.NET: CNN for Supervised Deep Learning Example in C#
An example one-dimensional and two-dimensional Convolutional Neural Network, deep learning library written in C#.
Supervised learning is a machine learning paradigm for problems where the available data consists of labeled examples, meaning that each data point contains features (covariates) and an associated label. The goal of supervised learning algorithms is learning a function that maps feature vectors (inputs) to labels (output), based on example input-output pairs.
See unsupervised learning version.
Learn about convolutional neural networks.
This code is built upon the neural network C# example (CceNeuralNetwork.cs) which is used for the fully connected layers. It implements both Categorical Cross-Entropy (CCE) and Sparse Categorical Cross-Entropy (SCCE).
This neural network code is for the fully connected hidden layers is available in a C++ library.
Download these files including example training and the MNIST image files with labels: NEURALNETWORK.zip. Experiment with the number and type of CNN filters (a.k.a. kernels). This example usage code requires SixLabors.ImageSharp (NuGet package).
About CNNs
About CNN Kernels/Filters
Choosing Kernels/Filters
Max Pooling
Filter/Kernel Effects
While not required by the network, the decision was made to convert the images to black and white. Filters applied to color images look quite different because they are applied to each color channel. Linear activation seems to have the most data, but it may not be what works best for all networks as ReLU activation does chop a lot of the noise out.
Dog - Linear Activation
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) |
Identity |
![](data:image/jpeg;base64,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) 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) 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) 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) 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) |
DiagonalEdgeTLtoBR |
![](data:image/jpeg;base64,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) |
DiagonalEdgeTRtoBL |
![](data:image/jpeg;base64,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) |
Gaussian |
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) |
GaussianLarge |
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+ZJJ7i3dZEJR0ZJYw26Ir5LHAw0ZQ/MjUASkjzfETBGnaKO6t4UlWN1S5v/ABhoeixxLG9yjiOSKFrqzIRUFxL9oXd5e1hI7YLe2433Gpwx6ckhMbzW2n7X1FrqxeYQKtzfX0pso4JYp/KtxZzBt7SqiKZJbVNYeC406zuTJCzwmVfMAn1CZg0nkqb4X9rbSXOoMBJZXH2q1QNHLHLHAzdgXdaoXeMSz5mbEjSI8V1I080B8y3YvEJbyB4Ehla6jP2iWZ5GmIA7KfvpZhIm6Ub3j3yok8bDyo4V+yRzTOW3iQMTtZVKk7gaTT3NvpviltyEXfiPTEikzcHUYtml3GL2wsLe11G8lvIyWMRtkEqlZEIQA4kH2lPOMZkyoEq+TGgIMIztYwC4SESkBZUnSKGcAIqzlSoqWkNnPbadaWUUf9pahImqeI726KeEtN0qH7QzTCbWJHuZpraGwSaW+ktP7O/0ctHaTRy/dAG6hrksmmXmZLSTztLEun3raTqsd1qWs2Gp3l1pVmNPjkvm0mK/l+2eH7rVr+e6Okz3cl9qXltcmxTWv7G1sWi+zC5TTNN1bUbzTzrFzN4fvLrRL7TvFnhSxi1DRdYS016ePwx4U8T6ve6fDNpVvaWHi/8As2RLu9stN1HR9Qjt1sPNb+z7ew1SYRvd2tzpfgDQbjxZrAEuxZNH8SaJcv4mjeaO8ggvteubrw74fvrqwu/E1vaz3d39ikzZDa3VrCEayfXJXunTSk1zSfE2pXGp28mt36rF/Yl7rFjdxvZQjEWr2E+s2Fnpkt/rqxJcwNegFoy2mk2sAu9U1AlNN082t3rJjmbWbXSTa2drqt7OdLt7jWWE93Mb290i3sQ7WlmvmJb2IeC3JevD9s8yfU1n0yTTnggtrKzt2jZNX8uFBNqczxXLaxoejoEu2ium0y1hmD3KzJHCKs1ss5vJopBq51MySxWlyb6Ga1ttWt7G6+2xabe2d1HY30vh6z0uG60yzuIIbfVIoUXWLuaTy7xJUuLzUBPPBcW9pPNqFxY3UF1qUMsP2DV21zT5jt1+bS9M0+8/ta9sU0W3ibUEs7K1TVVu5bZLmIAmkZbi50ia3PiV9R05bjTnfUdMi0aSOO4vbu5Fp4gvtYTSrfWbHSrWY/Zb7S7bUNPvi6ww3KsFDVbXRfEEQlXTbKwlkGn+auoSan4f0azu9KtEMtzdWJ1a70+e9+xpFGsxCSSJcxxCbyQkaPfV7m7Y7TuMs0ssRYJLGrSStcJNK00lxHbx/flkAjgiZgd1yGZUNO7uNLs5IYG8P+BPFdjM9xcah4dnvGhtUtNV+zLLqKzPo+seHtGlTVLSz1W9k162tdQu47REsYr2+NpEQCrDdQOYPsNhd22qB7a7kjeCC2vLEaho8kmmzyWF86XMupafPqytZXjeZaeZHeX9pCsUyBrpkkjjk/s9iLS5s74yTXtm73t1pmoTxlbkRm5mljutZh0+DVB9nluIoUljt7ma6ubppgXp1rxRBqFtrdj4ROtf2Dp9rJruhaBrPhu91WG7Grtd3usQT+MZbPUY31OCzkc6zpkmlxXTXet/aLGQ3KwwXtvPcXksD3lhI13Z61qT65p2rQa9danrDXYuI5J3ur++k0S6ezfXJntrz7Fqwj8P3EVtoha8W7nAIzcbbyN7WBHuhPbWCQ3uoWcola0soPtN0t8wsNMsobu7W2mWW5kt1tBcRPJeTRfOLA043otv7e1W3VbUGwsdH0W+e7vrG10+6CzSS3s13rVxIt0bmNb+406ysFXWHv0+zRyxGNrFzdWzPDa6Lbwadpd0luLPT9OJkvL6CXRdMLWuqXMKRnUL+W90+81LUVM8d5Nd6okDWcEVtBbWxdW94hSW+hu79mW1EYutKeay01NRaFzNHaabq4Se4WSZz9i8Rmy0uWRrhrlrS7jWeIAqIujXTG60nSNNu2tEiubq/ivL3xJqumlLJ71ryawmaTXLXS7RwkV/OLO2tHJ+0HUPLVlFz7Xd3MZuUvkks50SdzY6vLuAjVEklDSWdibNY7mWR7Q7r2QyFjbmZogSp2efbWjS6fJjZ9kez0WLw/cafeuCs2mal4fsfFN/e+Hp9xZxcWur3oYOJ7Q3MREdQyzSywfa31G01S7NuGN3NdyT6lzcXWnbbrUJrvULyK70qO20+GW3+1SQ63pcsMcwtLpGs6AIJLewgFpFLNYsIriOytftMUdxPCwZXvp7aJ4rVI3S3u5ABHGt/MIxEq3BkE61biTTxcXrX0eoy+bq/iCW0ljvZohNaN4g1ULcNs0q7EjXMwnuPMLoSsqoIwqB33rPVYLBf7ehuNV1GDRf9KmsNFmE1nDLFNJZaDDO2pX9oZbci+vVDW8zOxu/7P8As2r/AGyOOxwtPsZbaws7N9U09J7O2ht7r7dPaWM8l0EElxM0N7pEkrebJIZDIh8rezxo0pjaeUAuRi1jgCR/braKW8gu5bm5hjvpZ9Yltke4E7x3bQfYL6S4UhXnjvYBFHFFZCSSMyCxL9h066R0ZJbzW4jesmpoJbB9I0p9Pjjtp5JmeeOW51O1eKW0jeF9nmXZDx4HKHiQyrme6mE06xq8abLG0WUoZZT/AKLHNOYYbcDLwx5jRixZzRkW3h/eIJJo9Ce5NyiTJcyNe6jdW8EV+0s7K0gtbCKdVghiY2lzZERkAu4BFPGxj8rfFK8pjgaVYriUxQ3MQP2iaJbq2eOOG2V5jI1psYgmJg53m/psuo+R4fsNCWyF34outW8Sf2dd2FjcMmk+FJrfQ4LrxtfRW909zaNaXNzr2kWM8+sado9tCuoS2ltdqxGHdxW+pXVjoRuruKPVblrW5uLWPSZ5dI02Oyaa+vGa6KZuJMw2FtthvJY3vUuVsrpIWhk6tZri71hbeTSk0/U4/Ct3p+iXGsKNVl8Cxa9aJoE017qCnTHn1fUdNWXw8z3OPslvqUs9vp1vFJHDGAcR4o8R/DfwtdTaP45kOtT2t34Pt/E/iDWtU8CxeBPB+j660sWt+Lb671yTXPEM994H8PWfiPxsYovB2u3mvazomiaLcXPg2y1mx8VeH+smWzurGO906eK3tdUSTVNG1/Srawh09Lh7KbWNNbQZojcHU2sdOFnfQ6dMbaPTXvdP1e60eLV7l45sjwD4ttvhnY694XuNU134ZeI4P+FdazFrVt4T1nxZqHjHwt4VS40vWrP4ef2XpGs6LP4wurTxDrepaDoPi2TR9KmkkW78XXrWXhiUarVsCmneIdfnn03WtK0vVNR1fx7ZaZp+oeHItK0Hxt8TtN8NeOfil4Y8MXJ8JR3mp/D/AMCfF7xd8UvhN8OPP0fwt4l1PwT4E8Ga1rsFtdTiCcA07TFxLprTmSCbGmahJb3mrC/tbC3uL3UrSTTXeS00O4VbSyVrKFkso7EnQbMs9wtoQkcP9oX9w0Muqalo2lugvW1G5itrXzDGIp7a30W3tZrLVr9p7IXUl/FfNHZsywXwtnje1t4pJF+W5S+kgku00+A3kty8lrJAsmmNJdLJNb21qkQf9/qkkUl9tkuntvs7WU8BZW3ReM31y7Ca/wBQsbXRtNt9LMltPptrBcRyNcxTadLY31vf315bT251G2ukliFpC+nG0+xTs4AXF697HFFphuLIXjMGYHSJ7+6MkYurWOOa/tp51neBnmubaKcrbwMoeOScGSoY1ubOKP8AsiykuluZZI7fTNPmtNU8Qajf2UJtp1i0Wzgm1GKKGzuZTBcz6NYafqafafIZprUSyXI7JLQteahcSm5EskLRTQ3q2kscQX7dF9vu73xDq9zcXJdmnv8AV9Z1a8uNhe4DW7GIS2dpa6naxNBpuqzWMeqQpql94W0rSo7e4D3IOl395eLaaXqsty0cSW9itncaPpIe2KWkd8LiXywCp9livYprPTvPvbOzuoEudM0q2vtY1c3N1cCz0+bR9Na4vbS4v7G3j0y8Da7oug6rB4j1vUIdLt7+yMeoX14tLqiwx6jb6reafrD218ltH5ur3djeSW0elrqNvFDqN3JpulRR60YtRu7vSdbe18L/ANq6pZzR3U9hq19TszPbXk0d499pD6LY6hOv+ialpt9qNtquni0ubAXmj6tbzjULO5N5pI1qxvrPW/sceladfT6i0wS9hsNOtTb6Zoz6ULLVIdLvZrLUIbXV9UW11C6kvZbWzjL33iWyv0tNLk061MNrFNa3SRb799Z1LRzq8IBX8OXkKWfiNYdQ0DVJ9F1bT0FzZa7DrWlz2l9pMbT291qOn3+kLfWcpis4tR/tTQL+ys7edY4DJepBGZku9QGb1bnSL2KznW5eK20LRtF0SOwmLRzfYL6fw9e+OdEghVvtEUg8Q2tw5SCC5iTT1e3e0us3UtnrGv6nHf8AiF/E160Btor7U/E7WrRtLefaNT8P6VouoGEWmlaPbaneazcf8I8NF1GTTL+AzXVxPcxpYSW9ppelyvfLbk6HJaSoYJL+4ttRxLpNnpdsbSK61e9tJfsdxGmrX2qXtu2//SJYkNADGt7sWyG6e41C0uVAt98lpe2T6fHKqxxx6f8AZLW3cwYPn38a2bMzB9sshDma2tUkvLZktLu7Imjure/t9Gvrqy0ext7ky3+q6hJpdg/irRPD1jaIG1C80XVLO0tDAk11dyRyNbvUhWVY7eIYt4RJIu/dHHdyeX5cr2KWqz3Woh4mA2iIGJE+WOZH+7ck019SWWydltLeW6uGvL2+06fQ7BjdmJYrnXLO6fULS20ePIh1W7DRRXdiJrqey1K4kAQAraxLc39h4flu7TWXuNe1Kw1i3uNYijN3a6BpT+JITYm7voZNX8jU9XnjGlteCS01PRrK0vpZrlLm0tdNSVbnKbLi5jBjVvKkZLJ4Vcl4o2igSNWZYWiLStHG7sSCuFBLLq/Gva5qWsxLd6fprS2/h3w9Z3d3PcyaT4b0e0FhYRTvdXEzzzzzO1wIFRVtLS3it7eTyImdrIkUF9jrtLsQY7e5nZhx80zJhVmP8SDhQFOeaAG7JnEK2zBJJ4JZlMkkSOGN3dPFM9wiHyxFLYq8kMmElTgnL815p7CzjuLqzEkmnQ20VxE0DCC4YCO2eXZNJjy2jMlwtuZ/3Gy3XzAC3EzDzDbRukMUKWVrK8yyvHNqEUhur1Ytwzby6ezXeJzGC0zMqRSbcMMzVJgthFOVgXzJtIuU2o8sdwkt+irava7W8w3FujtLbTbI3mYRyMg5YA6aw07V4GTSYYZ7DU71rzxIyJaQXt5Iwk8vw7PqFq4uUnm0COSa60fypljlu5pIpT5WEXPjtmuP+Envbua8tYJ7qLRLXTwNLEusxTW4aS2vbe8MltG2p3VvOt/DCzTQXN2ptseQuLXiKxS88R3Vnqt1e6bZ2nhPw2uoT6Nq8ENxD9o8LW/iOeyh0+GfTprefULi5itNMitpZbaVmdElnu/kZlzFZtZzabBpc+oPDb6aU07T3lvruzyYZlbULIQLdWTMH8j+1lljvYbsTrHuKStGAXI9QXZpVtaQeIZra1vJrpdN0i8tNEsoxrllFY6iNWa4MEmpXdstnHqE0CzJp6/2Yl7b7JtRNu2fp8+tu97rOn2eoXjS6Pcajca1dJPp03kf8IRaXdt4eMdrGZ/DseneININ+13F/pN7qJsHmmfEpkYkaSC31K5s7Sa5t76fTtP8N3SXV7b2lhHHqepxXKBBqWo37yy6bcpNpdzZqk0mpfbUvXg06ASZeuS61f2ckuozaox0+HU4kl0uKa2iktb+W0msPtFl/aEKXtz9ndIBHLJcC3ZI2EPkxXSIAbd5b3NnqMuiXt1f3GoWyXWixa3f3vk654kbwzoPjLW7uS6t9Sgdri2tre/l1XSLtJxbNdWNm8Sy28y20jrNf7Q1DzFF1KHi0vVNPgg1GFoGjutR/tGRrPzhBFAtrcjxFpMKyFDb2eso0EUiS5D9Q0w2l/e6T/Z2rLo9p4l1TQI7/XbK5d7rQLDxXZ3+h6kltc6tMYbJtEs9N1Gytra6N1eaPHJDJ/o7cZs0l5JYae0cUlvba7f67NJbxW9qbjT20tdGllgvolS+msVtNautRttLjmbOl2UFtbzSm4mMUQBPHbPIkBmvrbSJr4yxu0c80XlWt1ciXzzBfs0cwdoRp1hPaRxwtdBoR5cLEmzLoFpdreTXWna5dQ/ZZ7KR9YlEX2X+0b1xY3dpd6ZcpFarZRz3Fzc6BJG76I8K3tq7G4jWsQaHb3TeMpdRvvDtrqo+Ifwt+GHhCx1nxpomi2trd/FaKWC9+JHjeK+u5/E8fw/8Di1bUI7bTNLXTPEviTVNO8PzX+moJJxY8SeDtE8N2Wna94K1Xxh4e8Q2Xiqw8NaX4V+Kes6vBrPxCujqzeG55fBHhPW/D2hSeGr/AEe+tb/xbd2zR+KNIuPDkNzdWWtSixtY5gBY5oLCeJJbUw2qabDf6db2sckNrq2k67PK0epS3K77rSdMsBpQg15oUfUYdQ0Szs3hjvrl5FSS4bTbW4eEXlxfWdlGdJ1GOWYeZqFpsttG1fU9InMRm0nRNR/sG91qSB1iurbV30tYGSSOePRlvlvtM8LeLbdtZgtr6LXNWvdOsbKS+ZNE8QJ4fuvG1tZkRiTUX0HU9YuHvLBWttbPkfb7OI3M80cjbu3vkSGwuHltZNS8vQsQTaOza9qOp2Nvqt++n2l5eXd0+n65r15bCC4hmtBDocNvZ2UhtJLWSYAktYtJ0vW9dOjW1xYahpHim8fTNZ0+8Gs3mm6Z4o0fwpd3NrcQ2Ulra3uowmxujcaTexy28d3Y/wBl+YIXvWapDHZadfa9FpXhG10aCyt459Tski0mC1uZtQWW5XVLl7X90Hv7yS51GHR4pDJbQ3eYyINlVtQIvbm11eOGQzN4f0Gz1BZIBa2EGq3WqeIptGsrX+z98dy1xBqNrcw3OpTx3NxG1qbxvKv7e3eca1JbRaveHV7OaLT49Iln0H7PqWn6heWn2ebSI9Tujb6Tq1jeWVpDaARQ2csWom4gVLiKG2mU0AV7l5pLSfVUjtdVsbu4g0Py/D+tWWiNcXsvlPY6bPcXdtMIBezh4baWPmUpIEJYYq9rh/s1Ljw9YxaXYXWrxX6auNCmn1Bo7OQ2gurPVtS1UMNXci5Wya8tAhRy7220xqFtLa2zSRzXGs6bY6LDqGlXUOpf6RFp4v7O4ivbFr6OW1tI4JUmaXbCYy9tI7KjIX4yTM+o6pqmoI6yi8vb2G0Ic+UbY6p9qt7e2d2ZIbeSSPdCN6gpIgkaRssQCWJBEgVTFHGYkEJVtmESckvkqd82fMtwDyFSZc/Lk2kjv5zI0Ml1AVfZMkd2ADPsRpSwKqN4L7DtyvyjBJzUQjkRFie3bdGsoeWMxTgbpWDKvlyv5uxZWkWMKvlvvbLfNiEzWcPF49jE7FmiFw93G5jV2ibAMi58u4jnhfGdk0UsRO6NgAB4HmSSH+07C2mihgga1cul4Wt7WJo5Yp4beXS7eOFbcQsby+02GS4l+yxxPczWyyZuriC60XVPIiFxJaWEt8TfXkHhNLRbJtMv7S6u9a1q31XSIILO4hQvLd6po8V45i0+3uJv7RW0n1Xj327+dE7xmxnEVq9r5it5Vq8lqrRiJEPkyRoXb7Kk9uMXazQvHGy07x7yewmtob7VbG81ALZ6W+j+I9X0C8OoaqbKBb19U8P/ANs6rAqXjR6ow1W21VrZLL7J51kVW+gAN3V9Sn1DXdb+Isl7daVYeIvC/wAPpNc8S2ln4UvdU1n+xvDem2EWmeH7S412Wz1LxA2lvFBbW2hXdutlcAXdwILK0mC4G29uFSQfZdK0yK71Sew8O6aks1hZQrNunnvWtJbG31W/SIx3mu38clzEbybUzbX8liYJTq6zc295bW90mqQvYzeIfCVg9xpj3Woyaj9rF/BaS3ude0+D7XJd202pSSahHqFxdW7+fYyWMrfZ4q3nRzpbC102/wBL1WRvE1n4lvpPENlq1t4ijuRa2nhNbK2Xwx4XHh2+j0Vdah8TCLU/G0GuPPo5u76CaxmFwAUnewlhgzp8DeXJcIkluwhiuEt4Xk/s2NV02a8uX8y7YLM96GtMohaVpAY77bZYp7lLfT47vyvEb3kjalCn9oPaaLeX4vyLmaRNUktnuLmd7S7hnu0tkuZLWGCaZio9z9si0hL2K50+DVIprjw7qsM2iXmlareRXOoadqMF2lte3ep2Wo2cup6VpeJ7jSLezvJdNF/4fRta0m+lf4UDX/i3T7AW66hafYdY1y/CTW8lvpc1hDqa3t9qIsdJ1qW3tnYLZXssEonW50m4ttQW3iSW40cAjEcF2beaW30yCXT9Lls72/S0tJ0tbLRb+4jtdcRre3hvbbUPs+r3/h/XzcauLS/s7iw1KFtKQWcWkREx2E4k1WP7JPeWDfbAW0exlu47bUYlNvHei0sbm5mfSrIzOsg1GZEOoPALoW1s11VQWl9pQuJ9O0ua31ie80mS4utA1Szum0i+XVrLXY9K125tPCen28tvY6xf6VrGmS+JLvT74QWmr3PgPXB4Z0W70i/aC5liKRWKnfa3nie7fT/Df9maZu024ltNR1O7t9AgtIkuEY+eNX36Ho0G/fJfLPNolpOATaxoMVzfLdappOjWc8HnafY383h3RvEOmapL9hiF0dUttbn1Lw7cTnzt1nc3un3MNhKqy+H3tr6EiDJh0W+jmW21Hx3c6gXkiis7rxP428S+KfFWlWVpBc6fbXOk2HjzVrS60vS8TrYtDb6fLpkkKQ6ppaKbWDV4bxjgs9qz6Wl/BDc3E9rZyy6PaW9vLFLveO8uGvbCG9kgt5k/s+512+1m4jaCCPfAqHT6i+0Pdaaba41DVNUgke1vtag1FtTh0aOaJruODUL7xF/b9zcreW8senXUUkam2uozqatG9gsFgwASX1hpUej20T3up2uq2EV9put3uoy2strqmma7aXWuW+pT3d7qOpTjxe0Q1K91zV9HtPLv4tQ8O+IDbWhSzEWkvYzWVpc6Jqek3H2i0stSudR8H+NPDl5NDdf2E2i6HoeragLS3h03xDbXcaX+o3za1oNrfWtr4QuWilu7BXk21v7/AEn7PPqM1xaTWuqaZBeaZK8qS+I7gvf2zxFrqzt71rO+k+z2UKaTqdvFM93olja27arHYmOvJHfuk+p6jp9ndXTppOsWGuapbzWVtrTSWNj4Tiiu7uW9itdTuHOq+Hp766bVTquh+GvDDQ6Ws00x0/TgBsYdRYALdWdpeReCdPtSb/QLU2mqap9js7yyg154PObTr6XwBA1orzPpsV62sm18TXK/aoWc876NPqxu7K0u7u60zRLCz06W9k0Uf6Hqeoy3upfZtLbUtIvIPNlhiFlf6fc2F5DCXiaKNZI7hulNptvc/wBo3dxpdjDc6vZ6vLPLFp09rJFc6/Za3qN5oV4NP0xfDltpnhi61axtbJ9H1XWon8U/YNB8M3B1LStBtMHT45Iwb++tbWPVtTjXxFqdlYXmhOIW1Ei8W2W3s1uL2CSwiuI4XTULCzDeUz/ZLYs1vEAT3TXV4Y7vVdSuNXvxbIiNdNplrYWYiUxrFZWmn2ekaVaQLEVRv9AVpmUPO00uGrTuoY4bmOFtm06fK0jGS8s3nlnhhDXEHkxxsRjEYZFjic/NHIPmkpwtVRre7u7u+LJG8lhaxJZS28cc+JN8l3bJbxhpmLbAkCTI+5fPUbqZPMXuUW2WWL/Q5l2x3YmVpTKTbpIYgVaMFNpt5pXcAyKGhEkczADCjAM0V1d2+1HCxq9jqIOIpBHItvqNrcTRJJHbDaWkLN58Z82IyKjQ3aai8ipaT6fGYIkiuk1Vtt0tyczMPLubiGSJPKlhyoiRWl82T5nd3aVsGOVAIyHDl/3BK48ucSQuEnmf93LC3JVCnmFG+RfNMw1CO0kuA15ewedczSoILuzjjeJW+zwuE8zcMRW6RHfhj5e4gAgUARKhYXDXMUcEMUAjRJruSQXck0DRLDbQzy6bK0pSZLpXZSYrflrU4O9sj3Ys557GS5XULOK31aNGt5bAaZeadJb6zpl7p00t8k9xeaVd2NhJaXmn2bMWtIpWAM7Bn+YGYpEqM7mWQPPu1JWRPsGx44JpPkm2S6hucGOWGKKC3RfKk5o6neWtpau19qn2eOO1luJppGYJHplkkE80sMFzbvLEWtLTdJHZ3TSrbpdR+VIvmCgDcgC6tp97o+lPNq2rz6lpccfgu8vrP/hIb7RWml1HUYJNBsdSi8bahqbXgjGmzQeH7gyarNMINTtdOcIciGaKW9ksxPFJqOn3h/tHTTb3UGraWZAwaz1PT7vT11CyuYXle3+y3cQEs1nNGrTuPMFi4sreaPU/CvinQtN/tbwx4lOiak+t6fc3XibR28Ixy6VZW3hWeTV44o/Dy6dNBbtq8NhdGTV401XwnrVqIiTbufttzBY2EWoeIfEunaVp+n6XF4d8YeMda1zU9P0vS4biK0/4Q7xv4muNY1DRL+3ivrqQaFqkt74M1W7lL6xpM8zLNGAQ2WoXVhNpV1pfhae4XS54PEWrnxx49n1P4T+JfGGl+IdAHhe3uPh9rvhLwxDpD/2Tb+ILTxnY6t4x8ZWWt6dq9vpiXslpaXmh6rWsrHT9HsF097qXV795ILvUvEGt63r8LX7zXGo2l7Lq0t1E+oeV/bGt3k3h6zk8SCDUDHJqlrM89mtg7Yb+zgvDZ2uvQwyar/avhzTdO8b6Ja+G7tjcLpwn1CLTdc1XW/CsYdb6D+x7zSdev759TtLjU5rGxFsiNttbalby6Xf2ul6rPf6lHFeafDDZ3unxWKJo2s28uo3dpPNNdXFzqvinSpLDTSkMmoae2nTXk95Na2dhGQDPYXF4txf2JiD6Lp2p6rc3ekXPiSe2sl0m30SHTL29s/CUer250621zWdHsrJ9VlsNCtpPFVjDop0u2gfTrehZW8F5d262+nTvqFq8876faWJngtGOoHSrNINWvbiyvRJZav5Mi6O+nmF7tYYIJUvQlsNG+1KLzorO0128u7sNax6VFBpNjqmmSXsWmWFxYJbs0+uTX0Pi1IPBTaBeT2Fu011faF4X8TaBDdL40W4zoNVE1lpekeFruKTw3faWtj4f0+9WO4WT+xb99I1rzYb+XULOxurXW/L1zT1ge7vJ7XWbfVbvyb+YSAA1YrV1QaOwtoDe37T3MOoCOSKOXTUkSzOBolvrGi6hG0Mkt7c69pBsFjYxi8v5zHa027mZJW1VkjupEk+2pF9lsNZntdRvLJLfybczaJa6IY5LMvcW41JITb2254LOHU2+zPkXNnKE8nVNS0m2aygNvEL+K3mtjcRtJdWdzeiK1jjivFjeRRqEMMTW0mJd/mfPVzQrJ9U05NRuI/tFnFAlvoFgtxNLf6oyy+VdXy2/yy3sSxGQ6YL+G8N7GJ7jzC8caMAS20TR3d1La2+oLbz6tIZdPKaXd+Sg1S1fU5rqaz8O+GbCOVtUltMSfZtRmjs/stzNLLe288i1r6BbLQtZubFLl7q4uNOsNTksLW4udFufDqj7BFqEGh/ZpdI0e0sNXXwpcalr8Wh+G47rxLosTCaZF8mS8Vht0led444NOtvEVhLNdtczx2zaTZRXdnfyCGJpYoVfSZ4ETUHs7a50uBkkhVbdWgfol7b6ff3PjzxDJeDRfhY+n6ho1jcGBbdPEV34w8LeJ/AFzb6PqkEEepWct14buHsTPc+JbCTxHrFzpek6Sk1nPqdqAU9Vg1G8TXrO1k1extINUXw9rM1l8Vm8Raq2taiuk3WonV7tNa/svxnFo+otZ2suvWXguPSr8xWiTXIv9LiAm8T3E93PZ2ssqTWGm/2voml2iS6hBNE9ne332LRUke/1H7Pc281zYXNzpdzBpjSyXRuo9Kljuft8tPw/oref4M8N3k1lqcnhazTWrnUdSujrGvX/AIo1m3iv28QX/iH7Ho+v32l6jqT+HtGu9AhvR/wjdtHJFH9ovLrXNSu1vHli1DQbVxcaZf8Ahye1tLm7ke50jV08P/2xoWjabpWvaun9lzaxd6Tbpc6PNq0kiX11ZQ26qIZlzQBoPIkjRRxMHEdrF5ohN00cs8SKk1v5Zge3hntZQyblkkmbJdYlQEVUl8yS7u/NDB0mVQ07Ss1uFi3LH5llHFGRC7M37m4dnKqCA5KJqMrLNN50sIjjvr22kmgJjgZorx9gilm1C7u50RdsIuZrg3B3YcgHdWPbh3jllMiQ/bLq5Z4N0IkjKySRQbBJJLhl8tg4KMS37wyKCHYAlbB3sqyBmZ1ECNeBIxNb3Almxcy3cpUKJDl3QiSQKrMWCUshlBAV9Qz8xdrS6EEckjyPIzu0VpK1zIS203M7tO6KiPxGtEqzxwFpnniiaOIl3KzKoI8wgSJPEQrRTLKWUgK7LEF5JDwqyM5+2TxYfBWOKN1ztVjhoRChCljGpCAsqKxOWNADXbKFHePy3JmkEF258gI9s/lSTSKs832SOLG92G+KF4gWO0tjaldiys5tVkV4o9O1zwzeSxm3T7NKmh+JIvEWr6a6ssiSJrujaVfaOYyF82GXU5jn7K61qTlFguWL7JTBfRRHzREryNaPYRvtMchldbiaC7iikiUM9sYmeNJTKulZ2d5q+m6ppdlbXN3dJPpPjHRtMt9PS8ivLTwZY6yvijT9Su1vJZPtYsPFN/eac94kEVzi+gkj/c2rOAanjia5vviN4k3Wusahcf2f4VuSy6VdTNdadceDo9TT+zb6FJDf6fbacfOklt9uy4SVQg8oueant5grWjwQ28DWNtd3ighhNHqNss8dnBMZpElcWYhnvirBl81cqrBsSRXVrrOj6Ppl7Hq2u6K9zZ6n4R13wp46t/BvxI0HxAJJdQiVdb1fV9F8OaxYL9putLtvBrNNq+oaS39g6bpmobHAu3FvoFrrgttRW70WLSNb8NWl94cvfhD8Th8TYxcoZ/F7+KPh9eaVoV5pWnXMBtI/CniDw3b+IrGxtLq61e/kure3itpwCGPVLa5U2yPY6paQyFvsd9DbanZxRxtLHCVhu1ZYobmCW7kMlq0TvHBuDbYiRjWfh/4bjXz4Z8RXk/w80dbKe9YaD4u1zwgvifxNca/4YGh+DkvYYdQvrBvEdtf+M9ZvZdLuIA50WXR98R1wqddtbgutShisra08IeD/AApp1zpnh+1htrDQ9XZbvU7fXvFmr+IL29bVbnV7fWJI4ZLXRpNPik8HaJYajp8V4t5ruoafYU4Z9b0bRbKXUE0/SYZPslhPqniTxtoh1F7me4stXW6t/C9vqN74nubW6nvdOurXWLXSZLWczx/ZJFAoAspPpU2pzWuk+FNK8M6PbfEHUvE9j4quor7UviTruhaZFPfzeELq+LtpemafpnjjX/FNz4VngWO38Xado/gLWfE/lXWmTbX3t8LSzEV3C9lcTa7LqN94g1bWLhfF9lpGs+C9CsbjSNN8DaNbt4PaDT/7A0K9ttfu5ftMwik0fU4lhgMhz4jcTqG1Hxhp/hHQ1uY