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","code_sha256":"2259664c4d570036cfd6a1c726b35477adbcc028461046bdbad03e34eb0677d3","port_zb64":"eNrtPGlz2ziy3/kr+Gaq3uo2AfCcHaeeJ1EmrnXsrOWsdyelUtE2HWmiw6vDif3rX3fjJiXPvONj/IEGG40G0DcBCD/88MPliIf381W5TePwYbXeDsK3VbU5Wlebav0IhYf17LbahLtNFa6rch7ulrPtphcuV9twXX4Nr959uj55Mx4Eo3C20YQ+xdH4r9SkDO+B0jR8rtarsFyvy6fwfrUOq/J2Gt5VD/PV06JabgfB1TuneTivlq2rd5Pzk/fDUbsXzqDLWTmfPVd3QG61gE4n/zg5+zgcDcLzVXhfbraLcjsdBKfLbfW5WutBIb3VegP9VtDZfHZTrcttNX+iwVeL3Rze7v4abiqont3fV2sYCvQD89zs5tvNIPjhhx+C2QK5EmIHurzcLR6ewnITLh8CGg8AbspQ1/4+2wZB8GP4SwkMuF0tN9tyud2ED+vqtrqrQmQ4dLSeVRsYfrmASalXGmj1WM53ODBidx/ZDbQsmdX6DgZ6F948hdtpNVuHm9VufVuFq9vb3RpmcFsNwrOf57Nl9Wpy/jNgz5bl/JXuAkjNlo/wslo/hcN/DC//hYOvQMbhfLYF/szD1mx5O99Bs8/hZr5CWT+Ut1/wtVzegZT+vd62gQhQgv7DabmZwmhwUtvq2xaFBeL7NrsFSjTUvyIaMMJ2684WVAgI6a4X5WeY7u6uUgpW3t2B5FcwgXC7W5Y38wrGsgaWATowb7Rd7263O2w5W96hmgItGqTUg345/7xaz7bThe5BdVptS+DPHaliCVPdKn2uSuIrqSGI/0clHttnuJmWyPzydr3abByeS8LbWXXXQ8WQkllCqw2qxfxpEARaocPjsPUXUM+/9MK/vD/55+TtcEjF03Nd/OXDCP8Nz04+jIZvJq9PPuDrWT45j7AwOv31/ORscvXucjh6d3FGhM4KVfnm9HLyZvj65F8EZZECn7y+csHMkPpt6MK5gl9d/NMFC9vz+xO3IlYVZyfvf3nj1SRuD7+cDc/fuLWp00+jMnPG3KjUTPjw7uRqcnIG/yS8aMAnl8Ork9MzquZRs3oEwpCVmhuXaBBXk48Syh2Onr7/gKN5//HsSlZqjvx6cjWcSLbYSs0VFCkiSKjmyNXlyZvhhGZ+cTFSTTRDRlcnZ8PJyRUgQX9v4SnrMzPEK6MPPHe4aICF183lydXphakUkS8vAzf6cDX8MHl98fHc9iI0H345GQ21hp4JXyVeXwzfSnhNI2yFnv7bs4vrCWmFrXPVwUIzB/r3jydvnKrcURELdW3AQOPIgXodxMxjut+Ke/Pz2+m5o3pN/nauWBLHLnh0dvFhOPlweXE1fC1lHCfNeiVoWa+58Nvw8kJC9ISoxLB0cT40AE6lxMgUS4T09uTs7JeT13+D7k9fD02dwtezPj0/vToFP0IzNFXMlLiLJMVp6oQpxT6p34amJpElXuvuUhsE1jBT4qYkTIloAwtfD0cjCPiXpsKSTk0pk6XMcCMz5DNDPje1uanNTa1hd1KYWsPn1PA51Xw+S4WBGb1PtZjPstgtUQuYhHXnhmBuCObMwEzj3BDMU1MyQy1Mi8LUFplRXnCfr4eTX02nheFAoTmgkayTLQx1FkVekami7vTq+kJBeK1L0Ozh+Uf0PucKI7GUCq+oiJrgA8XUFjOvqHC5HRaPPChXRUvB+s6Lj1fWgzFhRyHsKIxTgCL3GupIy4z9yyKzKOfDawvntihU0fYY2x4T26M1QJbYTpLYFhOvSLgfPo7eGfkyq6bM6Cl5NoNgCafCdGe1lmXcKyqELHP9N4VlFZAtem7Rc9uL1V9mFZjlmVfUzXIL1fpJHaLXsHOwSk9FB20IWmd1ruDuoOv5FFUzW1QCK2K30euLy0vw4EBy8v7izXAfHBz46T+UUln7YsbA3p+ORqfnv9oAwoyBmSodva29cWtvPIotNPWKzBa5yg8wukh26f54lDWCr54MVOaWoh6yIuOHaarmqmhUmTM7ZGt13OQhMriOsOPr4emv73QCJbz6tyejq0a9mlxsOzCmpwZIGZTlnjUlbk2Jp3ZUqWVZmlmoVkCddxmCme06s+LIbDeZ7SYTFio8KLdFoYpWoCY2yKLGTSxCYhESi2AnldlJGavCQAPCvrhUcCtjY1eQKhrT5cYUPiBD65bCCzu3ws6tsLMo7CxM9IF0k9uiURhhFUYw5svz/OJ0pBJM89EBxcQWNfGLX2xKIEw4eDM8H51e/Wsyeg1K5QI+XFwPNbIdFNezvnjzZmQbQYXp/OTy16HNawSPvQpqZxJ/qmW2yFUxcWPjVaNRYhsltpGRmDBZ+/sTyIOsVIVJ22VREbHmQkUNtfy3GaMwKSN+TKopWiMS1oiEyQghA0VDtVBhi5Sw/X3yGmapuZ1YbtuET5iM7+8QM08cVGGLsS0mEvX96RsLS20xs8VcFa3y2OhJRRkrLj7qPq1q2dRR2NxR2KRQpMwrKgQbT4WNp8LmgyJziolXVLiZ7djGSlFEXlHhWkMU1vqEtT4qcltU/CwcurbjwqobFjVuanFTi5ta3NTi2qEXlmdFZnEzi2s12oRGWeS2qHEt14vC4hYWt9C4sQ2ZsQ2ZVOSqyCwCt0Vhi7EtJraY2iJNsx2YdcfwOFw+DGg9s/WJDaJeGA0YPqgURRG85PiSawgkdHmc2mcvTBOFniW9MBskVZdl+JqIXpgMxIHXAigXA6Zf0wIIDQpTW2Ctec15jkPguQZECUNq2Dwl/DzBBrnpnMOTDzKDD1ipRma8F7IBN3XqEZtHNuD0AIycKmHoQrcW0BP4G2oCHEvk06DyPMkg4zZPRJZdcByxV2IwMfmUzVPqXT6J+7EaEDWxA45oBlzWxHkMb/hUzXCweng4OhgrvQG38xgqC/ynu0C6mgXAUhaplxQZCg9dB2+JriNm6pcCKVqxYrPc6oDmLTMP6jmxFZH7LzUzL1CeOHL7JyVDCKgNsovcm0jUaMBUV8hJ2WIvVir/CcmniCdVPwLcAkoeXlwbPT64mZatTc1gc0US52hJMGFoeI9ICaExwCbo5Qc79HCZxz11U+9KjZTK75Ei3/fOnKb4yvSESBsNXDhP0B3ksCN+8j3MhdRH6IiJxfVp88Q1Yl6fUZM/MMsYsvI0KwpWiBg+9lCQNZDDBKlMuasy0nM4OPvUS/gPdG/SvykH59r9XnHYBytAtUSU5xGEL/jej8mBFKkHgzFzOb3aH3qjGlCN/QDYjnHv3EWaihx5WDDI0cDjIaEaLHN0zVWdPBcchpvkDD5aizzeAxPSLR4QyUuS0hEJjFBD9yk0+dIUJySnVVdRX11BmQFXSKzGs+YQpBz/tFuQrcHr5J6x12zf0dzIDcySWt1Z7QMemFwBPaeIfdDJ8AE5RRge9ynmZoq2hLxCjxvtdVsqQu2p0vGORTV/VWMUb0QsdtBPsgP2aOOJ2PMAUaDq2ZCV8VqRHnFiM4fEusTISJzVZLYv3ahpDmtMs6ED0V7HvicA8NwCZLnhZZSicvuMbNE1jMgWvZTQFXzsT69h9H/mMe6Fd9unh+oYMlO1kd7GbejTxWK3pb1TtUn6V7uhGeJmc0X7lYtNNX/Efcz51/JpE96uFpXebB8E1ydvIOWNArVfCWUWqA1LKPPAWTCA9ziob1ECMA3M1iS85YHZkURiUWB3IvGdB2YHEl+JoN55REAauDuOCMmD+k4jDiwKajuMCORBbWcRgXFgtwbxPQ0aO4kIzoPaDiIARRTonUN840FtxxCBcVDbKURgGugdQnzLg9rOIHISGNPYEUQ4D9ROIL7EgdoBxJc0qO38ITAP7I4fvCdI1t3pQxgP9A4fvmmW4+ofvhuOa0Ae+Dt5KGLJbv0mhWh27hAUB3rHDt+kSui3PHB36ACS6ck7WBkP/B05hMH89U4cvqZBcwcO4XnQ3HlDVYwC3HHDEg8uzpFEngT+HhrCisDbMQNQwQN/fwxhSeDuhiEkD9y9L1J3FjjbWgRJA7U