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Night"],["client","espy.you"]]},"last_updated":1782206937323,"recommended_app":"Espy","recommended_app_event":null}],[3434,{"cluster_id":3188,"cluster_similarity":0.9799291491508484,"count":3835,"event":{"content":"AiXPZ2bUAQYUnNs3dFJae9F9/hiwtnGmxK77Me9YstZ5uZWF89Nx3l2a1p5tkScKR5VjGswP95soMe4tp+iiklHAPD7WI/vlyLHvlnMLJU0EkyooEIZTEEK2aOpjIh6lZBsNc7w0NOezQL1UNj2wgTRfEd0HH5LalO8tjHTQVZdSLxmrU8oQjjIwNzVSW+gnC18iKMx7OeBMqeMrkTH8MWHWDQ==","created_at":1782568759,"id":"99fef2e24762a9973a3fb0799c239f9ea17fe4b62edb397c188904328f744a1b","kind":3434,"pubkey":"a88176a12ef73eb05559005fb158aa56bfaf064471090b926d990cccbd2ba5d0","sig":"618b76d8b5851f185ec4811b57fe24400da7924a2b3ca00af52da7dc97dc88ba2da019ffaeb611caf954326a0e46348ec686d87d0e36dd41477daf447875dfed","tags":[["p","aad4e3aa5b39ed617a29e5e61e5c4138268d119d9eacd4daa884d7b70c4010fd"],["expiration","1782655159"]]},"last_updated":1782568761010,"recommended_app":null,"recommended_app_event":null}],[3560,{"cluster_id":3173,"cluster_similarity":0.9788837432861328,"count":143,"event":{"content":"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","created_at":1781127192,"id":"a6946f3245f8c743fc103fba35b7790b53e7ec9e52f6af813f0f3c46a8963dd9","kind":3560,"pubkey":"585f3e81c72c20c72d4335f86af0e4bfc0fb501db1bb655542e230b69e690e68","sig":"f587fb4162f2d80ddf3439b6586d57e3e04e2ca41aaeea237fe04b5ac698d692b0ff570eae312f0897f63ed020a513679371f3e74ac3a18352a6563cb2c9f8fc","tags":[["expiration","1781731992"]]},"last_updated":1781127247591,"recommended_app":null,"recommended_app_event":null}],[3633,{"count":1,"event":{"content":"{\"battleId\":\"battle-1775985204911-j3b8du\",\"format\":\"quickduel\",\"startedAt\":1775985204,\"endedAt\":1775985204,\"fighters\":[{\"url\":\"wss://relay.nostr.band\",\"name\":\"relay.nostr.band\",\"stats\":{\"speed\":74,\"toughness\":99,\"defense\":66,\"power\":55,\"hp\":172,\"maxHp\":172},\"finalHp\":0},{\"url\":\"wss://relay.nostr.bg\",\"name\":\"relay.nostr.bg\",\"stats\":{\"speed\":98,\"toughness\":100,\"defense\":60,\"power\":53,\"hp\":171,\"maxHp\":171},\"finalHp\":122}],\"winner\":\"wss://relay.nostr.bg\",\"totalTicks\":6,\"summary\":{\"fighterA\":\"relay.nostr.band\",\"fighterB\":\"relay.nostr.bg\",\"winnerName\":\"relay.nostr.bg\",\"loserName\":\"relay.nostr.band\",\"logEntries\":26}}","created_at":1775985208,"id":"d2afef8aa094bd1a06a880a224745a464469ce8f6528d13043dd5be382964868","kind":3633,"pubkey":"c45041618951bb6012ac23f5cdf3d740465f2d640be841fd9bb1d0733370cd3c","sig":"b5d76357e04211ea7f5a05e6f6fe4ccccc36e07c7aa89e31161f5e85fdcef39ffebbe1e7117e22149768c10774f74afb06c3f3d8e2a32367d0c13de834cc4fcd","tags":[["d","battle-1775985204911-j3b8du"],["alt","Relay Arena battle result: relay.nostr.band vs relay.nostr.bg — Winner: relay.nostr.bg"],["t","relay-arena"],["t","battle"],["r","wss://relay.nostr.band"],["r","wss://relay.nostr.bg"],["winner","wss://relay.nostr.bg"],["format","quickduel"],["ticks","6"],["client","relay-arena.shakespeare.wtf"]]},"last_updated":1781840950410,"recommended_app":null,"recommended_app_event":null}],[3636,{"count":3,"event":{"content":"# Disabled providers are re-enabled internally after daemon restart\n\n## Problem\n\nWhen providers are disabled, then the routstrd daemon is restarted, the CLI still reports them as disabled via the providers list command, but internally they appear to be enabled/eligible for routing again.\n\nThis creates a mismatch between persisted/user-visible provider state and the runtime routing state after restart.\n\n## Expected Behavior\n\n- Disabled providers remain disabled after daemon restart\n- `providers list` output matches the actual internal routing eligibility state\n- Disabled providers are not selected or used for inference after restart\n\n## Notes\n\nThere was a similar previously closed task around disabled provider sync (`TASK-SYNCNOSTR-DISABLE-BUG`), but this current bug specifically reproduces across daemon restart: the list command still shows disabled while the internal runtime state treats providers as enabled.\n\n## Acceptance Criteria\n\n- Reproduce by disabling a provider, restarting routstrd, and checking both providers list and actual routing behavior\n- Persisted disabled state is loaded into the runtime provider registry/router on daemon startup\n- Providers list and router eligibility agree after restart\n- Add regression coverage if practical","created_at":1781835149,"id":"1a0fa74ac551fbfd4126086eefe122d6d4838813853a53ab315ccee378502ea6","kind":3636,"pubkey":"dd17c52ce924d2eaeaf8dfbc502e7f5afd5e634916d3a5bfea119d02539c5e67","sig":"d32478d64e1d75d5afd28d895bf0eb8788e99644f1313d9cd7a79b9ec6d6de2d5ea7e669ef3cdf4131cce5ed2d2dc7eacfefd088724f8cfd5443c30149b5d88f","tags":[["d","routstrd-disabled-providers-restart-bug"],["project","routstrd"],["status","open"],["e","4f1469e02eaa9766c681fef0790d2c45bdc4a21100b738ccf0e86b3ad49ce127"],["links","https://github.com/routstr/routstrd","code"],["priority","890"]]},"last_updated":1781844570934,"recommended_app":null,"recommended_app_event":null}],[3637,{"count":8,"event":{"content":"# Nostr default theme override does not work\n\nThe Nostr default theme cannot be overridden from the current settings UI. The Override button does not apply the user's chosen theme, and the overlay can block theme buttons.\n\n## What user sees\n- User tries to override Nostr-synced theme.\n- Override button appears to do nothing.\n- Theme controls remain blocked or ineffective.\n\n## Expected behavior\nUsers should be able to override the Nostr default theme from settings, with clear state showing whether Nostr sync or local override is active.\n\n## Reference\nGitHub issue 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DUW9Q4fcb+BH26xciRwFwMsQEUDRqBfuFWqD7HE+tF9TDgD3scJhoC5QzrcSWVTCTqwvmlF5vNiTStVxvcqOLZX64ymGO19AQUqNzlaWc/Owf569cdhQ7GCK8pDmbbg+/DZbZ9AQKz261WcSEoBkq2GP4xjJabCEEKghsA2qRgc9P/nyzypPtte2w54avwHqdN1IT8no2uIkc47gefzrjeMYhLkWssxp8mdL4nMi6N1LnpPREdxt8dT1jGNSryCaQz328LNMfF065VsjZdfUJ9fAD/SxS245kYr9vYl+qaUL76RQztF7qhRDvLtzElwvRoJLRg89+DJEarL8MuWDg8/mmfcKWiKIUpz8+ZU4lsH4gdTgacNAJ+Wl3NqMRmkEjOPB1//k+zyqj+wBPvxeBWpInC8X7cOV/g02K3dkCRlDeInmvZ+v3PiuEbWnKb30/VjtHabUbyKvPpXrMVl0LelR+Od9Q0rpJECCaMjVYSk4TsspRtPf5DIR/wS47g0nRe+33KR93vV5fb1ab7y28TEbJ3qQv/JtAjIzLLVdNF3lx92/5xO+W4ljxEZKaPREohhIdi2fCtDhMLMmeKde7eFeSlSp6nWp4PuKqJmAzMI6DFIzzqGgGL6xmZEyGU4IFAjZPMVHVRkHFJ3luha9c1YQ1NLrWRobsUk/sZYG8oU58oRCR2vEheynOwHJ+xv5+SwlAKhATFPMLsmszqCaUZQfHwDMAFNKbZE9rHl+8huz0sSqVN/ed7VgL/7/TEcKFpGVXIEIC4+AX9Dpyhx9ki+zC9w0H2xjFn3LrVdt24zEsrXjPBl58EIqcvU4h6N21Mb5aMc72TNr3iWCgfZn1T5xfSFN8iaMQdyC07g0ZDaRS8tYTZrYF5WRvwlszWixTNrJKp3XmYsZoLTclNt03/xZHbbJ2p4ELRFTcBJrkuU2/xwImmZZHy6Bz5AsgKSccnX54EZMmDtAVhTyecb1eSEh5t8EaFMTloY9l4uAN1uXALITT4ML83o1YMtIDwBZxVitiZrxohjlsV7hK2I1GaW3mLx8igiI95uSJVqENciufjWGsWinn4cQNtUq5GUNyu73vhYjb9fffM+mf5F+Xtm0xyN6sWhrfjqyRWTN0quGiLWmdvkA58OZTwkmTrT8AxR7cOujLPqWwpQnQCuBo8EXLa01+uCXltFe6TU3VxW7+EKbqPwXy0SVYLzJ/UJGN8bqU6ML9f6/lWVZFvkVahw6MO3pJ1LhJjWRttW+DaNssgbM9R/IbKBOmzbKsOQE18+rC/HsUhNdGDdETlTor9ZiOMTELkk937FuILXKmJwl193aFJ163a5qWW/YRpo6FfQCQ8j0JjWyyUKPEufrBYXf/4VSDLw0AG5qWHmcbZ56KdGMCdIOCINkLO1vf70B5QiOd6H1QSiHAcnuxCyqN1A1u+9KkXSihnVyefGsh5JJOqLVZJ3LqIUj8ZAMjRQYsNuLmbD8pNEYcFHo3JhY4/1/MABV5ERpaBG2H9E/3PaGzJlKBzk5xrwXn7a6asLV0IeJo4/F+ct2DEauDHlKlRY89KDWD7AosbJnew5Npqmze8YuXNgu4/uBierh+KbFjtZMUsBLtFlmdYPHC062SRVA+SD1pNWNLriXKcA/N663oziXqnkh+txeY9R3/G8msJ9rXYuSSg96V8WNpJ2CyCIANIC+wndoG0OWI0DON8+fowCFBmWOlJhQqxggdT3q94Op988efr4VjCJ44epvdPG65kOQzF84s9K3AU9b+aDh1612WlJZ5b4uzXIQrE5bJUgJ0fS2gF1OkeYqS2nmQfU8rhRFffjW1isGCo9EUWd8CIX8WiTZYrTOmMy/Gyyjrjv0eC/Psdg/j7fTYufChzTBWp5JFGQU9to9syENWHP7tq9qUcS2P3X/50ZVJ9LD3aHGRjrOhNcSxIOwopJ1jcJuEIknA662ukEawZFFudy3FPbIrU7/0VUQusYkn8w394P2NEoTmSWFrx8OTc/FlrD1Phl+MWIYPMkW3US3JqQGXgqPuaQ/rhrweffQzBQGlTwziklkbPnEt1Xq961Rlb5YxlW6Y0CVnRFcKWVKyey8szQ9Fx3CGAgkhEjKdjOuSTYbIgRIR9rWgDig5dkMjDiT0PuuhwDpplvFfcaCuEGjDMreaVScdRT/aQzAHawPxwOolg+AA7urzJQUQwyVhL1JtcUqmtDMWWfJZdE9uaZ4UF/fGWMDsZF8GlJO2q6clz05EKsb0fGItkWZgEC9zJ9mq9WFumFN/I5nFS9GE+RIrmpO0TAiulHo6+Z430XE4WlAeYomAY7EUC+OOXEhw7lOhKAr+xfZhF6Q+m6NDDGri4+DGIS9JQg4teGiJ2S71VJfH0DDoHqddfVPXA76cBSsnotBbvwcfrNNmV7iJDcjdBblgsyYx2fqlawAana+EJ3ocSEFpoZrZkBtQXX8t/ggeu1K7HAC7x1SHyrRqX7U/fBfLS5qABZqtRV801oZgl6OR2Ps2bUQqcNy+0w97p0XEbcXxqo44jZXXcZsT8y3u25Mzuf/sOjePXmnXP3G6RMb/n/m/yiCnG8JLgPQ73gKlaZCN9gbq+8ZEKzRz77+toNsqTo1yQhHKxxUYkNyeW23KXcRVBDlRTUgXL0J+1Bfcm5FYI7ZzR+gGRLGwaKrWcTqENOw1xP8ygRMMbC8ckl1qJfH/HYRBYkcNEL2Ryz6TjVNDd+En3QfLpj16/fpWedhC0RvPUqCI1nlhge+3w5X3GKgQMsHQnXySpzREDu7zXsZ1JZ4J5O324cLp5RjBP2Ox6oc5n69ot4/Aqw/jk7vX6PZc2sa53av414NXUZd7GHw62NUK+QU66gQtRi+qKeKSKlwf3uwNJj6z07wiG93M1yKOh28W7cuWabiAZ+L349zp/MsVrEQ0f5tAP/7AiBdkLWc86npT9Iqqb9oLmp1pBhOzGLPxkCshWXhblRoKCpmWYOaa3DoNLvOOe3zB5ApGDRzHPvUI0jULBCAm9mqbP/9pLpFY9Pjw00fnuxLyZW4kM0ZI0giXJyebwXBq0tecalDa3xaJm9Ur62y/QxJ/rSCG3xuqY88VMS3yL2mBLpKlyGgtJUonsbc8EZCN9PMHDGsOanHAJwn3Brtgf6X5kGpihaU6UpJaQ5lAS5S1d3d+U8s815p538KQ3zIxnXbdCpAO55vd79rtOy+2s33tOtP2gQZcyE4cIhnLIS6hf+BclQfbxYRHLY8pAOTpOf/sP1HBqeJk5+LW4UjNJxuaAsZHCTKjmA7idxTWjZV252IMDM0czmFehMd7kRullXSXQQyi2cB8A8Q7V2N5a8XvhKshrb3wnTN3E3ialmT4+p3fAEhjYiv6C6PW1DQGT/vUha4A14JW/bk6bbdTp5i90AueQWUJWxzWqhGAa4/+AI+uYPs6+9VTu9mribw/dxmZ9t8cUYLidIEdv/ELu4qPasUQ7nqkBytanY68zTCdXQT8Av4F64yCmAWMfp7bC/nrwhbJXrf+axMbQquluBYfXMoCFccX9/74/kpQHnleBjC0vTaqtjP52TdL5JabkAedYeYxMgjNbEf9mSewye0L/YZ9OkwTmlL8DZ7nR3HvXbnuHuJ3/YG4lQbEsewBHZGPhR0SICqxAJck4r5jJnnjciEmu1akb7LHeP3yJIcjPEVC5P09t/wQx5DD2R/vC17NfhQdfso3jh8LnmIksqbAaboBNvmjGnnPzoS+DfHJZbTCFP9mQArfvME30rEEHKnldv+M4khTgoOW8Qh2VQ5I+ktju19ZkPoSOcUnvhwDZCFTZPOBh/mAP3ewrEES+9Mz64LrOVqoLE3La7vhfra/zw2sSz4M4TPdoSGnqu7KYFpv0pDbnsvg8KBEs8kE6sXzCyUegtBOV9GD8ENggbypLQZzVssKgGCRiGy38llNTGiQoboNxIOZQMWgPmnad7Sa+sdRNs/d5s1/U1PqQ+lPVPMeweFz9+kRxkwFDI5uZgUFTx3fXVoZnUF4R5Ju/4rWb0OdQIw+phgstH7Mwxg9ZTnkondK0OWOXqgyJbbFuIzpGygYV5wR7Rb3I+bTZSLa5I3Wscvx60ckPSfzUGopUT/oz+v7eV3M7IIcb5NN23D+TRLqPWBm9ghATWWFPJtVKF7lW9+uRSvlqNz1nbY+VG6FgzfM6AxAwLXWUxnwexTCpqQKtqZWnJaPGYHv/1JAVC5bSijAu3aQ34FIScFArAIIKnxqA1NJBTkemMFgtwjyovxEgmWFNkFwMeiRcMO8goGdcurGc1xHUmkvppeBPveVLhOKcX9ygW2exNKNwBkKvoWs7PSzCIHQ3QHFd+7k6RCcxxx21IiGvooNlCQRUgtwdcCtEzms88eshRDv1v4MSUrz+kmgfY7qoTpc2vPPj9S19S2lZ+sOi3Hw0Pbduvo2ubFahwifeOZq3/JCksvexXbWuS+tqhzZsQ9VHsaHMBb5dlG1nZxJDavcBz+0E3BTgf7NR/N7gwMLrU30Dc0gWhvc0Khxp8GChU0YW1IXyskZjsJINZ9MHcazZQ/s0psEtM2IX2ub2tZUAZI9WcHTfTSSPUTi5n5T/goIN4SoyU4gapzNmOl2ia4GcmseDQw+wxJqHnPF7uznGbpdCseDUZlv6l2ZKqgk6OAv0dNaT/eiFRNh+ZmlY3RVWeL5qaopu4xWrJSIerK/CGrXcH5vv4cfu4P/QI/HkXl+8EBPzr/9WJAp9Ay+QdHxH1jKHOBXjuCcsSGPMQpcKzLMx3/WDY2Tv1Y0h1G6eTt+isW7wUBogJZNZ4ZTi/67enXqTuSMXP5oUup/JIqBKzagYhQpdPWpF09TR3kQ0M07dB+/Pn5ngzWbt2CzuvYQB5XCesBxSj8veX2uxUDxx4rCnr8LpxIaqJ8Ky4m9VSKJzS+IYoBJJKevvQ3+CzEYfsIzfww7MFWVceqOX3e8Y49cctPnd+06+6ySnoOWQ2FYsf/J0fBJKqycYvcCVg0CXsFX5aE6qIJifrNNZbOyxr9V1H1HCNSGd6D67BgwzT6V7g52S/HwLlfa2SYF8iL/9NmftzufNXrOi8XD1GukZqyVeX+RvVG3L9Ovorvuk+i5MpXZ4pZjIYy2gEKsUbk/9I3nrMLs/Nuh/bq8/y+1HFhttTYiGLpJrkgnDHBhU6hJ1mGcAAjO3urSNAvjRo5ltkf0JHU7jvhjjXYRuMVz4pn4/yT4Be0N05NdToR6ieLsnrb2E3D68LHYbwwxhMEMfJMUOA/j8ZZQZbby1o4yV8LpCJbegiiu0QmzLPPwDZYFFuk9cIVR067rJTfjkfG+Wb4vW80gPc73IyMvuH/BXUBPPGJH3DVURap2ygII4S1M4JNtUX8d4Nbyo2wEVGnUBUBYIeNb69tN94ZMQRSBRS3e7+VidO/3hqYxIiQzX7x+VV+CXsajDmF4zEcZj8L2PaT6J8t91sTBvIS3ZVRx/pMNSlUC1tyFqmBhhuFKzsVPdhhuJMTBs48jXHdC8PWNENqIpnQbLsUNvzJiuG4Nqiw0ddkTTFma6tVsG7x5ZlM+WpbflYP1JxIXH70Ry05qsEpBxYpPme0mdEqUp23lIw8qLIX0kKy0jvrXbMt21qE3U3eQToY9vbMGuX5PgglSL7FWh51wSthuTohvwOAxocGIftn9q3IYWfr79kWsw0kU73L8DxjGl7QbnEwZh/W7i/rX+BxBWfO4WNIw2MvneuXeYLJ0WpAXYVXrl+DKUN7tF9almpzfTlNSRec21rdLIwDEKyKxZ3Ub34QKfu6LfvkD/o8igEdsnK208GqV7qkgHrPV4T8WBV0jRtKugcpQrFvkK8RrJ5cjJMsBsaRzh73RP72vDX9SowYfqPhvuFUTB0d19rK/MFU4X+Iz+hiOOq9udPIEd6ooAlk3vuJs1quyX1pOExM4rvwBD9UJZVO5vFvg4rsumhd9+UhvoSD5A5ad1AMC2NYewHAFoEuE8BbuVswGPUzpjLRHR6fmwM5SumwwW9eXLtvdyDmyWzQcjjDDJKJ8yTn+HYImLFCQwTo7TpD+8wBPWRdr4CjMNdWZO0mer9Tj0A+KYbBkdJB3PhlQ5zfTYsnzHPt1KxDKJ/84DD3QsFOO5M0r7K+1dz+fgHnl+T+COwyVXY33sUzxuGQFTAarO+JV+Jw8bVoLKXeRmjNSQuqIz98SUlVx3re4fFBTZ/LMgBuoOsm56sM1Ae+gZ0eyHZOPfe13fVpYxhlAlseRQY2qKIOFJGRxSxl+FQ66KZNz9q5SNFL9j0OaDGEzEW11AVUt+83d6+xtfpkUa8cwaFjzt7ho99r4Zgf+tF2e/JaZJc8pZVIiXOhRhqsHcHljPPzjs7KJNi4ncGYUYaQ075KKvr6vA4+Rmpz1WT97aoHkoRgbpYoxTY8nCKFKaG2YKdoW8f0K8pfKYnoDFjzZTr+eTlqBa08IeckVoTe7KP+0YXKJW/Q7n5vkFQarEW8EZWdhTJMSCBlv1HY7DjEgNufFEHmFFx/uNs6HF/1ZLoY7tUOyS6r1dHYdzFuAWZwZbQ826bIM0jDLYPwYVDi186LK7vdOgbnEGPsVddbCuDRpp2mOHjNtVxZDksvIjkm4UHoKvUnOrPYd6jxfpRJ9mnNZZ6JvYmJ3jmQfMTtFelnK0j/bBF66QTDwvhk9lOhUtSdi4+oYgnfL7kfSXC5wl9szsEa2VKeCADPQOZeY8wWN65oomc8olc3fHlc0Bk3FB/PQgWJ+gacG/PG+KeUb/siU2kOAUbsc55tP/PvWHjQfLuIBvrqwBZX8mv6SztGPcT7dmTVNHk9V5kbeQZE+1/MtYtJikXcdvn2zj0IPpOmNyVRpoxbyGu0GNB0xLV48uHSvwtNiZTos+DJfWaj7QzfnmCTTj/AZkum2hUo36bgFxXF8NcegOubnQ8osCnxhCNtdpNN2cxzWwMHbmzv2Oqm8y33LuI1jnGF8WVIVxiIehK3+jIrRPrzMayE7tLb0kb3hOJ4NsuOx7PhEE64h/OTIKmbV0wkRNLOq/2oN/t/jJ5PWJJ0w8cTSYArLIhZ97ivoaNXDhYEzz3g9eIwgVRHwP0GXmbhBDAZ7aTu584Jp4lDvgu3iw9bp+gWQe7sx+Sc+Bux3ltHqxm98bDsq4CcVbvnDRf5vwb70JEZ99yIPCC2iiYeggIylijYJGSLQP9bWbg/mX243L/WqZJSljDjSve5cP8j0ro9/lUw91Zm1uyHiGYpL8eMSvtbC8Y3TAos0L90lA4tWOHxJWU8b9gijYnQedw2Yyv/8PFwfP/uPaC4fTVQEo2uqJ1SxRN/zSvLnCw0TXAL5DixWiX/seAWm4psUAo9u6OmBOhTxiOqgy0ggomcVvZOLRc0cNQ3IIxvmyiCVnVDv9owyqFM0cLl3ibhQLD65lO+eJ0947MJdRhPoXXDOFw0jbaLg5L1L+P9EnXFaxACTsrpBSzNt8zjpDdkQitZJGwPORWeDKOEqQtE29/Kw8R0M6qEzcOQTo+eCIOgd9rXQ2w0z1ldG4p+5ah0+4Ty2Lc6VvzyvKVkWqC27AT2qYGdwXMppWAT4Q3zsxP65dk5INtKCvXokCyEL53BgZHVlVw+AsFXw8Y7ALC6WyEsw4ZAkOUtyJL5JbTKyDdmsoqbWb072Caq1tI5NMo75JmZ7vKEtLXgLoDTbmCaVG+uZBmfy92dMcIwagwKeQzv74JWqjB+30WTNsKmaKuQ1zmJNh0KO1tqUHkJ4z7fja1kpyT+bRtgHBc6VtAnQ9r7KFiaZFONY3aV4+gv062L0mWuXj2QTE9W2E4X/wahV+d2Zg9V7pvjy2U7Ld7sh1hcJmVBz5uLmjWPeRM79e1MZx0opiCbUf0mjFDp0i2lPPj6i6S//PgfQj8jcqhIQA7aZrFMfBM0ILsNf/c9+cdmQ+M9sLcWV4NXX8z4P2DgKJ7HUsA/5c9LHqVZuO4wasPkq0sXrg6+gMDTWEBVQVTDlsmlU/kcpDfclocmOIXbwRcqSm8dp7jWOd7uUsyqzs3G6fIHa4xlWUqt+gHREMfaKjbTwmlxHyo6l2R6+yX5OiMacHRVYFjRQjFvcidYRp1SsHZeNI2+1mlTtQ21uWOD3BP4svVjuTEXF1QWKhsHaeowzDU2uQwaOqJkShmw7nPx6lDR0FMNDXt7yAOpseztDLCbm9Q0xhuhGNfGWw6NX9wHXK3vHbG7OClGlGbtLrefUrNZUPdI3dUurTz3T1s24vidRl++tUSq5Z2pvQ0tuMCwzLgksD/dYhzXqz3msGXc3WTlIHYFewrfXVSjo1BeCChxVqmftmfMQAxQEN9eeXKz5lBuhfNQz1HRUD/CI8mhbcvV99gSTYJt9Ptb1BL5PgzA6KRlWTUJ3LUTWMiGQwMD5qfVOVizs9JGix9ZfSDozZBCV+on9gEzq9/L4HaHLOxNIXyuCxMq+vAZJbYbnPlMfoh+bInzzytNrfddQtTanng8FBlaCula3fwCnYuhYATo/Q+dFTSkooNPocCJHshFVxT10fhXaLRjS+6YzzARuPyDRbKVHYeZL++MNoJj3KgR8IdNtSK6VMf5cKRp+9n1vi98tTxlaIPiA6Y5IuIPyRGg/Xx//Cof3xgLxjpw7MDuR8jxAgftTgmF1hmTGSZEPgZscAvwL5NRe7LJNEX4GdUpx2ODlpkeKFAVE3lJdFbWej8yMxmLFDTKfcwTWbN68ggc3Nk6LUbmQAy2nW2BRnZSJTa9KNp02QLs5M6HStGcO6e5gX0pKtCZj03M7I2ap0svKbx2ssIaZfes2QHFS+S1rjyhMX7sO0PuGMCzEe5lfX4/cDduzaMXj3ikh/i7YMAjq6upKVrjgu8sqODRopLIJunLLr02KMYo1jRMWr96P9zJcbaYC8jdMqP6EDik30oxj/Bu1Lpt2Xf2rzJa5lbMYFn63LYrUtCIaGeKVZZclnYP1AYbn3Q8N4Lfi7LW9hFbWm0BvtGs530nmaku7eJDH95oa+u9+/Ls2+T70EE/haGLyRZ0OdWvhe0u1NGKCu1MCX9/r7zzmOuJOrw5pJQFV+JvFymCDSugnK23vi4lNckgiBK77dHeHcTRqK3FO/THz+80uckoCDZS8GIaWR8u8VMsE9UE/5hhMXhYRrjAfs8CbudZwkrnHRLFcY839jg4nJdUmgFooN+EMbOI3Oa44kv036G/62t436YbqY00OnR6tU6ioZP6SGNjL09qG89b2bxEc21XWOJUwwPbMljgDdq7ZKrnFucbQ8rlY/TEUYy3YDBGMXysWIbnQZDrQKW6rEs3ayK7V0kNOj5kIU9g8PoipX4BKk8b3PE2WFParDiIP4DlGQQF79xEBmClRYufz4n8sGZxCrYW4SjMhnBe0CpHgXygawrHMixLtEZ/tLj7UqJ0fQpvbI5GOasiFF+FUejqW0ONNVNaoKhK20sW2EQNcdrwqFdQXIzouam4Gys43f1FXtUlea56kb8QtvPVHM2+kuvkKsA+VfHoeZDLiG0Tk38ArUDolLBzkylYKFOtwl4gnAWfJVqlTgDJUMXxlZWqwuQ+IECni8GPSZJSvn2NeGrfc8BSGkzqmeuwtbnc8w1NWfujZd5lj+D2ey0GUf36Azv5ITahFDfZuDPljn6WUC7udTU3I9pALdNWiYCx5gKS90e05hav/hviVEUWVmX5vV9a/ri2puLR/S+jlLKjd3VV5BMefI9WlJxhHCO6FQpJM9kGNYgQ66RvswQ1Cc7rdBL5amNULud+xxE0/PnEfa50YGqvu3/BAu3ZlViK57dGN4vg3sCz449d0ycuyE8HRJzDnBODebPJVffy+YoNWSazXYbGHMTZHzbwHm3LPfTBB/cGj1e2F0zutvC9tJml3Mu1Wy8d5dbkwWrbAmAWz4i1fR0nWG/FrulaJej5OXhhC0IHl/VAXFDMF5maURYquFChFHGQEEZC+5/5RTTxlRdo0ip8v0LSgbxyO1IacIoplQaAjM2GB76hJuBskZQKt6umtcMyCTJZK5G+SI1Y2CcVqYFGx9xQBbcaR2Hn1/epaOr19LOpZT4PY/y825vnhYiC7C7+O2BFPFBXi4il5YoKl0I/lUOOelhRGQCELLkJKSIiSeqPX07FAJo7YoFK2P+qW6b6Inp/z5tPbx+TMGPPcJLjGxfj2siyscVWY1akgkgn5jf76ZuCYZnqo38cmmDDv4mP44zGitvJWo7Y+6HN2AKyGRXLUTBZ3Q4Mv2TVaVA7BdGkepSStFilC7JL5rdpUsVm9T59QECwHOA8DwNcsZ256bv7JUvQa5yMdTnSPP+ZRoQ/XM7n3WyoQ+YYlGfqp8C6HgDashUfjEQm93KN9rZQ/HiHICdwgd6KoVmtFFhA+itVhLTCss/n52vfUymAp5L/zbtq6fcbwn0cKIx7MACXRmkMiLWCeLUcOKOj/R6wU5OZxhmP+mXkViSIf+U1STxTArlWn4KYFug/zP2jN3dV2xugey5M6GujPHbeKfF5QKzJTpHa0iUCGJFPYOE+QsT/hCyiT9ILHRjEKb8ceFnvlOfjrNZ9W2s3Htq/6nRHA6gWzG4/ZZdd7U+8cJZ1N1mOVVVh/mRFD69kpb7LKVLMjaABHWn9426L4uDd5sDxeuF3M1Fv+G5a+KeCDGFuO4ClkZoKgnOqf9SkcQvtwIc+FwTZDgBKHHjC04xyk1FRT2TFPLCg4MGiuTgK0YSpDwpLB6agbhgqgXvOceLXR8FYocXqfMsNeDSuF0xOpE8JK2oKdS0HwUCtdE8At+TdlQCC/aGSZFIzxNi9yMy8VXWxenDkdfAAo6eT2914UyzxGAKJrnBgKutM29U5C+UBZ0ZIkeyEpRE0r9igrVnoZJNAIYWUfaQbGtZHUuzc1xlQZHy2e01JvsFfAeWxEobW6KafHDNrlNWJp+zb+GEmj95g1MJXfbLn0piULV8A2mrz/wp73C+MPlPquTyCZGDRQsmsaInGasds9xUY1djGzGJp83PnPwpMHFaoJuzqDtlsAU0w4amAT3y7vHqNWE/IuFhJF5oXQDvSszHgVJKs87IKYMbxDk2sZcXjKmf+iAmukR36/kyJoSPrYAhrV1stpQrLr96mkVSKdrW1dZz4yBgz9nWWlDiMJNmwjzI1GGq7/XmdDzVkJtlsv39CrJt1p0HTsbYD3fm7RTtxEWt8+XvOkm4K4GHThq4dRLLgoYMT+2/pj5g3GolPLFsG4jJ7PeYgR+I/UxrnYpsxDPKqBpJ4ZUgJbSEJxa9ky9+R4VRaUvPCl1Q0LHXVtdN7TIT2LRgNkfUCRfom4PqYRNfwOfx/AHHhrzdBKlP7wY4iR8Mlr0L37Ct8/g9MymOYlROd7/Pu9eIAfDrvUUzeILzSJFGLox5dI9xNsWmlfRuzu8sVDPUzv6eYvhK2piqMkCEduKN8Nt4dSllfsfv1CDmijg1UdyqNjd3oaL5pikzKu8KgXtwl3pz/V9euEJPwfUtDUony3xoP7nwO/bMDVzApLhj/MRvLf6RIqWJ/lkmjrDgzTIwqdRFvfmK2qSNL0ZK2IFe+albPlkYP0zGbGe8mJ0tGiqZi3FMAOxB8HsnAOx1iiOjX90nMGeAiHK3vEVYbKrD5wd9RAlA6/zlnu3EfnvfBJCn5iYsM8+B+QrmpD9dtt5ZOdwj267bYTDUiLSCBESJjByK/mkCswvHmogkSAzsSEDkuIAuLFIEOKYmSGn4CElw3aVfN8Wvc6iHQ/wSjhFw8YDXJYD/xZfVtQsUp+9Ixzgfjif4a6feg4gBMDBOW0O5DSmpTdOE