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EAAAAMZW5VUwAAAAgAAAAcAHMAUgBHAEJYWVogAAAAAAAAb6IAADj1AAADkFhZWiAAAAAAAABimQAAt4UAABjaWFlaIAAAAAAAACSgAAAPhAAAts9YWVogAAAAAAAA9tYAAQAAAADTLXBhcmEAAAAAAAQAAAACZmYAAPKnAAANWQAAE9AAAApbAAAAAAAAAABtbHVjAAAAAAAAAAEAAAAMZW5VUwAAACAAAAAcAEcAbwBvAGcAbABlACAASQBuAGMALgAgADIAMAAxADZBTFBIohQAAA3AwP6/67atjhKmYAMlpVuhZQECvEJkRGjURG4zlEYAr7rsTjmN4pFFslZnhuTuJVwR3bUDy2gzjLgQ2WUbdmArO3ECXiIMpgJnRw/NuMLL0Cv0YgWTDy/rkpf//7nn/M+5PPFgRDiUJKlqNihB0BwP4djNF7C2/5+2/2j7j7b/aOOItv+wcswrmvy3aYsxy2bdxn44wSexsqmHaWAAGnrIgTOQZ+Zp0IbJSRNHGkSmYuKYT8NJ4+cfLNfA4dqgEbaJw7OQDBOHZ5t+RiVzFMAMWIYqmn7GOfeYOGq9EFLPm3jGf50MIZ408cI71zHDv/m+AYR5MnLt+f0G5snIH2r6mE/DGUcCSI/G/zlELz3DSSMvaPxgFnyj+TOPh+YLIo8y8oII83zYf0HmHepnHnNF08c595h4xkISQup5E8dcL4R4zcRx81dMn3maPR1hHo28oPErDx7IPKzdZeaD0PyZZ/DG1TuNnHlGMky/YO+c6SNTMXPm0fQL7loLwnIPyRc0fuaZWXBBM4/Mn3lsB1AQjoy8IIKj8hf0wChbYsb/OTRfEJEeTb/g8IyZF4RvNH0npPM1E8d8GkJs0MQzblvFDD9534DxM4+JhOlLz3O98MnEcftKEEyxgKx45i09w3xnNscsz8237MwjwjyreTiBIW873S074IJqHs2TXplCQFS0limJMM9KHvBQoXMl5zBmuQUFmnHw1+yZUf1Hild7B2hDtkTmaFrJsgWX+rcbGWMnXcuO0z3zrPZkvY+RcnuABQz4lZJL+/hpkK5nbx6n+RsVrDWsdYOgs+u9FxqB2QJpNL4Hv/ihZbtxmlHEc0wVR2q7bwIQrtPsphntbEvlG3MIiFR60jdCiYW08SNw+3mu1iP4RtVibAWUWGl45szAjUqbSE0ha9DlnlaBve0ZGErHMn0EsOH8oawOnodD594v6LwgkqFwvJFGVdCjSLrVZoZRnqu1KhgkBhAB9DYSKKN2lEhj9nQf4C0XFaOBhUzPqwQHseJ7NJ6A2rGVdrNVZzbBZnzlZn2fPIR5VjZ2iTwBw8PUp4LNgwMguvp0/hAYKsXYPRSfsEjfFVy/7US4HQsavxFxn3j6M1VVIabxBNSOMxSYsaf9oQaLdhpnnkOoarU4axg18NrDQwhojBIsJkE3o3YMqdBjU6t6YbFzMiJuBHx4m7F4k1Pd2X/jJ6m9Vv5YR2ISYwC1Q5FVYNdaRDbVOGDmuektOlA3DiZW7r1+UhP5/HPkpxk2ksl6gSivkcOoB20nkRuDT6qLami48OOTWot3o01ZUGbPBjfgpVdFA/MclO55rEt+p2OSbkyBwUbHA+k9ANZicAOu3hcZGet+zztYckOetuKfYiAtA+O6RqDPmtyzy6b0DSQa3AAbCNu0P09lC7qFXIzunPIqdVklC1oxPBMRwO8A36z9EzTCOD1xKMspYKtSGJain6cHdbwn+MbtvomhQl5ep8IOGioOUchBmjGvVp8lEhAWIoJ59vXUcOHusymgB4npcVgXK9FP4FhLgogG5nkEtpHrF787SWCTQDz29V+F8Vo0MM8XQkby/s68nJ5FJFoYe+jJzYqzf5HwqH4ET/8zcWEXGkrSyyD1+DGJ0ljc6gHdwVXZ0j27LVTfHZK+S4THNYlr0RSrt3jyYuZgwI+3HSw4eULjhMQ29hqMw2rVEIIgaIRidxYbOZJnd2QWa5K55FZDL7HGC/LBH13AQLNzlMqkqbkJv2pC8BVpfU7c6wvANWCEMGTBygG0jNQEtWUig//boMUriMwJoGE//72FliHCEZIgMZ9PwXe3fOBdwwMPK2Ojx5IoQiM59FRTBRPxyMjgckbnkO4tOdhmf96Vt05QS9y+Ui4ouL0wJ6sV4YFEh6LsnpVD2nvT+dJyyO0S74M9orW71EMSg/6VB3RQID5d1kLYw/0rCPxFwKOnmvbe6lYk3UDEi+p8Tf8JjkGBl4EJ6snVBFgHisuAnbHdkkqPcZBmjICCyKTAYUgBE3hX/p8rRXRCWEIqcyZ+IWuJukCP8/5NBGxGuBYFeFfntzPicl8j5adWIQlCcybPhZIr98Lg6cP9H3gn9tbbx8aev2oqjOSFtKKyY4zS4s3RihxlcPZBRg7MElDaNPNcyNqCLnAT7uc17juGxY5lLHXpZUNV/maMEtIrBDD2QboAcRGyTvNqHVPiG6geuC+c/vSM5zFP/IzwL8yM2F2/5A31dRglvXR/I8csylVGtgCx2AXn8FxxEoxd8caE4AtbxxCTkJ1Az7BlMcsKZFUYxxDklttgQwITUDkjZBaNGuJpHrAPadyOLCpAiEfIDk8Hevn4X/d+SShm+2PhTWtksQwLPQT9CSxgITsNMSjQFA+fylmaflpAe3qEE9w12v55C6l4rs4/ix0jp4c8AO90fJVIVCf2g0H0EFxM/u/DLB0cb+GsPeUJvtIaiMt1/Y+Y8wZSOHO8nbzt7zj/TOituRTc0/5lueggo96BsdbFPtLPZSJP9A4P1qEqjTInVP8jM8twvHa38XfyzCas5gU6cx9S9Z4DJwgNQyNOL4keDjcnNlwhbMY9GaFQFPIXOPQ/Mrs3cRZu7sph3n2BTvViiMt4YLnQ+uws1OysTbzDURnGz1U3xud9MjfyujS87EOYoS+X66mbAX/dvULwi+OWvFyG7gV/M4x9C4iw6t6Nz/u0GQle9kH20Ae8y9uw1ePUEzHPp+YJb5BihfCFAw9XPH+n0rTdDG6+VX4yuvWjojwJ7d+Sgzo/shLDM5hRu30pG+G1f9rYykm54M+LRICpbP0Zy7I8z6t0XdhkltKcI/oPAPKXed4yy5ZWc2xiSbpYdWys8t94uT6hSblQYvULVPvYsjgZqKranNFIbCcNcFMavPSjYyE1XzUqDksJeMUqoVuaXyZgnFjYWG9EWResS0eU6vqrFCcN/34x7SQ3/4yXEejfwrwtul3bc/vW42E7+h6X2YxXzQ58/iu1eFIuBL5Mt6mAcPu1y6ZoJAV3a8VBav73n3vCdq0/gue2jL9dw4Jzw0lYg0ptyPvuvJnVFkCekfDRraZqgDhwMsChM9RJX5llkjvCeL/Y2hIbgCMXHyyj2y1qDQrqDMAQtAXYGjvhQyJrtkJ91Sj1PMVEel7AJUkPX78DszZkfWJvgd1DaQi6LDgEO3useHypVvOY19DZ6k9qKsfeenXZ2LggPH+xpwHVcEG+7Y2W5qHuBQSUfhJlrwcP8NX7OMb/Zz7A3aAUh+BrT3u1Gr9lW/flHCEczNO+aqw/iHp/Uj6QlWQh/KVOzLN3OrgC3xYd7s3Ev8/AX1uEfH6NSG9K3L34X0ITMLr4s8ETRN5E8X7Zj38dl/NwF1n2u3ajfYe5M/VI+S8bUpS+EZ5FiUxeSYxoe1hAbb+1H4G1ZaMnKsJ0K3++CiHmP1TvUeW/3DWSTfA2n/8tYj63r8Q2U6Cl4SRoeBEprxCWHSogomZRC+/0VKkv9+mlxq4VaZEA06yTE40bMYghEV53sHCgWwwqvmaLeSw/KuzxgmK+v9AryOcKeb+KD9V3rQHO2d9tB3z0al1p0Q0IEk/8/jimv3Y4+O+JGeGnd6LupTPC3Eqttz4esUMvndvQnJjnWinG7vOXjCiDDPoJXjUyeSE1vPlSDlssOxPnMGaisTzrp4+f11BTNLa+xJWHsAoUFuycCGtv6hRURd+xa5U+Ff+NohsJIV7KviHIvmEZl1aArye3bxBTx1JLAIHvJw3lAdOdBfKPmCGbXhASto0MC8DcQqsEX5ynk5A16l8Z8wFrBb/0t2QiwuYVAkjdP7ZQB52ELHvHV9soWSxoy1Iph+bBbmsVELp3zmaUIM3gfP0B2L8FBE1z+TJ/RQN7+ytbjoOX/Ly2UQlaSUkP2NIP27FPnLmrx8IcP2+NjgDNRzWK14QavHGLBW6DRVK63WP8r0BBV3doi3CicyMi+Qr+ursLwGtCXZaHbkzwCXq+gt1CfYglUMlf9NdmwWIIsFfIz36t76vnDKqg5kbbLEaqYAjiQQiTsMEOHvW1ULDBN91TtezM54Py/uKPXcbMBEK4RCvT1Vll58qpsFu5MzbSe9KMv2Fp2T50mEfJ6mxl8TWpg37P3DOs5f88eAaI4Rlm3p/rzwPRO2fguG8ARP/DysIYCnYtMiMPoHzwlonj4DLQiMGqgeOmr8IbSRM/3fFFCK8yYwY81XzqeAB3MyP/7FjfjLf/ZOYYPXtD0/FTxkw9nH8iY2+/+hvGjD3sPjX3+J+Z+X0kC4is7f+n7T/a/qPtP9r+o+0/2v6j7T/a/qPtP9r+o+0/2v6j7T/a/qPtP9r+o30b2v7Ddg71H6Z/LWv8+Z83fqSM/ylGMhYGv/jylMnPBPf2M/bhsYPDVUVwunnglcB9Hcv27lWkwGKXcRzNBhyz6b+N/KZx3wQgTBSUgGUa6ANtOOFVEz99DcSxlyuRTJsGPgIbMWvip3eOAVE1cfzPxyAcZCZe5K7PQfiUkWP7KATPnEln2NV4aKwZQ3XVwciJp+4x4FAkYSDhle8MsIXbSgavOxa3LVhzzMQ/4K81nq9O2lA+SsH4P4f+T0f8J9JH/F/uM37ED/kjduj/WYf8T+8D4JD/57D/xOeMH0njx0LyUL/sVIu/b7WfzXlFk+cd7GnGLJvlXQO6SvVwgkP61391Tf1oMiD1e0MPW3wLmkOPmaMfMuE720y8yHaY1ox7pi9lkDvMayv7mokfOdiIWRPPycC42chZBxibTT/Hlx7MJ0E9p2LisQODJOtoQDMZxjqY+AfOadFe3Jzr6vzyH1TMGfx1f6dXKVYjAtM5xmzLG9J3uy12hT2RlDlObrw/mUv+c34koBycDazpbgSqvL9ffHmKADrDthZlleuYbxS+4kXDEfxS7lavygOMfXjszQcKlBa9BTVelpMBEz7xz3O9aODsmi66il0+GLiv44NnOj0TcpeLNIgaD4jTHIn9N09ShhqNCA9BRfbswAGZkPr1yK5RiZUJ+1TyKkfXpR2UgxqNCNugAmcHv7KI77D2Z8slClnKdVUXynpZedI/qthIWFK60j23Ltfm6eF+dOp2hqQ/Qu3ulgW5bgJ/C4z+TJenmWG84rcWduobSRDxmuJN8J1tFGyfVwKz/bGGJXCHXbdN3xTU0z2qA572tuQ1eapO3Hksakpsv75Zu9dA1qam/hZYnmgIvzpqhF/tPw4P23O6xhOnSIXkacK1OSzKFuSjd06Rr9/82wBqytpd6olc+vd0hhybK5JCA8I4634RbUdje7N+lYNOeOv0rniqxjc0h4u+9lHUph3rpUwCfQlwUPcqw51NlsqYv5Mt0YYqKwLZ7TP6hgIWjN74n8GxER/gsPm9lFse70O7X5WL+WkLdZqIQZ3mE+e1U5KGkvCksTW2Azbqon/IwFWXYty5QsF2sKhVSiwlEDN2Jm3Yf79MkA6NWW75TiAonqkUiiuGEdWmtUmCu5s4Zkd+Grai73EZNbl9Jd/rL8WDTQmnD8en4E6zi5pOaKDmbg4WdRZloIiJp9KubF/O2NqDe0dFNxksQBUUTESEp1OAl+//l1MTz5aVBK11Avxrx7JzLwrJIPI0GbLkRcCNig7EWi/Ig8qxvAKr57//uQzsOw2at5whwSM+ZI1bNE9UevL0RQlvz7/rRkDhrarYCKtxFF1WxBPlbDzBrz+4dbl7W1HGAQ+fWcHdBtZ49Fr1Edlbn1IWJq++0zEpePfQsAPxH4Wi5CCsdwSCxF8D0qTqAmhYmH4lOPShWBS95MF7l6r+iyi79hGwnFnY1CE2rMW9WOE1hoX7Fu1yElalluqmS+KesWCJFDA68alE+J4HRKvma/SD6HlaEjaPonuXnDMkahK1pnBd5GnhmybtA6HOVT3BvS7N9uvPw8fTdN4Tox9ncUt86Vsi3tIowLaKwZO+mshJNR7SsM/egIfdV+4U8M3hMEWyeqR9PKeop+Mg84fEMBgYv7CE8edVS27FCzOQ1m3i2sJGgXosft6ETxqIxTI3qH5pNU0iYDsm7Ixle42iyIxkWVba6klB1oO89x7JaMluzIjz+QUsIpUyYA8yzIJF2RP39Vgsw+yQxk+o5vTrgfSFeQc1T/JmfR6XIV9uvETcRdkpA0JmYf+/A5H+UbQ05vXJnkPz05bsRbg7kv8GoGRFYbEWkfH8OkkPji0X50az6KNgIoyjUSQwqAvI41skGUitgc5BDmEHiVmt2CE24JKjlIkPFp7farXGvD3Nr/jI/UU/qDXxfghBhCaIjJD6b2EnKtV5fZNYYIyEK0M0gXlbPfMOChfDLeGifGSJUDPlmMTmkwDkpGcgkRoV5Se5f0ynatWhgR9lEsKwdUxyBlw9rxVjIGDJsS7bEvqyuZKwrIxlh1ddqnk2bsEvngTaBBZNdQ1liMfwQ+BKcvOb51U8jzVIZ16r5tncfc8HZl6pGYhsfZWmeSdVG4DnGqFWRVYCN1i0d6BpbvMqjTwP5rqzMiuGqRg7xSwukU9tsdN5Gd/vBV8tukXn7mODqQXOScW1kQyZ6WIkEI+kn2db6YAfwNn3IRhfUr7I8/zDEskQLZoitInedQfiz2MZHgcQ0RtchZueJ0NwOnpO5OoxfpotRi1SsrWRDHgkuVLTuo7oDuLcBmF/F1Cq5Xkz4I1EKWLThPMYyP5rpJiQjFSPKy3tRgHS81SuZATOZc9frImpF+SOryuIXHwt5NB3gtz9YrfxD39ND01//1mIHjIkKae+ZYv+IoOnp8cFU43/2KqJ5r72u9ibMymHdCxo2NWgt8eo83diyy9N3KePqTeBiFROxRWWg5w0noCFc5lHWbihK7TS9tefh5gx7ZeJUtKxB7bhaZmH3ufM0V/5zhdWRvdPFbz4xyDE5Um//i5T94vm0N4EWkbGKRISMpX/EPQitjS78563I6mlxt+4F3uN5kWMox9pmHPmVfzAN67zNXmwhDyvyZsbiGup9d2Kg4WSF76lL40K0vGR00DjKR6Lj98866IDXR/Nj0wcviaKlgk90U5j45bKkzW+eHk2pzkl93EOY54OeLoMVlA4IPIMAACQbgCdASoAAgACPmEwlUekIyIhJHOoWIAMCWVu4XU9APJijE/yHa2Va7t/a/2j/ND5bak/b/6/+o/Zp0bdPegj5Z+r/6b7sfpT/Vf+L7APud9wD9Xf1c9+noC/s3oA/ZT9nPeH/z/6d+937XvgA/j3+o//PtU+oP/Y//B7AH8o/ufpufrt///ki/cv91P//8HP/C///sAegB/8+uv6LfwD8APwY/f3v8EtNKuA+nv5Dp7+Q6e/kOnv5Dp7+Q6e/kOnv5Dp7+Q6YGgYpEhNKuA+nv5Dp7+Q6eVd1qVKI7ZgoI8iQmlXAfT38h082o5+veQ6e/kOnv5Dp7+Q6W0mvV4ucu6xj3kOnv5Dp7+Q6e/WtyjKJoLNifyHT38h09/IdPfyHHhFFGYkJpVwH09/IdPfyHTz358HP17rsnKMNXRnsmpRPoHVuRO8aLi8aVcB8eCrH68BGwiXHXORMvwOFBgaHhknkD6uHrfiQw/GBhYkvP17yHTzZtbnsVxPMJGJpYpXl0RU1+JgTBNe6/2e5MlER0P+hzMly7AKXbVI8SvZW+gLi8FpgWj7tt0ScRdMWt8g/TbUgqOMkjiGc0Zefr3jNHR1JM9Ld0/+RqglEPR1gqsEMEiOOY53cTdPSlamW3ekln2BTDc6AtQEBbL+QkDbGucYarqf47TkpJZW9desMKYpEhL1RyVEnPp7+Q5F0Jk4QSQJrVjHvIdPfyHT38h09/IdPfyHT38h09/IdPfyHT38h09/IdPfyHT38h09/IdPfyHT38h09/IdPfyHT38h09/IdPfyHT38h09/IdPfyHT38h09/IdPfyHT38h09/IdPfyHT38h09/IdPfyHT38h09/IdPfyHT38h09/IdPfyHT38h09/IdPfyHT38h09/IdPfxiu83WMe8h09/IdPfyElIEig5oGFIjqcnAfT38h09/IdPfqyWRweRZ1i49aPIkJpVwH09/IdPfyHS8dRtn6rxIdZ0hNKuA+nv5Dp7+Mz7LHBXIHJPDII89UZeMgdS6lW4TXw3V/7J+WgvqxpqEz/B9KgXT1kEM4nVH0D6uIBaWPpqlM69GL8JHv5Dp5tRz9e61to5yFV2cnUiitz76iPgIkgxMHpYSE0q3O37i8hGkzoPFOXQZ2UvVGMWkmIUQLi+lIE3cskc5teJr4bq/mZaQDMIRPS4FQsxQAD+/cRwAANz2Rb//+bhLgvXF4NVl7rtfU8ULkO+cuNAReSSDsuLOMp3ZHVIQMepi0qjgtR4gQOHiK69CmACBnYw4kgLda8iUvSrui7iNzpQJxh6CdD5DcGNBV9laUwyh466aQqADs0Ofe/tMcADFyuhpBL1wDIwQgo6AMd+5/NfjVVCkcuYYEgtxHO/4V23KocXDmuMRq/6IrvedRD1TpgOovKJ1mdP4BIodMvxp/upmiDdRkCHfL/kfrU8/sCR90zj+VOsKAAN4eW3wjsKebABdKjVsR6BbA+0N6ogkG75hiKXumZQmXqEwO7ADmI2O11/kD7Tq/4cBx1z+YbbwJ74Hwyx9I2AXJ6ba4l8qyChbY0x+jFVbj/YE/XLtn9oZYkaCaAVgFVRtiA8VGjDfCnG+QqP8A+QQ3xJiloGTwnkMJSlbQ0JMM7pauVWy4FiIxKWfjwCtQQW+nZfwjvgeO2beLzOY3etPBDaXvdwb+tRusUHtrTwg6+xswqoMDcBPqFtpvsk2pcb4UEfpOOjblhL11JefiyxPakR263zvhM7P7aHL7VgElCksZlIk59tAF/cfA8R+CqDLYO1v0emcYzJ4xA402Mgiq+YfAdQwIau8yVSR/Anq5ky9syll1MxohsejscD/7eCU1q+k1PZzC52upEch+9JUqHpl9n2JlR7Q/wrv9dSeIcKRHXTG6DWoWdY9gYO0Fn96/wLe4newQ/aeA/ZZE3B+Rx0FE+m7hLkgiwhpWjN6gdZL1Ixf+WiOgTTLuFAHUQcATVu0RXW1r0cQqQJC25PjOqmT2te/L7NQIcA+sLtdliHfuPNz7ihbDr/ybHTzXzJz1mrKQhlx4UMZ1g+9fq3Y5G6antPaMjImw/TGVRT/gtksMlbdU4HXxDMNjkg5JQ6gGD3jc60VXXNWWt2QMPWQ0AjWkqzdcztGpHYiJ+26oMC8m8u8i82tbXEABVclV3WMjs0LL4ZO5iW1iKYFSCgUwKJQLRjT6LsVY37nMpSkx+ArU4ybX1mf3KjXATWCq6xrfNOULwbsef5HTJk893B+touwilX4YoTzonhSSYwuhe975LtRj5d0zXUPf3dvMwtmuT18nJpj+mhl5p6J2QdK4+tUmIs4+di6+fcdYk+w5R2IwKmpkf//hAf/wZv//hhFGRdJXyiFsIC2mW1IYGFJ16fdMWGt6hKWt/cs/iiZfvsmzT1aTHd/olHtC4gSm4+TNQ2hAjxLjrR83QpaX1cTC/CwKvGWDNXEeFT2YW8wCilqMrTobQlowj9h9LPjeISD9prqXTIF77yZFPvUpluQ0T80XqV8vmuRjBKfp5GikrMv1G4jP/sd29UkiNKfYrAT+hten/4/KvCoztRpug7t670zO69vlZ4jh6m/YzZXcWL1AKKiHydYaYo9+isWk/dFH+I2Cc5ChPo2gMIQUqQDaW50D04dBDikwGLkKcWlGTMrgU9BeVGeD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","13,16":"data:image/webp;base64,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"h":2020,"contentW":3200,"contentH":2020,"title":"US Market Watch","status":"accepted","userResized":false,"resizeMode":"corner","html":"\n\n\n\nUS Market Watch\n\n\n\n

