{"key":"p6-s1-queue-postjump","idea":"c-s1-queue-postjump: spread-1 queue safety (keep banked deep bids only when ptk - price >= qb_z*100*posterior sd, qb_z=4) plus post-jump new-order filter, ported onto MA under self.s == 1","spreads":[1],"approach":"Decoded source (sha 64209895...) from merge top, diffed vs N: two parts. (a) queue bound: one condition on the QB banking line in manage() plus qb_z in the s==1 params; it reads the local sigma s inside on_step, so a wrapper cannot express it exactly -> 2-line body edit. (b) post-jump filter: N-wrapper that drops new PlaceOrders on the jump-adverse side for M=4 steps after a likely jump; ported as subclass of MA (_IncumbentStrategy) acting only when self.s == 1. Screened 3 variants on T, froze best on s1 mean, ran 1000-seed holdout paired vs MA.","tried":["as-source: T s1 -0.276 se 0.423","post-jump alone: T s1 -0.383 se 0.412","queue alone: T s1 +0.120 se 0.081 (selected)","holdout queue alone: s1 -0.256 se 0.235"],"next":"Do not promote. Post-jump filter hurts on MA (MA already handles jumps); queue bound is neutral-to-negative on holdout. If revisited, test qb_z in 1..2 (qb_z=4 nearly disables QB banking) on fresh seeds.","port_kind":"body","code":"H4sIAN967moC/8V9f3PbOJLo//oU3Em9F1KmZFG2HNtruSqZm7nMVXYnM7NbWzmXS0VJlMxYImWSsuXMy3d//QMAARKk5MzcXqqSiCTQaDQa3Y1Go/Hdd999n6V5HifL3ix9jDJnGuaR8xQXd06cp6uwiOa+s02KbRLNnU2U9fJNFoVzB8tm8TzKnbwIZ/fR/NKJwtmdE86K3EmT1bMTJ062TeBh4cT47ilxZul6ExVxkWYOg+l/9913nXi9SbPCWYfFXWeRpWsnzeZRNk3T+8lmPZndhatVlCyjfl5kgM4SIHOFd4Dpb+Jda8XieQN4ilrfh8ksWv2MJX3n4yqcReL3b9CbTuejM3bm8axwV+F6ko0H/eHId9bjUX/gO3m8nCTjoD/0Hfz6Gb4OBsEFf8CnkxH9xvdDv+PIPw/rcDc+GQwGCCRbx8kYINy/hWJv4P8P8H8AFTf4YzDS6oXrdQrNQaXnebSGr6e+86/xkOEsnuHFmU+FJg/jM3pJDxtsjkDxMzxuwucqUospvAHcF1vGY4f/B4B/Ec/un7lZQHUS3sE4jYf4eB9Fm8ldDN9G4mGVcuX3W+wflpnGST4+JwTjVcFgtkmMrQPwz9v1Jk4WoldzJAXVuv+A2AzO8ddC/MKCXA5YhYu9D8YBNVN243m+YDr8a4GUoWJLRJKJumQU8efDYnzK35FAC0EhgD1ZhhtqyIAaMNhlwGMvn0OJgpNMA8ZqmQs0A9HfdcD/f5mLD4sVscpg5HV++2UIHIa83s8fssIFwtLLjz9VXztdft7EXmceLZzZfOHuvEsni4ptljiD/ghKuNCAc8QFowwKOMcOQPO4ysaswqV2G7fHlXf41+MaH3+iGnHy6G68S