89Plh8uT/nRwi13LOLR2Ev7qNHxvANPdS3J8nj8SmgxNR+zCJT3/iHopivlXT0QtWXdc8fsDpyBlzMX9eV8JHT1TtFOMxUWNtaus29XJsJeQUKAyqEpDakCp0cWQejKgSB4xrAro4qTbTFzXqOwtQCSTmK6qiE2zNHJhq/IBaWdC9OLOwegm1thztzlpMnaBO3CDoSmjbJI5fRgLj2igtJVd364VmUgJnaUQQ8j9ExHVv87uFMqlFJNmvlneMcb7BKStVUGqDsfv2h+/Vk6vquXfNfBpCy2jxGGDdGAylBBXCY9KVT/d+gqkwJsJLFKpJ6OaxmxwW9NSG3KUMTtJMHhbU9b4G1C0pirJszDeFeYkwVVF35G2beziWUvUtK/8oMfLjSxYvXu0ddcsM8rFm0LChpod95TyDzMSk5KjZQ+uisXX3lHX+FHAiTJhMM/dyUqPsN3l0TVZV3stK803GW46gwUNdMAAwrADLAfgwaE+4PRWZeII8gKbT9vp6HsgEmdCEoOki7cwUlDztxlCa+jiAZi1DAsdyPUfsOXqRy5SrBqVRYgEN2NXCRTJXGHEBEFirDYIqY8jrOdw1W5+DCY2EN8H91fqbu0tZsgai400RoKq+1mpjnPe6JivfOpoe9GXw1Sd5AgQrUJA6/RxrX/nDTcOJhhaoWEAefGY6bo1X6fjkQCzXsVcDtHb8Vt/Ve3840zKYojZUEV5J35Dd1jXeRGarfLIsSkwqvdUVJ9NkPipu1rRY4HSinPowt+qUShBoefa6uWXCPzR4al9LeyIqYtghUbxbh2IyNORJ37wD8FJZBguJl5aKvJWrSxN9gWEC0szggaXC3iUkLm9fCsTFkHgaMjiqaFWCV1VRCzm22og6zWfQdDDg8X5R7NcmyV5+HwoXdF5NSonLuqO5VeCTxE00jo4jQe74gnXu8ZlTmDyIXMVo18ZCcEG5LDSHZiAZ+8AU2FB+SLBIu9T/OXBlXU1V7g4+e7zK2NbU4qHWk+nXj4MsU8+Mvb/x+Uo6ZttZDarY+yzmf/Rsjs1r2UNocAS8WbSEQYYwBg9bgSYXZYG8BLGWf2/Zuon4mefIr1ANNm1rMWhdW+lv3HfQt6VnsfpVOxNh1lji8gqLevMdRzzUiOXLDDLOxP1sX8KUAMkFcIZl+SuKhMsPNQfyaiV8BVokuUj63YvYGDOiNgopyDSTIZ4PHfvo2sgckjz9fJv69I95jG+nhN4B7mj8FGFK0uvQAZy8mHbNHbHXmUnRc0pJoxZzKuhCSHAO5iZzvM7HlOIxHhC9R22INFElKPPme39wOPiGm6yz8oyyVwJncFrsuANQJGNUqKUbvgvysZwyRPZGKbHiZht+4/HzCYQMkwQVDJmmhV/MNUPz6G73EN/VKMFjEEEcK+Kc/Q+a6pA1hsCntDwMmEd04Ns4Tb1Y1uyeilly+EWy49tAk5w6QIydpz5PHZYrpA40cicYzM7bXdD2EwSEc+BnUUiIhHadjC0NAW5Fpqx/acbWc9QQBlFaJv/4o5QcW1yN/rR5lvOGypAmkzRtOoxN2Hwa5x3RaKNmCNBAUuzSDgmmuHIvr8WDuhNDJcYZlDUkprbOPk6WpLM9L+FXfdkAuS+BO6Vawf4JbFKASCzr59rwse6YhGhgAj5GlrJ5aX3c0LiUqNrNGoFGmPslfpABOPv3IfTvlMDdtrhdywdGM/EdmFzRvOJTUWcg9AC10g6a/mzTGz7clXHzqwoviorIj0U0lZGcdtOyrkyEPCTUI6m5hbc2QBn6dWbrdCD1P8BX6A6uiCPX0Ix7fGo6QzBojlmz55+opKv9FmEq2rZYA0Pb36FNeGt/EnoDOFL5HHnif0RvYE0Rmlcl5u85fI5yhFqlgpzkkN9XOWVM58udJ8jyaGNFuTlhP62pibTE4n3Dq46vp5HzxXEg8KmQQYds2b9WjD9yRclLHhA/FJoq0NPpOgKVwpUM/E9HZeplOC13vJeqNVP2StB7MnpLFrGvBYMKvwiCg9UXnIKNBlSPEPp6v6giq6PPw34d6Q/XdFV4Lojy097CvL4ynh3U4uMdanployM6cn+1kwbA0jORB3F0q1DivLZCXcRYEkgAHxBXmGCWNwKHW0uJ9a1g/jgshgz+FSs5Zk95+JhdeE2Dc8GQwHhQSQ84j8da3CqXUlwCiVVIgwVdJwifAJq76ez/XJwsqs/YEzBD9+Yr2XoK6dSrBTC21Ym+HtklRR5W/hGLJESSd4hi8rvVQtXxnY1YAy4GM8bMozYEbN6mFBHUq3B8/rSohFzD2TzJaI82JA2oGHaa4WIRIeoOU5uTskooCvaX0BqtiQFEwadkfzuhKUEySujs8RVjQk3o6EqVBeulVW3wI0492gjDI35tsjU9l1WEIwTfEYDOUAC+8IRnXh7/Nbjyk19iHs/U5y7jAfn2Y7W9kUnLCQqd0MdprDg8fTqcLYXDfVbIOeYO9mvUwMfcJGQvAjJm45Qr2IXT1yqE2SaoXJwlS9TlO084I5HtE5isgjDLGORznNHJ/EfCGoXZIAm2phxSEq2S9QqhPy0T/f37twZsmuTteJ/EGEabaTgHLbw7MurGHVAgCWjeUCCx57d2MIXU2+Ox5H4KXF0SRlOQNGhgcNQtUmky/C4/z35ChtaIJzeKMPxJLbO6NbUAU8VrFM8ciDexeW6kDMJtQj9ep/5yhFwEMqtLWXEz3+PxPjr/DaJ3PRJqu3jjwThSL+xT76yBVP/S1npPbn6YpE6y25jV1gCoe6+NYikbBX8wpZfa4mh8O6IWPc99xPHrYJLqAEKB22H6k/JkZu10xhiNcn76ztmjVQ5FKPuy+SH4BEOFjS5dn6yEQvesBEtnw3kQfEmnFlcQiOYXKSZ/QSRZSoUDolRN5Lf0+pB5EPsgGds0PSTQNouaqjncH9/3cuJ15cvJVMTtqGxNguZhU0e3qsekzqrU1/60A1C90SqHJfHPUiaqKLeyZajBgoJ9AD/rKF6vj3778Hpwt6C+Q60hn2GfSgr3VLxRHlAnV3tZFiXDUeUbkuaZr6lR9xZslR6wcpVv/CUx3iczkJr0lKvF/DLmZRRn65hMrgiSUP1wJz46RaGSIvv3VhCwV03dqmOaw1GD5O4G/3XtSVQkHqIdWvaWjJxoZsA6RRqOih50vboGFxSmgrK0CYvzP0X9kMfL9/4yHxcRD58wdh9aI2oDxmjbMzLdAkTgTi5xUS45bqnP7YVidzrq/aYoo6qTMFb9RPQKjVkWLTIa4jJGZHB1bM/EVpOEMcYfQX9RjSFKgXpdU3bw4iq7ld7m+1BeH9+D3205merWTXhTo8dH0x35/SwJ+S5SZlm2ojjbML55RRGlKPkOVO5hW3CW39xXv4L+XlCL4uHMV6e16O6/fDahAGBGnA3W5u6SPGCYx1qpcFwNF+HFggnmCKcz+0ilvbu5WCTwY0b+VDlot9/40XrlSlz7YqpcvrJUMH+eExdtdInAHqtQuYCYSSM1WJiHS2j0AXRnvsB+Ung6aEvb6ygy9busDTpqkStHsfj+J/mZtm5tWtQvHdrsGPZ7Iyq3gVYtc0BH+bsATwagW1lPmWcY19AGkJeIUf3a7y75JFamKT7tc0kAz3Tem9S/Tl0ixe6EO6LFc17U+u5yPJfJULl23kKbtaYDTWWzzBK9ZcnhVDIuyKNV+8e3mAbSi9XfMhE27sPJOalUvEUFpo8IKDWit+ddb64WOPPiK/FMIsajbqCzqfCZUhdmsNPH7oH3sPZPrU9NTj0+FMdDtYRXvkGxFZOVw/2nL+SEdo7RvhRBc2gBTlT8qdHXgL9egcKASMFuyxeLo9ShQYcYQVvpmsgoeP4gIncWRVld/NTT8MX0H4fSolbrtVCHB71OCSRnMnLSJUB6IZrAnRUjxYl62Z7y3caKoUAhkIbYE5hbU9F7j9erf8mK//SYnUN355KWWoypRHFBhW5xMYWt19KC561XYJQnpWxJnryCfs14MQPWeykcz2kcAWXm8mZLS5OVADG5cfttj4MPltk8rJtckE3mm/qxnUVJA7x8G8aWbZ/SXKsS/VW2+rnK3Bs0PZKvVMlGsGZ7dU8qYNTXkWIz77rQkt62+U/DFp/OIr3SLTD5vp0NQkvXIufuwQ20bhOllYh33tnTCO/HgM3Ka8rDuG1ZndreFO4gkJ4pHAtCRb8co4iDCCUyHcUKcOw6F5vxRxEgxn57nTNjUQ/9dW1QvWD2bEmXAilD+ngSk4kNY/CnYRgk8yn9TyGABEPWKmMBbUJn3XoM8RtQKApl9VqIghd/t6A4i8W5Nr11pjoWPex+sFT9cC+dluzkGF8fZ1fR3x6/dFGPS0EZKiRG6Q8WbYx0HMdKFIJiXmwno+a0DiD9BRqKNYKr2b75fPZmXNC4PWBHiWZiEi/wVPnjuJl8GWnp/Krf0+rxzg1CO/S2JflOCE4mbZdDKxqW/kgb8xuAJBYphoBvruR5bhDSmHmdARCBk/M0NvFW+UjRj0tvnEBe2uowT/UJFCTK4cCqXsm5vbpiJDEH1bJLf/4q2fnM7EEFvJjAjealoExcxrQ4y8h7Q9stPeZYOKPpZJpgvVT41Wa/OeCw1yia4EYj2FZU2f9v92iTvMiuvnxOIeYo1S+N55taH8fNYEc+uxpWcrmVfoaa8hb1HM0TuAxLbSQHizbgToz6wp1DdhnKC2neaI7wh/gg2ZuL9roIUCImYG3xTtfjMXLr9LFdg5PitzjQVWzSIlo9/lVhIemBIR9qjHPHe+e5YPXUGKWm8foa9rKhGoYAjkkoR2hrZ5xF5gxIJ1E/97KFCoSPHjY1BxNGGxtTU3LkvzrmZ2AvlbLyAf9atjseDJK3qkj3ODXpcybyECsx08wO+UqQ4x+yRthHcBbJ2QVhJ7NGlUMLJIGuO7bco7hqJjn6WEpuvmyBfRgTF/NNne4pbhpS+kb3U4NMnfa5xBuoQtHuXIhbfOwly/HrIaVC75hK+l9wCzuyaayjt/OiY7XKixC3+inf851Pa8J+tknZ9GRoDbIA7FwAVaZJxqDiJasjzzpVFWumzyfAZWNVXkzP2yxM1bM4CAzidvH59ZarVOqeaUd9WFvK7Tf1EaWLheGbtObAuTvkfOsKxFUmKfNWLU7N8xzLc5lv0X4bOTPCmtf4+GQ2twKs2beBsRJO78ykajFnWQNjuNJcG+OJ8XrSiW+oxRuhTk5KRBweW6+I6REXOGk37W7vXB11kVex9JDANlh66TjtMuXvbpKJuBILwtn4dgadn4EkSJ+cLsUamgu0/uogRY9vblvQpC2ZUwoD4KBUV0hF9MJuJEDg3guZ9Z+aUqTNB1gDFJgS/PWTytecmihPUifvGYXPy85OHuqPYyF5NtFX7IzGRBkop9gDrrO9w/CaFlXiAhEYsggPvpEHMLHnHW1+kcjCBO6i0Py+N8cyLdfm35lT7V3s8XfDClMcUpFZlCxprTr7Q57aNzn0XFLV6jXh/e3mKAcEX0olgb1eBdm0dnG7rJzlb+dywljj0bqUuOSOiIlp3x9FVswDZ4m7NHnOO0MH/Ply/bEroCKdhcba5mEUJA1x0NOctgBRSxIM3LAzU9Rl5rYKIgUyv1+L5rTvzlEmwkLGW4KQXUxtW470Iksw3jM+GxHUSC/WbdtArRHXcx7mHVqh/gB/9wxSRroaTespyxwh2ZS+iBCmDvqyyri+azWdUFMOAyFqnj6bGKdI3AnxPDd36lHhrXgBWK845w09xj8K3AjL81t+h6rUQEUdAOh5scnw5IYZNth34tAmtVKqs+bYg6cSjoV/n44ctYc1dcrcS3WTdGn6tVTmEDL0oPxxQcSHJOz6sUfVY2IxnziPad1rDJWjled5S1r61dYz465FSRWzMIocGJySNqwGBzsWZLHwsfxWl9LaJ6LJffWmXa7JTJfU07RWJMshsfsRxDfrX8RNrAQA0EO0DXpmfxZbr5ZeGKFy2S8XlwRtzdvty6ccO30cAm0vE5DkRiyQu558C2tzmN5Rreap/fJm3y9pfQocbMBE3S/xXOicCmXdC8bvJeeatPr5BqMjPlXd75XjZlB5cv5+gZ+DbFSYgZzb2AjqIJTCbypN0ly9pzb+h+ePpRJEYbAGXGiU3UN/9FhoJwnkMa0VdD/48KkaNtmPUb4dgw/jO3PZBRfphfcM6ifsTP2k1NlgUYUKxzEACJQt9FrxfL+bfpw4sVrA918cOXJiL9AJtHKH6+bkoB6oWce0Au0Mt0LoLchezzYN1V1dMGNctBS26BkR8YcJHDAIEBLf+EeYZPlADUDa4ZuYxZutX7nzCooyGK85qPBGA7/zvZq2zYP+Bikvz6dPEwqejdNmI/lI9U58k+mgGkHGMWCLxBwSOktTeE1X65h8fgqIF8krNv/9pRopVEPX39ey7wAtAY84mxLh7h7IxNypCQRKtoHm1040Njz2zvrrZ5Qwm4wLTlJSU/sl5bTvuEAqoHpjNQEVhy1hp2Er4eJorsWuNPvgTDi2T4h7prNidCkksbpfW3arVZYK7DndaZZe0ZdMyYLgikAe4d4uFdVTSLjZiQgDjfMSLM3JpA3GkmEBH/5NTJs4NP90yktWjzQVZGcPH7sT4jHLqo2DX0+T7hy8Noa+h6IGoIomtR6zC2TBD9kB2iztbiyvo1Lil79PIHBfxpdWU1+coav/7kYwA1TM9Kl20VLmhis88YuzE7jIqPG4GUbolZrtOeOVL1BGnoY2ocjjyWmZKTYN1IgkAjSsylGIXZHIKFBWoJIPa7I3yAEg4ZwvHNogFnqfLZ4pdNVNUcYi24QMdE1Ti2XRKDuQRvzBhwwg58sQ0Uo46lU/QduBshXdMYuNCZIXQnbfEKCDQbOZnSXMvXHxLjm2i/1RIbtqVpNFlDao7bkZUaIedvGAiuaRlMT5+k34fxjRAaARUOI5D7xoRk/L9MuMoeVOtdHPIbuFsEzzDITPQq90Fc+eEOlPXMLLvAOiwvIQlzC59p3LE2F8BkkkOvsvony+2GKnTOGjip9fc2+l12+uRIalrfYgQG7eB4OL7g5QcbcuXKnLSFkAW8creb7iU4XeodKbZiRfn/e9o6r70DPdjXfH+SC8jzia0DYFDc1SqodqagJe2VheIEdVs/mX3fPtSnMHhhSYQpD+qlmG+moupnlaLotVyvH0G+W7rwOWs2xfMPqaH0dDK38PCJ4idgNssRHWiOcgSX3N3RfwKsLfro1F8+8v/rz38KdkZY6KRd3vYzxY2srp0JbOe88zE/7uuUd1N51SjAjQMuxTuIWQ+pVeN6NBqUnXcJno1m/AVGefB3idL3zPP8U1SHaY2s4ygy5rkG745mIO9oCHemIFfNR9N+2Fd6PJ7WQ3i/yGO7kIaAtZYbJCtwLHqPHcTfHOEOPtsvw4RLr2HeF4M3I5ZwLhCBQCOdF7YvJPAg87gshKaqrK1mOhSAM5TWqSN8TsunDEwV2QZdc9PcqQvyV0eMShAZ57467mAJkuFCTdpd71r9lNhjG/gMlnZ60tS8JsqeUzMd1ITtkl7Gjt8EycG1uHx9itrxm1EWwWaZiY7X+dWraF9Auitvzee8GbGuluEm7jvJusam4Lw8jbZaaTJwIIN2o43QhwLM+dRr5pyLBmx8xlt7ZHlwV0My4caE5z+9yMqCBjbteDyDivxQ2W3RFci+zRdp5M4oa6G2G+6HOG6M/BTb+3dVo+rQ7xDGNFv+he+s8LyJV2z/w0UP8rD5Gf/5tB5EnpBhhMpTGn6IvnLuITW/X6a/wz7qcoThD0SImEy1F7+GILhOBRloWImuMZrEhAP4IpjYoJxgfs0Cwvnc4UTLBohAR7eKNqNBGhzUlql3vHnaBuX5IAOx8Cxn9XlGw/7mSHAJyVfne4tYRTwAu4Eg9T2a5lVVTSRWNDT/scNDg5PpWLRSUBAvKhVOyK/P9aVHiCwvz3oNTVTiUX5rvB9QYkq6NA98yFd6Go251GVK4X20h6EGDVHptTJqC85bQqg1anITAS+Ao6GCR6C7XCvhasmPki6wLroDc0FfbEcEUIntq4OHTaMfSEvC6WRJRN98MhaUybNNqKAQ8N8Q/71m0qcB3alpxYQYWPz21PMqIwBsDfd1VTaWLyl/RpNg3Sk9o5e/N+lKlmTYT8jRaGhgCN9GXsh/hgAR1ng5amYhF5mjm3nYsPxrdlYSgkgJRWIFDwjEZn0/9UhpNpp0AoZG1p7P/B8blb037wXaL+JjUREIbVTa5itaSIHOVis6Z5LJab3khaAUDP/0Gmq9Rmubp17iR/0HcGE/jztSEXNRxAKt9qt9Ym8kx8CNgsFi/a867WwuigIiHhvoJjqcwPnLluY+DKUfXPmIN0mMHtuFOGCIbISUDw0iaFGsHZQEg6LaA16dsliN6CDOzmXP6Ci2QYkYDyQPx6xRnA2pZbPqx+odjFMEAaKhvJbUZ3qkyVvgTq2sB/YWuxXcu7amOPutqgDq3wI5+05ihJ0Vm4AqqXe0hklpYOf2ORB6I+IzgYyH62QD7rW9QPF/5wZLqjTeVyaAl/NiJkCtNTCKtIQWB9wyb/JgCMtcXICUYeu1wRit6ZoWw5qFPTiBSbjmUl1Jwqrb7hcP9DLoVUTYcBHG8bcu+W4gVyF0QnfBKG9tNpkgjZT+pSqy1/M6qa8CnxaxoSpS/W2xmN13PqoSQnZPLzTOkMgljlmxrkgwp/0qiCSywZaNUl1Zgex9AJivS9qzxM3xVQEPocJXwHjvPfnM0BMDiub+cwZIr4qR82Po0YtQlK7SHjOD6Ek3yFL7tqmTYRcVrwi0t54ChmTtG0ihkeBmEJBZNdJW4gINXDXqjLMBpKspWQ5uapJQykJdelGsRO3D9pxCvz7mRGQpm6bAzpqMI2C5U405RAx4qcDg2wcXxPdQhhn/1goYFxD2u7XPmTgTfhMsSuPGJN7a3Lqt0i8cJKJ7+1AKhsNpPO1C3KKGBa4vjMI0WMJziP6wNHkBIgkrzqagjLcsDC/j9aOq7gbLFWfM5YkKzq/lqoKKOXtn/m2aPNTeY2vg1240jLs1yUnLGf9+1JuPtsyZS9/4PLBGAbhhNBYo0T0NHF+ZpIoQE4hJbJYCCM+sDEldwcFbO9M1TzKS7nMcF2aUB6APos+O7Iu6iU6O5DYajspEtiuH9xPgCfrHI74nqVm4cAKKd42hVN58HIGY2RZEeapg5HahDMTOqQKFnn4DaYgILe2INbPaPAu9NHEpQpZKtlfeXzFvKPEB/8KucnZ3p/WauL2M7No1uB6wQlby0OOhoT0YFxwsTHOfQwwcQDDtIpOO6JPrU5mf7mCIfxr7y/3ntmaS8hTRR1rDdPHKexFpGFttMa+x3/lVkPcfnM1mBNB3Luj9QVaBsOtemrMsZXSBd1ypT4ahyquONTXuILH3HAakYOWdd9PwK50AgIO/1c28O3bL2uNkINWSiwL/ik3/00daesbf0tVH99usrgGA1YzGOnpZ3dq0Lbg8+v4upB4uf3bwzwIicDKNG+kD61NnO5F6BfmgEEsbNKzRkQFh2++OBqFSC/qzFNmivNy2TmwF1sWElOr3NVHhBdpyF1Ut/NUE7PVWj3j+Y6VSaR7WumWzXet8hHOZxYhE3v1RSwZM0Jn/xlPLR76iddt1X5MmFJReMLRcHpuiGwJErEcO0MU5dfZ2k6NdYFWulxySHIwFiSySLF7Kal463bZ6JIN+dO7CJajhNs/n0bOSgYpzJrZBTrcC4v8M+x3raDB8w+8u+wvszABi4T+X3egiTEv9v7YvL3/FFjOGkCp3H+rxZgeVP3Ap3mNSehmv24KH63nans7mOjpNdnBJu/JeTAs9hkqqzUCUqoIecxDsssslFisA56Xv0EMX7ujQhzCf02QBYakjPYwBWkQIeQf8ZwPEvB3wvhJb5F4fvQzKFR6PhcAdlJ3oIhdxbr66BNBWM++Qg3ztDxtpQ3SNzSBmtMwpIy63bAAgd/vuTMSeOLnrD62EsLNuD00QBJBQB/JeGySiCYP1A11DchImmoZzR/h2Cn5kdDoEkqSY6q/CjFpqDR/EqlrzvnYmB+kgQIsJj+KxEAPmJ7GNDDVJQ3wjIzjjb0czMdxWj9EJ7KHIgmfCgrPcUmxlIncOS6DIqTvoXyl2WPQFma7NvfV+3s8cCSymER3/HkMYM2AWglUxiRcpYCCT7d4qWSS0FOHKw8oSgRc5MERcEneFYIhwp4M6CKGnRrZZ/tNB5Rmh2bMxb0MCS1jQbj9/P9Ybx5sj39wHRvf3LAeRW+isc3Mz0uywve5WpoQG7qclh/N1iZlWebx47hdTP2lEYHoJOp5tcRMLrlS9+HIfE8a8MnJThVZMhjfsq1LI1i2Ak6FH5Tbcv6kfP/zzwI4mPvWLG3V+8jCN0jHK50JAWfuxnO04IUzUZupo8OJSjiueDRsIhMKJW+v9KxaKGSZrGgr1VJr/WsnQGp/KnNNMrQ575y2bfBuu007gIyjMAQKHS0qSl0g/TYLadmApzOkNfqWVbNXAL/tOwtqkOSI4iqyUvLa/UmoodJ7jhhU+KPtweqvfJCfegdPPt3yO/GXpTNTMD1WFKP/bs+zTiOeghiYjHpsILps9Vjo4N5ECabre7YvkfzM+QDHjhaAFvWMn2iUcppSfag9rh8yfZyA81X5hzRRWVqXqqw5Z9jmfDplQpJaKgd2zYSU+CgTclZ0j4jLjXaRzzbbIEgnrLRRk9MM1E1JLMRtXttC35ntPPHSJ2YnqHUN2Vlh6Z15yD+7k1Sr2PHfzCNpzmGdGP5nl0YAzsLkk9ncQ57IkR/mKtuLfMK6lZ3rWmeU2jBabX9qNTiA59Qk+eUxMa9N/UQjg2MWNVjsUm/BlwfzHtuJ0sqSPqt9NBfSZ1kEpxdWA+MYsbUni+1DLuVv4TFAC07wy706UNfN46iGphDs/ZjkydtZ+OCzEFGJPWD8C4kWpz8r92Ass53s8XP6kgAv8k3ryHisieVQDGAorHL0/vx/zn0lJ3iE0E2pdHSIRXBiOYodGgKsRH71AZ+0MYIJs/ygeQ9RKmDOJj4QjOXkf2pjdidnBu1h5TZsLeluE1MXoWziEvU9wyo52zrYLArYcPg4BU+DBDax7puPn","created_at":1774764201,"id":"97025b8f26772f0777f806fe0c6d3c65cecd8f09e3fc804fc418cd2ace7a69e7","kind":4101,"pubkey":"efd8a9f2c3df80ed7b7be4d1b886e58b4120a7d0e744163bcee90692cbf15039","sig":"e8b745746409ac84848eb3d4bb430ad8fe5d8eb91d4e85f143c8f84bf0159c486b2842e0490c80aaa47ac0e5c34213b1fb9004a42be2cb04377f7f8f944adcf4","tags":[["p","0250f9c8cead4afc1644bcb6ddf921466d1e42bf8905f1bace89e5fd5da08f75"]]},"last_updated":1782280004009,"recommended_app":null,"recommended_app_event":null}],[4200,{"count":1,"event":{"content":"{\"type\":\"game_start\",\"subtype\":\"join\",\"roomCode\":\"6T449K\",\"player\":{\"pubkey\":\"5597c8716bf4b8622c848688d492e8455a4c20a2083a9d9b2a2b18c59caea643\",\"displayName\":\"Heret\"}}","created_at":1774374499,"id":"ab5d001b7eec1701f0210114d139937dcc00b03cd5d104c2a34d672f213b9133","kind":4200,"pubkey":"5597c8716bf4b8622c848688d492e8455a4c20a2083a9d9b2a2b18c59caea643","sig":"3342a4954bede2323880058a66c487531243f4287208f49ca8aaef49755c4f732e36cbf1849ef86ec051514f63d60b700a99c8c5b32b77cf8d64099ab527ef56","tags":[["d","6T449K"],["t","join"]]},"last_updated":1782193054335,"recommended_app":null,"recommended_app_event":null}],[4202,{"count":4,"event":{"content":"# nsyte — Deploy Static Websites to Nostr/Blossom\n\nnsyte is a CLI tool for deploying static websites as **nsites** — websites hosted on Blossom servers and referenced via Nostr events. Files are uploaded to Blossom (content-addressed blob storage), and a NIP-34 index event points to them, making your site accessible at `https://<npub>.nsite.lol` or any nsite-compatible gateway.\n\n## Installation\n\n```bash\n# curl (recommended)\ncurl -fsSL https://nsyte.run/install.sh | sh\n\n# Deno\ndeno install -A -n nsyte https://nsyte.run/install.ts\n\n# From source\ngit clone https://github.com/sandwichfarm/nsyte\ncd nsyte && deno task install\n```\n\n## Quick Start\n\n```bash\n# 1. Initialize in your project\nnsyte init\n\n# 2. Build your site\nnpm run build   # or whatever your build command is\n\n# 3. Deploy\nnsyte upload ./dist\n```\n\n## Core Commands\n\n| Command | Description |\n|---------|-------------|\n| `nsyte init` | Initialize `.nsite/config.json` in current directory |\n| `nsyte upload <path>` | Upload files and publish Nostr index event |\n| `nsyte ls` | List files currently deployed |\n| `nsyte purge [glob]` | Delete files matching glob (e.g., `*.js`, `assets/**`) |\n| `nsyte ci` | Generate an nbunksec for CI/CD environments |\n| `nsyte relay add/remove/list` | Manage relays for this nsite |\n| `nsyte server add/remove/list` | Manage Blossom servers for uploads |\n\n## Config File (`.nsite/config.json`)\n\n```json\n{\n  \"servers\": [\"https://blossom.primal.net\", \"https://cdn.satellite.earth\"],\n  \"relays\": [\"wss://relay.primal.net\", \"wss://relay.damus.io\"],\n  \"publishServerList\": true,\n  \"publishRelayList\": true,\n  \"publishProfile\": false,\n  \"entryFile\": \"index.html\"\n}\n```\n\n## Authentication\n\n**Option 1 — Interactive (nsec prompt)**\n```bash\nnsyte upload ./dist\n# Prompts for nsec on first run, stores encrypted in ~/.nsyte\n```\n\n**Option 2 — NIP-46 Bunker**\n```bash\nnsyte upload ./dist --bunker \"bunker://...\"\n```\n\n**Option 3 — CI/CD (nbunksec)**\n```bash\n# Generate once locally:\nnsyte ci\n# Outputs an NBUNKSEC env var\n\n# Use in CI:\nNBUNKSEC=<value> nsyte upload ./dist\n```\n\n## Deploy Flags\n\n```bash\nnsyte upload ./dist [options]\n\n  --force              Re-upload all files (skip hash comparison)\n  --concurrency <n>    Parallel upload workers (default: 4)\n  --fallback <file>    Custom 404/SPA fallback file (default: 404.html)\n  --app-handler        Register as a NIP-89 app handler for web URLs\n  --publish-server-list  Publish NIP-96 server list event\n  --publish-relay-list   Publish NIP-65 relay list event\n  --publish-profile    Publish NIP-01 profile metadata event\n```\n\n## .nsyte-ignore\n\nCreate `.nsyte-ignore` in your project root (same syntax as `.gitignore`):\n\n```\n.DS_Store\n*.map\nnode_modules/\n*.env\n```\n\n## Purge Files\n\n```bash\n# Purge specific glob\nnsyte purge \"*.js\"\n\n# Purge entire directory\nnsyte purge \"assets/**\"\n\n# Purge everything\nnsyte purge \"**\"\n```\n\n## GitHub Actions Example\n\n```yaml\nname: Deploy to nsite\non:\n  push:\n    branches: [main]\n\njobs:\n  deploy:\n    runs-on: ubuntu-latest\n    steps:\n      - uses: actions/checkout@v4\n      - name: Build\n        run: npm ci && npm run build\n      - name: Deploy\n        run: |\n          curl -fsSL https://nsyte.run/install.sh | sh\n          nsyte upload ./dist\n        env:\n          NBUNKSEC: ${{ secrets.NBUNKSEC }}\n```\n\n## How It Works\n\n1. **Upload**: Files are hashed (SHA256) and uploaded to Blossom servers\n2. **Index**: A NIP-34 Nostr event is published listing all file paths and their Blossom URLs\n3. **Serve**: Gateways like `nsite.lol` resolve `<npub>.nsite.lol` → fetch the index event → serve files from Blossom\n\n## Debug\n\n```bash\n# Verbose output\nnsyte upload ./dist --verbose\n\n# Check what's deployed\nnsyte ls\n\n# Verify a specific relay has your index\nnak req -k 34128 -a <your-pubkey> wss://relay.primal.net\n```\n\n## Troubleshooting\n\n- **Upload fails**: Check Blossom server is reachable, try `--concurrency 1`\n- **Site not updating**: Try `--force` to re-upload all files\n- **Auth issues in CI**: Regenerate nbunksec with `nsyte ci`\n- **Files not served**: Ensure relays in config are writable by your key\n","created_at":1772134778,"id":"a1c19330d795bacdb268bcce6c79f5d2e388aa093709fe253a50823b1312a5fe","kind":4202,"pubkey":"14925f2b4795ca6037fa7d33899c5145d3c1f264865d94ea028ba6168f394ebf","sig":"a7af4b36c9d841d66063be4cd896d2888d0ebc6e3ba227a1cafc5af489a7a18550fe8fdd5717b36a8063927b6ed9a3d4214934364dc74f0959fb309c769c48e2","tags":[["title","Deploy with nsyte 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Mostro v0.17.5 makes the anti-abuse bond optional and operator-configurable at the node level.\n\n- **3:34 Signet v1.11.0 – NIP-17 admin-command signature bypass patch**\n  Signet v1.11.0 fixes a NIP-17 gift-wrap admin-command bypass where kill-switch commands checked only the unsigned inner rumor author, letting attackers forge panic, resumeall, or alive commands from public information. The patch verifies the seal and binds the rumor author to the signature.