US EQUITY FEED · DAILY

connecting…

Watch Avg

—

across 13 tickers

Top Mover

—

Weakest

—

\n \n

\n\n

—

select a ticker

—

Open

—

High

—

Low

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Prev Close

—

Volume

—

P/E

—

\n \n

\n Up day\n Down day\n MA 20\n —\n \n \n \n \n

\n\n \n

\n\n\n\n"},{"id":"widget-1790606033751-3","kind":"html","pluginId":"general","sourceFormat":"drawva-visual-explainer+html","frameworkVersion":"drawva-visual-explainer/1","x":14062,"y":12833,"w":3267,"h":1444,"contentW":3200,"contentH":1414,"title":"How a 3-3-1 neural network works","html":"\n\n\n\n\nNeural Network — how it works\n\n\n\n

\n\n

HOW IT WORKS

Your sketch, fully traced: 3 inputs → 3 hidden neurons → 1 output, repeated thousands of times

\n\n

Weighted sum

z⁵ = W⁵x + b⁵

Each hidden neuron adds up its inputs, each scaled by a weight, plus a bias.

Activation

h⁵ = σ(z⁵) = 1/(1+e^−z⁵)

The sigmoid squashes the sum into 0…1 — this is what makes the net non-linear.

Output & loss

ŷ = σ(v) L = ½(y−ŷ)²

Compare prediction with target. L measures how wrong the whole net is.

Backpropagate

∂L/∂h⁵ = (ŷ−y) · v⁵ · σ′(z⁵)

Chain rule walks the error backwards, one layer at a time, blaming every weight.

Update weights

w ← w − η ∂L/∂w

η (learning rate, e.g. 0.1) sets the step size. Every weight takes a small downhill step.

Repeat (epochs)

for each sample, for each epoch

Steps 1–5 loop over every example many times until L stops falling.

\n\n

ONE TRAINING STEP worked numbers — x = (0.5, −1.0, 2.0), target y = 1.00

\n \n \n \n \n \n \n \n \n \n \n \n \n \n

FORWARD PASS → HIDDEN LAYER
z₁	0.10(0.5) + 0.20(−1.0) − 0.30(2.0) + 0.10 = −0.65	h₁ = 0.343
z₂	0.50(0.5) − 0.10(−1.0) + 0.40(2.0) − 0.20 = 0.95	h₂ = 0.721
z₃	−0.20(0.5) + 0.30(−1.0) + 0.10(2.0) + 0.05 = −0.15	h₃ = 0.463
OUTPUT LAYER → PREDICTION & ERROR
v	1.10h₁ − 0.80h₂ + 0.60h₃ + 0.30 = 0.377 − 0.577 + 0.278 + 0.30	v = 0.378
ŷ	σ(0.378) → e = y − ŷ = 1.00 − 0.593 = 0.407	L = 0.0828
BACKPROP + UPDATE (η = 0.10)
∂L/∂v	= (ŷ − y) = −0.407 → v ← 0.378 + 0.10(0.407)	v = 0.419
∂L/∂v₁	= (ŷ−y)·h₁ = −0.407 × 0.343 = −0.140 → v₁ ← 1.114	ŷ = 0.603
AFTER ONE STEP
ΔL	error 0.407 → 0.397 · loss 0.0828 → 0.0787 (repeat ≈ 10,000×)	L ↓

\n\n

LEARNING = GRADIENT DESCENT

\n \n

Each step follows −∇L

The steepest downhill direction on the loss surface.

Flat valley = converged

Learning slows where the slope is small — that is why the dot creeps at the end.

Rerun steps 1–5 for every example

One pass over all data = one epoch. Loss curve drops, predictions match targets.

\n\n

The 0.343 / 0.721 / 0.463 values are the activations flowing right through your drawn network; the error flows back left, telling each weight how far to move.

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