3ROqfBt7WDcJEFng7NWQXwPDrCyolwZ6dF6rJArPxQaYTBWY/g96TwGxe0DuouNpRwNesCNT2AVkZD+z6PwGKwFufR1ihYXoxnixRtfQ9BY/iYN8yO1Xlwf6VdqosAndZHUHgNJzldILEQX09nOyfBf46OAFFUF/0JnAaNBawEQ5W3li4Jrjp0ixNExj8nV1bJn+TBGaNlvyNCOpLrwTOA3dpFEGgx2rxkxwSuBt30ZNgceCtexIsCewiJwHQJ+jFTQQUUVBb1CQoD+rLlgQG32VWI8kHsoDWEKlcBGqVEN+YCPSSIL2mgVz0I18ZBbSsR2VQhYuPBBYsCP4Lz1G1bsvbaXV8td5V7eCuug8nD6uvrat3vfC+vN2u1r2w+vbQ/ikI4U+e2oLmV+8+QfdjAn6dziDwAVL4CuFo6GOJjn+zezwq1EIa4X+GzFY49DrHqi9TKV/3VGA3x3RSbEAnz5BweIT9gpWO22qU2916qYgfnCVE6+UdzbPshTe98KuaIwz4Jnx1HJZ2qIpgGXbD1k2/bHe+Bh64H7bK/g2CD3ZWqr4Wu1742Avnq144nakefwxHq/nsbrZ90qfp8ABY6zHsQK4n0na4XYXlUp+46mEmQbO7LeeQTNw8ARbLB0Rqc4fc2UFLYpGkI7lSRlJuJB8JYQ0Ir0Pw+NbveOBsXS4/V62s7Un29/DnUPgiJfHs+i2UCCrruP97uwPDAmwY16uwUVHNN5XSJ1TnsRU1VOyj3W393jdEkITB+SpHr01hLId4DNoue2lRJRqGreIhzRBKsYsEBmNxmMFJ3OGO223T9d0Mzw7eVjCC+ar/gE0fgDnzlSL60J/OJPAVCN5QIUZbKs/QXFM6kkyDpzUrv51pNp99qeaz6Wp1Z03zqKUKXfiPRj/uPHee2w6vwLhsQwMHNekeh1/tO6P3zoOdKnRS3mxgSotd+2ixs6hcot51JLkFIrKjMgrcZgu32aa6XS2phms8ZVWLnqrsAzlihER9FeK75oPx7+MXvNkGsvAZuArH/lY3G6D/sNr28MzoRJZuZnSy8At4vtl6A4ANOLYlVuye8OW5si4CdPn4eI+7QzgR1oiPoAXeQC3uo5SWMwcS5grAelAdLcU+DE4KD7TH1hsp92Hcbd0nDd8zVDkTqUmITkc4NZG9fltaYPmwqcilzJYtzQ3ArYdRR4XlxLo0MycBG3dailpfG4/XhOQCHR3ylMFLtKW2TejM6Zx8BEEeLeTRY80fz14T67lEXhwb0MbzrTXW31foEUB2FFZ2T1JxQVaucBCJBmGSyJoclqv1opwrxbIqAe3aVgG89m2vP7+Zj3jkkatH59ndjjpGw5WjqBu9HN9sU0lldjOpcVdT6OiC1+wLCuao9dil9vW+yQs4URp5LofQC7+0gf92RvjacIraj0hRedWVmhF4AXc629W2nE9QCx/RaaoMUDZBz1x1qiOFIz1atdxg0D62KVPD+T4fQcnLHsdysF72qIxhdXe3wQgg6XaQhsknx0c2oqtBGMVD1yQ1yKabjgoR2c6xrTdp5jg44B/2Nq4nqWMn5ahnG19nd9spHsOezvrzlWGxHybBWUpX6gRKyB1kpKRsYX+ofCZLROomWKIYVSawKDfIRRrBUYv+dVV+CMlC25ENkenIf4aZ1Jx8ts2+Xc8gqfvVVnpHx4RBgIf16gZQEW47xTfZ15dJub4hE3CVaqGgNc2ngEUtZONFBRmhj2VcFpHoUfcS+abafq2qpQ7AWN3X6EY0j+V6pkSDLTuufVG/XfNOlDvaM3YJvVaputT/TTTUnbzSkQ+jhxMS7SCcei8vgIn3DJ6c5cHYf7sCJ48/bWmN0Oh64beoFz5FJu8+2WBqq7Nv4PJy/uT9FIZ+nUG/OwChzj4v8bcskHbP8XcK9Hubkcy7R5+isRyzXuAZKzg7ABfj2mfU6FOCoKfo6FuErILnnsTPXzPRLVNFzFs90ZVZrVKuo+javNH0Nzv2pFaJ3/hmAuKllrqyEaahLsY6nK4rV5dFPZ9hL0q3vIfsTov3uhfONhNK18rFarfcTr6ZEsC2s0UF/