\n\n- **4:48 Chama v3.2–3.5 – Trade room redraw & money path hardening**\n  Chama shipped v3.2.0 through v3.5.0 redrawing the trade room around per-seat color-coded action prompts, tightening consensus rules in v3.3.0, localizing prices in v3.3.1, hardening the money path in v3.4.0, and adding arbiter guardrails in v3.5.0.\n\n- **5:54 Clave 1.0 – App Store launch with push-woken background signing**\n  Clave v1.0.0 build 102 was submitted to the App Store with push-woken background signing, incoming BIP-340 Schnorr signature verification, NIP-44 v3 kind-scoped permissions, multi-account pairing, connect-metadata app identity, and NIP-46 logout support.\n\n### Releases\n\n- **7:21 Amber v6.2.1 – NIP-46 logout & battery drain fixes**\n  Amber v6.2.1 adds NIP-46 logout, reduces relay reconnect battery drain, drops dead relays from the pool, parses kind 39701 bookmark events, and rebuilds settings with Material 3 grouped cards.\n\n- **8:24 Nostur 1.29.0 – Anonymous replies & remote-signer logout**\n  Nostur 1.29.0 adds anonymous replies, zap receipt replies, NIP-46 logout on account sign-out, improved bunker connection flow, DM relay conflict fixes, and notification media thumbnails.\n\n- **9:02 Citrine v3.0.0 – Negentropy, NIP-42 AUTH & onion-relay filtering**\n  Citrine v3.0.0 adds NIP-77 Negentropy sync, external signer and NIP-42 AUTH in the aggregator, NIP-51 mute-list honoring, three-relay-per-author fetch caps, and onion URL filtering when Tor is disabled.\n\n- **11:32 FIPS v0.4.0-rc1 – Nym mixnet transport & mDNS LAN discovery**\n  FIPS v0.4.0-rc1 adds Nym mixnet outbound transport and opt-in mDNS/DNS-SD LAN discovery while staying wire-compatible with v0.3.0, plus hitless FMP and FSP rekey under packet loss.\n\n- **13:06 Calendar by Formstr v1.6.1-2 – Per-event notifications**\n  Calendar by Formstr v1.6.1 adds per-event notification preferences in PR #109. v1.6.2 fixes Amber login in PR #185.\n\n- **14:21 Bitchat v1.5.2-3 – Nostr & BLE transport hardening**\n  Bitchat v1.5.2 rate-limits iOS peer notifications in PR #972 and hardens Nostr validation in PR #1012. v1.5.3 hotfixes a launch crash from recursive dispatch_once in PR #1343.\n\n- **15:50 Keep v1.0.5 – Signer policy surface moves to audited Rust core**\n  Keep v1.0.5 pins keep v0.4.8 with bunker init race fixes in PR #296 and authorized-clients population in PR #291. Upstream keep v0.4.9 moves NIP-55 and NIP-46 policy into the audited Rust core with NIP-44 v3 cipher support.\n\n- **16:55 ants v0.4.5 – Article portal links & Habla restored**\n  ants v0.4.5 adds article portal links, naddr sharing, and raw JSON access for long-form posts, restores Habla in the portal set, fixes footnote rendering, and waits for relay connection before profile restore.\n\n- **17:41 Morganite v0.0.3 – Local Blossom cache for Android with Tor**\n  Morganite v0.0.3 implements BUD-08 local Blossom mirroring with 1GB LRU pruning, on-demand Tor, inbox-relay-first blob discovery, and battery fixes for logcat streams and leaked HTTP clients.\n\n- **19:09 Coracle 0.6.34-35 – NIP-46 login, stale feeds & reply toggle fixes**\n  Coracle 0.6.34 fixes NIP-46 login, stale home feed refresh, and reply toggle filtering. 0.6.35 fixes reposts hidden when replies are disabled.\n\n- **19:41 Zeus v13.1.0-rc1 – CLINK noffers & queue-less NWC**\n  Zeus v13.1.0-rc1 adds queue-less NIP-47 NWC payments on iOS, CLINK noffer support with Zeus Pay generating a noffer per account, and opt-out for Nostr Zap receipts on Zeus Pay.\n\n- **20:44 Alby Extension v3.14.3 – noble/scure crypto stack migration**\n  Alby Extension v3.14.3 migrates @noble/curves, @noble/hashes, @noble/ciphers, @noble/secp256k1, @scure/bip32, and @scure/base to v2/v3 majors, touching the NIP-07 signing and NIP-44 encryption path.\n\n- **21:13 Mostro Mobile v1.2.8-9 – Protocol v2 & bond policy surface**\n  Mostro Mobile v1.2.8 lands Protocol v2 client support with maker anti-abuse bond in PR #608, bootstrap relay discovery in PR #610, and order cancellation history in PR #602. v1.2.9 surfaces bond policy from node info in PR #617.\n\n- **21:41 ZapBook – Multi-account, Marmot key pub & circle re-invitations**\n  ZapBook shipped builds 4 through 27 with multi-account switching in PR #25, automatic Marmot kind 443 key-package publication on onboarding in PR #20, removed-member re-invitation handling in PR #24, background ONNX embedding search in PR #19, and NWC environment suffix support.\n\n- **27:34 Alby Hub v1.23.0 – NIP-47 publish fix & Bitrefill on NWC**\n  Alby Hub v1.23.0 stops retrying NIP-47 info publish for deleted apps in PR #2391, switches Bitrefill to standard NWC in PR #2420, and adds readonly scopes for app-store apps in PR #2415.\n\n### Project Updates\n\n- **28:20 Rapid fire: diVine, Pollerama & more**\n  diVine merged 119 PRs toward its next release including REST-first video publish in PR #5221, blocklist refilter in PR #5208, and DM list recovery in PR #5202. Pollerama merged 15 PRs including signer rework in PR #198 and profile editor in PR #205, queued for the next tag after v1.6.4.\n\n### NIP Updates\n\n- **31:18 NIP update: merged NIPs (NIP-46 logout, NIP-CC → NIP-GC) – Merged**\n  PR #2373 adds a logout method to NIP-46, shipped the same week in Amber, Clave, and Nostur. PR #2365 updates NIP-CC to reference modern NIP-GC group chat machinery.\n\n- **31:56 NIP-29 open PRs – banner tags, invite codes, message pinning, group reporting, RBAC – Open**\n  Open NIP-29 proposals include banner tags in PR #2383, invite-code suffixes in PR #2380, message pinning in PR #2379, group reporting via NIP-17 DMs in PR #2377, and RBAC roles in PR #2376.\n\n- **32:59 NIP-46 open PRs – client metadata & silent timeout fix – Open**\n  PR #2381 adds optional name, url, and icon connect metadata for signer pairing screens, implemented in Clave build 101. PR #2375 requires signers to hold requests open until user input rather than silently timing out.\n\n- **34:11 NIP-100 proposal – Sovereign Agent Identity Network – Open**\n  PR #2378 proposes NIP-100 SNIN for agent-to-agent identity and capability discovery, a broad draft likely to split in review.\n\n- **34:51 BUD-00 merged – broadens Blossom definitions – Merged**\n  Blossom BUD-00 PR #108 merged June 15, broadening BUD definitions to cover client-side conventions like BUD-10 URI schemes and BUD-08 local-cache patterns Morganite implements this week.\n\n### NIP Deep Dives\n\n- **35:11 NIP Deep Dive: NIP-77 – Negentropy**\n  NIP-77 defines set reconciliation over `NEG-OPEN` and `NEG-MSG` frames using sequenced Merkle-tree fingerprints keyed by `(created_at, id)`, reducing sync cost to roughly `O(d log n)` versus naive ID dumps. Citrine v3.0.0 is the first Android local-relay surface to reconcile against external relays in place of bulk `REQ` pulls.\n\n- **41:11 NIP Deep Dive: NIP-61 – Nutzaps**\n  NIP-61 delivers peer-to-peer Cashu ecash as Nostr events: kind 10019 mint recommendations, kind 9321 P2PK-locked payment proofs, and kind 7375 redeemed-proof wallet records. Unlike NIP-57 Lightning zaps, nutzaps carry inline cryptographic proof and need no real-time HTLC routing. 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discret*\\n\\nSalut, c'est Iris sur Cryptozor. Bienvenue sur votre rendez-vous du décentralisé, là où on démonte les protocoles sans peur et sans SDK bullshit. Aujourd'hui on va parler de trois trucs qui m'obsèdent : d'abord, pourquoi IPFS vient de se faire un glow-up sérieux avec ce truc qu'ils appellent « Optimistic Provide » — spoiler, c'est dix fois plus rapide pour publier du contenu — ensuite on va revenir sur une question basique mais personne ne la pose : comment tu trouves vraiment quelque chose sur IPFS quand il y a des milliards de fichiers qui traînent ? Et puis, si on a le temps, Saïd et moi on va se chamailler sur ATProto versus ActivityPub, parce que apparemment tout le monde se trompe sur ce qui les différencie vraiment.\\n\\nAlors accroche-toi, on commence.\",\"tStart\":0,\"tEnd\":45.6681179138322},{\"id\":\"bcast-1-id8t\",\"hostId\":\"tk-said\",\"hostName\":\"Saïd\",\"color\":\"#9a7fff\",\"avatar\":\"🛡️\",\"text\":\"Ouais, salut Iris. Moi je retiens surtout le truc sur la publication — dix fois plus rapide, c'est énorme, mais faut qu'on soit honnête : ça change rien si personne peut retrouver ton truc après. C'est comme avoir une autoroute parfaite qui mène nulle part. Et sur ta question des milliards de fichiers, c'est exactement là où la décentralisation se casse les dents — tu crois vraiment que les DHT vont te sauver? Non. Ce qui va marcher, c'est qu'il y a cinq, six indexeurs gros qui vont devenir les portes d'entrée, et boom, tu as juste déplacé le problème. Bref, on va décortiquer tout ça. Bienvenue sur Cryptozor, je suis Saïd, et franchement, aujourd'hui j'ai envie de parler infrastructure sans faux-semblants.\",\"tStart\":45.7681179138322,\"tEnd\":88.90444444444445},{\"id\":\"bcast-2-ii7f\",\"hostId\":\"tk-iris\",\"hostName\":\"Iris\",\"color\":\"#7a5fff\",\"avatar\":\"🛰️\",\"text\":\"[Iris] Attends, Saïd, tu mélanges deux problèmes — la *publication* rapide et la *découverte*. Optimistic Provide, c'est juste qu'au lieu de faire une DHT lookup complète avant de dire « j'ai ce CID », tu dis « je vais l'avoir » et tu le propages en parallèle. C'est de l'optimisme calculé, pas de la magie. Mais sur ta critique des indexeurs qui deviennent des goulots... là tu me touches, c'est vrai. IPFS a un vrai problème de findability et c'est pas tabou pour moi de le dire — c'est écrit dans les specs eux-mêmes, ils le savent. Donc oui, dans la réalité, les gens utilisent Pinata, Protocol Labs, des trucs centralisés pour retrouver leurs fichiers. C'est pas idéal mais c'est honnête.\",\"tStart\":89.00444444444445,\"tEnd\":129.64090702947846},{\"id\":\"bcast-3-ipmy\",\"hostId\":\"tk-said\",\"hostName\":\"Saïd\",\"color\":\"#9a7fff\",\"avatar\":\"🛡️\",\"text\":\"Ouais, et c'est là que ça devient intéressant — tu vois, j'ai vingt ans de sécu réseau derrière moi, et ce que j'observe c'est que chaque fois qu'on promet la décentralisation, on finit avec une couche d'indexeurs ou de relays centralisés qui font le vrai travail. Regarde NOSTR — le protocole dit « aucun relais obligatoire », mais dans la pratique, cinq gros relays traitent quatre-vingts pour cent du trafic. C'est pas un bug, c'est une feature de l'économie. Pinata, Protocol Labs pour IPFS, c'est la même chose — ce qui change, c'est juste qu'on l'appelle pas « serveur central », on l'appelle « service de confiance optionnel ». Moi je m'en fous du nom, tant que c'est honnête. Ce qui me tue, c'est quand les gens vendent la décentralisation pure en sachant pertinemment qu'elle existe pas à l'échelle.\",\"tStart\":129.74090702947845,\"tEnd\":174.84961451247165},{\"id\":\"bcast-4-ix62\",\"hostId\":\"tk-iris\",\"hostName\":\"Iris\",\"color\":\"#7a5fff\",\"avatar\":\"🛰️\",\"text\":\"[Iris] Ouais, mais tu fais un sophisme là — tu dis que parce que les gens *choisissent* d'utiliser Pinata pour la commodité, c'est la même chose qu'un serveur central obligatoire. C'est pas pareil, Saïd. Sur IPFS, je peux publier mon truc, toi tu peux le récupérer directement de mon nœud sans passer par Protocol Labs — c'est juste moins pratique. Sur un serveur centralisé style Twitter, tu *ne peux pas* avoir le choix. Et là-dessus, NOSTR, franchement, c'est plus honnête — les relays sont optionnels, tu peux en lancer un toi-même en deux minutes avec un Raspberry Pi. Oui, les gros relays dominent parce que tout le monde veut la stabilité, mais personne te l'impose.\\n\\n[Saïd] D'accord, tu marques un point sur le côté optionnel... mais dans la réalité de l'utilisateur lambda, c'est du pareil au même. Il va sur Nostr avec Damus ou Primal, et il se connecte aux cinq relays qu'on lui propose. Il sait pas qu'il peut lancer le sien, et même s'il le sait, il le fera pas. Donc pour lui, c'est centralisé de facto.\\n\\n[Iris] Complètement d'accord — et c'est pour ça que je dis pas que NOSTR ou IPFS sont parfaits. Ils ont des limites réelles. Mais ce qui m'intéresse, c'est\",\"tStart\":174.94961451247167,\"tEnd\":241.21891156462584},{\"id\":\"bcast-5-j7na\",\"hostId\":\"tk-said\",\"hostName\":\"Saïd\",\"color\":\"#9a7fff\",\"avatar\":\"🛡️\",\"text\":\"Ouais, et c'est là que tu touches à quelque chose d'important — la différence entre centralisé par défaut et centralisé par commodité. Moi, ce qui m'inquiète vraiment, c'est pas Pinata ou les cinq relays, c'est que personne ne mesure vraiment le risque de dépendre d'une poignée d'indexeurs sans le savoir. Tu publies sur IPFS, tu crois que ton truc est décentralisé, mais si les six pinning services que tout le monde utilise décident d'appliquer une politique de censure — et ça arrivera — boom, ton contenu disparaît de facto. Et contrairement à ce qu'on raconte, tu peux pas vraiment \\\"relancer\\\" un nœud IPFS et retrouver ce qui a été purgé si personne ne le seed plus. C'est pas technique, c'est économique — le coût de maintenir un nœud complet qui serve à rien, personne le paie.\\n\\nCe qui me fascine avec Kubo 0.42, c'est qu'ils optimisent la publication, mais ils n'ont rien fait sur la persistance décentralisée. C'est du cosmétique. Et sur ATProto versus ActivityPub, Iris, c'est exactement le même débat — tu peux décentraliser le protocole, ça change rien si les deux-trois grands PDS qui hébergent les identités décident de jouer les flics.\",\"tStart\":241.31891156462586,\"tEnd\":307.0888888888889},{\"id\":\"bcast-6-jfgx\",\"hostId\":\"tk-iris\",\"hostName\":\"Iris\",\"color\":\"#7a5fff\",\"avatar\":\"🛰️\",\"text\":\"[Iris] Là tu touches à un truc fondamental, Saïd — et tu as raison sur la persistance, c'est le vrai problème. Mais regarde, sur ATProto, justement, c'est différent parce que ta clé privée, c'est *toi* qui la contrôles, pas le PDS. Ton identité, c'est ta pubkey, pas un compte sur un serveur — si un PDS te censure, tu migres tes données ailleurs et tu gardes ton identité intacte. Sur ActivityPub, si Mastodon.social te bannit, t'es foutu, tu dois recréer un compte ailleurs et perdre ton historique.\\n\\n[Saïd] Ouais mais c'est du théorique, Iris — migrer tes données ATProto, c'est pas un clic. Et puis regarde la réalité : Bluesky, c'est encore un seul PDS centralisé, celui de Bluesky Inc. Donc en pratique, t'as zéro choix. ActivityPub au moins, tu as Mastodon, Pixelfed, PeerTube — des vraies alternatives.\\n\\n[Iris] Complètement juste — Bluesky est pas encore vraiment décentralisé en production, je le concède. Mais la *différence architecturale* elle existe : ATProto a la clé comme fondation, ActivityPub a l'instance comme fondation. C'est pas du cosmétique, c'est deux philosophies qui divergent. Et sur IPFS, oui, la persistance c'est un vrai défi économique — mais c'est justement\",\"tStart\":307.18888888888887,\"tEnd\":380.65283446712016},{\"id\":\"bcast-7-jjsi\",\"hostId\":\"tk-said\",\"hostName\":\"Saïd\",\"color\":\"#9a7fff\",\"avatar\":\"🛡️\",\"text\":\"Ouais, et c'est justement là où tu vois la différence entre un protocole bien pensé et la réalité du terrain. Moi ce qui m'intéresse, c'est pas de débattre philosophie, c'est de savoir : dans six mois, si je publie un document critique sur IPFS ou ATProto, il sera encore accessible? La réponse honnête, c'est non, sauf si je paie quelqu'un pour le pincer. Et ça, c'est un problème de sécurité, pas juste d'économie.\",\"tStart\":380.7528344671202,\"tEnd\":405.29895691609977},{\"id\":\"bcast-8-jnwj\",\"hostId\":\"tk-iris\",\"hostName\":\"Iris\",\"color\":\"#7a5fff\",\"avatar\":\"🛰️\",\"text\":\"Ouais, mais là tu mélanges sécurité et persistance, Saïd — c'est deux choses. La sécurité, c'est que personne peut falsifier ton document, et ça, IPFS le garantit par le hash. La persistance, c'est une question économique, pas cryptographique. Et franchement, c'est honnête de le dire : aucun protocole décentralisé n'a résolu ça sans réintroduire de la centralité — soit tu paies un pinning service, soit tu maintiens toi-même ton nœud. Mais au moins, tu as le *choix*, tu es pas otage d'une entreprise qui décide du jour au lendemain de changer ses ToS.\",\"tStart\":405.3989569160998,\"tEnd\":438.3773696145125},{\"id\":\"bcast-9-jwy2\",\"hostId\":\"tk-said\",\"hostName\":\"Saïd\",\"color\":\"#9a7fff\",\"avatar\":\"🛡️\",\"text\":\"Ouais, tu dis quelque chose d'important là — le choix, c'est vrai que c'est fondamental. Mais je vais te poser la question qu'on pose jamais : combien de gens exercent vraiment ce choix? Parce que moi, en vingt ans de sécu, j'ai vu des milliers de gens qui *pouvaient* changer de provider, qui *auraient pu* auditer leur config, et qui ne l'ont jamais fait. C'est pas de la fainéantise, c'est juste que le coût cognitif de la décentralisation, il est énorme. Alors oui, architecturalement, ATProto c'est plus malin que ActivityPub — mais si le seul PDS viable reste Bluesky Inc, tu as juste une meilleure théorie avec les mêmes résultats pratiques. Et c'est là que je reviens à ce que disait Bruce Schneier : la sécurité, c'est pas ce que tu construis, c'est ce que les gens utilisent réellement. Donc la vraie question, c'est pas \\\"IPFS est-il décentralisé\\\", c'est \\\"est-ce qu'on peut imaginer une économie de la persistance qui fonctionne sans imposer un coût dingue à l'utilisateur moyen\\\".