72f7Dpl0b2bTZ9Ftz9uj0ceVfWLS+H5ILeV9biid4prtpWkuppWnW1sNKsBnT9I8V+Ib0abcOf7Z0aDQLRpLqWaKWSxlm12K3iM1s1tEyPb/ariYsZftSK8rgC2cY1UNcHw3p/gvQrJjcR2zatqt/qt1dgQSLJrt5rwe+1RUYfaNRgYQzPFMlvajyFjrR1K8m1GGRr241GDRrjVfterz6DbxWl5e6JaW832+zsJLpFmT/AEJribSLAtFaW8rPDc5Uhljvrm61G9lOpzaRognu7PzILO9XV7mBEtFCG6NsL3TLO7R0iF097dXUlzgTLAoCxB0Oi6frjSW91Y614iSezuYrzSLk63NM2+3uIY5Y106TTXFnBLK06XEEVrPKkpgkPlDaQChbW2p65f2ui6Hpc06Wd5b214yaVaNDo0drosmjxat4gvUY6fqmq3vhiR7131IXGlQSi+itI2sFmqLWr3Qbi30Lwvpja1c/Dvw5dw6SviGxum8SaV4w8Q+KLJvGHj3WtR02SNIU1rT9UiOgfDqKwcy3+jaL8R44I7WeZJhpXmpX2ujV/BPhrW49A0HRtE/sv4s6z4ct75za21zpukwWvhPw3eW0F5DL4ju7TVbi91XVrW9E3hPTdRsTfRwx37S1PaRWI8PL4Ls4tPXS9cg0G4jaSXNlYXOg2Wu6R4f1vTbmG9N3puq+E0vNR1IXCNHca4R4isJUmgmckAtwwWGu+KIZ7u2tNZsr59H8OavPDFdWWsaXBqOn6r4j8TWkmjajPEdN1awtP7Y0m/eKaW2FpdTQ2JdYLMR81ZxTSP4nlCRQyae6WcklhcXutRPZ6feyWrTm4vZDFPG97C073kayia5d7iFTDtIt6bJdWWqSLd2p0/XdE1a/0DX9F1SzjnaO5sZxY3SM00ayPG2os+p6LqtkN17bpFdW9ytvfzrcV9PtorfQL2CKbTZpbPT3tpHkF4wtWvYL2XbbG4t7Sea8juHkkjexE5giUSmSPPABo3iSw2czrpkv2y7upD5M89ms1xJqZU/aFS3Xylt7dR5rFAGljO44kzUJsp7dGhZ1kCxhkmmSCdnMQj8n7LIQoWOWYkL5mXBjOW5IMMqxpp1hfRRPIz2mjkoW1D7WtrMnlkRrMB+5ZgSZm+Z4zvYvnNPjlSZxEhkd1c7oW/e3LR/vHmFtFvOyAhlOW2plWLFQSaAHRpcQmUxxG2Z4xJcSRlViu4Y49pt/3wdmPmvCTGQFZ0YqQix5ikubhSGLwB5FEknmxz7/ADG+8cRKVA4GAeR3AGKuEsWKuhZ2jHmM55RC1uRFL8/lxGLcQCuN+UUt8rVKkV1IFeKxuU3xW0zsIpWEzXVpb3iTqysQySwXETIw+8m1u9AGVdlTBJI0siNNuUCF0WS33F4VJkhtkyPNbZFshZhPI8xeSKREW5rsUiavoWrRvbwX/h7xDdavoOqw2d6iaPqdjqGgXX9tWZu3tLq51B49PSOe7UTWcds05sYkuWtrqGpfMI0BCIwguomCOuY5Dbw6dexiRMhQn2iZmaKIRxMoVCmzcG09Sn+zm1uPJjlW9t7YXNs7XCQyC4hvLdkD288F1FHGi5hjhuY448+WFMCpCoBQSbwrcu91rEOt+BNau7lZL/X/AAVoreI/Cd5p8lhNE6R+EVhtfEdjqesa0Rfa/dXviCbSnilZdPU5KrXWXwxpVpbW9z8cNFsrBrXT7iaLQPDr3Oo2+nQn7H4l1aLRrfTLdjc6U10lxLBpl9dNYRK41q7tcCV9G3tkuNIk1NHltZHt9Mla3t3zb7rqZoZMNci4uwqKAYlF0Aj5bnJB7jwZ4PbxPN4nsT4q8W+H7bTNB1/SJB4W1Cx0W51nR/HNtBp3ijR/EGoRaZJqOs6Xq1ki21zZXd28Mlvm3dWt2aIgHn9zdaRY3dzaaBp/jzxBrlvJ4hNpB4tll0DRIfEvg4Wcuq6nf+C7zwidT1Sz03xFd6N4Ujtbs3vh9n1j+19R1CTT01CDTr1paaH4duYnuNLkudZE2oLJ40vb6HxBZWdlcWNpYaRoelXEP+i+HdNg0hNRiXwxqkcuqWSvBKZ9OgU210/4nWifCjXVfwzPe3M9jqVrfzT65e3Wp/2xeXuq/D7xzez65ZmWHTdTa91+ytpL5J7LytQtUe2vo7lbi4aWfU7K207UrnTI4luNPk165uYbK7AntdPddL8HzSDS7YhYNOFx/aEsUrWkcUot47eGGSFIQCAU5prV7aK5j+xz+QGuodTsmt7d2gW2guJru4m05raKO123lrdt5ieZawp5bsspEYQ+cVkx50KIkkebCOe4+1agI9MiIRVjge5i83VrCzjYrcfari4+yr9udnhbOstQufNEcjm4jbUtPmdLtnu0eNtOuIZrQpcvKgs54o0SSBVULtDwGGQB65DVviLrHh+z8F6paWOj3M15dXt7Lb38F7cWP/IgR+KobRrVdQijuLK011LK/toLz7SVfTbKOR5IvtSXQB6TePbaWs327FpFFYi8lklu/wCx5bNTOYIZS2rjTtTvRNKhjlexttYlF2nnR6bIu50z5oE8Stc6A9/qOm6HaapFB4t1LRtWvItZv7aEadLbWvh/xhLo3h66it7281CzN/LHoOuX1pZxanb3NtF/oU02tp3gdo9FuLmPxn47R7LSrnTo4/7ejkhm0ufxIiXGlXsc1hKL/TZ7q4k1U2d4ZoYtWxe2ywONpq+KLGPwvb+EtIsJJLm28S+H/EmqalJqYhvrlNQbUh4ejvdOmkhU6XeW1q7XVveaeLe7XUNl087+TDHGAZDXFte+F/CF7pzw+H/Di6Brk1vZaXpwurXRJ5/CWs3uiaPrWl6YJ/EcFpo3jLwjZxeIda1HTLjUrnUdX07y5pGvrGIdHYW9vrfiO91m7tNA0200o+KvEbWlvo+k2+kwGzTT9ev7DQY9S0nXYNXh07xn4i8UahDqniKK9tJrfWNEgs4ZbGK9SLJ1B7y40/VNZudQnmuNZk8f6pq0EdvplhZ6lf8Ahu/l0aG4vrfS7CwF3/athdyR67DcNLb6lOPtrwpey3NxOXyHVdW0zQ7p3a0vdD8Pa9czEJNezX0emeI7ecz3d2lxLc/2jceGNE1TVJ7oz31/qtjFeXF2xGygDMi1N9Rt9M8RXsNhpyWPhbwb4Z1WCK0jYXcVv4fsL2+8Vvc6fpySjUk8U6re295A9haG98PxpHIdSi00MN21N5DLZXkIVrLXIoVWaeOyihuo/smpXVpe6brV5LeSW72VrGDLK727xQSKl9bzGNESrPfXek21jf29xLLLZ21lawRXDFraO2uIp9HMMcEflJBHHYW8FvGtv5IMUMdvL5tqogro7vwTpGhxWmv2kuoNPcWun3kdo90IbWxur+HTNQuZrOeyitNVSQzXE0cLT6lObe2lkgg8tHcMActE8Z0GxEKieKD+zkhuob2LUIGiS6mCbriwHkFQp2mc3kXm7tyW6A4Ezu8qLHcj7REBG6i5tzcqu/KrHGZJWeOJw3yksoRsMrqTzJZRLqtpoXmkwi9v5zOsSxzZMazPGwe/S9k3RsPkLOxGT65qPYoMsfzEBZiWeSR93lOI1yjOYfuschY1A/hCjigCHyrZUYIot2OVRobvU7K1iz5qxyxxRzXrI9xHFcIY5JduDmYKjBXq32mxXEiNFBZKER1YS28Jfc9xPPt3iaHdHEsqwQZijKQRRRYbyw7awhBcx+ZIQ0MTbm8uVwftVvbjY80chTbHdThNmNnmNsxkg2bXTkvE82WaQN5Vi37q30+MFrnTLG9lJCWQBJnupSv91Nka4RFAAP/Z) |
Laplacian |
![](data:image/jpeg;base64,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) |
LaplacianLarge |
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) 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Sharpen |
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) 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) 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) 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) |
GaussianLaplacian |
Dog - ReLU Activation
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) |
Identity |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEASABIAAD/wAARCACMAIwDASIAAhEBAxEB/8QBogAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoLEAACAQMDAgQDBQUEBAAAAX0BAgMABBEFEiExQQYTUWEHInEUMoGRoQgjQrHBFVLR8CQzYnKCCQoWFxgZGiUmJygpKjQ1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4eLj5OXm5+jp6vHy8/T19vf4+foBAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKCxEAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9sAhAABAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQH/2gAMAwEAAhEDEQA/AP4i/EmnzWz/AA5sHDlXS3uXwDlIsxbjycED73tj2Fb/AIn8U6f4W8X2+o6C32/Wx9ijjYjclmU28ZVgFYMO+Pr0x3fjnU/Dy+K/C+jWdm02q2tutnNKQBHDAuWOz92DztABz+WOPmHW9q+O72KCbyz/AGmI1DfNwnTDEZySM8HqT3oA+9fBep32v3j6xq2Pt92YPOcYO0lRkkhnGcH17fhXpHxHvvs3hO5S1QssMYyy/dbJGWYiRu49F7jvz5x8KciyaK6j+0PhWDnnaoUYJyS3p1H49hn/ABN8XX/2RtHidUWadYGUAFWiY4AO4joepyaAPbf2MfgHrv7QHxT8L6BZwt9gtZre+1O4Rd0cNusiGTzDvYAMEbOccflX94/7PPw+0H4JfBuw0i1tY4dUghg8