mLx0AvVb6+wXheflFpAYvA4wZB9TGK1MAjbBGMqUSs328l2QyA+Vu5tXd3ir2kIKNRH1e2WXmNFalpu3fmDWi1KAqSa7oJeM13/XNF7PlZR6tukUi0KCbrFCcqhqfHi77UkQPW6A2NZ409yKF6RgBR1cvzHljd9PS/QQQMEVdTg5ifIsvo6gRz7waViG5jsSGH9FNTSywn+xm3PAIL9aajTivRkfxq62M1rcdksjYN6KRptNwuzsnt13AyDdelqd94yQJPXdqDvFz5ib6r5CudrHKah4Lc80GNftsf0jgo/m5R+/7chal/H54TZFtjHCVK3WgO7cbCvhVbIWiOzu3CA31JpHReHId1ViUNfJbMl6TbqAtE4qmuEXYevfWRIy4Jnx2LJIXaRqJcie9WWjG9HOAYH0nODlm2jzdNfWKEPkWNdWaulD5Nj65qOjL9C1tmXeoRA56INTjqafR+pygWZz1T5lWL8Hi7ZkRdVNJXvI9TP5YJ8j/PRoD9hXtJEQFEt940Hf743IwM3Q/LtxkfoSFK1YdLnMNVYx3YLn3i4SlYLtd534OHU97P34avtu2dSYb11MG7XV6CINb4FOdsKQOKzY3AyVvCx972+n1Ea34iZ1AudycZNwKQc212bdva1ENvtI5UL17XBSSUR0gtvcU3U8Qt7+dl3JufsioztEqnKOpUI+0i7fUR9ah19cX2rnAOOyiXMtuDYilC3aGwljv0FJvNxTkJ3rc6oxaZc4MzelkBSZvQPDyv4EvOBZinKimWHoU/r6KuaeO6YDLi+gAH6HwclLMfRwpZmhG0s7x48RGd8OD1s5ykRvPuU9zKT9ljHB9aOaOBW3GR0/kSNBIxSfS5pSIvyW4uSG/S2ta1ZaUV6a1YZkBwdhBFP1yzJvTXkDrfhz8eE0/Bx+M+aBvXQ7qoZdOhVUzHMRP2glQy53zzeG4gOGQ3wi8nJmfaHluWkbaCDgZJqclXzJzo5NHx0NulxecWPWW5lc1WKJrZnrYng0qXum6m/+ER4Ly061V3ywXUn66rr4jKIF2dvxl3ZvwWeD6/Vh0P5FUI+ZEfoYVSOb+Lkkxsnn152MZgs90IvjsP37kR9vtcWkPcgK3XSC8rkzHsmnPZMAG2sK+tvFTOTtvf55HTifTrhEBQH5OxJhzQNmXz55xOsNsgmr2RM8g+QuNq920wNXWjQUfmzc+JCKrnexh57qZ2c1+HkGema9y52ZjJ0n1Yze3bJ2NSbxuvn8HIOh3PiY3x2VDbsHFQBq6IZu2pbR6lly8f0r6MT5T8g1sBpUJM5x3NllhPb+sNPxVLUs/9xIJXNkTaUTIZu+W2/K1Wpo1C8+UCdN5s6gtqBlV+wLNVfwPrzNDNxhmA/h9efzq8dxSNo9zhkA0tnvei21JD660X7CHG0PdDCx3qhX2mpw9Rjo/mMlslK6afXi56eXY+67jJn9v9+EZMrTJ3Nm++PrpcYemd+9LruevYZrwiZmA8QH+xokWYPLvWYUyD7Q9BahllaprEbDvBNOLHrASK2VbhyNjGrCUJ4+YgkdigjUV3tXQnSy6aW+iEq7gD2rhsdXCmoffbZSR45m1LeIZlxYzsBL54ht+Hm5f4hGhBhbaOrfp7G3fJ1GIP/OqaP2sekgftNPUk1XNTXavZ56py06JuI1Mh8Tf4qtXONLhC+hg0FWXAZrCdWOxE0VqLbfySoLszZZoMX1iiJVOT/3PNCOsUzx4VqIjk4UptdqD7a+7S7e9ygYPfDq3K9lINzfVVN2O1OrZmrn+7Cugb3QhVgNf22mybTWikqggMUMl6bUbtVFOINbTcrLGfziatYdlvNnLEa1/EdF+JK2Jy/GrtmKVXH9O10YA5mOYcLyGc5/ABAzx1mr+asGvHMaavYaMe8vzFxTLXG5RrDofubUu80mvXhrsl8aeAdypW7zjoQQYFM1+OKBJueJPkFLftSL10dIQlPxRINNCcuZc2/5bOrcgVZAfmFJdpVO2juuUo1VE3bWfx1A4a7COxFDL0wvdns1pWbDjkLmGqf8tHLlpxvOdPcdSZ2RVL2/aVSyxr6kOi4