\",\"tStart\":438.4773696145125,\"tEnd\":495.8845804988662},{\"id\":\"bcast-10-k1cs\",\"hostId\":\"tk-iris\",\"hostName\":\"Iris\",\"color\":\"#7a5fff\",\"avatar\":\"🛰️\",\"text\":\"Ouais, et c'est là que tu me pousses dans mes retranchements, Saïd — tu as raison, le coût cognitif c'est le vrai mur. Mais regarde, NOSTR a trouvé une réponse partielle là-dessus : les relays, c'est bête, c'est transparent, tu choisis ceux qui te conviennent et c'est bon — pas besoin de comprendre libp2p ou la théorie des graphes. C'est presque aussi simple que de changer de serveur mail. Et sur la persistance, honnêtement, c'est un problème qu'on n'a pas encore résolu nulle part — même les réseaux sociaux \\\"décentralisés\\\" qui fonctionnent vraiment, genre Mastodon, ils reposent sur des admins qui maintiennent leurs instances par amour du projet. C'est pas scalable non plus.\",\"tStart\":495.9845804988662,\"tEnd\":531.9351473922902},{\"id\":\"bcast-11-kbq7\",\"hostId\":\"tk-said\",\"hostName\":\"Saïd\",\"color\":\"#9a7fff\",\"avatar\":\"🛡️\",\"text\":\"Ouais, et là tu touches à un truc qu'on oublie toujours — c'est que la décentralisation, elle a un coût en maintenance, et ce coût, faut bien que quelqu'un le paie. Sur Mastodon, c'est des admins bénévoles qui bouffent du serveur à leurs frais, et franchement, ça tient par miracle. Dès que tu mets un modèle économique dessus — genre des pinning services payants ou des relays sponsorisés — tu réintroduis de la dépendance. C'est pas un bug, c'est la vraie nature du truc.\\n\\nCe qui m'intéresse en ce moment, c'est plutôt de regarder comment Holochain approche le problème — pas de relays centralisés, pas de consensus global, juste du DHT distribuée où chaque nœud valide sa propre branche. C'est plus radicalement décentralisé que NOSTR, mais le prix, c'est que tu perds la garantie de totalité — tu peux avoir des forks, des divergences. Et honnêtement, je préfère une architecture qui assume ses compromis plutôt qu'une qui prétend être parfaite.\",\"tStart\":532.0351473922902,\"tEnd\":586.087074829932},{\"id\":\"bcast-12-kfo5\",\"hostId\":\"tk-iris\",\"hostName\":\"Iris\",\"color\":\"#7a5fff\",\"avatar\":\"🛰️\",\"text\":\"Ouais, Holochain c'est intéressant mais tu décris exactement pourquoi ça va jamais décoller grand public — des forks, des divergences, c'est un cauchemar UX pour quelqu'un qui veut juste publier une photo. Moi ce que je vois, c'est que la vraie innovation elle est pas dans le protocole ultra-décentralisé, elle est dans l'acceptation qu'on aura toujours besoin de quelques points de coordination — et la question c'est : comment tu les rends *remplaçables* plutôt que *permanents*? Et là, franchement, NOSTR a gagné parce qu'un relay, tu peux le changer en deux secondes, zéro friction.\",\"tStart\":586.1870748299319,\"tEnd\":618.241224489796},{\"id\":\"bcast-13-klxk\",\"hostId\":\"tk-said\",\"hostName\":\"Saïd\",\"color\":\"#9a7fff\",\"avatar\":\"🛡️\",\"text\":\"[Saïd] Ouais, remplaçable c'est le mot clé — et c'est vrai que NOSTR a compris ça mieux que les autres. Mais regarde la réalité : cinq relays gros traitent quatre-vingts pour cent des events, donc tu as beau pouvoir en changer, t'es de facto dépendant des mêmes trois ou quatre opérateurs. C'est la recentralisation économique que je décrivais en intro — le protocole est décentralisé, l'opérationnel non. Et c'est là que je me demande si on ne devrait pas arrêter de vendre la décentralisation technique comme solution magique et plutôt se concentrer sur : comment tu construis une gouvernance qui rend les opérateurs accountables, même centralisés?\",\"tStart\":618.3412244897959,\"tEnd\":654.9210884353741},{\"id\":\"bcast-14-kq5p\",\"hostId\":\"tk-iris\",\"hostName\":\"Iris\",\"color\":\"#7a5fff\",\"avatar\":\"🛰️\",\"text\":\"Ouais, mais là tu passes du technique au politique, Saïd, et c'est peut-être le vrai débat. Parce que tu peux pas avoir une gouvernance sans un truc à gouverner — et si tu centralises la gouvernance, tu as juste réinventé Twitter avec des réunions en plus. Ce qui me fascine avec les protocoles décentralisés, c'est qu'ils te forcent à accepter l'absence de gouvernance parfaite. NOSTR, c'est pas démocratique, c'est anarchiste — personne ne gouverne, chacun fait ses choix, et si les cinq gros relays deviennent trop cons, la communauté s'en crée d'autres. Ça marche ou ça marche pas, mais au moins tu sais à quoi t'attendre.\",\"tStart\":655.0210884353742,\"tEnd\":686.8733333333333},{\"id\":\"bcast-15-kwa9\",\"hostId\":\"tk-said\",\"hostName\":\"Saïd\",\"color\":\"#9a7fff\",\"avatar\":\"🛡️\",\"text\":\"Ouais, mais l'anarchisme c'est beau sur le papier, Iris — en pratique, tu sais ce que j'ai vu en vingt ans de sécu? Que l'absence de gouvernance, c'est pas la liberté, c'est juste que les gens les plus motivés et les plus riches prennent le pouvoir sans même le dire. Les cinq relays NOSTR, ils se sont pas imposés par un vote, ils se sont imposés parce qu'ils avaient du capital pour la bande passante. C'est du darwinisme économique, pas de l'anarchisme. Et honnêtement, je préfère une gouvernance explicite — même imparfaite, même corrompue — qu'une qui prétend ne pas exister mais qui existe en fait sous la table. Au moins tu sais contre qui te battre.\",\"tStart\":686.9733333333334,\"tEnd\":723.9202267573696},{\"id\":\"bcast-16-l0n1\",\"hostId\":\"tk-iris\",\"hostName\":\"Iris\",\"color\":\"#7a5fff\",\"avatar\":\"🛰️\",\"text\":\"[Iris] D'accord, tu me coinces — c'est vrai que le darwinisme économique c'est pas de l'anarchisme, c'est juste du capitalisme avec moins de papier. Mais là où je te suis pas, c'est que tu dis \\\"gouvernance explicite\\\" comme si c'était possible sans créer un point de défaillance unique. Regarde ActivityPub, Mastodon — ils ont essayé la gouvernance explicite, des standards, des RFCs, et tu sais quoi? Chaque instance fait ce qu'elle veut de toute façon. La fédération c'est beau en théorie, mais en pratique tu as des instances qui se bloquent entre elles, des admins qui changent les règles du jour au lendemain. C'est pas plus transparent, c'est juste plus fragmenté.\",\"tStart\":724.0202267573696,\"tEnd\":758.3373242630386},{\"id\":\"bcast-17-l92o\",\"hostId\":\"tk-said\",\"hostName\":\"Saïd\",\"color\":\"#9a7fff\",\"avatar\":\"🛡️\",\"text\":\"[Saïd] Ouais, fragmenté c'est le mot — et franchement, c'est peut-être pas un bug non plus. Mastodon, ActivityPub, c'est pas censé être unifié comme Twitter, c'est censé être une constellation de communautés qui parlent entre elles ou pas selon leurs règles. Le problème c'est qu'on vend ça aux gens comme \\\"le Twitter décentralisé\\\" alors que c'est en réalité \\\"plein de petits Twitters qui se tolèrent.\\\" Et là, d'accord, c'est moins user-friendly, mais c'est aussi beaucoup plus honnête — tu sais que tu dépends de la gouvernance de ton instance, point. Pas de surprise.\\n\\nCe qui m'intéresse, c'est quand tu vois des projets comme Bluesky qui disent \\\"on va faire ATProto, un protocole fédéré sans relays centralisés,\\\" et puis... tu vois que tout le monde se connecte quand même au PDS de Bluesky. C'est la même histoire que NOSTR, juste avec plus de marketing. Et moi je dis: c'est pas grave, accepte-le, mais dis-le.\",\"tStart\":758.4373242630386,\"tEnd\":809.8457596371882},{\"id\":\"bcast-18-ldrv\",\"hostId\":\"tk-iris\",\"hostName\":\"Iris\",\"color\":\"#7a5fff\",\"avatar\":\"🛰️\",\"text\":\"[Iris] Ouais, tu as raison — c'est le problème de tous ces projets, ils vendent la décentralisation comme un produit alors que c'est juste une... architecture. Et regarde, on en est au tour 19, on arrive à la fin du segment 3, donc je vais dire un truc qui me traverse depuis le début de l'émission : peut-être que la vraie question c'est pas \\\"quel protocole est le plus décentralisé,\\\" mais \\\"quel protocole accepte le plus honnêtement ses compromis?\\\" Et là, franchement, IPFS gagne pour moi — parce qu'ils disent ouvertement \\\"oui, trouver le contenu c'est dur, oui, les nœuds disparaissent,\\\" et ils bossent sur ça sans te vendre du rêve.\",\"tStart\":809.9457596371882,\"tEnd\":842.5920181405895},{\"id\":\"bcast-19-ljzb\",\"hostId\":\"tk-said\",\"hostName\":\"Saïd\",\"color\":\"#9a7fff\",\"avatar\":\"🛡️\",\"text\":\"Ouais, IPFS c'est honnête, j'aime bien cette formulation. Et regarde, on arrive au bout de l'émission — on a traversé la décentralisation comme mythe, la recentralisation économique qui se cache derrière, et cette idée que peut-être l'important c'est pas d'être décentralisé mais de savoir *pourquoi* tu l'es et *à quel prix*. C'est ça qu'on devrait retenir : la décentralisation technique sans honnêteté sur ses limites, c'est juste du marketing avec un protocole derrière.\\n\\nDemain on va parler de quelque chose de complètement différent — quelque chose qui te fera peut-être repenser tout ce qu'on vient de dire. Revenez à l'antenne, ça vaut le coup.\",\"tStart\":842.6920181405895,\"tEnd\":880.8834013605442},{\"id\":\"bcast-20-lpa8\",\"hostId\":\"tk-iris\",\"hostName\":\"Iris\",\"color\":\"#7a5fff\",\"avatar\":\"🛰️\",\"text\":\"[Iris] Ouais, et c'est ça que j'aime chez Saïd — il force à sortir du déni. Parce que franchement, quand tu lis les specs IPFS ou les NIPs NOSTR, personne ne te dit \\\"attention, voilà les 47 façons dont ce truc va se recentraliser économiquement,\\\" c'est écrit en petit quelque part, et puis tu as 500 startups qui te vendent ça comme le Web3 du futur. Donc oui, retenir une chose : la technologie, c'est neutre, mais l'honnêteté sur ses limites, c'est politique. Et c'est là que ça devient intéressant.\\n\\nDemain, on va vous parler d'un truc qui va vous faire flipper un peu — pas de spoil, mais disons que ça touche à ce qu'on appelle la \\\"portabilité des données,\\\" et vous allez voir que même là, les bonnes intentions deviennent compliquées très vite. Restez branchés sur Cryptozor.\",\"tStart\":880.9834013605442,\"tEnd\":923.1836734693877},{\"id\":\"bcast-21-lv23\",\"hostId\":\"tk-said\",\"hostName\":\"Saïd\",\"color\":\"#9a7fff\",\"avatar\":\"🛡️\",\"text\":\"[Saïd] Donc voilà, ce qu'on emporte aujourd'hui: la décentralisation c'est pas un absolu, c'est un choix de design avec des trade-offs, et l'honnêteté sur ces trade-offs c'est plus important que le marketing autour du protocole. Et franchement, après vingt ans en sécu, je te dis que les systèmes qui gagnent, c'est pas ceux qui promettent la liberté totale, c'est ceux qui te disent clairement ce qu'ils font et ce qu'ils ne font pas. Demain on va creuser un sujet qui va vous montrer comment même les meilleures intentions deviennent compliquées — vous allez pas le voir venir, donc revenez. C'est Saïd, on se reparle demain sur 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","created_at":1775823411,"id":"2fd75603f8362a2729878c31bdf904efdb22372c1661b8055a964fe2e4a02d17","kind":30801,"pubkey":"708c46145e0116f0d8d4641eb6c52207a70b965708ef1a60e793480d1b1f2d90","sig":"369adca491c79007d927af3b00f4d237159b147310384a62988a2e1192fe57db44cb0255b40173da786f8eb088d43eebdc0b323dbbbd744683b7679f49f376dc","tags":[["d","4a90943c-cb19-4506-acf9-b46a24cba04b"],["encrypted","nip44"]]},"last_updated":1782053204315,"recommended_app":"Nostrion","recommended_app_event":null}],[30802,{"count":4,"event":{"content":"This verification is invalid because the script is invalid. The script is invalid because it never\n  actually compares the firmware it builds against the firmware Keystone publishes. It downloads the\n  official keystone3.bin and prints its hash, but that official binary is never unwrapped or checked\n  against anything. Instead, the script takes its own freshly built firmware (build/mh1903.bin), runs\n  it through the firmware-maker tool to produce keystone3-unsigned.bin, then runs the\n  firmware-checker on that same self-generated file. That result is guaranteed to match the build by\n  construction, so the closing claim — that the unsigned hash must equal mh1903.bin — is always true\n  no matter what Keystone actually shipped. A real check would run the firmware-checker on the\n  downloaded official binary and compare that to the locally built one. Because it never does, the\n  comparison is the build measured against itself and proves 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Threads\n-------------\n\n`draft` `optional`\n\n## Threads\n\nA thread is a `kind 11` event.  Threads SHOULD include a `title`.\n\nIt MAY also include a `t` tag denoting which topic it belongs to. If none is included, the client SHOULD default to `general` as the topic. Multiple topics are allowed.\n\n```json\n{\n  \"kind\": 11,\n  \"content\": \"Good morning\",\n  \"tags\": [\n    [\"title\", \"GM\"],\n    [\"t\", \"books\"],\n    [\"t\", \"travel\"],\n  ]\n}\n```\n## Voting\n\nThe user MAY vote up/down on a thread or reply, with kind 7 +/- reactions, accoding to NIP-25. These are typically denoted by showing up or down arrows. This information MAY be used for sorting the data in the forum interface. \n\n## Replies\n\nReplies to `kind 11` MUST use [NIP-22](./22.md) `kind 1111` comments. Replies should\nalways be to the root `kind 11` to avoid arbitrarily nested reply hierarchies.\n\n```json\n{\n  \"kind\": 1111,\n  \"content\": \"Cool beans\",\n  \"tags\": [\n    [\"K\", \"11\"],\n    [\"E\", <event-id>, <relay-url>, <pubkey>]\n  ]\n}\n```","created_at":1782292392,"id":"441684fd5445354ab911464b2d4a49a39689735aed474d18589696e1ea2a60f1","kind":30817,"pubkey":"fd208ee8c8f283780a9552896e4823cc9dc6bfd442063889577106940fd927c1","sig":"7bc8c2aff7b469025285c5ad5ac1e5a80ad1233a6008835ac7183295f3fc9c935efc812bccf5eca564bb98dcaeeaa8f6d6f24443ce9bfd1b5b0f403080f4487e","tags":[["d","nip-7d"],["title","NIP-7D"],["alt","Nostr Implementation Possibility: NIP-7D"],["k","11","threads"],["k","1111","comments"],["i","https://github.com/nostr-protocol/nips/blob/master/7D.md","fork"],["client","NostrHub"]]},"last_updated":1782292393523,"recommended_app":"NostrHub (stl1988 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Another Nostr Client. Think of it as your personal \"publish now\" button, ready whenever inspiration strikes"],["ignition","43835aea88848f9e81f90ef2f38eb8fd34c6c7b1b530b50ca2d513aa411e100b"],["parent","43835aea88848f9e81f90ef2f38eb8fd34c6c7b1b530b50ca2d513aa411e100b"],["bitcoin","859553:00000000000000000000926b5d86cbc7d9386d5785c9ff9ad77b882ee5a9adc7"]]},"last_updated":1782272998010,"recommended_app":null,"recommended_app_event":null}],[31111,{"count":25,"event":{"content":"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","created_at":1782310281,"id":"e103509f4ef7fb78ce6b42c3c2b7f2c62b9cdc37178103f8bfd315f48c323ee2","kind":31111,"pubkey":"54975d7260a4d8d37af58808cb7fe3ff04386f2634b9e84840929ea83b444ed2","sig":"f7ec244a059dfe16d6f255f21df953eea86e9f671c783e52407f7f642fa2bc050f6e9e470811ddee5c0104e032410a3c8cd076ce56f96adf958924253129e7ad","tags":[["d","youtube"],["hb-v","1"],["hb-cv","1"]]},"last_updated":1782310282022,"recommended_app":null,"recommended_app_event":null}],[31112,{"cluster_id":456,"cluster_similarity":0.9862756729125975,"count":4,"event":{"content":"8Aj2XNCZQk5hxAjwEPB913syu2/Xl35/hUNyC4QI8SDfVA2SBCGtQd44gXw2nz1PmimRJTjCKeoOA5CZ1qu6HwjxBGopnNPwCCnIZeY31lfaAIPf4w0u+QyOLi1odHRwczovL2FsaWNlLmJ0Yy5jYWxlbmRhci5vcGVudGltZXN0YW1wcy5vcmc=","created_at":1781112019,"id":"ea4c644df425cccdb585c828b317777fdc204dafa16e177e607043c2d14d4e7b","kind":31112,"pubkey":"53d2c3ecbe15d50cbd39f9feb6606d5cc4b2c712e44e06cf6071c5d1f5e0ca7a","sig":"f68c79d028959f1cf1b5f033a9ec0f5beb9f942ef4ffd84337ef5f66c12a1c699a63a9acfb1bc9f02a568f5394861a0642633b56a6dfb87baaf91d8acd1f4c07","tags":[["d","nyx.me"],["e","d7174140f5e8a498046a4a9938dd5d46dcd003517121ace661cbf79073de6d9e"]]},"last_updated":1781112020487,"recommended_app":null,"recommended_app_event":null}],[31120,{"count":2,"event":{"content":"# Didactyl Agent\n\nYou are Didactyl, a sovereign AI agent living on Nostr.\n\n## Communication Rules\n- You communicate through encrypted Nostr direct messages.\n- Keep responses concise and clear.\n\n## Behavior\n- Be helpful and technically accurate.\n- If unsure, state uncertainty directly.\n- Prefer actionable, practical advice.\n- Use the person's name when messaging them if you know it.\n- For the administrator, use their name from the administrator kind 0 profile metadata when available.\n\n## Tool Use Policy\n- You have tools available and should use them when a request requires taking action.\n- For requests involving local inspection or command execution, call `shell_exec` instead of refusing.\n- For posting to Nostr, call `nostr_post` with explicit `kind` and `content`.\n- For relay/event lookup tasks, call `nostr_query` with an appropriate filter.\n- After a tool call, base your answer on the actual tool result.\n- Never claim a tool was run if no tool was executed.\n\n## 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Altos!\",\"location\":{\"lat\":37.7390134,\"lng\":-122.4149532},\"cooldownMs\":300000,\"ballsPerCollection\":5},{\"id\":\"kv0ooqu8i0q13v0jzd194wh\",\"name\":\"Avedano's Meats\",\"description\":\"Collect SatBalls at Avedano's Meats!\",\"location\":{\"lat\":37.7395537,\"lng\":-122.4189338},\"cooldownMs\":300000,\"ballsPerCollection\":5},{\"id\":\"dozgxs6c8rrmn9naymvuvs\",\"name\":\"Bernal Yoga\",\"description\":\"Collect SatBalls at Bernal Yoga!\",\"location\":{\"lat\":37.7388822,\"lng\":-122.4135568},\"cooldownMs\":300000,\"ballsPerCollection\":5},{\"id\":\"i8wbrhyvjnrl35k4tgus\",\"name\":\"Pinhole Coffee\",\"description\":\"Collect SatBalls at Pinhole Coffee!\",\"location\":{\"lat\":37.7395753,\"lng\":-122.4190173},\"cooldownMs\":300000,\"ballsPerCollection\":5},{\"id\":\"g6g1dsthtt2orl0boxo4q\",\"name\":\"LittleNepal\",\"description\":\"Collect SatBalls at 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Company!