate use cases and new apps are possible. What a time to be a builder!\\n\\nSharing some experiments here starting with:\\n\\nKeystroke oracle / predictive launcher:\\n\\nYour launcher ranks by aliases, fuzzy match, and habit. \\n\\nJev reads intent: type \\\"the pdf I just downloaded\\\" and the newest PDF is already the top hit with a full confidence on every keystroke, in ~100 ms\",\"claim\":\"Original post by @dabit3.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":1806,\"impression_count\":417027,\"like_count\":2406,\"quote_count\":46,\"reply_count\":98,\"repost_count\":133},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":4356,\"growthPerHour\":0.7992508355501444,\"score\":548.159325516756},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100756324845862913/img/8ew1NdHs6k5cReoF.jpg\",\"kind\":\"video\"},\"discovery\":{\"kind\":\"user-request\",\"approvedAt\":\"2026-09-20T00:53:42.548Z\"},\"media\":{\"file\":\"media/x-2100756930054504776.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100756324845862913/img/8ew1NdHs6k5cReoF.jpg\",\"sourceUrl\":\"https://x.com/dabit3/status/2100756930054504776\",\"kind\":\"video\",\"alt\":\"Intent-aware predictive launcher\",\"dataUrl\":\"data:image/webp;base64,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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"search\",\"probabilities\":{\"search\":0.89,\"context\":0,\"learning\":0,\"other\":0,\"interfaces\":0.11,\"games\":0,\"marketing\":0,\"evaluation\":0,\"creative\":0,\"research\":0,\"finance\":0,\"routing\":0,\"triage\":0,\"verification\":0},\"confidence\":0.88},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"proposal\":0,\"unclear\":0,\"measured\":0.08,\"demo\":0.92},\"confidence\":0.89}},\"classifiedAt\":\"2026-09-20T01:26:20.779Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867580-g2nxYa7GKTi16Cs75SVv\",\"usage\":{\"input_tokens\":1062,\"output_tokens\":163,\"cost\":0.000044604},\"inputHash\":\"be4cef4bb43fb8b27862198ca6557792d99226835f36dca3b56329fffdc7976e\"},{\"id\":\"x-2101176629745561686\",\"title\":\"Claude Code model and effort router\",\"author\":\"Daniel San\",\"sourceUrl\":\"https://x.com/dani_avila7/status/2101176629745561686\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-19T05:08:41.000Z\",\"summary\":\"A Claude Code mod uses Jev to select subagent models and effort levels, and selects the main model at session start to preserve the cache.\",\"sourceExcerpt\":\"Introducing Jev Model Router for Claude Code\\n\\nThis Claude Code Mod lets you use Jev through its direct @typesafeai API or @vercel AI Gateway\\n\\nWith every request you send to Claude Code, Jev classifies the subagent model, main model (only at session start to avoid breaking the cache), and effort level\\n\\nInstall it with one command:\\nnpx claude-code-templates@latest --mod productivity/jev-model-router\\n\\nFull Mod details:\\nhttps://t.co/JWOXL9Nk88\",\"claim\":\"Original post by @dani_avila7.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":2087,\"impression_count\":172971,\"like_count\":1396,\"quote_count\":21,\"reply_count\":74,\"repost_count\":129},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":3578,\"growthPerHour\":7.1932575199513,\"score\":607.3980063025901},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2101176234411425792/img/UgEWGdQPunczzXcv.jpg\",\"kind\":\"video\"},\"discovery\":{\"kind\":\"user-request\",\"approvedAt\":\"2026-09-20T00:53:42.548Z\"},\"media\":{\"file\":\"media/x-2101176629745561686.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2101176234411425792/img/UgEWGdQPunczzXcv.jpg\",\"sourceUrl\":\"https://x.com/dani_avila7/status/2101176629745561686\",\"kind\":\"video\",\"alt\":\"Claude Code model and effort 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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"routing\",\"probabilities\":{\"evaluation\":0,\"verification\":0,\"research\":0,\"creative\":0,\"interfaces\":0,\"marketing\":0,\"context\":0,\"search\":0,\"finance\":0,\"triage\":0,\"games\":0,\"learning\":0,\"routing\":1,\"other\":0},\"confidence\":1},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"demo\":0.54,\"proposal\":0.24,\"measured\":0.13,\"unclear\":0.09},\"confidence\":0.4}},\"classifiedAt\":\"2026-09-20T01:26:21.264Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867580-7kkT6D2UZjyz18FeDEKs\",\"usage\":{\"input_tokens\":1057,\"output_tokens\":163,\"cost\":0.000044394},\"inputHash\":\"e0dfd904cefe80f3e3f9954c4f684096be08b831d60976f9519fef353737647c\"},{\"id\":\"x-2100631847155994852\",\"title\":\"Computer use with local UI detection\",\"author\":\"Milind S\",\"sourceUrl\":\"https://x.com/milindlabs/status/2100631847155994852\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-17T17:03:54.000Z\",\"summary\":\"A local CoreML detector and OCR turn screen elements into text for Jev, which selects the next click in a loop. The author reports roughly 90 milliseconds per decision; pixels remain on the Mac.\",\"sourceExcerpt\":\"Okay so Jev can actually do computer use really well\\n\\nWithout any screenshots, or LLMs and no Pixels leave my mac \\n\\nI dont even read the Dom elements\\n\\nA local CoreML model segments every button and UI element on screen. \\n\\nOn-device OCR reads the labels. That text is all Jev gets.\\n\\nIt returns a probability across those elements and tells me the best one to click.\\n\\nThen it clicks, re-runs detection, and decides again. In a loop until the goal is done.\\n\\n~90ms per decision. Faster than any LLM computer use I've tried.\\n\\nBlazing fast computer use, without any latency\\n\\n@typesafeai is building something really interesting\",\"claim\":\"Original post by @milindlabs.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":1817,\"impression_count\":224776,\"like_count\":1907,\"quote_count\":21,\"reply_count\":116,\"repost_count\":105},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":3861,\"growthPerHour\":15.185765875452743,\"score\":471.42467438598203},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100629037790183424/img/NR6wQpZiC-xjCEsC.jpg\",\"kind\":\"video\"},\"discovery\":{\"kind\":\"user-request\",\"approvedAt\":\"2026-09-20T00:53:42.548Z\"},\"media\":{\"file\":\"media/x-2100631847155994852.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100629037790183424/img/NR6wQpZiC-xjCEsC.jpg\",\"sourceUrl\":\"https://x.com/milindlabs/status/2100631847155994852\",\"kind\":\"video\",\"alt\":\"Computer use with local UI 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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"interfaces\",\"probabilities\":{\"marketing\":0,\"verification\":0,\"search\":0,\"interfaces\":1,\"context\":0,\"routing\":0,\"other\":0,\"learning\":0,\"creative\":0,\"finance\":0,\"games\":0,\"evaluation\":0,\"triage\":0,\"research\":0},\"confidence\":1},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"demo\":0.67,\"unclear\":0,\"proposal\":0,\"measured\":0.33},\"confidence\":0.55}},\"classifiedAt\":\"2026-09-20T01:26:21.601Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867581-Vx6MRLcGDddGgiwLz0bw\",\"usage\":{\"input_tokens\":1068,\"output_tokens\":163,\"cost\":0.000044856},\"inputHash\":\"1c21db5b278a8a440048efef3fc197a384ac65baacd645973709244a2ee028f7\"},{\"id\":\"x-2100959848623899005\",\"title\":\"AI Hedge Fund integration\",\"author\":\"Virat Singh\",\"sourceUrl\":\"https://x.com/virattt/status/2100959848623899005\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-18T14:47:16.000Z\",\"summary\":\"Virat Singh demonstrates a Jev integration for choosing strategies, selecting tickers and running backtests in the AI Hedge Fund project. Speed and cost comparisons are author claims, not evidence of trading profitability.\",\"sourceExcerpt\":\"I added Jev to the AI Hedge Fund.\\n\\nWe now get frontier-level trading decisions, 100x faster and cheaper than an LLM.\\n\\nHow it works:\\n1 • set strategy\\n2 • pick tickers\\n3 • backtest with Jev\\n\\nSystem now runs in seconds, not minutes.\",\"claim\":\"Original post by @virattt.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":1320,\"impression_count\":85918,\"like_count\":1039,\"quote_count\":6,\"reply_count\":32,\"repost_count\":65},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":2397,\"growthPerHour\":2.3977525066504333,\"score\":341.7445371035339},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100959729350561792/img/wc-JtyIBGa_9qgNL.jpg\",\"kind\":\"video\"},\"discovery\":{\"kind\":\"user-request\",\"approvedAt\":\"2026-09-20T00:53:42.548Z\"},\"media\":{\"file\":\"media/x-2100959848623899005.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100959729350561792/img/wc-JtyIBGa_9qgNL.jpg\",\"sourceUrl\":\"https://x.com/virattt/status/2100959848623899005\",\"kind\":\"video\",\"alt\":\"AI Hedge Fund 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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"finance\",\"probabilities\":{\"marketing\":0,\"other\":0,\"search\":0,\"creative\":0,\"finance\":1,\"context\":0,\"games\":0,\"research\":0,\"verification\":0,\"interfaces\":0,\"learning\":0,\"routing\":0,\"triage\":0,\"evaluation\":0},\"confidence\":1},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"demo\":0.94,\"unclear\":0,\"proposal\":0,\"measured\":0.06},\"confidence\":0.92}},\"classifiedAt\":\"2026-09-20T01:26:21.847Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867581-7CKqYXNVqoFMrnTykL7A\",\"usage\":{\"input_tokens\":1064,\"output_tokens\":163,\"cost\":0.000044688},\"inputHash\":\"b511cd5f2d213804e6519c0ecd4e37ca9f97eac5ff523321fa26da842debbb1c\"},{\"id\":\"x-2101311992984199580\",\"title\":\"JevBench results\",\"author\":\"Florian S\",\"sourceUrl\":\"https://x.com/airesearch12/status/2101311992984199580\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-19T14:06:34.000Z\",\"summary\":\"Florian S shares a JevBench results chart and reports that Jev leads a close comparison. The accompanying post does not specify the benchmark methodology.\",\"sourceExcerpt\":\"JevBench results are in.\\n\\nJev still in the lead, but it's close. https://t.co/8P4lbHBfhd https://t.co/C7QVwOHVES\",\"claim\":\"Original post by @airesearch12.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":805,\"impression_count\":168727,\"like_count\":921,\"quote_count\":34,\"reply_count\":52,\"repost_count\":88},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":1812,\"growthPerHour\":38.36404010640693,\"score\":389.8784195788543},\"preview\":{\"url\":\"https://pbs.twimg.com/media/HSlcDnPXkAAHTH1.jpg\",\"kind\":\"image\"},\"discovery\":{\"kind\":\"user-request\",\"approvedAt\":\"2026-09-20T00:53:42.548Z\"},\"media\":{\"file\":\"media/x-2101311992984199580.webp\",\"url\":\"https://pbs.twimg.com/media/HSlcDnPXkAAHTH1.jpg\",\"sourceUrl\":\"https://x.com/airesearch12/status/2101311992984199580\",\"kind\":\"image\",\"alt\":\"JevBench 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rule enforcement\",\"author\":\"Ohans Emmanuel\",\"sourceUrl\":\"https://x.com/OhansEmmanuel/status/2101034822760288452\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-18T19:45:11.000Z\",\"summary\":\"An open-source example uses Jev to score each coding-agent turn against rules that are difficult to express as ordinary lint checks, providing immediate corrective feedback.\",\"sourceExcerpt\":\"best coding agent use case for Jev:\\n\\nenforcing rules a linter can't\\n\\ncoding agents tend to break rules and some rules can't be codified\\n\\nJev can now score every turn against such rules and tell the agent what to fix asap\\n\\nopen-source: https://t.co/yfw9KCm2Cu https://t.co/Lk2wXjl6Z0 https://t.co/bKRa0MsFd5\",\"claim\":\"Original post by @OhansEmmanuel.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":1138,\"impression_count\":109766,\"like_count\":916,\"quote_count\":11,\"reply_count\":42,\"repost_count\":42},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":2107,\"growthPerHour\":1.5985016711002888,\"score\":315.94045886223967},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2101034808826851328/img/I9qffLGFLpK0-4Tn.jpg\",\"kind\":\"video\"},\"discovery\":{\"kind\":\"user-request\",\"approvedAt\":\"2026-09-20T00:53:42.548Z\"},\"media\":{\"file\":\"media/x-2101034822760288452.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2101034808826851328/img/I9qffLGFLpK0-4Tn.jpg\",\"sourceUrl\":\"https://x.com/OhansEmmanuel/status/2101034822760288452\",\"kind\":\"video\",\"alt\":\"Coding-agent rule 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4GKZvVdLfZs07k/RnJ2atDQgnlDdxCMTxNJsHNtErT43sxCPQu02kg/VO+ns31o6jUM9qJmtWPVt3c+XNh6DwjpVfu4LFkrbe1cBTX1FCR4IRdUpUL8+z+osOOBAbxyRTQ7wLmgtdOPcVZWfZgkY+sziUSzI6eoARMGkSa4/7sV3glPZFJSP6aNWWGLYU+WEp5ab/VbvZ9gEeyYtvrP1NsVAuqA3R0DSxpT4QB8t6lMdwDi4+Znuinzh9OtN9rbxUr7AnV0NHq1ombdgCcPjoi40zhsf3aSwRC3mnduJs4T1z0KJwC8AkAXvbFux5iP+1j03J1Iz3SPXV0hcIqTMY/72oUT2wYw/de2G+zU1VHIh/h1MtiVKDP2iX5Vn0/7kjnH/gXAgB0b7dTVKabl/9psgBwu28mWxLpnVbVEqljltA/N3WsvCqU6fiHsU7ZsgbV8iWIw9uTtzZPfxKqEB3J/C5RR0A6MHAnIRwRkQwC9LmG2BLwxL6woo6AdGpgTjfYLiIYBfXTDpbFJXe21OqCf0rAFwbGS6JnFeSy1TKm5MemwqmVNyY9NhVMqbkx6bCqZU3Jj02FUo0mDok2Ayh4+QYVz9EOHPPam3nNvObec285t5zbzm3nNvObec285t5zbzm3nNvObec285t5zbzmQGzXKaq/qUttwOuQ2mzcvDasjR/f/pX7x2r8eVfrm4+AJy5zWzTwyX/GC1Ev9ALf6HHTmnT/TFhgq9eUehoMV7+AoZXhHveD9P0za97D12hwbs2O5jRj4+SHNAVNOqZAIyVsOxAaQYVz9EOHPPam3nNrFuzm+hNcuOjwVcg7247oQn4g1SvwJc6+EBsjciBEr1brwi0A+uV1COybbqgiCCFP88JSTtIMK5+iHDnntTbzm3nOEtzN8Q/ntTjDwZP0Q4c89qbec285t5zbzmQGp2O6adwoqZ0+8t1/AkgNjp95bstiKKmdB1uyNbsxFFTOn3luy2GpVKTEcYiikJA+91aGAThWk+bdx6gRYZMfngH0MAm20rabgUE/WIMqUuBnLcDAr4eYNvObec285t5zbzm3nNvObec285t5zbzm1YWaIFFzc4xFFTOn3luy2IoqZ0+8t2WxFFTOn3luy2IoqZ0+8t2WxFFIxTLwxubYkcKKmR4UKvQ7g3WfNijEUUwu6XPQGccdUuW5rBj53k0JGZbsth01dlX2hKzSUcKKmdPvLdlsRRUzp947Y3vVLaZ/oQwNOKYAfPUkhchQV/MOCzzwJTCAxz6G67wFphgiuZQCCs2KpgNthO21QM5X+3qXQSl5P4jJYmXUmfNd+7W/VpxAByYUeII5E164JeA6Ns8QkegqxgODV2G+0Duxbg2ZK4W9rskZd5AAoQr1oQ3OuRGIV4fjqVXWL467wet3ezBoZ+fp4JXKb5C+GySwoJIVL8nRiVLO0ECKPdeBUYy2Ptc57/qnQXBb40gwrn6IcOee1NvOoFY4+RHuAOpleYUOKX3VYSUwGJqa4VgNIMK5+iHDnntTbzm3nNvObec285t5zbzm3nNvObec285t5zbzm3nNvObec285t5zbzm3nNvObec285t5zbzm3nNvObec285t5zbzm3nNvObec285t5zbzm3nNvObec285t5zbzm3nNvObec285t5zbzm3nNvObec285t5zbzm3nNvObec285t5zbzm3nNvObec285t5zbzm3nNvObec285t5zbzm3nNvObec285t5zbzm3nNvObec285t5zbzm3nNvObec285t5zbzm3nNvObec285t5zbzm3nNvObec285t5zbzm3nNvObec285t5zbzm3nNvObec2iAA/XwxIyIi8J08osi9zKNXV/h/VQUf/cKQONCBvkE/Jl6gv7his8ic76sRA92CAUZohwl7jJXnS1c+t5LDSNhHDmoJ/0dOnDLOTWWZ1U6pPqK5p73bHvzpjMST6GE5jX811AzpRwo27c97sRTPl0KMDiroklRPVL8tOvEtlAxBwNjJd+OdpkL+2l39Jt3LWHT+D79+fDCRQOv4jj8Nmk0ScAKj7tIkw2nieOd7v+/jQMWshmhu8n+ZuEUlDVJlvM9/6e+wdEcZ7n4bCIqnKwbKnTURNj11wxOz9LRKB3fXUZasMA9T8zeMp2161jMU1fCpjHZxSewFU0AsdgSuJczrQx0m7U1FIeP8EYbtyqrAIAfR5uNf8EAhv8xwnuEzl16xggdvEqdmEPYMbIrzd3/i1Od/8YALDua1i37iRZwmQ2d1KflGLm+SKWWEWG89S+KzwfK6E0T8+dqig61YlNlWhMy4DK3gmN5QQwW5ne/IPpd/1jv7d/v3UxBrcCHI1lOFbx740VVdcy9ISaLMNgtgPjY9CYmp1k8TlvQSL+rUoM1dAtQCgmY7QkOct3VlLgUeaJzx6WLXhMQpNL2F+CPVPLQO1iwBJToCDMSX57xo5Bb9TuR5Zw+NpG+vLh7gQED+47jV4AKjV45KwjH4hpSTiK1mNSU1ABOIFzQwLaSzyn6fJiHDyrh+2lweYmdG4KNnL/7ZUvsN97/kwmV/8DY1/mfnED94AHQ9eFwsnDFlS09GFdPwxEQzPEcU+69EUe1ngn705ntc0vvNlAmkTq5XsTBPm6XhD34O/Sz/ZT4jCw/LlLAsb34aGJBxWFFBKWYNAWP39nhMBHrXaAzBUNa8GGRooNtDBVLGwD/YG8T/DCbThjXry6WxtUzF91JFF2VkkNnolxJPVCF9hAjjCJvIysOhsThL1Y+b2aJjlhYgGCVCyPnSZ0+n1RNaiusjAq9Q+Oy8Ui+rpnJgH+jSuJmqo1aZACGAKq2QwkfcgC+Db2ks2tLmTadY7fpufpzhLVOcoEOvkN3tJGU0jmQly2e1byC9jqcgmwOXdwMSsTO8uq/J6ILGnHSB2jLJ75rg0w9nEVH+CIYUaJrLpIdJYLjG6bu4zrt1WeD5Mk5S2q5RNU0P34ljQID2m8xqmCgxI1JeWAz7qZ6JOFbRJDVpKbBdIpwTETtohn5dwauJuBL07HX6E20khc9Vqh35/zUs3UW8eoYLIngOgGQb0XBPhMAq4kRfAMGMnCj+21mG+F1RcP/F0vJ3C9+QGjwBQrfrLnXjt041HYqYBVPMFpd1ZrO0MZXABUt+OfI/KdqeCqcxE3qaq+abGOuVxyvH2cGhsh+lxU/1hLr4WZQqERjN3Hbq/RVdFKcSiZEWyCtzisedra57JA4W/g9PFinm875IDk6G+uKEOeBP2mAE7t2FNZjZhxsMnDyIiFzG8FIKb3+6++nIgEwnupieXKCneBrjg7F+2U9+esoUgZ/bNI+qqxtCATLU2PTxW/Avx/hUHjQrrZwoHoRqaQ57AMYkos5jLDaqnaf/y+V25idcWcF+DUUhUtr+lLImmC2kGfhZg/e2lJp7HEZnAZ8Hu02b7M7mKDolCNztJaHwOTx0xnsrfPTElgz4xtQXotqW8wj7bdBliEGLn8ern6/Ox6LNt7njrzO9QjeFQaWO5YVeZvvDW2azuJjdLli+sL3KtkdbBuVmh3DG0XcsILpggJ3Xlb4fsLFtCletRnzwfAeH+9aN3IQaB+zJvaDCSJ49PKgiyMGBQbuvso9R24nKrkiJkI0L1J4xhIA31W3v53cGsQV2nzCjXcsKQO04R7Avx2uN1oynmpWIrm7tnSWdGloZiyjJBZDd4bvrny4cniqNX1GZeKMt8LULnWGn9tbHEqV114YUUvI7HpjlKxasjXZGGkUMoTljHIWiz83IEsqC5fXCpnhZ+I/uCywxmLb57j7D56HK1E4gkpVx2AOl9yzoJygo1o4btns9tSyIXcGFCzbcxxn1+f2wDrF43n+RTwe79fJmZCoBME+60BhYV3T1nJmlVRzJVDXEC3dh4l4mjWI4XBpHKHp13DKt7mK9sHa5uLnjy4+1/BLUX7bDXITi4LHX7jWhORnpfo/VGgU01pA0hvbTXKqjZboiBRvH89zoKCU81a/s9VYZddeAXz3IVY4W5jA5BmdU8ZqnOVN2szkskl6+exDEQmkkok8pjzHSa0toOjc5MpIu8CR7Zxz5haLUkr+sNkTrCgdBRfG6f/m+K3O8tqq6tqBgEbSlq5NrlZ4iUJH9TLcGlzFSAAvHS7/tpmRHG+n3PrDgtwWpswqsiUKr89T5Lqb3mGoaF5leq6FEt86a04RD8RYJHyD40WJpJXucg0CVhf9XVjngSKQshlQ1zAn04xN4+vJoKYNSlyRRhACh4GYlVdZVnRrFel1sbtlf/eArL26h3PUfCHh1325Jo3S2RH45ROM8HBUX7VqB0/4cFL2fk5VIEkrFMWx22ug4wdavByL476hZwkJgxPT8+/r8yCDD9nVBfcaMNheMSI98guxR+3wPT9MY5s4Ru5TTDhAsDJYO3aNjmfkTLIwu7A2lwxLZUjGZLmy7io5Jg5sRlxgiUzRjNpxsdSRITcefYKYQ9sqq2LtE3FnPO2Vtd4BNYkb8ROhAGdPkWnGXPQ5n9kV0HE8b/NOysMj4/3tTONWB2z97nGrwEI5crUNSMqQvhjQ39nx0jQCJM4htuj/WzVwbkDomCIsZDDqaoqAyrZs8ldQ2LKkIjxfTF4pUJXfxLoMkfwEeQniWqAoMJS9PQWZyeRO97C2gQyN1XFeGxacM6s9SrfqfU6Kbx1Qa7nXYUYhGoKVxDSNgQEos7yE3q+CC8d8XldJhmLYF+o7DCOjzmDYlWP7t7S8HrOh7xBcXgxaJ7RmwqjUvfBCOAUiYRG6sbyihDy/a4U1IRibP8kUIDVamRaMfNXKQ//yA3cGP+U/mv48Qj54xUMw3tXDgPy0TpXsygNIVsn2fGpCnGaVhVkxKqIjTikVMrK5OVk+poJtGQBa32GDKIULrsUrACSxhs28j/9Oxz4e+PGHcoOV/DARmUN5/7uGWjESh+rCeqzST6/NocHLQn4hjDQIkDksofZ6MjbZfEQ1XPa6CFO/dbcRNbsr8Vm7q6jK8TuBfhGqDD5YFB6oMQaflAKSTAhOFBRFCNtFjkkWpJo7N3HcEtqPwIFqmXOXBEbDdJf/4cL3sXH1fx6l4lScC8jayf2i4CUQNXIcow6jQTHqs4cIY0yR5SRPPwiRmaruXj15ndmxwiaK7j8fQz6HuuivS3KgwiXdfGG0GDry92Jxco5kxzmzNNRtkjQ7/K5tF8e9j7g39OVeJz6tdsbPGb2dS+5Txxx9Ltzg7rheLyQ4OV7jAcCUtEMFBFMx5nBJqsWd3ptXWAparpaR59GPaTWXGit7G9oYlVi/6lfZC8S9UOD25MaEPlv5SNNx9GJIMdgsVGTUjW86/Rno8jOBR+/K4K55/OcMzlRvvvGIzNCth3KewU5yuDaKhrAaNp37RYB9j42uxta6I6gODnxxnc752cl3EEoc7P6ZHsTtKvnNyBJN+RaXUrjpsalz8OB8j272YFDJ03Jxqc45XP14/dcx9kWsdt/NZYvey4GGknGAtCITNJT7Slfm3LUl8D89S/D6E2BQ/kaAhYA7R5CJLdIKoTAEQXf2T2Gau+KOQAkXY1Pvs9Td8S4P9cCNan+WZNDKbH4bQE72p0gN5wEkIfsKrRUfdBvjKHl3cuPK+LGdYk+1OfjZKYpS6Vuj4Gg6JCJC7gc9AAoCw4ZjV07krezKLRA4kSI9hUb/BuiRwHGVg98Tw/sLUf/bpUO8JFOUYTQ/s5D3fZANsHvHORcRcsN/iNeMUUcS4Mqt7mO/wUvFiGUL9PDrytm3SD7hnuvRle8rHvEmb0L/d16Lr/H8WCiMVbho85ffuv1AChCGFuUcDbCs0GH8gxLNxKIGhaHgsZetIKR5c7tXSP1OfTBup1+EIsga5aSbBznPCcGLTh7euheuPazZu5G0tYubnSqTiprGcdugrwrM3FnIyosTykG7LJFx9vyVTUGZts5C9C3Y47C+bVnJHxweucFnyDJIsx/zDJfWnwLlmI6HK++KrvQQfaJHeoQROPauf7+9SQUMKYUntUBOuB/q1jQdELinS+CPS9hOiNBDzi/k76uo5smiszFJXsAr+6Uu3QqPV5L2comNTS+ayCX/0qBxZQDhyTTXc92Epu4A+3xtremqO+GDefw2O2w4LHhSFnhqDNsmwMGEhRCyskCtRkBXOehHYNtO5g9YFa271nKUiAS9TOTetlaHNY/fK60ajxdvJFV7FJ/oAo7wQm5aMkzSkn0HQH4+wO85XL1wi+7L5USAB9naez6dcWTjXgcVrvw8Gfa7CPv8V9dlfZKu8tI7heEseIXRTAPT92MIBaRpE4Nso3P4/Ml0VO7rbpuRU8deptG7468qua3Jkx/x2QLKmF7LiWbEgH/a3QlIx3OLL8M3FRyV88WoObESapVWGVnvqnSvt40DMv/nr6ku4tX4zPysQu5aesRY3I2iD0AdjE52+epGRklMmCqEpFThGLjaeJaY7i4Iw+kMDSQ9ZBBIl+G+x/wU4mDwhwHrvB9oOqzaY0xmRrYOejBy04AGAPmBasvC9cMebRyvnuj7TYmH02rZ0wH5D2AxAl/dJUIVHRVf9bTuQqwX+OvtnhjKJFFPqI0SLyM88pI5DgnJymg6yKlxyq1Hzeiy60pbl4VPbBnhOD3q/Apd+EM0NpXMXXt6lftHn4meRIeJlYESFJOn2zD3dADa1MGOOk7UJXAMaQ9W9lhi9vcHQkGof2mLxQQ/VKJNevm5mevFBqD9Xpg5p6Fjix+okUgU1s0N2DxryQS6/+E4WjiDmuiJWvWetv/v25Ex2/u+OXz8LIef+C62nexpJ/yaybGBREspiBuAzTxi3iCJ7cAnCmLQZ5xQ/e/7BqFneFMmE7Uad93X+Hi6PG741HFpeyzUvVJCwcrHcIEdFi9REyypoZBeDU46NriLGKXgmTrQQ8XoagTMz5Ylx/Bm3xoFASOqInBbllZrB17SSPRmTQV2Dt8/lIueFV8U92k/kE5hHiwW0vc4TK5bazh4ju/crGpYv71BoAtB1WmZJ/HMfF/dpz51JyFRiNbSrKwXBtgoOwz13wf7kuA95vP/T2xsYDsK8arl/a2x/2yQoNXOe539MTGlJM/KdYD8kG5D++xIW+gr0+uDfPOStFBDXS+DjN9x1vB/Jmj1LF8X8vOmk0xaeHrIRCd54az9msewGUt2sM19gAFMT6cqW4diHTTk6AC/E7BvhgEuZ44a1VISEI7ko1u3MD6f+cpQpZwsXGMJqAzaYAK4fIzVB0KCIWknte3Pnwwph1M29wMP48R1upVT6/JLatFiwPsYcu8TpU0htkLkWgWbCv+fGldG5YzzpDOVLD/koqjgEJRMMEElYLMP/Q1A4xjjbaDrYm705+Fmrl3tdXWRSu1TmNAhaRJpVDlcl9Y2JCLAy0Y6GFAazalpTdqZYh3571gmjtpRRrt8WZ/YAQtteLiwkc4hQjiFO1rTWrKPRLyNvHQg+DBO9nRIo6jX4nh7Gul9MWfZYwABO9pwnJeldUtY4PrGuaMIJq72+dxHM4EX8BMaeKfZzD+x1YPMHJpckvcvdGFJJQZiORXfT4Agd/GHcB5XQ9Fll82Dnkq5gQ/VvKX8JPu8Ek1Vpffoo264c5+cAnq0nZoqDqTdij6UwCTYCmnZtrKVNPfWYS6YH06N/ceibwnuUX/RK/prxBoaeann8MayCoIdkgbt5OIzRQO3hBQ8HmYbxosTHygrtvQm55G0CfHWwvDGc/5SgMxyESaCwFtI03BrI8tQTvqbLv301FlHNr8Km/ikEbV1K4Tp2YO+uddvjOo7DxwSemjXPHc3PquZcyQqwQT2El4/KXEoKGXJA3RRUYhcyUsPkwbAcQzEbVViA1t7BQCoSfU5psn+5cORTtxDuHmgCY0gGEEikyt8mu5t3rgWDBx6uPim6Cj1Z6duDCBHmKGHPx8sHd6VtN5/T83p+JsZWaRO0fdq1mri7h4Lt0e2rWoJAj25q5g+QLDYogarnND/T98EaN2Li5EIQroerXIooCfyf1C+2M7bzDPWvddRbcGJzPBgjRTVaVMTBDxeGdOveFoBMOkwUZV7FjMBqLl++PrPXywHhNF+fTTfoqTriJ9nRd4kQkHKx7dkwSytV93h8biE4IfBpMDUhWr/B0DdwJCjHofucUh2wxyNgA1t9WNkFX/Rtoek1MhBQXsPh42G9hxC+atvMxu9dwhb4JMFsov6i8CY0Gq9DgWAg5hrLjA0NrZIOoRHGtJSW2Zv3JrWuPf0mc/bv2q+cbTuxLmvqgwhjLXxEO28Z90Uwmt5BGIWHbi/37QEX/dS+Wu8f1RwKNlws8dt17FG/HmVde1UoZMBMD2Or8RAa7xyou9lF2lcuXbfnOz9ER+0J9oOidltBfI2YI4TwBLKNHfhjJIq0751bWXdRYkjVIXoWj2pdHrQ4Sl7N3BdoGQZM5Zc3lDa+lQIsMpHLGTKc1RurUQONNrbr+Heqv7gNIp8Xx/TuIgz+wX0d6ynSFiD22pGMkGFZFUOgdocO9A3bj6Q2KABu5YxBws1kHqsitbLtelijArnLIh55vu5XiCYeqWxhgaRQiVjXBePAnInqpd8+I39vr39VWWXyIx4VbddHPe9SSttDGYJQPqQ0HUAKetkgz3nDESwxmT2kd/bUCWScE8oQ/WjJvwoFRPPyh1OEIAU8BqWDn/2id7VHJ44TfkOWP3t+/mGFIqvNxwf5jBStNhw43lIkM8eSq2rrNZq/LZ3ZraqEpk2qbgyW+J2cHvNEYXxXAhpc1Wia50xkfwg5QyGIAF5TNCN66N94YiIy0tMnHvvGiwMIO9k1nzLbuT3VcAKRj1aEn4boiaDruHGVMdXghK4aB8LB/H0XDbo9NgCbNKBPumNVAlgLYg7KAHba0A3oLp9B7TJcWNGrM5bj4k77YL8d2iVHts1gG0TpaPlmpyqZEXvzorQFFvZRatxxg+NbKGhtr8gGOENpGU/wAp28nHK+RvlOztojhHaU1Y0i5VE5FF5WWff01u8F/DmD+W0jDWwkrc1WwUPEKxFeLIRyhGWJkRagrI9B71l6VxSR120/Fq2aKKKfNJHTprNWRm4u+HGo1IreaY1YHbTGlKVgvR39+a52y6YdEQSzRjN81tloor83tby9j4H/lfyYaBtbaiAPGFccmp2mJuVqVL91/axig5E7Fwj8S6GUbwo99xpPEXANIjtGWJQfe1e0G3BZo4wL7pjl36Sk5e8iaNvHhQx3S1dNZKYaJ5JaBVtDS9SUAeJMEuMLPQpE0OgGw5KjYrURyaHatk9E7y2kKkzd3M49XZPnm1i3+6wIAFJ0PMJbnJ7R0aSNqXWJ+OfVED9fF4oXzn5FasR1kYlQqaxEVPZCv2Ow0MTOTMQmBktkN4R0oaduFlqmp40vlGYC1rHkG8D2b/7RREbrqc3H2Aq9HOERVTESguuJOa8zcIgMq4rrhlLtqnbP2BrqWkwQEh1uCkh88uDCauYDeIDE0WWSMWkEV8gSMoHR5dpbJOHjuNB/C08hzPs9dgMysN+M+eor2dVjQvC+m6UnbZPqp4AAdLbOZAvLZzW3sVr2/iAdTBYb/YFri5JX0rWC8WaiBEyfUUvqOZ2XjxUnjHJW4mylzoFhWFk/kzdM+lsBQf24E2DqOljDQ0YdT4DdIUcy9pM7w3VjwWKOWQ9twv91wS30FwgBSEo03XyZS0SbOVkm+/DsF7KPXNscs2w54SpfK3EQCwWlTHVSCLYO5ZKqyKiYYdHBY0djrN4WKPKZCxlo8nmToihjmT9Je0LUUG8C34DUg/jdrqg+GummYFRIorwe0F2MglcdN75bdmleu3WmI7jzR2wsTsFmzxmDQdSco8iCiwFhFVY8dQ8bhAHTYH61F6vlmv/ZPwfN4PAvRLDf5Y+KTEBZOHfarcI1y1QRVZxUKFneDdFDMWMQEJUVr+mFSPwBDTuMiz3wW0T1DOgcOMHhOLEFQl4cAI+i+1Qv46+PHAE0s+YzeBUNzTpcqb/LVux1i01BvxqwwVI92n7u9PP6ovpvyVk/AHB6aM/7Veglu2McRqFPT2hf46FYoAhzaA11Bx/Y0y9CCWO7r+WIHVsIVg7cVR6rhnfYRZIN8uyj4gkC6pUbEp2HIYBAjacH/YVd2vWxmA8kdMqsR6b8lgiu2a6LOp/rKvUFLgTpWGCSQrFsH1RBkR+vR4MKoXXmyCJgwU5g5vxueJpvjuNAoawVzJ7J4uvGoBAFw3LJNgnFz77jvxgOH2lbGv92moLu6H7/s7jIBKDfdoeQmDwjVIp8sG2oOz/iBb3qLpOyPJWo3TZNTXnj2mn66HxjZ5wK+NdvBeIq6k5XP/l/fGoX+fd+nRqXi8XqcBRRvyeML9gVBMJjcy0niSMzdGIvfH+dYAJcMGhL5Psliqd1ARDPfjgAAAAABgIvpuUjSVUbb5ehfLu+v4Djx2dNReC170Cv+86IvFQICA80fD7zCD8g0L+I1wSFOu3xNF/p8pEZjnfFPsieTYqV/4KQutKJT5vr/HR4anetY2wnEByoUSXZ6DoyxJt+ix3ZHB52/+/N0Edf8+O+GC1YbXooQh91JU20QMKKBIO+Mxm3sGU8v+L7o13yBqmSPHwPen/4DQ74V2tiKuyhrE5cu9xdPkRqOYnXlS1qqNP8aBIXeNUG74+5vlYqtCY+mVe2trREr8YRWLz0awtCE0q+uiRFfF20Z0RfdzJkc+vmlxF3aDWY119aFsleJU4zAZD0dVt1Y5Gy4GO1+EdjdWvV59l/Y+KZKoa+VjFhlxWHtjTKptl26fsxS99axvxg9JNqpJ+gevP4b90cvYw1jCMg6FIqaFtnicq2exwNmP+9SiudyY+smxzgqx7+UTiwuji8Po9jHhKMVj4e/pfEfAa0tyfAbP+z9eDx++KQzqXw084H1SVUS9wOOMBrV3PYqa0jg6o2PhhBH0pT6RNSIw3a9+hMUIMSSUUZj7Ml0Nxy8kJJX4bB2iIwgxtA6h8I1opK5SYzb1R1N/nklcxqPzPLr0QuieMVpVcjSEXM865mbvJ9KkdkeHybrCdIIDfE7uqC4jXX+83/F5k4vOecA3tM6mcTPVdjGPEOVg6A0SkoE/oF3b8Y0QL+Cd93LDGcWm+83xmvn45DTUhnPa/uXbw6TAB4/VRFRaPgh9/lIhLyjipEUFtA3chUYnJh5OZ4sCWE37dCDjwTqz/Xkf/OzUhBcoiZf/SmbQJI8NoeB84u7Osu1cuJ+CfolJRf+8tR/HAq7i7ipL7yhkXy2k50EsbHKWMzDByd5FTw/0mFqfH8QrtWOLxvi8t0Mq02R0lQy7OwfE2sch4ZzxwJNL9YB320gT7A2fyPFYJMZrH969GdnlP+ec5iy+ERHB14V2N/YNd9MDtZq3pl0dPe4MD9HanT0CmzVQWVpw3XyzBq7UNXhdsxxOSX9WxokM+S0g9S0tzeY5zb+dqY+xukdDNi5+dqr6S+Qz5/6BfGSuwJE5M/eQ+KotSjZ2fm8NS7S6xpoZwwAVHPG4EW0ZTHZJYfvh4+mR4BAh7e10Zr5LDcqaeD4eiTFmgHj4tIaQY5ibs3kk6Df8IluEs7YLKUFxr41dIC9f0loAtWeffC2gEQnGYwdVztizP9R1TV31IqHb7a+eXWgBFHAEKMTAYpkJpW/6lEux2pz6rHAvMMMGdX3mIXCzW7zut0RpTyuakccTQcQNlt7IaiX0bzTfGb8JJ1SkATZMLGl/K39giF2hHPzcil5KCmfxMVxwat3KpwNRpPH/I48WSB5vFosZXu51gmd4tXq/cFHUqPVOrAKfCjngjxP+g7v6Oj77RRW9Vwuuz5iav11QhrETtyGvZw2eTuM4BHBkJuBqOwV4xgfHk2tZ22VTXuLObRjo2uw8NQGfXJVNVFPaEgpyLxbrJkS2JKxqTJfdMLbfzxKwbQnS03zLB+A9tJJ1Ngib8WcFCyrdd6Qf7J4aaQEPNfqgKNhLBpN26cuarit5aQI7gAlWSoJDAokCtDuRR3ZvV0AWIjDOucenB6+Cre0l5ut1LbrL6GeXfG2aOKJXaDpAiyOFpjc6SFHR3ElDddfAuOBM3tMMZ4aXMCeVq/d99GDbSLVBoEJ9/YIq1REvBsDw5HEqZxN+Mb0RjnNv6ItEux0KPQylHsbhzX1RAvTwJEJ2U1KU7TWwYXXk8A23j8EyumD7xmzCSOH14SrgVuTDi1JBqvxf8iD3cYjIzGf3u5KR8T0BG8gYLIbdalF3Ij0poSluHYKGDpat81REirubbL9AUCKdBY6gbLV+xE3F++i88L6cIX/Z9LSEfJOe9B9LifuCaa+S/+xUewIRjqq7rNInEa1R0K37etdQtKy17xw1ZPa/Z1D90uUdJqbXeC+LXIiRnnPxN72H9qVAdx7coPJtEIfSoNvyuh4XnN4CeO7fsr72f8zi4yAw77xebQcf5uWOvLi6f1boj1n0nbf/wWpsCzhkMpn35ENCiIkrtOZzRmELR3QaJoHg0mJv+KNv/LMyXpE+SbbgpvAx6qszxdeBaqVXRhbYRpkDiTYCIjtnJIKokt8b+QU/PFn2IUTqMnTtwMKmb3ZZtiSNfZcTR6UiSrgy2SGtTL6gGztZYw09y6or32jOscWMPex34Fr0YTVboyXc7X2ZNIybeSffupHQe9eioptEFjEq16i6z9ip8SfwK8yMB1VJAXxDhaRUvlGMCPhyOB4t8o/slxryQiu3a0ofDqWMyoJH4w6t8VyNEBRo0xGkb+vjJYnYtIV60/t+bIQjqw01QiVxsVV9a/8HenmlJrOiRVewIPdi6WGT599dva5z+Y0UyQJJXLPi1mXuA77vHDw5iIUZJ4oAYXfSMxweyRtFJ7S6mYSVpgGC0r5WqxJB/ekZPJyco2NL/GdjvbrxI9AsJWvaxnPI0kL8I79fJWuxuyMRw0jdItnCaGO872OyksFYAP9/Cd2HSff0I/waQV5Eyyjc01yYAHxEBmaL9Oyhg3nZadM7R8Z0ZxU9pGNXo7LoTDpQOEqc60dTKGuYczPfcWJeMdqffnoKAQH8JeOvH74+OSj+pQXvFmjsfNpF+Ta0w+tl4ZB6rw1Ur9NNznk9osuxTZZWA/EKMYy9Dwh/EXk9kk6KpkzqRz4VvQeQIoA6VjMOhrky1qn1oxdG1e69KtdAj54+xgijUGv2zdtTclymJRa5R7y6DcCQrJEmxhsEjhYCOEcGAOrb6dYwH2U/WD6Rzb4CYhpBHn6OeaTrwmSqB8pQwWrDT4KMU47zVAMNUv6iLIFFme8m1WNQ2T43vVMvbxhAAkmUsP9wZ5KemGDX7YM5C7plKmKMm2NyyGoo12aNNAQ0HsPIM3U+3Z286nxv8BqHzneATPVOf5ch1WB6kWS288SLfar6at0SDEEMDenNAFPKwtVoVIdRNRhUC+gQ/zg9J2nutgS9np046RJU+mrgsjMvR3rcGpAxKPedy69n7Ez1UElt7vGqUR5PRaEAcptEpiVNl4xu6jztPM4jxvHlcV8qfecwFOPuJOhuBJYof46XDrrFLMEv7OioNWIZp2f2Bib9Vn+Uo5F+2zY6X3rzPbrvkCnmNfUGDpP0abZTHhOnuaLvx40+Q4VD/05pL3Z8u3Hu6v7/IfLYye+qLoLLH6uZeQLR83X1tl53v5WUOOrbaVaQt0NUet7JScstXL7cYopPt5JCpNiBN2zsTLflV71dacdiHKfnd5KuIsJ+SN0eVXPtFmT+dZgLiZlpkdhw9ZBIYpEMMuvuUEhYJDDICSqw8tgGo2bqL6E8zVECbFIAz21lIIz5oCTyr8AC0nC4sbkYphNZduMKYttaDFUsaSGMRYqgCCwkl4ZeDHBBsd5Hw6pKkdAMZAViuEJi+l2VddnjvZeU4yGFbpHDC6ctq90YLXlq9/hdhwBdWF4teDq0d/hrB9fpYulX/7OklLmBXtU+fWnR29ear+fChA9UeAhwxYa7FtipihWPW738jRK/VLp6IpLdW6Azo/ePhWr7q4e0nTtNbW0nHy4HV9+q49UqtlnW7QJQadNvS9LCBXYkH7p9BeX/EBXsJPiiT4xZJwHRfgGq8qdYRhr7HQiCfMX/xjqDWMJbHk+zUbuSXcazbuGJRcR4ekFMK9zsuQLbfd8YdBd2p7sOdkMYW8urBnOIbxqX81xsDWN5vx3+YR1YT7IIcqsrn6BOV/q53AkG+jdLyDWJ0RAnjy2ifbSRExV8UXkpNRZ1HNoiuAwL/AKHsYTcxjJ0NcxxFBS3fgMSdIRHAIujyuYJMxjIYWPnXnFi4N7vA8mtKK3AikvLsHb4DmGj45OSzRNy76U533GHaxiYl1WrUz+51Sv2ECPTiSfJTDfxX30PhEsWAQ1JNHlLkQ1mm+vDkjnYi9eQG1U3Bzy80Vo2c7fj2EYH53Iiu/SXQkc01813IeOAWTa+YR3xbstQ578Drc7ncG+Kw5dS72ZpxqKBpcFujV0dMAObsAtntBhb0hrE2/vvq9qng7ou3XHsw/2ZJykxNzKS8iayNpUQk/zM7yTpJSSjPt++v8CCpXncJ+Ys0WgSoWUid8kRoRz2DHJhCS72lpnQGDXLj1un329PVl1H3iaP3iKecgZMwYUwH3V+htMAhyXWXsqUMgSaAOb2OJilPRfq/l9muNp/UE87afyF1gIXTaCV4vPjrMMiiri6CajI19u0mJg4sDP2Uzz4hzanj/RjA0H/Xn4Ls26n1yIx5b4y78iYmZfZBziLWX+DDqO7Osdm+q09KPg0NHbijhcNj2DlsPHOdwuJjs8nu0EqJuLZRptMVpzA0y+cZJX8dDDOdYiusX9odA3R1XIm8B1Jq9x9np1fOuq28OL2OuJbyEmoWZfqAHT0kVNB91BGUz3HD3+Fz4wEaMsUm1UYh+XIIvdmCVxIYDECJe+PUHsFpFHo22xFmPFMdX8yhw9qpB8cMMsutTu7dVxYP5BNrntPesaSIH/39yDKeSJnpwFrmtkBinZh0kESepumbdw6bXDIqKB7NNN02CYHVY7BcO4UipVEi5QRePocc461YYqMi7QvzdigeXsyHPuBr5RwURRfoczGr0esj1svjs78Z4z0PXkEfDqg8o8ypgNdOd2rcNVUIvFmyG7YZjfq37SmYZ3RV1DkYtfZ7gXXgdLaqX9WNsf+pvttTA5O7Ab2lav5I2H9ZEFZGGnrdy9E7dw17KBtHjfJGd5swwivXb+4T3xi735uvH3Pk8NeyyQIXBuIDWHom41J1GYSZjURBngYtLdqRxs/cOjo3Sbael3pZUZKNunR8KWFbM0DPt+JWHLfcfSc6H9P8BfKGwTPiTBRQD/P62JSk7Nwwh7VvPw+rmNDRCobpblAZTt/r44RWfXGoYUR7BxEFegOrwAE2Gj90GvTlEaLMZ/wU84T5DQudUZrDZqyp2ksf803EiYtBTv6iaIGfUJpjo8hX2KQ1sUtSw3v4oOu/m7zjCb7DOiBHQeXmdPpRMXsCxGak/z1cgYa85DUdUTcOEEr2IGtq14pUVOSJikAjrAt0qK5TjE56lYhnTzotONBQlENUf9GdWFje7XPYVDlnynEbE9kgpxtdIxGw+TlJlD0IWl/2oxggk/VhsWxexoOZr6rqcDpyweQt82SdCqQpOzFPj9/NQHaUzhVtMMy+o9/wXZs5TQnxefj4+Hpf4/LH1P5OKBZ9SoREPdfc/Lt2BZFuOgOiw+jgtSHJYbdBBDVK2T9vaBAzQ8h6vyO6OBdfpDbo4RnsxgdmB78LeimgzamZ0QlOjlBDrAZ6AG8W3KfaDerzTaps0CsY7dhIuvEbwLkorkiTcbXQP3k+bMJ6FJ9QgA6bfVGVTwfw4s4lJkHL0rq5iMmxzLiUP7r8fp0lcKIu1E7D9Uki6G9KQC22O0KOtdc4+/NzqDAU2JD5YApN5IbR9VFGBNN6agJLQ/XoDlO9P6egdOUK9PX+0As7mSNTNvbPJf2jV6rWdpjipFz/znm2BogX2UcPnQ8tnDkwAHcqq2BxQKodOqnI8uaVhu/E4Ir69Wl6MH8b+UqtIYcmc8gGIRzO3UdIn+W1R/I3B7Wp8IPFmYLEG6ktrm4HNfQ8Uswh15lpL4ce+q/VIWDtC/ybaVRKGavQZizsjyL38cKRuu4CCF1FLRp6zuYzsmTWqwIHG4xW9wzXO0S5QzLmD3HyPbXmYdbdcHasP7Q/yUNIYpNWqPJ3oNCeF8oRNGpmpCWPgC6ihbdKpYaQUrSVs/aAGWwYRH9KKRzVR0CfqwWIGiP58Ue1hEtkyjh3bIs/8Mmp2xoqQVtLJG5EOT+dTBX4BkPPGNcaEXVUdMa9eZBKTCmC5iDzD5WNetlBVvfgcr/woXDBgFV6cmRkTo8NBW8MCqJ+Xa/9w1dqYTq7/OAMfPipgI40Evy8kZ33bpSFpv3EsnnqMIMysvpiesAAAn3ZNzU+rMAQbFbm7XSMMmn0Kzky1sIGLHnyVmWf5sKL5eWMQ9sPNa2ehiSAfLgjiOz/54MUiwQ8Bi94H7/kYomzThh0sd0EEwcWNGIDRAd/MOUzsUzQIAecy4uSVD4Iwjf4lwqSgzjgPVizcdq2+bb+FFWM+a4rwR2W/8t4YbDH2SNPIPxErA4b0pSEAABvvZjdfr/+v1IQRzbzYLG3keoz/9P09R+qcSkWVoGsW/WMl4y/