diff --git "a/Python Folder/Bubble Orders/Bubble Orders.ipynb" "b/Python Folder/Bubble Orders/Bubble Orders.ipynb"
new file mode 100644--- /dev/null
+++ "b/Python Folder/Bubble Orders/Bubble Orders.ipynb"
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8eMyqN0s9tzOjPm6rbkRFAgQIECBAgAABAgQIECBAoCcwxkBw75wT+aBeF/i3X/dvqqUhlgugJjiUAdaB1gSE6uBVgnwJqKR83CkBpk9+4C29P5uvA4VL/Tn+4fpWzwROADaBr3v23n+46iuWJdibgGXtFp849QdDE9BKYGupxvIn4ZkNWvdrqToJxOUaJNCWAF5SgqcJNC1Vf1z7Mvuzf3ZrPXM1+4fdh/paJfidIHiel3VKPvvrcyawmQBnrkOeJ/FKyuzrus44tglEZ73mLAeR8yelP3m+rOb8x249umSJi9XUXU+d+q8EMlM2xydAmpnU6Wd/SvA45UulzAr+52/uLUl5vFSdJuyr78H8MqB+3tTbXKP8MqYJ/dQHAgQIECBAgACBpgjoBwECBAg0UUAgeBVXJYHEel3gX3npz1ZLQ1x57U0lAbP+w5PPDM8EzPoDQXmcP4XPTMb+ma+Hm4FYz4Lt/3P1eoZj/zn7HycYmqBogqP9+5d6nMBwgq0JsCbIGDPhlQAAEABJREFUs1SdwX0JJmYt1QTiEsBN4Cv9G6y3lnz6kQBt3OIXn/SpnmWYtg437sxCTBAqgenUHUwJLGcN06xBO7g8xGDdcecz9lyD9O/uf7qnWi82+ewfdl/qa5Xgd4LgeU4Optongc0EqPuXHBh2f1ZqL8+FPCdyLx0ukHq4dup76HB1+stWO3O4PqYONOeXIbk36v1r2dazsTMzuMkzXet7MNdj8HlT5/PXB2sZu7oECLRcwPAIECBAgAABAgQIEGicgEDwCpckAamsQZtAYh3oqGcCZt3a/gBQvW5pfxCzbj6B0wRQ84FQ9TEJXg4Gh+v6Cc4mIJqlE+p9deApwdi6jbos2wSy8if+CS4ln1nLSXm8VEr9BPwS5FmqfHBfZo0mZW3UOliZYHbWOc2HnPXXT/8+ePun+3ct+7ieCfk//vSvSnz6x5CDDjfulYLftWP6mbYOl3I9Dle+nrKVzpvnSq5z1p6OY/LrOc9qjklfco7Ba9V/bK5bApuZSRv3/rLBxylPvcH9yW80rRTgX0379bXvv4eWOq4eR8ad8Q/WyT2UNLi/DjTnlyEJtA+Wryaf4zKLuA7Cr+aY9dbJ/b7Ssfm/IP8nDNarjZb7v2ew/rjzeU7nuZ3n+LjP7XwECBAgQIAAAQIECBCYZgFjnywBgeDDXK8EhRLsTWAkwd+6aoKgCYYmKJoPS8v+1E2QZDCImbKkHJPZnglWJGiRfQksJ8A8OLs4s1jf8KYbStrKDM7UTUrQ6A2v+ZWSNq65/n3Z1Uv1rOV8MF3q1QVZoiJr46bNel+2+bP7epZz+pZ9y6WMLWufpq3MCEy/67oX/NLPVv1Mf+tzpH7q/q8v/31d7bDbBK4z1gRDYzq4DmnGs9S4E5zLn6pn6YDlZlPWbefapF/pSLbpX86VfJ3qmdR1QL/ev5FtgsvLBfvTbvqd2aC5Ftkmn/2jSPW1+rU3vOWQ2ex5/iTFOv55jtXP0/QlZbHO4zqlboKgWUKivvZ12Ua39S9O6iVD0l7OcdFvXFt9+GHyh0upm+dknlf999BSx2QcS425v26eL7ln6n15Dl1xzY0lQfz6Fxl1WdO2ub8z677/OqX/GdPgPbBcwDdG9T2Y43J8Pc48/ne/9XuHPKfq8nFs84uDnGeUv0hJ+xIBAgQIECBwiIAdBAgQIECAwAQJCAQvc7ES3EjAIwGxt/7OpSXBlP6qCYYmiJvgWAKSCagkJaCUoEl/3fpxHaToDzRmJmACmVlns15zM+vZJmicmYKDbSVQ+JE/uLYkqFPXzzbLC2T91PSrPl8e33rj1VWwKm2mXp0y+zFLBKROXb/eJihZ18s2a8imLPUH/0w//Us/E2iqz1HXv+qyi3LYiiltxC0Vs7RF7ZR8nZYad65PltwY7FN9TLZpO3XyOP3KeH7u/NeX1/ybl5bBAGHOce2Vry65pqmXlGubY9eb4pvgefqa9rL2bmaZ97eXGasZ96gDirHItRp8vqVfef7UaxPHc7BO+ptxZNufco0zK7i+9vmFQe6d/jrreZz7LUtT9D/PEwR+29WXlsysH2wzy4MM3kN5Tma8Gfdg/cF8/ZzrvzfrOrmGeQ713xd5LqX8j257W8nzJo+bnAav088tcw/E6rqrLinf/PZ9JWPMc6MOgGecGW/GWZelPI+P23rMpjnk+bbUXxKkn9I4BJyDAAECBAgQIECAAAECBCZFQCB4mSuVgEiCSIf7lPoEcbM+ZgJFSXmcINoyTVaBkrQ3WCf5HNufsm+5dhIk6//gtxyXfPYPHpPgTc6ZOv0pY8sY++vn+LTTX69+vFT90ndwbbHa+n2HVg8z3hybvqbP1c6Bb0v1L+791XJs2kh79f6MM/1P+0kpf+6ZP1GyL/2u62Wb9lKnTslnf+rFJn1IPtvksz/5pKXOnf3pS91ezp162Z+03iBWPaaMIY/TVn9aqn91eX9/6n5lLDlmuTo5JmmwXs6dPtTt5HH2ZYwZa+1Xt7uW/elPzle3ncfPesapJdv0pW4z2wTS80uPum62/dcmdQ6X0q/MyE5APLOJB+tmHGmzP9VjHax7uHz6HZecb7l6KUud1K3rLLUv44tFnOp62ea4HJ9jkk/KNUl/6/6nfLl7IO2l3bpuzpM2kgbbWapO6q2U0rf0Ia6DdetzpL95PFg+mM8v4JIG/xpisJ48AQIECBAgQIAAAQIbEHAoAQKtEBAIbsVlNIhJFUgAK0kQa/OvYL38y9vfddvmd0YPViWQoP1177il+gDPpYLKq2pEJQIECBBYlYBKBAgQIECAAAECky8gEDz519AIJlSgng2cJSqSJnQYrel2ZsJm7e8sATGsJS5ag1NK44aSJVZ+8VevrPpVB/GrjG8ECBAgQIAAAQIECBAgQIDAkgKrCAQveZydBAhsUCB/9p4/f0/K4w02N7WHL7UUwnoxMqs0yx24JusVHN9x9fISWcYiQfzxndmZCBAgQIAAAQJtFjA2AgQIEGizgEBwm6+usREgQIAAAQIE1iKgLgECBAgQIECAAAECrRUQCG7tpTUwAmsXcAQBAgQIECBAgAABAgQIECDQfgEjnE4BgeDpvO5GTYAAAQIECBAgQIDA9AoYOQECBAgQIDCFAgLBU3jRDZkAAQIEpl3A+AkQIECAAAECBAgQIEBg2gQEgqftime8EgECBAgQIECAAAECBAgQINB+ASMkQIBAn4BAcB+GhwQIECBAgAABAgTaJGAsBAgQIECAAAECBGoBgeBawpYAAQLtEzAiAgQIECBAgAABAgQIECBAoP0CqxqhQPCqmFQiQIAAAQIECBAgQIAAAQJNFdAvAgQIECCwsoBA8MpGahAgQIAAAQIEmi2gdwQIECBAgAABAgQIEFhBQCB4BSDFBCZBQB8JECBAgAABAgQIECBAgACB9gsYIYGNCAgEb0TPsQQIECBAgAABAgQIEBifgDMRIECAAAECBNYtIBC8bjoHEiBAgACBcQs4HwECBAgQIECAAAECBAgQWJ+AQPD63DbnKGclQIAAAQIECBAgQIAAAQIE2i9ghAQIEBiBgEDwCFA1SYAAAQIECBAgQGAjAo4lQIAAAQIECBAgMGwBgeBhi2qPAAECGxfQAgECBAgQIECAAAECBAgQINB+gbGOUCB4rNxORoAAAQIECBAgQIAAAQIEagFbAgQIECAwPgGB4PFZOxMBAgQIECBAYLGAHAECBAgQIECAAAECBMYkIBA8JminIbCUgH0ECBAgQIAAAQIECBAgQIBA+wWMkEATBASCm3AV9IEAAQIECBAgQIAAgTYLGBsBAgQIECBAYNMFBII3/RLoAAECBAi0X8AICRAgQIAAAQIECBAgQIDA5goIBI/D3zkIECBAgAABAgQIECBAgACB9gsYIQECBBosIBDc4IujawQIECBAgAABApMloLcECBAgQIAAAQIEmiogENzUK6NfBAhMooA+EyBAgAABAgQIECBAgAABAu0XmMgRCgRP5GXTaQIECBAgQIAAAQIECBDYPAFnJkCAAAECkycgEDx510yPCRAgQIAAgc0WcH4CBAgQIECAAAECBAhMmIBA8IRdMN1thoBeECBAgAABAgQIECBAgAABAu0XMEICbRIQCG7T1TQWAgQIECBAgAABAgSGKaAtAgQIECBAgEBrBASCW3MpDYQAAQIEhi+gRQIECBAgQIAAAQIECBAg0A4BgeDDXUdlBAgQIECAAAECBAgQIECAQPsFjJAAAQJTICAQPAUX2RAJECBAgAABAgQOL6CUAAECBAgQIECAQNsFBILbfoWNjwCB1QioQ4AAAQIECBAgQIAAAQIECLRfYKpHKBA81Zff4AkQIECAAAECBAgQIDBNAsZKgAABAgSmV0AgeHqvvZETIECAAIHpEzBiAgQIECBAgAABAgQITKmAQPCUXvhpHbZxEyBAgAABAgQIECBAgAABAu0XMEICBA4VEAg+1MQeAgQIECBAgAABAgQmW0DvCRAgQIAAAQIEBgQEggdAZAkQIECgDQLGQIAAAQIECBAgQIAAAQIECPQLtDMQ3D9CjwkQIECAAAECBAgQIECAAIF2ChgVAQIECKxaQCB41VQqEiBAgAABAgQINE1AfwgQIECAAAECBAgQWJ2AQPDqnNQiQKCZAnpFgAABAgQIECBAgAABAgQItF/ACIcgIBA8BERNECBAgAABAgQIECBAgMAoBbRNgAABAgQIbFRAIHijgo4nQIAAAQIERi/gDAQIECBAgAABAgQIECCwIQGB4A3xOXhcAs5DgAABAgQIECBAgAABAgQItF/ACAkQGJ2AQPDobLVMgAABAgQIECBAgMDaBNQmQIAAAQIECBAYkYBA8IhgNUuAAAEC6xFwDAECBAgQIECAAAECBAgQIDAKgWYFgkcxQm0SIECAAAECBAgQIECAAAECzRLQGwIECBAYu4BA8NjJnZAAAQIECBAgQIAAAQIECBAgQIAAAQLjFRAI3qD3ec/+j0WaEoMf/Y1ynjQsg0a38/PH/2qR2m/wzfseLtOW9j8yV+5/8IdTN+5pu871eH/qorcWiUFbnwMv/D9/q0jTYfCCn35TkdpvcN7TXlek6TCo36dM03a+U8o990/fzx594TYPGyQgENygi6ErBAgQIECAAAECBAgQaJeA0RAgQIAAAQJNERAIbsqV0A8CBAgQINBGAWMiQIAAAQIECBAgQIAAgUYICAQ34jK0txNGRoAAAQIECBAgQIAAAQIECLRfwAgJEGi+gEBw86+RHhIgQIAAAQIECBBouoD+ESBAgAABAgQINFxAILjhF0j3CBAgMBkCekmAAAECBAgQIECAAAECBAg0WWA4geAmj1DfCBAgQIAAAQIECBAgQIAAgeEIaIUAAQIEJlZAIHhiL52OEyBAgAABAgTGL+CMBAgQIECAAAECBAhMpoBA8GReN70msFkCzkuAAAECBAgQIECAAAECBAi0X8AIWyggENzCi2pIBAgQIECAAAECBAgQ2JiAowkQIECAAIG2CQgEt+2KGg8BAgQIEBiGgDYIECBAgAABAgQIECDQAoED95xeDnzrGWXc2ybSCQQ38ao0oE+6QIAAAQIECBAgQIAAAQIECLRfwAgJtF3gQKdTDpSZMu5tE10Fgpt4VfSJAAECBAgQIECAwHgEnIUAAQIECBAg0GqBBIEf7QWDSxUUHke+iagCwU28KvpEgACBsQk4EQECBAgQIECAAAECBAgQaK/AgU4pc9WM4NINAnfTmPLNEy1FILiJV0WfCBAgQIAAAQIECBAgQIDAMAW0RYAAgSkVWJgR3A0Ad4PBj3aDwOPKN5FbIHijV2Xfw6VIU2HQeeSRIk2Hwc13v7NI7TfY6H//jifQdIH/dv2lpT953D6P23/v35bP/8Hrp/I6z3zvoSJNh8Hs3d8uUvsNyqMHijQlBk1/A6V/rRTonxFczwwex7aJmALBTbwq+kRg+AJaJECAAAECBAgQIILgFqsAABAASURBVECAAAECBNovYIQDAgd6M4G7v3NaNCN4tPmBbjQiKxDciMugEwQIECBAgAABAgQIEBiGgDYIECBAgACBfoEDnU61RnCWheifCfxYfjTl/X1oymOB4KZcCf0gQIAAAQLDENAGAQIECBAgQIAAAQIECPQE6hnBCQI/2g0KH+iW1EHghfxMWZxfmCn8WP31lXdP07gvgeDGXZKNdcjRBAgQIECAAAECBAgQIECAQPsFjJAAgdUJLAR5+4O7pcx1D13YXwd5h1/ePUXjvgSCG3dJdIgAAQIECBAgQIDAigIqECBAgAABAgQIrEJg7uAawePerqJrY68iEDx2cickQIDAMAS0QYAAAQIECBAgQIAAAQIECKwkkJm/BwaCwePIr9Sv1ZcPr6ZA8PAstUSAAAECBAgQIECAAAECBIYroDUCBAgQ2JBAZgIf6GQ5iHoZiJkyjvyGOj2igwWCRwSrWQIECBAgQIDAMAS0QYAAAQIECBAgQIDA+gUe+0C4TlmYCdwpCQ4vtX+Y5evv8eiOFAgena2WCQxDQBsECBAgQIAAAQIECBAgQIBA+wWMcEQCCfoe6CwEfx+bCbw4P4ryEQ1nQ81OfSB438P7yytfd13ZueviXvrM5+5chPqeWz7eK0vdHLOoggwBAgQIECBAgAABAgQ2JOBgAgQIECBAYBQC/WsEH+ieYFz57qka9zX1geCH9u0vp+x4QvnCJ95Z9uy+ubzj2t8sV157U9lz193VxUpQ+LaP7i67P3R9VZ6611z/vqos3+ZOOqFI02Ewe+K2Ik2HQe5ticDYBZyQAAECBFYt8MiPPaFI02Ew9/RTitR+g5kTji/SdBis+j96FQkMUWBhRvDCGsH1jOBxbIc4hKE1NfWB4JO3byvXvvHVZesxR1eozz79aeXxJxxX9t733Sp/xx//ZTn/JbtK6mXHC57/nPLFL3213HvfA8kOLWmIAAECBAgQIECAAAECBAgQaL+AERIgMF6BxTOAFz4w7kAZ/Xa8o1zd2aY+EDzItPc7D5ROp1N2bD+xZAmIe/bev6hK9qc89RYVyBAg0BqBLbMzRWLQxufATCml+/T2/O4itPH6GtPMpDy3h9rP0v03jde+O2xfBAgQIDCBAtP6mjWt427KU3SuzJYDnZlyoNrOlnHlmzL+/n4IBPdpJPD71nd+sLz8F88tO08/tVfy9Kc+sffYAwIE2i9w0uMfV0aXtM12854DRx21pZxw3Oad37Vn7zkw3OfAE44/qsx2f7Exja7tfzdihAQIEGinwDS+ZnVfqssTThjue4BJcGzSM/jR+dluIHhLOZBt2VKqfHe7KN8ZfnkpTVJY6ItA8IJDNfv3tVf+brVe8KsueNHBvQubf/j6txYe+E6AwFQIfPu7+4vEoI3PgR8+Mlce+P4PPb/d454DLXkO3Pu9H5b5+c5UXs+peENikJMvYAQECBwi0Mb32CuNqftSXe59YPp+vjrk4m/ijgMJ+nYDvXPZzmdmcIK+W8pCvhskzv4RlG/ikJc9tUBwlyYzgesgcNYL7u6qvrJucD4crsoc/Ja1g2dmZsqOk7Yd3GNDgAABAgQIEDhUwB4CBAgQIECAAAECBDZf4EBnIdj76MFtbyZwnT+4HXb55o/80B5MfSC4DgKf89wzqg+NGyTKh8Pd9tHdvQ+Hy4fHnXXGab0PjxusL0/goIANAQIECBAgQIAAAQIECBAg0H4BI2y4wFxnSzmQmcDVdsvBmcAz5UCVny2jKm8iy9QHgr/2j/eUr3z16+VtN95adu66uJeufPNN1fU69+wzy/kv2VV2veyyqiwfHnfVZRdVZfn26BOOKdJ0GJTZ7u0ilWlw+NWT/02R2m/wyp/6rTJt6ZeedUW58Kz/OHXjnrbrXI8371MkAm0V6By1pTQn6ctIr8VMKR2p/QZbZkpHmgqDtr4uGVezBRZm+h7RDfzOliwTMa58E1W6ka0mdmt8fcqHwn3+YzeUPbtvXpT6l4jImsF1+XvffkXJkhHj66EzESBAgECjBXSOAAECBAgQIECAAAECBBorUM387cwuzPxdYjuq8iaCTH0geKMXxfEECBAgQIAAAQIECBAgQIBA+wWMkACByRQ40A3+HuhsKdVM4CW2B0ZU3kQtgeAmXhV9IkCAAAECBAgQaJqA/hAgQIAAAQIECEygwFw5uCxENwicoO+48k2kEghu4lXRJwIEGiigSwQIECBAgAABAgQIECBAgMCkCTw6P1sOHAwCZ7tyfjj1m+gkENzEq6JPBAgQIECAAAECBAgQILA5As5KgAABAq0SmCtbuoHg2dKbCVxmF+VHVd5ERIHgJl4VfSJAgAABAgQ2TcCJCRAgQIAAAQIECBBoj0A1A7gbDK63BzJDuC9f76+3wypvoqBA8AavyqPHzhapVQbLX88TjymPSlNhUGa7/zVKpe0Oj57y+CIxaPNzYINvcRxOoNkCnW73pFKmwKBz5JYitd/goadvK9J0GHT/927Sl75MiUA147cK/s6WBHnnsmbwovyWav+BzBTu7h9W+XK877nl4+XKN990SPFnPndn2bnr4iqdd+Hl5d77HjikzkZ3dKMdG23C8QQIECBAgAABAgQIEJg0Af0lQIAAAQIEpkHg0U43AFwS7O2m7nZc+UHbOtD7thtvHSwqe+66u/zn3/9AufXGq8ue3TeX81+yq1xxzY1l38P7D6m7kR0CwRvRcywBAgQITK6AnhMgQIAAAQIECBAgQIBA6wXm8kFx1UzfbiA42zHlB2HPPfvMKsj7+ktePlhU/uyLXy7/6l88o+w8/dSq7KfPelb5xj3fKV/7x3uq/LC+TW0geFiA2iFAgAABAgQIECBAgAABAgSaK6BnBAhMt0A9A3jc27Wo//3d31hUfcdJ28rMzEzZe993F+3faEYgeKOCjidAgAABAgQIEGiygL4RIECAAAECBAhMsUA9I/hAZgJ3ZkuVH9zOz5Zhl6+V/MdPffJaD1lzfYHgNZM5gACByRLQWwIECBAgQIAAAQIECBAgQKD9AkuPsJ4JfKAb/D3QDQZX+cFt2dINBC8Eg4dVvnRvlt87OCt4+ZrrLxEIXr+dIwkQIECAAAECBAgQIECgKQL6QYAAAQIElhCY6waA5+