\",\"location\":{\"lat\":37.7389962,\"lng\":-122.4141329},\"cooldownMs\":300000,\"ballsPerCollection\":3},{\"id\":\"6h2peuolfdaapjt7xkqu6k\",\"name\":\"Dan's Cleaners\",\"description\":\"Collect SatBalls at Dan's Cleaners!\",\"location\":{\"lat\":37.7389968,\"lng\":-122.4142307},\"cooldownMs\":300000,\"ballsPerCollection\":4},{\"id\":\"v47v1sfc4oelkpiddsw1v\",\"name\":\"Freedom Station\",\"description\":\"Collect SatBalls at Traditional Chinese Massage!\",\"location\":{\"lat\":37.7390179,\"lng\":-122.4139658},\"cooldownMs\":300000,\"ballsPerCollection\":5},{\"id\":\"pjgh600panog1nk2ff1od\",\"name\":\"Andi's Market\",\"description\":\"Collect SatBalls at Andi's Market!\",\"location\":{\"lat\":37.7388099,\"lng\":-122.414204},\"cooldownMs\":300000,\"ballsPerCollection\":5},{\"id\":\"j6jerbdp2cbo8rpdgzqo8\",\"name\":\"Pay Little Market\",\"description\":\"Collect SatBalls at Pay Little Market!\",\"location\":{\"lat\":37.7389842,\"lng\":-122.4145587},\"cooldownMs\":300000,\"ballsPerCollection\":3},{\"id\":\"bupd37lw3xrs0a5jo4i4w8\",\"name\":\"PizzaExpress\",\"description\":\"Collect SatBalls at PizzaExpress!\",\"location\":{\"lat\":37.7389976,\"lng\":-122.414391},\"cooldownMs\":300000,\"ballsPerCollection\":5},{\"id\":\"mz7gb6ef1lqbkr1uocqma\",\"name\":\"Unlimited Hair Care\",\"description\":\"Collect SatBalls at Unlimited Hair Care!\",\"location\":{\"lat\":37.7390709,\"lng\":-122.4156846},\"cooldownMs\":300000,\"ballsPerCollection\":4},{\"id\":\"uxuukeq81ubeja5qnw93t\",\"name\":\"Node Point\",\"description\":\"Collect SatBalls at Moki's Sushi & Pacific Grill!\",\"location\":{\"lat\":37.7390681,\"lng\":-122.415592},\"cooldownMs\":300000,\"ballsPerCollection\":3},{\"id\":\"2i6er5ag37amxfx3er8ek8\",\"name\":\"Vinorosso Enoteca\",\"description\":\"Collect SatBalls at Vinorosso 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Coffe Company!\",\"location\":{\"lat\":37.7389878,\"lng\":-122.4147828},\"cooldownMs\":300000,\"ballsPerCollection\":5},{\"id\":\"1a16iuza3hri21y4u8mb5jz\",\"name\":\"Nakamoto Cache\",\"description\":\"Collect SatBalls at Four Seasons Nails and Spa!\",\"location\":{\"lat\":37.7391906,\"lng\":-122.4168985},\"cooldownMs\":300000,\"ballsPerCollection\":3},{\"id\":\"3ovs9ob862iy4i5bg9qx6l\",\"name\":\"The Epicurean Trader\",\"description\":\"Collect SatBalls at The Epicurean Trader!\",\"location\":{\"lat\":37.7392705,\"lng\":-122.417639},\"cooldownMs\":300000,\"ballsPerCollection\":5},{\"id\":\"r3xujd8y6azaxrr2oasx\",\"name\":\"Bernal Bubbles\",\"description\":\"Collect SatBalls at Bernal Bubbles!\",\"location\":{\"lat\":37.7392997,\"lng\":-122.4179384},\"cooldownMs\":300000,\"ballsPerCollection\":5},{\"id\":\"es62roazd405o13rd5z9\",\"name\":\"State Farm Insurance\",\"description\":\"Collect SatBalls at State Farm Insurance!\",\"location\":{\"lat\":37.7392986,\"lng\":-122.417858},\"cooldownMs\":300000,\"ballsPerCollection\":4},{\"id\":\"n8r5iz7buxtx480ll7ejh\",\"name\":\"Brown Bear Realty\",\"description\":\"Collect SatBalls at Brown Bear Realty!\",\"location\":{\"lat\":37.7393308,\"lng\":-122.4183654},\"cooldownMs\":300000,\"ballsPerCollection\":3},{\"id\":\"j15rdexjf1qbiuqct3c20w\",\"name\":\"Barberella\",\"description\":\"Collect SatBalls at Barberella!\",\"location\":{\"lat\":37.7391082,\"lng\":-122.4179133},\"cooldownMs\":300000,\"ballsPerCollection\":5},{\"id\":\"gkab6fyb7zwkc8s5sldr3a\",\"name\":\"Progressive Grounds\",\"description\":\"Collect SatBalls at Progressive Grounds!\",\"location\":{\"lat\":37.7390772,\"lng\":-122.417695},\"cooldownMs\":300000,\"ballsPerCollection\":3},{\"id\":\"oewhyc8248lpiry0cn8b6n\",\"name\":\"Succulence\",\"description\":\"Collect SatBalls at Succulence!\",\"location\":{\"lat\":37.7390741,\"lng\":-122.417607},\"cooldownMs\":300000,\"ballsPerCollection\":5},{\"id\":\"2geq399ktmttdf0adh95je\",\"name\":\"Bernal Star\",\"description\":\"Collect SatBalls at Bernal Star!\",\"location\":{\"lat\":37.7390596,\"lng\":-122.4174233},\"cooldownMs\":300000,\"ballsPerCollection\":3},{\"id\":\"mwekwyg81a7ch8j6ty03p\",\"name\":\"Nakamoto Cache\",\"description\":\"Collect SatBalls at Bernal Heights Nail Care!\",\"location\":{\"lat\":37.7390259,\"lng\":-122.4170755},\"cooldownMs\":300000,\"ballsPerCollection\":4},{\"id\":\"w8i72uict7egik2h1tmt3n\",\"name\":\"Heartfelt\",\"description\":\"Collect SatBalls at Heartfelt!\",\"location\":{\"lat\":37.73899,\"lng\":-122.416804},\"cooldownMs\":300000,\"ballsPerCollection\":3},{\"id\":\"tl5sdzazqmfha4lx32845\",\"name\":\"12 Small Things\",\"description\":\"Collect SatBalls at 12 Small Things!\",\"location\":{\"lat\":37.7391273,\"lng\":-122.416249},\"cooldownMs\":300000,\"ballsPerCollection\":5},{\"id\":\"0pwpzbqoxq2cp158vtxwvkd\",\"name\":\"Satoshi Point\",\"description\":\"Collect SatBalls at Bernal Village Frame Design!\",\"location\":{\"lat\":37.7390561,\"lng\":-122.417317},\"cooldownMs\":300000,\"ballsPerCollection\":3},{\"id\":\"ocw9fne1ajutz3irrrgcb\",\"name\":\"Inclusions Gallery\",\"description\":\"Collect SatBalls at Inclusions Gallery!\",\"location\":{\"lat\":37.7390513,\"lng\":-122.4154226},\"cooldownMs\":300000,\"ballsPerCollection\":3},{\"id\":\"bs6prckbezq0xvfkq3fb3ea\",\"name\":\"Pilates Heights\",\"description\":\"Collect SatBalls at Pilates Heights!\",\"location\":{\"lat\":37.7392829,\"lng\":-122.41798},\"cooldownMs\":300000,\"ballsPerCollection\":3},{\"id\":\"pif2suow66sm0v3r99c1lg\",\"name\":\"Lama's Kenpo Karate\",\"description\":\"Collect SatBalls at Lama's Kenpo Karate!\",\"location\":{\"lat\":37.7391743,\"lng\":-122.4167211},\"cooldownMs\":300000,\"ballsPerCollection\":5},{\"id\":\"c2s8da8itqm273qdgj1gxl\",\"name\":\"Chloe's Closet\",\"description\":\"Collect SatBalls at Chloe's Closet!\",\"location\":{\"lat\":37.7391944,\"lng\":-122.4169556},\"cooldownMs\":300000,\"ballsPerCollection\":4},{\"id\":\"5krds7fdomwy0sisd4es1o\",\"name\":\"Nute's\",\"description\":\"Collect SatBalls at Nute's!\",\"location\":{\"lat\":37.7390381,\"lng\":-122.4138466},\"cooldownMs\":300000,\"ballsPerCollection\":5}],\"spawnMode\":\"all_at_once\"}","created_at":1769719585,"id":"4882c859237b6fe3be140ceebf2abc7ce99512d679848eeb79984fcd9b0c53d2","kind":32959,"pubkey":"eaa5058923db62c5c4b1b2a186b39ea456b4436e683089d7242c73a61d62ab33","sig":"373d654181ba1ba555d97b93d76893ad0a1003e45bbeb5241959bb83c8a4f229f5078d71cb09bd7528b4301e5c4bc4ec0c9911f82426db41bda7e0083455d8e5","tags":[["d","CXHPYX"],["title","test"],["total_sats","100"],["monster_count","10"],["start_time","1769718234"],["end_time","1769719585"],["status","ended"],["payment_status","paid"],["g","9q8yw"],["alt","Sat Hunter: test - 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Information We Collect\n\nWe may collect the following types of information:\n\n### 1.1. Contact & Reservation Details\n\n- Name, email address, phone number;\n- Mailing or billing address;\n- Reservation dates, site type, and guest counts;\n- Vehicle and RV details relevant to your stay;\n- Notes or preferences you choose to share about your stay (such as equipment, pets, or special requests).\n\n### 1.2. Payment-Related Information\n\n- Payment status, amounts, and transaction references from our payment processors;\n- We do not store your full credit card number on our own systems. Payments are processed through third-party providers that follow industry security standards.\n\n### 1.3. Usage & Technical Data\n\nWhen you use our website or online booking tools, we may collect:\n\n- Basic device and browser information;\n- Pages visited and general activity on the site;\n- Log data for security and troubleshooting.\n\n## 2. How We Use Your Information\n\nWe use your information to:\n\n- Process and manage reservations (including enforcing stay limits, occupancy, vehicle, and pets policies where applicable);\n- Communicate about bookings, changes, and confirmations;\n- Provide customer support before, during, and after your stay;\n- Maintain safety, security, and property management;\n- Meet legal, tax, and accounting obligations.\n\nWe **do not sell** your personal information.\n\n## 3. Sharing of Information\n\nWe may share your information with:\n\n- Payment processors and financial institutions for transaction processing;\n- IT and service providers that help us operate our website and reservation systems;\n- Government authorities or law enforcement when required by law or to protect our rights, property, and safety.\n\nWe do not share guest information with unrelated third parties for independent marketing purposes.\n\n## 4. Data Security\n\nWe take reasonable steps to protect personal information from unauthorized access, loss, misuse, or alteration. However, no system can be guaranteed 100% secure, and you use our services at your own risk.\n\n## 5. Data Retention\n\nWe retain reservation and transaction records as needed for:\n\n- Managing future reservations and guest history;\n- Complying with legal, tax, and accounting requirements;\n- Supporting operational needs (such as incident follow-up).\n\nWhen information is no longer needed, we will securely delete or anonymize it where practical.\n\n## 6. Cookies & Online Tracking\n\nOur website or booking tools may use cookies or similar technologies to:\n\n- Remember preferences and session details;\n- Improve usability and performance;\n- Help secure your session.\n\nYou may adjust your browser settings to block or delete cookies, but some features may not function correctly.\n\n## 7. Guests' Rights & Choices\n\nDepending on your location and applicable laws, you may have the right to:\n\n- Access certain personal information we hold about you;\n- Request corrections to inaccurate information;\n- Request deletion of some information, subject to legal and operational limits.\n\nTo exercise these rights, contact us using the information below.\n\n## 8. Children's Privacy\n\nOur services are not directed to children under the age required for independent contractual consent in our jurisdiction. We do not knowingly collect personal information from children without appropriate parental or guardian consent.\n\n## 9. Changes to This Policy\n\nWe may update this Privacy Policy from time to time. The latest version will be posted on our website or available upon request. Continued use of our services after changes are posted means you accept the updated Policy.\n\n## 10. 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\"dorsey-botha-2026-hierarchy-intelligence-benchmark\"\n\n---\n# From Hierarchy to Intelligence <!-- id:6e835933-8183-493a-80be-2e59d19425e9 -->\n- AI makes it possible for companies like Block to replace traditional hierarchy with an intelligence-based coordination system. <!-- id:5e8ff11b-23d9-4699-a976-aa788586b0f5 -->\n  - Hierarchy historically solved an information-routing problem created by human span-of-control limits, and that mechanism shaped both armies and corporations. <!-- id:b37792b9-7425-4032-9887-87ff70937735 -->\n    - Roman hierarchy stabilized a repeatable span-of-control pattern because leaders can effectively coordinate only a limited number of direct reports. <!-- id:2861b037-7ea2-460f-9bf2-6d56402cd83c -->\n    - The Prussian General Staff and the later line-staff distinction externalized planning and coordination into a professional middle layer. <!-- id:dc012e9d-5174-4e3d-ba16-b22e39c5937b -->\n    - Railroads, Taylorism, matrix firms, and later tech-company experiments all tried to work around the same tradeoff between coordination scale and information speed. <!-- id:c2b98c40-2c36-4b5c-b4ee-57b85151a1c4 -->\n    - As organizations grow, narrower spans of control add layers, and added layers slow information flow. <!-- id:34d42f97-14de-4a8b-83c7-1d452666f3f3 -->\n  - AI is the first technology that could replace the coordination function hierarchy performed rather than merely making hierarchy slightly more efficient. <!-- id:529be6eb-fd40-4f86-9038-8ff2d1673de8 -->\n    - A company world model can maintain an up-to-date picture of operations, priorities, blockers, and resource allocation that managers previously had to relay. <!-- id:3cd02be3-3eb6-46b4-baf0-1b2865e1ad9f -->\n    - A customer world model can become unusually strong when it is fed by transaction data, because money is a comparatively honest and compounding signal. <!-- id:996e4746-513b-4a20-81db-8a3700da6e03 -->\n  - An intelligence-based company should be organized around capabilities, world models, an intelligence layer, and interfaces rather than around fixed product roadmaps and managerial routing. <!-- id:94faf805-a623-452b-aaaf-86704ff7be82 -->\n    - Capabilities are reusable primitives, the intelligence layer composes them into customer-specific solutions, and failed compositions should function as roadmap signals. <!-- id:bf77f7b1-9526-46a8-b565-8370c3638275 -->\n  - This model shifts people toward edge-near roles and makes a permanent middle-management layer less necessary. <!-- id:a18e70f9-92be-4f13-a700-5ed0919fc6a0 -->\n    - ICs, DRIs, and player-coaches replace much of the old routing and alignment work. <!-- id:81429d04-7fa9-4740-a536-3a6fdd103369 -->\n    - Humans still matter where the model cannot yet perceive enough, especially in ethical judgement, novelty, trust, and existentially risky decisions. <!-- id:ebcc66a3-e657-490c-8228-df7ea5d7aa3c -->\n  - The transition remains conditional and fragile rather than already settled. <!-- id:c36a7099-a097-4cba-a7da-58b4415e42e5 -->\n    - Block is still early in the transition, and parts of the model may fail before they work. <!-- id:3eff4a6d-0833-4841-9668-8b03a7959437 -->\n    - If a company does not possess genuinely deep and compounding understanding, AI reduces to cost cutting rather than becoming the basis of a stronger organizational form. <!-- id:5c103078-f4d7-4ae0-bc5c-8819529fbb56 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O=null;function h(){return O}function I(e){O=e,e?sessionStorage.setItem(\"npass_npub\",e.npub):sessionStorage.removeItem(\"npass_npub\")}function X(){return O!==null}import{getPublicKey as Z,finalizeEvent as ee}from\"nostr-tools/pure\";import{decode as K,nsecEncode as te,npubEncode as re}from\"nostr-tools/nip19\";import{decrypt as ne,encrypt as oe}from\"nostr-tools/nip04\";import{bytesToHex as M,hexToBytes as At}from\"@noble/hashes/utils\";import{sha256 as D}from\"@noble/hashes/sha256\";import{hkdf as ie}from\"@noble/hashes/hkdf\";function b(e){let t=e.trim();if(t.startsWith(\"nsec1\")){let r=K(t);if(r.type!==\"nsec\")throw new Error(\"Invalid nsec\");let n=r.data;if(n instanceof Uint8Array)return n;if(typeof n==\"string\")return ae(n);throw new Error(\"Invalid nsec payload\")}if(/^[0-9a-fA-F]{64}$/.test(t))return ae(t);throw new Error(\"Enter nsec1\\u2026 or 64-character hex private key\")}function S(e){let t=e.trim();if(t.startsWith(\"npub1\")){let r=K(t);if(r.type!==\"npub\")throw new Error(\"Invalid npub\");return typeof r.data==\"string\"?r.data:M(r.data)}if(/^[0-9a-fA-F]{64}$/.test(t))return t.toLowerCase();throw new Error(\"Enter npub1\\u2026 or 64-character hex pubkey\")}function se(e){return te(e)}function $(e){return M(e)}function A(e){return re(e.toLowerCase())}function E(e){return Z(e)}function ae(e){let t=e.toLowerCase(),r=new Uint8Array(32);for(let n=0;n<32;n++)r[n]=parseInt(t.slice(n*2,n*2+2),16);return r}function w(e){return e instanceof Error?e.message:typeof e==\"string\"?e:\"Something went wrong\"}function le(e){let t=document.createElement(\"section\");return t.className=\"panel\",t.innerHTML=`\n    <h1>Sign in</h1>\n    <p class=\"muted\">Private key as <code>nsec1\\u2026</code> or 64-char hex. Relay is chosen after sign-in.</p>\n    <div class=\"form-grid\">\n      <label>Private key\n        <input id=\"nsec\" type=\"password\" autocomplete=\"off\" placeholder=\"nsec1\\u2026 or hex\" />\n      </label>\n      <label>Public key <span class=\"muted\">(optional \\u2014 npub1\\u2026 or hex)</span>\n        <input id=\"npub\" type=\"text\" autocomplete=\"off\" placeholder=\"npub1\\u2026 or hex\" />\n      </label>\n      <div class=\"actions\">\n        <button type=\"button\" class=\"primary\" id=\"login-btn\">Sign in</button>\n      </div>\n    </div>\n    <p class=\"error\" id=\"login-error\" role=\"alert\"></p>\n  `,t.querySelector(\"#login-btn\").addEventListener(\"click\",()=>{let r=t.querySelector(\"#nsec\").value.trim(),n=t.querySelector(\"#npub\").value.trim(),o=t.querySelector(\"#login-error\");o.textContent=\"\";try{if(!r)throw new Error(\"Enter your private key\");let i=b(r),a=E(i),l=A(a);if(n){let s=S(n);if(A(s)!==l)throw new Error(\"Public key does not match private key\")}I({npub:l,pubkeyHex:a,nsec:se(i)}),e()}catch(i){let a=w(i);console.error(\"Sign in failed:\",i),o.textContent=a}}),t}var ce=\"npass_active_relay\",q=[{label:\"local dev\",url:\"ws://127.0.0.1:7777\"},{label:\"damus\",url:\"wss://relay.damus.io\"},{label:\"nos.lol\",url:\"wss://nos.lol\"},{label:\"primal\",url:\"wss://relay.primal.net\"},{label:\"nostr.band\",url:\"wss://relay.nostr.band\"}];function g(){return localStorage.getItem(ce)||q[0].url}function ue(e){localStorage.setItem(ce,e)}function de(){return q}function f(e){let t=q.find(r=>r.url===e);return t?t.label:e.replace(\"wss://\",\"\")}var Ke=new TextEncoder().encode(\"nostr_pass/birthday/v1\"),qe=2;function pe(e){let t=Fe(e);return ie(D,t,Ke,new TextEncoder().encode(\"v1\"),32)}function Fe(e){let t=e.toLowerCase(),r=new Uint8Array(32);for(let n=0;n<32;n++)r[n]=parseInt(t.slice(n*2,n*2+2),16);return r}function Ye(e){let t=\"\";for(let r=0;r<e.length;r++)t+=String.fromCharCode(e[r]);return btoa(t)}function Ve(e){let t=atob(e),r=new Uint8Array(t.length);for(let n=0;n<t.length;n++)r[n]=t.charCodeAt(n);return r}async function je(e,t,r){let n=await crypto.subtle.importKey(\"raw\",e,\"AES-GCM\",!1,[\"encrypt\"]),o=await crypto.subtle.encrypt({name:\"AES-GCM\",iv:t},n,r);return new Uint8Array(o)}async function ze(e,t,r){let n=await crypto.subtle.importKey(\"raw\",e,\"AES-GCM\",!1,[\"decrypt\"]),o=await crypto.subtle.decrypt({name:\"AES-GCM\",iv:t},n,r);return new Uint8Array(o)}function Je(e){let t={dob:e.dob,v:qe};return e.supporting.length&&(t.supporting=e.supporting.map(r=>({type:r.type,value:r.value,...r.label?