JDnLQ9lK+QoIK36Y44WCF9DwpRsweyN0hr/H6j94QAAMQylltrfSijY/rjwd5kVC8mwJfznTPSMw+qszYFuP34JH/9dt6SSGBDmwu99LVzQ1yc1CAU91IsQc/fpaztjSCH2KBMc5OTHwS6GrBJQaj11R5Qae7m4qAMhIB25XbL0E1big1AN/jF6Eh1DVq7ZkuCvGbl1qQg2g1V4WcaSYhWsgYpk2Z80yUKpzraNcMCaZfmav4MvTeBGwQl8JJFOCzXVflQOry1q8unihM/Y6tublBSFavLWblGWzaKrzeNZ71fBbYwSOeWSivo43yAzWyj++1mgbHNqO0n5vbjfRqdO2E/rsTlu7G76hYW+CEOt30j904KbipnsQdOGVxI1OVN+9D2oEmrg/LpvFIkTprcIrlnh5QF7bbmHiYDAl11grhcbW6poo7tM2KavLPrD60RPBb1Ta8x6rvbwQqDAj6hlKDHeG3gl3uGggY20Qowcb12E1azrobByIMrzyRn6Es5lcE76ipWBNwVimmhtNzl2UooJFgqeeqEejM4/JNcRYnLb53NK/0g7e2uZbzsL7sKxggc0QE7SkzqfDNuTSsejNcnVWrJD6eUR1VdhvAVbk0KkfLA7g7mBBCtA1/MmCgE8dWAE7iOgXJTaoDpeepQs8wXl94rLrLPVPpQmq5o5jjgTS/d1rwSYzn3ICrPVW0Du8uwL2zC8VaWR2ATtwHV0Ft4ahbDV4rKfcXdqD9ON9I1b9CVPOzqurTvrWh1zpkFt01uUvrayGuNwAB1ZH6+oBw2/CgUM9S8mbhjw5r4oalkeKoEGdWSB+YimGpMo/3r7lAlZ3gPH+xM5SnT4W19UULc/R/COFqijzr852EJIqgP2TK+lvsLHjnf4Jy+L1CbBtUY8Fn4Rb4GoDx6UDGzhB+sC4dOd3zUQRC1zpbFdRSmXKmCTJLiwD2we6lhXUssVJR++QMUGF0xqXe1iGmvaQm09I6FDouNLL12p2VTIldwl9jrtSl9eth1tKrIxntGpfJzfaGusXukZpH3WErV4yRpXjrRCW4CdYqscPXOHClj/lkq+NNzkboRu6QsYtHEL0wPuIPyZGs7d30iZN+/7JvpUle6HNC/F5o8088lqxyvF4n00MUcR4+D3PcfKgw1dug0lSKqwMXfaCu9Ez6lTYCJLRpnpfg/QIrva8i9xVBXSQ+ovgETg5PaGweFxcuRVnL4ALBoVcHb8eTRsTfnXZK45Df4waBq9n0wILY7AQ9WXK8hvTPtbROhhzDMVafuyCMvDN5Ec47i3gM3XKMxv6n7x9Dd38SHHFHI3VnyXfXDvOGuCll+yT+8owB94Ape4flr7oEYuIved42/S2p8dz1MuvLMp2OZzw5pceGOwpmuqQb1vQqXSI4xPKkeY//I3moRU6aM+L+v1H92mKJVITxxIll1NoKgviJA8JTrgKSD/sXNj/mcpMyHOXPV1+HuKIIar4ou6/JE4dimzFnYgcxWIQqqDdNZgNRmDUv9shRZvln1GSgHvnFdjYf8hhb68YgkVI4dFE23B3/1oft8aLV4BUGfuOUs4+FeX/GcL4XJw6omNDXVSl++kaX+mLPeYXUlEihj/jXiGLwapNUigy87qbLIwtGbzk5gIaIDN/VXc6i6q801647I807lXkb8GC+Bf1kTaukpmgzIoJsO3WxOBNdBm3tsIuikh9QAzWr608kXmeNIqJvvtVPsngilfzPr7JkyahPiDDoMVB9rfkSDgrQZQyYfT5HsniWXhqJTg+23M1wnyB7utIyRSNXeLSMyDZHXnH6Vt0jJdQCSGBZcGcldv9viHpxf4PQWe3Om364DOZBlLdubMQYMHCAJ17E2pzTJnvhdYeQ//b9s0SxTTBbmb+/ReMyQTyuh+cxd3Cl9ST0KULl47A+hXxb/csBj9j041HgP4+EFDoG9pkg/hj/3TQ+XBM8AHmAynmuCkQ2I/Y+GAyNiTb3frQBcUXMxSK6K8HsTzXOiiqen0mQ0DR/nrz7B2wKRsmZeYKGkJD/I0I56EY0tUwegWsIggzRCxZNU0kVm5NXTBsZMqFcCbJw2k3Pp2K+akpMaO+HWlop+gfJ3DzdDgTx6t3oxD/u4XQj7LpDM1//LkOK5r6iVVPoMH/RDD8r2hRerlVuXvA6LbJoWUEoZEFBgX44OCppeKSaTJTzkJWdkcB72/UfZyyn5IC4m7zlhgslcFqWTMRG88+yGQIpw2BD0vWfOGvBIhB4A26gQBX/Jz7d6sEn3RBDiUTqrOXstDqEp77CJPOUAGcheq3q7v0FPbi77wgcrQK46Fg3tLZ29lwcYJduvoDF8dGBfv5X4WkpnaS940lCXQfmlBdk6UuRcTeWM4srKNWSZjn+5Rt655s6ozzoYMAq8dlqTKweDd4o0QsHH29GHwmHL+adUjF1IPt3tHI5gFojZWo8SZ1k9Rw+2c9PMVWjiRjeD7W1KouRAugQ5vW5xlU29+FrR7j7lvqB1GRABG4fVy+h8tU/5gttmWTJxOvoRErOV/ymie8v0jwRaRNOc67JUi2Ofa7tFpdgx9Lb+PGWXozki8vHSmErpaZpMOfEV1dOGBGFV5Lr+1U3kyKImNSf8vY9rmlGMUaJtjuNncyEoy9Rbj8XAJT3W3aHFcpFUKlPS2d2+k7n9ngOTuoYDG6MCIgKC14V94IHyTvz4e1A/mYBBRzw2XQNZzxz2f8hKfh4JjIUX2nckY/TqFJ5bvVZSiMhsPRaSeSmVdUqTfjQeHsNpaSag3FNUSmNhtVm9iIymqFIjWvva1PR7effZgfIEaze2uuNzjD7LGren0mTqi6ufrFi1E40ttl9XEBeRrASaCF2KwIPGF3CNpdY24op5Q1irSY5L5wDF400LbNBuCdcJhNS8udjK8bHrDNxAa6vfPx/cwv4RTu60y5DSSjOFEkOD1kOfBhRGDOgBY/0bmCjYLviS4zoI4pyXh7fHLG5fiBtoaE8E9+RbN4Gxjf13Q7dQGA+nOgAQ65u4arU4fAEgebZ6TiVyg6MBSruceo8khUkg7mAZUjsEA6/REcD1Lb7o3l25jsWSlCYw07NKuxxa7hk4IhQxUGXhXpOFxHyXr4BSEsWgoX9ysxedU1ZV4h6KlOC7yqEoCXpLIlXTLIXML9ajBNG4K4aC+j0tNsoHsU1eW22ANsateNuWm7ZU/AjAv6F8xLUAa2WxT1iS0lZxEqGS5Z3X3ygf2ff9hJgjXPQNYuFwDFUf2Tg9O3d7Q7XnSwmtBGTZwiRaRdFLlEaEDpAJl3xW9TisrMdR/+S2RGT7AQOAX0sLjwAAwfvwNpFjZCUe8hARtjwHvEDoJ04dITzHYi64rSkXQ8C/+EKlPaADPoKI4o1Z06gR5mfTVKbSr5JQXIcKmnMFRaHMgSUodiwOJty4Q9JagdkgAt6oBFND+UxZBv87d20/oAf33qExtJsFlUcqTAmqHKXlZVFrC0ZZ7uHscfEfdWJH+POmkdnM6xJDExoBSRu9iIfVdx6LWKGZq9mtSqVOJDY44ZhqjAiYRkCcM8t6b/I1K1Lf+GXaBkJmdyc6WsfONiC7w5Bn0NXwEvQCKkUGnsrwbcQGEOLjIiE8+tu2M38xK6pn4Cc6nqP4OJPhDyCKR2a0bjO1qB4dIGV6NS/vxdJ7cKNOPHpTF7KPECBLp5i2fm0DHLLeAhAXABWWZjvxFl8WYUvEXByFnHAzWhyyrXZIctfAC4f7rSt5YGHHC+SyGB9GY/eB7HfXBGrISWZD6B6MChJaxsS8sJSyA8BAmtTZ3A7rYG4u53NXECLJhVZFgMs2iQFz0lSKN7R9b3KGOVlEsp5a9oyQc8YSJvsGtZfzNc5L9IhiU/Ra4wDTAFnKt32Xe2q3ZiE9VnnYGUm7cT7WpvhPfmT5YMiLVxJWjTaRXEIec3yZCXmE46Bod/jL2EyNnMJuHZIOKZk3tFKJryFjn7fD9GtpinKHpetDWz7sk22rk2hc889JjZzttLLhTZOqVPZKMfHxRj6D1LhTVk0q7BGqyXInmryL+LOQK/YD+EiozQz5aBSCblNSKJq8VCPWDXrz9bh3K6kO/ara63nVHexdoPqbHJjm7Q+z0QOH4cGCfiMIlF9g7xQyw3b4v4TMiX7gEBWXNSy7uOLphXojsr7M7Fg3nznqVDYofZcly+ENMWSl/sSLTivtae+j8bbPuAWCsDgETZeqr8EV/e8vSVb97ZU2aTO4xRn4Pa433QpYHM7p7Z69KJTdaHWtPKVJqDnVaXZ5/1lLOAO8UMKB+SARmBitE5b1oLbjIva4AWCCPRHwfjq+Rt5yNE7H5seXZ8r86sZt9tbmUVQj1qbTQRo93DsNMh5tcCP86X+QfOiLilRbPN8p1nvwjRwWi1YBVQf1No8iYNJGiO+/7KBFYmULawZQFXEcFjjv0tGgbR6pZL7VhqDb50XG0KL6eCMRkqzyt39NQcYbMru93be+dSm8Jad4fyRgHPLA4UPPgQo+NEYK0I8H5krLq6Ybyq/w3ir1Ud+REnoChfp+Y54C9QNIbE+XcGHg9eock08HFBx/gzLSGhfxOD4nTvC+Kpalt57BxsreQPixRsvABdJoRM/zQnxpxNy9z/krNMdlGVM7UsaJsWkQjZ0BHN+Wd5rpgtD9ogCAvXvfsoFG9HsWegY9sMFyJGLvNQE+2D0H3lgUCiNOiKCG+H5a1M727lN/HJB0aKISumDtta/CutJy6HonxGxntLoo7p92oGR0Gia+exSU3Apjjcyy3+siu20Z2zoNQHfPCTDLMTX9jzU1dpkJrrPlw087I6sGoXc8adkuQFaFLNSpFcOj/pBSUc9K9HfV4h6KlIIUJgJZiov0oKiqrZfvlawGKmC20buU+jVKdIsTdKs4BJLb5pa9dEdKUhnzFTwxGErW0hbbDSB+/JoCLjpM6gn72cbxWIDthgYUsNQ+LqrWmesbUsoTZ6VSHXaKGciUu6N8mBFOn7F7UdCOdazxIOurfzaUAXCO1rosnOGvUBMEMzB6q/OiWWOUT2O4mfcIhlkmOm2Hc8ZFe452Vifwh60Dh7cS43LC+M+CIGRcDFk2/RjmkGCfP6iNXQTKvM8gPFyM/MdUvwOTl3n4igXAGvYOgKkhupEKLvS6aznV4CMYa2tCu54qXVEldhG1A5IF5UDCavSrncMEdsSlSJm+rZ6jZRAPObI/J3T9JKIEj2a9efpKAd7VkE+cFTz0JjMwzv4bVmjMLUpupxG/RxfarEeq8768apRbRNOoonqnI9f6Vgm8rhl2q7Ws3xVQeZbN/4jLSRo+PQdzOKaLcFNuAYVNx8Ab1bOpRaIeaSTFtbceoGiLuBHdOlXrMwZZ5ABxzHDs2NP5tccD8aF6UM2vcgGFzgQEkiliE/ddTskyer4RY68yh0bQBVUe/gjtoUcHRFJjv4n/FrPmBje9/p1oBcFvGCE7qOXZka/XDRTX5syJ+WNGndqJsF5IHSLvQP5lXCZQoo1wCo+JeMo6dYjOxdlRZsNQQh0FVWGS4sgWBdW4hULxQMm3rbcYCSoXtRR+xEro8eQEiaPaw2K8EzvIhEgHEr+WOpcfE4SXkyt6dGjssCfNlkRtP6eS4sMdKLHDzIar7ZcxJi+nEEnFVcpyTV5FUeOSinXZHyXuR1pN81T2Bv0iqsQskVcQ+vpFjv+7Cu8kkREqjHRuLsa+n577rCQJIHCtmgLGi6e8Os5kgEm6lJdVgVk48h+kZR26Pq+1vc4WxGP4aD5pKXwpaE2gaJ1cG1uqmkpEiRPsr4V7kByi6umOEHV+ldY6qAUMednqiwCzE+a2k7++YeAaHNPyF/KXRv7zb8583YJkx07DYTrNr47ge7ZlObnmlJS/Gob8HIE0s+wtuBbREB3goGUdR/CT2C4A5NwHdEhpCThEna7MFMmTMqQlUX1pMCDCr5Bjrz73CKmOmFNtp8DLlGg1waQBBESL/bgXEWwh4lB+F5MlT1ZkHa4GDwhfK5NrZOiXfEB4e/5MdaM/HQMTIhC7C7mG+SzEoalWdyXn4ESTesjaoO4exVxG100NfrWLJ7vT0gF/Um10LUYnmmkll2kNrCXUeWU4ntJuiXBWogRMm1cnh920YHGs0Ew14URxRwsLq8Yg4T74C7EK3Bv5EFvc+mJyFdPwBycYPT6iWZxQfp2s/NBlRsRy5xdYf/Q07Oc4ikvtd65apnDoW6DSoVY5Pek1c46c/UzpsB2vi4Epj1O92O+/vbtig3GzrBKLWLSJ8E6gBxliLU5WiwbahveCug5dpPUtICp8PhcPj8Zi/klFmNjSQ2ziYqbmJjVmREobmtCH2ZXY2A8diwImeWP53nyLmOOlq3YoIZBIcdjUzyAAP3hJCSAIOyA7IIX+FpH+zd533VvpUy8gw2gKwOzn/nkDcfdUdOuQmNQ5PItg51J0SLVMe7tjqf6GkKNAFE8166ZhIHskd+eMgXaOJBrIhke1MDSlA3D/+ina0upgyRT/+JWH0Tigws9ar0gvGMW0Qha6z14xaFBqPzELEa1QuIg10w7Jm3392bnnlzU3obxlOXK42Z4V6MSQuVUdC0RJ/X0oNFIXdmgSnSnIuijEpeY9YjGO8pgxdI+6Pa3JWKZHiM+agYcjBottq6NN94uu487fsd9wZJCcYgUZ2gXHemiFRim5TzGUYWrEJvX+sF0wAM/8BzmFxPeSUzk6Nldv7DmNyQgbH3zUfCfVyi2hTLT6m0yf0V+jf7nn9uvsqKa3lCRWws7grTsnKYePmMNoSTqU97rZudTtiXnF0GRM4pOb3W4/4sUQD6nrE+bPrPJ2/LzR6PPbK5icWqR6M7wJkYvaVFqn7BRgyaLDI/r70Vq7v5Q42O8lFCLVZDR6hV1WMMlv6PI5AMZAbqxN9LrwjXOHKbKwanVE4/lzZBgbTozb32roGzB4vn02FCNqtny9bYbKgmSYF+pnz2j/6k0TayNvF95VCX8LgT7Ux7tdFpCmWVbnX1UvU5AaoWLWlrHIMwCUuz9Yc4rriuzM4G5AoQX7YYk6Zqx+3sAQy3fROD5eEnUC77VD4e0HWVJwexMpDUTjJM/WgrIPfOhFxJM7AALDoOL4b9MxZL79im1+u2x5Og/bfHLs7Dgx7tofVwNID15Lir3vV/iLByoEvMG8vLwJmY2pccGMPS8IID6TYKW3h3WlZ7mBd3D2NkGFZJlNkNjSWx+z7h252ryHKJu1MmnsncbRpTqAe+zdmaGXnfNQwKvwmETO3N2be/qEff9OMJegf1CIrcoLuyzKFgTZh2ppTOIwnjuNkdeHZ+mSINUn0hV2zK/GrkCzhyn24LT3miuyL8Jr7J09ez/UiEoI4lc3CpsuSveLEdArnqnwIyut40lnn4MKaNVkSfABpvnAi4wSNzfzrGpmvgrmWKQRXBi4Tvbwd0BEGfA+VTBumcWoiVhFfr+LZYuYuCOMs38J2kTzPN1JyZWTSd61hO5TJEuJGo/H7jOnplmbEOCzcLJLWgRNnQhtdGh0AAM3KTec+zYAWYI5yJxopoHbNO+frH9APlXzAtfGRXBuT6ng4GgNw/982fVGnW1K1GdtcmrGYUvCsmL0bUQEqipzAbjPl1+QaMv2hA+ytneipLct2KMygmt6Ha4WBwS0EVCsvu7fYtBNNZFN/dFDbUCfHw5OHy1uj0zYYL1rSwcSq7W3EcVCadAYmlRXILrhxVn52UbwtyhsE6L5qgiNlywSFFEb9KeUjwFT8UEbkzdErdSNrtwO6sxOZRq7L3NJpgMD//Rs/BUaaYGqHIwKA2TEqF2KQ9lTLBnr37XNIwKEjtC+MwMfPvWV0YaADY43L35laJXhizQJ/it4JNudFjQhoBvDK6b/Qflp+iKJVBy+3FrY4aAG+DDhXjYyNwAvdxS105rg9pL2NJRsIsTWMdOQAZwdZRB6XqJqb0ggqUQXsEyIBPAujIGD/EJGNN9YxkCPAJ/c3E4jqAQe5FEGG3P6yq+aQJibU4xGr3gkdfvsOQtDWrQm87VUsxjH1hNJ3MkEwRgQZBnMdNlEy7lGJdEi+MhdeqZax1ujN+oAEMTlViqa4I5tYgMJbmjbyVA6LzZppba7d7ywwMzaSnw3lB3EqBa12fXrEqNIsFaZoMrWXzC0mdgud/hjG8pKAXcekrK3rJLscVWGYgmcoXvtuJehEGusReAA4rBOmJuLvMFpst/u7NWPfxBhK8yAOOrsccQjx2SLSg4cjbfguj0DhFO96fWh7nedbdkz+NPF/V9CyCz7yFp064dRFXbcIahPHFFfWqimR4TlMNUlm40TOqTLCSc8W4hMBzfXCLsnJDpB39cfPbs78dybwtPXOg0hQffav9NXXrvGQjMbwwdpavrTVMXvgzjO7uXMttZv1H2Ox5f8IKnO3hmBU42e+YxqkrHg5ncnu/NQr1PUxBMYOZ7WYNS/6yoatDaq4BC+4hTMYG/Waj6FV1EqJdKKpMC6Ag/qN1WKIPLeejbtmV9fIddqv+GIIEyAxJN6P1S2D9JiTIAPGPEPjN/T2OhtanqYArdPjmTPNXKnhPLqAY6zzsm6jq6OvCgii4KeeL/S4DBRBJjRsCnbkCxgddiOXewFJTvBjRS0IMjbAbyeXOVp17Gc4uz3egL/5HMSXRJz9MZ+J/AKAO7qmjSiphlB2y7eG6iQP16rlKYwoHmvUtf9woZpMdILXVPPnxKwRObkyP8E8xZFerVqN+F5r53Mz+zDLH0Tb/NCmWjiuwvzafAovJUVuzRfxoLSO0zOd5f81hkIo0VWoD/UXFQ4Qw/xMnkbUCqTV0e/KO+4hFR+qJF1kvlEPbcJKH6SVnCNqI7jaXDPDnhvFmqL/uom/C81Y7ROnDHK1Son2zBYQ6M+ZKsWKLoGFVzSTIlwQuzWTB1M7EUa5gSDgEErNALL3a63b7Z9S03ZAiHgydtgWVrR+G8FH7yO8wEQWNDw/A0uZ+tVu6TYze4RgWr8mii0tAsBugvXIJcFwuUFCpfS/YdLj+lN2OjZh+fJ5HpxC7cumwA0NFBVdtVwLWjGJDd5OwVnazCioYHaxofVRXsxhmaNGezICZYY66Q077EzN0ZnScASfWP4PRujjbfA2XW05nZqgKHSR1hYzT7glsXnCeiaMg3K2ZgxOdV3xHKdBMV+Kfa/YJKJruOSVGX2m76rZdw9xaJBw1zqlxnJSe44/+EsghvazG0WSWPY/uCHvybDBk8T+kyDr6lnwAGQui5l2xbobIb/ajVwXQ/SIgUUeSPFdf/7CgSIxl2IIxstRbF/XdpBqpJ3XeozHpSrC+AwbB4BlUFTLmMJF/FJ1RIqdiTbsG7OMI1pZGgCO50GDmsnX8EUawzNQjZAr8lX1T2p16QUAxu0SOAMCTrAEHfw6gAsZQrlFSHf8CykIL8Wm+74eEw8xT7IWBP+MQEmSf/su9rx/FlR+XjfZu7yGPJQx3rDzP96udS0/JkVkYHdcVnBOVNAG7GruAncMbpOqFeSoELWRvIGDxBGw8KmhApUOTtv+HXKUNjQuqQQbCQS/R2Cn3yAy7W05dQShwMG7vqaa5X9ISCzueMM47kvDal+2dok29X1l2rd5bv223CYTbLr+SYk49d/jYICuZKcmhjPbK1niohatgriSVqLIE9aQsfBPlb/VFaZiiJWg3xZ86IgupmvGxpCCMUim0OgUK4AiDRWy0RriEZtgxkc9c40FTNCsZWX+3WDJgDQ7ZGIpsCr7WX7xx1w+wJxnPCzpSe5gHaCxSh68MEF3pDybAcx1HK7uLZZK//M8YcguFlqIoyg8/9NZtMCfEPiYyONjx1rf/P4e/OmgjquIgobh2b4H/4yK/HrkWmRAibzE/50Sp/lPaUo74IB/yRtgH54tWqKEAZa3OQlCIeAfF1m8ZduOogcionUVEimJ9C7XNYU4JWSBF7OKI9MNMJFDpCQqARGPTtuMFUeKfzydX6g2n0RbsDVZfNTTgNgrgXzMGLHGhVH16XFdCTajHhy6N8jbw8uvsqUCbX5xESP5mcmkyo+KGNAmQHJkWpv2dfTsKdrEnbzKwiw8v5/uirngLiCM/yfNdj2coztGdN8v5IrnrCcpMfOZGxaG+/glcOg9mQ4x43woG7vzb7fAKXSAX37UuW5tuWPbwMU4aTdvaYv6Ruhc0yYaFT4NsQC9/FXIgmt7gn0ekQngU7nqC1BIwYIF2fP020CJ4ML6aUEDmjMvb/+I4vqlw92zYLkk7SAmk/r7AeHP9vYht/GSfoKIzcnGL+AlCdsppaPZH+Mb2Csj7ll79mX5ZKi/unrR7nTFkxhOgculQhxAOCxGAd+sUEkBBuyn2H2bfp2PNc8bEtgErDXHYOPqVxqpmk5qHE5mJCcd/Z6tK0B45hqBoDLwIqyKSrQHwkTga5VGma/jxcVwcbGSrwhJ3S4FIpM/NvCbBh1FvX4cP+P0rbdtrILpDz2gkrYzOECmGyKomQ8MOvuQdvzS0DsHS+ao8tYRwLLS5PFBCeTVV/ahbu0cj4e9TiBZGYawllWFHHcD/cFvUFj2Aut/wywNzAQTASrU5n0w4dJOJof8+BcEuQifqUsW0SFk3HyLCJDSnaLybLfILzVyh+7h9OUD6RwqZU62dmq7JruLPZmgNTA51ShCtbyJRhNllF/7F8R5/idkVLq6QOMXFG0qCTlmeCvJX7W87/gl6gC+V//fAyisZvTdszBeDtaVuPR9GqhQ+8d+wBmTqEOsLFdgXD0BJZxPlDN5hmDY9G0r5T8abXfgVQQ4nficE8VfFDyPqvIMxn27bnYFFETtP8CVb7JGVZQnDoxE0yxO5ic6b+vq8zI+N+9/ySoJ8sk8dzXBZ6MZjxUKd0e9e0SOg8KjgWdvSCYmPp//O2O3yMRDieieW1c5CTYTN7ieO13nXBwDrORlkIWRGcUqpvgiELygk2c5f5QdMyLSJq/0ldo1HTu4XPtH79t8AmAsGRi6tQQKnwbX1oahadR3tON0hJtZPWh3FHnBSZv8PM/ptM0EKnYOkwGuXic9S6BUm/vRFeUB9LDNfmhBNQh6tCN1mPJ9WM4UmoJyu8ORS3jaEI/q8yHwAiq7lc6OMs0IH0hXAXOXTLrIaJ2D9pHHJIdxMCb0NAcX8Ry5V0AJSC0n3jNHs0BHZiE3zXWjbb9xQ7Yrn/pNm0YL1gV8cgvi8giH03K/pZ3JjeG4dBiS0VEDB+sB2ryyVI6GbOKeH/T0ceYgNhmCeV/u9CgSRKZjYZ6ZFiHGOMNlzjij+SMJtbnq3/kWFcfLRi9cLLrZUVXJdG1k3HsX4ypJb0M1owiIsYxMIQojPSKCefs86vhxADvSUr4dqszs8aA7A5e8TXXC9qjV/jML3ewfDN7L/+EgMqdBjqAcvw33KoeYN+oAypW0QYw5GISNrGHCIjuCRKPcL8gZLfGWC/fLZUJvKNiy994BvlHY3MmKfkpq04hhL2hikmY1025Cz7X8OJiLapHpas0xJAM1okfwC+zJfHKJcMeY5+1KBHKGyBOMhtEDrVY64QEDV4LSv8Ge+qpjugHOgfCjGMAL3qbXBqZY/4Z7ZhUa8vdvWkeuUExyn2wD89blcS8K13JYxEtHePNz5c2g2LKU0Bo42G/KrhZ2+GlhuXsKvtsnWVen2g5yYtcQ1xwmmvl6WE1H7LrGfw3OorhdjPi01E652DwEgWxNueGqjuC/68BmXP/tqNmznUGOzcAoQpy8MJOs/SO7DXY7P/s7sNtWnRWShiVSP7HQTNPykfXJj59gdvjeBcZ2yYBaURsZWvR4PgV69lqyDDZ+lsfOhHdayy0UagA5xMrjuG5rnp5Qd2Xtc6d2795hXUBCCSPl36fHRaaCb+k2Yn02Zp3xPz0RCpgdLApC/fUc7tVPv4NzIxHgJnz0vlcmPbMvVzySclO8hmv2WbLS/TrzI+KZ95t5PhKrZS5FeAmRNQCBI/qAIRaYcUlt5CoI52YI4JY3iV906KHJhC6H+/Eh+yfakIT6BqIdj11suyOWOIQb8cutOrc4DoecKd4IzCZVUOm5wuNgT2orqmxR623INDG04B8u1jzQoq6Sw+EY6ONheQ2dvHD25VED7v0pBo9ds0+JuSbvRqDwZYETNPFyFhmu5TA12+rIrNaCeDlPRR1Wm7N/k92PL9+RolQ+WamnMoHOxD40vmp2aeSRgXMvSuGFQCk6Gt64AaFG3NTnez2UYdYIYdy3S67yfZYqfizmVSgmbnL2O90STVegSzdD0tusUgm2E5eAifGAzS2mq77fsxuhwDHKG01qGUUfIKNkLYA7pDV3uwCHb4Dk7wm9pS2s9KZflhpzAZNhi40ox2LDajnErkWIe1Isqtf0cbH/hI7lthp/nZEp0wrYfh66KXJGG9w0Ec0J2n3YGUMBvTcUOsQRiEp+VyInXDu62/di82V2zu0lkOw3qTfa4/ywuOlNgPoVnkbp8CD9wDoS549MYfcWbwBJjdHlFthpUYAAFhlM3BXdhp+TEwgul55O/I9SgHXYzQre4y2E+KOkgZ4VllatnueuwHYdpWkGmxNeCyjSbBOzfuWR9avioUC0ynZ8IkXJSl0oDnUiiKL37XLCWUSNTtBzMauVJJ8Pke0Rjx86cQABJTKsxDqfjUHlS9gGE61Ep/CPBlyYIoTCeUcouEDwEBqlG7RgN48cczj5vkeDatNMgD36RvhLFuKR/kB7roIw2w88GFE1SF9klMsAIicBToX6+YgZp1G9Nd+Z90HP+J3gR/N7UXFkRWvGnTQyju41cuu/jxe2NQQnE7MlGxsdozUVpfVAPCT2ZBk5dSq+quFW9rBV+o2sNngWqtcaVsYKsJ0p51w9UShZzM7Mg5c05dsAin5o8YZtZsMSEb25YL8aIm8DNXUP06nRKfltF6bSlFqcW7ZElqSlKRQpyZf4on+X4EV+ld6XfjXSOpXg9k9vaUznl2XSa3C27vPVoSpgucp2OzkAm5tgJCM8Kxjb1bxvcxZdalYxRM78hc81QDZbJutS+hIeZF9pCyPdjDAD/7DkJmRXJqEEe23V7c9mybPgDPP6njDDlJsdVOysNAYKRjBYE+K6sSPkmpnP1SHIz+3+D1+MhafmnJy9z5ZE2mqNd9D+2LAQiELGCPerbqHrHiKRDvLoRZvZdl3A7AKLlyRi4N8UzyqxndDucQknHWAFwUj2JUG4x8IoQd791wjzFa40TeqHaUfXMy5wg0rPk6eP426zWNKc9FxNm0NN0PYupVmp9HWI0TvPtsAs/95z9KAc9HXfERbNkwm8AUC1mZw6eKwksHcsgAm9SguQtzmbveZSXVKD0AC9uFsTBbYV1VaElMzKoOeEIl3q3fp9sVsg8rtSL06oNeUokyrKMxgqbicCF1EibkWR3VOCPucAmmvk/+LM2NUanK/mQR4RLbZwVNvk4YYoeoxHmDHtz1sgJZjuybfznGe5DBMgKZAXa9UHRHJu/f+HEf2a3Z5uPo+D0Tv1ak93NzLjdS36HGmVmVWDqaADBCcz9buwOhYvDq1yMCgTGS1FChdLLhlKHY6nFTVsbLh24S+hQ8Z1OitAdGiCucoIETfKiAgNtXPLGBC4MRl+RtOMN+Wf/3Xuh74ArFewjhkKVVg5zh1OYo7QLWQX9jkrEDaBotS/AqKr9CNzemzcrYA1AZqEzIA3HrmtJxdsvUgPJnU4GDs2C7sfanOa4tSJo47M2OZThoQtclbB+L7hpMJsc7Gp/I7gRjgJPn0k/VW9ZanpXCU+me1Ykr6M4g+BxoKr5MnpC8S9C3A8xSwvBJZEhXLtJ9wDeiU8f6fEBk44+f4SHCX2QYl5e4Jcia8CLEQ1d6WYuB15frW2RTUnLCH7yZLgCnKCNSGROgZK7zwKwRbEIIWYWslwQkB68izGAAAAAHeVmlYIFKrAnU816xvs4deDjPQuVy2zwfTYc9izDU/PAZxLtJYMl57yUEo7DaZ31eAQIT95GXZXuw7qpTqXcd83nDR4pp3aVMpQqTQAp5NgRyExSRPaauwjMZwGpdc7OFeaCQ6oYfQuBufR0E+khTkBY/VzSq4j91DlATx9I1WrpgLHjFoWgJQwm+YzeZfy87iFB/gS6StDq15WyQI/EPIkDKqTv+UDWghYQExNKWI3ljJOR5oO0q5zXu4TIfp+n6fp+n6fp+n6fp+n6fp+n6fp+n6fp+n6fpUkae3hI4CXV5tmBmuuqpvxaSYIbCQf+9q+533yXV3kGOZIgOkEeADl9KYDrLBELzDyZXVnKvic9D1kKujhCM3CbA3mOxhvZHzTNJ3oWtERE+cBIVuXmeQkSbOMxinw8ajSPAQrUuda/EVOA5dbrQp35zSDw1gjdd8wkRRQFzqtjwFeuh7qjME6ploVoGJyEPlBFVyM9UqXjtiTdr2rdMTI4rukTnGpeHa9zA+scbbN66CgeSwQqSMbLx0JiGL48dpr6yB6RzXa79BHSQ1Bgeybx3yKMtesGjJwJePDhPVKLR5I045nzX0/NWFLtyV45uaNd/R53GuM3366QwG1/GXFUXawW8Ik6DofNB66LyMo/tDmHvXugL8yn1IwpJq+mhEP5w71JyJ4/qBW2ABDxrtV6+eiPlId4cQNN0PfHZIozlH2xG6iYGwa0CmkTAyCsmYNV9sr8cVRhf7fstyE0S4ozLc5cYSbBq53T6O3QXas/nxVajjIXlUpvSbVW8fZtgCHYxkrt6H0sVvXzls8AsM+C7zRiQybrIogD0BwYQQ5+lEVcVPPBtZy3HqmvaLro+UX4eVeyklpxR6qZ1Lubna9XUvWd0OFbMQAo+37avRknH3qP526khEq4SfpSs4dY1yzblFQ31XlESm1fI2fpGit8z4CHdKHxxtE7lBeDhpgb2Es2qXsLtSfiJkDvfXjBmqAMraeKqrFHioB74/uqTNIWyhe2H/1wmqncUtdQThaS4OoZRe7lNTa8KEoBhI1j5MZ+eJE4RlahEFQTFfgH/NW5yb5CcjT248YTfGcsnASTIPnECbmJUir+TkOp4xato8bknMWZuuoU6sLsM+oQPOH7xSNBinJfp45W9z3DbdE0KkETup1ndFsnnHPCyzGuYvNdQWUEWxaFV2y9BlWa0ryxHW31TDeer+bJrtMfPe8qgzKEGaN5Q4tHbyItpDtaJ3vLep80Iw963fMeBjG+I5ktwl44K8a24zmo3LcAf4hhLeZaAf3KACFoYWJ4d4zed2bIBEbfMvRrS8qVI+oMjYXarmLD1iod2JNxcVIF467gkFC21yF7USATf2e+5C4NOIrBwEoeSqAikCs3cpHFc8qkMpR6loiM7c4bPtGB9oBhFcjtOgLdkFSXfuk7pUQfjdxbb4Dt97f8cqgdmVgTmXRpgV/Q7NSS89h0CPeO5J4wjfWYQVAXj/sAydwUrrXhSl7siFi9cnHwZK+6jSfuX2I94yj35u9O1l+rFFenEtBHxVVOvqgryYcvJFBsnXHrnJ22yamsLN0cUyjyfqHz3XyFFTPL9laYA/qiWxNv1w7dFXOoBABJTBogM37AenymmMYBL68F5g3c9UEXywEElWPvZWGwA4SfsY2TqB2j88B9BUi3eZuqRD4vRvyomKnvWsA9Ld/6wukX8AmuV+fIWQ1J999jIhYvXJn+uzBlRQSfN8EvNEHSmZ8RI4FV1I5Xr0mNuwD5ulNdpezPq5BJGfV2RMZ9hGeorGfaPG1WzhAJ5ryChq0e1BsCuQRSi7Y5PFF933oaDF7aXGCmd4iu1pxkzBF4mQnu2beZfrk+x31MnxK9fw4LiWnEsO6U4/GrjRQZRqLK5DUDDE1tWdGHCiVhMYDuun6NXQDJkGSADLc3IcddGSVbuSQSPhebA7AUYx16qp3UR49zIPAawemDAXlR/vnkP5qAT4X+PDWArzCsMDZIawFmDmT4E48ll2KUvDV5cOuoegJDhxs2VqNinK2IaCb9u9EcMPNUMSGoPlQhX9tpRXGx66GxRMG6kKGdRlvxk+Y27BaWwNPXzyAaf9540P6lB8xO47+aDu1J/QnuPRXeFL/9CUD9oKQ1EAYdCfr1KpwjozR2zbEfRjynHz/R0MmbYfVJAT5aJG3neUufLB5wj8fzdhFHxXokg/Bgxry/TfB8lzwBMH1j5LkNlOhELEAHYByhWflp5RV7Gyv2U5q77oMB03UVQ+NopsYJL/aDEzS7sEA8f0Yf9D2kzjvRguIvXuUlDR9t9kOW/Q3RQvUmO+YNYpTN0M92f/Y+mM/My++bHWTIRf3a3leByoDPl+/SH0HkAkftKy34FW+B3y2ID/w6JuZtdmhXEhqHXRFRzXPxG5yDFjjbv+hi123y30lQkv2+sQAne+rYPWjWO26MvsnMPhCPyK/dLuUXYO8pNCIQa4WmKnJfAHGefzAXdE23+C6zQ/2L7a7uLWH3pgeE4/2xh20qQticCYACmbE9Ca1GznmEBq71YHUBkc90CeXvT2N5HDzHTCtyHI3njakjBPQhUkos9JlFngTV5uUO2lcWLBPs1KNwzc6bH9rJf8uenJG4v3QXhKJul41f71bdHYjzZYsipOS496T8cY8ILyZ8Km9PMq0bQN0y3XbiJ17hUtKjVL77Z2OXWNkiwcwxANeeISKcjg8rTNKDQzrKvqezp6vdekHUtOdINzlsqT5Hn1vXRytvd8DXV7NyZ7SImhM7CPVtrRPXVyBBxuYcYQSEYo2oKixl+iYguLiiAzISkfOi91vk7OfPtt7dV6klieezZ6SDpNeKEcQbZH0f++uZ2MjguDSt3Re226aYPdd++Rarl6eNdEvgbU0Q4PcYX0s9gS4m0v29+n9UcDdiHbwLB/IZqCirVidvA6oWWDj/5765hZ8Ceh0IaC3GM6DWJTnRAw0tz4yMh1t3nsZ2M/kr8chjBeoaFxsBoSFRsuPryDuaWEtd0Nsxd/X58uuhAHJHA4pHEudlTAmWjabFuL7QYaApl5/5pV72EK0MrUzX1164r4ehtavxniwETVu42TX0FaZgQmeph3FauPX4QdcXRw769iW3R3Xh4tsH1GVrvuyCr3pvTiAif7OmhRdh0YTRuC6sFO6iEJ4zl3UesqQCUCIjFlGfiF3Lp971a1cVzL/xT+jwGYSQLegtG5DcRt6JT6+XQlfQ/wRpGxGT0QP4rJlVp3XSt0Bak5Tpw6Yj5ypjaF95YzBJ7mQ6dNGXiMsyIivXYnH55Z71yFf/HvoEbGWAIm+Nc27GE1F9ZJHy+DhoWwAROuqJxmXeiG66NRyhmZz/5NXfuc8dqetYZMYfmVnLeNTj7viY9iYtVZuNj7xZ9J13PuJW0kUZ8DtGVbnKL7YVp3qWLix0x7S9XzX4qgbN0H3o5JSRu3+g3118+0bhLYHRZqtURuXHutDeWPhAiJeHYXC7HfjAz4pn6IoOyrS+8cfS+RXJlVqc9V4kBpdQDOjTqsrFFeLh0oH+sIdaeAnaXHCUdTHVC1xn3MaS9Bhch9S9OoZEwjvolwjDXoxdx2Alp78mHBeO/3q1ZDlASyLVRmfJRofyAKwOFeF3pEQEtRR5Xo1CKnKUIBacheTUHk87XnNy6EgmKPzQfIbzumkhxOwG7Dd+Emlo6ZA3oxUuD5SpyrcQVdYHPnSZQYOGKPaZ59IOWsQX8VJ5r3VTRbsrkGGQ3/U603eUHtjaSLMVDI8yro675q6Mlnle2RL3vzUVKoD8oAxpKPomXfH9a/DUEExLiyISLY27X6SUVMU8+W2PXw3MThZWOqRwTkSNHv1kRaxD6NxbVt92qqjUpz4eN6+DX+TJqI+rhYe50UpgAGxSLePWC8vja665lfDlSbtAtwcns1QcHrGjC0kS+2bJZM+917fzB5OuloS4rvtAMTpMwwHYU9DwCcthZSEpW1jDMK2KCW1gJyNlybhNdPsx5qfWn4UxqAtX9ane8ILT69gJwI01MQFw1XUkPIu0yitlJx4UvQiyhY7nMUfmBZbs+E8sMgPaknitQCxMZeO5HmO0Sp5E2fp8QPl8oLj9XOUbsHQRUywIBLoTpNe8pBB49GK4C1e6sGP9bwO1mISW4SJEbo2g6qw/gKC0nqzuscvkZbkmXAbJiqHUH1AwCCKpL3JT80557JUW/QypIBhumi20tzvOJyi0QQ+9IxLLX1vvVrIKLez176BnegnPwO1YgnQJ39/glAQCXFdom8abFGB7q+zCeh5muSWloq3VTlE6O/z8tKYYCfCmuZRsJtph5xZUMlzeQshdyCLnH/PFaigqRQW5jEk1+4lPyB5Z+KYPJI20+1sX++KS/GJtNySOWp3f3EW/9yGj+xdXafmdJWmQp9SGHpiAEUhwBhTxtR0L1HT1gEPYrNvhgf61+uNqZ1EmmTHWJeryjWxGWaEaPVRscX32gh9LyIUXYUdHrk8ID3KctGQU/huz4FBUCT748BDogXnD3L+8lwGxCBmNMzyS5KBVHnDh9KZE1lxLnSClGEEvvt1kx2/cA8WkZ3kBuaSVK7dIo2pHnuDicffop3KuKEpOzDWIEh61c0UTZHKMis2JB0/0hne/ZwtOUXKkn9UekX7/c06KhX7CobwRCupsk7wXczB+xRQX+6zpDuMg1DlYEyFWRG5QnkWqcsebaFCiFgH4tl9SuaVrUWseXBWmSehExHrf3uk2FVAZKlnutAh33i7LJ4CEynvHql0qWdn/tZxdDaJN9qxIlMiYaQzOYVb+LN1mVPeZE77GJDjeruhJx60bu4bYZvqBaPEBsoyQecYGkEr6r0sBMwwDh78AbU46/mZGzI7vRXFCUJKHrXQzpVxq5XMuas1FCyySaA2xoZKiMerzkc/VJD1t2S9aPDmxvzDwRQ128zDcNrTHtjdeQkoQl51e9Ltvfbh1bPv/EJ4xFCwBtyQugfvV4dyYpSxx8ZNe1Wmr5s8pSF5sVLWE9UM0GUVeKTRag088b/5vViVxcbisWviLyJsAKXqRTsvKKGIRl/3IRJrk8AiO4aAlKD04PaX6aAJonz+ljeoGACukxf3S+wCwKRzQXOoX6IriCZ/iAQ0SVNh9Vy4OgON0loj7pmdSanxfsDM5YNK5oaKgVVF+5Bc/MregSEcPrPHqtr2gFVTMAO4aJEFG6Sx/VLWE7ZPHMFkTF8yqvIFTeIsZbykC14rrkvr7Tr4GEIPaKEEejM2lMnwCxU6LVCZhftR898VGGu11+v+H5cqe+P3unRrDSVhqDDU2Mt1wmGhBTgBPAKGcuu4foydtdGLRkJvJD6uIKswRT+2T0oyxw5ku2g4pRkGgcyB+VuWZWq0TF7TzmROx8dcgyoAYsCfmPKAdvXbzHZWoHZLCZaRfxvUVYd2UbhKShXrYjgDsW8YMEuCBt0IDsnoYNC8oCcr6PO1gSNdvie8wSRdrPtdxgMpbdcnJ57bFiUyzbts+EkKAhAj9PAlZ0QP/PKYB1gW9m2WrctxcPLl55UuBQcVatZhnnDRX9heigEogIKEJnL94xHevMQ0KTC3NNSD3h5gYq8FffBOUSJDhO3FIFxWVQLpOwDDPVhKzCd3sfE8x4e5uXJ+V/nkB9KjOBk0ghS8CmmFQJvafuYSClDTpE82iAZF8HzwFV6aSjU0r8vlwxPD3UXngJVel9/hPNtMVovm97sFVZGWtcM06nX45yk2piGszqLZsvYnk3/LuyYSkBljzMU18NArYAB4SL3mVBrw/e2Zk0/1VOA0WIDLThEXqCubrICfUpDDXPTcFRYNmAePOtn45JgyTteB97Qt+uzMT9bgA/le16mykv5XVRXEjRTBFqjUD+7oGwQpTI2cE19uO6MlzAiMpl2ZFFB//7bkLQmnCZk+2py5oPWoFr42XHBhdnCiSPuPFnzKKfhQN/PP3nB0uNBkzqFcGLNe0DFVxGzwy+qX0GTa5MngN4y5aWV2mOlEUpYBaPFDCe58s9e38I+EpAwd6DeTgNABE6AttJ9jCvPLMonqLLcAYWhh+uxO7fNFXWswfryIdJzCwCBb0RwDlOQ84uqzEnkBIk4As6qKbV+rSo9Vx2m4dPuAjPidN2iBoSihYCw9Ex57GNYp6TtpoYxAy7Lqd1BnKmW3up5YyCSkCJMNz2e6hnP8tO4HZco0YEgkFmq5ysgN+SLmVbKMx/VlPTMY9KRp3Okrucv4cLDDOhkOpI6YR15OSwh+5UXj2qmgeSG6h5RZEZLah3InBzbpyx92SG6QFnNnEc/mABhzvEOUwflOyafvfK4NSL561B79NIrT4Ja2A02M5Tum8K+VKMqcqaCtURvgO8WpqvXDV8TUq42ZLOK+O/6lZxKNmOB9vR14mlYvupVfI5QmRmJZQFllfXQ6ZrEc/AObQTMmzmqQRC3KNgqcRd4Vo0bsGAzyfwniV/e6k7F8jIxUhJaSYS5QL86gNF8ZYifxrGEvrnfK9hLMgmso1CgGTFcBLjlidjF41xHEf8Og4tTaAjgXa9TsrGEdcgKe7nMFs3GiE1UoVXnJdbHF1etCyRxXeaofnLTNHQegz87vGOzlhabCarhN6Qn3BVUhd6B4nEgiPUX/M1cD1rBjHP9FtayzC0Rx7/HK2I1tbE8ykydURu7JFVh0mSkXxSh6Om8/5e1AMaI7byWy/DtOxdCMPBXj7/JZe0VBgu05d6HdH5NY2kH62U4jBESB3T9isEtTZt1aPjUu7zjy75CfsBfVwAtTK2KrSiPc26ruXzCUFldZG+QdlTlj/SzAXY+gLTxZXPBSZsylvk1QYAP8V5/wJZYhpAag5rbBM29KuygeJZUlcmulN1n73JjZeqizKVRTOKSsIGFE63JKV1ESkggj0zRbK2afwNG+wQkDlGPlTSqdya8SQheVFR4MOqjQFR4Ui+VF1+4065eIwYnkN7DnhXrYClTGbrRQAi3pKjqNTHg/AmWWIlGylGtiw+GZPOrYc4MNUlgTXO+LFJCKxtXfZfPuz1HFEHItTyWatg7OWygxIaMdD6X70g/5/XV8ZXFMtg7o8ifX0jCbEMo/5dHh/fKf3NAlyUZ80Hdwdek+t0r375wWHbMil7Gd8GAbmBFukOABDcaCNXHxFmLDli0JeRYFJARPln4HE8ImBykaaElqh/YpDITYnjYNYCVa/8AIjwg2KCpCp45L72sGduIWLlzOi9lpsVKzqUWbcnJRWy8s2pxCFhV2oYtXC3KKLSIuTRo3EOtLB/bBBcP9paSz1ClRXreUOoqEYqm9JkfTT5wYahVJKe6FvMdieOtkt8OyoU4pUpfFhpidfeOw1sJ0NC89/g9xzZEcUbmY7Xrr1Ulaygwg5F+etuHqmfN3CxvSEvtgMBluorJxNoWdR4iy8R0eyf9K4s8tX3S0RdSheeaovbAYg5n+DMvD+XCPC/+JgU7GoNqqd7eGflgTOvdw9zprc19pwrSZUgpF7Z773zzc3myQqFYeN+l6fEh5aEsZQtaYmaw7rm5WPfa+4dGmgeU6lqWSRF5A+Nt6ZuKsU+Lcc3a16R+E3jOf5XZcpUAFo78TMTuBhGHEwCRRMNhH7X9pyySYOqnP2px6dI0irpWOmTo4NevkmC508nSpbBSJzffYOKBjy1FYygf/boHMkNSZO9KrhB3CjaaR60OjczypDFfNTKdGgiHLBN/jBwiGh1CeyurbWK0G151R/2VhpJFMDwRWKEXuV/d/EF8jY3qSCHEHK/hx+82cfs2ZfvR2UUScCDjq6BXRSW3NOlexUpKfc0jhyMJvUkXw4+6HiXNMojVgRFdae0xHn/TF6axUGcRVLCXKczRhlkClAQEI3YLU7CUuWMkA79jPGO09uGs99pN655xTHagREB9JpUo8unyxHPszTnawr7HEJ+IFUiX32oz26S2UA8K891N4OW4kFQWPMPKOSMFVFK+onZiftppqzZQhMgasn5m/u2sMkCj/u16aaQHpRFrCUI2UmCKAoF/eqp4yEzwU7Umc0mlCOgaONNTm/eRGplKTTEh5NSr7Qh2xtB0UyWJCRbU9g4juo9T+CSYJU5yVZhD70nNRgwEF82CyVPUFSlmjYcRLa6qok911RMpUS3p27ijQ3YBd1QWWC2ajDRyZ3cGmcwRz0/gSweoN/MXd5m4+EhKmpsO/P0xkTToZsiMZUTnJnAm2nvjxHh16BHmPdc+Q5/Z/fm3sC9Sbkq6963mW/9EL8yyiYKKxsvz2z9b9hkPtUhWjGSxrFR9mxKPl+khxxOR3ozKM3bFRy4QtNlRoEhembsgOuLl8p7AkmXqEr5VjGOewtwPArVwGKEgKFD7hnOFBs9DDO0xLJqg4WMBxwZvOM02Pji0bRLkIYeQKoDMZjF7wEGysY0uBt7E4184YD+FPtTKkSMyBIx9Ob9UDPP1fE7BtUA4HXYWgFyJKRzsDRlSuFu9rIZcNPuOONWy6/hUOVvIJbAj2HZT4JqXdkvuIGIebbHBuThuGfjMLVxDsaoRXxPNPyOsxfz9uBaJXmkjAR0DXzVNqGu8XtYNKHtb0gClj8hVQz5PtqyItzSZFEWsF5EMcIas5TxtqhCZcxGhisjD38Qd/RVdbH9u05durywUTvsGRqujVKCnOi46QKqNLLEVMHGYNNmS+LeuV1PhpNDD72atrJH9XhJGB1zIXOAMn5ILelHWBSivq+E8X+3wws43w0iIFPm+h2f6bRqnfpcK4xa24el1oLrEWi463xZierK8ypgPEB2MJBYc28xM9Wj+F7WaapKpii5hUbJeDDHBhe6pMAGJX4uCE71uIJkQUpXP94BX1VwhT3MAK5BJ4p35009Sqop+WTdabPFO5VVUkV+WQYTiCZiglILMV1eWzhbQn37oQ2mZFypEMLWy5lnTtqOOxpcmbjtQ23OyGY+wdE22RBU1wGS+jdufo/cFdywAbDPT63qlHhtoYhSq1OgV8cYep1Duxcn4fTqOrwvoBWWfSU2SRm8JbOXu5THJxc0YhMqM4wJ44QSNhag4bOp3yuvRl2PzoIK/WCb8ybBCfgO3fSa2Y6Mud0VLpCkQG5NTX09zDnv0Tp7OdKLTSmoJQFJLcfw2bCdFwZj2pOV6BtJdmdu1u0LeW+tDe+LEtJbzfhCBUL05Va8G3G+IQFRrb/PJR5ThKRyD5gIDP1CBKiqSCfx5BN84x0s0KIBCh829Yvc1lLwWho28+hXcVG22lBZR7XZI2AHheZSwY4T5sdNbcumekdUX63bpsHxunPIF+9mXDlwhlVswJcKTECZels5AwLMyqsh1/nwywiWnY+Aip/r/EkvX0POLKlKjPqsM83jWJgogNJNnBtqej6/bDoGrcT/vyiDq8ShKd1XI/rFlOhPvHADcj+V+HwnnS6HgPueABUZVATVttp3iVNyc6qPn1pcHc+mmThdSmJds1j5Sz/kKEIUR9VyDXiGyz6AB+5zAidy/piOUgBH7HH+HndOpGaQQcVe+GPzGDzqJnke7SDQBKEHr2dSqMHOGjEbq7fit+KdmDq4N0M0SWrPDlIFdx2CzD8bclnSC8c15bO3unjr6z+tK8fCKt98S1zPXoLgxiSBbPoKo3Z0zKqhiGC2HG4LVk+uAIDv2qPH8KDNTVPra2tOEdbp7pRv3BpabLJh8wbv4o5lzQxqUYg9Xyulux6AAp0aPAkLSqeBeKaz6f8SBNRlLXJrPcFzWqqAyacHz/7ZK2t/yfREdUttEuDLrvMCgurIj2jXBoJMMLIcJRc22k8e/Mc33rKrYib9+fxbZDaJ684L4lde8iFlWBpuHFwWa+J/2RyMU/8xR/4iEWCxZdZyq7xa8iEkF75TZxrsKihcD1JgGismg6J6ill7Dmkml6ARjLpO90XUxAU3VtI6wjgdvQ4vojmYfMdrinSlut3YGGhtv1R98Nx4+y3BYAL/EI7k0qRLHwLbKVuN4yOYUf6vFr/fTVjtl7eKEWlaQDRuLFARB81HJrYBIEb4+06P89eDkUWBW8MOsOjACE1lc9KL2gW3z/H9kuQsrj4Pe4cIMHY0wgLJwFj7XSMgZmfaZ3I7bADRKbxpK1bKvJ0SZh3VGFvd/HflB0gnauT7XML9zDpt1DcrZo5uKF4y6bqHaFqtlocZiUaU5a019CU+ejlro3sJtfbCNTWvDtQRUEn+eaECbvQF1xZGy9AgjWuD94Hkc14usBRKxi5GGO9I/QovFPeTVRUnAmgHOamf4F/nHLB3MywF5pQPBkqUa3STNjn/VyBKukzLcMhY/7fZNnH/I3G65+gqXnx8+ZyxJwSmILAj2sK4vfxWl7SmUL702diWe+7X70SkW4TUoH0keXCRqsTFE5SJnXwiij9PRxyjwsNFVGH3Zg3fJ0UtN063VqYDsXTAntf8YpGqEbLt1OxUG30+iQ/xvNS9ywXcRtq/QtAkxdFf6+F9wRop+Y4Bk0lhjNVSHuC7c1mgcVfwrlzEI3lpuil8Df/5oBx9zBhjKS+b6a3q538Vl7vvjhoodJwJJL+of4XfwtV8OIhLbyHGLeVrRQqRTFc8WMkccvY5FTH5hWYJ0dn6r/TTMdAK0iM8liVdkiuBisPUDp9/8apU+3ABqnLXnawsX+yr4j4uuEBKUylkUgLSU7B2IXJ2tlavCsiReqBr4oHcvMZC+WF7AntBryF782PCOpwOyG+8hXGAF9GWcXsxCetykeIx0XdSXIDTt6ofvH/6W154N18OnjotEeWz5CGdgoQubJWqt2q+oPE1zqSRcdcne9F01N2jsqGJhVqqfvQsh9JYIItM23beYvsrW9TgBrFYQUI5xqprgkkIK687xnT+wOon9Tznr5+DSigWOibQIivh0gLpvRe9jg+2+yWtDQLTEFbOAEzpfEtqXbxgjQQPsPj4sBc8l+XxjkNr3wxyBWSfhr/rp0i1pRtLUNDQlZe8NgfBqrzQf1oYgpqnEV/8oc7Qw5hd8+UUdbiBxAaSRITKo2OywoUJQrutgC7alUCaFawB33w2eSufmIwz/xDDQKDcn+SMofxywWWteWjAxhHSbN5auPmNThTVXgIaeVEl9bUd8LHBAI2dwIU7Zofj9KzeGXWpdnAoKZZiPswcK7eTc+4MCdFoXMlHBhb8M1k/afzxfo0gofJVnMV1krs6ME0FVd5SpBj2OIc9NnTcbXKzarmvNkNlqTyvj8HIuKQ+Kn8tqAo4vVgF+450nOtelGUwh3ff1mS63L9LlcFN+hgCRrDI1Fy5K7ADN2CgUl4jDdE2HSapvJYTrqDaDy3TXmykVc6tWDxOm2u1RFmblJv/3VSzciL8RE/tXxLX/tHH/1VcXCm4jv2PexiNFhjB3xL98noIdTClSgN1gaOdRHPaF4xIVPAaW+QMqdp1CsD6gISg9ut9KVU5JMICkVdtaC8I8IcEeUa9AhQyjFoYzhM06qIM+LGFkhOa3JXJsZfMrwlkJBFFZWG/p1mhvK3yMr/7zQTuDQwZKMMVBTo7nmGtzfJZknFMzpNgCMTLRjgWJegR/ycSzD/GCxHUMV7RDUxqE0KHU8NNl5CYdCx76FlJMedIbJDxFP5PjTImb0e1dAAAAFlqxa1acSO5Zhu7QMWjaxmnAa+EU+7UdA8DhnseF48XXIKiWWSI1dhGv63qwPfnsySehmLsYNTA2ynJBtE26EKarp6TGss+Rvz/Thsjg1irijBKPHOkbGeMW7XheXaf7s2RcTwWAL9ZBstM3i2ZsVuKzggzHaZ9pUXnFHCdkHP9QAAAAImgyGwQwg+VMV6qclCT0xZKJUIwPjLpIEIgO6DUuCAAAAAAerM6ea2PH+NLrHnn2qjFmpV5/Kq9z4YwUsd4nNBQSAcYfjquEutywqs2JI4kTIc0sp1HrSllDE/7ZSNeZsTmJmfmZwvJPt7vzBx6Lqo1cRWswidVETEjN0smEnfVMm2URSielWHQaHQuT+GUJSKuso3Sso+hrVmFsUSH548SN30aWbCe/C/i7ZIzR1HW2GQnc67DxcAl/gxzsD6D5XC1bOyqUyNBrGpa9fzBZjL3cTInWGm+kkVmk5gRQrWpkPXJoWkosHinQGPKWdJrRMnCoKroC79aLK2WcqXk3JUCiU7+BBJ0KZ6LC6ORvupuYzslEUityUFXHdRpSV3nQigb1J2pTDATPSSW0RTLiK6P+ArfLFw+4zpQq0iRMQ/7oWM3q+cAtebg7RxAIzEBn19W5cCd4pW8cPSxnoBZQGmVZs+5crDkNjr5OkrEqsIIKgmK+l/w1GFPHG6bu/9jzgtl/s7dFxamEQXdeXGxAOzKT5g2lipUZ8tFwGDUOLmmnbT9oLpuwiEqBqKYBOZlyWjU+28rTQrJtMUG4HLWF1lTBVDW0JOf8N0uu2WI6zTvPEx8ooy6QJmGrISUM61eGK0epSPDlFVxadevoMJQPfyZmukIyYnrT364LHP5bdlxCSDecvIR5UtKrh42UELoJHA7276he9/CJt8r6SU4/IEcUgikUieF0FFNNbOSO0r7BcwolUXwFof7dVUHCuvqmRiCS/FplCyI3JKjlwWftAAA19woljBzbm/kspyVKYnl9Esd2qWHU/Ty21sWGv1RG5OGESY2JyNFZRzqzgz4tQXpwtdFbSvUgdCyjuHfx7vBCM8uI76Y1D96z/PIUxqASF9UimQ8WwE8X64h3LFmfqtIlmwi66IGbbXCvdqNLiIFwls1OAkPPIZq3TIcYLVxRgLrCAza128I9WEkahqAkRsNHL1uGvC3Ww/TmbDPWEYgQUMsE6pXzsx0UpEakAewGtBYN1CWj8BVRoxgAKJ7OjSUTVOUaKJEY6H8T3bio6Y45X4prO9UfBKTuLkvBNZv0zh/JFIGIr6RlhuHYbLEdaqNVARokscq30nYujoi8Ln3yo31dQows+ussDlLVVSR1XL7CJ/33X+Ouj/9lhtzEB6qLEgq5gutYKwXTcKnF0gVIk7r2vgJ4iaI2tktsfGuGlOD4bpattL/BdeJN0KwovXsWqQt9uOoUHxX3I6fp072MMbrd9+ys2FBvcnoEg3+113TtV6RzXPWjIYgp0QhNAdiB9Rwo9kE28F/4ui1iKj6155xNDu8mM5makYRKkhqX3EmxKCX7SHkz6fceRba78Nvdey3ztdHmIXK1suCl8rRNTABCNoxo7cnTqWHZ4NMRJQEoaLMJ+r1m5Q+kXbqYxei6QioHyPTX2S8igFDB9h9jy/kCqlBjmpftmwxkLRNc8cT5prCp+FWwkbO6QJlrL6c7VOfWGJiV60XI2auu94rofgt3HzEORSaH7d94RkLMZiAOk476G0T7nuPNMufwCsLkcactaAwtZSLpHgG82Q9NJzIZN4RqE273bLPuUqsYgrHPwOxBEN2ZYbScoLm62QM4VTNfJSV7avfPqOVEBRuUMiZlvKvZ/w7TsajiQljmMavKF+qkNoF9QCvAowOkrP3hqUT1MFtCqpbDCn0YP4E5g0vLuj/CkLzuMhmpk7zTRZS9Zszd9riQRzZ+iINj1T+4AUIPkMNknYfyza183zF+nDEyPbuynPbSWLJEovbjA+DL39lC7DbSWr9GLmqfMYYKf4/0ymrQ4UZWegZTelBbwe+xk6AfR9fwaA9j2GaLCnBMs4QUtvFJMq1Sp4mvo8wHXS3tu8YO3Lrsq+vgAMpwAgAAo5B25mq+b8KMhfYmJkCFEnm4zDRLSNBgJJ//0WndqwOmSu0vQIUtGwjNaBBpZg5DCh7tWMdZk4268JKBI8LcVYtjj+kAAAADUTNgFUVe/SYxXERe2m408mXCJUqDfQgj1soCEmV5GEu0kN1eLKfFAXMyKVqdnL+i1+GlmkAAAABJQCHWczKzTfJ43ANwA99Ax5jC/FPkgGA69MQA7k9m4ykdfTeTkplbaGuzVqL63t5GQLceBz0lYa8tgvWkfElbKASL3cTvWlMRCrbeYNfh71dO91Txq43qg4wwnMZFevGSw1NTV1TY5uKhz+ZEkT3BHIB9pCcQDWvYp+cRGBQvExCgRbgc0MOUqo9bNX3MvCqxcpfqMgfjpfFCrr93eK156z8VxrX7V/gX+juyAubwDV6qvGB9l32g6//akWVyEAEajtvnhtFvRkJ5y8D8nI50yXE5hEdleMmzbv5WNkdclMacIbRcfAvJBI7O5Rn9S64qK9l6l9aUWFMW0Y6QUixIdI7wgEoaEcvbS16KD3ZQ1SZ+FpSbqBmLYOHUOE9V64WkvuIw7KZVaTGbbJMB1egGRzZgn4ekIteTKHfu/bN07t0vOsDwKnNa7EOUc32dLWmMPMA28srdlQYoFBV2hLFgj4EVKH8VufZl+PpbhXP4t2aE5wcMLdqW9XnIJi/rDFXBFIaR1o9yKqIBx6m6fTpwMQM+4fFq14cfXCE4q0a025fY23O2SCkOQIUWqSjBo85WPchwYeDtd69a4z53Y2rnm47+PA6PE2FoYmVmLriWahSp6r4BSLJqoiIdGgJy+hbB6W2Rd9CzHkwaxXsyPjh0ilJVnJwAlJi+h936eOvUvQds7XLSRDg96KJcKg34IewmUWqNofXtornWJiMJzdWfpalVQApdg33j2JlOyLsoXx5R/MPfuUvh5Xg2le9lTgrryjM6YDxTyhqb14eozdyCGXOHuDyLUi0a55WB2W0K/Tpmgdt9TrUxto1Aajt910zTAm0gXJJvII++u2a6WZH1/xXMw/3FGpekScpT490Mo9BwudCFwcue6DIuYhgHX2bcFJxXEO5ExzM7oSTgSY3HkZYFnCiVogYUh+LnfOGcM97k3V9jVWnEpIkqm9brAhK25MnRr7oZL6VSOMLoNt4aPcpDaU5z5+yOnwH45PmWuGsu5avQTQ+vpZLxSgOnOtG746rs7qwimVozGLCWsAd/lP8T1jp7qDCebIXjovSGwfecILit8YeAnkHBeod0/SsHRW71OTN/Nzq9zpIc+644f6WiyuXa5KkjxywRBeFW7SSLX69+7X42ZF3quhMC+SRpjbbeCnQppE3W9dtAlhAe3EFOsG5pq0YPAPL4AZdH2riisKO6yIc1+xfyFl4sFWJToNjOw7BJ62MEzyFdwP+PRaU04GIMQys1xHhmaknfDAMNyOJ3eRu4eKIq6N74MAA51Ipaz7q/LEXNbYmddD9KkhmfGBZM1ZenPnIsrybkRMKDsgizw1ZJACsj79BbCbm6QASCel2iqNSKKTKgVFk2t6rfUcSCZ941E1kV1YLt8lb3IlXCgjtuAVUK9SKLFTSsqUp/S/E+2XpP3/K9NloJx6PgmZ11b+TGqbuzJ5AsK6HPvvxjU8RzfkOmxcbDqXXeo8sB7gTSUOVUdabI9GB0DDxQxFyMio2cqqpRYrwP3diHDxzgTH1aq6OhSQpGce8ZXPYpVUc442JqD4iwV2hdBSLzdVfxB51DV7g3CaK0EMZHLO2D/09b7TQQFo7sY+BGNgIZI1haMWTTxzdJ+VWZPSK95khQsyPLfpLrhHf6MC1hMgMIuyi8fKILl+n5IFD0mHIn7jvkYR3Tfzix/fx0lfilu+S9fmJ/6apEC2S0mJ1UZPpuiXk+89oJpVsdVyTVXCN9sQUIS88PJQMwMp6q5E6P9eYXDCIeNNcWzP/okEAw+XgWAtmIDD3jaEVdhD9X/DkRpzoAH1XG5UsdR1U0SuB5jss7vpDfGARlXmsSIArDreybSSLtnje+C9JzfA/vDiHKp1Ebeer28mfd5QBgt3rq7rVfVLi2zs+nM0UnRToiatVfQKOwKEAvEmuF8s67ccm8m89m4a/QMbqOzSKKUFh0Ig5NzIWx2PqRRC5uuUzi1BrndxBlsc79OmUZj6CizZ0tGB4GSOUF93PAzAvPJNMm37Mc6eIc/65+xil9B5GAoVltQolRlckzVugAZ3uw876izCLE7vrtfIxSiuI6XcPzHQ4xvwlZImYmVptaPw86g3/FoeHHqIs46OuZRGOdbnTgkTFP4SD5V4VRVUVR1RaXi3wwP/CFyxwgglZ3MdO6rE4zNvAjUc79LwbabUh/iTsekvIMuOijgxQSXFbiSXQAApA1Z8EO9eN5gzNAARp/fNspCC6eK/AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA=\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"verification\",\"probabilities\":{\"verification\":0.97,\"evaluation\":0.03,\"finance\":0,\"interfaces\":0,\"learning\":0,\"research\":0,\"other\":0,\"games\":0,\"search\":0,\"triage\":0,\"context\":0,\"creative\":0,\"routing\":0,\"marketing\":0},\"confidence\":0.97},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"measured\":0.19,\"demo\":0.8,\"proposal\":0,\"unclear\":0.01},\"confidence\":0.73}},\"classifiedAt\":\"2026-09-20T01:26:22.420Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867582-Sfd1FTIciPtgLiy9vGUe\",\"usage\":{\"input_tokens\":1056,\"output_tokens\":163,\"cost\":0.000044352},\"inputHash\":\"b536abf3618ba1939621df22fa953b778c8cdaa54578675196a8bea6f2e03d05\"},{\"id\":\"x-2100780008193020049\",\"title\":\"Predictive spreadsheets\",\"author\":\"nader dabit\",\"sourceUrl\":\"https://x.com/dabit3/status/2100780008193020049\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-18T02:52:39.000Z\",\"summary\":\"A spreadsheet demo interprets the meaning of a column header as it is typed and classifies rows accordingly, such as assigning urgency. The author reports roughly 100-millisecond responses.