qZQAJolgDE5KEZLhskP1bp6/g3/wRD+Ad1pngzXviVLBbSDVYYtNs2kjyQMDlGOeQHb7p524+n9EWvaTeWmkadp8BaeaRUG3bhQMINuMZ4Dg87/u+woA+kfAWpNr2hSJqlvHi5idbfyPN3yEFkUupSEE5yDh3GPXJr8wv24vhKPHXgnxz4etvLjnsdNu9Ujkk+YoYkdlXCjOTmM/xDI+lfeHwi1fVNK1KfRZfsyRG3LxoVVZFLckDaFUkAgZZM57183/ALUJ1OwvtYuYgscWu6NqFlIMF0kJt5TlxgY+ZM5OcdM85oA/h28UardaX4nuILO0fTporqfTdSkIGycRNJGJUIljw2V7qRz09OGvbJZ1uIofnnuGN07ZBdtkaYZRuYEhsEkFuhyK9h+JUMDfEXx1puoCd/7L8SXzCKAERshuGzliu3ABLde9U/Eln4Vn0Ce+0CMQ39pbrHJKHUlRI0cbovzHLc4P19aAOOtdb1DxDb2M8rjT7PTHjsXuQjBpMkR/veMkCKUJ9TW54jh0u2uJNU1TU5Z47GONz9nSZnkfzUfZGgglbYSkZLGP+AHcMjPjl7qmr+GrZLSaJYUmlt5zBLGmJN0qlJVAwWy65PI4Uda+ibgaU2i6Tq97DFcXl/p8QmtYocqFWNSm6PZKV3psyfL5LHk5IIB85+MvEmgXsti0mlatbyyp528DKeQm0KhQys6jAKElUH7rGBXL6Zq9tqUz3a6ZNeQRwSQxWzbNsR2KA7BhJjGT6Hk89K7vx1f22oSm1s7X7DJGV+1SyFT5UKyMdsMbuAu4SFiEiU5bvxnHjtbeziF9pWqCCKO1DXUcwKeaSg3bPmj3MR0wMDjigD5E+IPg2e/u5NReR9PgilkKSFQYomdt2N27Hy5x26CvGrvwZqbSiW3vrXUACDGY3wS2TyTkrn/gQr788T6Uup+G5RHbrNY3KNIyvsL+Yc7nBO4HJ4XnI7Cvg14rvTvEx09LW5Rftkaw7cqFUyD58/3fyGKANPW/DviBV06CW2lPkWYMjxr5gBKINuFyeu70571yptry2/dS6TeM4AOREy5DDOcMc85P+eK9n1zxbb6drTLcTybYLeCNUdRJEz8tyJFcdxk471Vl8QXtwwmjvdO8uRFKBwqkLjAGF2jgDsPz60AeneLpNIk+KZtLrTfs1zb2spS8i4UIoXcXx1fJyCc8k15tFoHw41jXpLuw1y6XUo7ySea3uUYiSRHfIXPYkAfhXSeINXFx8R9auiyNHFYzENKOjMeME/7KMcenavLPBUP2rxJ9pVIlczyF2Kgqd7ueASDz2/D6UAfe/gPS5X0uS8sAZA0ZjXy+2F4O3jt27nH0qh4c+G2r/FP4seD/AAPZWk8moazrVvZY2sVCSyBWdhjoAc5rp/BV+mnaRFAk8MAALuVwGD7QcAHsemOvNftD/wAEovh34c8Ya/4i+ImqaJa6rrnh27Eej3UsaN9mk3ACRQUPzjIYYOaAP3E/ZL+Hmkfs1/Crwr8OZfs9tf6XHbyXyxAMz3My5JlHUkPvHIPfNfX9p4/QeP8AQLTWrC4uNLvEQmWGPAhjITB2gYxtkXsOmea8b07w1omo6kdVL351SFUu9RlvFkS2lkQq4iXfgbU3HGMDnNdd8S/Ei+D7nwlr9nYNdnUPK06IxgusczGKEHABO1TNAemMr1HYA7bWPFuj6Z8VrP8As4THS9WlFuZG3RtbEqy7gMjCggt0x8vevAP26PE9t4R0RPK1NZ7rU1MFqikPKrXKtGoCg/3mkGcfwj1r6E0L4e6h4yzrs+nSXWp2ySXcMVum0Z/eMqfJk7iCU7cn6gflf+1z8IP2rfiB4ze40jwpfLoOjTZtGuopDkpJgSAMg3Ywz/XdzwKAP5u/jPFqeg/FLxLYRxRHUNYvZb2aaSNSGimJfymOBtLrgcn8+teYaFbpJBdXF9bTm2k1BluoYjmK2jhIlLO2OjvFgDjhh+Ht37Qum6v4G8f+J9K8a291ceKxLvkJhdGjdTsVIyw/1Y28kcAHmvl7VvFeoWVvDFZOWg1SMnUNOgIJtz85MkhGSCEznjqMUAUPi1qsninV7M6RYbvsMP2JEUAqbe3ZQsy4Bzy75PTC5r1Pwx4itG06Wxms2utQtNM852wPJhMUci7Gz8oAZM49E6HpXmT2OoRJHq+lKlzbQ23l3XzlpPnEjuqIQvzAbgewLpXJ3niLU7W0M8M32Q3LG3ktoIyXliDJuachcry7hsk8FvWgCfUrFtW1We+MjbtQnmzEjgmE+bjZs/uqCgGDjjPeqXji0Gi2VlFaT/a4pIAsikAtEduSrYHBx64rX+Hvm6rrkU3lrcyMFjWBWJTG2MtJjAyTsOTxyprQ+KVhNpdldTeW1tHOSvlsh3O2AG8nK5xknoDQBxfhz+1dV0cR20M89taMRlQzBVyCwfBwFHQcfTArxPx34fFp4linCbWuykisF27NmWPJ/Efh2zX218IYtMtPALzbXtr65LLcbl3POrg7QsZQH34FeGfED4deJPFGuK+iabqU4hjf94LWSOFVfjIJGAAOT0/pQB8zXltpl35/2qOOWTzTGWdM/dVV3bu/Ud+1UI/BfhWZfMuJbhZCT8sEjCMDPAAz/h9K+ndF/Zl8f6nY3Fy1tawQQW8swFy2yS5ZEMrouSSz/dGOPmr5z1S7g0rULvTHgSOWxnktZkZgCssTFX7jIJGQfQigDTi0RtW1fxtNawPcyRIYYuDhGaGdyAQh4BYAc9vpnqPhz4f8LadaahbN/pHiKLaWZseTbt+6JjyWwWxv7dx0rS82ey07xLc6TdWttc3MgSZR85wygHJ5XeOB/F1PtXOeB7G8OoC1jLPJcSCSa65BlLFCS5GGI3YABJGPQUAfQekWkDadcXVwjqFGC0YyFKjA2jcRj1x+NfsP/wAEvfjZD8LPh/8AECfzI5WudVHlhiGuECyIdyJuUE8c5B+navyMhtNV0/TpolIkTYGUHB3cY5DYPPPTJ6+9fu5/wTh/Zo0P4q+GtC03w/ps8t7fXK3vizUGjkFpYR8FgWAVcnsCTk4+tAH60fCL9r2D4lzWPhC6sEWDUXtbYX1tbIL64LNFFKoAVGB8sh8jGduMmv1b1/4AaHqvgnwvPc3Rhhtzb3cf2uUeer3CWc7jYrMoeK4gQJ+83bQ2ccg+I/Dr4UfCD4K28VlBYaRd6jYKht52gKXNzdKv/LFp0WEfOjEbUlfawx6V9nwzaT4z8MaNM8ksGsJJGY9PZpnkCJ5AGPNjjGAnzYVgnzdCBhgDufhlH8PfhNpVjaapqMlxcTRolq86iQ3SyMxBkIkbB+UKA5PU8Z6eh+Mtd8HeJdIv7aS0H25oh9kgtrdA8gmh4EYSMF9xnOMYHTjiqnh74DGSG31u9lTW72dYZIdPuSpNkE3bvKXzMjbKZBtw/A+6SOdbw/8ABfxLd+O7O+1vT5bLRomja1kXYCv2dFjXePs4bb+4Q4YkZJwT1AB/P3+3d/wTW8PfG7UbTxV4V8N31v4jEc63F01iIvmlQHN08SuXCnkF2UgcHFfzu/Fv/gkv+0V4Ll13VtC0mK/t7YTTGeR5BHPbqzM0UACuvmldyqpKk8jHFf6YfijRtFg0eaXVY7OK3giJeaZUVRHGmGaQlUwuBg5J65wK/nq/bu/a68JfCTUpdK8E6B4f8bsfOilsI2EkdrN86rOWWVGAjdvmUFl6AqeFoA/gt8e6frHwslj8Nav4f1LStZhkI1NZ0ljVE8wK8qqy7W3LFlTt5Vl4PAPjet6pdJGIdJhhEd1H/pTXKIZyHGXK5UbXYyEdjjnng1/RR8cfh74j/bkfULjWvCHhnwvq8CImn63pcEFs8kIkieJJXFmpdo42ZSBMWOPmySTX53+OP2FdY+EvinR7Pxu6r4aihhmutXjLgXhixvh3mOJQSBGvU5M3LZ5IB8U/BTwH438UeJLSbwjol3LJLIlph45TD87MDJvUPtGCxznHHIxzX7QfDv8A4Js3fj3TbDxJ8atVjtLSLElvoViNrKgG8mT91AG3bTksXOMHkkivon9nTwL4I8S33hzRvhho1hFaRR2qM1nDHLPNKjusjzyYJUszg5wOEPPp+6/hb9ni48P2uiz+ILdb1rmKFYomCeXbIV28KYSWIUYIQNwB1oA/HLw3+wR8L1s7dPA3g1Ly0stqy3Mqbm3xsE3CMgRSKepAdzzwOa7XUv2CA8BlTSbOxtrqIhkitI4J1U5BOMFlGB2C/wCH7x3PhzwV4Eghtt2nW63NvuW8tolhKSEEmO4zaor8/wB5ME8d68o8a6/oMOlrHZ6jp+o3coIjiiEaysnynaEjSNGIDPjEeSRwT0oA/mw+Pn7LWmfDLQHlUuEjWXyyqPuQFMu+ELd1HUkcj1r+Vb4paHYr8QfFQENxKv8AakuyRCMOu1ME/vV+bqG46g55zX9qn/BRf4l+Ffh58Ltd8RarJJLqCaZd28dh5ax+Vc3EDJHIFaJmO1trZ29sZHb+L3UNSj1zUNQ1eXVYon1C+uroxyDLIJ5nkVTiTGFVgAOwGKAPQ00XwrpujvZkXVrHdSeZLdXALzSXBJB3FkDFSF6bSM/xdK9o8O/DKysvDGjazbSxCW5uGBuTsDtCZJdoC8H+GM53EewxXkusSWk1r5E4cDzDIHYH5B+8OSoAHYdegY19Y6fcWEvhDwfp8U0E/wBlsfMd4SNzHapxKqjhvnPUk/KegoA5j+yhBNp9hLMJvtVxFGxVlBMZfkEbWBJ+6AG/Cv62/wDgndoeu/DX4W+BNA8Pw2Gm3njS3OozvfRrGYbBIy8k91LKUUJ8oC4CDJ5z0r+Zf4C/BzV/jT8ZvCXhbTLXULuwm1W2a/mtIpmS2jimRzG8iKVVpMYwzLgDriv7H7D4ba1b/DXUvhn4b0kaX4ps/h9No2h6vny5dHX7GyiaSRfMIlmY7xyCCMEnOKAOE8W/8FF/2a/gz8YIvh7qvhHXvivrdjqMNv4m8Q+HbTUdQ0Dw9E7qZZpJNNjEQSKZ4InDXcSBJHJBA3p+4fw88dfs/fFr4f2uv/Cu60+W4vLdbrTLq2KrdCdVT9wYvkmjmZsiRHG9SDlgRz/LD+wh4o8Lfstj43fDb43fDM3XxK1DU7y90rxJ4j0CHXrXxZA87yxWtnd3uNvnSQwo2yRiiFmG3qfpH9gW+8ZeF/2q/GGj6JY+KI/hrrl+2u+GNJkW7Fvp1zdTXUKRw2putkMH2O2028MYLost1cAKuCtAH9PPw6kvLN7SXVLqdNQtoXuJBMxClUjUjI3Sj52XfjdwZT0wceb6t