6LEBjGKExeo5W58J4h6Fx785/T4J5UpDKx7GtqrdOli7Q1X2Xge19hBjQJeQBdHwWgUvAH0B/3zwfB8dAJ1C3ocBIOT4Tk9wl9E0Q3gQ9A/PRm+OT9X5YLzi+HZhSzHVQfByUBU7TonZaO9nRMDSZwrIl20AjG3o48LEEcTElchSAt3KLqPf+ZQj4moXgGMOcAAEgTDsiD+mYJEu1dvdk5v7Lg8aNR/6MScvorR2BHBV5u1ey9aFB+wwXsPOnMPvZjRAxVdrNwHsyQRerFK08x9gLLAmEgkHBxoDJ46nb///B8//AaduMGxAanTH5zBGLq9oH8CD8EbeiDG7g/pQf+tF1K1bzsff/353Q8AE4ep0/lx8vY9PATw48cP4scv7+hH55WTBz3A7+kSRH8yj4s4TcKVs4rvo1V8l6ZzVA6bMCtieAvyYpU7YTJ3vkSgkvrOj9sVqJFodxduc1BDzsM2LaIcgM7CxJlGTgRKChQW0CKMVyD7nTCbxqAPltFfnUR8jHOngGHB6iEAJ9BUFMGANlpFRVRCAD3Qd/4BWmsWIqpOkmbrcBV/4adZmmURqjeA7OTRCn7D637nxw8//2vy/duPSGeg3+AkQJ0BP874f/HI/8I/Qd93hvD3FP6ew9/gDP45wTdn+CoY4svh6KzvMej//PWn/8AhvOXHj7/+9POvv43hkRg3S/xJ9oTs67q9cirCOHr+6Dg493z47Z8ew9x1bZ8FR5GuC4ZnoyNA/PRi1AXA5exYQyNr2QiojcFZ8Obi/HR0cXJ+dnbqQ83g/PTs5PR0OBqeDy5G0BbKmBN4eXESwGwenZ2fQLHhCTyenpyMhqcX8IZxg9fnp/ofen1Y5f2YaLN5sh6f9k/Pz4+C/vnpeRd6VX5CLsyRqEo/Yr8T6nLgD/0Tz5zsk8exEnPBkatEK4ioU68XeMeTxDMr5MtxSf/JY+XrelvCmySAm9ebPB4PzUJP40nW7U6SY574YGulGUwdt9YW9aYfbjZRMnddAO5D8/7kySvLTZC5ax2eYYcVQ1e6vMnS6Tjfrt2nLgk2t8R45vXWW+84X3o98wvOB/XNo0YAG0CGuIkRrSCPiEncJZxg41Lzegdw0uYv6wHgNg6OuAuNPTgISWq8iiWpStQMg4Ef9Ep1O8m8LrbtaeirqV0OUwaTzOfWfKKCz81Ua7EEqDUOYgD4Bse405mtwjx3pHXs6qayYGTUKJNJnMTFZOKCNFtoDI6P/QRFvPmKbEF4nUeF69HrV6CDgEQkOnNng+b0HEzIDCxokN1cHmR8mDzrxj8Vd8ICJWmcOWhxmg1lYK+Pnd+/lgR/JSrFc6d3DRYlLVZIKYQJAH1GaNT8OkoKE9h0BrD+niaRBmwKCihaXDr5dtrD5p0lLGacGdTFpl18pY04g3lqBvMUxcu7Ijcr5AUpyZHeCRiWApZHUQ802sbJ58hf1JhZdTObEpnpZyjarRSZyoGovA/t74tpfTzzao+cV/U1GirocA16MjMro14HLhU6ncwBSwHg/zTfZlG9cSTFJMzvJ0R/WxepBGl9BhMh7/0YguVmKUetNdBKL7CxoaoVYCWP+h5MmGo5IgVS7WN/lm6eqzTOh5N1w7Dgp7Dx00oNNz5gud7FRZWak3SKTVerw4ccsKYZo4sHG4JQFhdoaE0MbruwOnaVpKyXRHHBHHx2/ubktP6dPqLNUPu0hk+kauvNb58nIH9ldxH5aLUSrywsRBVg9KsV+JWtgvhSez+Ps+J5bGEf+MaLXMvYYHPhIoJlfx1gTmtdCyFL+ZrGc5KtvlOEy7qAPUIrWb4TNj0UBCMeRKjLhTRwaTJBsSEg5gWMjwbzPS3FQP+IT30sm0+yCCV0nCzLnrFwoTLlbJ9MI5gD03hO8zFHI7nsMs0rew05g6kGrjm0hZIQMmCE45w0dbESQAJnF9roIWqwgoHly7EzNDVuCW4MvGXCYsn1T1jRoWke7eK8gA47MJ97G1BFYOHH+b0D2jJcgaaAqQ3dBDM+Tf+KC14Q+mn2bAHIDjGh28IVCsNnB6yQx3geiUUACgSYJXmRzu6xyXU0uwuTOF/3a/A0AXLz+v7D9PWtEvHq5cL28vWtBbfvoyRPUQHieKTbZN77mMZ5Dn1DMaYtsXxni9499sml24zXWQ3oLU51gX0zgBXLbXNJpFy+v5xQjljwBibsLaxUL3xH/WyuuI5CllXD/tkp8EWMDo+z/snJGXAKvsNl7jmZa3G5fr/wbPT6mOaw/HyMnHC5zKIlDhoRCngT7Kgs3cVgR0VAIrCkeNn3VweXQppwK4GFsxmQHLqETSMjpLNZmLMizCNc6sJaNIsf4RHQCkHDryOcjc1UX2+xn6UdiS6DQf/NkF0aZyO2SRGaQZxm2pGhASBx4vk0/ZrLKkFvyHLbaNTEerUQ0XRsQu4aIFoYD2yvNSKCTijhZjprEQLDy7Y51t9u5tC6S85cUu0gCtIMnYQ+Df1kBQy8Yq8ePYPMjZJlccdOO34Fsh+UxlC9kLNjgq7LUX/geYfg8DtN7Uuk8NnXlh4Fl4dBQ8cpgTvxndebxQp+A60G0JHXD9PJF3g87Q/aGjo5sKGSbgCTKPe6JB1hcCZfSeohLn1VkAmIlct3Og3hy8hA9aMp/0qNGSgLiSilPpD3Cb6i4wh9UdpSSf/w4wf1gbxT6sMv7zqHqBicfznIffJrr3BTZIpSl10iA6Vy0TThAhO5MvFBe5I3TRZCi6ZeZup59UERs1if1DeIRX0uA+5U2KprlRpPobVkG9U+ogL38fMjYrvxnXQ1n1AHfQdV5ZiA2xp1ER2k14DoyUS5LuuzOgfiqYKBVvBKKwjz3Xsh2q+cf2QhLB5It6EcpsUorRh8MANmq+0cVR86DiJ2LZKiFiq9Lo2VrYQ0367dtK/eqKEiTkhJEtNopk/JRJgIQI60T78nMXEGkK4uH0ArbCNh99D+Aa5JelrbXRoIb6+GZk4wjUhtZLida3LT2ulqKvI2cDQK0uIYa7heEXh7BVBkj3J7QDpHCClyjgYW0Yl/SmuhYj80ML6cnLHvrLenSPUo2a4j1DxuqV0bOAv/fDnFRRUh20MQ5DvvDxvLS3RiolXN9TNEB+8ATdn5wv1y6nkeDoYiHu07iP0XaBn/qYlpZb07/8cZjmhy1dHX7DRk1Spz1ImrzDWjOL1sKEwet3Aar5DtgUYCwpFzPqB9Hpc7qm8roQWBXT6G0hJBLu/tMz/EfHjzhvYd4WfwBpRLr0rgM0nfGoqeZ2EpzfgMAZMp8UoI0hs55Uu8cbsVNrNYj5sovBcIykJt7Sh6POG+D9RljyL5EkWx231WFo7RGkj8xIafz7URX8P+8yVAIjn5NZsQ/AYLTVvBgZYDxj7xWIg2OGfwG6zirsYWt8xR1bixuIhqosfiZzriPcm6W6dNBcsOmi4n2iIDxjS+VpxAnVKY+c5dDISbTVFiGz5nqza4rE7rtE8aEBQ0Rhr03/3zk0Xfp4LPsLm0T4vXScUZSdMTpEi9NuGH1LmLG2sDIh9vXuPeOiw1r6uCJUfPwO9G1X36rtop4gKr4gS+4K1D3qP8arYc/rGWf/vhw4dvbDoKS5sTZmweml9LT+wUv05r4jqkdqNwz3DKrfQIrcG72KuZ59ASAnJhEHDOQ/Fo6hHqMGBB8frW2zPkCF1U86FtrzrqMvqCR76cyuhtBjrCHLPYjqi8QiivnNFHtmWK0VPy5AS1/kErV2WDPRsYozvCF9QpPxZoucN/b3FI7siMv3tb8wm3LRLZmP1dM9MamcxkEtH4NE1XbunrZXmIhNNeOv+3bvgJpM3qoa16aKsOXUIEGlZtyoGsDAdL5bctlcPmyqLfmk3S0xu9qkhsOTjW4mGtuByqVg4kVGm0axxkKYfN1xi2trvi65srFZGOS6kUANzFJh5KBSBzrtJOuQpRu0i8H0TBcc5m4hY9WNJgiBE6ITioTu39JGmcgyVccLRB5BSpc8MtlMbBUzwX0wra7RECpk8kmYrvQ5Yvp+ewXksKN8MVlYvVuzjx0VEN4kO3j2ZkqkA/jxw3Ji/TCBUhVjlGsBWnWjLV7CI5atOZXG6iwIJ2MOQLhMtVzWB9otbQbkPg6PZLSjlaV2b5UnRL7KPhguFMw86cHGibkUUNRmeOy6d86VlaN22ubYIjCTjDj9e3VOlF7mbeZZCmnm39pfYex0hsnOjYf6AN9gL+O+uzCMYxHDvn3D37MuWV83MC69uYgi3JEMqeaccS2HgTznAhBt+iXUi7rsHxOS3o+w2wfgC1iI7JebRz5jFATGYRBbVkEYx65NyFj5EzjYse6FVQnzMoPO/Ou43wfo22eUQEodVd7jzdxSsRVUOLRPKQZvEyJv/oVsRp2sHdR1kSrerjpfh2gBM2vxk0rwRnsfKTTmfN6z6cWjNaqMXNZTBYDycR/r1vLMZIyw15NP3nQ1r2Qf1rB9aEMuDMug4yus0/bi4Hl73gFmPA6Ll51WtM0ebOohcJOL3xO3BBhmUSEqvwt7korWVAAkbGimT65EvcCdYlQzzC6d6ClzR92ktwD45w6sA4RM1LcxWRUViWtFabmdZ3WfQYp1uUEsV2s4rcslczX27+N7griOGQErP826nPXOtj9wCSRKedJsS+7dz7Ag6WkY2KX180IMzwLx8W+5DsJWkbOU1SWgdyj0j4UyTCC2hZ0lE5DpqI2UjIIi2E0+Apt+m+J9CNWKb0Q2guiCqBSMACBUvnO3oFJrKFmXJLzDS3BNfQJsljmE0KqcZFtfaq6Erihrrih28KzM1dWGgxyaKwWMZT2cHQw/8vLs4NRFjT5/ESNX3XwV01eKYYftL9/JEf4HNJmbkR3vweigI0W2CN/AW2JtvbqOEDIfRrhhMUlAswaPrL3LYUp+Ci9ImUJ3n2ycAkLc2mMru1L3kjGgNAKCQftG+4oq3o8Cl8duhYRGx67jUy4k9eN+Iac7F6feuT3xJ34MhHC2MiMewigYeSTYkgojPke5rr1uUXsYuH8Mu3/w1vv6CpNS8puBER1l8YiBqM17eWYCoo3eXR1kn64weTcmr9P9bWeZcv8+V/VWMl4m5oJH//WtsT2ux8kjfT7TNA9pXw9nm81IYtQakLgofieSw3AnCWPPQUlv1lVLgp2HjkoyJM4eFB1xAWnbQbA8juZlf7MAs3YxWjcjOL6/YTHoNApI+Jwj1iE6AC94wJgO96ZZn68itcRGOAcy36NBj5w/6gW3IMSQWPa3s2q3lwtbvCmNEX7gRBzd31GPpor0dumkWLlWHE9CB1jsbB3sIgqg8pxoFH/8i20Yv71Iy0GZ1kQ6PZ3tFDwZr6uqePB/RNsc4eJDi+69t6IEPBbLWJJQb2+qtdGW2981r2lNzMX/sckUsBuRyPa+4yqUjeNssiSnIQOCJ6GgWeu9rJgGP4W405toQcW/tPgX83OITGPolozudY5Lqr0dhiwmMjagPXNUYW1/Vl2fF4YOkiR8G5sZ94gmiJbReO2Y1WRYll++NgKHkbGOg/QCGq9JDUSXd5c3KLW3UaTALQW2LgXmUWySqn1SqiUQoCQOD+0tyOkSPhl7xQR269G7OHdNm8fzQud48ee+sdN/mIjWG1OkwY6PEB2z726EdbwKfgUKLO8iZgKjyV/RUNaR31jgGJZpgawD8Ka61gHY5XaUUYphxZEvDPkbBTwYiMTnl3QDMd83lg1KItSDqIiKtk3joyDMLPGzprRUcL/hsXv4ZxySZOACbqEw9sIqxgOqVVDu7qMxuswkAt+4BBoG/f4ZG+mgPM3eFmI5pb2Ijxmby7gAgfNTOPrMEndNaXtV/kBPuMoD9PK4G4hnkkevi5WTHvwPbdNEtOaAPXR7jdTEjahWKzqiAYUwUDHdK7Q1ah1DfiNzJ5RawGo1DpWh0lokmtMrfdWlkEAVP42+oz8hf6r4EhuoCQr7+fqvfTjm4Nv7cEkjXwTbVBZp+uAyYtGX9dfq2RK7tLS9bMxKKgDBmkKEaliKDYGpm+J86qiomQVFdZ928ZJka60hFNbPuKdr3wDRme+PltdSo85PGXCORpDtb2Eoxmn6xx3MFlQUehNWP0T3tVT34OE2IMLVfZHcFY/NcapaqcnmV87C8Y4tG5UVdphIzCIUYc/0G77hRw9oE7BJQ0wKzXOulG/YEJbN2jYEN0c3dLOna7Qyvw9db0DuDpxjH3+thxAeMudbQ22angNZ17OLj/powgNAgMrn+j3lkjHFx+Qk/wbDyuOpXaAx46MlilGiCKAm6zs04bhOliOBVtWm70LSXFRtygp7e4rrYoA1Bx5mJnxLaLJ5suPRIFyl4xWfTgd2LPaYyOmtp2KqIUIH0K/Ofi4o+Qumwa0BWzhqJDbw+GSsEwY5QPypdSY4w/oRnegk6mQXX3OS+DAovyJ1L26qWMaEqOes3nYsmiBvMp0Egjx7z38dW/WD/jkPP+tU84UPhi1elQalYQIu5HGc6vDOvnKJ+ogwWAELarxBgG+WNLHxti+/cF6rJz6LftNI/nIP/kKQUMgeSNlzX6gjjQESdAFM0j3uYuw/b4xHO/cbNpxucbnu5SgHeXZvGXNEFg4tQdnimIxLbOPKbdKOB1PmXBhpgdtIg9cm1xPbR/WIYbC7ecFm1MRHOrpY4sgUReow/AMjog7gitLmjO9uFvti+ID4SKkiO7qAyt4FrWWTjn2O/GHjjMReF5Fe0W5vf/0+KjEFpfzO3/KfHxJzSzzxQVcU0fePuZBQGapRcN3vcpDlnQP62HQrOynKJ7/63giEqwXEj64MTuwKL4twEunFu1aUtXD1GS0lDQ4/a0MyNBHx21bvVohVTxQjezTJLKDr+I0M1yJL1mHgYGBkJo/ncyvNAVxHaXG4wGMNjQ5tv3pXQflmqLY4cZCTLStAkw5UCdm/TPCz+7NkLAyskJ0+wbmmqPN2tqi5PriO0I+s3a0Jj4RbpxuV2fTndhZGO0qQiC4i6LchDPcwamMvVUpI6pTEQIfLTBpx4rWhIl2Az+b5ksekNio0BrzHeGAykfgRMQTnVxBSj88s5oOWhvRZKO8ovUYLWe/3klzywPL2EiLrI0KcS58QI5jiNVhMYSWT+mW9Cb6RZaRp22VUbjU5oVdw6iJEMYKNhVnFp36HTX69w8u34ozU4FuUjb0AhXo+ErXT0t6XclbKdyCu0ZtJFNlDIfEtC95xz0OaCHZ44F3/As0M89lMkCPBSACptGaY9wOg3v6TSsFpVGR1Rxqx6mCYoJn+K3tDhBCvAVBXByozjygd3LEg+oscg8J2DaB1z0k+IlIJonaLgwzh+xGBOoUGAaPj+U+3rwRghGGCQcq84+K57HUoN7XWPxB9Ja+orbPD5GlUX3JY78eIUxcRXJW4FNRsyoFMGfVByfYTDpTaumuOX3KPduXr9HE1/sbcJstG1uCjojjE/YTygZyoWBDJTRZ/Uq4llXHj6GqTfkmDtAwomyFGVzAozCCSdo6lNcFG96w4y+g0ctZi9cr7cJZSS6pFnufPrhNydPWVDQghr1QphF0ujVFn2csMCy7AvXhXH2/CGsHmtf5IE663Dqo34P+hd+UF3vo6VxLE/eA+uyF0Gu7wNzAxSpt17rYb08MNcVdStEkUoSh6IIxwjTodWii5+icAUCUB37DvM7mImfoMMGN9Oeo+gRteoL+vAxbsvCCWyDJ1Zai2cy80VLx6Y9jMnSqmuHST4LV5F2eoEs92OKDqxMK6ITELviCMmWkdz71gB229eEOzJonl52nvKV8w40S5ZugQ2NRZo8MzzbZhlMKaGlgHbA0vMoj/GUEBpYfYtpqqHPDz6w2EvPyX8MQfJPASFnEcaZOCdmRU2oSFJ8r8Xq7xvRWmxXq0bCL6p0X5iEr6ztmV+VoOhUY4NERgGEd3HBAbFkMM+ieOUq7sQ0adUTQ0uRnG5TU+slWf8iDalPgA51Cx+WIlAfcw8K8cdSnBdqPCProwECwxdSovCVub/AmUmge84nmWgn5IiCjXMX5s7nbV44M8zciZk3kyjMcPiyKKpbEW6J95CWJSSwPdUFMXyanDBlRENfhEkvlVyvWpmzTtpWePuOPJOMDfM8foxYj1sjvaXLRxW8VgPPSr1luV4SXVVXxOd8mjgAgjA4BC/YmraO6H6gNFQGR2nymw+8lSy2Sm101VtmD0YTP72CmQ38Q0y0TdA83lyKc80iT0TCckCkhvWRb6bSZO5UDxNJHS8PgFmXeTYD4ZOY0ARAHoXAHpSd5ukqi2GqzmrXtW4HFoIr+AbJH4KKXuauYN5PrS9ot+PzlY7GMiC3UyDCt1Hl/6XGx+R+kycbUed3S/AvEtcaoK5N7zUAUwf2LOGV/1tOOKm82fgZ8Vip1ArsNzOa8vZQg3OfyloqAcEtuT6oMd6lNU3PQD97rQO0KCApO9VRQWIizYp8l8XzJQW/RzNMMik0JpgSyBtbsEFxMqeUi5JYSE4pSjzyCGXD6UpT9RgBhVF2V+XcqXDWrDCPfBgajnOBErPWdNsLDLplGiplTbz7EKJNdiI2MxkSB2fijoht3xinNoEhmXCYBpwJgSlTJVN9Y9q2Hu1qOiP10LRBXbfOG8VD6zkqWs3opWWyOmCCcGlmpAvpWGnlQAoqbjUw+DCh0cEkNyVQSriMix2zrSR6mkxNcPgqNF9RAmHKfO2mFZmQgMRP8ZBHzXwQuMqYYy1ztluu9ytchmsB001gWwMceByW6HI0pkTFNh/FIcHkAoTYyRazXCYZ5BhL1Rdmad/allc/mUwejv48BlmTzXWS1ItiWxv062ltkc/zmw4S7z/hemmJ/xSjrzHUppiwn9XMfIbMwqyr/JA4R9kbWY09ASD2udLqqEOvm3AfkfukfhI0IudVJeLWIJSNPI1saC1Fu/1j2ugB5hARiyI1NNke9w07ZGw0BQPKGJlXXI3A0kQV3j2jKDIoA/ZdhJm4YWkn/BLsdVxiUip0OxYifyaeBFQexuagmTFaeeR0UuaKS80eNTIIyu4HVukilTsaSBTHhAladgd59MrdWVDAA2EEESGviQ28FsOb8Rvvn8vVSsim/XDePMkOCqiV66h8Ha5WYsgYERw2mHfPuTON7mI0vmEAQIyiSwmlFK2AL3HQctDoKle1TG+qhgsN59BZoY1vZJVuHUZF8h0aksV+6ktqB217kgQd7Wkoi5Op/RAKlrjZ3VIyN1S95BzdecaUIL/ozrttBITGhQDUhtYdhgK2c+ndTSA5EzuMj3UnYq15gvtC7vomDtvLZXVhW3FsY5NmJF6Y3EcWiUe5kXB5yj8eeFn50HmRRAzvSBzaWcq2Phc7dlCveYuruu8kiuqqH9m5Me7Pbd5R02FcY/5/FE+Ne3166SunbeEfJel2eUfn8JmYSnK2DnUTp0oo9o3IyBZquxdst9ohNsNFU74WwYQxgMwcXtts4z5f/psngDJVKhtGAuN2dGYhHmqmnEOi380j2hr3WQFGAszMi9K0s8sCD4VgSxaWmlFTn6tGbV8h00YzhbBkzjZBKQuzsPx3jnK5raukxGHzUxkQvepMJ4lCCQxv1Z5y1+Gz8ywfhb1u0JRWoc3qRDd2cCVbH9OGABFq8MYoivrxmxDp/OHxaByHe0pJQZYYClUluT3mYfdEfKjuOTZJXzWalq1er4xikyS1xsDUKn+rpXqPqTaCpkPzJEQxs2CgY27TK56NFcfO0Nt7yllv5xv4XRKugclebBAfzDPNgtFum9jsElzEDRfsjK2s+mwuFWWG4K785UF8wdsKbQZvA92m//tUq0ajiGiaalxALV3Sw0IGH8ympH+C+qYuey4qUUkUE2WNwpjuXzPU4hEoWIxnI2B0XU3grFpdZHWCHETPe85NQ24Eazfk6mSR3Yo9G1x3UCrUltwwOlgO/2ioeh+WBTkMROxPozNzpm1PQifIg+Y+YPKLex4U9x5zDWHAhRJ3uOuiDe9fkPBefRcSwYUEDuNI70MBDpMfYYxFHRxvpyG4UANXxrts57y9io7uKe+UgnhEx1blfPwspVPS3J+uQFOO+hG5O7u0X3FcP0RNda9FY5XUt6j1GIljKmc6Cbm1sbPoVH2rtZcCQQamvqTbwnRWsoserN6HgAxe2pPhXgs8egRKqNxuNeoUugMg2B1RmXzQlnRnlnf/UWrasZTieIZbTa8xYCBFyxgv4AqqbnVyMPbGDn/UyI0RlkawzFpoQaCMFTe0FxFKuK5503+xuLXTeC4jIeiegdfr13WB9uL+sjte9hh9fqsY82zKOT5Oay5frX/XMCVaTuyyw5SERlVa2CXvH0W/YawezHlgGSwVgSVMC2LytlGjErWkHOGKVgEP++KwOWvmxYUe/SXFeqlMUJ6cSksKM7EL8W3OdfrEcmZt2yYWd/ggpznHNhOoxljTP4OxpJSWY4NoHMpd+5hHnz1AIwo87LyoS3+4OwfNFMl/kjPqMtrgQ5MXrVOrjTIqQK9kLdZNVj5GjzkXtwZtpY/3bUmxe3/OtorNAKE4vFpqbWmCeFU09d3dT6QoHu/J1qkkpNwmM70oU4aK16QvFrV6H7dTHQSPLu80odbaspOGDhCoLVemhScOvpJS322bgpnUkU4KPHi/FQZDa+hvA17iLOd73mZHUJZ5JmgCIwm/fARzLDfOPJvQw5JEOJ8of4QA6skGHuwMZ52X4TeIGlzgVbSAMPRerMYynW4PNnbQd/RuAAi6BDL7riNM9Kw8Q2ub3OYsBQF/uO7U9po5vf2lU8TJswzWpihW3JZQd2Ju6fxX+kj5+aLE2YjwMcr8t+7oxp4tnEBFzHWqtMLSwFIZnefxquF2Q+HDISNNt51eeokZnnNFql7Xtz0obLFMhLcAlgd0MwpBta5DKY+oFhTdfpzqm/SDzn60MduQP06QgQa24sitdouSS/WcjLs3/Hd1rT69Xta3sNq3vVFK1uvh6GdDsfLut1kleTNnJp88kP/3Hs/SswqznHLYFu3HfCqL7jIIUoMmzv147Xhikggds26L4m2+CM+ogzkUcMofOWXmpTIyii9hUWep8/J8VyWfu0KQNVP9uhZ78FodP1uG6CX33Dy7ZjRbZ6P1Viasf3FaAWUTrGLgbnlOiqhA+TkEQj3VRq8KSpzSFa88GeZmUkpdg2AFWgHRoEsarh+kWCjURAJxcWCI+1O7RKMtrDbfrGJQftWFtrKzOG6BJkGTkuacrRU1ar0Rhks2TCO03rRT+eJdn7KF5pgh2W4DKG8Dlif4lZ2Dk4ZPVyD3Gj38JFjAjuFq2h4cZkO2n2CmoAFbpR7B8xoOeuZR9qgOLqhgIGkaNzc1Kasqu0S+amsxFkdgmk2vGmu8UAnUSK07SrDpQ22uJqvK6H9TJ2kM9/YRS00OMTX/dKKgztYIg4jU6SLQO4Q2ouithR96BsFe4tuu9ZYwqy2QKQGjKNmWf1GcUVfhZTKwO0yeNc17zeFquv71LhtTP6XTfOw2Z7di43i2isLMbYy5EOGMRzr6bEH/J8Zg6VdDoXpexbO4oAsD8tTZRFmPpWSZREH0JI7yCjh1LSRfb8zBQpSJkwOBMVcCxTgzbchuZyO+XxPNsZ+aedDsdCLLpcJXKjm7aaQw4RttwZv4dlzldjaKfIPTjamvGLxsxq9yuTb1Fq8rvL6CARhXFBOevJ3n44Puamj2D3ztNPMLrFSgLqvbibjzjlv17Hsh7aGZahxseDTu5LcNB5JFXQ8uBsEkvA2i3xicq0+2Btz/LLQ0ZCqM4Hl/LCLoCrdJDg0Iup61ZUU32YE3s6rYmjw5zccW+0kkfyVCUDQf3QpIqRBKRYG3ALqcl0otGe23/jFzjfVNMyQ5DRDGuOE9AE2XAKKgbQuMbb0CcIwWZyqz62khZV41ESwqH2vBQzqjzVkAMaaks42dCVdgat2c3OqpdHlbs9r0y1PGuqJLLIVn99cc5IDMhU1Xvl5Zwp/3trLZaTl1bVSkA6+U/8WaspeWqzfDOqFtOX45egjz556+EM1ZPK67Hjmd0Cw+Cq7MG65FsrEymfBRcAvTctNrNsOgjCVHK8wnJUg2O38W+2Iq3dCY+9hzr9r1W5/Pt3SaDAX4e9CdnofelfvK+WEVL2NxEV6Mx3RnMSZVmvKFGdAemFw4qqTqfTQY5tFmFeGJIFoWVy0EFtrYJcreHa6hMCzonQxzJ/XUZYEMOORTGA3XkfLVneKuTr7BU17qQWKoRnO8rVQ4SDEvguFGqDzKnIB+HUig9t1n9UxGvowwMLY3PLvdorC9kiYtwD5ht2HFW/HyGa5uJ20MQ6Xbl7QkCXg9IBmqLf6ehjgLY8uiLQ6+NXRSSEdqMW8uMeGulZryBQa/7La209jU7f0ROmZkxzd3G8UxbY075bnKa9E+i2Tc05fXzMrjyMEfpjIifSCVQWPX1SZeQMuB21qyeefwjCotxmI1iA5+fG1CQN3ZXLNgLp2D3J1adxtbF18s6wzp0Plq1WJi51CiytcEuZ4nrrpt0GO8rh+1311bXomMITe1e4yFXBQtH3aQULvJreGquDISy7rkcP6fUx+GfZ7m0nytVPxqRy5sQq59v/TbkNMs8UbszFU2BnfCOrvTmfyUzLbrKdT5rcAF7BI98fInfJ/BCObqhVsvLmb4K+djmhc9vMMQT+aI1TjeOEaJNWTip4APsLubNEPtS6vuWS8Peg/baBv1NgADQXisTj/+1+Tt9/9Azgl8T775G95yLx/+659/wyvJ5UFMePPz39WNgx15Wm4ygaleTCbk0/adLujVbvdek035dgOLaa+vCsoi5r7XZPN5ssFDqTiX6p9AVRrpZdQHun7R8p5igwc2QJn9w2bOgZ2jsm+wNsb8S6JrtATWOgbDzXcKc/9UYSpWxrD5TnnHYJnEZzKN8mJCwpw9iPYCchcoN5J580zoVHQaveVRQhNJxhjK1zjauGDTL64L7Zeml/ysXYRDTkSXbhJG175+PpfGTRvFhpFda15zzF+xfkHrj1wfzTJtxxaIu8gVda23yzdfjVtGWiLwcJq760dKIS4IRvx/hAmOR6SiF7lSwoAO/GTdvJjqr6/wdf3Cs41BoJIMq4xm2JvgfHiOf3HzxWUL0I0exSF+Ewzuu0C1Y0zoTb+ORAprz2tgar5T+mLka1YmPOPxd5FrztxL2dDV6ZyPS5Llemy9xbicmpJqf2sqhD2lG4KYeOI68MBenC9VxWt61ngw3nauWE1yssCrxcoQZYliLYwFww+03nEEvRzZsUwTIZHHtw1OWgNh7Y0Fczv22pt9ddqIbbd6jao9/Z7pKoXqyb9tU7G2lYYKdEfqF4rVSBznmJsMVznuzndK96qFmBtkkV3r0WUT5UzNvF1fLndMpQ0gr8YGxY+c/BvWUnqbV/Y2pRUDTV6PDcbovahJbTNCTz/PI4GGxf8HYLxuwbmcAAA=","code_sha256":"9460c8b9ff84ada848d3d5564e8f29cae721a00aa7216f3c29cc78d6e93a2e5b","base_sha256":"5d1bd5272884f513b19f0e66a7c235f6c188a08e4f7787ac9346f1614dda3ed3","check_values":{"seeds":[310000,310001,310002,310003],"ma_total_edge":[17.116002,23.820392,2.376144,243.87214],"expected":[17.116002,23.820392,2.376144,243.87214],"ok":true},"python_version":"3.12.3","tuning":{"seeds":[340000,340199],"variants":[{"name":"as-source 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b244530 unmodified, defaults, single process, no sandbox/workers; per seed sample_config + SimulationEngine(config, factory, seed) for MA and candidate; s read from MA instance self.s (max(1,(ask-bid+1)//2) on first quotes). MA check values match to 6 dp. Off-target spreads: d exactly 0 on all 755 holdout and 155 tuning off-target seeds (total, retail and arb identical); both edits are gated by s==1 (QB is s1-only; wrapper returns MA actions untouched otherwise). Selected variant edits MA body (2 lines) and appends a pass-through wrapper with PJ_ON=False, so port_kind=body. Source screen on N (+0.50 se 0.26) did not transfer to MA: tuning as-source -0.28, holdout of best part -0.26 se 0.23 on s1. No seeds in 700000-709999 or 900000-903999 were run."}