\",\"sourceExcerpt\":\"Another crazy @typesafeai Jev example:\\n\\nPredictive spreadsheets\\n\\nSpreadsheets recalculate numbers, not meaning. Jev reads intent.\\n\\nType \\\"Urgency\\\" at the top of a column and, as you type, it figures out you want each row rated from \\\"no follow-up needed\\\" to \\\"urgent\\\" in ~100 ms. https://t.co/M6REgq4Q8S https://t.co/EhLjUGnsSk\",\"claim\":\"Original post by @dabit3.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":928,\"impression_count\":271155,\"like_count\":1186,\"quote_count\":16,\"reply_count\":39,\"repost_count\":56},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":2169,\"growthPerHour\":2.3977525066504333,\"score\":278.29678389897276},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100779722447667200/img/gvsEg2-3oD6FRZhc.jpg\",\"kind\":\"video\"},\"discovery\":{\"kind\":\"user-request\",\"approvedAt\":\"2026-09-20T00:53:42.548Z\"},\"media\":{\"file\":\"media/x-2100780008193020049.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100779722447667200/img/gvsEg2-3oD6FRZhc.jpg\",\"sourceUrl\":\"https://x.com/dabit3/status/2100780008193020049\",\"kind\":\"video\",\"alt\":\"Predictive spreadsheets\",\"dataUrl\":\"data:image/webp;base64,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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"interfaces\",\"probabilities\":{\"verification\":0,\"context\":0,\"marketing\":0,\"interfaces\":1,\"routing\":0,\"finance\":0,\"triage\":0,\"search\":0,\"other\":0,\"learning\":0,\"evaluation\":0,\"creative\":0,\"research\":0,\"games\":0},\"confidence\":1},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"measured\":0.1,\"proposal\":0,\"unclear\":0,\"demo\":0.9},\"confidence\":0.87}},\"classifiedAt\":\"2026-09-20T01:26:22.717Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867582-qtNImBqQHZXCGI2AUdYc\",\"usage\":{\"input_tokens\":1068,\"output_tokens\":163,\"cost\":0.000044856},\"inputHash\":\"50d87f5ee315c90fd5a6e10e8495b3e3f13c7e810aed4199c95442b1325e4a4a\"},{\"id\":\"x-2100960281769738433\",\"title\":\"Intent-based Gmail search\",\"author\":\"nader dabit\",\"sourceUrl\":\"https://x.com/dabit3/status/2100960281769738433\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-18T14:48:59.000Z\",\"summary\":\"A Gmail demo uses Jev for intent-based inbox search. The author suggests retrieving candidates with semantic search or embeddings first for a large inbox.\",\"sourceExcerpt\":\"Jev is really good at intent-based search!\\n\\nHow it looks in Gmail:\\n\\n(for a huge inbox you'd prob let semantic search / embeddings pull first but still much better experience) https://t.co/Q23wpue4Vi https://t.co/QWiv7HkfKs\",\"claim\":\"Original post by @dabit3.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":800,\"impression_count\":132723,\"like_count\":897,\"quote_count\":5,\"reply_count\":44,\"repost_count\":35},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":1746,\"growthPerHour\":0.7992508355501444,\"score\":248.05391905904307},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100959260616151040/img/nb1GFqB_cwNesugB.jpg\",\"kind\":\"video\"},\"discovery\":{\"kind\":\"user-request\",\"approvedAt\":\"2026-09-20T00:53:42.548Z\"},\"media\":{\"file\":\"media/x-2100960281769738433.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100959260616151040/img/nb1GFqB_cwNesugB.jpg\",\"sourceUrl\":\"https://x.com/dabit3/status/2100960281769738433\",\"kind\":\"video\",\"alt\":\"Intent-based Gmail search\",\"dataUrl\":\"data:image/webp;base64,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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"search\",\"probabilities\":{\"routing\":0,\"finance\":0,\"evaluation\":0,\"verification\":0,\"learning\":0,\"interfaces\":0,\"research\":0,\"games\":0,\"other\":0,\"creative\":0,\"search\":1,\"marketing\":0,\"triage\":0,\"context\":0},\"confidence\":1},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"measured\":0.01,\"unclear\":0,\"proposal\":0.01,\"demo\":0.98},\"confidence\":0.98}},\"classifiedAt\":\"2026-09-20T01:26:23.056Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867582-YqMdQYuG8XRAuxNNDTPm\",\"usage\":{\"input_tokens\":1052,\"output_tokens\":163,\"cost\":0.000044184},\"inputHash\":\"c8a81e6dd9ffbf9ee1fc060aa42a84cd9f4197eaf4005fad6428255e8e42a52a\"},{\"id\":\"x-2100928133608472817\",\"title\":\"Intelligent auto-fill buttons\",\"author\":\"Chris Nicholas\",\"sourceUrl\":\"https://x.com/ctnicholasdev/status/2100928133608472817\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-18T12:41:15.000Z\",\"summary\":\"Chris Nicholas demonstrates Jev-powered auto-fill buttons that place intelligent features directly inside an app interface.\",\"sourceExcerpt\":\"I love that Jev can fit into basically any app.\\n\\nYou don't need to build everything around a chat, you can just integrate intelligent features into the background, like these auto-fill buttons. Much better UX than with slow LLMs.\\n\\nFeels like the missing piece! https://t.co/ueQd90kkd7\",\"claim\":\"Original post by @ctnicholasdev.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":678,\"impression_count\":41116,\"like_count\":734,\"quote_count\":3,\"reply_count\":21,\"repost_count\":24},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":1436,\"growthPerHour\":2.3977525066504333,\"score\":201.54602161748056},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100928115648405506/img/1ddfEiaKJLPA4Xuh.jpg\",\"kind\":\"video\"},\"discovery\":{\"kind\":\"user-request\",\"approvedAt\":\"2026-09-20T00:53:42.548Z\"},\"media\":{\"file\":\"media/x-2100928133608472817.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100928115648405506/img/1ddfEiaKJLPA4Xuh.jpg\",\"sourceUrl\":\"https://x.com/ctnicholasdev/status/2100928133608472817\",\"kind\":\"video\",\"alt\":\"Intelligent auto-fill 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yFFM46REg6fVyTdw9tzfJwRl2nT7A+9k9wSLDDyA/df2wAAAAAAAVAwD+hGnNh6GY0zRzKhDuMQ7SGXrZYpswSUi2m0s1OtVK7tMoLW+DxGfbGLxH9ITVmY67JCsr2dnHhw9w9N4aNu1cLc2OU8ZEIeaoujLSQCFbbRv+5PpLvvQZFEjMcrbvRC1vhncVN48A4rXcqhhz0Vn6ES9Uj6WzTnB4AKj8ZjaG8Ta1EWIRHyThlGQ6FFG3oilEa+zy2FYxc9Qfk96+hvTcWRGECx/zo5JnYAMGeVuyARMyaNza3zl1fd98FD7dQd/Y9XxyxgGuXA87/Dj/2nj+/THQzHQTmpYaCCbm7DmkyawQB8DrSK/qP3lbf8dbM1GfhXDq2LwSrALbDCtO8H3EXu7kpAHwCI3SDEdDkxQhR6hZVQcENuNiDJ2LNQ0YM6AAAGbyNnD7Fcxx9Js0jqq7aMBtztuoFymOCeo9xiNkTex8PQLmfPzjIxY9WkK2j3zpgqKAWF+gDcNODOT/6zjhtlMCYQ6ua8EXejR3r3iAqu2s+L5fZW+Mtq/0RfFZeOMgZvMPfX9B/Iv6jM+2WioXUhwGEce3nPq3gO1IcIMFP16ifsfzGt3+/XvcGCV9/kUy8NBBYZGdlyDV6AeMZ8Q99CuNspapVBd9+CJU67khITFU/pboiBWGj7vFnLExmpQR+MmHCcru0qLcAeFBL/KrKSNK1I9fYULHGgdxR9GtfKvNTMtAK/IyLPGjB+QABfe9yOqv69ImoPTOdgjSTrtHHgRuji6sYzUCDMSANVdIUXAV3VGLswzZnk0uPlz8pGbArqR1oeorYDNdZr90KTTgO3Po6E6WPV0j7dXQ3mPT/KCsZsFLY6D1OY2ANxkj+1jsjNMjpwqiK0vy2+R8HAWyc3AaBhNmlaYFjAAACcyQd+GUhwqXk97/j2odyDrodybovLs08V5/WBAg7y/3ozlWuGqSIg3dBsipkdOhDMuD7cKZYkvB8WR1m7t/jGT+Fu83kc8QhwH5rR8fHAYUuHMAic4CGzik7UnIbnAxtSxiZ9LyGdx5EqiwaqpF5OE33TKLKZ9XQhf86BUiXNs94//rL7zmCVyTkInu923JfN97+L1NZNN5FJ+cDudTD0vPmHxF/gBZ3DiUTCdCsuuaMF8pYnVBNC459hAX/6/iHpqN0CS3qAVqR1YhNfHwRJKCHRAeXpgTT+TrjSxrCautD+dyIYE0pFrmYCRcy8IBonzbb7qi6JvRuPRXI1+5G2YOgMox9c10Jy6ilHawAAAEZJyFhMMUrAygRD4FOC+rRaRREF0UPPWxHmp2F0BV8kaAvOG1B8XbGVVOPgigKvOQoagEh9fce5+gbJYOQj7149IG0ler8ylAkx3ZfDYPaH0AVIvrRgLm2kooGQteaQC/sv/0WR1HMYhoL/+Dw8UuuG2Qb92Ur9AhSSEZTHCEwNCFqdX7agEqH4HsicFOETskoQWAHmFvz2pjvTszW8QVke2oyV/J/YLkmqEr8wgVQl+hV2UM0jz1x+CEC53uU21Mk1KlNBccRo4hJVtRy6iSRplq4xnYXPc9WCery6YlMnlGnYTFDjZxhJgM1+Ton/xtfsEFMlAZwCAcTnmhxMKKJoJAyl67Qm51axCaBcAV66ucHXV6KVoFDMLoY8LQe/WXM4qTNv58kZn2O4mrvb8qpHGfIxsSf0b1lB1YiyOsvngNgT8Pyg/7iJymwQ91P6KLrtZMYNqA5AfsP8JXtSOjNyXSjvYbI45VVos882fg+NX8uFDNmS+4whP5uuvGD8FFheh+PtqLQ0Uflsf5OFucVCJSr5ADDZ+iX6ZIcR6+dK0dbp2zBR2UNkYh8gxueSMhG1loj1PHVJ9U/JAQmubGEk/HgGkj/h83JdmjC3cZsfhALf5d8fLC4Yf+aMmc1akl05qiHqkraK90oeW3KqGTdJrCh/F6lpA9YwP1r8A8LHCI8Xs97i247kHj90Scektp+CZylQhd429K7F9FHpxLidfB7+psBWVToZr8AM53POmDtrlx5fzWcjq3cf06mZvxUPN0bOpySnGuTBH2nNLHnXTqBt8+w1N+IMfer5rmsymDlr3lmO7MED+Ja1bzQo5oFhup8ShvKKgDZynnX6m0UB2s4Y84bFFdfG3OgatA/Xogb9RGJ+ERSq3ln1Ue67ts/xbD6yaqYsnG7zEn9vAWUKLw5Ktw3WaY7u6ZpfUAD/UcFiTMbA7roBJ/Hyp0jFMPVrsvzKSkCMlgcc547YVLEZ/D9AqY2g7q0USpnakZNdMzsXn1kXfcvytkENG/5B9hMMkioc0Lsd+2+9wMSyA/sBrfSs7hLMw50UE4TumuC+SIa82yxATzbhwGuKJJE9ubg4QFb0rLf7R2IXyZLUkZvfaOEA/2UVoiQNBrR3dWkCVLK2AUBt7Yvj1xFq+541yzZp9nMhkcsMNZ3kzjc6d52zWV3YiRbL2vLZn6JcU8Hjrj2fGbcz36big1h+l/Rag4iVZjH2OdG9+JpANRRWsgo0j1eda7VWS15QSrSF6g6cUMIk1iustySUAO9WXbt3ecUQT583Ifj9oAim/K3F+2Xyy6//RcdqRR6EVlLiqItgjsV7EaiwCYzr4j3wCOBpuU001cFT4UXyW0MFEjkBBDjbYvSslXnHsXVHc+cha6PlTkZD5orLwlOlMqSIVdSxcWS0/EEDNAeKJkC7eEHwTtBqXB5v5BC/rATjjOP0dzrKbBnCdqSC5+O0tLOmeR1FZ+lJ9We2rWQgfPSJXcUbFgwkBo7AhSCQWD8SIaCbBoOQtuZAe5LB86vrxB/bEqSVqTJ5X0QJ5K8QCCeGRVNjHBnlQoukFsXzkjUaViKUbwBZpx+22QCKeH8qD0WzQZxvoRxERNbLj2cImND0slu54hF6bJPb/YdMUffs6LEyx/inKeCepfLmLE9rzADE4VH6k7fvcLJp8/g60Q/T854JtYqZpca3kBIcPTdnXu15rseJtKmK/Q7Y0Q27CaqKsYTzgp2W41gYWZA4yYJuAm34qNoFhi74+gZ8UiMD1cvKOjm9cFhCAJOVjjUUqwwOHDDGKZF/UyWgRCT2AGl/g2kMZ88TAWlanOxyU1ZRWRNZ7SHBLlSrLqJXtLPhf6xAcZOFb20u9ISMdFDitXhYp3V8nhZRkQ4AWtz8lgEjwLAvbNESYtxeKAf6YHe+d9OcqTy2g45VMWi4KWth1i/Y1ZCIpQf/YX9ng7c5ZCB2TTIesvoAAXdOpyVru4fqX+LdDv+S0BED+6RkbXy7ac/DX6gq+NKPq97/Fru1XN1ojZr0Q52TFAhgJiDboBHt+LTxi83gKzJJUEHpww5UK5v9czPIJplwlk3k5pLGGfdbhKQfTdRBI5IQDYl6vVgBbVwv5NBHE1ElCAeYjXEj7WeJH1zkBik9LIP7HTeuyI2qjrI8UAwimiVRdJaJ8VbDVSh7/wcOun2PD7/SCHh1dpLx/J8huyIX/Vy0Hfi1kXqVrGM7T9hj49NX6OMfexfr9F6syrFE/9B168omTGs0Ei4W5pv9fdlj8bXawrfLf5s1FaTDgOfQ72SdVk3+kjzApxSfLeq1rrwoBk7uFnxXqlwDtf7sFzZ1SjmkZ6iszyS/uo58NZAsS4BTv+5YU85XVr42nUzA/C9lJbtpSkSimXjleteAvgQKp+iFJbfReJ8bM2xqtYlCyrLkAvlHP5ggtT49YjmED+HzGr/bC0/CyyyG4SKnZ8my1uDQ7dHTe/KCLlaLqYuaspz2yWutnED4pWNxLyUm5fInMcxpruYQ/NlX4c5O71XZx2o+lb1dwZu1bPomoVomMlBeUppffq5PASgv0ytB3TNpI08QhlAw+BLBboy9smgS/Hx8teWD4w8EU7xS9Y7ZJTDmg0GumniWtCvWZbku2TuOhewx21JqAept/q45EfetyctsRi9C6BpLloslQLYow9NIw4I2XD/ajGE+ZchXrdCpWBhlOXaad6IVqDrU5NNeqOo8VcQ79MUVUI+M1Xbb+gktkg3FmqdjwAhnHT/N4jVrRvXxGrRT+RzeW+xsDmPG7ZG5O4h6CIDvgp1RxePVFd1i5xRRfyKd6gEP0Mk9n8JLTpdIXtRccnF8nF1yta9/GkV5R3+88sn29l5NJ3IPvZp+BulkoDHKBMig6AjDFVwwvAC5Q3La7CNNCpX1OJFhxiK2FtMhImVCA8HRaE4Xot5vL3jWDJb6YDXG7wNyBQAgn4JJ20SRIU+udcna8lidLOP79Rj1GNj4Xl0TeUPiLmXA/xSiKbigFoH9QUOUxSU+VQ7DavyDuLfpKxwwKp0l+KJrTcDbAMhCcOg0LI8L5Y54HrTtNYe/qlmZbCVS+Wa8dhzMC0lG3v89IUHrD6E4+sJQf1a3N9t9kpnQn482lvM5uKUkxlSEcMMqCGuqElI9Ij4um2O3ESzoNMCGk7xHL1jEeIh90UBm9KHnSEnv9CLMezOgxbv2IuU0O+1sGgTE3zPtqOA08yjNxYWYm+WzGB8TnrCR3CfEMFUjgTbUz4LwRVEEYgHitmrm69Ykq8z4+8yCdEQjE1NTqlpUNxcV+fFRxj8U5Tow/4F8LTJRxOji7OQ1STqg5geIyxQb75YZvCBLbNGE75AegMGuPHBnyW+wKmmmxMomRgs0CPZ6UYwNjmKUFQZlkgihZdDNYiP3Z6i9TOynufjEhdI5qmLr56KEu7bxpCOqqo1ps+IS386/4zNfchdScBiHq1ik9AN1f7LTlJaxh4kM10UKjJFQRjuRNRgj+2wfzPdB4z1uKA7KF4RO0LnpKJDOvcURMozUg2/z8FlIela7QQhPAbH62KiYqt5TgcJGefv9dTmqB01KNDSIbhDBNAgBBV51Nz6kdWEaBQmxyn9x2oo7CEUsXMo6KFHF5t/pADhbxJMUh18mB56K/A6Lw+rYGdWeTXSI8sqvYXq6LP83bOk7icX+s4Fi54Hnpe/oq3cpDlLmJo2L1Qk+oOgk/Hnt3Q8kN/NizCV16SmrlXHOynEmvRd15Vq919OgTruZG+hOoiUEwsjtrjUVSYPHlbWmuyGRjzue7qtAncZ/PSWMFSKiSRphueB+dwcMq7zHG2Y8r6ynRz447fBGLulmVP181axMKo2/34AO/xH7SIsvJo+UUOk5S3pO9VlwfyDW41i/98WVhFgkCnYqnsxZO/Bn1SiqStn//S32/UsTSxBZgD25/zlUf6QyEJEdm4xR/nQEbm+dADJh2C++3qZxoJyZ/8yIADmLCB60Ty0L5aYXHd/6PVo6uus0wdPOP5bdAo4IjSrSPgVcZu3lTlT7dXfoEB7z0I+LK4zJv4RPxiGurFTYhahL0olRuDA0nMFKoAcFaJgYBdFK+qfQ+1TDth6c6YLQCmi8lZTy+U12Iw7AhdB5cGW4GskKSFEVN/myeW5qxIT4Rx6EgX4Nb9Gquci7YC7xjwejD+v0RkLtfB9Jtmgt4tIyxO/UZUTQJ1uMDcG1eEyn7t4HSY9os9ReqjpUH4d+vwkdeZb+IAW3fAXa5I7a5iQepfp7lSoI3KQOla7x3DCGWJ3kzzUnMlriPukzGxhU1HvGTek7RFtvNVTQ8xUADzEbiDJV2v0IOk7Y/J+FNURaLwm7JUoDK2ZFRZal23v7vsKZpoJRdrrVhwaZRj0bI4yuQWMlFPAQ8CkZUi6DXzYrouSI2ohvZJSlH564KRKydei/JV8Lb3+qdji4SI+LTHmyTzdGnalicgPuoFQe65oBzl7b+cdIzuNz8eqO/PucYXuP2oBHHopx9qT4Q49QEv2SGhLRy9hL4b0Dqzb442+DnUX3xE1t2qdYAbNO9C1WZ5SggUuTCBltsmpEjg/0enhLf0OWTZKZE3TfRPMGURobJ/PCMN1p3hzwGpjwKHHp2ip/ci1yCu7ms8+eGlMiTxYqynZ/UQB3Rwd6nC2/Z+pQhr42se0JaEBN/Ke9/38KG0zEdRxvCOCCjUOVtC2WGAwOMlCjDcB4201F06AhwSfAQ0aTeJJnwNgyksphkUe2us+3n7rCWS+DUhQsQAIiFt/EAaTG1TrLfTyqfvuIjIFnxo9Kjr8YpY4RatPnKIkYrmD+dqcIyVGUHd75pBqOj4333D1a+45070v2gd3/HJN7iq5BRyUhv61Vj1gPJ0Gka/L5VUUI0eENQowwTi4BwJyyUlN/M3n8ezw18sNCUB1TJAO98Tzs9N9TC39Z1nl6XSkGyEEA9jzCmZxJdqNZ9KNp+h+NBi3L0cxvCPokj5/EGsGiJDz+4gwoTF64xk/fL1MPPOd3GYAxn/tbz0t4tbyyRTE8pY0nWO9wyFlvxW76R9aCkj3E4fXnKwWc7FX5UccP9qs0KoGhlL5bk1CoN8xSF+2/BDTZTo5dIib3tkNOfjObvxagojGvgqtB17Q+VrMScf0RS9XUJcxn7RXj4W2WJ1zCHIFJFr5vFRF9Z2onmMmfa4Ptl84Dglq0Kbm9GoduXBBr55HGbE0FvZLqF0EdBkM3RMXYB0uPs0mB4jQ+DqgG1IMEA6dBl/xD21j8gUfGFLsK9c3QETcO+s3rHXmoA3NsZipTdwk5uSVWZFsamb1tRkhPnycOzpH1Ce54L4ZcIOfITufkjzurV+3ZAjeui8O7iHElaA5gWwIdYFI3teexn/WN/qwjuk5jfPn3aOhE3svikXy8iV3AL5oJ31RFfsj4ztjvCUqnKW9Zegxdehlrp30iBYShxaObLjJZj2jV99+YC/ROFvwdu/1F0Y/kaKWDsbObXvNFCS2i3O5enZQKrPacYY/VHs7geE3dBXy7fgt6+WlvYcMSul9gf5ZDyAR2FPgO3rXKq8q9r0WwS1Tmf5+FDkk6p92Fxg5IvIJmjwfv6DCX8/GpEzQx8qye6nndjXI2lN32WHpBu6v38BfFcOWmfCUaJY0+YIAf/I9GaB0M8CZEF/BseAOb8v2fcVLzLqvSNhzZ1X1MCv8o/g4qQeW+TztThis1mnkL2bUgdh6tTt0L+NSle2dSAHu1DPqJZivUGqKWvIOK/SRH8uDfvYhDLtiA9PZWT+ponIvh04ur09uIXVDU0clG3AT89T7snEMrwgxZZcudK5C2Rz7F7g7I2f2jIdaFmgADIjWgwY7rAmaIs9TuOoYHn1kkEE9Lmt2TD7XKEJFMIk/CSGgv/VkqWq3Xk3TyjuePVZNJgTRprBV9fqoIuMZySwTiEFUMFethQwwfm8uXFC3RpGd1NjAxS3kR670aSz78o/cnglGHwzmkYqhQU/isWCsBL/Gtg1t3apgcfqmDAONh+fBNG1xabHR69CJvR0bmRY+7YDKWpkiX/uzUSHeNpxKUBJ8Gmapsa2uMwje+EKnaIIT59T1V8vTkE0AYKCYVyB8zXxFxw/CMk9S9c8gF2goVf+F8MUjJtuliyGcDphFXhZqSUdOd6AMGg6GHTg6/dgYpqkbnn6rU1SaUGeGmZp9+2B4HeNys1UmeDqNjcOtNH7Tpga8cBnuQhzFjNrYKggd+YWex2gbzQko37FjbdlQgu0UFBiknuMkmYmvtyBl/tKSatZ5hP/tGnPPvuMKk8y2g9DOd4Td1P2uEyE7ykff84oJgS5WeTNRO3qSGQO+pvfhNmdOxykHF8F55Wm364D3nyEb/gUJXQpMAgJJRe2ieMFclM7Tb3+r7bcfmHEkWn6zAq8GTbluW+K/HAR9lJsUfe3Y28GUHVu1DuW+ZorQCWsc0Ag+dg2NI0tH/01waugJKDNa+nqyuL3ClA72Ltj5q4B103wksIIgvKvmioQohIsneMs1zRMAQeVisU1AV1Os3u+E29J2DZzoi0sBaAAM5OR/qkWhVyTInU1D6sUflqWUZFDdQqhJjOHTXOA2yUVfD1/LR1AkBLSjeTTApqVNDCiRkFdTemPc3wW/WNiiECgkGzggVkji5tppUwO/sYyoNabtjJYeWjkfBbnRM189j9NltNwoox2VbjhRqYRDJGPaUEr5bCRsSEhX168SMsW5Jq0OykZcxsEZVoQ1PwNxXVwMARSr1wBpMwuQs1x3uurFK8IayCPzAZybbblgju6GSYZwG0Ohct1laSOyhC65HWdfgETuku3n4iFZ5YoKwV/+WkoHviTyR9TY50yiKyjxwdTwy3yip+m6czBl+GpwKAyi4ZvmmrNZ/CyThwy3oqulnmUgDY7k6Zlh4Icb+XVurQqUT+VbOJ1GcemIuSZjP/fzR474hAuY2/E55nT3zMDFoFsYMCBwDT3Tz7sIc7HKylmKp17hUMUqtHTkdGPwpWT0nw7aaOfTOqzNR6SyXUz2Ii34UdP6EEgHJTK1YnKNgNXKLKKoeuonrUEICTkP8hRLYezd9FIR34loz84TgVcX2M0vfWsoWYM9S8Si68l2i8GTLtZX2JOyxXRbWvuUzQi9GCk+JwV8KkaCtoIaTN3MsalUFMSbevC6jF8lC6JmXlB6w3HM3it7OvWCtd90zsJl986gpt7YlHoPWgathrNIxukmE4fwvw7c7q0Dp0N5FWq++ApKJYKCOhLIAAxag5blotvbZWSE85f+BN6acmB2bFutFG4HeTifi05PZtAP5O4uwM8aSG3vlNwecN/4W1gqorUQoQbPnf2CGfQagrdWWZz/h50DrW5GLqN2VHXnMC6dDSJfrbjt7+bqVGHH/WfbyNt8m8WPymS/8z+cvd8yBgCVt+XqlOv/SqGJXxNFctEBme2iJHD4m8tNqpWiTDEx6zIOMzRULsL0R3CT7YqOEhIzXnUJdtQJYdeleiUFhtrUmeQ8loEdvWlbZ1ejGyV2k43dtECBrxLJEwO66AxY+WEHhXTybxF4YKNuNEb6jRIkvG/Awxk+dZ5OOPEM4wmd7qef0sDu3B10mtl+pmY2TLp9lVs6RvbAkh2Hpyi+tFcFQkNWQRlQw1CiKSDU64jWMhZe1kkhNwAAV+l/kVqCW8zUmuOQppi7+6gquDsNgUpYg/SuDQ+JItx6tqEz8d8fHOLXVZr2xFLwRvC+qqHr0m9sSf9qIF9dQ1XJv1ZqECIWA+D5UsimLKliDa4cN3j1cvahqYKDiGIgBSVKmWnaOyu8zb52euZxrjj7oV4yVAPEgiyM1VjvmeYmeUkByC8iz13vxqPCvTZwJGo7kFywf2x2lBZioRBPos3HddyKxbc7b7tlrQRpDmZouZbnJTsRseunOyUEgMFv+gSznCh3dv3DgaBoE/U18Ut8C5CGz70oDTPxoFlbRmhNStcME14ioXvokEkftNYSYZPQN8/2h//ggylcdkTlAyEdMzseEV5cq2vk8dxlDcfajzI0/i39Zg/Na/MP7Y60Xii4WJY0/TbCKH1KknIwY8hhkAw1suLc/VvfzZJe8kJdQluOKNGHKfjEB87PFVv1jonQ0hNt875NHz5ysClgDe0gBAYbh6WIsqGBez4udQFUL5JQHZTusmFjP1QYT8r4VjCevhOAaiEGE8V9IF96sKiU2ircDqD6snMF6ehW5wryZQs3R1Tk7aQVfObXvV9+u9eiqPHes1Lgp/u1PILyfra72fhfySyHh/p8bz+r4z2863tPJ9FLc+SdlayFnAGL8llQp96ATbUPhtV0IDsyh3iOuHG9PN+OVZH8UcrxFV7BM/MV868Xyv0HQjZmftYMDSMuCwjXQRwz3gHiGbxRHaF9LSxTqIwqfR+01/Lh9H6cZjsAWzBQu0CL4eFyWjGKUlafD8IXevwkdh92R0NUJUud0NPHnkf+gD1+ZgMUBFX6UFSgawycSObqylRfuDJEAKRYbA8N9eCwsN5T958LzypmN7OHgsBM4wI2x+jn+oYAUOWYidx++VN4xBJiZy5DAxaPW5foynQtU+nr+uJJ/RiyOkZ1amz+DjcTJXeYcFhh6ZnHXfKnmDZsGZZNUldezlCXZkG2YKZu2Ccw34LbDovjBN9FxEPdCUaNkQrNsc1icbPjsPRy/mH8AWyBoJlmkpd+Eh7XzAViMYflLB3QztHZFNPUYJueb/N1IjP84DNmaE3bL5XKffulteFZ2p6hVu1o9oIWJpXNM0U7VguEqF57c8TsXGCoWRc790ZVCbthKKsHKAlEBqm9GME3qezBLf1wQREi3sa7VztfHgsSZkHRNyaF0BMIegSNNt6FTVHsFRf8xyeVqAmKOPGLB/fqwyZ6DLh4RHP/KEsgc3Pce4x4G8UsYCLPoRTSpCvTq3YqCrHlLGbtXuC5uDnBcWzhasDQiOj4rSP55b8/GQdFBnPiJFp0lItA/WVU3O4csOehXnES4SOtLObgyDhN2h5Hu9TGvE2sCP5eL/0UJ0YlM8uFeX14mLLezNFKntNBdVfWTFb/pGH8F9y/H5rV54dqjz+2OKi2eCwBoDCk7tYGOdA6I278F1ASw/ohQ2+Mf9C7LEydKm32uhz2s6tSEE1U05uS0Jfx8Gmt7z5HgAvSox3AVLxdKKqgIpj7P3yE/F7DzdDLDnt95JHSioSASN8L/GuG27tjgkuxD+xtohqcaBIh71Tvg5hwj6+iWt8oqYGZ4d1cs74MtA72FuiN03E+8bq8yC494IZz91VTxWgwsj941TR2QrGCv17RUucSXqB7g/gTt8w68atbdRAuqL2HCE2oXL0HRswyn1XbiPNxuRhX+/98DtRKVaFd68rik9KpxLyYooOJLYqKd/+c9070eUI5WvO8amaGvg9qDB48aFfu4nClXk9fvItVFakbF+4kg5s1mY3HFPmw7pDnVEeu+MkEL955nBLqxOyz32uxUp1hCo9Jao7FcKfq/NCYzIs/ATiTlw1wNgn8KyMM0PjIf7yhbSS5hxbZzRdebRa4u6rKKzb1rVjZYsw35lXIIA2sG166NaEDK6rgewhmzMra/ZA2U1snCHhrA/BsZchtK42LG5KF69M662IgbZ6y3IqSmVWhXAmTdngY51YukuRulriB1A5+2kqJLdcA6hnGNskEsWWv00LDWSEPrl3tPWwP54pOIZSsZ24digpLzPMpDV/d+qzRKNI1RjUr63kNsg6BCMVsTmI2ws5MsRi+xBmJb2zge6JFiTSokLxeoJ5VsPOhtw4rPXVebbIdZ+NiAEyaBaD2c78hIqwlh/D6kaXdH+md50l8GLyY0ic2pgVUaOU+37rClk1j25kd+5PGBwaDFavuuIoyH0S2DcAWVoVfQ0O+Bqf8CDCpWJAbM7D0vmIF41vJABmwACa9a84W5nW1FqFRK++P7qIzfMogWDUGgnFDn8brVsG3AvG/1Q//xMPw2iW5hx8iZ6n34v28PmmSGAoyx5VRI3lXe+1ulaUFEAagUBbgx8GFIBoP/9zJi0kLt4RDt5Wtu9fZ6lTRnXYDfWRtjsF8zf1YqPGo/ejyhKKp20wdTy5lq1UeJ8WURyGGNybSJqOgttnd1yEBeww5yyXOzh9MOW8M3cBFtZYUWxOBnGipDU+o2h8+QXJu+WeoDmWzvT8HJTp8nWaT601NI0frbz2bgbw0RGoL6+Xfj8gRRNGbUBskvumlIbxGQ/orb+kNDlEwsTtQYZYwGtS36v6MxAtkSCLdC/SFdmMuF+ECFuNOtVbHMhiTltkJ46FMLoq62qyhBWAo8fGvjSAYjYlhR4jZ1WmafOYiYIwmnJ0h+h5a9Z3I6k/lLlJyKMDD6wcq3+eLddkvoEDRMNz7Hv5vxz/kHRS54jHeqMT7OIAwzHrfFUSR5CHJlCmFNj2AePwETH5jLy54y/xq2apTb8JhTmTbNL9+voAEeSe/qMScP0Pz7NSyUgGTiQS0yxfv5k6kW7YNKvNCZKpHO6MT8QU9BfsHYJ1UjZvC0XxiG48Bcucgej0KIK12X2YZ6ndMw7CO50mZEOLkGaVxroWxqWN+zHErbV9lNCzcogHLRBylmubpf8Y9vSbe69av2n1KhaM/YcSbaZlj8NNhV20dohyYiQlZ1fKMsohvWR915yiAqp6+A2Iu8MGFuQmqXBHSAFnuyxSr28Uii5ND889DaFb7wBWLjzeTG3pP9HrL8h0s6jAXUZgkaJ7OjGR57msT0EIJEvvIgN0aODz6NxUlJNWrxO+WNljxysXgAzd+0T7V7ZpqZQc2FsRpZRWFn3abk7p+C5YhWtLLiC3hxdKj6Wk1RjbhAJKXpcDNQa1uijx8U9b3uwiMyBIsqRuZyudxQzkzcWh/vFx2XSuK7YLbVop4Gzkhu69GOfht35rq3jmwDFYGWP1o/oaNahpfU8gKhE183yLBDaAo6qiGDkZKa7rjB6OBk4Zuo0PZSGzyLkosagJVjqz5SxNkU4Y/GXHnrRgFecNTZ7zN5D8r2z7Jk1aR8I41gEa6hleLRtV3ELDrWbJ0KuNdoOmCm1+RHBnj33TdvpjUPLzNV/guWsfntNj0zT1rMoYl30gGxOdW6qgA/a3CiKry9oux2S4i39PbGQxUQgTUUivbq5oalYxqdtkClzBGR49bb9nBC/hS9Sc3xRzea16VYmcYjt7QCisCTo0l2UMp/xJLfoLyOlo6iAqBxGmtzZja8rQDBPkEQDCBFX846kEcs9u/8Uf1fQCe+o6jRPICsw9f8vIQQ6zZhHoqvbtY6o/upiGQ0tXRm7iIeymgHq6+OV9FfIGIgd63y3+7XFkmukBduqwSc/BXdW7onUeUH61wIinAGMNzwPGBLLzw3ykBwfYIUHAaqJnANfpjP6QeDClAOM3pgeltw2EOCbvmfrUi+hDJGvsDH3MaQ2d++/glZLYrYYfJEVgUHUAAnsWhT/OndDmgLj19dCkdQ0+VYUzUSPSlOyZJwWB1njUtXfYnt79ksLfWMIlooCjW6nNnr1Nk00NES4m87uRYdAss/V6fUnOu17uWO92cBYnBN7BP+DzpIImDEeA4dgwGWPUR4xZomx+W+ctW09oqdzU1VCrrbn4uFXdcDEXJ28hz8tlikfUpV4QNIri+KOvWHIo7TRVQY2Ayao45l3jHyWo164TXStm8sxuxLV7KavtpfBCzHZF83pmUfhhCua8ixijIJ7FcyAXIKP2vv8zzvV2fzqeOxvspATE+7tm5rlva/5ta/gHTZTSTRdL3nbJuRk+5NMB+WINh95fY3ejmUj4Fw+vdVzQsBXSXAX4kBIrSisCMFHSOtOs1BbbkSJUun0LTKzZx4cA13ezXHL897+Q5iYX2HexQ3VwdSFO1yYaP0+gci9y0Xx5NAue8Y8E/0yMBwmXxBLhp2OnXYpOzJb7Pp1fa1qFFA9InZ3dp8oose6uKh/NVLzCEsj+rsOJxzmdRvUXLTvUwNk7UiI4DcJ0VkDZEST8xApuzjiOtFx1J1OMXDfRkzByMEZ9kfNjQjym3kuBuMHRVMxGI29qETRzMTUTD+0WRf2bXME2atTcVE80Cvm2zp2rKU0+vx2k9Y5ImiAtwkvG4kdu6aRNmJbExMnTFPgEwX2ZB5gyiT70i9HpFCgNh8YfVqDBKZ1/UpUECjCcZbmeSZmDfLC3GFiHzYZOC5iWQWlEhBtJBhhEH1qyV7Qvv4mSucXzLmG8v2Gg4nLbNPwLx1NXpMCGNRfZ6gPCWO0ZFc2g3UDX9ivDm2raBVKNnR/t4qGJpIraq1EQxV4xwzjuCKXNd86zegfnLi3vBjudrSIDztW9T3wEOLyniwYpejK7h3mOhdM2wMtiqXf7nsgf3SHMWEzauvT+2QS1aeKAzYSIg9lBAuRWuS4R12fDGPjr4P7qakKxgcqKyKcv/+wDlgrdDCZt57okuKmrDw80rvWVG2J32b7MgVc1k8jBp9Ubp/FQgJd5c3daW64fyY2fsJM9o+8OxMQ/Ej28WUt9pvsqlCWxVhlw1L5k5PllY48GuMG1OJ8ZnGQMa+j8QOObOIlULNFqkZ6htxeULMYPBL0GfW2gw3veknL4XuGdWINj6vvu5J1wFpXIe0huYAWTpJ3YTB+fkZPxiDrZul6BDm+MMJ+E3anglXqsTZTG0/6dC5HgdKa6pHjVRybsxIpcBNnACCbL23em0tOEXp1EUfs1KDn9fIKLBANy+pl/vpjnafMOGHSSbwedPdU0gGoVjLqpMUny1dLnj6EEQgnAgo3zbWAaPQKdEC2rYhnOVKkRcyadgOb1uyiYBnfKQbyK04jq6elslWd58r9AckG54kKdB2dYhvzek1ZZhLTeRKZE4sM672+0RV2gQQ+KZjSJqDP1t2xORMj8r0/WI/OBzWzAMsK1EpOlJ/CbVEJ2PWgKdFR8jUEmT9eZ8lRda2325BAVm+d/wLAczgWeaWyo7OV6+JWe4sOyiQRwZmCrB+qxJUsN6YPEctKNu5DeUiTznKlyq/Ahby68877sCUYLU2mkLanHNeOHXeIrI1ApT13D80FR1b48RjZEvYH4DDAfMmwdMo9XGC0nqSgby+vJMPF9iWwq/6wMzhH/k6Fnn0OPUsJ2vRV0dfulA7hEPuJD3zHhql6w20aSohe3CLw/oPF6+5NK9+EEjoHFTKH2Rbs5CIZYFuyzNOikKxj5qprygj6j1yMiCUDerqNDdjXwfJK1VpbRxtASWjEZ2iaBWW6QchVji6tWjsRBYctcrYfYsS7AWUfcZm50RRwXveqNLIFPzzspDDT/3PeqJmFm/sIWMPuIV1SvUtW+AeybLdQ6SWlp/XssidkSjOiFQVJJwCufuWMqtUUkG4HpjYrWMdWSQSxOOJJCKFNWBcLeGjwRwoc2kGO5xciwqLpSPRMZK8m2eyJipFKecPNiiEwA/ULhSNTiDUVlMGTvzywhc9aqY8//gAQbE3Zw8JzdM88Zq59GF4GH3e1cBK6nGvplra+bqqVcrEhYcQlEO3v2mhQKAou2d9YDgmQ2RLGmBd+fVExk3uapOrt/g+aecBxQSc6uhHKSAXV4fcHmWDf2FxGivgn7E2RD+V1sV4OBt1bbKVl+z7f2Jni0Ts6AqA/iugaq4qLQWQH0L8CbtAP6H8DafGZHdyMRN0E2irAdWmNDH45l9Fn7eBPdDPV7W4OTVQFrKfQrzDtzh1E2PPd3o40bBHfYLT1I5vrpsq5gyR9brde2NzE2c7CdYIjz5pT0Ms6WULUVlMF/1ntUU42F+f9BRekDwY/je9HXB5LprnxO1e0cW2IzNR+Xe/LfovTY5g5DdRhaP0bgWpBS+4ZrRIZh5918pfMoUHAgdiPT4oe6eN66RxUr6/VBYFhqVRNBN7S7HvmmGmJkFYddA7RGoswwLS1BJMh1Y8L0PKFJ5+J6yTMLWv2ubbwguzxqj1wFL1p71ycsEK7zbZs2rUJlzJ5yPvXmBLzfmGzStCYPI6a0n+3aNR2q9+60aXYbFucJE2AuLGikTtePyf3rKeIvzP0c6crFruODodZVxLyp/zFgbvmDryKcW+anI2dDv7FE63CgYSCP8wt3CYG8rNosT5UFXvvtuptmhasG4uR7acz/Y44ksvURYfqfM1RMXzhQ/syJbGTo/j4xX1ymV513Ue8+PHwiKOheLaFahg6uinGvnykDDgMRhF+EdjZN20TUOVzyD3eBCFepiJQE4KreBTnyJ8yI0dkh7OZ7/g4sS9hOkW4mSMoun6a/Bdg6Zk6fVz6c5Hr/T6HA1pz9hhN0G8rHzusH+UtRrzdukxz9eUXVOvJPQqRXamhIA+a2yYQFWzW9drqBRQ8h4t+d2HlMraVVH550TgVMRHPjrrVLAYDb4hdd2yWbldbFWxZfPZZfIQZJ54x952IIMWIIYt3QQAcFl88xm7S+9J0LOJ7fqLobPUmpIGhyTWh07SzK2WzfmT8MIFrpOlB+r0Dmj6A5gLqquYEm423rzj6i/6kr0/IgdFEvVGP3+vny3RqnKm1/dGtcYM9Fzo2W1y2lkZUUBFaya4i8WSFmCKBWhPW3FhxgeR4bHe6PVhOgeClR+mS6MJEc05WebSraSuzaP1nNJVS/hwJuMYdzQCE5gkpZUMxnuczIe7D5kqJCK6cQuAqktx6HjreYsDzTtg5ZL+S/dFFyu1l1tibGM/BteLHc3fxqokBGFwABjWFqOMGBrL+8H/x2a5XZpOOjyTSPe0QLUN26nAPH+vilPcuZc4gDnA70+j124bPf5epVHF5TpjWVVg8Tz0lw0JnwqrIAAAnmIokphe6yFwAKCAC7ubH3kTHpfckshJ5zJjUKo9VLvAUkJ/EbIA0aW7145g2VECib0L1lLCVTdQA/t42iAdAKWoBcjZgAwBuWSCmgjtwzlSJNU/2GhH80MjEhixOo+uGGwKan8fO5m2+nJdK3w3EKNG1RPsYho44N4wCl32HsvG/QuEAAhMCGHwWS6Qen46ydJrFDlo+9aH5moUMYPd/899MIxhF8f6PT+/OBzwBHwP12s0bRCSsCNNQvhrUvvLZGjtqKfGTTg+RN41sUAV+6KLnLWNMIMK11jIoWQtspy6yXRj8951cKGFFu19gxz+8aGPvBLrqhAgiK1oo+W0+9GnJf5toTxnJLUL7UXpOfJGg7pc5URajH2w+wb0A5qOG0UxrHfwB9dHpiV1FE0HvLth319jx4Vhcid6aZOsyfoIb5OCq1XdsDghwa1w5fOx+QkBuocrsZ4qezO264sBrmjYYhGeq/Adg/HDbV++vvxu/0qZjGPQo30up9FkDX61UNyE2O5elTLg1nm7SGrK/+SixIhbNQJXNVxmIwX2whH9B6fdORmPjlnTZ2UlTRv5Cmet+zSqLIIM1NCPLRVyLB797j3YbuZdVTXu5P3k9z47FUz9m25hffTgGud5UwrFeiLzMT56Xm9/d1NGxU8V2Yuj6iDbWZY9C/rkGFyCSRbgxStn31jx2j8YIUe73dl1xVE56lqIdKlxZxbCaKA0wa9RlnkfxP9iCpb4B70lpndH7ea+r6Ro9xl1KM8JEppDPKZK+b8ZlIS/+ODVQlEduWi8pe5OVXbA7NH0lHL5+OHrb7KwEzO2U/EqiYRyp9B2fFLsz9JcGkew4sRIdPgNDsraCfo2JUuOm7vPsS28tp9oXeVE6MrKyu13+c+qhnbGal/R+YojQfAr8FabiSostmVgwoxJd2RrzGv2xk0NhRMxAgwlIWMV+Xp5PENHBhBA2EdA8DX3HDojhG0/iDvAlL5zxAZXZSvoEdwXZcN2MyEHESPgtYg1RKZ1/leB8DRVJnSUvNhzIJX6tw+VcTz1bhUGWuJb5EXKDW/QllZdyt3YiI7g/LCq/Ly+eyK1cWNYUbaD4wJpb4QDuChNm1NOsGxx/IPcd883woTdFz+w2K1dO4CkeBvSnpnFs5WoH3j2p7gfDnLvmxA/qWFKoUplT8kD0Dbf9/FYAuA6Vhr00aqPXV78vA3H9g+eJyW1qjEbwcntRitO4Z3Ck1kuMwBUTHiTZ7v7AdeOLuUrk+AuXLiBkV8SaJyZf/e0kbqma+iCd5HOoByvl9jd6B5v6k01OipDy2do7H7smfdQ3LDaR8XAUo7TbsfUDMOvQAvM1EY/p3TA/17+CCNMOp2B377iXNnMLTZ7Yswu3Ml1bKDkDcc+2/et5vV3F881mZg3DtSP3jJZwwWLFQoGvjjpkAI3FoACGLPTICkAVFxr1UtCgqXM8iQoEwg9bs0YgwrpvE8+KC9I1sLBoUIbHaLP7jZljg8REiK1MKIvukKtmxk574UbYij+NTNK3m9KoLCvydi76lf9OkP0k0kksUAeUaJAovi0Kv32BJuTlZ+qUnmrwwdyjeU00h8IP/xRwg8jwZe1zuwwDGjBVggWh0AWcF0UwAAAFLRdIOjgB/GTPbSo1MrJPuYyhwNIu0sFupxINucQRE0nCQAz2oauB2D6tQlfYXZ9gPJZ89ByWILZWLKyibdg4JoDdh2mUXuW//uLuiE2te4bTk3N8YRTnfQtHE1if6r4W6iy8yYdoeDpyXc+LGfrzHAM35eQ/l2LiojaURINKxDNtzPHucwh91l3LT/0HKm39HpzvTAgLw8pHgHtm/eOlcD9vCx66X6PDihrtHpye8LA+atsxql/UssGodNkaxrxCprx0KQg5KikdWvHRAEu0Ja5c+s0VSF9Zf7fH3JVDCNLYayssp6JvitYRTy8p0evQ7ARyxwHTK6YeU7RGvzsufXXxCyJsUsUZ2yX5zWso+iQPQWGVfguCE/f16yafaz3KCDqtmTEYlFbuvAkaH0lSUaK5dDoWWlyeBkk+1s470vJh/F/iTUZ4HZhy25SrsLxzcCFWvHbstW5LfYtF8Yz52kGzMHnllS+lK5DGtgzq8w8qxBeEev6o7IU7ISkmsxP6MXqCz8qKsH6wgJnKexApnbyE+zY1YDSVgGbrCkTn+poVSj8SSlpPnFghUTxa2WHxISY9vwOOxFUVdDCR6UcOxc01bufkGyobw0VeftcVauF6WWKTxKY4QZhxnTAqjX3VV2oLWKspZ4U3h2gotCydT8jkvIO087R56BzkHKozze3d9yxZv1m7aHQ67bG1u7eGlX4AL+Z+/n0z6lZ9Xy7bUtVdGdeftezN50Wjuxy2f1aiIPCIQu8q6d/Y/VZLXHm2Xb4YEy0rNoU866kDdMFOSJ20eclGfnsq4QVKWZB1+rP/0TY+eOSZGBUFuCvV3PV7gSIx9ixQ70rnYGtH+IciToYI7+ZFzoEHCqQMBsnq2Ca4GIybxoAzon6satbkohxBVs5Ax0cHov2tcNyQS0Cq8BXNkQNfZa0lb5Vw0KpDJWs+AetgI6wmVI5ogHnrtvSIUSsPIqOjHK7nWUQcRRgsjEAx7CPTk2WGxeLtG631XvKxfCINz3XeaGi9L7Y3pcgwkqjW0lPYbW3GkIuaIkJ3SmaI7arZp6AsW8ecETo7hgRtnLvpIyCoX3vKlWAZK6HIqkU/INpVNoGBACrwJMIzwGuVGOeGgo7Rhm4fie9Wp4AI25muFS/pF03AaWwKaACnNaG0Kq0Aen4WoVsPhXaCEGMycFJsGtNKMEeBvJMkA3kmhBBDAvAAH+UVKtRbJnoqHPwPvOSA3klmAZ9EYII4mMMQAlJKtVrgywmNVskpX8GMjR3b3WxTKBvrwUEwdpjK2suFX5hGj4fLsXUBsva1BqenYZXOvaKx3apIK2Dhe7thV9OwZ8/Iu0EiGmxEqVABOziP5Qg7nWUaiqwyVyf0F8/CIOKCJGu/Q8dgUQy026vrkehvJyR4+bZvafYi5g8elp5nO6ORpvyOPUs5tjij3nWXx0++vWegWWbI5n6RuSmqVG1/GceKCf4bNYiRZyy6V2UqANKBh1rfhzdixTOYufPFUvud+LRrlnP/jKtsakzO0FVDD6YMpm3bnur1latoJddrpnwZ/RUGN3WZqwsP4toJAkN2ohfkCYiPjtItrv0TtBcDI3oUmhuQrSj+eQfrannf17ZMpv6zZaNRl1sbfU4GVbHx21ezbTQvokD13JlJSvsSCYs9RmkUAQINClEnt3DXvdsUDrZfue764U9Aii68UdvjDbf6Y8nM40c5+DlcqVrE+HyuVPVSJTM29dolmydK2iNgXiOPz/m4e8WEz5/A2zbr7zZItRWeNnytqb9qcHdJ8emGF+wDW+x1O30Ybxtml6i1ejJiwR4HIY30zlIU+YDdpJhJGgvHvkxEEE3g5MZWR0CgvrGvlKGqqugfGevA2YMtznBxJbv2DYAXrKs1Ws+aL1IiNdJFYG72loP74JLnIsdEh3YULuGvroq1gwLw123j7VtHfiPne+cG/QHAYCOh+GNZjQTt6LLy+fC51C4+QTHa4KD9HrRLqKwTM/AjzdX/3yK+u4BEyg79EHbtaBGu3V0YwKgyEOpimztICjB/sOYQAQ05W1aqs2EgPSsMFLFUiX890dOdVK+ezhpd5s4sVHBKNH3CyUCu57g9frrSoAWMdUEgb4zYHPgT7nU1EhF8ZMvZvzIH01ZS68LMDTjxlPhq/+XAFADEdxdIGPnbdnBwJtSeI2upG357Z/zzrjkD2pIE+gUeZV3gW1O69CzwEYViLsKHjF87JtqVJIu3RGykvBQ9QmOS1eRv1y/h+IYQs4qmJh0g/uZhDI+nh9XHSo9olUooMMq9R6Bskl1G4KjcR6iQkqP4Q6S6rXKdRE11SfcHBPVAQ4jxlhLTRuobUhRk2u8huFwdNLKPFezfSmbLVxdXOlMZNkcIfMxy9eg+CcMjwgREPPissAvFXWDUigFDyhUIhF2AMxKgiDp+IuNgBHS+bOBmQjTbJkJ6bz+GPGatng4eILa7/G3rPgfvOUNlnS94hapjbCbcbb52M6XUVAndSYjjXI5j9yyPH+QfrIOW2fYSIzeMom4Ee6F57YiiWIfFqJYEJa4Hu++84MZSd4VdhVYXgHjOOpRIb4o4OrZLN4dF1rWdP7s2icQCIaRMtZjXZ+HrZ7gcTe4Pt27+C1h2xIAgDb1hnFN1zmlSG44yZFMsuTBxQYGe7B2+uyb1O3Fp0f3UVw9iLMLPVp0ITIyGz6Wp1iuLUkxJfwd2Kir0YSLO24BMUE5dhCTquvNLBJB1PlJsUkaWNGryIctY9SxwGvYmW1HIKh6jBN1N+Qjr3141P+c9/JKY9dEcYAALECMoXr0TQtMNtABQIN6LLfGie3fCJHrHWG5FL7WmsYh1Xy5C4ev5KHkG8uzvnew8ndHIGNpoJEF909T4WCLReFy08kuL29GOZSq1oQt6aYfh9jl/jYaN4YDE2QFfAY9SF2C1hTDHPj5lcjHczEg1hkQeE5SV3t0AUNYA5I8sKdp7lnCQ0glcoZUyYgTBEf5jWUAdLpqvYAW6T+QzxcFRXKuYaDyNdrlNFLqAl+am9wHVUa/xiLbhkjGaaoVN+BimL7hcMmzPN+URiNu1uGFU9SVV77opEANIxMjdAuuTKBPyyzXlGFEcoyXSI3O2OJrZP5BhzSZlmjdliqqFp9NrWTOLoGWFoCqUPtIm+oDdLb414G5dWrYn9PvmJohMc/JexasDAdKUWViz2eFCWb19moqO6BoK3kXiG0qX31Apdu9aZbBvg/ue7QdAUpkew4hd/2AkMjbPadSXSQQFVnrbL0LKWf5Hqq+eIiZ/GWo37M5THTBesQXOs/EPAIwTAFV/LDtW3N0twP2t7u4jbgDap1s3nZOaHZ3KfxZpoxFJqijjoOY/u03IADo2f+4GXi8scqJBcpJIcPyHaYIWbyeL8cBBS5FYDwUhaKJ47Bagcc6/lROzP2oepHQQjzfqmS2pekBbL3Yo08/e0hw+d7256ALj+G8UbZiZ7cOwNTV8WX8KG1QZc2YgK07AQrSrcYP/DwTQIUHceKKFf8szYb2GttNJA+eZNnr4N2/iXB/JPOMX0iTBZRZaHmzLib4m4G9Vs6bx0zSoLWpg/j/d7IWDHaChXEF74lgfY3r3CiKZ+yZSNkn53cAbikq9zMWMwOiNBavxD/0UycgOfKeMAqPdevspE1NCyYrmOGDTL/xbbdJB0BBOktwfJWCMr0twXWui90LXH7eMWUCTAyG0fwOqPugqzLMtyJ9K006mGdgEm8k7OWb7jE/vfMr9M8Y+MyaQm+B32Of4G4stjomtDqTli/N7XN9FDpdP9rjyzR1sHAEfGIJ6pBB4OACAAA=\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"interfaces\",\"probabilities\":{\"routing\":0,\"verification\":0,\"creative\":0,\"search\":0,\"marketing\":0,\"other\":0,\"finance\":0,\"interfaces\":1,\"evaluation\":0,\"learning\":0,\"triage\":0,\"context\":0,\"research\":0,\"games\":0},\"confidence\":1},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"proposal\":0,\"unclear\":0.01,\"demo\":0.95,\"measured\":0.04},\"confidence\":0.93}},\"classifiedAt\":\"2026-09-20T01:26:23.338Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867583-aXzO89Jl0blyyIVfwxs3\",\"usage\":{\"input_tokens\":1046,\"output_tokens\":163,\"cost\":0.000043932},\"inputHash\":\"8327c9c89993a14eb5f47bb94bd9db0e808e69f9119c99e82c6cd4730f1a800e\"},{\"id\":\"x-2100634359099232678\",\"title\":\"Parallel Subway Surfers gameplay\",\"author\":\"Max Blade\",\"sourceUrl\":\"https://x.com/_MaxBlade/status/2100634359099232678\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-17T17:13:53.000Z\",\"summary\":\"A video demonstrates Jev playing Subway Surfers, including 50 games at once. The author reports a run cost below one cent.