Znyri3S3Rl2V2Ds4H3fueB0ul0yo7tJy57zHoKBILXo+YYAgQIECBAoHECOkSAAAECBAgQIECAAIFBgSoIXLaUQ7ezZW7J/d2gcbV/Y+WD/ThcPh8O91d//bdlz113V9Xy4XFPPuWk8rQfO6XKD+ubQPAGJX/wlCOK1AiDkV+HI/d+v0jTYTBz1JFFar/B7CNzRWLQ5ufABt/iOJxAowX2nXJUkabDoMx0n4pSabvDlv1zRZoOgzKcf1ohsCaB7t1VDlQzgrcsbLtB3oX87EB+uOWDnfzM5+4sO3ddXN52463l9k99tnqcfam38/RTy3/4jQvLyy+5utp/20d3l+uuuqRsPeboFA8tCQQPjVJDBAgQIECAAAECBAiMXsAZCBAgQIAAAQKrF+gFfTszZb5zMNjb6QaBR5wf7OG5Z59Z9uy+eVHKvrpeHtfln/zAW8rJ27fVRUPbCgQPjVJDBAgQIDAWASchQIAAAQIECBAgQIAAAQKrFJjrBn/n5mf7gsBbyjjyq+zeWKtNXCB4rDpORoAAAQIECBAgQIAAAQIECGyKgJMSIEBgGALV2sCZAVwtDzHbDQLPlLkx5IfR92G3IRA8bFHtESBAgAABAgQIDENAGwQIECBAgAABAgQ2LDBXZsuBzsHgbzcAPNdNB/rzIyrfcMdH0IBA8AhQNUmAwDAEtEGAAAECBAgQIECAAAECBAi0X2C0I3xsGYjZMl8FgbPd0g0Oz1b5UZWPdlTra10geH1ujiJAgAABAgQIECBAgACBYQhogwABAgQIjFBgLsHf+Zkyn5m/2db5g9tRlY9wSOtuWiB43XQLBx7/9QNFmg6DuW1bizQdBjPbHl+k9hvsP+XYIjXDwHUYzXVYeKfiO4F2Cjx88myRpsPguzu3Fqn9Bg8+/XFFmg6Ddr4qGVXTBQ50g79znS1l3NsmuggEN/GqTFefjJYAAQIECBAgQIAAAQIECBBov4AREtgUgf4g8Fy1NvBjQeFR5jdlsCucVCB4BSDFBAgQIECAAAECBAgMQ0AbBAgQIECAAIHxCyTYWy8LMdeZLePKj3+kK59RIHhlIzUIECBAYBgC2iBAgAABAgQIECBAgAABAmMWSPD3wPzswTWCEwieLePIj3mYqzrd2ALBq+qNSgQIECBAgAABAgQIECBAgMBEC+g8AQIEmiSQoG8dDB7ntkkGdV8EgmsJWwIECBAgQIAAgWEIaIMAAQIECBAgQIBAYwTmsxxE9YFxs2Wuux1XvjEAfR0RCO7DuPLNN5X33PLxvj2l7Lnr7vK8F19adu66uJfOu/Dycu99DyyqJ0OAQC1gS4AAAQIECBAgQIAAAQIECLRfYDJGeGC+GwDubKmCwHNlS7UsxNwY8k3UEQjuXpUEfxPovf1Tn+3mDv064fhjy603Xl327L65Sp/8wFvKydu3VRW//9QjijQdBg/sPKFI02FQ3dy+tV7gwLEzRWLQ5udA629iA5xqgR8+oRSpAQZjuA7f23mgSO03mD+qFGk6DKb6xcvgN01grjNbDnRmylw3+HtgPtuD+Soo3JcfcvmmDfgwJxYI7uK86oIXVQHel77wnG7OFwECBAgQILAaAXUIECBAgAABAgQIECDQdIG5bhC4Wg5icNsNCi+5v663wfImuggEr+KqPPj9h8rLL7m6WhrCshA9MA8IECBAgAABAgQIECBAgACB9gsYIYGJFuh0Zst8N6jbSYC32o4n30Q0geAVrsrO008tn//YDdWM4SwNcdYZp5Urrrmx7Ht4/wpHKiZAgAABAgQIbJ7A1qOPKFLLDR63pczMlDFc5yMad47Nu7OcmQABAgQ2IrC1+9o1bSlex0zpuDP2JqT5+VLqIHCpgsHjyTdh7IN9EAgeFFkh/4pffkH5/kMPl4f2CQSvQKWYAIG2CBgHAQITKXDUlpkitdvgiC2z3efmzFRe5+7AfREgQIDABAocecRsmbY0U0o5svuaPW3j7g67MV8JAneqmcAzpQ4Kd3rB4YWgcGcE5Y0B6OvIbN/jJR/aSYAAAQIECBAgMHkCDzz0aJHabfDgvkdLp9OZyus8eXekHhOYDAG9JDBqge91359MW+p0UfOaPW3j7g67MV91kHdhO1uW3s4ss7+uv/byxgD0dUQguA9jqYcfvP3TZc9dd/eK3v/hO8ppT3tyOXn7tt4+DwgQIECAAAECLRAwBAIECBAgQIAAAQKtE+gsWg5iYQZwPTN4lNsmQgoEd6/Ke275ePVBcLd/6rPlbTfeWp734kt7wd8dJ5/Y+6C4nbsuLvfsvb9cddlFxT8C7RMwIgIECBAgQIAAAQIECBAgQKD9AtM1wvlq2YfqyHJiAAAQAElEQVTZalmIUha2Cx8gF4fkZ8rifILF2b+x8hzdtCQQ3L0ir7rgRb0Pg8sHwuXD4fIhcd2icu7ZZy4qe+/bryhbjzk6RVV6eEcp0nQYPPL42SJNh8HMSduK1H6D/du3FIlBm58D1RsV3wi0VGBmvhRpAwYT5Lftr48oUvsNHnzWgSJNh0Hxj8AmCGRGcCdrdHS6wd25UgV9e/nua2Knk0Bwt2PDLu822bQvgeCmXRH9IUCAAAECIxbQPAECBAgQIECAAAECBKZFoHMw2DufbekGfbNN0Lfa1vmZasZwZ4jlTfQVCG7iVRltn7ROgAABAgQIECBAgAABAgQItF/ACAkQ6Ap0quUgZqqZwPNZJqLKL8wMfiw//PLuqRv31ahA8L33PVDO//Wre+vzNk5LhwgQIECAAAECBAhMjICOEiBAgAABAgQIzM8n6DtTzfgtnYVtloPI/lHmmyjfqEBwE4H0iQABAhMroOMECBAgQIAAAQIECBAgQGDaBbrB3878TFchQeDudmz57inH9bXK8zQqEHzy9m3ltKc9uey977ur7L5qBAgQIECAAAECBAgQIEBgugWMngABAgSWF5jvBoEXZgDPlHFul+/R5pXMbt6plz7zK375BeW/feJPy76H9y9dwV4CBAgQIECAAIF+AY8JECBAgAABAgQIEFhGYCH4Wy8PUQeDR59fpjuburtRgeCsEfyGN91Q/uhPv1h+8hdeU3buunhROu/Cy0vqbKrYwMlP+FqnSNNhcPR986WZSb+GfV3mjjmySO03eMJfP1QkBm1+Dgy8ZZEl0CqBE78yV6TpMHjcA3NFar/Bjj+ZLdJ0GLTqxWhTBuOk6xFYmBE8W7JdWBM4y0Msznc6i/NlIL+e8vX0ddTHNCoQnKUhPvmBt5Q9u29eMqUsdUaNon0CBAgQIECAAAECBAg0TkCHCBAgQIAAgbULVGsCdw/rbufnl952ltlf119XefdUTftqVCC4aTj6Q4AAAQIEmiSgLwQIECBAgAABAgQIECCwNoEEcxdm9GY5iMz8Hc92bb0cT+1GBYKz7EOWfxhcEqLOpyx1xkPTuLPoEAECBAgQIECAAAECBAgQINB+ASMkQGCIAouCwJ2BIPAI80McwtCaalQgOMs+ZPmHwaUhvvCJd5af+5mzylt/59KSOkMbvYYIECBAgAABAgQINE5AhwgQIECAAAECBIYlUC/rMO7tsPo/zHYaFQhebmBbjzm6/Mtn/R/l/R++Y7kq9hMgQKA9AkZCgAABAgQIECBAgAABAgQIDEVgpjNTynwp1Xbu4HYM+bKaf2OuMxGB4Jj89FnPKl/92jeKpSGiIREgQIAAAQIECBAgQIDApAvoPwECBAiMQaAO+o57O4ahrfUUExMIXuvAxlX/Bz86U6TpMJh9pFOk6TDY8s37i9R+gyP/8b4iMdjk58BIn4Pjei/kPAQ2Q+Co788XaToMHv833y0SA8+B9jwHNuM1wzkJzHS6BvOdsrAty2yHX14a+G9iAsFZFuK0pz3ZGsENfBLp0noFHEeAAAECBAgQIECAAAECBAi0X8AIN1VgvnSDvzMlawQvHwweQXlp3r9GBYKz7MN5F15edu66+JB0z977y1WXXdQ8QT0iQIAAAQIECBAgQIDA4QSUESBAgAABApsncHCN4NmD23JwO3NwW+eHXb55A17+zI0KBJ+8fVv55AfeUvbsvvmQ9N63X1HyoXHLD0UJAQIECBBopoBeESBAgAABAgQIECBAgMAmCSyaEfzYB8ctzBAeXX6TRnvY0zYqEHzYnk5uoZ4TIECAAAECBAgQIECAAAEC7RcwQgIEGiiQmb8LQd9u5xYFhUeb77beuK9GBoI/87k7D1kaIvsap6dDBAgQIECAAAECBHoCHhAgQIAAAQIECDROYNEHxWUGcP8Hw40w3ziIUhoXCE7A97p33FJ2f+j63vIQt954dbny2pvKe275eAMJdYkAAQIHBWwIECBAgAABAgQIECBAgACBRglkRnDpzQROEHimbDi/ivYahXCwM40KBO97eH95321/WK547QUl6wUf7GPZefqp5dorX10++xdfKqlT77clQIAAAQIECBAgQIAAAQLjFnA+AgQIEJgggblS+oPBZVz50rx/jQoEP7Rvf/n+Qw+XHdtPPEQq+1KWOocUbuKOT7/2NUWaDoNj7/5+kabDoGzZUqT2Gzz6lCcUicE6nwMT8dzZxLdHTk1g5AJH3buvSNNh8Mj2rUVqv8HMQ/uLNB0GI3+BcAICSwjMlJmFGcDz3cJumunlZxb29/LDLe+21rivRgWCj916dDn+2GPK3vu+ewhU9qUsdQ4ptIPAWAWcjAABAgQIECBAgAABAgQIEGi/gBG2QmCuU2a6AeB6OYiSfCdB4O7+bJMfRXkD8RoVCN56zNHlnOeeUbJG8L33PdDj2nPX3dUawSlLnV6BBwQIECBAgAABAgQIEBiVgHYJECBAgACBiReoloXolFJtE/RN8Lf6ALm+YPAIyksD/zUqEByfV13womqN4F0vu6zs3HVxlV5+ydXVGsEpSx2JAAECBAiMQ8A5CBAgQIAAAQIECBAgQGDCBeZLmZlP0Le77QaBO8l3t9UM4Xp/ve3uH1p5ad6/xgWCQ3Tu2WeWPbtvXpSyL2VjTE5FgAABAgQIECBAgAABAgQItF/ACAkQaLFANRO4G/wt3SBvgr+z2c51B5xtd//IyrunaNpXIwLBWQbivAsvr2b/1rOAl9qmTuo2DVF/CBAgQIAAAQIEJllA3wkQIECAAAECBNoqkBm+C0HgTknQd2z5BoI2IhB88vZt5ZMfeEtvBvDuD11fnvWMU8utN17d27dn981VndQdleOVb76pvOeWjx/SfPbVgelXvu66su/h/YfUsYMAgQkW0HUCBAgQIECAAAECBAgQIECglQIznVJmDs787VRrA5eSmcEznZnSOZgfRXn3LI37akQgeLNV6kDv7Z/67CFd+czn7iy3fXR3SXA6wehTdjyhXHP9+w6pZwcBAu0RmDn6cUVqv0HpvhmQuvcth9La50H38voi0FaBA8cdVaTpMJh9ZK4MM2mrmZ4HTj6+SNNh0NbXJeNquEAVBO72sdourBU8m5+D+vIzA/mhlHdP2bQvgeDuFcmH0CXI+9IXntPNLf6644//spz/kl2lnon8guc/p3zxS18tlqhY7CRHgAABAgQmQEAXCRAgQIAAAQIECBCYMoHHgrzl4MzgUhZmBJeR5ksD/wkEH+aiZAmIe/bev6jGju0nlk6nU/Z+54FF+2UmQUAfCRAgQIAAAQIECBAgQIAAgfYLGCGBxwQWln3o5qsZwGWkwd8EnXvnK837JxC8imvy9Kc+cdla2447skjTYbDsk0ABAQIECBBooMCJxx9VpHYbbDv2yDIzMzOV13nFW04FAgQIEGikwDTGT2a6V+Lx3dfsaRt7d9iN+UpwNjOAH1vuodu1blB41PnuWRr3JRC8ikvyD1//1rK1fvjIfJGmw2DZJ4ECAgQaJ6BDBAiUsv+Hc1LbDR7t/gRTOlN5nd3jBAgQIDCZAtMYP8nSsz/svmZP29gb9QztvmWqg8Fj3TYKYaEzbQwEL4xsCN+3HnN0yYfD9Te1977vVjMvdpy0rdr98CNzRZoOg+qC+0aAAAECBCZEwPuT9r8/2d99H9rp/nQ5jdd6Qm5D3SRAYPQCzjBhAtP6mpXX7Gkbe5OemouCv933TuPKN8mg7ksjAsH54LXzLry87Nx1cZV2veyy8uW/vbu8/JKrq/zOg/tTJ3Xrzo9jmw+Hu+2ju3sfDpcPjzvrjNN6Hx43jj44BwECBAgQIECAwFIC9hEgQIAAAQIECBBYQcCM4B5QIwLBJ2/fVj75gbeUPbtvPmxKndTt9X5ID95zy8ergPPtn/pseduNt5bnvfjSsueuu0v+nXv2meX8l+wqCU7v7Aak8+FxV112UYokAgQ2W8D5CRAgQIAAAQIECBAgQIAAgfYLbGCE1QzgeibwXCnjypcG/mtEIHizXV51wYsWBaA//7Ebys7TT+11q7/8vW+/omTJiF6hB1MjkP8opFL9h9l2h/1PeXyR2m+w70ePKRKDNj8Hin8EWixw5Pf2F2k6DH5w6rElSWq3w5aHHi3SdBi0+KXJ0Jos0D8jOP3sz3cDxPkgucQ5qu0wy9NWw5JAcMMuiO4QIECAAAEChwjYQYAAAQIECBAgQIAAgXUJVEHegzOBZw4GgWfqfDcQPKrywc7WKxJkxYE6XfnmmwarjTQvEDxSXo0PR0ArBAgQIECAAAECBAgQIECAQPsFjJDA8AUS/J3tBnyrGb/dbfIzOU0dFO5uR1KecwyknzrzmeULn3hnb2WCa9/46oEao80KBI/WV+sECBAgQIAAAQIECKxWQD0CBAgQIECAwJAFqhm/3QBwf7A3QeFF+RGUD3kYQ2lOIHgojBohQIAAgWEIaIMAAQIECBAgQIAAAQIECAxVYL5Un3eU4G8VFB5Xvhz678/v/Er5yV94TcnSEONeFiK9aVIgOP2RCBAgQIAAAQIECBAgQIAAgXYLGB0BAgTGJtC/DEQVDM6Z+4PBI8qn2f70qgte1FsSYveHri9f/NJXS9YN7q8z6scCwaMW1j4BAgQIECBAgMCAgCwBAgQIECBAgACBMQn0B3073XOOK9891XJfJ2/fVs5/ya7y93d/Y7kqI9kvEDwSVo22UeCHJ20t0pAMGm559D8/WKT2G3z2+ncViUGbnwNtfC02JgK1wIHjH1ek6TA4/u++X6T2G8x0OkWaDoP6/3HbKRJowFB7y0GkL/1B4BHn03zTkkBw066I/hAgQIAAAQIECBAgQKAlAoZBgAABAgQ2XaA/+Nvp9mZc+e6p6q99D+8vv/vuD5Vss+/e+x4ot310d3nB85+T7NiSQPDYqJ2IAAECBAhMnYABEyBAgAABAgQIECBAYFMFejOCu0HgmYEg8Cjz/YPeeszR5dv33t/7oLhdL7usWhri3LPP7K828scCwSMnnuYTGDsBAgQIECBAgAABAgQIECDQfgEjJNBcgQR7Z7tB4DJXSoLCM93tonw3OLwoP6zysvjftW98de/D4vbsvrnkw+MW1xh9TiB49MbOQIAAAQIECBAgQKDdAkZHgAABAgQIEGioQALBZa5TFoK9nSoYvCg/3+34CMq7rTbuSyC4cZdEhwgQIDB5AnpMgAABAgQIECBAgAABAgQaKTB/MPg77m0DMYYRCG7gsHSJAAECBAgQIECAAAECBAgQGLKA5ggQIDBxAlkOohwMAmd28LjyTYQSCG7iVdGnRgoc9d2HizQdBp0jZovUfoNfOOPcIjFo83NgNC+mWiXQDIGZA/NFmg6D0ukUqf0Gc8ccWaTpMLjoX7+1TFt6wfOvKa/4pekbdzPeMRzsxXwps52ZkuUgEgROMLg/X0ZVfvD0TdoIBDfpaugLgaYL6B8BAgQIECBAgAAB5XQdrgAAEABJREFUAgQIECDQfoEWjXC2G+hNELgX/B3Ij6q8iYQCwU28KvpEgAABAgQIECBAgACBTRRwagIECBAg0BqBg8tC1MtDjG3bQECB4AZeFF0iQIAAAQKbLOD0BAgQIECAAAECBAgQaIVAloNYPvhbyqjKSwP/CQQ38KJsfpf0gAABAgQIECBAgAABAgQIEGi/gBESmAKB+dIN9i6sEVwtDzHf6a0ZPNspJWsEzxxcQ3g222GVd5tu2pdAcNOuiP4QIECAAAECBAgQGJeA8xAgQIAAAQIEWi6QNYBn5vqCv/PdoHB/sHe+lFGUlwb+Ewhu4EXRJQIECIxLwHkIECBAgAABAgQIECBAgECrBbpB35lq5m+n9Lbd4O/yy0V06w2jvGGo6Y5AcBQkAgQIECBAgAABAgQIECDQXgEjI0CAwNQK9IK/nS7BUkHhEe3vnq1xXwLBjbskOtRUgQPHPa5I02Ewf9SWIrXfoPPQQ0Vi0ObnwOLXUzkC7RLoHDFbpOkweHT71iK136DMdP+PkspUOBT/CGyCQB38rZeHGFd+E4a60ikFglcSUk6gDQLGQIAAAQIECBAgQIAAAQIECLRfwAgPEZiZLyVpNh8E1w0G53HSqPOlgf8Eght4UXSJAAECBAgQIECAAAEC6xFwDAECBAgQILBYIEHfpHpN4DxOGnl+cTcakRMIbsRl0AkCBAgQIDAUAY0QIECAAAECBAgQIECAQJ+ANYIfwxAIfsyiBY8MgQABAgQIECBAgAABAgQIEGi/gBESILBqgUVrAnePWpSfKfXM4DLXKbP9HxxX5TdQ3j1V074Egpt2RfSHAAECBAgQIECAwEoCygkQIECAAAECBFYlkGUgqpQg71yp1gvu5RMUnj+4b8jlpYH/BIJXuCh77rq7PO/Fl5aduy7upfMuvLzce98DKxypmAABAqMT0DIBAgQIECBAgAABAgQIECCwCoEq2NuN8mbbObjN44OpmhHcfVxth1i+ip6tqsowKwkEr0LzhOOPLbfeeHXZs/vmKn3yA28pJ2/ftoojVWmTwBE/+GGRpsNgy75Hi9R+g/tfcVaRGLT5OdCm12BjITAocO9zthZpOgyOvP/hMuVpKsY/d+xRRZoOgx9uf1yRpsNg8LV7M/OzfcHdBHvr5R/yOGlk5Zs56GXOLRC8DIzdBAgQIECAAIHNF9ADAgQIECBAgAABAgQ2JDDXKTPzB1OCwnPzVT5B4Jkqf7Asdar8kMo31OnRHCwQvArXB7//UHn5JVdXS0NYFmIVYKoMT0BLBAgQIECAAAECBAgQIECAQPsFjHBkAlWwtwrydk+RoHCCvd18NTO4Lz/TGW55t7XGfQkEr3BJdp5+avn8x26oloTI0hBnnXFaueKaG8u+h/dXR55y4tFFmg6D6oL7RoAAAQIEJkTgiU84pkjtNviRbUeX2dmZqbzOE3IbrqmbKhMgQIAAAQIjEugFe+dLFRQeV35Ew9lIswLBa9R7xS+/oHz/oYfLQ/sWAsHffmB/kabDYI1PFdUJECCwFgF1CQxd4J7vPlykdhvs/d7+Mj/fmcrrPPQbRoMECBAgQIBAawV6M32775tKFQTuDjXb+e62u29U5d3WG/clELzBS5LZ5BtPpWij+QYbfKo4nAABAgQIjFXAe4vmv7cYxjXKk2oY7UxaGxm3RIAAgckU0GsCBMYuMD+/MBO4Cvp2Svc36Qfz3f3dfY/lO4/tz5ujHLeR8rEPdOUTCgSvYPTB2z9d9tx1d6/W+z98RzntaU8uJ2/f1tvnAQECBAgQIECAAIFVCahEgAABAgQIECAwVoGZ+e7pugHdcW+7Z23cl0DwCpdkx8kn9j4obueui8s9e+8vV1120QpHKW6jwJaHDxRpOgzKzEwZVdJuc2xP/pNvF4lBm58DxT8CLRb40du/WaTpMDjiew8Xqf0GR/3dt4s0HQbH/c9vFWk6DBr1NqR/Zm83IFzNAK6Cw/NlppfvlIX99bY7giWPW315t4XGfQkEr3BJzj37zN4HxeXD4t779ivK1mOOXuEoxQQIECBAgAABAgQIECAwxQKGToAAAQINEajWAO4GfBdvu0Hgbky3HLK/Uxbqbby8IcNf1A2B4EUcMgQIECBAgACBYQhogwABAgQIECBAgACBRgjMJajbKaXadntUbceQ756qaV8CwU27IvrTDgGjIECAAAECBAgQIECAAAECBNovYISNF6hm+M51Fmb6VkHgbpfHkO+epXFfAsGNuyQ6RIAAAQIECBAgQIDApAjoJwECBAgQINBwgfn5Mtvp9rG7rYLCS2xHUt49ZdO+BIKbdkX0hwABAgQmSUBfCRAgQIAAAQIECBAgQKDBAjPzpXQyE7i7nUkQuLutlonobuv8KMqbSCIQvKGr4mACBAgQIECAAAECBAgQIECg/QJGSIDAxAr0PhBuviQonA+I680Anu+OalTl3aab9iUQ3LQroj8ECBAgQIAAAQLNE9AjAgQIECBAgACBiRSY6XS6AeD58tiyEJ1SMjO4u1nYdko1M7jTHV61v/ug2j6WX0959+jGfQkEN+6S6FBTBeaPnC3SdBh0HnmkDCb5Fpr84KHSkRi0+DnQ1NdT/SIwDIH9TzmxSNNhMH/0kUVqv8HM0Y8r0nQY7D/9R4o0HQbDeL0fWhv5YLj5bmv9226sd6Y/31desn8I5d0zNu5LILhxl0SHCBAgQIAAAQIECBAgQGCTBJyWAAECBFomkBnBnWqGbze6e3CbNYFLpy9/cH89Q3go5Q10FAhu4EXRJQIECBAgQGCzBJyXAAECBAgQIECAAIFWCczNVUs/lO62zHeDv91tlnrodLf9+WGXN9FQILiJV0WfNk/AmQkQIECAAAECBAgQIECAAIH2Cxjh9Ah0g7+ZEZygb2d+rixs57vB4U7pzy/sH155E4EFgpt4VfSJAAECBAgQIECAAIGRCmicAAECBAgQmA6Bx4K9CfLO9wV/R5tvoq5AcBOvij4RIECAwKgFtE+AAAECBAgQIECAAAECUyAwM7+wHERm/Ja5+WpG8GPLQMxXM4P78wv1EiTOcRsob6DtlAaCG3gldIkAAQIECBAgQIAAAQIECBAYsoDmCBCYdoGFtYDnSxXszQfEVWsDP5YfWXkD4QWCG3hRdKmZAvueenyRpsPgkaecWKT2G8wcd2yRGLT5OdDMV9NN6JVTtlJg/46jijQdBo+eeEyRpsDg5OPKo9JUGBzx4A+LNB0GjXoD0g3+VmsEZ5sgcLbz3UBwtqPMNwphoTMCwQsOvhMg0FIBwyJAgAABAgQIECBAgAABAgTaL7DcCOsZv/3bmW4guD9fBvLDKF+uP5u5XyB4M/WdmwABAgQIECBAgAABAgSGIaANAgQIECCwpMBMtUbw/MLawN2Ab/Kdeq3gg/ne2sEH80MpX7I3m7tTIHhz/Z2dAAECBAgQGIqARggQIECAAAECBAgQIHCoQGd+rpRONxCcZSC6gd6x5Q/tyqbvEQje9EugA0MR0AgBAgQIECBAgAABAgQIECDQfgEjJLBWgflOqWb4VmsCdwPC48qvtZ9jqC8QPAZkpyBAgAABAgQIECBAYDgCWiFAgAABAgQIrEUgawHPZCbw3FwZ53YtfRxXXYHgcUk7DwECBAgMQ0AbBAgQIECAAAECBAgQIEBg1QIzmQncDQRXHwjX3db5Kijclx92+ao7OMaKExYIHqOMUxEYEDjywQNFmg6DA8ceWaT2Gzyy47giMWjzc2DgZUyWQKsEHnjGliJNh8E3fm5rkdpvMHfMkeXQZF8rTbZ2r6tU5qbAoElvPDIjOEHeOtX5TjcInH11Po+T6vxGy5tkUPdFILiWsCVAgAABAgQIEGiOgJ4QIECAAAECBAgQGIZAN+BbrRF8yPbg2sGH7J8vC/U3WD6Mvg+5DYHgIYNqjgCB4QhohQABAgQIECBAgAABAgQIEGi/wKhHmKDuTGchuLt4O1cW5+cH8hsrH/W41tO+QPB61BxDgAABAgQIECBAgAABAsMQ0AYBAgQIEBipwKHB3oWZvofur4PFwykf6aDW2bhA8DrhHEaAAAECBAgMQ0AbBAgQIECAAAECBAgQGJ1AZgQvrP07Xxa2cwe3dX5wO5zy0Y1o/S0LBK/fzpHDENAGAQIECBAgQIAAAQIECBAg0H4BIySwSQJ3zN1aNiNt0nAPe1qB4MPyKCRAgAABAgQIECBAYBgC2iBAgAABAgQIENhcAYHgVfi/55aPl527Lq7SK193Xdn38P5VHKUKAQIECPQJeEiAAAECBAgQIECAAAECBAhsosCYAsGbOMINnvozn7uz3PbR3WX3h64ve3bfXE7Z8YRyzfXv22CrDp9EgSO+t79I02Gw9UvfLFL7DeaPOqJIDNr8HJjE11p9JrBagZP/6tEiTYfBj97xUJEmzWDt/d2y79EiTYfB0d94sEjTYbDa13T1xisgELyC9x1//Jfl/JfsKidv31bVfMHzn1O++KWvlnvve6DK+0aAAAECBAgQINAn4CEBAgQIECBAgAABAo0UEAg+zGXJEhD37L1/UY0d208snU6n7P3OQiD4pBMeV6TpMFj0RJBZVkABAQIECDRDwPuT9r8/ecLxR5XZ2ZmpfC/ajLtMLwgQIECAwHQLGP3kCQgEr+KaPf2pT1y21lFHzhZpOgyWfRIoIECAAAECDRTw/mQK3p8csfBWfhqvdQNvuWnskjETIECAAAECEyaw8O5xwjo97u7+w9e/tewpv/PgD4s0HQbLPgkUECBAYCoFDLrpAt6ftP/9yf3ff6TMz3em8r1o0+8//SNAgAABAgQINFFAIPgwV2XrMUdXHw7XX2Xvfd8tMzMzZcdJC2sGP/LofJnKNIXj7n8eeEyAAAECBJou4P3JFLxHOzBfPQ2n8VpXA/eNAAECBMYj4CwECLRGQCB4hUuZD4e77aO7ex8Olw+PO+uM03ofHrfC4YoJECBAgAABAgQITLSAzhMgQIAAAQIECLRDQCB4het47tlnlvNfsqvsetllZeeui0s+PO6qyy7qHfWk7ccUaToM7vjCm4o0HQaf/Pr1ReoZtNbiM3/0xiIxaPNzwPuT9r8/OeXEo6sPi5vGa/0n/9/lRZoOgz/6k6uK1H6D//G53y7SdBh84itvLtJ0GPQCZx40SmCFQHCj+rppnXnVBS8qe3bfXKX3vv2KkiUjNq0zTkyAAAECBAgQIECAAAECBIYuoEECBAgQaLuAQHDbr7DxESBAgAABAgRWI6AOAQIECBAgQIAAAQKtFhAIbvXlNTgCqxdQkwABAgQIECBAgAABAgQIEGi/gBFOr4BA8PReeyNvmcC99z1Qzrvw8vK8F19a9tx1d6n/veeWj5cr33xTnR3a9jOfu7NaNztrZye98nXXlX0P71/UfvqR/qQ82+QXVZAhQOCwAvV91n9/5T5LPmWHPXgdhfm/IvdrnfL/R38zyddl7ul+GY8JrE6gvugARoYAABAASURBVH9zH/Xfw3mc+zrlq2tpdbXq9wY5X1LeJ2Rf/9H99/Uo+tB/Lo8bI6AjIxTIPZZ7LfdcnUb1mpn31mm7Pk/Om/OPcHiaJjCVAv2vlfX9lvfNo8bI+4OcL9tRn0v70yMgEDw919pIp0Dg+OO2lp888yfK+z98x8hH+w9f/1Z5x7W/Wa2d/YVPvLM63zXXv6/a5lvemL7+6v9S3v3Wy6s6n//YDWXn6aemSCJAYA0Cz3rGqeX7Dz1c/vzOr6zhqMNVXbqsDkDt/tD11T17641Xl3e//2OlfuOZ7W0f3V3q8muvfHV5w5tuKH7gXNrTXgKHE3jpC88p77vtDw/5BerhjllP2d/c9bVy/kt2Vfd0Pu8ij6+45sbeeQfv61N2PKH0v5av55yOIUBgQaB+n5x7L6+ZL7/k6t5r6kKNjX/fe993y6+94sW9e/ysM04r/ff4xs+gBQIEaoGfOvOZJT/35p7O9p6995dR/gI1r9GvvfJ369PbEhiagEDw0CgnpCHdbL3Av/6Fnylf/do3Fs0K7h90ArT1zIFsk095fss5+EKW33ImpXww5UMUzz37zGp3PkDxnOeeUfJimGBS0lvf+cHyH37jQsHfSsg3AusXOP7YY8qvvvyFhw0a5f7NbIGk+j5OgDYzg/Imsj577vcXXvDvl/z/IffxtW98dTl5+7aq+tN+7JTyzNOeWvJLn+zI9kk/sr0cu/XoZMuO7SeWTqdT9n7ngSrvGwECqxc4+yefXVVe7hc89f2bezqpvo+XuodTlns9x1SN9n3L63Rer+tdT3/qE8s3v31feWjfwl/w3PHHf1kSHK7v+xc8/znli1/6ql/w1GC2BIYkkHsxgeHr3nFL7/7K++W8ZuceT8pref/pks/+pNXe47mH++/x/vY8nlIBwx6JQN43555O47f8909nU6W8JueeTRq8b/M6nX0pS8o9Xh20xLe83t9w8+3ltnddXZ7ypB1L1LCLwPoFBILXb+dIAo0USHDmvHOfu+Ss4Lz4ZAZfZiXkN5nZ/tob3lIFhX7x58+uZh1+7R/vqcaVugkov+KXX1DlV/r293d/o2QmUV4U8wNm3oTmN5h5kUvKG9284V2pHeUECBwqkBkI2btU0ChvOPtn6uY+zL2XgG0CPAn05NikP/vil8u/+hfPWNUvaOr7OIGjHJv/I+r7OvfyWtrK8RIBAo8J5P686PyfX/IXPLm/MqMv929eqzM7/8prb6pmEuYva3IP5/6rW8s9nrp1MLfen+1gSt36Fzo5T36B218n7yH8gqdfxGMCwxN49ulPqxrLTP3cf3mtzmt27vP8tc0nP/MX1XvyVEqAqP+1/T/9+1eu6hevg7+0TVsSAQKjEcjPvZkM9dm/+FL1lzZ5T57X67xu577Oa/Pb33VbdfL8bH3Rb1xb/fI1ZZlRfNzByRVVhb5vCQLnL2uvfsPFvQkafcUeEtiwgEDwhgk1QKB5AgnYJIibF5H+3uWNZ/L1G9EEl5552lNLfqDMD5CnPe3J1ePUSd3MRMyswOQPl/KilxlEr/v186tqmSGYZSryprZ+oUuBPzeNwtiSE7VIoD9olABt/9AS2MmfguYezv788uYb93yn5Jc6P33Ws6q/EMibz/zQmTeqmS2UeiulvHFNu5nFlLppP/kHf7Cv/OQvvKZaNiLnSplEgMDaBfIanKMGf8GTezf3cO7flCf4e+45Z5bc68nnHs69nHs693Ze7+u6KV8qJaiUX8rmtfq6qy4p+eG1rlf/sqfO2xIgMBqBvJbnFzFpvb7P69fRvMbW78Nzb+ceTxAp+1P/uWf+xIq/xM37/ls/8pnyhtf8yqJ7PMdLBAiMRqD/NTSv03m9zut2zpbX5rxG57U6P1tnX35Ozzavw7/y0p/Nw0Upda9+683lbVf/2xXv+UUHyhAoZdUGAsGrplKRwOQI5E3jcrOC8wY0b0QzmrwAZSZCHif1/3CZF7L8hjN1UrZcShA4v/l86+9cuuxvLNNGZj7lB9C8uC3Xlv0ECCwvsFzQKEf8+KlPzqZKO07aVk44/tjqcX6Rk1/o5M1nfujMWsP1L4KqCst8y5IwmSl41WUX9WokkJTM/3vTm6q1CPv/oiD7JQIE1iZQvzZmreDBX/DkHs69XLfYf4/nHs69nHs693bu8dzrdd2ltlkeIr+YveK1F5TMSOp/Lc4MwqWOsY8AgeEK5D7PX9bUrT74/YdK1g3eueviknT7pz5bF1Xb/gBTteMw3/bcdXfJX/lZlu0wSIoIjEBg8DU093Hu56Tc39//wb7eWft/Du/tHHiQCVX//M29vf8bdr3ssvJP3Xz+giA/dw9UlyWwLgGB4HWxOYhA8wXy28b8BvJ/ffnvFnU2b0DzRjQ7M+MgwZ48Tqp/uMzspOxPG9m/XMqLUYLA+UC4+jefqVv/8JoXsuTrtJoXv7quLQECiwXqoNEf3PqpahmX/tIszVLnc9/lh8vkc0x+oZNf7GTmf35BlF8UpWy5VAeBs+5Zjq/r5RyDwajHn3BcyQfV1HVsN0nAaSdWoP4Fz+e+8DeLxpB7OPdyvTP3X/0493A9czD3dn7R2n+v1vWW2uZ1Pn+xk7ZzTP8vg1M/9/PMzEypX8ezTyJAYDgC+cVNWsp9mO2PPmlH7wNY84uapPzSJmVJgwGm7FsqZSZwgsD5BW39VzxL1bOPAIHhCuRn6czez3vtvKam9ddf8vJqwkTu56RPfuAtvclS/T+Hp+5SKT9Tf/5jN/TayF/YZo3gvC93fy8lZt96BASC16PmGAINEliuK/lBMUGfP/rTL/aq1G88P/KHn6v2JeD7la9+veTPVrKjPua//Nf/Xq33m3z2L5USBM4HXnzkD6495M9Wclx+SM0HxuUFMikznvpfJJdq0z4CBA4vkKBRZv99+W/v7lXMTP7PfPbO3rqC7//wHeXJp5xU6hmC+YVOfin0iU//ee9e7x088CBB4Ox679uvOOTPShMEznqF9UzC/ED7vQd/UH1oXI6RCBBYu0B+cEwgNzOI6qNz7+Yezr2cfQny5B7PvZ58Uv6cPPd07u36tT37B1Nm8uf1ut6f1//MTqoDvWmz/75OYDlLwOR1vD7GlgCBjQvkPsyMvszKz/2V+zyv51mGqW499/oHb/909fqb98z992b2p7yuW2+zL2uJZlKGIFGtYktg9AL5+Tb3dM50wS8tLPGQ19R3v/9jvffkKfu993yo+oDI+rU6r8PZn/fTKcvjtSb1CWxUQCB4o4KOJ9BggQSA8hvEuot545klHPIClT9XWWo2b4LC3/jWvSUvZPVxS23zw2L+TCV/rpK2kp734kt7L3z1n5RnLdGkzDrqn+VQ/CNAYM0CddCo/8D84Pdrr3hx70/IMps/swZSN/Vy3+cXMycct7UXHM7+wZQ3pFm+JQGp3M91qj/oMfdvAkT1Pb/U/x+DbcoTILCyQH7Bk1TXzL2bdXxzP+Y+zJ+WDs70SxAp93Tu7dzj9bGD27ym515NO0kJLL3v96/szU7K/x9Zh7S+r/P/R/36PdiWfCMEdGKCBBIkyn2XlPswHyCVey5DyH2e1+rccylPyqzeZ//E01NcBl9z/+sHP7nkTP38tc8/d9+35/+JtFGnBJ6rhnwjQGBoAplElZ9rc59lm59v+ydP5P7O63X//Zh7PK/TSf0/h+d199itxwytbxoisBYBgeC1aKlLoMECeXG57V1XL5qdm335c5Rr3/jqXs/7/9wkf3aSfK+w+yD57M8LWTe77FfazJ+79Kccl+NzUN7g5oWxLk/97JcIEFi9QO7D3Ee5n0pZOC77cl9lu7CnVD8wZl/SYP3Uyf231P6U1an+/yJt9Kf+49JOXdZ/v9dt2BIgcHiB3Mu5p/rv33pf9udxWhi8H/vrpzz1Uj/3ZPLLpbwm516t79u8J0jb/fUTcKrL02ba7i/3mACBtQnkHsu9Vt9X2eY+zP3Y31LutdxzKU8arJP7O/uT0l7a7T8+j/vv39Sr0+D/GakrESCwfoGl7rXco4Mt5t6r78Ns++vk/4Dc59mflDYHjx/M577P/Z92B8vkCaxXQCB4vXLjPs75CBAgQIAAAQIECBAgQIAAgfYLGCEBAgRGJCAQPCJYzRIgQIAAAQIECBBYj4BjCBAgQIAAAQIECIxCQCB4FKraJECAwPoFHEmAAAECBAgQIECAAAECBAi0X2DsIxQIHju5ExIgQIAAAQIECBAgQIAAAQIECBAgQGC8AgLB4/V2NgIECBAgQIDAgoDvBAgQIECAAAECBAgQGKOAQPAYsZ2KQL+AxwQIECBAgAABAgQIECBAgED7BYyQQFMEBIKbciX0g8AIBa58801l566Le+k9t3x80dk+87k7e2XnXXh5ufe+B3rl/WVp45Wvu67se3h/r3yw7dQZbL9X2QMCBAgQIECAwPQJGDEBAgQIECBAoBECAsGNuAw6QWB0AnXQdveHri97dt9cbr3x6vLu93+sJMCbs+656+7yn3//A9X+lJ//kl3limtu7AV7/+Hr3yrvuPY3q2O/8Il35pByzfXvq7b1t5e+8JyqPMcnveqCF9VFtgQIFAQECBAgQIAAAQIECBAgQGDzBQSCR30NtE9gkwW2HnN0ufaNry4nb99W9eRpP3ZKeeZpTy0J8GbHn33xy+Vf/YtnlJ2nn5ps+emznlW+cc93ytf+8Z4qn6DuuWefWT1OW+c894xyz977e4HiqsA3AgQIECBAgAABAgQITLuA8RMgQKDhAgLBDb9Aukdg2AIP7dtfvvnt+8rTn/rEqum/v/sb1bb+tuOkbWVmZqbsve+79a5F29Q/ZccTSoLCdcHtn/psb2kJy0LUKrYECBAgMG0CxkuAAAECBAgQIECgyQICwU2+OvpGYAQCb3/XbeWsM04r9SzfnOLHT31yNiumLCfxxS99tbzu18/v1c1s4ywHkTS47ESv0nQ8MEoCBAgQIECAAAECBAgQIECg/QITO0KB4Im9dDpOYO0C+WC3LOtw1WUXLTo4s3wX7VgikyDwldfeVN76O5f2lpkYrJblJc4958zeshOD5fIECBAgQIAAAQIEJl/ACAgQIECAwGQKCARP5nXTawJrFqiDwPngt/5lHQZnA+/9zgOl0+mUHdtP7J2jDgK/+62X99YS7hV6QIAAgWkTMF4CBAgQIECAAAECBAhMoIBA8AReNF3eXIFJPHuCwOn3e99+xaK1fbMvHw73V3/9t2XPXXcnW/LhcU8+5aSSD5XLjgSBr3vHLeUjf3DtIUHge+97oPzeez6UalVKG2krbVY7fCNAgAABAgQIECBAgAABAhMqoNsE2iYgENy2K2o8BAYEEqzNur79H+i2c9fF5ZWvu67se3h/Fdz9D79xYXn5JVeX7L/to7vLdVdd0gsY3/HHf1n+6Zt7y66XXVaVp87zXnxpFTg+duvR5X/+zd/19qeNtJUlIop/BAgQIECAAIHJFtB7AgQIECCD3FJfAAAJAklEQVRAgECrBASCW3U5DYbAoQInb99WPvmBt5R8mFt/6p8dnA+Oq8tSN8fULfV/GFxd5/Mfu6EKIGeJibRT7882bdXH2hKYbAG9J0CAAAECBAgQIECAAAEC7REQCF7uWtpPgAABAgQIECBAgAABAgQItF/ACAkQIDAlAgLBU3KhDZMAAQIECBAgQGBpAXsJECBAgAABAgQITIOAQPA0XGVjJEDgcALKCBAgQIAAAQIECBAgQIAAgfYLTP0IBYKn/ikAgAABAgQIECBAgAABAtMgYIwECBAgQGC6BQSCp/v6Gz0BAgQIEJgeASMlQIAAAQIECBAgQIDAFAsIBE/xxZ+2oRsvAQIECBAgQIAAAQIECBAg0H4BIyRAYGkBgeClXewlQIAAAQIECBAgQGAyBfSaAAECBAgQIEBgCQGB4CVQ7CJAgACBSRbQdwIECBAgQIAAAQIECBAgQGBQoH2B4MERyhMgQIAAAQIECBAgQIAAAQLtEzAiAgQIEFiTgEDwmrhUJkCAAAECBAgQaIqAfhAgQIAAAQIECBAgsHoBgeDVW6lJgECzBPSGAAECBAgQIECAAAECBAgQaL+AEQ5JQCB4SJCaIUCAAAECBAgQIECAAIFRCGiTAAECBAgQGIaAQPAwFLVBgAABAgQIjE5AywQIECBAgAABAgQIECCwYQGB4A0TamDUAtonQIAAAQIECBAgQIAAAQIE2i9ghAQIjFZAIHi0vlonQIAAAQIECBAgQGB1AmoRIECAAAECBAiMUEAgeIS4miZAgACBtQioS4AAAQIECBAgQIAAAQIECIxKoDmB4FGNULsECBAgQIAAAQITJ/CZz91Zdu66+JD0nls+PnFj0WECBAgQGBCQJUCAAIFNERAI3hR2JyVAgAABAgQITK/Aakd+wnFby603Xl327L65Srs/dH257aO7y3kXXl7uve+B1TajHgECBAgQIECAAAECXQGB4C6CLwIExirgZAQIECBAYF0CJ2/fVj78nv9UnvQj28sV19xY9j28v2ons4T7Zw8/78WXlj133V3yL3Ve+brrSuokX6eUv/CCf9+rV++3JUCAAAECBAgQGJqAhhomIBDcsAuiOwQIECBAgAABAssLbD3m6HLR+T9fvvLVr5ev/eM9vYrvuPY3q1nDmT38a694cXnDm26oZg2n/jnPPaOaSdw/i/j9H76jPPmUk8rTfuyUXhseECAwbAHtESBAgAABAk0SEAhu0tXQFwIECBAg0CYBYyEwIoEd20+sWt5733er7asueFE59+wzq8f59os/f3Y5/ritZe93FpaPSD77/+aur2VTBYi/+KWvVgHlBIqrnb4RIECAAAECBAgQaLmAQHDLL/BmDs+5CRAgQIAAAQLjErjyzTf1Plhu18suK1/+27tLHSjOkhJnnXFaed9tf1gtJ/GRP/xc1a1nn/60ausbAQIECBAgsDEBRxMgMBkCAsGTcZ30kgABAgQIECBA4KBAHeDNzOAs95APj7tn7/3lC594Z7U8RD5U7ilP2nGw9sLmBc9/TrWcxN/877vLZ//iS+X8l+wqCRAvlPq+QQGHEyBAgAABAgQITICAQPAEXCRdJECAQLMF9I4AAQLjE8iHv2Vm77nnnFl2nn5qyfIPWQbiuqsuKYdb5uGnznxmeeZpTy3/9+v+cxUQ/umznjW+TjsTAQIECBAgQIAAgQYIbDwQ3IBB6AIBAgQIECBAgED7BTL795df9dvlm9++r7zu18/vDfifv7m31Ov/Zufb33Vb+afuvjyuU4LE+dC45Osgch5LBAgQILAGAVUJECBAYKIFBIIn+vLpPAECBAgQIEBgfALjPtODP9hXXn7J1YvW/s2SDp/8wFt6yzpkVvC1V766vPbK3+3V+5fP+vEyuDRE+p5ZwCcct7VkmYjkJQIECBAgQIAAAQLTJCAQPE1X21gJbEzA0QQIECBAYGwC5559ZrXe757dNy/avuqCFx3Sh3MH6v7KS3+2JFic/f2Vs7bw4084rviQuH4VjwkQIECAAAEChwjY0VIBgeCWXljDIkCAAAECBAgQeEygXls4M4p9SNxjLh4RWFrAXgIECBAgQKCNAgLBbbyqxkSAAAECBDYi4FgCLRT48zu/4kPiWnhdDYkAAQIECBAgQGD1AgLBq7eampoGSoAAAQIECBBom0CWifj8x24oWVO4bWMzHgIECBAgsF4BxxEgMF0CAsHTdb2NlgABAgQIECBAgEAtYEuAAAECBAgQIDBFAgLBU3SxDZUAAQKLBeQIECBAgAABAgQIECBAgACB9gssjFAgeMHBdwIECBAgQIAAAQIECBAg0E4BoyJAgAABAl0BgeAugi8CBAgQIECAQJsFjI0AAQIECBAgQIAAAQICwZ4DBNovYIQECBAgQIAAAQIECBAgQIBA+wWMkMBhBQSCD8ujkAABAgQIECBAgAABApMioJ8ECBAgQIAAgeUFBIKXt1FCgAABAgQmS0BvCRAgQIAAAQIECBAgQIDAMgICwcvATOJufSZAgAABAgQIECBAgAABAgTaL2CEBAgQWI+AQPB61BxDgAABAgQIECBAYPMEnJkAAQIECBAgQIDAmgUEgtdM5gACBAhstoDzEyBAgAABAgQIECBAgAABAu0XGO4IBYKH66k1AgQIECBAgAABAgQIECAwHAGtECBAgACBIQoIBA8RU1MECBAgQIAAgWEKaIsAAQIECBAgQIAAAQLDEhAIHpakdggMX0CLBAgQIECAAAECBAgQIECAQPsFjJDAWAQEgsfC7CQECBAgQIAAAQIECBBYTsB+AgQIECBAgMDoBQSCR2/sDAQIECBA4PACSgkQIECAAAECBAgQIECAwIgFBIJHDLya5tUhQIAAAQIECBAgQIAAAQIE2i9ghAQIENhMAYHgzdR3bgIECBAgQIAAgWkSMFYCBAgQIECAAAECmyYgELxp9E5MgMD0CRgxAQIECBAgQIAAAQIECBAg0H6BZo5QILiZ10WvCBAgQIAAAQIECBAgQGBSBfSbAAECBAg0UEAguIEXRZcIECBAgACByRbQewIECBAgQIAAAQIECDRN4P8HAAD//xBSeOgAAAAGSURBVAMAGc2ByywqxFoAAAAASUVORK5CYII="
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import MetaTrader5 as mt5\n",
+ "import pandas as pd\n",
+ "import numpy as np\n",
+ "import plotly.graph_objects as go\n",
+ "\n",
+ "# -------------------------------\n",
+ "# MT5 Initialize\n",
+ "# -------------------------------\n",
+ "mt5.initialize()\n",
+ "\n",
+ "symbol = \"XAUUSDc\"\n",
+ "tf = mt5.TIMEFRAME_M3\n",
+ "bars = 3000\n",
+ "\n",
+ "rates = mt5.copy_rates_from_pos(symbol, tf, 0, bars)\n",
+ "df = pd.DataFrame(rates)\n",
+ "df[\"time\"] = pd.to_datetime(df[\"time\"], unit=\"s\")\n",
+ "\n",
+ "# -------------------------------\n",
+ "# Volatility Calculation\n",
+ "# -------------------------------\n",
+ "df[\"volatility\"] = df[\"high\"] - df[\"low\"]\n",
+ "\n",
+ "df[\"hour\"] = df[\"time\"].dt.hour\n",
+ "df[\"day\"] = df[\"time\"].dt.date\n",
+ "\n",
+ "pivot = df.pivot_table(\n",
+ " values=\"volatility\",\n",
+ " index=\"hour\",\n",
+ " columns=\"day\",\n",
+ " aggfunc=\"mean\"\n",
+ ")\n",
+ "\n",
+ "# -------------------------------\n",
+ "# Heatmap\n",
+ "# -------------------------------\n",
+ "fig = go.Figure(data=go.Heatmap(\n",
+ " z=pivot.values,\n",
+ " x=pivot.columns.astype(str),\n",
+ " y=pivot.index,\n",
+ " colorscale=\"Viridis\"\n",
+ "))\n",
+ "\n",
+ "fig.update_layout(\n",
+ " title=\"XAUUSDc Volatility Heatmap (3-Minute TF)\",\n",
+ " xaxis_title=\"Day\",\n",
+ " yaxis_title=\"Hour\"\n",
+ ")\n",
+ "\n",
+ "fig.show()\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "id": "bc55c85b-9f0f-4004-93fd-8eef7f6e1f68",
+ "metadata": {},
+ "outputs": [
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"
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "df[\"price_bin\"] = (df[\"close\"] / 1).round(0)\n",
+ "\n",
+ "heatmap = df.pivot_table(\n",
+ " values=\"tick_volume\",\n",
+ " index=\"price_bin\",\n",
+ " columns=\"hour\",\n",
+ " aggfunc=\"sum\"\n",
+ ")\n",
+ "\n",
+ "fig = go.Figure(go.Heatmap(\n",
+ " z=heatmap.values,\n",
+ " x=heatmap.columns,\n",
+ " y=heatmap.index,\n",
+ " colorscale=\"Hot\"\n",
+ "))\n",
+ "\n",
+ "fig.update_layout(\n",
+ " title=\"XAUUSDc Volume-at-Price Heatmap\",\n",
+ " xaxis_title=\"Hour\",\n",
+ " yaxis_title=\"Price Level\"\n",
+ ")\n",
+ "\n",
+ "fig.show()\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "id": "e7fc0e8b-6c74-430a-af5f-f7ed3317c6be",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Initializing MT5...\n",
+ "Fetching 2000 bars for XAUUSDc...\n",
+ "Bars fetched: 2000. Range: 2025-11-24 21:50:00 -> 2025-12-04 09:55:00\n",
+ "Detecting nodes from bars...\n",
+ "Candidate nodes: 1523 (top by volume shown)\n",
+ "Attempting to fetch ticks for delta computation (may be slow)...\n",
+ "Ticks fetched: 100000 (using to compute delta)\n",
+ "Top zones to plot: 92\n",
+ "Zones exported to: C:\\Users\\User\\xau_bubbles_zones.csv\n",
+ "Plotting chart (Plotly)...\n"
+ ]
+ },
+ {
+ "data": {
+ "application/vnd.plotly.v1+json": {
+ "config": {
+ "plotlyServerURL": "https://plot.ly"
+ },
+ "data": [
+ {
+ "close": {
+ "bdata": 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",
+ "dtype": "f8"
+ },
+ "high": {
+ "bdata": 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",
+ "dtype": "f8"
+ },
+ "low": {
+ "bdata": 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",
+ "dtype": "f8"
+ },
+ "name": "XAUUSDc Candles",
+ "open": {
+ "bdata": 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4sECF61G4fjSwQMP1KFwvLrBA0SLb+b4usEDjpZvEoDGwQJ7vp8YrOLBAYhBYORQ7sEA5tMh2vjuwQARWDi2SPLBATDeJQcA+sEBmZmZmpkCwQFK4HoULQrBAxSCwcuhAsECkcD0K90GwQKjGSzdJRbBAw/UoXO9DsEDNzMzM7EKwQN9PjZdOQrBAi2zn+6lDsEAAAAAAgEKwQEoMAisHQrBAarx0k/hCsED2KFyPokSwQFpkO99PR7BAPzVeuslGsEAK16NwnUWwQPT91HgJR7BANV66SaxGsECHFtnOd0awQNV46SbRRbBAc2iR7VxHsEAEVg4tUkmwQKrx0k3CR7BAqvHSTcJIsEDZzvdTo0iwQFYOLbLdSLBAH4XrUfhHsEBeukkMYkiwQOF6FK4nR7BAGQRWDu1IsEDhehSuh0iwQDvfT40XS7BA30+Nlw5KsECNl24SY0iwQFCNl27yR7BATDeJQcA/sEDByqFF9kGwQBKDwMphP7BABFYOLZJAsECTGARWLkOwQC2yne+nRLBAObTIdt5GsECamZmZeUSwQL6fGi+9RrBA4XoUrmdHsEBt5/upEUewQLgehetxR7BABoGVQ0tHsEDufD813kawQH9qvHSTQ7BAN4lBYMVDsEAnMQisXEOwQFTjpZtEQ7BAEFg5tMhDsECR7Xw/FUWwQEoMAiuHRLBAhxbZztdEsEBcj8L16EawQB+F61E4RbBA5/up8dJFsEDXo3A9KkawQK5H4Xp0RrBATmIQWLlEsEBEi2zn20GwQFK4HoULRLBA+FPjpXtDsEDD9Shc70OwQHsUrkeBQ7BAhxbZzjdDsED+1HjpBkOwQClcj8LVQ7BAsp3vpwZFsEDb+X5q3EawQBSuR+GaRLBAy6FFtlNEsEAAAAAAYESwQN9PjZeuRLBAMzMzM/NEsEDdJAaBdUiwQCPb+X7qRrBAc2iR7dxHsEBI4XoULkewQJZDi2xnRLBAnMQgsJJDsEB3vp8aT0OwQJZDi2wHRbBAWDm0yJZHsEAxCKwcekawQKRwPQr3RLBANV66SaxEsEAMAiuHNkawQNejcD0qRbBAtvP91HhEsEDJdr6fukWwQFK4HoUrRrBAyXa+n5pFsEDD9ShcT0WwQBKDwMqhRbBAO99PjRdDsEBEi2znW0OwQG3n+6mRRLBA8KfGS3dCsECmm8Qg8D2wQIlBYOWQPbBA/tR46QY3sEDl0CLbmTawQPp+ary0ObBAz/dT4+U6sEC0yHa+XzmwQEa28/1UOLBAnMQgsBI3sEB9PzVe2jWwQCuHFtlOOrBALbKd70c6sECTGARWrjqwQB1aZDv/OLBAJQaBleM4sECmm8QgkDiwQMUgsHLoOLBAIbByaFE3sECYbhKDIDqwQJHtfD8VObBAx0s3iUE0sECamZmZOTOwQFCNl25yMbBAObTIdn4ysEApXI/C9TKwQDm0yHZeNLBAoBov3UQ2sEAnMQisvDWwQPYoXI8iNLBA8tJNYrA0sEDRItv5PjOwQB1aZDv/M7BACKwcWmQzsEAIrBxaBDSwQFK4HoVrM7BAVOOlm+QwsEBcj8L16DCwQLKd76dGM7BAppvEIDAzsEDNzMzM7DOwQOF6FK6HNbBAi2zn+0k4sECWQ4tsZzqwQCPb+X4KOLBADi2ynQ85sEBSuB6FizWwQBSuR+HaNrBAvHSTGKQ4sEBoke18nziwQN0kBoHVOLBA9P3UeMk3sEAnMQisHDmwQPhT46W7OLBAMzMzM1M3sEAMAiuHNjewQDMzMzMzNLBAdZMYBPYwsEAK16NwfTOwQFpkO98vM7BAXI/C9Wg0sEC28/3UuDewQHE9CtdDObBAWmQ73w85sEBqvHST+DqwQFTjpZvEPLBANV66SQw9sEBGtvP9VDywQDvfT433ObBAN4lBYCU8sEDLoUW2Uz6wQFCNl25yPbBAZDvfTy09sEDpJjEIbD2wQFTjpZvkQLBAd76fGi9AsEC28/3U+ECwQBSuR+FaP7BAbxKDwEo+sECe76fGqz+wQDvfT433PrBAXrpJDGI/sEA1XrpJrD6wQHe+nxoPQLBADi2ynS9CsEB3vp8a70GwQNEi2/leQ7BAqvHSTUJDsEBaZDvfL0KwQCcxCKz8RLBAVOOlmyREsEAv3SQGIUSwQESLbOd7Q7BAi2zn++lFsECuR+F6NEawQNnO91PDRbBArkfhepQ/sEAnMQisPD6wQOXQIts5O7BACKwcWoQ2sEDFILByiDewQIlBYOXQOrBA46WbxCA6sED6fmq81DqwQOOlm8RgPbBATDeJQYA8sEApXI/CFT+wQBSuR+G6PrBAsp3vp6Y9sECTGARWzj2wQGiR7XwfPLBAarx0k5g8sED0/dR4iTuwQM3MzMysOLBA0SLb+R47sED+1Hjp5jmwQEw3iUEAOrBAFK5H4Vo5sEA5tMh2PjywQN9PjZduPLBAg8DKoUU8sEC8dJMY5D2wQK5H4Xq0PbBAZmZmZqY+sECF61G4fj2wQArXo3DdPrBAJzEIrBxAsEDpJjEIjECwQH0/NV7aQLBAAiuHFnlAsEBxPQrXoz6wQDEIrBxaPbBAppvEIBA/sEDy0k1iMD2wQEoMAivHPbBA30+Nl+49sEAhsHJoMT6wQD81XrrJPLBAMQisHFo9sEDZzvdT4zywQCUGgZXDO7BAHVpkO589sECLbOf7CT6wQP7UeOkmOrBAwcqhRTY4sEAzMzMzczawQH9qvHQzN7BASOF6FA44sEB1kxgEljiwQPp+arx0OLBACtejcH08sEDRItv5njywQMHKoUX2O7BA3SQGgfU6sEAAAAAA4DuwQC2yne8HO7BAXrpJDOI7sEDufD813j2wQNEi2/k+PrBAI9v5fgo/sED8qfHSbT+wQBkEVg5NPbBAObTIdl4+sEDy0k1icD2wQKJFtvM9PbBAGQRWDo08sEAAAAAAADqwQOXQIttZObBAtvP91Ng7sEDsUbgexT2wQIPAyqFlPbBAkxgEVu4+sECuR+F6tD+wQIGVQ4vsQLBAAiuHFlk/sEDl0CLb+T6wQOf7qfGyP7BAarx0kzhAsEBkO99PLT+wQHsUrkcBPrBANV66SYw8sEBiEFg5lDqwQNEi2/l+O7BAhxbZzpc7sEAj2/l+ajmwQDvfT41XOrBAFK5H4bo6sEA9Ctej0DqwQM/3U+MlO7BARIts55s8sEAj2/l+6jqwQJZDi2xnPLBAF9nO95M7sEDfT42X7juwQJZDi2xHO7BAEFg5tMg6sEA3iUFgZTuwQPyp8dKtPLBA+n5qvBQ9sEA/NV66aT2wQKAaL91kPbBAvp8aL909sEAnMQisfD6wQEjhehSuPbBA6SYxCAw+sEDwp8ZL1z2wQAaBlUPrPLBAObTIdj48sEBkO99PTTywQHE9CtdDPLBAAAAAAAA9sEC8dJMY5DywQKabxCBQPbBA9ihcj6I9sEAUrkfh2j6wQJZDi2wnP7BAWDm0yJY/sEBxPQrXQ0CwQARWDi2SP7BAuB6F6/E+sEDNzMzM7D2wQD81XrppQLBAy6FFtnM/sECHFtnOV0GwQLpJDAKrQrBA1XjpJtFBsEAj2/l+ikKwQAIrhxa5QrBA/tR46SZDsEAj2/l+CkOwQKJFtvO9QrBA/Knx0k1DsEB/arx0c0OwQNEi2/leQ7BAyXa+n5pFsEA9Ctej8EewQKJFtvPdR7BAI9v5fkpHsEAzMzMzM0mwQDvfT423SrBA16NwPUpUsEBGtvP9tFKwQM/3U+PlUrBAppvEIJBTsEBmZmZmZlawQBkEVg6NVLBABoGVQ+tdsEBMN4lBAF6wQH9qvHRTWrBAO99PjbdYsEDhehSuB1ywQESLbOc7W7BAwcqhRTZbsEDy0k1i0F6wQHNoke1cYLBAyXa+n9pfsEAAAAAAYF+wQOkmMQgMX7BAkxgEVq5esED8qfHSrVywQHnpJjFoXbBAPQrXo/BdsEAj2/l+Cl+wQClcj8L1XbBAAiuHFvlasEBU46WbRFywQOOlm8TAW7BAcT0K18NcsEDn+6nxMl2wQC/dJAZhXbBAXI/C9WhfsEDwp8ZLl1ywQO58PzXeW7BA7nw/NX5asECuR+F69FqwQJhuEoMAXLBAQmDl0OJcsEC4HoXrcVqwQBKDwMqBV7BAYOXQIjtXsEBKDAIrp1iwQKwcWmQ7WLBA6SYxCKxXsEBg5dAie1qwQEjhehROWrBAzczMzIxXsEB/arx0E1mwQJHtfD8VVbBAMQisHLpWsEDwp8ZLl1mwQLByaJHtWbBAhetRuH5bsEBqvHSTeFywQBKDwMphXLBAoBov3WRasECDwMqhBVWwQEjhehTOVrBAqvHSTaJYsEASg8DKoVewQPLSTWIwWbBAVOOlm4RYsEA3iUFgRVmwQKabxCAQWbBA8tJNYlBZsEBI4XoUjliwQIGVQ4uMVrBAfT81XvpWsEAMAiuH1lawQFCNl26yV7BAmG4SgyBXsED8qfHSbViwQIGVQ4sMWbBAN4lBYIVZsEB7FK5HgVmwQDVeuknMW7BAhxbZzndcsEAEVg4tcluwQPLSTWKQW7BArBxaZDtbsEASg8DKoVmwQEw3iUFAWbBA001iEPhZsEDD9Shc71ewQLgehevRVrBAvp8aL31VsEDpJjEIrFOwQNEi2/l+U7BAc2iR7bxRsEAnMQis/E+wQPYoXI+iTrBA5/up8RJEsEA730+NN0CwQLByaJENRLBA30+Nl45IsEDhehSuZ0SwQFg5tMgWRrBAiUFg5fBBsED+1Hjp5kWwQJzEILByQbBAAAAAAIBBsECiRbbzfUSwQP7UeOlGQ7BAhetRuF5DsEAGgZVDq0WwQKRwPQq3RbBA/tR46aZGsEC0yHa+/0iwQLbz/dTYSbBA/Knx0i1NsEBU46WbpE+wQFK4HoWrSrBAbef7qbFIsEAOLbKdL0KwQKabxCCQRbBA9P3UeOlFsEB7FK5HYUWwQK5H4Xq0Q7BA16NwPcpDsEA5tMh2PkmwQBfZzvcTTbBAVg4tsv1LsEDn+6nxEk+wQNEi2/l+UbBAUI2XbjJOsEBU46WbRFCwQPLSTWKwT7BAI9v5fopOsEBzaJHtPE2wQIXrUbjeTbBAFK5H4fpLsEBEi2zn20uwQE5iEFhZS7BAUrgehetQsECF61G4/kywQKJFtvPdTrBAmpmZmblOsEB/arx0U06wQClcj8IVT7BAGy/dJMZOsEDLoUW2E06wQEJg5dCCULBAHVpkO59QsECLbOf7CVKwQIts5/vpT7BA46WbxEBNsEBg5dAiO02wQHE9CteDSbBAnu+nxotKsEAOLbKdD1CwQO58PzUeT7BAokW2891NsEB1kxgEVk+wQMl2vp+aULBAsp3vp4ZWsEAUrkfhOluwQFYOLbK9WbBA3SQGgdVfsEC6SQwCy2GwQHNoke08ZrBAL90kBqFksED2KFyPYmawQAwCK4cWa7BAK4cW2W5nsECe76fGa2WwQKwcWmT7ZbBAzczMzCxmsEDVeOkmEWSwQD81XrrJYLBA+n5qvHRdsEBI4XoULl2wQMHKoUW2XbBA46WbxABlsECq8dJNgmSwQPp+arw0ZLBA1XjpJnFlsEBt5/up0WWwQDMzMzOzZ7BARIts55trsEDXo3A9ymqwQGIQWDl0arBAIbByaJFnsEDsUbgeBW6wQCuHFtmObrBARrbz/XRxsEC+nxov3XCwQC/dJAbhbbBAukkMAktusEBaZDvfL2+wQESLbOc7b7BADAIrhzZusECe76fGK3GwQNnO91Mjc7BAGy/dJCZvsECBlUOLDHCwQD0K16Owb7BAarx0k7husEB3vp8a73GwQM3MzMxMc7BAfT81XvpzsEAbL90kJnWwQEw3iUFAd7BAoBov3eR4sEBt5/upMXmwQBsv3SSmdbBA8tJNYjB3sEB/arx0E3iwQFg5tMhWebBA1XjpJhF8sEDLoUW2c3ywQMuhRbazfrBAsHJoka19sEBWDi2yPX+wQOf7qfGyfLBAI9v5fmp8sEDJdr6fGn2wQBKDwMqhfLBAXI/C9Sh7sEAGgZVDi3iwQKJFtvOdebBACKwcWsR5sEAzMzMz03mwQKwcWmQbfLBAnMQgsNJ7sEAX2c73M3GwQC/dJAYBebBAoBov3WR5sEC8dJMYBH6wQPp+arwUfrBAmpmZmRl/sEAdWmQ7f36wQCcxCKycf7BAAAAAAGB/sEDsUbgeRYCwQC2yne/nfbBA9P3UeKl9sEAEVg4t8nywQC2yne8Hf7BAukkMAot9sEAQWDm06HuwQMUgsHIog7BAvHSTGISEsEBkO99PjYSwQKRwPQrXh7BAYhBYORSEsEDJdr6fuoiwQMHKoUXWhrBAGy/dJGaAsEDZzvdTo36wQLpJDAJrhLBAgZVDi8yCsEBkO99P7YWwQFTjpZuEjrBAXI/C9WiMsECq8dJNopGwQFTjpZtEkbBAaJHtfN+QsEDl0CLb+ZWwQPLSTWJQn7BA9P3UeImbsEB3vp8aD5qwQArXo3BdmLBABoGVQ0uWsEBSuB6Fy5SwQDeJQWBFkbBAFK5H4dqNsECcxCCwUouwQHsUrkfBj7BAlkOLbAeQsEA9Ctej0I6wQKabxCCwkrBAiUFg5bCQsEBEi2zn+4+wQGZmZmZGirBAL90kBmGLsEAX2c73c4ywQARWDi0yi7BArBxaZPuOsEACK4cWGY6wQEjhehROjrBA1XjpJrGMsEDn+6nx0o2wQN9PjZdOj7BAsp3vpyaOsECF61G4/o2wQPp+ary0jrBACtejcN2PsECe76fGa4+wQH0/NV66j7BAqMZLN6mRsECWQ4tsJ5GwQAisHFrkkbBAuB6F6xGUsECwcmiR7ZWwQG3n+6mxlbBAGy/dJMaQsED+1HjpZpKwQLByaJGtiLBA30+Nl26CsEDdJAaBFX+wQPyp8dItfLBARrbz/dSCsECLbOf76YGwQBfZzvczgLBAWDm0yPaEsEC28/3UmIawQDvfT42XhbBA4XoUrieIsEC+nxovfYawQHE9CtcjibBAwcqhRZaFsEASg8DKgYOwQFTjpZuEh7BAvHSTGOSIsED8qfHSbYewQAisHFpEi7BAWmQ73y+PsEBQjZduEo+wQIPAyqEFjbBAke18PxWMsECmm8QgUI6wQEa28/30jLBAAiuHFnmKsEDLoUW2s42wQARWDi2SkLBAnu+nxquRsEAnMQisHJKwQH0/NV5akLBAN4lBYKWSsEAZBFYOrZGwQKjGSzdJlbBAtMh2vp+XsEBoke18H5qwQC2yne8Hm7BA1XjpJvGcsEBMN4lBgJywQM3MzMyMmbBAke18PzWVsEDjpZvEwJSwQBfZzvdzkrBAAiuHFvmPsEAIrBxaJJGwQNEi2/m+lLBA9P3UeImXsEAMAiuHVpiwQG8Sg8BqmbBAYhBYOTSYsEDVeOkm0ZiwQB1aZDt/m7BA7FG4HgWasEDLoUW2M5mwQAisHFqEl7BAqMZLN6mWsEC4HoXrMZWwQMdLN4kBmrBABFYOLRKjsECyne+nRqSwQMl2vp/aorBAnMQgsJKhsEDn+6nx0p6wQPyp8dKNnbBAEoPAygGdsEAK16NwvZywQHE9CtdjnrBAJzEIrPydsECsHFpku56wQClcj8KVn7BAokW2892fsEDJdr6fepywQJ7vp8arm7BAvHSTGEScsEDwp8ZLN52wQIXrUbhenrBAgZVDi2ydsEDfT42X7p+wQDVeukksorBAke18P3WdsEA/NV66aZ+wQCUGgZWjnrBAYhBYOdSbsEAfhetR2JqwQOOlm8QAmbBAPzVeuomdsEDn+6nxkpiwQIlBYOWwnLBAVOOlmwSdsEB1kxgEFp+wQNv5fmqcnLBASOF6FG6YsEAlBoGVY5ewQKwcWmR7lrBA5/up8ZKcsEDwp8ZLV52wQCPb+X5KnrBA2c73U8OasEB56SYxiJ2wQKRwPQq3oLBAqMZLNymisEDdJAaBFaSwQPYoXI/ipbBAJzEIrHyisEBqvHST2JywQK5H4XpUl7BAbxKDwKqUsECamZmZ+ZewQNEi2/k+l7BASOF6FM6WsEA1XrpJrJSwQPYoXI+ilrBAEFg5tKiSsEAX2c73c4ewQGq8dJP4gLBAIbByaLGJsEApXI/C9ZCwQMP1KFwvkLBAvp8aL92SsECJQWDlsI+wQCPb+X5qh7BAzczMzGyBsECLbOf7aYCwQHE9CtcjhLBA5dAi2zmDsECHFtnOF4uwQLByaJENhbBA/tR46QaEsEDXo3A9CoewQFg5tMiWiLBAObTIdn6IsEAIrBxaxI2wQMUgsHIojbBA9ihcj8KGsEAX2c7384qwQHnpJjHoj7BAZmZmZkaHsEBaZDvfz4mwQLByaJHtjrBAGQRWDs2KsEDByqFFFoawQKrx0k1CgrBAWmQ73y+CsEBeukkMYoWwQCuHFtnuhbBABoGVQyuHsEDufD81PoiwQH0/NV6ai7BAObTIdr6LsECLbOf7qY2wQHE9CtcDj7BAiUFg5dCKsEBt5/up0YiwQE5iEFh5iLBAUrgeheuLsEDXo3A9Ko2wQLpJDAJrjLBAPzVeugmNsEDpJjEIbI6wQKrx0k0CkbBASOF6FI6PsEBMN4lBII+wQJZDi2xnkrBA30+Nly6SsEB3vp8az46wQKrx0k1CkLBAYhBYOZSQsEDRItv5Xo+wQCGwcmixjbBADAIrh7aNsEAIrBxapI6wQLbz/dSYkbBArkfherSPsEDb+X5qnJGwQH0/NV7aibBAcT0K10OLsEAZBFYODYiwQC2yne/njLBAfT81XnqNsEDJdr6f2ouwQM/3U+MljrBAfT81XjqMsEAZBFYOjY6wQFK4HoWrjbBAN4lBYAWNsEBg5dAiG5GwQMUgsHLokLBAaJHtfH+OsEBiEFg5lI2wQDMzMzNTjbBAxSCwcqiMsEAUrkfh+oywQAaBlUNLjrBA46WbxACPsEDJdr6fGpCwQHE9CtejjrBASgwCK+eLsEAdWmQ734qwQH0/NV5aibBAkxgEVq6IsEDRItv5HomwQPT91Hiph7BATmIQWHmHsECWQ4tsZ4mwQDVeukkMibBATmIQWHmJsECPwvUoXImwQK5H4XqUi7BAcT0K14OJsEC+nxovvYewQGDl0CK7hrBA6SYxCOyBsECyne+nBoawQGIQWDm0g7BA3SQGgZWBsEDNzMzMjICwQKwcWmQbg7BA0SLb+T6AsEB56SYxiH+wQOF6FK4ngbBA3SQGgRWCsECTGARWLoGwQJMYBFZuhLBAK4cW2W6BsEC0yHa+f4GwQNNNYhDYgrBA0SLb+X53sEDNzMzMLG6wQMP1KFxvbbBAg8DKoYV1sEAIrBxa5HGwQMP1KFzPdbBAbef7qfF2sED+1HjpZnawQNV46SbRcrBArkfhenR2sEAnMQisnHmwQClcj8KVe7BAhxbZzhd5sECLbOf7CXywQCPb+X4qe7BAd76fGu97sEAQWDm0CHuwQN0kBoEVebBAtvP91Nh6sEDwp8ZLF3uwQKabxCBwfbBAeekmMSiAsECsHFpkm32wQN9PjZeOfbBAvp8aLz1/sEDZzvdTA4GwQGiR7Xzff7BAhxbZzheCsEA3iUFghYCwQIts5/upfrBAcT0K16OAsECe76fGy36wQBBYObRIfbBAxSCwcqh5sEC28/3UOHqwQKabxCDQeLBAqvHSTWJ8sEDByqFFNnqwQFK4HoWreLBAukkMAst6sEA/NV666XiwQJZDi2yHeLBAd76fGu94sEBCYOXQwnewQArXo3DdebBAz/dT40V5sEDhehSuR3qwQN0kBoG1erBACKwcWuR5sEBWDi2yPXiwQKJFtvM9e7BAg8DKoYV8sEAAAAAA4H6wQJHtfD9VfbBANV66SYx8sEBqvHSTuH2wQGZmZmZGfLBABFYOLVJ+sEBYObTI1n+wQB+F61H4gLBAbef7qXGBsED6fmq8dIGwQAIrhxa5f7BAokW28/19sEAAAAAAwHSwQIts5/upbbBAObTIdv5vsEAdWmQ7/2+wQAwCK4dWcbBAIbByaLFzsEArhxbZrnawQNNNYhC4dLBAJQaBlSN0sEAZBFYO7XSwQLpJDALLdbBAFK5H4bp4sEAnMQisXHqwQA4tsp2vebBAnMQgsFJ4sEA5tMh2fnewQGiR7Xyfc7BAVg4tsh11sEAhsHJosXOwQEJg5dBidbBARrbz/TR1sEAEVg4tsnKwQLbz/dR4drBAvHSTGER1sEDy0k1ikHiwQNNNYhB4drBAg8DKoSV3sEAzMzMzk3iwQAAAAACAdLBA46WbxKB1sEAEVg4t0nOwQFK4HoVLcrBAgZVDiyxzsEDJdr6fmm+wQDMzMzPzb7BAI9v5fmpssECLbOf7qWewQFg5tMi2YrBAMzMzM7NgsEBQjZdusl2wQOf7qfFyXrBAoBov3cRcsECmm8Qg0GCwQG8Sg8DKX7BA6SYxCExfsEA/NV66iV2wQMP1KFzPWrBATmIQWHlZsECF61G4vluwQDvfT42XWrBAy6FFthNZsEBmZmZmplqwQPCnxkuXW7BAf2q8dDNZsEAX2c73U1qwQN9PjZeuWbBAaJHtfB9bsEDJdr6fmlywQM3MzMysW7BAH4XrUfhdsED+1HjpBl+wQKrx0k3iZLBAEoPAysFksEC28/3UeGawQG8Sg8DKZbBAQmDl0IJlsEApXI/C1WuwQC/dJAZBbbBAEoPAyoFvsEDXo3A9am+wQD0K16MQbbBA3SQGgbVpsEBCYOXQomywQDVeuklsbLBAWmQ7309rsEDn+6nxEm6wQNnO91NDbbBAXI/C9YhtsECWQ4tsR3CwQEjhehSucLBAsHJoka1zsEDpJjEIbG2wQF66SQwCbbBAppvEIDBrsEApXI/C1W+wQPYoXI/ia7BAO99PjVdssEAzMzMz02ywQBSuR+E6bbBAVOOlmwRusEBMN4lBoHCwQEjhehROdLBAgZVDi4x4sEDdJAaBlXywQBKDwMqBf7BA7nw/NT6AsEC28/3UuICwQJ7vp8bLg7BAvHSTGGSCsEAOLbKdD36wQAisHFoEerBAL90kBgF/sEAZBFYOrX2wQEa28/3UerBAjZduEiN5sEAK16NwvXGwQPT91HgJbrBAVg4tst1lsEA9CtejUGCwQJHtfD8VXLBALbKd72dXsECiRbbzXVywQAisHFokXbBAhxbZzrdZsED0/dR4KUuwQE5iEFh5SbBAnMQgsBJKsEC8dJMYBE+wQLByaJFNUbBAmG4SgyBRsEB9PzVeelCwQEw3iUFAUbBAKVyPwnVWsECNl24SI1qwQOF6FK4nWrBAcT0K1yNcsEAZBFYOjVqwQAAAAADAWLBA/Knx0k1dsEAhsHJoEVywQKAaL92EW7BAhxbZzldfsEDByqFFtl+wQFK4HoULYLBAHVpkO99hsEBQjZdusmGwQGiR7XwfYbBATmIQWBlksEBzaJHt3GKwQHe+nxrPYbBAMzMzM9NisECNl24SY2GwQFpkO99vYLBAHVpkO99isEBGtvP9tGGwQEw3iUFgXbBAEFg5tKhbsEA5tMh23lqwQEjhehQuW7BAXrpJDAJbsEDl0CLbGV2wQEJg5dDCXrBAppvEIFBjsEAOLbKdT2SwQLKd76cGZbBAGy/dJIZksEAj2/l+6mOwQB+F61E4ZbBA1XjpJnFlsEBqvHSTeGOwQI/C9Sj8YrBAw/UoXM9ksEBmZmZm5mSwQN9PjZeOZLBAEoPAyoFlsECgGi/dRGWwQN9PjZdOZrBAnu+nxotlsEA/NV666WSwQF66SQyiZrBA8tJNYvBrsEAfhetRGHKwQK5H4Xr0cbBAy6FFthNzsEDD9Shc72+wQI/C9SgccrBAtvP91HhxsEAMAiuHNnGwQOF6FK4ncbBAPzVeumlwsEBI4XoUDnKwQMHKoUX2cbBAg8DKoaVysEACK4cW2XKwQAAAAABAcrBAYhBYORRwsEDP91Pj5W6wQD0K16Owb7BAMzMzM9NqsEDLoUW2U3SwQPhT46Xbb7BA7FG4HkVxsEAdWmQ7/3GwQDMzMzMTcbBArkfhehRwsEDHSzeJYW+wQNNNYhDYcLBApHA9Ctd1sEDD9Shcb3ewQD81XrrpdLBAqvHSTcJxsECsHFpkG3GwQLpJDAKrcbBAGy/dJOZysEAQWDm0CHCwQCcxCKycb7BArBxaZLtxsEC8dJMYRHCwQKwcWmSbbrBAqMZLNwlusEC4HoXrMXCwQGiR7Xzfc7BAEFg5