AyS7CmBnA8COiplmDUrRt75DLqwjT7pI2EZ+WlxHeJ86RDeHjHsl+2/mM35uaJv7ZG13f5LsZgtflhP/a6RxPHHcxRzcVjknFF0qNuUyWZsh3z4yxT3J2GY6u1fe3z+fCzqjScvUartdy3SWmtghuaeZ7TYvnXc4tpP05dJVVGpchWdf94OZGwBfmY7/jGAadKVU4OnSvSGxHKZbzmkDDp26+sik5Ts1JUqH8ZxWCz946wg/y3qTfEpSzuxXq43id+2E+LhDTt/LT7wvatn0lXP4wRxLrYVMp5MG5h99PinxEIkXPo8Uty0atJts5qsH5TSbp7b3u4HmKW4lg82XA+Q02h+R092as5YzdcDNnC8f152FV9ltodp4oHbHzNIImHT0AFWp1TWqqOQ1qmaygR0LGjMubNGHvVrCovUM+SZ/u6HXs6gf3YIWAP6gxd6zW3Iu2D2pm+bXocNChmcWwVEYa2dAFekZTh2iZ7hVo3eYknMMex/X3erAjOrALPfTMnNs0AJK17gX/yqMBhb/m/wxebV42D61zk9thrKcajcfDTLp1KOBsO3ktr4M0/hDp0FffZnKWtrcxwSF1yr4WK8KJI1GlPjpb+xmdTxWaxPNKkoxbRz36uhLWMaY5bR9tJxSewchU/npbEU19bW6vq1yGtHpAP3p0ZhlgbVsUPskqbEoqi1ldViV1lCIje6XVz5oH+UeCh/rFYUGX37ED0b4PHzYbTdhizYB6YQ0xBG6gbK8v4f/IS4Z4zcB/eDq2k1S5XkTWhkxe9DQVT6mn5o5Rw/Vrpy7EMoGffrZ4IG1T1NdW+5cuwqZ2i7WUuHMYp5TQUzyvyLWUs/0SqMDFwbunjVcS+WiGTtAUqvWo6M79oMLAurMHv9O275vAMGI7oxG/Gk27lx/Yl0CdLF0fipfXF+mbJMNfDrAbdAlu+7zJ7uXTXmEQ+jKMeyrT536jofkbQSaL2z0HUljgGQKRkEOcQicS23Z4h64NMNJx4Pm6KnqGKpq5251q5/D/gvN+k47XAdmXd45PzWgKS5fX39adc/fARieWP3Ozp62ghr1XTb2Jjd1JveuNrlnj8B0/JLwGpyRBLqSwhQJgHi+1WUInHgGNkSDfY2Pw2gP554PMPu5yWlgUbfGg+m48+zjlA2cOlojN+hOb8DP9WP8dWmbbg9o1wKhkxZ0p+VeZHWoTFu2OkumDXokjd/XSNp7cPfR1UEz/4tuZIKMe/LM7Fqq82QU9dwzZPpjVB0aM9+gIxkI3E+/kfL71l+pY176jH0QnJ/SD9mC83f0W9Xza6PANX3kBw+AqbVafSRwvqvwaPBP9rAhQPDbABEav+ZBYLdFOH0stztfzO8UiGSf6jTYadWnIxJ3oJV0CpPcPehh8OGKkhJ9b/bt6uGp1T40+A2Ep605m3hdO5qojz97BxhpGVr8NDa4L9M2J+P+X07FeSOypM2Q/o+d4K+o365XzxC3H1bz2e3TT+F9VW7xI0IF7l44rUpUnuXtdLXe9OhH028vL34bnk+um5cFsci5pkPdD+P/Y02Qc5lF7bIChZDG2SBK4pyunRiIIuE5XiDBo0HKsoIxLOcDBgiC7iqKGU/SBKBZPBAiifGmoT4RfPlpfyx/oE4BsN+c40U3fRi2yHjKCZpHIsILfqiYpyyRRS5yxtTdElkm7xqCvyQlgkxEWS5J52nBBbIiF1EsFPkkERnNu8BbOHIimYgUr0viA56zAu/+6ePdF0CHUZuE8aLQmLzAmxegGCcxIQCQixTvZurjTUMZE3L0RQKNOPEvi3gqyCfGaZoJqs4ylkR0pVEaFSxO6CaGNJeXHMWARRcfxdAzXrsiBoyJXF7iUeRZXBC5Iok1V0QW0V0lfbx+qYjzVEJZkkV0qxIXCctlPWeRiOVwWS4KTnMQDMhmqp7lhWQwS1nB5S1EMNhC0ow56Qt0BIrEhbwNKi4KGnCWxDFPkZdxxOKCpsMyeVETGyRRkUfyAqo0iVH/4gEHwkJqVJqmhZACBVUtqJTFMYuUwgFTImIUSCnPJRCGmKeSB3Ec5bIeSHNGI4tFHiMmkIyyCC9Q6aO6FCAHahMBnayQ5IsoZVI2EfCKSyCIosjkJVIgJSl6kfCEy0YJyBiLUIrjhMv7r7Isk/IG+WSJYlsWYylCkeZSL5IoY6lQyiJoQKCCHPgr79zK8owpkfGMimSLOd0Ck4AchJRyxGEKSj9j0MBcto4EzTsCGed0cw9yIpMjBDkksj9gAEcjgiKLcq7sLQYGpJI6CFlwyWBWxCIl6iC0NC1U79CpYkaexlKDRVHEWazYmkA7UqcC1EVyGNQlxQmBcRUiKpQsgE4ie4qAOiouakIS4S1oOD6eFam864yDdskZC8DMyHgjqE9kbZbGBdlzJuKI1CjN9HjBq0WcS50Ho2FqElBPdgaeoJB2CT4vyeRwUhh4JOfAoRvSdCGiVPmcKALDldRTMDhB1KGUEN+IsUmkzYxJpwEdZkI6KnAAoDxkMwxsi6YdRyLJle/LwCpyyYs0YeQDMlCTRDkStA8aMDhOmC+1zkXOiVNZHkeS+zG0UEof50miGM3Bs0oOAfdALaScY8EzaTQwCTQkcojgLqVIQaIZNorBCQoSrkCmZ3j/EVSDwiSp5EwG9kMiB1Ip3jgkb3NjXMonhXCiXBWoTowi5Whoug34rEj5ixycmjRJVkDIiqUBMZapaSZ0+xJGiiKPZes4BdZIfgB/YykA0LFMzhKmlpGOghICl+Ttc2BLqTJ9zgVPpZ9EG2BynKBsLFPeFQKR5DwGooIoxQlEMmndWUq3jZH6yPgg0AnxWDqRJI2l641hilIhs7xIpWeHyJVnMmJBwE3VzIHDOlCBIUSFvPaPRVzaB/A6kq4DzCOSvjcGXstoCYEtyuWVO2lKPi/J1HUymRDgRCE0FmmUxVx6YPDE4PPBQ0GrNCrMLTj16wsz//pCHsGIwHgjFiUFeRZzfyF6dyAJ/h56ERnzbzOM8H4rCFxgAZzk4lxmCL4EMoE8YgmoQUrMdK86FByvtAK5i1gqpnvxIWg6h6RCAE84OVH3GsQ8R0aJAmSVkQ26lyJCJAPWx+B6wVuiFbg3JEIWkoJug83EaQHONq7dlwh6xiGiAJGEVM+7PBH8F8REEEMCXSdZ6t+lCGEThQUhBp197F2tCKoPkgc4xCpINeK9Ny0mzq1Y4BM4mCheXAapT+zfu8hBtBDswYdm4Jay2LuHEQTIcG4RsJaiqTA3FII7BBkmCShmCp6C1+9ohEgNBgP4cQSqUyT2kkYYCnhIIBcnGOKT3F7aiBIG+YKnLcAzF8Jc4gijzIBfYBKQxaWRcK90TOpXOmJogIADMoVhxEVm7kwCDQfXjHwDKgWZlHvjo8iAFRwGBKIE+Tj3P6bgrFJogAZBqYZzFyTIkRWoH5B6cIHsNVdDAl+hBcdkLBIpSSoxV3qBhwMTjpEeqF5SuzQSmoHPhxwCRAc+LnPvkASrYilqRVJEwGLhXO4H8QbogcsEQ8oTVDrngklMDDIwReAwpIToX+19k+DOUw58QXFCHlI410/mENjAL0eYSkMmwWuXUYKiQoIK2gAUs+83U36/mfL7zZTfb6b8fjPl95spv99M+f1myv/FzZTNiyn/GwKBUe8=","port_sha256":"8bef5bc9b473802e1ffa821286313ea6ecc3232a9ede710df76590d0394d0034","holdout":{"frozen_vs_start":{"n":8192,"mean_diff":0.021678246573546125,"se":0.005104373530336737},"frozen_vs_IB":{"n":8192,"mean_diff":0.5687502661285059,"se":0.010442427569303431},"start_vs_IB":{"n":8192,"mean_diff":0.5470720195549598,"se":0.010443134156081715},"seeds":[41010000,41018191],"IB_seconds":16.259406566619873,"note":"IB warm-up first exposed wrong caller vector layout before any IB holdout seed ran. 