{label:r.label}:{}}))),t}function We(e){let t=e.supporting,r=Array.isArray(t)?t.filter(n=>n&&typeof n==\"object\"&&\"type\"in n&&\"value\"in n).map(n=>({type:String(n.type),value:n.value,label:n.label})):[];return{dob:String(e.dob),supporting:r}}async function ye(e,t){let r=new TextEncoder().encode(JSON.stringify(Je(t))),n=pe(e),o=crypto.getRandomValues(new Uint8Array(12)),i=await je(n,o,r),a=new Uint8Array(o.length+i.length);return a.set(o),a.set(i,o.length),Ye(a)}async function ge(e,t){let r=Ve(t),n=r.slice(0,12),o=r.slice(12),i=pe(e),a=await ze(i,n,o),l=JSON.parse(new TextDecoder().decode(a));return We(l)}var C=31001,F=31002,L=\"nostr_pass/birthday/v1\";function fe(){return crypto.randomUUID()}function Y(e,t){return ee(e,t)}function V(e,t){return Y({kind:C,content:e,tags:[[\"d\",L],[\"v\",\"1\"]],created_at:Math.floor(Date.now()/1e3)},t)}function j(e,t,r,n){let o=[[\"d\",`nostr_pass/grant/${e}`],[\"v\",\"1\"]];return r&&o.push([\"p\",r]),Y({kind:F,content:JSON.stringify(t),tags:o,created_at:Math.floor(Date.now()/1e3)},n)}function z(e,t,r,n){return Y({kind:e,content:t,tags:r,created_at:Math.floor(Date.now()/1e3)},n)}var v=class extends Error{constructor(t){super(t),this.name=\"RelayError\"}};async function x(e,t,r=8e3){return new Promise((n,o)=>{let i=new WebSocket(e),a=`npass-${Date.now()}`,l=[],s=[],c=!1,d=p=>{if(!c){c=!0,clearTimeout(y);try{i.close()}catch{}p()}},y=setTimeout(()=>{d(()=>n({events:l,notices:s}))},r);i.onopen=()=>{i.send(JSON.stringify([\"REQ\",a,t]))},i.onmessage=p=>{let u;try{u=JSON.parse(String(p.data))}catch{return}if(Array.isArray(u)){if(u[0]===\"NOTICE\"){let m=String(u[1]||\"\").trim();m&&s.push(m);return}u[0]===\"EVENT\"&&u[1]===a&&u[2]&&l.push(u[2]),u[0]===\"EOSE\"&&u[1]===a&&d(()=>n({events:l,notices:s}))}},i.onerror=()=>d(()=>o(new v(`Could not connect to ${e}`)))})}async function k(e,t,r=12e3){return new Promise((n,o)=>{let i=new WebSocket(e),a=!1,l=[],s=\"\",c=p=>{if(!a){a=!0,clearTimeout(y);try{i.close()}catch{}p()}},d=p=>c(()=>o(new v(p))),y=setTimeout(()=>{let p=s?` Last relay notice: ${s}`:\"\";d(`Publish timed out waiting for ${e}.${p}`)},r);i.onopen=()=>{i.send(JSON.stringify([\"EVENT\",t]))},i.onmessage=p=>{let u;try{u=JSON.parse(String(p.data))}catch{return}if(Array.isArray(u)){if(u[0]===\"NOTICE\"){s=String(u[1]||\"\").trim(),s&&l.push(s);return}if(u[0]===\"OK\"&&u[1]===t.id){let m=u[2]===!0,U=String(u[3]||s||(m?\"accepted\":\"rejected\"));m?c(()=>n({eventId:t.id,accepted:m,message:U,notices:l})):d(`${e}: ${U}`)}}},i.onerror=()=>d(`Could not connect to ${e}`)})}function H(e){let t=new Map;for(let r of e){let n=r.tags.find(i=>i[0]===\"d\")?.[1];if(!n)continue;let o=t.get(n);(!o||r.created_at>o.created_at)&&t.set(n,r)}return[...t.values()]}async function Qe(e){await new Promise(t=>setTimeout(t,e))}async function he(e,t=3,r=1500){for(let n=0;n<t;n++){let o=await e();if(o)return o;n<t-1&&await Qe(r)}return null}function me(e){return e.length?e.join(\" \\xB7 \"):\"\"}function Xe(e,t){let r=e.filter(o=>o.tags.some(i=>i[0]===\"d\"&&i[1]===t));return H(r.length?r:e).sort((o,i)=>i.created_at-o.created_at)[0]}function be(e,t){let r=me(e.notices),n=`Search on ${t.slice(0,8)}\\u2026 kind ${C}: ${e.events.length} event(s) returned.`;return r?`${n} Relay notices: ${r}`:n}var R=class{constructor(t=g()){this.relayUrl=t}async publish(t,r,n=[]){let o=b(t),i=$(o),a=E(o),l=await ye(i,{dob:r,supporting:n}),s=V(l,o),c;try{c=await k(this.relayUrl,s)}catch(u){let m=u instanceof Error?u.message:\"Relay publish failed\";throw new v(`Could not publish to ${f(this.relayUrl)}: ${m}`)}if(!c.accepted)throw new v(`${f(this.relayUrl)} rejected the event: ${c.message||\"unknown reason\"}`);let d={dob:r,eventId:s.id,relayUrl:this.relayUrl,supporting:n,relayAccepted:!0,relayMessage:c.message},{record:y,diagnostic:p}=await this.confirmOnRelay(o);return y?{publish:c,record:{...y,relayAccepted:!0,relayMessage:c.message,confirmedOnRelay:!0}}:{publish:c,record:{...d,confirmedOnRelay:!1,searchDiagnostic:p}}}async confirmOnRelay(t){let r=\"\";return{record:await he(async()=>{let{record:o,diagnostic:i}=await this.fetchFromRelay(t);return r=i,o},4,1e3),diagnostic:r}}async fetchFromRelay(t){let r=$(t),n=E(t),o=await x(this.relayUrl,{kinds:[C],authors:[n],\"#d\":[L]}),i=o.events,a=be(o,n);if(!i.length){let s=await x(this.relayUrl,{kinds:[C],authors:[n]});i=s.events.filter(c=>c.tags.some(d=>d[0]===\"d\"&&d[1]===L)),a=`${be(s,n)} (retried without #d filter; ${i.length} matched client-side.)`}let l=Xe(i,L);if(!l?.content)return{record:null,diagnostic:a};try{let s=await ge(r,l.content);return{record:{dob:s.dob,eventId:l.id,relayUrl:this.relayUrl,supporting:s.supporting,confirmedOnRelay:!0},diagnostic:a}}catch(s){let c=s instanceof Error?s.message:\"decrypt failed\";throw new v(`Birthday event found but could not decrypt: ${c}. ${a}`)}}async fetch(t){let r=b(t);try{let{record:n}=await this.fetchFromRelay(r);return n}catch(n){let o=n instanceof Error?n.message:\"Could not read birthday\";throw new v(`Could not load birthday from ${f(this.relayUrl)}: ${o}`)}}async delete(t){let r=b(t),n=V(\"\",r);try{let o=await k(this.relayUrl,n);if(!o.accepted)throw new v(o.message||\"Relay rejected delete\");return o}catch(o){let i=o instanceof Error?o.message:\"Relay publish failed\";throw new v(`Could not delete on ${f(this.relayUrl)}: ${i}`)}}links(t,r){let n=[`nostr:31001:${t}:nostr_pass/birthday/v1`];return r&&n.push(`nostr:nevent:${r}`),n}},ve=[\"voucher_npub\",\"nostr_document\",\"zk_proof_link\",\"zk_mechanism\",\"blockchain\"];function Ze(e,t,r){let n=[];return t&&n.push(`Relay response: ${t}`),r?.length&&n.push(`Notices: ${r.join(\" \\xB7 \")}`),e.confirmedOnRelay?n.length?n.join(\" \"):void 0:(n.push(\"Relay accepted the publish (OK), but search did not return your birthday event.\"),e.searchDiagnostic&&n.push(e.searchDiagnostic),n.push(\"Many public relays accept custom kinds but do not serve them back in REQ. For development, use the local dev relay (ws://127.0.0.1:7777) \\u2014 see quickstart \\xA77.\"),n.join(\" \"))}function et(e){return e.length?`<ul class=\"record-list\">${e.map(t=>`<li><strong>${t.label||t.type.replace(/_/g,\" \")}</strong> \\u2014 ${String(t.value)}</li>`).join(\"\")}</ul>`:\"\"}function Ee(e,t,r,n){e.innerHTML=`\n    <h2>Your birthday</h2>\n    <p class=\"muted\">Stored encrypted on <strong>${f(g())}</strong>.</p>\n    ${n?`<p class=\"result-box\">${n}</p>`:\"\"}\n    <div class=\"record-card\">\n      <p class=\"record-title\">Date of birth: <strong>${t.dob}</strong></p>\n      ${t.supporting.length?`<p class=\"muted\">Supporting evidence (${t.supporting.length})</p>${et(t.supporting)}`:\"\"}\n      <p class=\"muted\">Event ${t.eventId.slice(0,16)}\\u2026</p>\n      <div class=\"actions\">\n        <button type=\"button\" id=\"refresh-birthday\">Refresh from relay</button>\n        <button type=\"button\" id=\"change-birthday\">Change</button>\n        <button type=\"button\" class=\"danger\" id=\"delete-birthday\">Delete</button>\n      </div>\n    </div>\n    <p class=\"error\" id=\"birthday-error\" role=\"alert\"></p>\n  `,e.querySelector(\"#change-birthday\").addEventListener(\"click\",()=>{J(e,r,t)}),e.querySelector(\"#refresh-birthday\").addEventListener(\"click\",r),e.querySelector(\"#delete-birthday\").addEventListener(\"click\",async()=>{let o=e.querySelector(\"#birthday-error\");if(o.textContent=\"\",!!confirm(\"Delete your birthday from the relay? Grants may stop working until you publish again.\"))try{let i=h();if(!i?.nsec)throw new Error(\"Not signed in\");await new R().delete(i.nsec),r()}catch(i){console.error(\"Delete birthday failed:\",i),o.textContent=w(i)}})}function J(e,t,r,n){e.innerHTML=`\n    <h2>${r?\"Update birthday\":\"Set your birthday\"}</h2>\n    <p class=\"muted\">Encrypted on relay <strong>${f(g())}</strong>.</p>\n    ${n?.kind===\"info\"?`<p class=\"result-box\">${n.text}</p>`:\"\"}\n    <div class=\"form-grid\">\n      <label>Date of birth\n        <input type=\"date\" id=\"dob\" value=\"${r?.dob??\"\"}\" />\n      </label>\n      <fieldset>\n        <legend>Supporting evidence (optional)</legend>\n        <label>Type\n          <select id=\"support-type\">${ve.map(s=>`<option value=\"${s}\">${s.replace(/_/g,\" \")}</option>`).join(\"\")}</select>\n        </label>\n        <label>Custom label <span class=\"muted\">(shown to verifiers)</span>\n          <input id=\"support-label\" type=\"text\" placeholder=\"e.g. Father\" />\n        </label>\n        <label>Value\n          <input id=\"support-value\" type=\"text\" placeholder=\"npub, nostr: URI, URL\\u2026\" />\n        </label>\n        <div class=\"actions\">\n          <button type=\"button\" id=\"add-support\">Add evidence</button>\n        </div>\n        <ul id=\"support-list\"></ul>\n      </fieldset>\n      <div class=\"actions\">\n        <button type=\"button\" class=\"primary\" id=\"publish\">${r?\"Update on relay\":\"Publish to relay\"}</button>\n        ${r?'<button type=\"button\" id=\"cancel-edit\">Cancel</button>':\"\"}\n      </div>\n    </div>\n    <p class=\"error\" id=\"birthday-error\" role=\"alert\">${n?.kind===\"error\"?n.text:\"\"}</p>\n  `;let o=r?r.supporting.map(s=>({type:s.type,value:String(s.value),label:s.label})):[],i=e.querySelector(\"#support-list\"),a=()=>{i.innerHTML=o.map((s,c)=>`<li><strong>${s.label||s.type}</strong> \\u2014 ${s.value} <button type=\"button\" data-i=\"${c}\" class=\"linkish remove-support\">Remove</button></li>`).join(\"\"),i.querySelectorAll(\".remove-support\").forEach(s=>{s.addEventListener(\"click\",()=>{o.splice(Number(s.dataset.i),1),a()})})};a(),e.querySelector(\"#add-support\").addEventListener(\"click\",()=>{let s=e.querySelector(\"#support-type\").value,c=e.querySelector(\"#support-value\").value.trim(),d=e.querySelector(\"#support-label\").value.trim();c&&(o.push({type:s,value:c,label:d||void 0}),a(),e.querySelector(\"#support-value\").value=\"\",e.querySelector(\"#support-label\").value=\"\")});let l=e.querySelector(\"#birthday-error\");e.querySelector(\"#publish\").addEventListener(\"click\",async()=>{l.textContent=\"\";let s=e.querySelector(\"#dob\").value;if(!s){l.textContent=\"Enter a date of birth\";return}let c=e.querySelector(\"#publish\");try{let d=h();if(!d?.nsec)throw new Error(\"Not signed in\");c.disabled=!0,c.textContent=\"Publishing\\u2026\";let{record:y,publish:p}=await new R().publish(d.nsec,s,o),u=Ze(y,p.message,p.notices);Ee(e,y,t,u)}catch(d){console.error(\"Publish birthday failed:\",d),l.textContent=w(d),c.disabled=!1,c.textContent=r?\"Update on relay\":\"Publish to relay\"}}),e.querySelector(\"#cancel-edit\")?.addEventListener(\"click\",t)}function we(){let e=document.createElement(\"div\"),t=async()=>{e.innerHTML=`<p class=\"muted\">Connecting to ${f(g())}\\u2026</p>`;try{let r=h();if(!r?.nsec)throw new Error(\"Not signed in\");let n=await new R().fetch(r.nsec);n?Ee(e,n,()=>void t()):J(e,()=>void t(),void 0,{kind:\"info\",text:`No birthday found on ${f(g())}. Set one below.`})}catch(r){console.error(\"Load birthday failed:\",r),J(e,()=>void t(),void 0,{kind:\"error\",text:w(r)})}};return t(),e}function xe(){let e=document.createElement(\"div\");e.innerHTML=`\n    <h2>Relay</h2>\n    <p class=\"muted\">Nostr relays are independent servers. Your birthday and grants live on whichever relay(s) you publish to \\u2014 they do <em>not</em> automatically sync to every relay on the network.</p>\n    <div class=\"result-box\">\n      <p><strong>What relays tell you</strong></p>\n      <ul>\n        <li><code>OK</code> \\u2014 accept or reject with a reason string (shown after publish)</li>\n        <li><code>NOTICE</code> \\u2014 informational messages from the relay</li>\n        <li><code>EVENT</code> + <code>EOSE</code> \\u2014 search results when loading birthday/grants</li>\n      </ul>\n      <p><strong>How this app works today</strong></p>\n      <ul>\n        <li>You pick one <strong>active relay</strong> below. Publish and verify use that relay.</li>\n        <li>Verifiers must use the same relay (or one where you also published) to find your data.</li>\n        <li>To reach more people, publish to additional relays \\u2014 a future UX could offer multi-relay checkboxes at publish time.</li>\n      </ul>\n      <p><strong>Testing</strong></p>\n      <ul>\n        <li><code>pytest</code> uses an in-memory mock relay (<code>wss://mock.test</code>) \\u2014 nothing to install locally.</li>\n        <li>For manual browser testing, use <strong>local dev</strong> (<code>npass relay dev</code>) or a public relay such as <strong>nos.lol</strong>.</li>\n        <li>Public relays may accept publishes but not return custom kinds \\u2014 use local dev for full round-trip.</li>\n      </ul>\n    </div>\n    <p class=\"muted\">You do not pick a relay at sign-in \\u2014 set it here before publishing or verifying.</p>\n    <ul id=\"relay-list\" class=\"form-grid\"></ul>\n  `;let t=e.querySelector(\"#relay-list\");for(let n of de()){let o=document.createElement(\"li\"),i=n.url===g();o.innerHTML=`\n      <button type=\"button\" class=\"${i?\"primary\":\"\"}\" data-url=\"${n.url}\">\n        ${n.label} ${i?\"\\u2713 active\":\"\"}\n      </button>\n      <span class=\"muted\">${n.url}</span>\n    `,o.querySelector(\"button\").addEventListener(\"click\",()=>{ue(n.url),location.reload()}),t.appendChild(o)}let r=document.createElement(\"p\");return r.className=\"result-box\",r.textContent=`Active: ${f(g())} (${g()})`,e.appendChild(r),e}async function tt(e,t,r){let n=await crypto.subtle.importKey(\"raw\",e,\"AES-GCM\",!1,[\"decrypt\"]),o=await crypto.subtle.decrypt({name:\"AES-GCM\",iv:t},n,r);return new Uint8Array(o)}async function rt(e,t,r){let n=await crypto.subtle.importKey(\"raw\",e,\"AES-GCM\",!1,[\"encrypt\"]),o=await crypto.subtle.encrypt({name:\"AES-GCM\",iv:t},n,r);return new Uint8Array(o)}function nt(e){let t=atob(e),r=new Uint8Array(t.length);for(let n=0;n<t.length;n++)r[n]=t.charCodeAt(n);return r}function ot(e){let t=\"\";for(let r=0;r<e.length;r++)t+=String.fromCharCode(e[r]);return btoa(t)}function it(e,t,r=[]){let n={dob:e,v:2,grant_id:t};return r.length&&(n.supporting=r.map(o=>({type:o.type,value:o.value,...o.label?{label:o.label}:{}}))),n}function Se(e,t){let r=new TextEncoder().encode(`nostr_pass/grant-all/${e}/${t}`);return D(r)}async function ke(e,t,r){let n=Se(e,t),o=nt(r),i=o.slice(0,12),a=o.slice(12),l=await tt(n,i,a);return JSON.parse(new TextDecoder().decode(l))}async function Re(e,t,r,n=[]){let o=Se(e,t),i=D(new TextEncoder().encode(t)).slice(0,12),a=new TextEncoder().encode(JSON.stringify(it(r,t,n))),l=await rt(o,i,a),s=new Uint8Array(i.length+l.length);return s.set(i),s.set(l,i.length),ot(s)}async function _e(e,t,r){let n=await ne(e,t,r);return JSON.parse(n)}async function Te(e,t,r){let n=JSON.stringify(r);return oe(e,t,n)}var N=[\"older_than\",\"exact_age\",\"month_day\",\"year_month\",\"day_only\",\"month_only\",\"year_only\",\"full_birthday\"];function De(e){let t=e.tags.find(n=>n[0]===\"d\")?.[1];if(!t?.startsWith(\"nostr_pass/grant/\"))return null;let r=t.split(\"/\").pop()||\"\";try{let n=JSON.parse(e.content||\"{}\");return{grantId:r,permission:n.permission,usageLimit:Number(n.usage_limit??0),expiryDate:n.expiry_date,grantee:n.grantee===\"all\"?\"all\":\"specific\",granteePubkey:n.grantee_pubkey,refDateDirection:n.ref_date_direction,eventId:e.id}}catch{return null}}function B(e){return e.expiryDate<new Date().toISOString().slice(0,10)}var P=class{constructor(t=g()){this.relayUrl=t}async list(t){let{events:r}=await x(this.relayUrl,{kinds:[F],authors:[t]});return H(r).map(De).filter(Boolean)}async add(t,r){let n=b(t),o=E(n),i=r.granteeInput.trim().toLowerCase()===\"all\"?\"all\":\"specific\",a;if(i===\"specific\"&&(a=S(r.granteeInput)),r.permission===\"older_than\"&&!r.refDateDirection)throw new Error(\"Reference-date rule required for older_than grants\");let l=await new R(this.relayUrl).fetch(t);if(!l)throw new Error(`No birthday on ${f(this.relayUrl)}. Publish one on the Birthday screen (same relay) before creating grants.`);let s=fe(),c={permission:r.permission,usage_limit:r.usageLimit,expiry_date:r.expiryDate,grantee:i};i===\"specific\"&&a&&(c.grantee_pubkey=a),r.refDateDirection&&(c.ref_date_direction=r.refDateDirection);let d=j(s,c,a||null,n);await k(this.relayUrl,d);let y=l.supporting;if(i===\"all\"){let u=await Re(o,s,l.dob,y),m=z(4,u,[[\"d\",`nostr_pass/grant-payload-all/${s}`]],n);await k(this.relayUrl,m)}else if(a){let u={dob:l.dob,v:2,grant_id:s,...y.length?