tGh3sEDjpZvEoHqwQD81XropeLBAAiuHFrl6sEA730+N13iwQGQ730/teLBADi2ynY93sEB/arx0E3ewQNejcD0qebBAAiuHFnl6sEBqvHSTGHmwQEw3iUFgdrBAGQRWDg19sEAZBFYO7X6wQIPAyqHlf7BA+FPjpZt+sEA9CtejcHywQNV46SYxf7BAGQRWDi2DsED+1HjpxoSwQPhT46UbgbBADAIrhxaDsEBxPQrXw4KwQArXo3CdgrBAvHSTGESAsECYbhKDoH6wQLbz/dSYfrBAAiuHFpmBsEDsUbgeJYCwQMP1KFyPgbBAaJHtfF+AsED0/dR46X2wQCuHFtmufrBA46WbxCB/sECuR+F61H2wQDMzMzMzfbBA1XjpJhF6sEAdWmQ7n3qwQMuhRbZTfLBAZmZmZqZ9sECTGARW7n+wQArXo3CdfrBAjZduEkN/sEDb+X5q3H6wQFpkO98PgLBADAIrh3Z+sEBcj8L1SH2wQPT91HhJfrBARrbz/bR+sEAnMQisvHywQC/dJAYBfbBAkxgEVu58sEAAAAAAYHywQM/3U+NlfLBA5dAi29l4sEAEVg4t0nKwQD81Xrppb7BArBxaZJttsEA730+Nl22wQHnpJjHIb7BA/Knx0i1vsEBkO99P7W+wQLByaJHNb7BAqMZLNylvsEAdWmQ7f3OwQCcxCKz8cLBAZDvfT41usEBg5dAiO3CwQO58PzW+brBASgwCKydxsECyne+nZnGwQPCnxks3cLBA6SYxCExvsEDLoUW2M3GwQPCnxks3brBAI9v5fkpvsEAhsHJocWuwQBBYObSIarBArkfhehRrsEDsUbgeJW6wQB+F61EYbrBAVOOlmwRusEDb+X5qXG2wQAAAAACAbrBAsp3vp+ZtsEDJdr6fmm+wQJHtfD/VbrBAsp3vp+ZtsEBcj8L1SG2wQPCnxktXbrBAObTIdr5ssEDFILByyGywQFK4HoXrcLBAwcqhRfZvsEB1kxgEVm+wQOf7qfFybrBA1XjpJnFtsECYbhKD4GawQB+F61HYZ7BA+FPjpdtpsEBU46WbZGiwQEJg5dDiZ7BAI9v5foppsECNl24SI2mwQOF6FK5nabBAd76fGm9psECiRbbzHWmwQNEi2/n+abBAwcqhRXZosEAxCKwcmmiwQN0kBoFVY7BAfT81XtplsEAEVg4t8mawQBkEVg4Na7BAqMZLN8lqsEDZzvdTA2iwQN0kBoFVabBA/Knx0g1nsEArhxbZrmiwQB1aZDt/aLBAqvHSTYJmsEASg8DKAWewQP7UeOmGZ7BACtejcD1qsEDpJjEILGuwQGq8dJM4bbBA16NwPWptsEBKDAIrZ2ywQAisHFrka7BAiUFg5bBrsEBzaJHtXG6wQPT91HiJcLBA9P3UeIlvsEB1kxgEtm+wQAAAAACgb7BAtMh2vl9usEA9Ctej0HCwQIts5/spcLBAvp8aL71xsEAX2c73U3SwQBBYObQodrBAfT81XvpzsECLbOf7CXSwQBfZzveTdbBAppvEIHB1sEACK4cW+XawQH0/NV5ac7BAkxgEVq58sECe76fGK3ywQDm0yHZ+fLBAXrpJDEJ7sECHFtnON32wQB+F61F4f7BA46WbxKCCsEBkO99P7YuwQMdLN4lBjbBASOF6FG6JsEDfT42Xjn+wQCUGgZWjgrBAhetRuJ59sEBvEoPAyoCwQF66SQyCgLBALbKd7wePsEBvEoPASoqwQGQ7308tg7BAvp8aL316sEDsUbgeBXGwQMP1KFyPdLBAI9v5fup3sEBOYhBYOXiwQDMzMzOzebBApHA9Chd+sEDpJjEIrH2wQKjGSzepfbBAVOOlm8SEsEBEi2znu4GwQIGVQ4tMg7BAy6FFtjOCsEA9CtejMH2wQN9PjZdOeLBAcT0K1+N8sEAzMzMzk3mwQPT91Hhpe7BAEFg5tIh4sEC28/3UuHiwQEjhehQOe7BADAIrh9Z+sEDjpZvEAH6wQFCNl25yfLBA/Knx0o14sEDD9Shc726wQFg5tMi2aLBAZmZmZkZusEBYObTI9m+wQOOlm8QAc7BAPzVeukl0sECYbhKDoHKwQLKd76fmcLBAsp3vp0ZxsEACK4cWmXWwQGiR7XyfdLBAUrgehUt1sEDVeOkmkXOwQGIQWDkUc7BAJzEIrHxvsEArhxbZrm2wQARWDi2ybLBA5/up8fJpsEB7FK5HoWewQLpJDALLabBAukkMAqttsEBCYOXQ4muwQLByaJHtbLBAarx0kxhrsEDHSzeJQWWwQAisHFoEZbBA/Knx0k1psEBqvHSTuGmwQHNoke0cabBAYhBYOTRssEDTTWIQ2GuwQEoMAisHbrBALbKd76dtsEASg8DKYXCwQG8Sg8DqcLBArBxaZDtxsECmm8QgEHCwQK5H4XrUb7BA001iEBhxsEAnMQisXHOwQGDl0CI7c7BA8tJNYlBysEAIrBxapHCwQB+F61EYcrBAAiuHFplwsEA730+NF3KwQD81XrqpcLBAN4lBYAVvsEC6SQwCq26wQNv5fmocbrBAMzMzM5NwsEDVeOkm0W+wQDMzMzPTcbBAoBov3eRwsEDwp8ZL126wQCcxCKz8brBAsHJokW1wsEAAAAAA4HCwQEoMAiuHcbBAzczMzCxusEArhxbZbmuwQKJFtvMdbbBA5/up8ZJusECmm8Qg8G6wQD0K16NwbrBA+n5qvHRwsEDHSzeJgXCwQOxRuB7lbrBAL90kBmFtsEAX2c73c22wQFyPwvUobrBAGy/dJGZssEA3iUFghW6wQDEIrBwab7BAZDvfT21usEBQjZdu0nGwQBsv3SSmb7BAZmZmZiZxsECkcD0Kl3SwQKrx0k3Cc7BAvHSTGMR2sEAUrkfh+nawQD0K16NwdbBAd76fGg91sEC4HoXr0XOwQBSuR+Gac7BADi2ynS9wsEAMAiuHNnGwQEJg5dCidbBAaJHtfH91sEBaZDvfz3KwQKwcWmQ7dbBAIbByaPFzsEApXI/CdXawQJhuEoPAdrBAtvP91Jh1sEBiEFg5dHKwQGQ7308tcbBACKwcWmRqsEAX2c7302uwQNejcD3KbLBAI9v5fkprsEDHSzeJoW2wQIts5/sJbrBAL90kBoFqsEDb+X5q3GqwQPCnxkuXabBATmIQWLlqsEBaZDvfD2uwQF66SQyCaLBAEoPAykFisEAZBFYOzWOwQG8Sg8AqYbBAGy/dJOZhsEBxPQrXo2OwQPT91HhJYbBAJzEIrNxfsECmm8QgcGKwQAaBlUMLZbBAc2iR7RxlsEDNzMzM7GKwQHE9CtfDY7BA8tJNYlBksEC6SQwCy2CwQO58PzUeZbBApHA9CldksEAtsp3vx2SwQIcW2c5XZrBA5dAi2/llsECcxCCwEmawQLpJDAIrZbBAnMQgsNJksEBMN4lBAGSwQFg5tMj2ZLBAd76fGq9ksEAbL90kRmWwQMuhRbZTYrBA7nw/Nd5fsEDRItv5HmGwQH9qvHQTZbBApHA9CrdisEC4HoXrMVmwQNNNYhA4WLBAqvHSTUJUsECiRbbz/VGwQH0/NV4aVbBARIts57tXsEDfT42XjlawQPyp8dJtVLBARrbz/bRYsECBlUOLrFewQIts5/vpVrBAYOXQIltasEBEi2znO1uwQFg5tMj2XLBA46WbxMBbsEA730+N91uwQE5iEFgZXrBADAIrh1ZcsEBmZmZmJl2wQGIQWDl0YLBA/tR46cZhsECq8dJNImCwQJqZmZk5XbBAf2q8dHNfsEBOYhBY2V2wQG8Sg8CqXbBAJQaBlQNfsEAGgZVDC2CwQAwCK4e2YbBAFK5H4XphsEBU46Wb5F+wQAAAAABAX7BAPQrXo9BisEDb+X5qfGGwQCPb+X7qYLBAarx0k7hgsEBCYOXQomGwQM3MzMzsXrBA9P3UeKlesEAhsHJosV+wQEw3iUHAWLBAarx0k1hdsEBmZmZmJl6wQH9qvHRTXbBAuB6F6/FcsEDXo3A96l2wQK5H4XpUX7BAMzMzM3NisECgGi/dJGKwQI/C9Si8ZLBAoBov3YRlsEBCYOXQImiwQA==",
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"
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Shutting down MT5 connection.\n"
+ ]
+ }
+ ],
+ "source": [
+ "\"\"\"\n",
+ "xau_bubbles_mt5.py\n",
+ "High-placed-orders (bubble) indicator using MT5 XAUUSDc data.\n",
+ "\n",
+ "Adjust parameters in the CONFIG section.\n",
+ "\n",
+ "Author: generated by ChatGPT (GPT-5 Thinking mini)\n",
+ "\"\"\"\n",
+ "import MetaTrader5 as mt5\n",
+ "import pandas as pd\n",
+ "import numpy as np\n",
+ "import datetime as dt\n",
+ "import time\n",
+ "import math\n",
+ "import os\n",
+ "\n",
+ "# Optional plotting libs\n",
+ "import plotly.graph_objects as go\n",
+ "from plotly.subplots import make_subplots\n",
+ "\n",
+ "# -----------------------\n",
+ "# CONFIG (adjust here)\n",
+ "# -----------------------\n",
+ "SYMBOL = \"XAUUSDc\" # symbol in MT5\n",
+ "TIMEFRAME = mt5.TIMEFRAME_M5 # timeframe (M1, M5, M15, H1...)\n",
+ "LOOKBACK_BARS = 2000 # number of bars to fetch\n",
+ "USE_TICKS_FOR_DELTA = True # whether to attempt approximate buy/sell delta using ticks\n",
+ "TICK_AGGREGATION_LIMIT = 100_000 # max ticks to fetch (guard)\n",
+ "VOLUME_QUANTILE = 0.94 # quantile threshold (e.g., top 6% volumes)\n",
+ "MIN_BUBBLE_RADIUS = 8 # minimal bubble marker size\n",
+ "BUBBLE_SCALE_FACTOR = 0.06 # scale: how bubble area grows with volume (tweak)\n",
+ "MIN_TOUCHES = 2 # require price level to have been touched at least this many times\n",
+ "PRICE_LEVEL_STEP = 0.10 # bin size in price units for grouping nodes (0.1 = 0.1 dollar)\n",
+ "OUTPUT_CSV = \"xau_bubbles_zones.csv\"\n",
+ "PLOTLY_OPEN_IN_BROWSER = True # whether to call fig.show()\n",
+ "\n",
+ "# plotting date range override (None uses fetched data)\n",
+ "PLOT_FROM = None # e.g., dt.datetime(2025, 12, 1)\n",
+ "PLOT_TO = None # e.g., dt.datetime(2025, 12, 4)\n",
+ "\n",
+ "\n",
+ "# -----------------------\n",
+ "# UTIL FUNCTIONS\n",
+ "# -----------------------\n",
+ "def mt5_init_or_exit():\n",
+ " if not mt5.initialize():\n",
+ " raise RuntimeError(f\"MT5 initialization failed, error={mt5.last_error()}\")\n",
+ " # ensure symbol is available\n",
+ " if not mt5.symbol_select(SYMBOL, True):\n",
+ " raise RuntimeError(f\"Failed to select symbol {SYMBOL}: {mt5.last_error()}\")\n",
+ "\n",
+ "\n",
+ "def fetch_bars(symbol, timeframe, count):\n",
+ " # fetch most recent `count` bars\n",
+ " bars = mt5.copy_rates_from_pos(symbol, timeframe, 0, int(count))\n",
+ " if bars is None or len(bars) == 0:\n",
+ " raise RuntimeError(\"No bars returned from MT5.\")\n",
+ " df = pd.DataFrame(bars)\n",
+ " df['time'] = pd.to_datetime(df['time'], unit='s')\n",
+ " df = df.set_index('time')\n",
+ " return df\n",
+ "\n",
+ "\n",
+ "def price_bin(price, step):\n",
+ " \"\"\"Round price to nearest bucket center for grouping nodes.\"\"\"\n",
+ " # choose quantization that groups prices into bins of size `step`\n",
+ " return round(round(price / step) * step, 2)\n",
+ "\n",
+ "\n",
+ "def fetch_ticks_range(symbol, dt_from, dt_to, max_ticks=TICK_AGGREGATION_LIMIT):\n",
+ " \"\"\"\n",
+ " Fetch ticks between dt_from and dt_to (both are timezone-naive datetimes UTC)\n",
+ " Returns DataFrame with columns: time, bid, ask, last, volume\n",
+ " \"\"\"\n",
+ " # convert to timestamp\n",
+ " from_ts = int(dt_from.timestamp())\n",
+ " to_ts = int(dt_to.timestamp())\n",
+ " ticks = mt5.copy_ticks_range(symbol, from_ts, to_ts, mt5.COPY_TICKS_ALL)\n",
+ " if ticks is None or len(ticks) == 0:\n",
+ " return pd.DataFrame()\n",
+ " df_ticks = pd.DataFrame(ticks)\n",
+ " # convert time_msc to datetime\n",
+ " if 'time_msc' in df_ticks.columns:\n",
+ " df_ticks['time'] = pd.to_datetime(df_ticks['time_msc'], unit='ms')\n",
+ " elif 'time' in df_ticks.columns:\n",
+ " df_ticks['time'] = pd.to_datetime(df_ticks['time'], unit='s')\n",
+ " df_ticks = df_ticks.set_index('time')\n",
+ " # enforce max\n",
+ " if len(df_ticks) > max_ticks:\n",
+ " df_ticks = df_ticks.iloc[-max_ticks:]\n",
+ " return df_ticks\n",
+ "\n",
+ "\n",
+ "# -----------------------\n",
+ "# CORE: detect high-volume nodes and compute deltas\n",
+ "# -----------------------\n",
+ "def detect_nodes_from_bars(df_bars, price_step=PRICE_LEVEL_STEP, min_touches=MIN_TOUCHES, quantile=VOLUME_QUANTILE):\n",
+ " \"\"\"\n",
+ " Creates a table of price-level nodes grouped by `price_step`.\n",
+ " Uses tick_volume per bar as volume proxy.\n",
+ " \"\"\"\n",
+ " # build a per-price-level touch/volume summary\n",
+ " nodes = {}\n",
+ " for ts, row in df_bars.iterrows():\n",
+ " # We'll treat the whole bar as touched at all integer steps between low and high with tick_volume weight\n",
+ " low = row['low']\n",
+ " high = row['high']\n",
+ " vol = float(row.get('tick_volume', row.get('real_volume', 0)))\n",
+ " if vol == 0:\n",
+ " continue\n",
+ " # create bin centers across the bar range (could be many; step should be tuned)\n",
+ " # include endpoints\n",
+ " price_points = np.arange(low, high + price_step, price_step)\n",
+ " for p in price_points:\n",
+ " p_bin = price_bin(p, price_step)\n",
+ " if p_bin not in nodes:\n",
+ " nodes[p_bin] = {'touches': 0, 'volume': 0.0, 'bars': []}\n",
+ " nodes[p_bin]['touches'] += 1\n",
+ " nodes[p_bin]['volume'] += vol / max(1.0, len(price_points)) # distribute bar vol across touched bins\n",