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performance and gate statistics are measurements from this run, not claims of leaderboard rank. Sources identify the checked upstream artifacts.","Pinned setup succeeded, including the wheel SHA256, solc 0.8.24, and StarterStrategy validation. All six input artifact JSON SHA256s equal their URL IDs; decoded source hashes were checked.","Starting and frozen ports derive from supplied IA port. Only anchor literals became W[NW:NW+3]; TH is passed through W[NW+3:] instead of captured PT. IB holdout uses its own unmodified supplied port and its own feature scaling.","CMA z has 219 dimensions. Weight scales are 0.05 times each START block RMS. Constants use exponent clip(0.03*z,-1,1), decays through 1-d, with specified integers rounded. Population shares each fresh block; seed blocks are disjoint across generations.","The minute-zero mean equals START. Subsequent monitor checks select only ES means. Checkpoint files preserve optimizer and RNG; bounded commands resume the same search. Search minutes include brief segment restart intervals.","Freeze changes only 1e6 fixed-point head literals, named constant declarations, and three anchor literals. Freezing z=0 reproduced START Solidity byte for byte. Frozen port contains FROZEN_W, used by strat_init and strat_after.","Replica and Rust share configuration distributions but have different stochastic paths. Holdout was evaluated once after freeze; no holdout or real data was used for selection.","Real engine uses each arm alone against 30 bps Vanilla, run_batch with eight workers. Each seed appears once per arm. Retail/arb edge decomposition uses the supplied kit method with each arm initial fee, checked against Rust arb volume. Quartiles are sorted by IB retail volume, q1 quietest.","Gas aggregates amm_sim_rs.gas_stats() across disjoint chunks per arm: counters and sum_ok_gas are summed; max_ok_gas is the maximum. Any OOG, revert, other halt, bad return or transaction error, or afterSwap peak above 245000 invalidates the result."]}