\",\"sourceExcerpt\":\"jev is insane 🤯\\n\\nHere is Jev playing subway surfers at super human speed, and also playing 50 games at once. \\n\\ncost less than a cent to do this run.\\n\\nJev does not replace llms like astra or fable, but opens up an entirely new world of capabilities. https://t.co/T9QrLKmUcG\",\"claim\":\"Original post by @_MaxBlade.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":1913,\"impression_count\":344020,\"like_count\":4030,\"quote_count\":88,\"reply_count\":153,\"repost_count\":259},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":6184,\"growthPerHour\":8.791759191051588,\"score\":740.3806275404621},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100633400717565952/img/KlytLNSLCQA-yY2E.jpg\",\"kind\":\"video\"},\"discovery\":{\"kind\":\"user-request\",\"approvedAt\":\"2026-09-20T00:53:42.548Z\"},\"media\":{\"file\":\"media/x-2100634359099232678.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100633400717565952/img/KlytLNSLCQA-yY2E.jpg\",\"sourceUrl\":\"https://x.com/_MaxBlade/status/2100634359099232678\",\"kind\":\"video\",\"alt\":\"Parallel Subway Surfers gameplay\",\"dataUrl\":\"data:image/webp;base64,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experiment\",\"author\":\"Justin Schroeder\",\"sourceUrl\":\"https://x.com/jpschroeder/status/2100347770867458384\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-16T22:15:05.000Z\",\"summary\":\"Justin Schroeder shares a Jev driving demo described as rebuilding Tesla Full Self Driving in under an hour. This is a creator's demonstration, not evidence of a validated autonomous-driving system.\",\"sourceExcerpt\":\"I rebuilt Tesla Full Self Driving with Jev in less than an hour.\\n\\nThis model is a total unlock. https://t.co/mUrvaFrlQ7\",\"claim\":\"Original post by @jpschroeder.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":1874,\"impression_count\":675956,\"like_count\":4749,\"quote_count\":127,\"reply_count\":218,\"repost_count\":266},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":6968,\"growthPerHour\":7.1932575199513,\"score\":739.9348916643854},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100347372844756992/img/CaExDBw3MTf0ia58.jpg\",\"kind\":\"video\"},\"discovery\":{\"kind\":\"user-request\",\"approvedAt\":\"2026-09-20T00:53:42.548Z\"},\"media\":{\"file\":\"media/x-2100347770867458384.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100347372844756992/img/CaExDBw3MTf0ia58.jpg\",\"sourceUrl\":\"https://x.com/jpschroeder/status/2100347770867458384\",\"kind\":\"video\",\"alt\":\"Driving-control 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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"games\",\"probabilities\":{\"other\":0.12,\"games\":0.58,\"finance\":0,\"verification\":0.16,\"triage\":0,\"marketing\":0,\"interfaces\":0.01,\"routing\":0,\"research\":0.01,\"search\":0,\"learning\":0.04,\"creative\":0,\"evaluation\":0.08,\"context\":0},\"confidence\":0.54},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"measured\":0.01,\"unclear\":0,\"proposal\":0,\"demo\":0.99},\"confidence\":0.99}},\"classifiedAt\":\"2026-09-20T01:26:24.011Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867583-4ax2LrEL8VDsIG4JT6xO\",\"usage\":{\"input_tokens\":1063,\"output_tokens\":163,\"cost\":0.000044646},\"inputHash\":\"c2f7fe3d7b006ac8d71ab2458efb034a6572e781bf7ac0548d52b34c62666954\"},{\"id\":\"x-2101040309522121072\",\"title\":\"Jevinci pixel-colour painting\",\"author\":\"Anshu\",\"sourceUrl\":\"https://x.com/anshuc/status/2101040309522121072\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-18T20:06:59.000Z\",\"summary\":\"Jevinci renders paintings in JavaScript using Jev's parallel pixel-colour predictions and confidence to determine brush width. The shared video is sped up four times.\",\"sourceExcerpt\":\"I turned Jev into an image model...? Presenting Jevinci!\\n\\nhttps://t.co/8rO1mBA1D9\\n\\nThe paintings are pure JS, no AI image-gen. Jev predicts every pixel's color in parallel and we paint them. The more confident Jev is in a prediction, the wider the brush.\\n\\n(sped up 4x) https://t.co/jWkC0pB6uj https://t.co/zVPa1zDzNG\",\"claim\":\"Original post by @anshuc.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":710,\"impression_count\":74229,\"like_count\":886,\"quote_count\":9,\"reply_count\":26,\"repost_count\":63},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":1631,\"growthPerHour\":1.5985016711002888,\"score\":245.91621809113326},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2101037589088153600/img/MqwjYD3mH-8SL_3T.jpg\",\"kind\":\"video\"},\"discovery\":{\"kind\":\"user-request\",\"approvedAt\":\"2026-09-20T00:53:42.548Z\"},\"media\":{\"file\":\"media/x-2101040309522121072.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2101037589088153600/img/MqwjYD3mH-8SL_3T.jpg\",\"sourceUrl\":\"https://x.com/anshuc/status/2101040309522121072\",\"kind\":\"video\",\"alt\":\"Jevinci pixel-colour painting\",\"dataUrl\":\"data:image/webp;base64,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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"creative\",\"probabilities\":{\"marketing\":0,\"learning\":0,\"search\":0,\"games\":0,\"triage\":0,\"verification\":0,\"finance\":0,\"context\":0,\"other\":0,\"routing\":0,\"research\":0,\"creative\":1,\"interfaces\":0,\"evaluation\":0},\"confidence\":1},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"unclear\":0,\"proposal\":0,\"measured\":0.07,\"demo\":0.93},\"confidence\":0.9}},\"classifiedAt\":\"2026-09-20T01:26:24.347Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867584-wQCjHv5TIKlwbfo2mdJc\",\"usage\":{\"input_tokens\":1063,\"output_tokens\":163,\"cost\":0.000044646},\"inputHash\":\"64cf9734fc54cb51a8b87f383a16b750c9653dce1607802d4fcae0ee067a246d\"},{\"id\":\"x-2100814590300889426\",\"title\":\"Voice-controlled Mac actions\",\"author\":\"Andy Gao\",\"sourceUrl\":\"https://x.com/instantricecook/status/2100814590300889426\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-18T05:10:04.000Z\",\"summary\":\"A voice-controlled Mac computer-use demo uses Jev to act on spoken instructions, illustrated by opening Notes while the user is still dictating.\",\"sourceExcerpt\":\"I built a voice controlled computer-use for my mac using @typesafeai's Jev and it's INSANE how fast it is! \\n\\nI can dictate \\\"open the notes app and create...\\\" and the app opens before I even finish my sentence. https://t.co/n3B7GizUWQ\",\"claim\":\"Original post by @instantricecook.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":4833,\"impression_count\":602026,\"like_count\":5865,\"quote_count\":110,\"reply_count\":206,\"repost_count\":298},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":11014,\"growthPerHour\":22.379023395404044,\"score\":1450.0738615392145},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100809295809974272/img/_1rbvz04k6wjpcGW.jpg\",\"kind\":\"video\"},\"discovery\":{\"kind\":\"user-request\",\"approvedAt\":\"2026-09-20T00:53:42.548Z\"},\"media\":{\"file\":\"media/x-2100814590300889426.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100809295809974272/img/_1rbvz04k6wjpcGW.jpg\",\"sourceUrl\":\"https://x.com/instantricecook/status/2100814590300889426\",\"kind\":\"video\",\"alt\":\"Voice-controlled Mac 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explained in 45 seconds\",\"author\":\"Matija Sosic\",\"sourceUrl\":\"https://x.com/MatijaSosic/status/2100190746389135772\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-16T11:51:08.000Z\",\"summary\":\"Matija Sosic offers a short video explanation of Jev's core idea.\",\"sourceExcerpt\":\"Here's a 45-second TL;DR on Jev.\\n\\nI find the core idea beautifully simple, but the video made it really hard to understand.\\n\\nHope you find it helpful. https://t.co/KtSKlEMVL3 https://t.co/xIz3XIeXiE\",\"claim\":\"Original post by @MatijaSosic.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":8266,\"impression_count\":1649006,\"like_count\":9402,\"quote_count\":265,\"reply_count\":222,\"repost_count\":687},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":18155,\"growthPerHour\":23.97752506650433,\"score\":1831.9934874807163},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100190298521337856/img/p7O80DWbiTZbxLWx.jpg\",\"kind\":\"video\"},\"discovery\":{\"kind\":\"user-request\",\"approvedAt\":\"2026-09-20T00:53:42.548Z\"},\"media\":{\"file\":\"media/x-2100190746389135772.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100190298521337856/img/p7O80DWbiTZbxLWx.jpg\",\"sourceUrl\":\"https://x.com/MatijaSosic/status/2100190746389135772\",\"kind\":\"video\",\"alt\":\"Jev explained in 45 seconds\",\"dataUrl\":\"data:image/webp;base64,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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"learning\",\"probabilities\":{\"verification\":0,\"evaluation\":0,\"creative\":0,\"research\":0,\"routing\":0,\"learning\":0.99,\"search\":0,\"marketing\":0,\"other\":0.01,\"triage\":0,\"context\":0,\"interfaces\":0,\"games\":0,\"finance\":0},\"confidence\":0.99},\"evidence\":{\"type\":\"choice\",\"choice\":\"measured\",\"probabilities\":{\"demo\":0.29,\"measured\":0.31,\"proposal\":0.3,\"unclear\":0.1},\"confidence\":0.08}},\"classifiedAt\":\"2026-09-20T01:26:25.119Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867584-0Tjr0XCZqO43Muxc1NDu\",\"usage\":{\"input_tokens\":1046,\"output_tokens\":165,\"cost\":0.000043932},\"inputHash\":\"15b46a676c1f4df49a2866b9d264b7209ed2e18475cd2dba782c0be4181a54e9\"},{\"id\":\"x-2101161666410893328\",\"title\":\"Traffic-light control demo\",\"author\":\"leo\",\"sourceUrl\":\"https://x.com/leojrr/status/2101161666410893328\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-19T04:09:13.000Z\",\"summary\":\"A video demonstrates Jev controlling traffic lights in a city simulation. The author reports average waiting time rising by more than 600% when Jev is disabled; this is a demo-specific comparison.\",\"sourceExcerpt\":\"Jev controls every traffic light in this city\\n\\nwhen I turn it off the average wait time rises by more than 600%\\n\\nwe need this rn https://t.co/ApLXSqK7IJ\",\"claim\":\"Original post by @leojrr.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":1656,\"impression_count\":449740,\"like_count\":6365,\"quote_count\":140,\"reply_count\":226,\"repost_count\":347},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":8387,\"growthPerHour\":92.71309692381675,\"score\":1480.4032988464276},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2101161072447180800/img/sRIOALT11TUpdAdU.jpg\",\"kind\":\"video\"},\"discovery\":{\"kind\":\"user-request\",\"approvedAt\":\"2026-09-20T00:53:42.548Z\"},\"media\":{\"file\":\"media/x-2101161666410893328.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2101161072447180800/img/sRIOALT11TUpdAdU.jpg\",\"sourceUrl\":\"https://x.com/leojrr/status/2101161666410893328\",\"kind\":\"video\",\"alt\":\"Traffic-light control demo\",\"dataUrl\":\"data:image/webp;base64,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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"games\",\"probabilities\":{\"search\":0,\"creative\":0,\"context\":0,\"research\":0,\"other\":0,\"evaluation\":0.02,\"verification\":0,\"learning\":0,\"interfaces\":0,\"routing\":0,\"marketing\":0,\"triage\":0,\"games\":0.98,\"finance\":0},\"confidence\":0.97},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"demo\":0.95,\"measured\":0.05,\"proposal\":0,\"unclear\":0},\"confidence\":0.93}},\"classifiedAt\":\"2026-09-20T01:26:25.402Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867585-e9OtqlmOvki96qBHlvTk\",\"usage\":{\"input_tokens\":1065,\"output_tokens\":163,\"cost\":0.00004473},\"inputHash\":\"af15a033933f38b87e3365faa61043a876628a36a2e581f1c1034820771dd32c\"},{\"id\":\"x-2100287208166969746\",\"title\":\"App testing with OpenCode\",\"author\":\"Filip\",\"sourceUrl\":\"https://x.com/Neriousy/status/2100287208166969746\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-16T18:14:26.000Z\",\"summary\":\"Filip shares a short demonstration of app testing with Jev and OpenCode.\",\"sourceExcerpt\":\"Testing apps with @typesafeai jev \u0026amp; @opencode will be soooo fast\\n\\nsmall demo: https://t.co/WLSkpe9OZn\",\"claim\":\"Original post by @Neriousy.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":803,\"impression_count\":541340,\"like_count\":1251,\"quote_count\":43,\"reply_count\":53,\"repost_count\":43},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":2150,\"growthPerHour\":1.5985016711002888,\"score\":222.83541446429547},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100286679386873857/img/vlw6EBlSVZ9uAoHc.jpg\",\"kind\":\"video\"},\"discovery\":{\"kind\":\"user-request\",\"approvedAt\":\"2026-09-20T00:53:42.548Z\"},\"media\":{\"file\":\"media/x-2100287208166969746.