+ " nodes[p_bin]['bars'].append(ts)\n",
+ " # convert to DataFrame\n",
+ " nodes_df = pd.DataFrame([\n",
+ " {'price': p, 'touches': v['touches'], 'volume': v['volume'], 'last_touched': max(v['bars'])}\n",
+ " for p, v in nodes.items()\n",
+ " ])\n",
+ " if nodes_df.empty:\n",
+ " return nodes_df\n",
+ " # filter by touches\n",
+ " nodes_df = nodes_df[nodes_df['touches'] >= min_touches].copy()\n",
+ " # sort by volume\n",
+ " nodes_df = nodes_df.sort_values('volume', ascending=False).reset_index(drop=True)\n",
+ " # mark top quantile\n",
+ " if not nodes_df.empty:\n",
+ " vol_thresh = nodes_df['volume'].quantile(quantile)\n",
+ " nodes_df['is_top_quantile'] = nodes_df['volume'] >= vol_thresh\n",
+ " nodes_df['volume_rank'] = nodes_df['volume'].rank(ascending=False, method='min')\n",
+ " else:\n",
+ " nodes_df['is_top_quantile'] = False\n",
+ " return nodes_df\n",
+ "\n",
+ "\n",
+ "def compute_tick_directional_delta_for_node(df_ticks, nodes_df, price_step=PRICE_LEVEL_STEP):\n",
+ " \"\"\"\n",
+ " For each node in nodes_df, compute approximate delta:\n",
+ " delta = (#upticks - #downticks) / (total_ticks)\n",
+ " where uptick means tick price > previous tick price.\n",
+ " \"\"\"\n",
+ " # ensure df_ticks indexed by time ascending\n",
+ " if df_ticks.empty:\n",
+ " nodes_df['delta'] = np.nan\n",
+ " nodes_df['up_ticks'] = 0\n",
+ " nodes_df['down_ticks'] = 0\n",
+ " return nodes_df\n",
+ "\n",
+ " ticks = df_ticks.copy()\n",
+ " # use 'last' if present, or (bid+ask)/2 fallback\n",
+ " if 'last' in ticks.columns and not ticks['last'].isnull().all():\n",
+ " ticks['price'] = ticks['last']\n",
+ " else:\n",
+ " ticks['price'] = (ticks['bid'] + ticks['ask']) / 2.0\n",
+ "\n",
+ " ticks['price'] = ticks['price'].astype(float)\n",
+ " ticks = ticks.sort_index()\n",
+ " ticks['prev_price'] = ticks['price'].shift(1)\n",
+ " ticks = ticks.dropna(subset=['prev_price'])\n",
+ " ticks['dir'] = np.sign(ticks['price'] - ticks['prev_price']).astype(int) # +1 uptick, -1 downtick, 0 flat\n",
+ " # create a price bin column\n",
+ " ticks['price_bin'] = ticks['price'].apply(lambda p: price_bin(p, price_step))\n",
+ "\n",
+ " deltas = []\n",
+ " for _, node in nodes_df.iterrows():\n",
+ " pbin = node['price']\n",
+ " t_subset = ticks[ticks['price_bin'] == pbin]\n",
+ " if t_subset.empty:\n",
+ " deltas.append((np.nan, 0, 0))\n",
+ " continue\n",
+ " up = (t_subset['dir'] == 1).sum()\n",
+ " down = (t_subset['dir'] == -1).sum()\n",
+ " total = up + down\n",
+ " if total == 0:\n",
+ " delta = 0.0\n",
+ " else:\n",
+ " delta = (up - down) / float(total)\n",
+ " deltas.append((delta, up, down))\n",
+ " nodes_df['delta'] = [d[0] for d in deltas]\n",
+ " nodes_df['up_ticks'] = [d[1] for d in deltas]\n",
+ " nodes_df['down_ticks'] = [d[2] for d in deltas]\n",
+ " return nodes_df\n",
+ "\n",
+ "\n",
+ "# -----------------------\n",
+ "# PLOTTING\n",
+ "# -----------------------\n",
+ "def plot_bubble_chart(df_bars, nodes_df, title=None, open_in_browser=PLOTLY_OPEN_IN_BROWSER):\n",
+ " # use candlestick + bubbles\n",
+ " fig = make_subplots(rows=1, cols=1, shared_xaxes=True, vertical_spacing=0.005)\n",
+ " # filter plotting range if needed\n",
+ " plot_df = df_bars.copy()\n",
+ " if PLOT_FROM:\n",
+ " plot_df = plot_df[plot_df.index >= PLOT_FROM]\n",
+ " if PLOT_TO:\n",
+ " plot_df = plot_df[plot_df.index <= PLOT_TO]\n",
+ "\n",
+ " # Candles\n",
+ " fig.add_trace(\n",
+ " go.Candlestick(\n",
+ " x=plot_df.index,\n",
+ " open=plot_df['open'],\n",
+ " high=plot_df['high'],\n",
+ " low=plot_df['low'],\n",
+ " close=plot_df['close'],\n",
+ " name=f\"{SYMBOL} Candles\"\n",
+ " ),\n",
+ " row=1, col=1\n",
+ " )\n",
+ "\n",
+ " # Prepare bubble scatter\n",
+ " # scale volume to marker size (square root or log helps)\n",
+ " # We'll use the latest touch time to place bubble along x-axis (last touched)\n",
+ " if not nodes_df.empty:\n",
+ " # drop NaNs in last_touched\n",
+ " nodes_df = nodes_df.dropna(subset=['last_touched']).copy()\n",
+ " xs = nodes_df['last_touched']\n",
+ " ys = nodes_df['price']\n",
+ " vols = nodes_df['volume'].astype(float)\n",
+ " deltas = nodes_df['delta'].fillna(0.0).astype(float)\n",
+ "\n",
+ " # bubble sizes\n",
+ " # area ~ vol * factor -> diameter proportional to sqrt(area)\n",
+ " areas = vols * (BUBBLE_SCALE_FACTOR)\n",
+ " sizes = np.sqrt(np.maximum(areas, 0)) * 2.0\n",
+ " sizes = np.maximum(sizes, MIN_BUBBLE_RADIUS)\n",
+ "\n",
+ " # color: red for net-sell (delta < 0), green for net-buy (delta > 0), gray for neutral\n",
+ " colors = []\n",
+ " for d in deltas:\n",
+ " if np.isnan(d):\n",
+ " colors.append('rgba(150,150,150,0.6)')\n",
+ " elif d > 0.15:\n",
+ " colors.append('rgba(20,180,20,0.6)')\n",
+ " elif d < -0.15:\n",
+ " colors.append('rgba(200,20,20,0.6)')\n",
+ " else:\n",
+ " colors.append('rgba(120,120,120,0.5)')\n",
+ "\n",
+ " hover_texts = []\n",
+ " for i, r in nodes_df.iterrows():\n",
+ " t = f\"Price: {r['price']}
Volume: {r['volume']:.1f}
Touches: {int(r['touches'])}\"\n",
+ " if 'delta' in r and not pd.isna(r['delta']):\n",
+ " t += f\"
Delta: {r['delta']:.3f} (u{int(r.get('up_ticks',0))}/d{int(r.get('down_ticks',0))})\"\n",
+ " hover_texts.append(t)\n",
+ "\n",
+ " fig.add_trace(\n",
+ " go.Scatter(\n",
+ " x=xs,\n",
+ " y=ys,\n",
+ " mode='markers',\n",
+ " marker=dict(size=sizes, color=colors, line=dict(width=1, color='rgba(0,0,0,0.25)')),\n",
+ " name='Order Bubbles (inferred)',\n",
+ " hovertext=hover_texts,\n",
+ " hoverinfo='text'\n",
+ " ),\n",
+ " row=1, col=1\n",
+ " )\n",
+ "\n",
+ " # layout tweaks\n",
+ " fig.update_layout(\n",
+ " title=title or f\"{SYMBOL} - High-placed-orders bubbles\",\n",
+ " xaxis_title=\"Datetime\",\n",
+ " yaxis_title=\"Price\",\n",
+ " legend=dict(orientation=\"h\", yanchor=\"bottom\", y=1.01, xanchor=\"right\", x=1),\n",
+ " hovermode='closest',\n",
+ " template='plotly_white'\n",
+ " )\n",
+ " if open_in_browser:\n",
+ " fig.show()\n",
+ " return fig\n",
+ "\n",
+ "\n",
+ "# -----------------------\n",
+ "# MAIN\n",
+ "# -----------------------\n",
+ "def main():\n",
+ " print(\"Initializing MT5...\")\n",
+ " mt5_init_or_exit()\n",
+ " try:\n",
+ " print(f\"Fetching {LOOKBACK_BARS} bars for {SYMBOL}...\")\n",
+ " df_bars = fetch_bars(SYMBOL, TIMEFRAME, LOOKBACK_BARS)\n",
+ " print(f\"Bars fetched: {len(df_bars)}. Range: {df_bars.index[0]} -> {df_bars.index[-1]}\")\n",
+ "\n",
+ " print(\"Detecting nodes from bars...\")\n",
+ " nodes_df = detect_nodes_from_bars(df_bars, price_step=PRICE_LEVEL_STEP,\n",
+ " min_touches=MIN_TOUCHES, quantile=VOLUME_QUANTILE)\n",
+ "\n",
+ " if nodes_df.empty:\n",
+ " print(\"No candidate nodes detected (try lowering MIN_TOUCHES or PRICE_LEVEL_STEP).\")\n",
+ " else:\n",
+ " print(f\"Candidate nodes: {len(nodes_df)} (top by volume shown)\")\n",
+ "\n",
+ " # optionally compute tick delta for nodes (may be slow)\n",
+ " if USE_TICKS_FOR_DELTA:\n",
+ " print(\"Attempting to fetch ticks for delta computation (may be slow)...\")\n",
+ " # fetch ticks for the whole timeframe (from first bar to last + 1 bar)\n",
+ " from_dt = df_bars.index[0].to_pydatetime()\n",
+ " to_dt = df_bars.index[-1].to_pydatetime() + dt.timedelta(seconds=1)\n",
+ " df_ticks = fetch_ticks_range(SYMBOL, from_dt, to_dt, max_ticks=TICK_AGGREGATION_LIMIT)\n",
+ " if df_ticks.empty:\n",
+ " print(\"No ticks returned. Skipping delta calculation.\")\n",
+ " nodes_df['delta'] = np.nan\n",
+ " nodes_df['up_ticks'] = 0\n",
+ " nodes_df['down_ticks'] = 0\n",
+ " else:\n",
+ " print(f\"Ticks fetched: {len(df_ticks)} (using to compute delta)\")\n",
+ " nodes_df = compute_tick_directional_delta_for_node(df_ticks, nodes_df, price_step=PRICE_LEVEL_STEP)\n",
+ " else:\n",
+ " nodes_df['delta'] = np.nan\n",
+ " nodes_df['up_ticks'] = 0\n",
+ " nodes_df['down_ticks'] = 0\n",
+ "\n",
+ " # filter to top quantile only\n",
+ " zones = nodes_df[nodes_df['is_top_quantile']].copy() if 'is_top_quantile' in nodes_df.columns else nodes_df.copy()\n",
+ " zones = zones.sort_values('volume', ascending=False)\n",
+ "\n",
+ " if zones.empty:\n",
+ " print(\"No top quantile zones found. Consider lowering VOLUME_QUANTILE or parameters.\")\n",
+ " else:\n",
+ " print(f\"Top zones to plot: {len(zones)}\")\n",
+ " # save CSV\n",
+ " out_df = zones[['price', 'touches', 'volume', 'delta', 'up_ticks', 'down_ticks', 'last_touched']].copy()\n",
+ " out_df.to_csv(OUTPUT_CSV, index=False)\n",
+ " print(f\"Zones exported to: {os.path.abspath(OUTPUT_CSV)}\")\n",
+ "\n",
+ " # plotting\n",
+ " print(\"Plotting chart (Plotly)...\")\n",
+ " fig = plot_bubble_chart(df_bars, zones, title=f\"{SYMBOL} - Inferred Order Zones (bubble)\", open_in_browser=PLOTLY_OPEN_IN_BROWSER)\n",
+ "\n",
+ " finally:\n",
+ " print(\"Shutting down MT5 connection.\")\n",
+ " mt5.shutdown()\n",
+ "\n",
+ "\n",
+ "if __name__ == \"__main__\":\n",
+ " main()\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 14,
+ "id": "bb1fe140-67f1-452a-92cf-8e06f38af154",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "application/vnd.plotly.v1+json": {
+ "config": {
+ "plotlyServerURL": "https://plot.ly"
+ },
+ "data": [
+ {
+ "close": {
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",
+ "dtype": "f8"
+ },
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",
+ "dtype": "f8"
+ },
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",
+ "dtype": "f8"
+ },
+ "name": "XAUUSDc",
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"