8S/Ger/ABA1HTtR1ufQ/CumvLemZsgzpCzkRW6srKd+1RwucH2GPfvDmkxNaSR6yqLqzWkcrpMNkkaMylFYFyemxeF7dutfJfx/8NXsdvqU0dwLnU9dt107Sra1OPskTDaJMFJFyQ6Ekpj5uVoA+Y/2vf2stZ8VaNL4C+H13c2ibHtb24haQXFyqAxM2Y3Xbvxk5A5PUda/nZ+Mnh3xVpl02rrZyapa6hdFL1JC0t28jPmZ2aU7VUFSQDMx7gV/Qd4f/Z28P+ELCbxZ441TzdRVS/2SUoyKpBbBCrCoYdysSc9+9eMfEz4ffC3x/wCGLmex0/7GbSSfz7q0cQtIQjbHJd3GCx5O2TIIycDgA/HX4eaVeXOlm+8P+aI9MCzajp8JC3W9FEjoh2ozIj+YjhJJlCxKMdM5Pxy8JwfEnwrPpGpwSSQatbSpZ+X5f2u2uo1ba5KIrHDW6llSZCX2jkkFvb/DfhW403xX4r0m2nk0yz0+C7FtImzOqwytIqRvJ5Lh3ZNpJKSDl+M5B6PT9J0m38NzaLPpVxF4isrO6v7bVNyvl8eZ5b/LBu3srkgnnJHfNAHw9/wTqGpfBEfEhNRMVxqPhLVZjp93dxOIo4PNcp808UvCqSTsmX7uRkV+p3hz9pb41+LXk1C0v1v9PimO+3jWf7NHbHC5jxcpEdmAM+S3PevzU8HavP4O0rx7q8ugr4k1bxXdXFg+n6ZBEZoTGTG000KSI2A8jFm2zcBjg4JP6W/sz6l4PPwsS5injW8lsZor2wEayT2l03zi3dD8qlTIBzGrAjHPSgD2aCx8Za3po1rXbyS9h1A+am1ziOIjOzAdm+QnHO7gY46VwV/FbeGrl9Qms7i+hj3yxy5UQQbIzxKJJFiILfLh42Yk9M1DovjPXLe4i0iec2mlQzsVMjEMI9xwgQhUUY9f1FUvi34v02w8IalrtzqH2XQ9Fie81a5SVESaC3UyvFKybCEdVK4bILEck0Afzif8Fwfinfz+GfD3hqC2ube68SX5u0VSImGnxtAF3RwlUMbxqSp2jJdhjsv8zFz4X1y6l89byVA6g7CASvqpzuPB9/8AE/eH7eP7UGqftOftHa7qltdyx+FtBvDoWhWqvvghtLOTY0saqNu2QplTknDDJPU/O6RyxqEULIFAXey5LYA5OefzoA9g1HTEufsgd1jgkUSy+Z1EYVNxyT/dc8Dvz616B4Su7L+1rLStFea/t53gtoY1JZ3nlcxkJnPVsYxn71eOa5qV7qT2lpJELaC1txI0qHElzwoAwOdvyc56+lezfAmyu5fiR4AitrZPOuPEmmCCMKSsrG5jCoy9yWx65x3OaAP64/8AgmT+yrP4I0fQ77V7Kz0fxBq1pH4gjuLpY1umhkjEyEySbWU4wAB7Gv3C+Fvw+8iTxp8QPHOsPaadHMtlaxeYR/aKRNhsMCPlZSMcgYFfnT4S8O3N98SfCOg+I9bvPDdpo3gvSLjUE06d4Z449iKsbou4orqvO8Lx6cV9T/tB/tT/AAu8C/CiTwvoso1iW1t1SMx3Kea0sald08m/DSEgM3BI7j0AOt+O2r/A3UxoH2Lwxb6nrOm7pLUpbwPMH5YM0zI8jkMeMZPzD0qp+zj4U1vSvHV5r9ppttpdtqIxFrOoiC3NtDJdGNEiWYqF8qGVcMo5CH6j8gtP/aesZY08bXN5Adat7lrfTPD0k6lY0BjVJSAyLI2ZFJwzfc+6TXNN+0v8efjB4s0XTrjWNS0TRrbU7W2m/sSVreMWUs4X94sKclU5BIzjBzyKAP6Z9f8A2gl8J6xDoWtailxPFAmzWDKhF/8ANZkxu0T+WY0KFFJHQt2BrF0v4laR4qvtQ12+vcwWFm1xY+bKEhzHEV4YlgOBA2M/8sz3NfjR4p8Y+JfD8WnWWrwX96ltHbql/qU3mXV1F9iDlkbZvwZnden3tpzxXknxR+MHxKu/DNho/ga5uIodbnlhkitHkFzaxgzIPN2mNkRkSNh2yxyOwAPvz4wftRfD6fWZdG1/x3pmjtLdSwywG9hOyBGK/dDcFhnrmpPAOu/BDxdpWqWeleK11Az2zRi2j1SJWllKZEsUSSFnyVHAHQ1/Nf4A+Cdp48+IHja9+P8A8QDo+p3fjCy8NeF9JvdTuLaYRXcqedqUgYpFsCuUjJk+8mecE19Nf8FAv2Z/h1+wh8NvAnx1/Zy+NevnxrpOqWKX/gvWdY+1R+MlVEuLqTTbeK9uV8iRSUiLCHIK/JxQB+hPi/SJfCnjWbSb2wujaywuunSxK0pvIJAFEzPjPyeZuIJ6OemKLaWy0NJH1PS7q7WVkihuolP+rnceZvAzhFieaP6oDnoag+F3xFn+NvwS+FPxglldNdls4Y9XsCqsY22yxSgqctsDQqxGCuDnPr1fxQv1TTLVdKkiiR0VFWE+ZLOVLFQwjVRGPJjYMCCNxbtyQDM+BJ+A3hXx1r+mahY26eIJr1LhJpXQxSJem4NwvlS7g3mNMOVxw4IxzX0fpdr4V0DxJ4tuvAngCOy0mzga5vdyvJbTSSAFrsZyg3YBKqMDBr8Mv2jLnxHoPjfSvHPhgXttPZ2UcOrJAZEiFxALZcgDaXI8mTLBeobkYxXtPwO/bp8Q2+n60+vavHcrapBaajo0kQa4liYoGmlLSRsyKWPDAjHGaAPqb4iXHiK61SLxdDax3WkXupR2C2lkzQskplxscBkKhQeTj61+K3/BZf8AbdvvhT4Ej+BvhK5i0/WfElgi60llOXlhheMlorhkYnIAO7JPP6fpV8Wv2l/ht4d0U6/4i8YaV4e0Xyzq1lA8sUQku/KZ1Uw+YWLZwuQOvav4pf2z/jBe/tFfH/xb4gtdSOoWMuozW2nTs+Ynt0JRGjyeFYHIoA8J8Fi7nme/n2yPOTIsjEsWdvmJJP8AFkjP1r19BqE6+ZHiNem3KdR36jqMGsTw14duNN0qK0mtlaaNN3mqc4+UcA49sdeO1WlmurbMUnysCSAeu042np3HNAH0E/hOG4la+vtYgtVtYwhtGADOATkRliDznjCP+FfSnwe1XT9I1DQvEOhae2paj4Z1XT9RTdGQVNrc7t48sxu3AJAWKUkdux8Q1aGz/sSe+ulQubfMUXG5mBG3PJJxkjljnuDUHgG/vNT/ALI0ueefTo73UbSKBLcJ86pNvbzPNEasojRhgMvBPBPIAP6kPiX+0Z4vXTk/aDnuH0TTLrwVpljq8qecJb2W1hKLawQCAMru6bSWjztP41+IPxD/AGm/jN8T/E934hstXu7Lw/FdO9vo8Ej+Y1tnIe6++5aQZyG2gHGFr7H/AGnb26T9mbwjAuou+j6Qlja3UVonyyywww7vNQQSKh3fK23YM5PPWvy31D4xeGv7J03T/D+hS6Prtozw69duS0OqRKWKNChubkKxYQk4jts4b5eeQD6S0v8AaFuUj0eXVLK6jlguEC3e6RUmYOuR80iqc7cnCc9MV+2H7KPxA0vxz4dtdX0i2t11a3jVpozIWeVkZAGAAJLqFAOCOTnPU1/PDdatL4m8N6RHqWiyaZaPGzaNq1pE5t7i6jER8qciJFSQlHwCHYk43/Muf1M/4Izajq+t/H678J6laPqfhzTtLvLy9aUsLe2khRCDJ5s0CZbaHA/21I9UAP2c8ZfEq38baVYxas8Fjqml6f5E8kkrKMRouyYI8mCxaKM/6rOcjPTZS+Ac3h668W2Sa3LFPb38iQrKrNLbMXyIyCHljQszjOPL4xx2Pjv7UfiSz8N6d4gudL0y3t1utSuYY22iJxbwyoyvEqPcOFDW6N/x7rwW2zLxs8W/Zk+MlrresWPh6QQPLbFZY2eVflWIqF+aeRnDgKBhd5yM7RgZAPu/9sb/AIJ2aH8U9YtvG+jG08M6oYEXRtV0+UqJp3GYZZfI8t/Pj4KkvwRg55r8ivE//BLj44a1rMY+MPxk1TxD4Ytr0Np02tXJuZtLgDo6raERyRxgIgVA8gfGAx4DD+gOb4o6pa+DohPb3Ou2sEZ/s9PNlkitJjHhc5SQBlZcqqpF1wR2r5x8Q6vq/jiGHT2N1cXtzcCWa1uYVjSBi6GJRIbdHIUFlAzg4XNAHgqWt3+y98PPD/w48M2Or+KNCv8ATj9k1iKKWRbOdYZElDrHCiqJCWwRJk5B5OQLcWuRa5pULHUfN1B43u7pEe5E9tIZS5s5I5mLxyY3RkrDJ/y0Havs6C8sNI8H23/CSWtlLLpp+zGxeCK6+0Fo4whODIqqq/MQ0ZOEYHnGPFPEnhCy0PSfEXjJPDel2hJfUbSaFIooJFdpZ1ilhhVcMqwzqB5aZaT7wxlQD5d8cG016L+y3Km2vU8kB2Mjx3v7wt5nJ+8b1s5XcML8gr8Mv2nf2n9C/Zk8T+PbCzh03V/EtzbyWWn2kbxu1vNtVVmdf3b7kIzjcrZ7ev6weKvGNn4U8N+LfEd1eQxX+y7uLa3leSSAXX2SaOEQDdII189YNvMQ2wjBGAg/la/aN+GfivWvinqXjjxqtxK/inU7i9sRO9wYns5Jytv5BmOwgoFbEcrjkcnigDwLx98cvi38e/EtrH4j8QaneJqFwqwaarzx2VtE8nyokPmSBginGdx/Dmu28R/Bt/DN1pTMjL5ljHPcMByZWXJYHkjHfPb3r7++BH7GOgWltpnxA8RTO48lLmwslQmMKRuG8ncSc4HJPsK8s/af1eytvFltpWlweSltb+UBgchRgDnBAx6AcY4oA+R7bR9UQbrPU57ZUwnl7nbPI64dQM7u/pmpry11bzQIpInCxortKuXMgGG5COMdxz9ea0rTUliBVgC7OC7dxgqSM7R0LfX35rmrzX0FzMJUmZt/BVXI24GOdp75oA9o0mbWLqG+m1oNb21tFiGKR/8Aj4fOQigCQZJGO3Xr3OjbapPpFpDqOms7XdnNFO8UgVREgfy28klMFjGz9X5Le1cvqPicXBa2tY9gck+bKCVA/eYYcYB+VPzNTeGvCmvfE3xHo3grQby4uNa1q7trK2htlZjLJPKIool8o5y0kijleMg80AfuL4G8R6D8WP2X28PDULafxXdCJ4tC1Flt5bkGNVd4nmiFt5hYsVInU8DjtX5oeN/g1rfhbXTFqOnXVo6StKIJ7d418rPAWUnyZ1AC4eNmB3D1r9m/2W/2Y59D8F/8ID8XvCFz4c8Wac9uz6vdRyWGtpaSxRzQyWcohVzFIpzkyYwcFa9N+Mv7Mul3cKTeHrpte0y0hCaha6gtuL4RAqTNDdQxxGWRdg+8GkIHUnigD8r/AIJ+DPEnja+0TQvBHgC7a3tYpf7T1PVSJdFkvLiC6g862jW6vPLePzo5BttYFLRkEEFlf+k7/gn3+zB4N+A2m3Fxa2izeN/Ec8mo6pqCBVVZLopPJaDYQ/kReUI0QQ5KgZ+YGvy5+AWs6f8ABbxV5cVxNbadqEn2SC012zfy0KFy8gkWBDwYyFaSPB3LmRup/Z3w18ePAnhSz0LXrHUNM1G7voVSQRXVrJb2UaNAJZZ0VgOIn3BWI6jjIFAHmf8AwUI+Fet614R1HxBYWq2ttoNpNdSBBDFCSonydk/2cEmOKTPlKWzD2GAPxj/ZZtNZv/Ei6zHHqFs9vK5umSR4bJlB3HEoHkkbdx2+YAM9ulfbH7eX/BRHwlf21/4I0jxHcST31u8F5aaejGBlYSC4hYxRxK4Ky3oGS4wGIJywP4Q+I/2rvirAieHvg9a3Wl6TrEcsUZltpYLlLk5e4aWULHKpBMiKXcf6sjJINAH9XXw7/aQ8D+E7Kz8G+JtZ0mN725WSb7fcxFPMQqRGrvc7AxyBhJR6bR90e6al8UfBGn3MXiLQ3sNRjk2eXBbMrDzC2BsEc7MwJxgjODzngV/Cfe+Kfjx4l1lX8ReMLlNTtG2RrFNO7SzEj5WZJGYuSABkn6Gv67P+CRv7MHj34mfCM+PfjFdXNvpOn24XSLbUJGhkucLn7Qwmxhc4IO5evHNAH2B4O0bUfGGty65cRXB0u/nEgs7ve6W6NG+XHm3FwyqFD42tGByPlOa8k/bguJvBvwrvIfDFxc3Ou6vfRWcljHNugntGYMfs0RdXGE+0hikkvyOSQAOPqn4ieOPBnwj0PUmivbeC0sYZ7VW82MZkUsiEYb5j+9VRgOd3c9vze0rUpfiJ4b+IPx0+K2sXdp4H8LWF/pnhSCRmW3u9Vv7S9s7WSFVZluAr3sbBQqECMEnPIAPwu+LFn4x8a6za+H/PuNL0W01Szs9RU3AW4nud7GRSkkIYgruJAuiQWIKg18zftf6DrN74r+HvhgpHLb6TDY2tskEaLdT+WsGfM2RRu+Ssm4lpeh+fnJ/U7wF8IrH4i/FHT/D9/PFBpVtNqHidpJH+z3V1PfSyzQuzGV0ZBFJIIwy4UlOR1PxH+1S9rrP7QvhLwba+TFe+EtYEdzexbGWS03TFROVEqNnKsGC4wenYAHuvhZJ7L4faRp8ULqbLSYhMhXAMixDKHJB3A9eOv41+NHx2vZdR+IesGYZMFw6gkgBAGPy5JbHTjK/4V+7XjO/0jwx8Pb65a6tcW9k4MkJUBnFuCo4jQZz6Ac1/PH461U6x4g13UjfIovdRn2oWywUOdpB+XGcjvgenegDlZ7Vc+fCrB3YKEXGzqoLnhB6evHaoG01MjfCzttXLAAjp/vCrh03UVtBIs5eMbSxjO9gM98AkA7cc/p1B5UbAF7+VGwAV+YYwPoevXt16CgC5ql2FCwqIxu+crFgFD82FJHv6Z657V+k//BNHQrXRvjj8OPiJ4h0wvpWm+ONDZpri332+wXEMW0sy4A3yxyegwhr8xJZ9O+9JlrsuixxryXPmK2MZ9AR1P3unp+7H7Dj6He/C+Xw7fS2tl4jtWg1/QLSVooZ7wWnkyyonmKrSTD7GGVI9zcZ9TQB/XH+3HoekePfi5oviXwl4aEFlqnhDRJYri0t4YLW4RoIl8uGSMKr+WcLjJIWvzz8beANZ06+XTJI/sljsWe9IYlmTfzGCADuHIYf48+xfsz/tu+Afib4c8OfBz4pq+s2WkzxR6TqlhdLb+JdJubZlie2uH8uSf7OhjHySFYx3Yc19u+IviT+ybZeILfWdf1FW8NaC0cVxppFncard7I8yi6eOW5Rldg3LNEc9udpAPzCTwH4F1/TYYNV8OWl7FHEVhnvLPY4wgBeG4KqxOQPmDHBJOeteNfBb4S/sieKvj1f+C/jb4v17wJ4M0a0m1RFsL+VrfV7+KK6lTS1fzFRI5TFaxlW42vjsawf25f29tC+KnxG1vw38FNBtfAPw08I2dzpnhs2cPk315cNHJCLi7kiWPezk5AMj4LqQDjA/MW0h+Nl9pP8AacmjwXlxfXUvlX9yJLrVHSRpFjliiEJIUqCAxlBGADngkA9n/agvvgXqnxK1rwJ8OPAdjpHgLw74knuNN8b3uyfWtZsrdvJW2lkbJ2vFBAeTy08/cmvkXx94v+HujaGujeFfCdpqeqTas9y+pW8UMmqtA9zOxs7dEzKDL58sZZQPvDPFfQfg/wDYZ+Ovxm1NL3x94uuPBPhyWbzWWC2kF3dRs7coCGwWfP3WOMgkev6m/szf8EwfAHgLW7LWtP8ADGu/EjVrdY5ln1uF5LeR0ZGV1823kwCwLYJ4FAH5yfsSfsoan8bfFFh4y8a/DqLwR4N0K4hvLddShH2rVJInMiy3Cuo3CXG7ac+hr+gXx/8AEW98AfDqw8KaPcP4b8KWrRRTvo4+xyTW6KsapF5W0LvYIOM5B96+oPDH7N3iTWryzs7/AEay8G6X+4RbDTrfYVjjwArbVjO7HBwqivrC3/Ys+DF7otxqHj64e/0zTrYy3NrqE8VtCrw7XWQmUsoQFATkk4/UA/nivvBHxb/aR1y2h03SdTtfhnpsnna3r16JorWy0tHE0t5eXEoCu21Tkg+nvXyt+298dfCvhuLwP8H/AIf6Zqlx8DPAeoW1jq/iyyjaXTtf1mKZYJ2u5l3B9jhigkJHzw1+zn7THxDvPi7/AGt+zR+zDe23gf4caNYNp/xJ8U6XDHEb61jaVf7PsbxDGbiR1iVHZNw+ViK+R/HvwA+H2m/s63/7POhWGn6xrHiC2e4tNQvhGbp9TQQyx3KzvHvWeSRI9xJ6sjZxzQB8h/B7xH8J/GXi7+2tDurK5shoJ06S7hmjtrqyEVukSFhHtIZWETsxA79jX4zeK9KHiX4/fFDxBZyq9tomtz29lc+YsvnWsUx8s+Yclj5ZVSd2R9eK5TUNd8efs9ePPFHg+Sa80bW9PmvtJvbK4aWMXMDq6x3EZVgGV4imGB6n1FdB8OVab4feNdUtbqO51mR7m4vXyTKolk3nkM29gMDLY9qAOm+PXiGeP4UjSbKMtqepqsGxpiWIkTYZQC/CgHPpn2r8ntX+DHiK0hkMl0ryXH79SW3He5J2qQe3TivsD493msaJ8O9H8SQvc3U+1VdC+6RVB52jJ7n/ABAr4xsfi7qV00S3guIlRhlbncuRxwrMAMen19qAMhPDfjfRreeGOCQFU8xy250lVTkADnqAcfXp6+e3c3ioTtutTuPJGwjB544Havqi2+JenXiLFIsMrGPLMSpwoDcHjPHH+emjJ4k8H5Bl0608xlyxLQ8nJBPPIzjpQB8weDlttc8S6M97IQbvUbZViOcRkyp1BYgr68jj6V91fHDWPHvwgm8B+NfB9xcWcmgR280LWbvHAU8iUOLiOHckiyiQhlcYyRwTjHx94LsrW28feGo4oVCf2pbHaRkH98U59eBX67ftGaVp83g7QUltYZY7rRo2ljkjR48iJMbVZSF/n70AcP8AAv8Abj+BHjKdL74h6hrPwr+Ictxvn8R6KzjSpJS6nzxErmKKRzyzRwKwPOfT9R/DHxF+FHiS2jvbz9qC5122u7dZbgWcc15qhszyDNI0sjgkAJ+8CqrNwB1H8mnj/wAOaVp1zeTWULW7GdhtifagAkxwgAFfqN/wTY+HXh34k6+2jeJBfGztLdII/sN0LeVopHyySPJFOD83IKohB744oA/Tnwvq/wCzv8S/igPBfwWs/EHj7X726S2GqakB9iSaR2V72ULclAvkCa56KR5f3Rghf6rP2G/2QfgD8JvDOh33xc8HR6x4s1ZI7m48QakgurCwlnDSfZbeKbcqiKVwAF6YYY6iv5mfCvwp8G/sxftR/C3/AIVLYy6SdQ1XToLxr+ZdQeeO4N1ayK7tFC/MMzgYYYOD2xX9mXhC0t7rw1NHcRLNFd21vqDwvzFFcy29xI7Qr1Rd6ghSWA6UAfQ/if8AZj+C+u+H7XU9A8O6VIsJWS2uLe2Rfk3HbvUo3yjaQBwMnOOai0jwX4e8G20U08UGm6dboih0WOPzMeZ0LZwm2Jz/AAgD07+WfCvx54l06HWNOgvg1nBcziKCWMOiJGxKoACvyD09zX5Kf8FTv2r/AI1fDPw/pUXg/wARw6XHezX9tMq2m4CJ7g2uI8SqUKxSuFI6FicHpQB+s/xq/a8+A3wfsLiHUL/SXuYbLz5pEmgeWB8ZDv5TSjGSCSzxgD+LuPxt+Lv7at5+1Vp2r+F/B2u6jongDRpZZfEN9pE7Q3erwQrK62dpNFPNkTJE0bKsyZ3rweh/j0+Ifxa+KPxA8QXuo+KviD4r1Ka41Fkljk1WXyDFcSkyRCJg4WMZ2oAQVXjJ61+3fgCWT4R/BP4dJ4Mdrb/hJtGS/wBXkvGN1JcXIj87zN+YiPnGCG3jaSO9AH6JXXjfwx4R8KeDPEHg6aPTdFspdmqwov8ApV5dQXsCJHrJbBlNxHdMzF5GJ+YgHcK4yT4qaFrzeJfitr99pfh638I6Bc6hp8M0ptoJ7iG1mEaWw8+AM8iW1s2Iz95XPIr8qtX+I/i/Uotk+rTLDfXCPc28JZLd2j8oqfJZnRT8ozgDPPqc+Mftt+MvEaeG/D/ha31Ke00e/wBHgnu4LOSS2aZz9mJV3jcZQi4lBTGCG59aAPhf9t746Xnx0+Kd58YINGj0ywsDcaXdw20D7tStoryeNNQI3u0jGCFCWLyck9ck15/8KviM2nj7Pp1xa3Gn+JLWSK4tmdWkb5UUusa4ZXBJOCrHIzmqNvOyQ2UDrHPBOv2aWG4jSWJ4pGXcGQjDE725bPX2FdV4X+CngTRfFk2pWNrfrL9kN0lvJfPLZRTSeaXMNq6GKNSQPlAxQBV+PWt2zfCeO2Nrlobh1jlbPc5wRIM8HsE7da/O/wDd3KAXdvH5R58xUCsuf4dyAHBx71+jXx9020bwXotoI/Lt7i4kMscR8pXIzjIQAdh2r4GubG3gFzFGp2KxUAkHgZxzgHtQBzEei6OuXTzIZpGA4cbMZHqFPOVFR3ujO8wMN0+wRoo3Sy5yowT/ABYyeeD1JqxMPISUIT8sZddxzhgCR0x3Vfyq4JHdI2JbJU9HcdHZR0b0AoA//9k=) 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) 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) 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) 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) |