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100286679386873857/img/vlw6EBlSVZ9uAoHc.jpg\",\"sourceUrl\":\"https://x.com/Neriousy/status/2100287208166969746\",\"kind\":\"video\",\"alt\":\"App testing with OpenCode\",\"dataUrl\":\"data:image/webp;base64,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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"verification\",\"probabilities\":{\"research\":0,\"routing\":0,\"other\":0,\"learning\":0.01,\"search\":0,\"verification\":0.99,\"marketing\":0,\"context\":0,\"evaluation\":0,\"interfaces\":0,\"creative\":0,\"finance\":0,\"triage\":0,\"games\":0},\"confidence\":0.98},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"measured\":0.01,\"unclear\":0,\"demo\":0.99,\"proposal\":0},\"confidence\":0.98}},\"classifiedAt\":\"2026-09-20T01:26:25.695Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867585-dOzt5kjG0XYImH8Q5ADB\",\"usage\":{\"input_tokens\":1044,\"output_tokens\":163,\"cost\":0.000043848},\"inputHash\":\"94a4f52860a80376360a17029e82514147dd6ae1bbefacda16ea1b12c9f788d3\"},{\"id\":\"x-2100426999546184123\",\"title\":\"Classifying 1,018 AI papers\",\"author\":\"Hassan\",\"sourceUrl\":\"https://x.com/nutlope/status/2100426999546184123\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-17T03:29:55.000Z\",\"summary\":\"A pipeline summarizes papers with DeepSeek V4 Flash and uses Jev to select among 24 topics. The author reports $0.08 for Jev classification and 256-millisecond median latency per paper, plus $3.99 for summaries; classification evaluations were still in progress.\",\"sourceExcerpt\":\"I used Jev to classify 1,018 AI research papers.\\n\\nThe result: $0.08 total cost and 256ms median end-to-end latency per paper.\\n\\nThe pipeline was:\\n\\n1. Summarize each paper with DeepSeek V4 Flash\\n2. Send the title + summary + 24 possible topics to Jev\\n3. Use Jev to classify each paper\\n4. Visualize everything on https://t.co/hs63SlHxjw\\n\\nThe summaries cost $3.99 on @togethercompute. The classifications cost $0.08 on @typesafeai.\\n\\nSo for just over $4 of inference, I ended up with a pretty useful way to explore the top AI research papers from the past year.\\n\\nI think this is where things are heading: different models for different parts of the workflow, instead of using one model for everything.\\n\\nI'm running evals on the Jev classifications before replacing the current ones, but the site is already live: https://t.co/hs63SlHxjw\",\"claim\":\"Original post by @nutlope.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":1945,\"impression_count\":164130,\"like_count\":1968,\"quote_count\":43,\"reply_count\":118,\"repost_count\":140},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":4074,\"growthPerHour\":0,\"score\":441.41191884000887},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100425141947604992/img/AITyHwcOWq1jw-3Z.jpg\",\"kind\":\"video\"},\"discovery\":{\"kind\":\"user-request\",\"approvedAt\":\"2026-09-20T00:53:42.548Z\"},\"media\":{\"file\":\"media/x-2100426999546184123.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100425141947604992/img/AITyHwcOWq1jw-3Z.jpg\",\"sourceUrl\":\"https://x.com/nutlope/status/2100426999546184123\",\"kind\":\"video\",\"alt\":\"Classifying 1,018 AI papers\",\"dataUrl\":\"data:image/webp;base64,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community demo directory\",\"author\":\"Nikunj Kothari\",\"sourceUrl\":\"https://x.com/nikunj/status/2101077053567332618\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-18T22:33:00.000Z\",\"summary\":\"Jevable is a directory of Jev projects shared on X, with category filters and community submissions. The post describes a resource about Jev rather than claiming Jev powers the directory.\",\"sourceExcerpt\":\"Looking for inspiration on what you are able to do with Jev (by @typefaceai) this weekend? \\n\\nBuilt a website called Jevable (https://t.co/BImN16sFqz) which showcases all the fun demos on X - filterable by a few categories. \\n\\nFeel free to add your own project by using the + button!\",\"claim\":\"Original post by @nikunj.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":973,\"impression_count\":161632,\"like_count\":691,\"quote_count\":11,\"reply_count\":39,\"repost_count\":53},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":1714,\"growthPerHour\":0,\"score\":264.0619136300711},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2101052434009497600/img/idkSVGd6P9Z8gDNq.jpg\",\"kind\":\"video\"},\"discovery\":{\"kind\":\"user-request\",\"approvedAt\":\"2026-09-20T00:53:42.548Z\"},\"media\":{\"file\":\"media/x-2101077053567332618.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2101052434009497600/img/idkSVGd6P9Z8gDNq.jpg\",\"sourceUrl\":\"https://x.com/nikunj/status/2101077053567332618\",\"kind\":\"video\",\"alt\":\"Jevable community demo 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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"learning\",\"probabilities\":{\"routing\":0,\"context\":0,\"research\":0,\"games\":0,\"verification\":0,\"finance\":0,\"triage\":0,\"marketing\":0,\"interfaces\":0,\"creative\":0,\"search\":0,\"evaluation\":0,\"learning\":1,\"other\":0},\"confidence\":1},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"measured\":0.01,\"proposal\":0.04,\"demo\":0.9,\"unclear\":0.05},\"confidence\":0.87}},\"classifiedAt\":\"2026-09-20T01:26:26.279Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867586-rl1ssdF13DUaEZZE0PCR\",\"usage\":{\"input_tokens\":1063,\"output_tokens\":163,\"cost\":0.000044646},\"inputHash\":\"c18b6689d7e87c6a83cca027ecf606fd50772c0a0352e5953def44f9df10d0db\"},{\"id\":\"x-2100722975645598191\",\"title\":\"SuperX post scoring\",\"author\":\"Rob Hallam\",\"sourceUrl\":\"https://x.com/robj3d3/status/2100722975645598191\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-17T23:06:01.000Z\",\"summary\":\"SuperX asks Jev 61 questions per post to guide scoring and revision. The author reports fitting on 9,481 posts from 207 creators and selecting the viral post about two-thirds of the time; these are practitioner-reported results.\",\"sourceExcerpt\":\"Jev + SuperX = virality solved ✅\\n\\nEvery post gets 61 questions in ~1s for $0.0004 🤯\\n\\n\u0026gt; fitted on 9,481 real posts from 207 creators\\n\u0026gt; picks the viral post 2 in 3 times\\n\u0026gt; never rewards reply bait\\n\\nSo: write, score, rewrite, stop when it peaks.\\n\\nFree, no signup. try it below ↓ https://t.co/57KJBgkoiv https://t.co/FuOZPD7TIX\",\"claim\":\"Original post by @robj3d3.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":2075,\"impression_count\":234282,\"like_count\":1365,\"quote_count\":18,\"reply_count\":83,\"repost_count\":65},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":3541,\"growthPerHour\":0.7992508355501444,\"score\":438.05462079952065},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100722766362406912/img/pH0lahpfd-qTj_nE.jpg\",\"kind\":\"video\"},\"discovery\":{\"kind\":\"user-request\",\"approvedAt\":\"2026-09-20T00:53:42.548Z\"},\"media\":{\"file\":\"media/x-2100722975645598191.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100722766362406912/img/pH0lahpfd-qTj_nE.jpg\",\"sourceUrl\":\"https://x.com/robj3d3/status/2100722975645598191\",\"kind\":\"video\",\"alt\":\"SuperX post scoring\",\"dataUrl\":\"data:image/webp;base64,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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"marketing\",\"probabilities\":{\"routing\":0,\"marketing\":0.81,\"other\":0.01,\"finance\":0,\"interfaces\":0,\"games\":0,\"learning\":0.02,\"context\":0.01,\"creative\":0,\"triage\":0,\"evaluation\":0.14,\"research\":0,\"search\":0,\"verification\":0.01},\"confidence\":0.8},\"evidence\":{\"type\":\"choice\",\"choice\":\"measured\",\"probabilities\":{\"unclear\":0,\"proposal\":0,\"demo\":0,\"measured\":1},\"confidence\":1}},\"classifiedAt\":\"2026-09-20T01:26:26.546Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867586-Fa0GFH7pf5H9MI6JcZsn\",\"usage\":{\"input_tokens\":1083,\"output_tokens\":165,\"cost\":0.000045486},\"inputHash\":\"78e96fe2d2725faa56b8cf798f2760bf6a6ef79199fc58bf76600502aa18237d\"},{\"id\":\"x-2100356151468585346\",\"title\":\"On-chain trading bot\",\"author\":\"Jarrod Watts\",\"sourceUrl\":\"https://x.com/jarrodwatts/status/2100356151468585346\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-16T22:48:23.000Z\",\"summary\":\"A trading bot uses Jev to choose buy or sell from an asset price feed and places orders on Kuru's order book on Monad. The author reports decisions each 300-millisecond block; the demo does not establish profitability.\",\"sourceExcerpt\":\"I built a trading bot with Jev!\\n\\nJev decides if it should \\\"buy\\\" or \\\"sell\\\", given the price feed of an asset pair, and executes real trades.\\n\\nIt uses Monad to place the orders on Kuru's on-chain order book in every 300ms block.\\n\\nDemo link → https://t.co/vwl2SUu4jm https://t.co/Sda1G5tXKI\",\"claim\":\"Original post by @jarrodwatts.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":6778,\"impression_count\":1165760,\"like_count\":4993,\"quote_count\":141,\"reply_count\":292,\"repost_count\":226},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":12204,\"growthPerHour\":6.394006684401155,\"score\":1293.699828025978},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100355999064379392/img/BiAbeDjN57avf2VK.jpg\",\"kind\":\"video\"},\"discovery\":{\"kind\":\"user-request\",\"approvedAt\":\"2026-09-20T00:53:42.548Z\"},\"media\":{\"file\":\"media/x-2100356151468585346.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2100355999064379392/img/BiAbeDjN57avf2VK.jpg\",\"sourceUrl\":\"https://x.com/jarrodwatts/status/2100356151468585346\",\"kind\":\"video\",\"alt\":\"On-chain trading 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\"},\"classification\":{\"theme\":{\"type\":\"choice\",\"choice\":\"finance\",\"probabilities\":{\"other\":0,\"creative\":0,\"search\":0,\"verification\":0,\"marketing\":0,\"interfaces\":0,\"context\":0,\"research\":0,\"finance\":1,\"triage\":0,\"games\":0,\"routing\":0,\"learning\":0,\"evaluation\":0},\"confidence\":1},\"evidence\":{\"type\":\"choice\",\"choice\":\"demo\",\"probabilities\":{\"unclear\":0,\"proposal\":0,\"measured\":0.09,\"demo\":0.91},\"confidence\":0.88}},\"classifiedAt\":\"2026-09-20T01:26:26.844Z\",\"model\":\"typesafe/jev-1.13-20260917\",\"requestId\":\"gen-dec-1789867586-q8LSPNqJyx5GyIR2T0Ls\",\"usage\":{\"input_tokens\":1075,\"output_tokens\":163,\"cost\":0.00004515},\"inputHash\":\"af3430e735a84289bb2b5ab76b2f552b45af9f57c1d1dcdaade2bb01514ba9b9\"},{\"id\":\"x-2101106887840370919\",\"title\":\"Jev-inspired local decision model\",\"author\":\"Taro L. Saito\",\"sourceUrl\":\"https://x.com/taroleo/status/2101106887840370919\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-19T00:31:33.000Z\",\"summary\":\"Inspired by Jev's reported training approach, Taro L. Saito distilled judgments from DeepSeek V4 Flash into a 4B local model using 26 hours of training on a DGX Spark. The author reports about 22 milliseconds per decision and performance above the teacher's instant mode. This is a separate local-model experiment, not a demo running Jev.\",\"sourceExcerpt\":\"Jevも合成データと大規模モデルのラベルで学習をしているらしいので、重み157GBのDeepSeek V4 Flashの判断をDGX Sparkで26時間かけて蒸留・学習し、4Bモデルに移してみた。20分の1のサイズで教師の即答モードを超え、1判断あたり約22ms。Local LLMだけでここまでできるとは。 https://t.co/wfAlYiCnmM https://t.co/2I4pcnskVf\",\"claim\":\"Original post by @taroleo.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":2454,\"impression_count\":454131,\"like_count\":2987,\"quote_count\":47,\"reply_count\":46,\"repost_count\":294},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":5534,\"growthPerHour\":21.5797725598539,\"score\":894.880990237729},\"preview\":{\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2101102823408807936/img/k_uNGVHacO6DG6mC.jpg\",\"kind\":\"video\"},\"discovery\":{\"kind\":\"user-request\",\"approvedAt\":\"2026-09-20T00:59:30.640Z\"},\"media\":{\"file\":\"media/x-2101106887840370919.webp\",\"url\":\"https://pbs.twimg.com/amplify_video_thumb/2101102823408807936/img/k_uNGVHacO6DG6mC.jpg\",\"sourceUrl\":\"https://x.com/taroleo/status/2101106887840370919\",\"kind\":\"video\",\"alt\":\"Jev-inspired local decision 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Explained with Four Examples\",\"author\":\"Daniel San\",\"sourceUrl\":\"https://x.com/dani_avila7/status/2101484241762603363\",\"observedAt\":\"2026-09-20\",\"createdAt\":\"2026-09-20T01:31:01.000Z\",\"summary\":\"The best way to learn something is to build with it!\\n\\nI built Jev Explained with 4 examples that show what Jev is, how its primitives work, and how to use them in practice\\n\\nClone the repo, open Claude Code or Codex, and ask it to create a new example using the existing codebase https://t.co/5FBkZSAwGu\",\"sourceExcerpt\":\"The best way to learn something is to build with it!\\n\\nI built Jev Explained with 4 examples that show what Jev is, how its primitives work, and how to use them in practice\\n\\nClone the repo, open Claude Code or Codex, and ask it to create a new example using the existing codebase https://t.co/5FBkZSAwGu\",\"claim\":\"Original post by @dani_avila7.\",\"caveat\":\"Author-reported example. Results have not been independently verified.\",\"references\":[],\"metrics\":{\"bookmark_count\":120,\"impression_count\":21912,\"like_count\":113,\"quote_count\":2,\"reply_count\":24,\"repost_count\":13},\"metricsObservedAt\":\"2026-09-20T16:40:54.511Z\",\"trend\":{\"total\":259,\"growthPerHour\":6.394006684401155,\"score\":72.90301950821416},\"preview\":{\"url\":\"https://pbs.twimg.com/media/HSn3R2hW8AAun5q.png\",\"kind\":\"image\"},\"media\":{\"file\":\"media/x-2101484241762603363.webp\",\"url\":\"https://pbs.twimg.com/media/HSn3R2hW8AAun5q.png\",\"sourceUrl\":\"https://x.com/dani_avila7/status/2101484241762603363\",\"kind\":\"image\",\"alt\":\"Preview from 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themes(){element('themes').replaceChildren();['all',...Object.keys(data.themes).filter(key=\u003eentries.some(entry=\u003eentry.classification.theme.choice===key))].forEach(key=\u003e{const button=node('button',labels[key]);button.setAttribute('aria-pressed',String(key===activeTheme));button.onclick=()=\u003e{activeTheme=key;themes();render();};element('themes').append(button);});}\nfunction show(entry){element('details').replaceChildren();if(entry.media)element('details').append(image(entry,'detail-image'));const body=node('div',undefined,'detail-body');const title=node('h2',entry.title);title.id='dialog-title';body.append(node('span',data.themes[entry.classification.theme.choice],'theme'),title,node('p',entry.author,'author'),node('p',entry.summary),node('p',entry.claim),node('p',entry.caveat,'caveat'),link(entry.sourceUrl,entry.media?.kind==='video'?'Watch on X ↗':'Open post on X ↗','cta'));if(entry.references.length){const 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