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import MetaTrader5 as mt5\n",
+ "import pandas as pd\n",
+ "import numpy as np\n",
+ "import datetime as dt\n",
+ "import os\n",
+ "import plotly.graph_objects as go\n",
+ "from plotly.subplots import make_subplots\n",
+ "\n",
+ "# -----------------------\n",
+ "# CONFIG\n",
+ "# -----------------------\n",
+ "SYMBOL = \"XAUUSDc\"\n",
+ "TIMEFRAME = mt5.TIMEFRAME_M3\n",
+ "LOOKBACK_BARS = 1000\n",
+ "\n",
+ "USE_TICKS_FOR_DELTA = True\n",
+ "TICK_AGGREGATION_LIMIT = 100_000\n",
+ "\n",
+ "VOLUME_QUANTILE = 0.68\n",
+ "MIN_BUBBLE_RADIUS = 14 # Bigger bubbles\n",
+ "BUBBLE_SCALE_FACTOR = 0.08 # Bigger scaling\n",
+ "MIN_TOUCHES = 2\n",
+ "PRICE_LEVEL_STEP = 0.10\n",
+ "\n",
+ "OUTPUT_CSV = \"xau_bubbles_zones.csv\"\n",
+ "PLOTLY_OPEN_IN_BROWSER = True\n",
+ "\n",
+ "# CHART SIZE (BIG)\n",
+ "CHART_WIDTH = 1800\n",
+ "CHART_HEIGHT = 950\n",
+ "\n",
+ "# -----------------------\n",
+ "# MT5 INIT\n",
+ "# -----------------------\n",
+ "def mt5_init_or_exit():\n",
+ " if not mt5.initialize():\n",
+ " raise RuntimeError(f\"MT5 init failed: {mt5.last_error()}\")\n",
+ " if not mt5.symbol_select(SYMBOL, True):\n",
+ " raise RuntimeError(f\"Symbol select failed: {SYMBOL}\")\n",
+ "\n",
+ "# -----------------------\n",
+ "# FETCH DATA\n",
+ "# -----------------------\n",
+ "def fetch_bars(symbol, timeframe, count):\n",
+ " bars = mt5.copy_rates_from_pos(symbol, timeframe, 0, int(count))\n",
+ " if bars is None or len(bars) == 0:\n",
+ " raise RuntimeError(\"No bar data returned.\")\n",
+ " df = pd.DataFrame(bars)\n",
+ " df[\"time\"] = pd.to_datetime(df[\"time\"], unit=\"s\")\n",
+ " df = df.set_index(\"time\")\n",
+ " return df\n",
+ "\n",
+ "def price_bin(price, step):\n",
+ " return round(round(price / step) * step, 2)\n",
+ "\n",
+ "# -----------------------\n",
+ "# NODE DETECTION\n",
+ "# -----------------------\n",
+ "def detect_nodes_from_bars(df, price_step, min_touches, quantile):\n",
+ " nodes = {}\n",
+ "\n",
+ " for ts, row in df.iterrows():\n",
+ " low, high = row[\"low\"], row[\"high\"]\n",
+ " vol = float(row[\"tick_volume\"])\n",
+ " price_points = np.arange(low, high + price_step, price_step)\n",
+ "\n",
+ " for p in price_points:\n",
+ " pbin = price_bin(p, price_step)\n",
+ " if pbin not in nodes:\n",
+ " nodes[pbin] = {\"touches\": 0, \"volume\": 0.0, \"bars\": []}\n",
+ " nodes[pbin][\"touches\"] += 1\n",
+ " nodes[pbin][\"volume\"] += vol / max(1, len(price_points))\n",
+ " nodes[pbin][\"bars\"].append(ts)\n",
+ "\n",
+ " nodes_df = pd.DataFrame([\n",
+ " {\n",
+ " \"price\": p,\n",
+ " \"touches\": v[\"touches\"],\n",
+ " \"volume\": v[\"volume\"],\n",
+ " \"last_touched\": max(v[\"bars\"])\n",
+ " }\n",
+ " for p, v in nodes.items()\n",
+ " ])\n",
+ "\n",
+ " if nodes_df.empty:\n",
+ " return nodes_df\n",
+ "\n",
+ " nodes_df = nodes_df[nodes_df[\"touches\"] >= min_touches]\n",
+ " vol_thresh = nodes_df[\"volume\"].quantile(quantile)\n",
+ " nodes_df[\"is_top\"] = nodes_df[\"volume\"] >= vol_thresh\n",
+ " return nodes_df.sort_values(\"volume\", ascending=False)\n",
+ "\n",
+ "# -----------------------\n",
+ "# DELTA FROM TICKS\n",
+ "# -----------------------\n",
+ "def compute_delta(symbol, df_nodes):\n",
+ " ticks = mt5.copy_ticks_from(symbol, dt.datetime.now() - dt.timedelta(days=2), 0, mt5.COPY_TICKS_ALL)\n",
+ " if ticks is None or len(ticks) == 0:\n",
+ " df_nodes[\"delta\"] = np.nan\n",
+ " return df_nodes\n",
+ "\n",
+ " tdf = pd.DataFrame(ticks)\n",
+ " tdf[\"price\"] = (tdf[\"bid\"] + tdf[\"ask\"]) / 2\n",
+ " tdf[\"prev_price\"] = tdf[\"price\"].shift(1)\n",
+ " tdf = tdf.dropna()\n",
+ " tdf[\"dir\"] = np.sign(tdf[\"price\"] - tdf[\"prev_price\"])\n",
+ " tdf[\"price_bin\"] = tdf[\"price\"].apply(lambda x: price_bin(x, PRICE_LEVEL_STEP))\n",
+ "\n",
+ " deltas = []\n",
+ " for _, node in df_nodes.iterrows():\n",
+ " tsub = tdf[tdf[\"price_bin\"] == node[\"price\"]]\n",
+ " up = (tsub[\"dir\"] == 1).sum()\n",
+ " down = (tsub[\"dir\"] == -1).sum()\n",
+ " total = up + down\n",
+ " delta = (up - down) / total if total != 0 else 0\n",
+ " deltas.append(delta)\n",
+ "\n",
+ " df_nodes[\"delta\"] = deltas\n",
+ " return df_nodes\n",
+ "\n",
+ "# -----------------------\n",
+ "# PLOT WITH LABELS\n",
+ "# -----------------------\n",
+ "def plot_bubbles(df, nodes):\n",
+ " fig = make_subplots(rows=1, cols=1)\n",
+ "\n",
+ " # Candlesticks\n",
+ " fig.add_trace(go.Candlestick(\n",
+ " x=df.index,\n",
+ " open=df[\"open\"], high=df[\"high\"],\n",
+ " low=df[\"low\"], close=df[\"close\"],\n",
+ " name=\"XAUUSDc\"\n",
+ " ))\n",
+ "\n",
+ " # Bubble visuals\n",
+ " nodes = nodes.copy()\n",
+ " sizes = np.sqrt(nodes[\"volume\"] * BUBBLE_SCALE_FACTOR) * 2\n",
+ " sizes = np.maximum(sizes, MIN_BUBBLE_RADIUS)\n",
+ "\n",
+ " colors = []\n",
+ " delta_labels = []\n",
+ "\n",
+ " for d in nodes[\"delta\"]:\n",
+ " if d > 0.15:\n",
+ " colors.append(\"rgba(0,200,0,0.65)\")\n",
+ " delta_labels.append(\"BUY\")\n",
+ " elif d < -0.15:\n",
+ " colors.append(\"rgba(200,0,0,0.65)\")\n",
+ " delta_labels.append(\"SELL\")\n",
+ " else:\n",
+ " colors.append(\"rgba(120,120,120,0.6)\")\n",
+ " delta_labels.append(\"NEUTRAL\")\n",
+ "\n",
+ " labels = [\n",
+ " f\"{delta_labels[i]}
Price: {nodes.iloc[i]['price']}
Vol: {int(nodes.iloc[i]['volume'])}\"\n",
+ " for i in range(len(nodes))\n",
+ " ]\n",
+ "\n",
+ " fig.add_trace(go.Scatter(\n",
+ " x=nodes[\"last_touched\"],\n",
+ " y=nodes[\"price\"],\n",
+ " mode=\"markers+text\",\n",
+ " marker=dict(size=sizes, color=colors, line=dict(width=1)),\n",
+ " text=[f\"{nodes.iloc[i]['price']}\" for i in range(len(nodes))],\n",
+ " textposition=\"top center\",\n",
+ " hovertext=labels,\n",
+ " name=\"Order Bubbles\"\n",
+ " ))\n",
+ "\n",
+ " fig.update_layout(\n",
+ " title=\"XAUUSDc — High-Placed Orders Bubble Map (Labeled)\",\n",
+ " width=CHART_WIDTH,\n",
+ " height=CHART_HEIGHT,\n",
+ " template=\"plotly_white\",\n",
+ " xaxis_title=\"Time\",\n",
+ " yaxis_title=\"Price\"\n",
+ " )\n",
+ "\n",
+ " fig.show()\n",
+ "\n",
+ "# -----------------------\n",
+ "# MAIN\n",
+ "# -----------------------\n",
+ "def main():\n",
+ " mt5_init_or_exit()\n",
+ " df = fetch_bars(SYMBOL, TIMEFRAME, LOOKBACK_BARS)\n",
+ " nodes = detect_nodes_from_bars(df, PRICE_LEVEL_STEP, MIN_TOUCHES, VOLUME_QUANTILE)\n",
+ "\n",
+ " nodes = nodes[nodes[\"is_top\"]]\n",
+ "\n",
+ " if USE_TICKS_FOR_DELTA:\n",
+ " nodes = compute_delta(SYMBOL, nodes)\n",
+ " else:\n",
+ " nodes[\"delta\"] = 0\n",
+ "\n",
+ " nodes.to_csv(OUTPUT_CSV, index=False)\n",
+ " plot_bubbles(df, nodes)\n",
+ "\n",
+ " mt5.shutdown()\n",
+ "\n",
+ "if __name__ == \"__main__\":\n",
+ " main()\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "36a8d34f-28d8-42d7-a339-40712524a11a",
+ "metadata": {},
+ "source": [
+ "## Quick usage notes & tips\n",
+ "\n",
+ "Install required packages:\n",
+ "\n",
+ "pip install MetaTrader5 pandas numpy plotly\n",
+ "\n",
+ "PRICE_LEVEL_STEP controls granularity. For XAUUSDc a step of 0.10 or 0.25 is common; smaller steps produce more nodes and slower computation.\n",
+ "\n",
+ "USE_TICKS_FOR_DELTA = True gives you a directional estimate but can be slow for long ranges. Set TICK_AGGREGATION_LIMIT to constrain tick count.\n",
+ "\n",
+ "Bubble size is influenced by BUBBLE_SCALE_FACTOR and MIN_BUBBLE_RADIUS.\n",
+ "\n",
+ "If no nodes appear, try lowering MIN_TOUCHES or VOLUME_QUANTILE (e.g., 0.90).\n",
+ "\n",
+ "The script distributes bar tick_volume across all price points touched in that bar. That’s a simple and robust approach but you can change the distribution logic (e.g., weight edges more).\n",
+ "\n",
+ "The delta here is an estimate computed from tick upticks/downticks for ticks that fall exactly in the same price bin. Tick data availability/quality varies by broker — you may see many NaNs if ticks are sparse or MT5 doesn't supply last prices.\n",
+ "\n",
+ "## Performance / production considerations\n",
+ "\n",
+ "Fetching ticks across long ranges can be slow; for live dashboards use incremental tick fetching (only new ticks) and maintain an in-memory aggregation.\n",
+ "\n",
+ "For high-throughput you should pre-aggregate on the MT5 side in smaller batches, or compute nodes offline periodically.\n",
+ "\n",
+ "Consider storing computed nodes in a local DB (SQLite) keyed by date range so you don't recompute everything each run.\n",
+ "\n",
+ "If you want near-live overlays in MT5 charts, consider converting the detection logic into a PineScript / MQL5 indicator — but MQL5 lacks easy tick-to-bar aggregation libraries; Python is usually more flexible.\n",
+ "\n",
+ "## Bubble Labels\n",
+ "\n",
+ "Each bubble now shows:\n",
+ "\n",
+ "Price level on the chart\n",
+ "\n",
+ "Hover text with:\n",
+ "\n",
+ "BUY / SELL / NEUTRAL\n",
+ "\n",
+ "Exact price\n",
+ "\n",
+ "Volume weight\n",
+ "\n",
+ "## What This Is Now Perfect For\n",
+ "\n",
+ "Liquidity zone mapping\n",
+ "\n",
+ "Stop-hunt visualization\n",
+ "\n",
+ "Smart-money entry tracking\n",
+ "\n",
+ "Strategy filtering & confluence\n",
+ "\n",
+ "Research paper figures\n",
+ "\n",
+ "Institutional-style gold analysis"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "741cc00b-cd80-43d9-8256-e9223266bb68",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python 3 (ipykernel)",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
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