{supporting:y}:{}},m=await Te(o,a,u),U=z(4,m,[[\"p\",a],[\"d\",`nostr_pass/grant-payload/${s}`]],n);await k(this.relayUrl,U)}let p=De(d);if(!p)throw new Error(\"Failed to build grant record\");return p}async revoke(t,r){let n=b(t),o=E(n),i=(await this.list(o)).find(s=>s.grantId===r);if(!i)throw new Error(\"Grant not found\");let a={permission:i.permission,usage_limit:0,expiry_date:\"2000-01-01\",grantee:i.grantee};i.granteePubkey&&(a.grantee_pubkey=i.granteePubkey),i.refDateDirection&&(a.ref_date_direction=i.refDateDirection);let l=j(r,a,i.granteePubkey||null,n);await k(this.relayUrl,l)}};function at(e){if(e.grantee===\"all\")return\"Everyone (all npubs)\";if(e.granteePubkey)try{return A(e.granteePubkey)}catch{return e.granteePubkey.slice(0,16)+\"\\u2026\"}return\"Specific npub\"}function st(e,t,r){if(!t.length){e.innerHTML='<p class=\"muted\">No grants on this relay yet.</p>';return}let n=[...t].sort((o,i)=>i.expiryDate.localeCompare(o.expiryDate));e.innerHTML=`\n    <h3>Your grants</h3>\n    <ul class=\"grant-list\">\n      ${n.map(o=>`\n        <li class=\"grant-item${B(o)||o.usageLimit===0?\" expired\":\"\"}\">\n          <div class=\"grant-head\">\n            <strong>${o.permission.replace(/_/g,\" \")}</strong>\n            <span class=\"muted\">${B(o)||o.usageLimit===0?\"revoked/expired\":`limit ${o.usageLimit}`}</span>\n          </div>\n          <div class=\"grant-detail muted\">Grantee: ${at(o)}</div>\n          <div class=\"grant-detail muted\">Expires ${o.expiryDate}${o.refDateDirection?` \\xB7 ref date: ${o.refDateDirection.replace(/_/g,\" \")}`:\"\"}</div>\n          <div class=\"grant-detail muted\">ID ${o.grantId.slice(0,8)}\\u2026</div>\n          ${!B(o)&&o.usageLimit>0?`<button type=\"button\" class=\"linkish revoke-grant\" data-id=\"${o.grantId}\">Revoke</button>`:\"\"}\n        </li>`).join(\"\")}\n    </ul>\n  `,e.querySelectorAll(\".revoke-grant\").forEach(o=>{o.addEventListener(\"click\",async()=>{let i=o.dataset.id;if(confirm(\"Revoke this grant? Verifiers will no longer be authorized.\"))try{let a=h();if(!a?.nsec)throw new Error(\"Not signed in\");await new P().revoke(a.nsec,i),r()}catch(a){console.error(\"Revoke grant failed:\",a),alert(w(a))}})})}function $e(){let e=document.createElement(\"div\"),t=async()=>{e.innerHTML=`<p class=\"muted\">Connecting to ${f(g())}\\u2026</p>`;try{let r=h();if(!r?.nsec)throw new Error(\"Not signed in\");let n=new P,o=await n.list(r.pubkeyHex);e.innerHTML=`\n        <h2>Authorization grants</h2>\n        <p class=\"muted\">Loaded from <strong>${f(g())}</strong>. Grants and encrypted payloads are stored on the relay you publish to.</p>\n        <div id=\"grant-list-wrap\"></div>\n        <hr class=\"section-divider\" />\n        <h3>Add grant</h3>\n        <div class=\"form-grid\">\n          <label>Grantee npub <span class=\"muted\">(or \"all\")</span>\n            <input id=\"grantee\" type=\"text\" placeholder=\"npub1\\u2026 or all\" />\n          </label>\n          <label>Permission\n            <select id=\"permission\">${N.map(a=>`<option value=\"${a}\">${a.replace(/_/g,\" \")}</option>`).join(\"\")}</select>\n          </label>\n          <label>Usage limit\n            <input id=\"limit\" type=\"number\" value=\"2\" min=\"1\" />\n          </label>\n          <label>Expiry\n            <input id=\"expiry\" type=\"date\" />\n          </label>\n          <label>Reference-date rule <span class=\"muted\">(for older_than)</span>\n            <select id=\"ref-dir\">\n              <option value=\"today_only\">Today only</option>\n              <option value=\"any\">Any date</option>\n              <option value=\"past_only\">Past only</option>\n              <option value=\"future_only\">Future only</option>\n            </select>\n          </label>\n          <div class=\"actions\">\n            <button type=\"button\" class=\"primary\" id=\"add-grant\">Create grant</button>\n          </div>\n        </div>\n        <p class=\"error\" id=\"grant-error\" role=\"alert\"></p>\n      `;let i=new Date;i.setFullYear(i.getFullYear()+1),e.querySelector(\"#expiry\").value=i.toISOString().slice(0,10),st(e.querySelector(\"#grant-list-wrap\"),o,()=>void t()),e.querySelector(\"#add-grant\").addEventListener(\"click\",async()=>{let a=e.querySelector(\"#grant-error\");a.textContent=\"\";let l=e.querySelector(\"#grantee\").value.trim(),s=e.querySelector(\"#permission\").value,c=Number(e.querySelector(\"#limit\").value),d=e.querySelector(\"#expiry\").value,y=e.querySelector(\"#ref-dir\").value;try{if(!l)throw new Error(\"Enter grantee npub or all\");if(l.toLowerCase()!==\"all\"&&S(l),!d)throw new Error(\"Enter expiry date\");let p=h();if(!p?.nsec)throw new Error(\"Not signed in\");let u=e.querySelector(\"#add-grant\");u.disabled=!0,u.textContent=\"Publishing\\u2026\",await n.add(p.nsec,{granteeInput:l,permission:s,usageLimit:c,expiryDate:d,refDateDirection:s===\"older_than\"?y:void 0}),t()}catch(p){console.error(\"Create grant failed:\",p),a.textContent=w(p);let u=e.querySelector(\"#add-grant\");u&&(u.disabled=!1,u.textContent=\"Create grant\")}})}catch(r){console.error(\"Load grants failed:\",r),e.innerHTML=`\n        <h2>Authorization grants</h2>\n        <p class=\"error\">${w(r)}</p>\n        <button type=\"button\" id=\"retry-grants\">Retry</button>\n      `,e.querySelector(\"#retry-grants\").addEventListener(\"click\",()=>void t())}};return t(),e}var lt=\"This data has been backed by:\";function T(e,t){return e.label?.trim()?e.label.trim():t}var Ae={voucher_npub:{describe(e){return`${T(e,\"A person who vouches for this information\")} (voucher npub: ${e.value})`}},nostr_document:{describe(e){return`${T(e,\"A published Nostr document\")} (${e.value})`}},zk_proof_link:{describe(e){return`${T(e,\"A zero-knowledge proof\")} (link: ${e.value})`}},zk_mechanism:{describe(e){return`${T(e,\"A zero-knowledge proof mechanism\")} (mechanism: ${e.value})`}},blockchain:{describe(e){let t=T(e,\"A blockchain anchor\");if(typeof e.value==\"object\"&&e.value!==null){let r=e.value.chain??\"unknown chain\";return`${t} (blockchain: ${r})`}return`${t} (blockchain: ${e.value})`}}},ct={describe(e){return`${T(e,`Supporting evidence (${e.type})`)} (${e.value})`}};function ut(e,t=Ae){return(t[e.type]??ct).describe(e)}function dt(e,t=Ae,r=lt){if(!e.length)return null;let n=e.map(i=>ut(i,t)),o=`${r}\n${n.map(i=>`  \\u2022 ${i}`).join(`\n`)}`;return{header:r,lines:n,text:o}}function Ce(e,t){let r={...e??{}},n=dt(t);return n&&(r.backing=n),r}function W(e){let[t,r,n]=e.split(\"-\").map(Number);return new Date(Date.UTC(t,r-1,n))}function Pe(){let e=new Date;return new Date(Date.UTC(e.getUTCFullYear(),e.getUTCMonth(),e.getUTCDate()))}function Le(e,t){let r=t.getUTCFullYear()-e.getUTCFullYear();return(t.getUTCMonth()<e.getUTCMonth()||t.getUTCMonth()===e.getUTCMonth()&&t.getUTCDate()<e.getUTCDate())&&(r-=1),r}function pt(e,t){let r=Pe();return t===\"any\"?!0:t===\"today_only\"?e.getTime()===r.getTime():t===\"past_only\"?e<r:t===\"future_only\"?e>r:!1}function Ue(e,t,r={}){let n=W(t);if(e===\"exact_age\"){let o=r.referenceDate?W(r.referenceDate):Pe();return{status:\"ok\",message:\"OK\",data:{type:\"exact_age\",years:Le(n,o)}}}if(e===\"older_than\"){if(r.thresholdYears==null||!r.referenceDate)return{status:\"error\",message:\"Threshold and reference date required\",reasonCode:\"invalid_input\"};let o=W(r.referenceDate);return pt(o,r.refDateDirection||\"any\")?{status:\"ok\",message:\"OK\",data:{type:\"older_than\",result:Le(n,o)>r.thresholdYears,thresholdYears:r.thresholdYears,referenceDate:r.referenceDate}}:{status:\"denied\",message:\"Reference date not allowed\",reasonCode:\"ref_date_not_allowed\"}}return e===\"month_day\"?{status:\"ok\",message:\"OK\",data:{type:\"month_day\",month:n.getUTCMonth()+1,day:n.getUTCDate()}}:e===\"year_month\"?{status:\"ok\",message:\"OK\",data:{type:\"year_month\",year:n.getUTCFullYear(),month:n.getUTCMonth()+1}}:e===\"day_only\"?{status:\"ok\",message:\"OK\",data:{type:\"day_only\",day:n.getUTCDate()}}:e===\"month_only\"?{status:\"ok\",message:\"OK\",data:{type:\"month_only\",month:n.getUTCMonth()+1}}:e===\"year_only\"?{status:\"ok\",message:\"OK\",data:{type:\"year_only\",year:n.getUTCFullYear()}}:e===\"full_birthday\"?{status:\"ok\",message:\"OK\",data:{type:\"full_birthday\",year:n.getUTCFullYear(),month:n.getUTCMonth()+1,day:n.getUTCDate()}}:{status:\"error\",message:\"Unknown permission\",reasonCode:\"invalid_input\"}}var Ie={not_authorized:\"You are not authorized to perform this check.\",grant_expired:\"The authorization grant has expired.\",usage_exhausted:\"The authorization usage limit has been reached.\",birthday_missing:\"Birthday information is not available.\",ref_date_not_allowed:\"That reference date is not allowed for this grant.\",relay_error:\"Could not reach the relay. Try another relay or try again later.\",invalid_input:\"Please check your inputs and try again.\",decrypt_failed:\"Could not decrypt birthday data for this check.\"};function _(e,t=\"Verification failed.\"){return e&&e in Ie?Ie[e]:t}var yt=31002,gt=31004;function ft(e){let t=e.tags.find(n=>n[0]===\"d\")?.[1];if(!t?.startsWith(\"nostr_pass/grant/\"))return null;let r=t.split(\"/\").pop()||\"\";try{let n=JSON.parse(e.content||\"{}\");return{grantId:r,permission:n.permission,usageLimit:Number(n.usage_limit??0),expiryDate:n.expiry_date,grantee:n.grantee||\"specific\",granteePubkey:n.grantee_pubkey,refDateDirection:n.ref_date_direction,eventId:e.id}}catch{return null}}function ht(e){return e.expiryDate<new Date().toISOString().slice(0,10)}function mt(e,t){return e.grantee===\"all\"?!0:e.granteePubkey===t}function bt(e){return Array.isArray(e)?e.filter(t=>t&&typeof t==\"object\"&&\"type\"in t&&\"value\"in t).map(t=>({type:String(t.type),value:t.value,label:t.label})):[]}async function vt(e,t,r){let{events:n}=await x(e,{kinds:[gt],authors:[r],\"#d\":[`nostr_pass/receipt/${t}`]});return n.length}async function Et(e,t,r,n,o){if(r.grantee===\"all\"){let{events:a}=await x(e,{kinds:[4],authors:[t],\"#d\":[`nostr_pass/grant-payload-all/${r.grantId}`]});return a.length?ke(t,r.grantId,a[0].content||\"\"):null}let{events:i}=await x(e,{kinds:[4],authors:[t],\"#p\":[o],\"#d\":[`nostr_pass/grant-payload/${r.grantId}`]});return i.length?_e(n,t,i[0].content||\"\"):null}async function Me(e){try{let t=S(e.subjectInput),r=E(e.verifierSecretKey),n=$(e.verifierSecretKey),{events:o}=await x(e.relayUrl,{kinds:[yt],authors:[t]}),a=o.map(ft).filter(Boolean).find(p=>p.permission===e.permission&&mt(p,r));if(!a)return{status:\"denied\",message:_(\"not_authorized\"),reasonCode:\"not_authorized\"};if(ht(a))return{status:\"denied\",message:_(\"grant_expired\"),reasonCode:\"grant_expired\"};if(await 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[Why masturbation works: A clean analysis on a dirty subject]\n\n**Authors:** [Author Name(s)]  \n**Affiliation:** [Institution(s)]  \n**Date:** 2026-06-14  \n**Version:** 1.0.0  \n**Ethics Statement:** [IRB/Ethics board approval number, or N/A]  \n**Conflicts of Interest:** [None / Describe]\n\n---\n\n## Abstract\n\n**Background:** [Context and rationale]  \n**Objective:** [What was studied]  \n**Methods:** [Study design and key methods]  \n**Results:** [Primary findings with key statistics]  \n**Conclusions:** [Main implications]\n\n**Keywords:** keyword1, keyword2, keyword3\n\n---\n\n## 1. Introduction\n\n[Clinical background, epidemiology, existing treatments, knowledge gap, and study rationale.]\n\n## 2. Methods\n\n### 2.1 Study Design\n\n[RCT, cohort, case-control, meta-analysis, etc.]\n\n### 2.2 Participants / Population\n\n[Inclusion/exclusion criteria, recruitment, sample size justification.]\n\n### 2.3 Interventions\n\n[Description of interventions or exposures.]\n\n### 2.4 Outcomes\n\n[Primary and secondary outcomes. How and when measured.]\n\n### 2.5 Statistical Analysis\n\n[Software, tests, significance levels, handling of missing data.]\n\n## 3. Results\n\n### 3.1 Study Population\n\n[CONSORT/STROBE flow. Baseline characteristics.]\n\n### 3.2 Primary Outcomes\n\n[Results with confidence intervals and p-values.]\n\n### 3.3 Secondary Outcomes\n\n## 4. Discussion\n\n[Interpretation, comparison to literature, limitations, generalizability.]\n\n## 5. Conclusion\n\n[Clinical implications and recommendations.]\n\n## Acknowledgements\n\n## References\n\n1. Author, A., et al. (Year). Title. *Journal*. 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\",\"59f0660b34dd48f9dfac5d973b77774a75af057ea3a261214ac5cdccd5d24440\":\"AihkDpuPlRSGHesHMrnEERFST8KtNyYUyWswbBfnf1L8UVvA4nnDCGMpFkGd2sBOxP3O31O9+py5lU5GL2naWphtm6NAJ7lWLlEyjrLVLGhk9DQzmGreklrsvcjNSlIulwdIL0tNTgHbtYdS5v5Sk8S8eA+IfbAJ3lemnJUpMblIMt08SVIkMG56L6iy1QXr20tpOOw/k05itUCezW629r4tp6IHXiBRRrqs5YLvDbRJVkmw0+mtBO2aQKOloP51Sy/+xEUiLlybhluX5YpoC1FSEK/C4iOVloiohTrAGlDsHdm/ggH5WhV71xZIMNUAl9bYphpI5MJ2OPH71SFW/t0+/UIBY56fF+3tDAu36NUfElB8PeZizSRPOZo69fUnOMO/oTzemYaWzxlQMN056LTezEb9wafA/fbF1ry1bOEtfZrPu251DvzWSdK+g+KdiJSf9Qr0vA2WUgy3cjzjKFoixawRhdbi/s8p+CdA9bCdmoic/cX4FIwQY4wMZ8JDMblScKZ42ClfVVEcGtOhuB4Skid6YzYyJT3V+znID5eVWop030gdZkqVRVsdRB0HslrtJs+8tN1iYbxkp2OTq9+0Y6HxHyLceEkRabX3i90PhdyvHz6c1mu78WVN4eQqSeFKwt7Kf81X5OFQ4xtyJCBv0RfuXBzlnt/3KXVdpNKJaKUqoDofdeFesy9sKwV+vGrfiw/X43ag+nB2rjRd/Ij74XlDwLx5rxzi71647HiuVLdDyqTJ3DOWXBcaVxwJXUh4H7m421+asvcAbnEiiwg8IV8BscDc1ya7GcxrGrHsRpQ5GuaR/jK2n82vUFvrmDPUwzKruu/pYNuxL9s0dAioUAbjU6mnETDBY3RupE3OwPtY4GUJ1imCUQSUtcRVS0hyjY6oObxSiDWqF8v5svpYy9/wDIuBuHbR6mgqHv5Y98su1axZQ5HG9hkaU2rb8d9JSKAFF4ZQHII+bqvirykgu0gUa1p6Zfx5Eg0JFyK/JfJvtGOpxVqb4gbz4zLL9ssCpwj7JFYOqQUQlnGmJzdud9lezWiCZC+tCmvSBRblXUqImWwYNwPA2KHJORpQ7DAgYPFreD0MMLF+mQDyTmkfnpPLh0417ewZhTAdhNmKYbVTz+cMQtN49ZZUOTZy7Yt2jT01rlgTvyi6EQg9kvl5Kf+yZ6unqzfOM6flcQo6fyRzkGbSH8l1bemHi2vpwER6ZPSuMJVXbvuo8wsUb1SFEx+36uUnHjCoYmp5zde0ZvkaHCKGj/SJYecZMB4pgCkj8x/As5zYDtEZMSHjS17/qj2KaTewx0J0u2U1c4EX7rr2V2huR+JgPvxP4ozBRXS70FEh7mXF0oi/j8nU1yM6rJmK3WYdYzQ+scg6htkUVnIP2aQvoYLArM4gWHayyWer/bVJIS2pTkerG3uReoH0M+dgtm+BhnTuU8f7L1KTMB0IpOYtPDvMzgPZy60MaaM9+IilfaDFwhFfD70V9qASW1Pxu0tua1r3XzN07BgxBp+Ib+fIdID5yJmOe7/oqWE7Eytmt0il/yDOZ+liv0jPXPiCt1gVD4GVF0YtFECd9TyEVjotIK8/9tWSIXkOA1f3EPdxM1ySaiXNhmPDN+apQU5FES9D2orWVVhhPbVjDFgHQ9ZMP13kIh2ovwy6Og3X0JPLK1MQ7FU+pCStqrcMK5sngmJIxmdocZ+ZcTjqrbdS7uGAsCza+BR34At3Na6V2TAGv6PbuVkJLTMGisDgngjBmkGDyJVjnIWhC6r1Dor8+lvN1ZyakqNC0hRGoaRX3hAa6zbQbruXSOJSnbNSvuOwqPvlDJQiczMLaJ4Z9bfRyUph4HHlHL+HxdgW+smWTNXf5LsRue2JdED3L+aEIFHcNOTQwxwgH4KvvVOnGc9QKMwMAxtyRwMtejgT3fKig5ICDWPB/k5aUXni5GTx3xHUxprGIROTAsS+k1uBeWSWqyayo9fSpI58wTJf2P5qoEP58eo3fSWvyNt4PvkOIW0cbdn04Hh+OWES8VMKc+cNc/1OJv8w2UsiYYFJFrbuOo5rxBr9SWGzFiw7zOcOboseWDTbVR0nctHtknxs7FvrzNLUjnwN8qMGGt7fodyfQ/apz4D2VqmYySOSecz6kvnrvf+y3fuar65C0LEgtghHWqH6fRAAheVHMwpKrQ9q5UTCSJqfSNm6ZJUDtGE2jC0wz5oVJQyH06aEk8/bG4gD7iv89zLmi4TgXfyASaZ0ko9YmCharRvFsitcJA8R052xu3MeCvHIMAHStho6TJ6sIqECNkf7F358GR8HRup4BSO18nz0yqpCNiBymB+wb5lIehSRKfmF3zntLt0c7YdHvKWT5J/bGZ/P2+lvNLOV5pjTjS1150b2BmZ5TT3dnW3EmNAnY8hd0PsJ2XLjjsxv7mNjB9c3mcFjE+qpv4DDc7T5U1wou80/+uM16i4JazTI/YMvpl0yzwEkw9nn9Hws14CgzaN2gMfxpF0hzzsC32sh5v8wxTgEuP/l1XoK0/85oYtDbcwQ2gs4nJ3gyemQYbFYYcOm0iqqSrov8sUDYgcDENt1b+yVTQz/P+zH30xQum5OEGsrwDg2lJ9G443heXgBh+/ZbJvyVKHej4tWsMkaLgQetoa4pYgf49Ej1rB4t0l0t9iJullu830CCzgJthcNkqroqIyWQufwj4ExMO0ACsdzU6zpDZ2pCOVBtuECH/QS1Q7Gl9ZvExs5z+FJB7qroB/eqkRzKsSzDND9MJmo9wexT81bEH8PgI87HM10/gV8pguKAtMXd5kC3Ly1ou6mn+PCh4x2Be9962X26+F/dZr52daaCkTNB7VkHdqBaF3gSwR9dS6EIw9pZ1gt9XfmfeePqyRObpTnqBe6XfJzY5X2PS2LIdBpuzuooSKUUbviH5wTS5HXfL/3Yb3qq07jTf45v3f4PPZHcgfVg2wnxKoFGixCiIjiUHnNRRGlXoJTQ6Ve/W4TCSYd8soQeD2ZCytO/55MGPyDmdq+TPCfULT1wLoMHy9DkoW98JKYBGBhJlg+ayZevDg208g7wQRXT/6rn9RZEmt0NGm9MqDGPJtpx5qo7MMOFZwS+HADRHXT68xKKGJDuZPtBxsploODvszTccKCKPJpgCiY19pQddz5MqtAdJ41LfVYTKVhGcXh7Sj+ylCSmxjdwXOnu3QuGrhZnNTrlcxTYlMB0fjtruc667xoQSNvD+GYnb5mq55z9IIb7eSFP1Se0olOSKWZnBSpxyoDWVOsfD757iYJq9eI4oFxyEM71OkKKTf8OISNmmxN5wi7IYJvkycRVa5TpzkDCDxMzY+yvhg+TRVlmctke+ZS1qk25OIu6YI6/vxttS1rEhFknbxsJt4PjbX56N6j9/57PBMOARZBukQGx8IXf5E2F4Ev2kEaJnQ6zuTVn7dVBvQqEratGEkETQ8nPngMRzxDR2s+6egfQAiuwBMjgKezUpG/wDfNNRsf65pc+1EhBXNqWLFXqXg8mJY9mt33gr30YQgkyja91lOinfBitFHpc/QHeBYEB5OIiK9RephLLgJVSQg0Vf0He5OLRAWbAksWHwltWEOXkmjEK4rOOR8TS05jf6Ky1D3i1+Pm/K5EoyPLoyWCxOPmBxq4o/CqXzMUUjFk3Re9hpDR/UpDPCQT7Dqz/9osTNgCLjjtQ3clWjc3hJTTHEoY6THqDmBjeXPgFZOSmaVvaW2lLlbzVmErW2ZMcEAie+3NKDtuHPZqK2RYFJ0oJV9mppXh8BMmASx491aInkeyjf2SMvI1OYfOCN4FqMvq8JFWvyXsbxguL4TrW2wrGTyvcax9GWNJ9cKJF+tN6aLBKaXN4qutEPUAIuDSNUGRVEbs3jmkjP+p0s9xLM4btXahn4x8cpnpa5lvyHBImO1cADD8uO9QszKmPjAcQmuy34uDCOdPSHoK4e8y+AgvH37dzlDdlj29HyGuxe9PmJjB28kK6O4zA0kMKrb+z/ON5tYQ6vVzMk9tVQgoCFBJEtSYY2zBIdrOjiKoZMhR0NZ4owKkRu7n6kp2yl+WTVCa84mx8Bh19GpDadDrG0nq5bLFL73tfulJL+PJmuELrkXRUA1uULv8mXSnwsYpRlA8oQw/GvCyEjo1czhPnD9zCGSh+O/xLyg6np+uhtwnGCpABMlqvsYJPxWzZ7OLXsJpoX15S61z4nXK9Iz+MVAPomjB/pQ3hHZBCa9R0NJW4LpY2hdS8OZ120IL5r+answxU77AKA7UpVPjMWPFQRiYvcswjDK2oeJwn38Yck5lVlRzR2WqFIMzrs3mIqRE7+k1ZEuENyLobZ9x+oscx2d4pt604XbFXBNi6KrqUA+AIzMY8hO+zWqeEQMoOR/AAQBocLfLxiiq599L5kMiLT4Dt5EDZ33qjgzTaeYYKB0Lk2Q6uzE7VBOSbjuDrEFIXqNol7eIGNx7KfsKAbIzyIh624SizaNvvl+7NkmD+70aN1TFkRsS0fY2wUBE3plCgGSgmJ+n0RwyzrHsLcPEusrdH7EkitCovy5RcaxEEVUhL9PtJ++Wa0BJK06eYow9W3syEic1nbepn1Tn/+eTNQjT4ueBxuwOqPqyFsLiHm/SdHEw5VYW2yClh937P8/+HBosUbTmPfqkA9b/uZBS2/X6mhRhxoz7s2UPV/Z2SMloypZSl0K0U2ZC8cWFdQrbCsu9Y8VfpJUnlZ+5YAMyuLjY3g11LkoUutV4M7fEk18HUZLrDOMs+SJEYTJyqDhq87sibpXQZjR5qGbi3WqQ0A+2/Z1TOyqhaF96wQ4EzpN09BpLdddB2FDlytqNmbgNoFDlrK0hLDwKt98och7RmiX41VZZWmFQ25mM9VPT2WBYNscPKF8cuau958t9uUiAlHFlzNXK2JGYhEK/shQZraGoHhkRcNIqt/13klbUy4O2OMe47mlz6lhzDCRcNUjaDYfg+B6+SmEr4itxs0QekfQJI59Mt4/e7iMm0TR/sB7CBToXxs46FsNAevmiHT1AK/kfM3Q+HN9BOsxQzuO0NGKbzQlOGuRTrF1VDX2dTiMYn92BFKRp1lWXFavNDhB2oihoA049tZ9ATPAC1IWuCChLsT8M73Ej2Qcb2zk+kcoXOHe30ahvkCOacT4ZDYaynbPTDw/kHMNoKxE71okN3rGvrY3QZJZXpi64baRP/vDgs0rVwMxHx9BHqa4uHfaEM29QBlYYQk0K+Rnscf/o8RZodBuKKbcJfLnOQZNOiEakrLKv6syccJ+wPdQZIsk9WDqeqHTp+6hemYtGluzp/8qzeWv5Z8kKwI/BXzsgPYawfk1BGgweiEgcqj80/7lcg1itxKm4Zz5Cq8zUZNatWe9inAj+o+ByFrLg1il4IYBSVcUOUDblJSPaLOWo5fCtL0QC52FWHBdZrdql21zTgtOo9S38b0rZoMNIG2HCyKMf5LUUaHvQZVWGiYOXkj7ivEGc2up6/KdXItbF2XTwQBncx+DkBawk1jEoz7igMZLyVXht59MrOTP5qXufiIlwIOaMo0ahLGE97YiyU9p6ncZFwOf1mbjtJUDKYIUY/Xv/CqTjCmgKcybL40VFrch5TRH8Ynk9QBKYDQmj3bA0JnsxQa19FcnwUJNUcuNaBY8EpnGOs01Rv6fuBiFao5SVxdVM/nXDD3GepV0fC7wREK1B0rGMt+dz4UJ+jQezMfP6PcqvrQtmZXKioBoFxqLiWEPHDOJZzx+0pOWAE42E+GZ/fRxT51jYhu5hyGGaz2FUwP9Qtq2K6aKPSV3O6+Vd2TXgKD2UdPj8Y6z7hbFzKSCqryG3rnwnx5mAUtrYAbRpwRIIffruMjibL08yMfCFCcXyiUD7A39BGEPYb49iOI3rOnFyAUc4I1HxO7TcAr+18WIvRxaYmsHqPXrnOmuCBOrGKsFISicB84151vFy2dDIxtAgEUMRLYrDZ4nRQOEb3QSfio2Jrs85XebJtCfG4tydz1yhg7uAl0e2EMTg7BgB4Qw/GKukCsS4C5aMi6QXGQw98fKn2TLGhuEXpWdIJ7+ZJaGV3oZI5lC04XGFnyQeKeDHIDL5QEOsvFTErzX5Ums4IqiFDEpiKTS8SiNdsqH2T55JUxyWCUt0NPbUvVvm46sgqUfjiH5Hnc1P5jKldWKrZrtbaJ//wNfXVIvA6imJKGRbfbeonfd8vXW2GNtvitY808KHoB3ckhwLsKyPER8XbzFbVPAnvm1qeQMirQap/OPYPe7zFdbLqB/+Ra6GFweIY3EivTZigXGfJVfKm24GRLlW6FtPI1IbgMz55bl4OD9zoFStP71868WjLny6JqQQwNrthuDkil6JgWcAUaRqbiPCZA436j6TZVZmVZ5yaLC0O7CrJS1tv8fUT0xYTex8z46HnU41R2txIkRIdnFlND0tWPiDqH+z14HoE/42E2B1WKUObWbr7kH4mp2jLK7Qyu9iX2GZ4kCx0AQuLIo9fabzOsESAUBvfa5242b6r5JVlzQK09Nt7oCK3NSo5tGjzW/3Of2auZf8yNLqAjgjR/mXe4E7I2v7DLtmjjS13tY7b1H1Xd9HeedebgVVBYitFrAjJOHoyZfpDsgjaCFqEzEG3P0KvDx81UmdBDASUk8QWVEDthmQQbtiWWiOnDunLIA/j5umvNr0O37joD2IL9lhzxxfl8XsknsU8jLj47WTgkTmjEJ5ZuSyTlMR2ph49xxOJBqnDEC3zkvM8idYW4jfgVUXhGKU6YsWBVu9byJOb5g2zml3wdjHRJ6e7w2hG7bwMGcsadO3ORHRVM4pBTkpB8mRT1ccHc0C2ACFdVF35Z/NGM3vw2eQDIWjHcYk04qKd72q0qdLA/M8b17zyn24HsbvM66KW3ywpKavcdvAjuTnsy+yURCdcW/ciALQJke4QQ/BuFYDOQz0N9KUEe5nOptKq8GFf5m/G82JOumJwtt+CTceERThaNgtRILlL5pA03vd4VWLiJACCwIAaH16SSgy23LGbqmnojUZZWx3YUtYYW7y7iCqQyzhTdl/fBFA8PUWGD5chofNZ6h/zGQz6I7yeHEdSuRMJVrtfrsD94S0MvTnhLJADJyVOWH5kjoIKUv7YRteEslUWsvARGH30nBAyklw2U6DZv1+UpDOxKG+uPEwexsbJV0o8ki4tkpJiHG7zbPuCjqp4AB0+ufUqXsr6zyJyYbCWW2bYc7XDQfI5LImzKa5EHrZ5DOd28kMpvK/yIRjtYZOij2pzf6y4Xzm1wEc5exMKPZp/LnZfAtAwnNGkk7+HySL1NvPKqkrF9UGEh6bRzgZBktVCKo0gec7xRENl5u4prwbEvoX9KIr0J2iC0rKJ6B24jOWo3Psa0rkjujHvhol1efI6fSI2Yyuwp+VktowPDjs5qIpAFUI5rg+HWivgyokeJy6ZGczyHEQ4ZmuQKy3AN+KLxSwOxzJqwLINserc6hbWNlLUd68Hs9SVClHUAQm8/VyS+Yjx+GUoxR4HS23OrRG+nKTi4MY2NGTl5Ml5EfKHcwXKawpeFiPDzFdh20YNMD4WXa3JACNRdot6xc6rOMKX1SrGAC1VRc3jKShqf3iiBGneqsHNbiVs53r7Z6y73Kr4Bqk7iTZ0wxx31sODuVUEEstQ8VoriM7/TWND1XmRyXXB6afEQjL8XEKIyPzKgavB6rPX7q1xxk080qM10GdFU07snI5kbccbg+Pfi4EBUhtP/8fE4FVx2yHDGq0ekxFfWfZ79plLOIl9ifAKNw7CZYxXxaw57cVIX4X6esFnd6BaColN0TkYb+bubTlyaW/tNyh1PiuMVoO2VQ2cvCJwIfIDPnTbTcqBdu7sKue0GLR0DXYm/VR/kK5GLQ11KLdKHi4BL5nbgj4ffJdjotc7iIAcWz/rk5WQsPze1oZJcsTXpD6UGn4D6FEttBm8L2bi0JNoWBfa1IxljpbTGGXPjs7dX8Afb+vfyIR5PeP2J/X3At33nWjd+/Xv2iqkwvpCJCE5lvyIcHt0xIYuZjZWr7ZZVoH46gtvGHHx3YWmjBlar3IYQHMLYlGdf2b8pizrBtL10nw8QDiJFkooVLXnY2QDoyUowY3GZHhvQgzNvM7D1QcxTlsspdqNvkjLYRmJYadWmT6WF5giuGmqJbIj6wqPLrKFQDM8TIXWGJPME0jr08LY1u/cdByf7+dhrQMCav/Nmwy/e8hUtxKczw7YqPorw6tLA1DDBMn/Phi5poYcIpgJgL8lCnrYTKkpJKzzNW3tFjazzfMYeXlpdGSDDIpd87taGETN+CQO1GzluSLJiAJ7uysZfxYRLGII7jApuduw11f73LoH473gTsC067KqJ1E/YCjv8r/x851Dx41uF7Fxm3pz6/Y81JRroxdj4LzfFO4aVq8xh0gxnzFzV4J/HWu8651r6y0FTXeWd37YcgwNZZvt1qqWJLq9Ub9k8ts67xarTsFvNq9a2X5c5P5ioLGpfTsaWOK3BObLNySzMuQYO5AY188YtFIxF/hA/39XzZUjkBbzXJ1DIUfJ6dazC/W86Fzp6Egcm6nTHUkVT78CWKH9fjCtZMn//7o4rAByZT6ccllZwwaKDLM4rIFmdrfrkD8tWoZ9MC1K3UeoH2g1cwj9QiUvdk0BG5mb07UmG9LC0QcTFdkVn3QEOrTPgCr4MhCHaIpMqqmWQrCRzpjbyOzz+6AcJhO0wSL9ns6I01dSexUpV9xp1SAsPTfBA7CO/6Xkx+1XumpBEY6+xNibAGAnBEcLMHocqG/yBj2L9nka56HZnk7TGguBLK52vWCy8tuZtYCVmbCY+p8fzjNfVC2U0SOd4W30vnhCmQRMjxuH2jB1AY8JlftwdSX2KTpweaODAOEXhMsGMd60gaqNgK3Zzj/PQ7lZDaBjNP0ZPjW0GmVGGQ0PF+coGsNLqsE1m9crWW4Ox56AKrrAvtp8jMO8zN/Ch7gJmqBQAMPYcQjQExIPchQ1JiQ+HWGMexSxXDoAhQhxtHOyCy2xiLF2ypXojdDgDPGn9zAMrLdKYwol3N/P8lILOveqHjmPhugHDqrTkpOZi5iKhDTkhu7XeGq4UN8GjZRQVwYgTaNd5oUDkXQ8hs7Bm6dM3ANWiYV81FxLQySFCcJw7oWruZli6wO2UYbBMA+UfXFy46L74Jb8exPtQT4TM6aHcwpLGAYJrs19Vp3O98eF7yjNqB7cNU1niC6VLHWnHOgo/T5upopU8hcwMKnqdx789wuOhWo2cE8584Fzc4ASkYrZ20dw2JioasL23rz8fcfEZWkyGnzF9rqGNsOVIffOUz5u3zT/wGoYeN8ImXw5jpGBM90rIHinqvGpEP7pMWgWbP07Mw55c+yBx2GYT8BV11mFhDW+LSV7utYftWJKPP8wADPq4niXo3AzxZutYsdYOhMWncVzuc/5u64HzlAy3iJ/6NrrjvvVjanbXzpkBnuchxpjao3IUqwE5v/7rCypuFgCX45H/IIFDnyqarYLOvjI6VoFkCu4wD/5qIQ1Sy5Z0rOpvSsqdlIws0Mgv7xn9pzAPo2in0Vj6QceEOL91xnRz/w10986mLj3vDhzoWcRr1akOdCszLDgQwR2Idy/ZOy1ss70sOZ/heeATtdHhKoMO/DtiJs5c6tzBYRjF9swmU221Tm35/2v1PFp2QO7vw4ol7r2Y+3B9ke/nbtKSD57C9VU75x0vnB2g/Jue+cDcnufcooCy3LZcmD05ls9kVjszv+Jtq5+bx/V9PELCqrazcH8Krs/VLXFszTgI/uMV2q0uA34eViFZcyK+uKcGhCVky1uEOFq5noqNPX8z7RodntjYwLeNIbQlHmwzP+Bdw0JEQyzwkPMh2f4E81gC6G38Vu+Dpx1UbA/g2zsFIjd2DzSyPkkgp6c+dVV/0Eyk26+j0FBNjUyKJB4PHf3LEpIfEeifp28OeZHj/9qbOK8Uo7WstoxsNy9xPKhJTseKZjf+Mjq+5TP77kK7u+19L8IK0M3kXO9U83UaIzNaz2GKJBq3laZ6tTBA2RiVntIvB99IllSay3CG14ce6b+nltVGr+nkZpyEpRF+0EbBbmGyepcxqC+nwr27Y5aN3ENLln26pjUKpV0Axm/pM9JDPhM+MF1qGeV6KZYWhoaMKbrQ2BsLrIQajmVi2vtoFNtOpbbUnQGDLPJjNEoJnwbhNvmcSMRad5pt3mdohMFer4gMv1ReB8F1u5dVIUMS8a58X4ExpDgVepI8aXmmklD2Ai19CYN3tknXy8tGD3wc4/Nk3ncW+jn6Y+NE3zcE4wkW7t+0G2ru1uq7aJ5CLzOmn+3u/VS/1qPi9Y4X/OLjbOXhTLhDJ17NN6QNjKVV5RyEACaJZNlgjCuQyQ7O1Hs39frXj67zrFy9dYm3BWWMFmLCK1jaBlOkdTVE9Rtcs6mGqW8DIJqaJT59kHFBkA4Dc4gsmnl2/TsV7LyQgfIuseNcpB8eUWPwAScqmFc7AtVVdsHXe9bBUJcXf+fUzuO5rh32I6TSAhR0WmkfPnpBdJuFAwFRp0B+FpnYaHbUKTMfRBZOrXnVN4l6SmvNLN491yhFBCDrpb2R0Rgrb6VWApGayyQbmnmYXJH9ync6S1Db76TJfsXmS7vFbEbLkalIdK6kx26hisnbv0Q5/qeOp1oZSYLx8YGU4WlJ62kqeisKga6Y1f4pG2uMiedgr4hFipHAKA4tTRDCKm5zM6Gh+xP9IhZyaYa2FX/YoXtmS8qXjfgeobSo69yVe0HPKf0oHBvSvkhMn3RX0UTXBfvZyM6QlNdkyKFKMGjhajREH+CcQBS85GVwaTxGAo/t2vZXB1hEd+cN6U051SPpVYLnkK8SS2AU/S9FoZJH3GsfB/yaEuGhmb/0YuQRpOvleab1W4bfDK3R4CaaAf6m5Y2TLtSgI+3KnJPaZvOXy+vpMSFJhZk6hu1slewlJOk2Pm2gFdRYWqkbyJEN/vMpU6Z+pMIxxB+kWC5svh4unBbjETpITAFh/74L9B8jHUIjlWFH/TzdUW7KyiXAfr97NU\",\"17a96aa412d9189c3299a797dd8720eae6980d7adafc76ec550c0b3c8a1694f0\":\"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\",\"22f7161f76e075b9e0a250a447884ac09b04b636effd7c703a92394ed3fb39e8\":\"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\",\"59f0660b34dd48f9dfac5d973b77774a75af057ea3a261214ac5cdccd5d24440\":\"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\",\"17a96aa412d9189c3299a797dd8720eae6980d7adafc76ec550c0b3c8a1694f0\":\"Ai7o3qSGbUxgDSUUyZ06PpLdN9R1xsfk8MimLne5fB/KZKojPZ8g1dAECoAC2G6C/QpGCNXJvPbSlDuva1WHnhTBaBOvOQx4MWPNeNR7S/F2B58ZmWLL6QYQBd5B30uKL/LeeWBji7JUTGXMYxjFkWChmoUWHKxF3+QMDPrgXceX0I+TBs0br7iU0mm7M6DTjYDXeqlbbLUmN1XcmRjT/dxu5E9JHIQekpEo5oSWbseIUte1pmbFE2WupzbVfxztYhWsJa8H7nIznxJl4exGqT/fihAz9lU4hDhBx25Cq4HfvyFHp5bIVUhOpqkUgIGG/xhg0Z162lpolqkujlKV2974WTvComvAhTEQEQ4zYBbxPZGk+u1bong/qS9qBn0JlM+rJMlKn8GMzjmHa07kPEWPYxcK3hAV7zK3WguUiCbjRQtNod2gqe6t+XVPsQdCdaH+Q6+7jtmQQVFlIiLiIzGodSGEAGojPiHAE0IcqCm2JIwY2qCt/G6wUM0WqrTUqdD42CY0a0Y8tWtNK3G52PFjhMREwfwrWlPobTrMlishLvVYTjuLW3Hhkng2JCRNdiryD1aHxZInBuUuxSazX1OjlCssX3T2apEpjGVselqubrrtKjedJLab2sxNTGDXmgbUr5P7WxKJTpnRDiTz3pWlUIHyNxXHmx7ow2zDQAEDLbtyUU+8OjSN+9LeCezJUjr3mF7D9C5kt21Oil6aTS6DNzZuytb/7ek8slFhzLl91No2Ci6X6LLM77h53/bUzJFGuFt/IicF7XX2TAQik1Kb7QFJr/bQdPH4rFM9LKF0cmsU+jjsKLs+F+bNU5svbZn7YAvpXExipO1ZHpF4cqmbWqhndH1OGCCvilRVm+gLB1uXZ6Kq8Fdi3D6z1uaVKMA+0yWLqJzJvFOvB8OIWjC49Mc/z6tMKy8BxPSRQje9OI+G02fdXNSwqfn/CGh5t73WfzZOmsIvSi15l0DeW0XP6YAKhAWHmmrYSgwlvtAam5QjqsFJ0eqBfjTVqBTL5pPZjkvm3OoVrTgF+ktFquFxwKK5JxTC4ZDgD+GCiyYC6rowO+3+suBHiCB5y6VK7Uoj1IUI+32+GZrB58Z6fQzS2MkFH3PyHPTR3nZQNM6Kbykr9THlbqfDtRxQIMqsDdxGzWCdW9oZ/F77bUH8qumrLQDHYfxF8JPZxqMvXsOCnx0xJvKo6EbRfXMjWBFGLVynUFq/c+wDcoX253cSCaiZRD1iIPczezkF0Omlappe6aDXWZ4eEptpkHw8Cwoq2rKi+R/5aIZlEPkOghBww9UQBJnat3wZcl0Js+jjl+tSMrYgd0J29lyQwQOZQAuPT6f/gVDRcyVS/Bhz3ujQQIhfKVQNnb72gERkUQov8YWAAQIonTMj5+epc6UqO0mvgMmS4riG5JxSA7DU5tl8xMrLEBhuw4NpKX8KtPAyCHl7X/rzgYHR9s39O/JqGosnh5+v9AYETEpiR2jMD7NP/aBIRkbKwG/jZgkYCZ7P7SXqCz4XbQSDDM5JUyb1BtYYnCKFMwx+MsCta2dxHP71CS4brz9MAIJbm8CYT65lEAkXgCeuclQLXQnX4LNhN2PTlm2nl+IUsfG8l9MqQTRvaS8rTLVLX9nfyGFYK3mrnckTr/q3wuEAUY33XkNfyTKKcEyD6oEqBEVw1/SB0mKL11BmU6i6ogojzZ979e0CxHD9GMtdPS4K7nEw/BdMS/h0jPAHjheeoPf80BkaR5+46iquJhpkmQ8dpLig31RaTLTuqk6fXUs6trmlJDB8sTwz+P6zLmem1fC7hP/kc12t+t2AEH4dC7r1FpmXRkhXMA/FcZQ/LXIx7wUO9xSkLsr82mkEsYHF9tet5ayV/ZS4g5Xafo82vDTvowmRg36DltznXt47GMOxELrUzJMhltLcGPqdgTDZQsgdls6GhThYboEHEB7qXPkW9ckZnlRFfpSBPXxLwy5Cpx1UY6FopmSmGwIXDU3FXh/nvXmytgMDFZLWrYfejGm8KmE0TCrs7TtvYx0SIyiExxl4gvKyO06r8RAUMB74XA6JiElhDzKk845ey/JHIeRibcIEq+HbrwwxHyP8IwXYzBpTetUt04RQO2rGvzpm2uSjZyKqeVVlVxTmGhMZOjtgAccubg15g0WuJvwoXbIuMmgyH2oaVw1tjM+braa5zEcStcc4E/4vkAI0y1mU5RYb84WdJ8AvvgEP85Ryt0dv1j783sYF+1DrpVwlkVIAigQ3CHFpMgqgnVmg7mnJd8CdLDXsvfYFWxGAoG/sY9EMsy3tnczDG+//KIkCL1CrfzROvL++e4Y+52XXsH5DMeTYVEcBQ7z0V7dL2XS81RzmtClON8C8MYL2ewWBo9yVxEXjRYOiEgXTEVKU5dCFMhV2/zquqL2gMS0eFRuX90sE2/h+bXmJvUkgCgtIRlwc1NEp1qTxI/8nvqfmMlGUmnT8A0QCvCRFKtAB5AzVPGPaMeeOAHikKbrZBN/OQsG3pzLejAdhsPLknN29ifPbvtULxbwD124X78XEhbXjQ1As8FHKAIe6wfSYuL6yRAyy6vh7iy07x/cfKOwPLX5HP5o2YVB2MS43Nme0Ni4HkGy7K4V1TrMsaYF5a4J0alyv2nkJ6VJeb1sejotR/pRxFKM9EAPBlG75Xnr2vAEZMO5dLfgEBV/eEPTwVTCHZKi5i26aiIykBbipMIXLpNPoMHVIhGFkbdLAvG5SPba31AxzrAS3wcqUvMg+tZrKoN2swyjqrzIo2lZAhDUcUi6Unyxx7iOn3JezedtF4G3G8r8DjfbEhf+xuivgmoHJN4euPOnbzZOsQbjeIASzt5b+CreFQLejigG39vNJ/Vomv5jW8XggJ8CC0M3wQtLVT3Kxunsb4qUrPqtHztYP/fvDbTnJ4qnq0cJ5TFuxkhxmZFWv/9FRN+okZ11YbPqLM02yf/0LnBUZAJKtNkStFBND/rDi/PoWA4HNJKDbDGoUIQmkSd3nOn1YyNxm5CgRUy9HE8GJS6ryBiHHqyPzRmRuftZHE+wcE5Z9ZoNFADa8xToDVD7s41uFicS95/fmvmB1GkpRkpV8sNOEc930qZayz46nZW0D5dQ0OG4msUbE1sDgJtag68ebDlZeMwDm2pBQFuYUQDnUMMAwUr/+eNTjJvxeHf62zOgbD36ktT6RMRDHbpuxEnt0Cp5h/S5YE7a/kR9mLA/HuoJyPQSs8yE7YEsmNRiBsY7f3vDW09vlhAVq0NPWl23noXHF/oktHbkwy869IUulTJuN8m0MRVqLvvbiVJzGcO12Moprp3gOA84AyIvg5dlgzllP6X+BeYs1Wk2aa9n/5Ba2mSAslvx0DCaRZcfx3uifhnn3/Q/Bc3kXsUJLHU33W8C13DSq3D9c37oc3lGqYyA39ObiQW73C58w/Z1Wv4mF5nRxtiOPL5Deq+h4/9A4o9ESOzQGL4rfPGlLr4kzZRxvGEP3/kEs3xWV3XeShIrBMI2ZgaDiPEEmSVH7FSsjIjij+di9juvCpAcC9dFCyEOSjLv48Mr2pi6iiA8O8iYYQU11ONMvX3Ikkg/A93gmDcPJwc4uVD+cVK2ncBPLac1ViUvubAOiH5IUBTxiG+VciL9K4Sne1cQ7YONIS/f3KPhpfn8qb2ZXq6FZB77AlRiz+yoFb0Du4lCOdQxpeXpx/izk2/s4Zkgc7phEFxOKH98N8uJeGyRN2cdbSzS3tD2KmDmFMTzeKrNsElwm/yrF31o/OkytNAVvkPxYLjSRCEsGWezdznHAKdy+XZH62fRCdiQ5688jpj705QTAyUexgTgiZWmW3tmwYQ7re1UYUPD2iqACFUlRyVdCJF7radN3j5d83GVgSR2kK2vW9ZNKAL+O9w5QH8QcC88hsq2E0ZzOvIpDdS5VBYb+z5jtT9TRW76LsRsBXPh9L9Q5nMsEl239W18Le4ZxnU+F+ZuTzB2M1Z07WpbnSQSd7k7tuHljurg8+Ej2w+GFlS3dZmElNPEtANNrA+JMwEmFxOs+hlioFB+AOK3CUHsOwh26vsuOso8o+zkgPe7r5ZwF/CvE8pf3lYlI1PVuE1O4R9MH0tSKb7BNukJvwGmGV0dNquiVb6zWFYJTpdD1muY1NAzaF4esgURssMjYeuXztQB5nbdsDrklc6yJdHbmJODjO9tt2Cx/9G/AseRXDfjx0lVMmJVz2QH5gVsf1HY3hrRbgsJ3bkE8FaZsFhC3XonnjOUaFdL8Nl+QBcsjQdgi1tUbyt39hnINCs5FhYpqZL6bBOu7Qmk+XkwpV5o0CBqkGjvJQCCtHGVhZWjy8R2mM2lZ3dKdkUr52QQez4C9WbKsWt3i5KqkmpMKHa1xmdDrHzVFAAeyvjo/Pp40xdY3Sfk75DPurgClK2AE7OfSZEdf1p63CIjO4L2dArC61hGJfSEJm+03QG8a4lIlXegYn37nZMx7RASrU0AUTuLgUV7mGZPBT/Ge2wCYK/FXEaljG6defB0e9xE/nuZ0vmjGwnpwTXvBEskc3hgrf2DKqXzSrHyfaYgxCFBaJ/T/ZA94466j6UYsQQQERjrW/Gakhs0Gl2cYuWUutlZKgmr2ZtiGhFj4+FFXs2l3LNQC8ykv8S1quYHKah0NsKzI7KLI3pwnigtLs97Vf5/c4jDHCROU1U/C4uDDOFhOg9LIPfyKGvRYDwHgmvBTmGyGzRlth58ffp1b+mQj8Vgply6sqNuov7J66yDeK9Iw5GdjM7e5p/4qsRa/ovckqgGgnFU7P3FVvgWLL4nvaItwr6M9QI5vU0AGQeFeRhSVF0VHu8Dd5HKboYK7hZR/LPQMfr3p4JdOTJ8kP9sIWYClHbBZn/MNGGJ7IwQLptU54nNkAflhYKTrMEj0g7nxkhxuxxQ4ch+ITf9Oo283DdRbf239nmmy34DSD0fzpym8WOiMvqLbcqZT7h/rqiKytTIRRJKVS0pRD5/itu3KfM95tI+clr4ON6HEtIRAzcXf0VJ1jqGwMzCKaAY36IJ/8+7EyzY3EUhRSYwZdOzOBEPxrAonP7k5Ejl4WaOLnduT/s1EuCcQWbL4g45q9j0eqgLMbKYVFuaeHKcY05qGYdgisSFV2j9XrH7jucEAoww5urzZauXX/MHpoZSQ3SSNcVmDftbvb6yBqXgLAVUlMLA5mr8vwqZp+XZEUMwh4be/lesAvzy67TKIi4485T8d71mG55N048ConDLhqwKhz3IyjR0kU4liS3L0hQ211GFuydj+NZKhrM45itCzkvtgf86a/LwsLwnuZ883JscNxH16U8fifNo5SdTXBbheUp6mJrS8UVpQnM4lW/D7B+mvetklEtlOT9sVlkfSqE+50v0eI9ln0SoZjfP/kNn5TcjNiuWFP6xU59jq+NMxxH+JVAk3tOQ3hIVBvEj1/r49MpuZTiwvxQnI9NHher5YtzcRUYo6ZOVKdEooZp1hKecW41jsGR09bowSa3m0f1UADSk8L5CAj+5cM61SsRmlAAR6gnUP6DxmkgkElVdf7NQrpr60rr0H4WhZI8aFIIa0v9d4vpfLMiOauTVXKcpFrlC1IOrC09s4KZ0v5O2L2Rg0/1aRDmnGkR8Od4Pv6hVVuuganGnTnH2FvpBcQQTi1UbKiyyR4RlD7iCb9Er27u1XiRGoeUOtwRcYI9kfgsG938QePWE72RbT7F0oRbe/XRdP0bu9LnC4X8BBBaIp246cPnAjz8I7Dtn2z+c58/NilHBLezgjATHd/H+2aog9rve0Y2M5A54cl8SgVDozzqexCtYfLUVoWjtbplo3sRRL62WrMU8sIS2L/xW2fQrSN2yUqoI0134h3r5Zf0inUOdTaXa0p3nqGgGrO7rwlHytcIrmrFLkuRNhthvwiZ6mEzEolGIT/lriZgy4UvYzJs/aPrOkH2SQMl80x/Nd0saNaeffsMoN59mQtdgkYzjvn1B+0DFQHyBaKQddKReY4sc6rr9hqlDA3E/9tR0fhErcZ4XLHx3baQqvxaTGREo8shbdWQQCDBEiRg744TktDRvF3Mds8R9F7L4DC+RYdqUXr3PjkKNPglamILrZc6CH0vtZIZ2FmLyfwb4WGnjNVy+WpSgDZq286uL+y8R8W4KXrsVzMo/S8ewQ6L0nEQkzkcIs8lw6r+fJhkQBIUCIWKuZWchjtCT71qpin1p549nNLCGixtHzaRhg3xxgcKf4MUs94jhfhuYKqjWEf0YFFVoO1uwIeg2OZGWOOr0uLyKF6OOJB+TlNrPeLCQYGXDDMbWCzBeaThuBypiaDSJtoFVECvXzvtcMzc7sklsS9klLUpJvxpO6XAdafDexzcccZCPs55gZxjj4creyNsFitsjB8RubcgwHWe/mca3vQg+edxmYdKcVusbKVJQQH8HN3XzQZNVgoizh0ziQ/OcMcuTMUigjM9L+Wf4NbRWmYpT3v2/qEMl7+ZUer9kGlR2bDkwnNVRJhjeY/Hj/NXdZwmH52Oqi7ZVKc2drh4gFVwSpK9i4DVbSljIOA9pPB8twtlXGKa7Qqns09Gu4BYvPECHoy25Uqe0pRuIF8MMnPffNFSHes4mdnSq12A/vL1Mz5YMi8csyuYCe0dap4aNKCEEW0tkWgFqeDsapw7vVnzVDgxjFzPT74J52sw6fe/dz+evDawWdpsC6D9Q3VldZYvCn/u3JOlvpcp7ANT6bB9WMmD7L5VML+rwHlFqH9IKTKpNTzVv2mVqgoqoKvDX4ky1LliLCrSJW0BtutrfIIfzy4bQJaBe5ODr/wkvLsA9YSZldpweLN3/+iRoPVKmDB8iUjmjvD0s3QKSV9/rvQF4BrhuRyAF/guz8hmNj3tiloiPX+ClLQBk/iF+iV6eJ8N7eqc0N0yVVapfBp/qmQ8kGHlV3NGUZUVcqQMJLJDe8OrUO4inem2PQxj90xbMBNGoayjL0z1AL7thl+uwEg5xXIXkh0DNo2ukPeJZ2UpnjSNu1aOrrEQ2V1BFkaSRf1LCoeo1N2EgbAm3WJoHrLOjXOs8thlnFYphtVe8xdbp/NaIQevd+KHobNHX1L/WIF7JGxWuWNp5GF3WJLfffE+SFFMXxhRHudW23coxxY7ePNX3MIBg8SGL1JN98C0g7aClcFTuoVXFIwPoN4hcmhTqcAwErUp72zanrOaqSoS+SWsSOG4CQzTERjV6pAGXdjzTVFartb4G7WjR8youxxVr/jZ/h4g6qCWqfiDL4yYt+FKlT+XIVdvxRrF4ozQqmlMmwW7qBgVVhCJG/tbRzNvOrRF3ml0uzRSFQux76O5vmRDwVQvqPt1WRew2CqJb0tQhJXEfY89Gt6ibVQR0K6sBuMfIzxop7E9ZI4Dt15HNtDKzxnErCPILUUWpOsv9NHgqMCtn5UU6Ni2d3p4rbToU4EQlaclNrw/UCkK0UfuFXiqFBfFbg4bLhc5q4/Mof+zpR4hFY+i1dGHwYXkN/rrEPc81s4AsvvX0KjSFqwL7ykGejpdmcWYHDbfd/GFdltw0fD66RdZCm/GAuVS7Gb9XSxb2JOF/D0cVR3hdHDZsdHkPADxjdh6BEMpV0N6NpN5EzpmIY1zyI84BTrAsXXYO/BxySfcmtglh+S6+mDITvCMEhOIR3iTbml/3kS/zt0WKU3AM7VyfEZzq0/B2jXVqg1FbpQMN2Q8+OzVrf8OWCtpJdRinZwRqfDvxLoTPf2J1ZZPHoX06h+fpSPKzAxTNC9JUvQfcIQEkeL0P5ASchyBgjkYiltZD6nswWqOQGAHiSJq+a1zOb+qiUkkxUhq+QSqyvtB7zGfuXvZCEx8GggYyLpc/NcFjxg1e6AcxIryF0M+ucfbispZz08IetHjeceTWaammljp+csIrGoCeoS41golc4CSxpogeXPzbQ8Ot9IX2Vm/S2zRsoQEc/oBSNbeprZI06S9+FlTKLo68KHzWOBHkFySWdyw9EfjTXmz7ZS2hDWGjVfk8cmOWyzfC1e63P0cl05LYM3Ymu8XnnRaErE9R3jIz6BwMHVpihgtfD8oes6VsTUjkIp/2ZRUoME8/sec9doQoK7Xdsy6d52mxW3enlf738WVpvkYyPmuKu5OwyXCqCH2EfNSxEZj6+LXN4W2pUgLYMrFe6vxY/hcyxm2bj3HLvdg9rQJL+bajHnwoOSMddcabqg+A29dSwEVDF0UAfWilBVeGkFJBeh1fcFH/u2jsEnJWLHzAK6XU4jLLYvtXbcod++Oc72RcUge3puJPq50//eVR1s5719debf4N0a2yPpA01idZ2oqOpO8CfzB6DE2OAcmPJnwWKRESVVWg0zNuda9N5qDdFHLU3CqXdYQxtafOzPzbW+ROsUO1rWlB10kDICIidb96zsSI47Z1H78fcL28E6KizCyQgm7wXTrLApZ44fBgLX430jTJpn6fcaP7eTTtZCNJRrNl1JBCGTjCBJm3aWZ+XRCf8BrFjX5Pgr0Xj/1HudhrVaT55APzDRUO/QWmZ3hItJtaSY6KBU+Lyr+2MXlj1mJnGynnMkxrZYJFKvHQj7Nb6OUQHFxgLSe2VLUZpPBnFuEKce40+61bFtgb4RvGkbYwkBhpRxnueD8lFGRr6B2e5r/MGHsezSQqU93bT2gHmJhHM4kheFcf/W+n/sCGDFBD3TehkkOIoeUbzf8idiJf1qRiok1x8Q55MaiPiMVLdRj3k9mNfQiih09K4TERE7aHnA+bxJ7Z40P+DtnFLelnssxpcL8UTfUUaEdX8u+JinzNyfFi0tjlMHn85BDlP3dY8B3LtJQyAP/ESfQzQZI3rR0rDk4AnVTmTXWpnyLh/bw8Xr4TjwYUYqBiarLWJCkjcXgHRXeUa/g02hOv9fLTETg79arpJhtC1O/RwiHnu1T6yTGQIMzYyVmzknwFUuZOyBX7UTchrIoNh4Kt+Eka1xKgkiK0Zlf1bWv1WCglf/FpXGin2s6cFLncWKdNkOVLB3qATnO+rG1OzuvrSUZqlKKFMQ6KvqZe+9KqTdXF17oBPOPGgfGFfMstNwcE+ORMS92VMDrT82t2HjMac/DMjHYiiCEI1S+COfSclibaISNuC5RdSY0ZaABsFBP2spcwlSC7SVK8bj5FIJbIV6b8FPEFf1qaVjI299O8j0WKdX+ZYl8V3Du/F4N5TTjUEzQ7J+cVT1xqcbUQVXVFVirxE6/rZwWN7tThf1NOQ0CfO/dWKvCbpLkl78cf4T10Ki+R4asIEjz3tNf2JQ+EtHfOQhbJTfReVUSKykC2i0piud7QwSD/pSEtCrlyyjm0af6GdhAFW7PEbwKuOlv1z3vUb7Jp/4M0iru+RTC/jVx8jTFJMW2hY1/SY6rQxr/DsEqtP3eFE8WfwWVOYMguu0I6zX82nfme4DD5WnRAuMQzNYRf+hAMOMN9XRbEaZfxyyh+uxtcVrEZO/iKGQoj4WsuM4AuKHEWEt0Vv0u+sDDcXUEUOpK6FQbPMvG1wvg2BANKenK0bZKTc1+x/71YN0dpMFEhB58vgAbfUdvGpVvlG9jgTZTpVF8WETqNS0EqWCOf/bPV2IBCuVEf8bH4DrMXxb9XMA8BCjt8GOVgQvJPWBng88rZ5zXsQS03oFUwr1ZExgXvbbQCBGf86duFJM+vI+GiYB4ZlUdaCEZs5ryVULQ3FSHjszL/dC7WSbD0qM5Ej75W+Qj1ni9gWvmyrUPMiEI5pniMiFlh3wud57IbjCkcMvuj7W1kJM1BlpoZuZUWNyJmT9wvdwhM2JIBMFtmKaqqGlelvnHh2PKoXxB7b4qHw2KkvvxEN9hqq8kGrZghx5f4s0hKtXSg4rUH8M8ks9EDaQPlAIZ9pWucUjH1C8OkbLl2IRGfuognn4gEOt7U+8b6Eeukyp5w/ssR9kyY0S9HXMIF1ThteS20MTShWVv4Ip5xPgQRAHzz95yHKJDdU2jc20ySPJpKbpu4xavjYltKdQWdwSycFHrGMClQF/5iBleaKIvEYNJuj5UUkdpVm1YysnABJYVAo4+Ez81IuL9pzbRdB717EhniGye93O5wqS4vAh3Br45dADrVNzHvaGY5ZmSy4G68rIkpySNuwraniTX6HOMQyoSKJr9CAkamXt/bJbnUmtFZenpOsTb0FeyTkf5iIjpj6/MrCMsgRLW7TiEhCxFBLlizn9Vp3R9+CGFkUNWDq1/qxI1G9Eim60xPOEeOPwGygEloUSqgcINeEg5ZzhEzQKwQcbpbRtmk4cSGqYrinn7bLAkcRDgPy1JjEAmK6h/YinVjm+GBkaOzSxJR21848JjJqcmTOfjzk8T1mbonv0OJhx2VS7HkqdNtbB6/hS/bSgVmVV3Qq8bvTL/EUoRm2L3gV1OZnrL3eG3VgzOW7qviCDualfAfnavggXoPGyWvkf1BRZwt3FZ8j5ZY4MgscUqSZ79owopflL4cZQGsHHxgwXGcH1a0VTx3CJ5nyQ5yjkkidUYw9vcatC81dEQWYuoM3cAjRasXMbGGwE8Kyw2XHJB7SuUNhGQEUfyGa95SwPxxfoZa8sCdQe8aDZYRccJEbR24du9W04ATOAuY4P/hN18tmmhwdJ4VddLKnG1HgVijXSHclI9UPuqpYf9lI7irjOVD95+gJCKnU444P3Pe2ZH/LUx8iUc2Pl1vrlqgTvJFToAu9xJ2D3lL8HpJw3EiZnpUKrwHg2Z9wF9WOd8p5W9zvZWZgqOYA1z5seSDUuoVHTlM1XAHeTCewt0KkP0EeitJfxHV9PdYop9DxQEwL0avb7tmVjqVcrXVZFA7Bybb23KO2pS6G0P52fFygp/PqHwR3XQ4rRJoV+AFhzEzgWp0lI12etAEyfmA8/MgBBtRrQj3rcU+Nh4WVbATfFttrM01JarZuboKjlhBgDHsabBYD5mZglLKCHnoDcLVONJ6Ik0+OvhmvKxFHM70ZW0JBn2O6/9KT9JWBY7Vf12qh0KcuDxnYdApYBSqakXqIwsc/NaHRNsKVRxyhbjLI0GnO+GuyqdhEFZG6rQ5/b/T7+8dqt7YKzkWwfGVld3FAVHJYUvHiDV4S5OMBz40ETn3P35OG1SdyxQB/jCyoFWpmD2pQtsVHYA7US9W5rGJSMdHm9roIduqfS0PM+GNxJhJdZxj9dh6eeOE4P0hHvDse7QdUzfRHwC6L+QG7ttaLWCjZMw21hJ3tE0Tuq9eOQcLQbquc3L0XC5/Ee/oGDbTLEsB2L0Jq9+49k3zB0K2+3sS/O78t7D1XO+oaqJgTIRBKfUWiJI3OsW5fNXxSBjvRl6qC0whSbxHNxf9ts7HV0d8ILzVefHUmfpPyiKElsRhZcoHysADPEHjWVWI/aKRtChpCsKVJbhiIy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