DiagonalEdgeTLtoBR |
![](data:image/jpeg;base64,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) |
DiagonalEdgeTRtoBL |
![](data:image/jpeg;base64,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) |
Gaussian |
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) 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GaussianLarge |
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) |
Laplacian |
![](data:image/jpeg;base64,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) |
LaplacianLarge |
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) 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Sharpen |
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) 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) 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) 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) |
GaussianLaplacian |
Filter Visualizer
Use the filter visualizer to help choose the right filter.
Fully Connected/Hidden Layers
This CNN is useless without "fully connected" layers a.k.a. hidden layers. The neural network code for the fully connected layers can be found here in C# and here in C++.
The convolutional neural network code:
// Sobel Filter
// The Sobel filter is used to detect edges in images based on the first-order derivatives in the horizontal
// and vertical directions. It emphasizes edges at points where the gradient of the intensity is maximum.
// How it Works
// Sobel Operator: The Sobel operator uses two separate 3x3 matrices (kernels), one for detecting changes in
// horizontal gradients (Sobel X) and one for vertical gradients (Sobel Y). The operator applies these
// matrices to the image to calculate the approximate derivatives.
// Laplacian Filter
// The Laplacian filter is a second-order derivative filter, used extensively in image processing to detect
// regions of rapid intensity change and is especially sensitive to noise.
// How It Works
// Laplacian Operator: This operator calculates the second derivative of the image, providing a measurement
// of the rate of change in gradients. Unlike the Sobel filter, which calculates the gradient in specific
// directions, the Laplacian detects edges in all directions.
// Comparison and Usage
// Noise Sensitivity: The Laplacian filter is more sensitive to noise compared to the Sobel filter. Therefore,
// it is often used in combination with Gaussian smoothing (as Laplacian of Gaussian, or LoG) to reduce
// sensitivity to noise.
// Edge Detection: Sobel is generally preferred when direction of the edges matters, while Laplacian is
// suitable for scenarios where detailed edge detection is required regardless of the edge orientation.
// SUMMARY
// Both filters have their own strengths and are chosen based on the specific requirements of the application.
// In many real-world applications, these filters can be used in combination to enhance the performance of
// edge detection and other image processing tasks.
// ConvolutionalNeuralNetwork.cs
using System;
namespace ML
{
namespace CNN1D
{
public class Kernel1D
{
public float[] filter;
public float divisor;
public Kernel1D(float[] filter, float divisor = 1)
{
this.filter = filter;
this.divisor = divisor;
}
}
public static class ConvolutionalNetwork
{
// for 1D CNNs
private static readonly float[] twoGram1DFilter = new float[] { 1, 1 };
private static readonly float[] threeGram1DFilter = new float[] { 1, 1, 1 };
private static readonly float[] fourGram1DFilter = new float[] { 1, 1, 1, 1 };
// for 1D CNNs
public static Kernel1D TwoGram1DFilter = new Kernel1D(twoGram1DFilter);
public static Kernel1D ThreeGram1DFilter = new Kernel1D(threeGram1DFilter);
public static Kernel1D FourGram1DFilter = new Kernel1D(fourGram1DFilter);
// for 1D CNNs
public static void ApplyFilter(float[,] vectors, Kernel1D kernel, float[,] filtered, CNN.IActivation activation)
{
if (filtered.GetLength(0) != vectors.GetLength(0) || filtered.GetLength(1) != vectors.GetLength(1) - (kernel.filter.Length - 1))
throw new ArgumentException($"The filtered and vectors arguments are not a match, or the wrong kernel is being applied.");
for (int row = 0; row < vectors.GetLength(0); row++)
for (int i = 0; i < filtered.GetLength(1); i++)
{
float result = 0;
for (int j = 0; j < kernel.filter.Length; j++)
result += vectors[row, i + j] * kernel.filter[j];
filtered[row, i] = activation.Function(result / kernel.divisor);
}
}
// for 1D CNNs
public static void ApplyMaxOverTimePooling(float[,] filtered, float[,] pooled, int pooledColumn)
{
if (pooled.GetLength(0) != filtered.GetLength(0))
throw new ArgumentException("The pooled argument must have a rows length equal to the rows length of the filtered argument.");
float max;
for (int row = 0; row < filtered.GetLength(0); row++)
{
max = filtered[row, 0];
for (int col = 0; col < filtered.GetLength(1); col++)
max = Math.Max(max, filtered[row, col]);
pooled[row, pooledColumn] = max;
}
}
// for 1D CNNs
public static void FlattenPooled(float[,] pooled, float[] flattened, out float min, out float max)
{
if (flattened.Length < pooled.GetLength(0) * pooled.GetLength(1))
throw new ArgumentException("The flattened argument must have a length greater than or equal to the pooled argument's dimensions multiplied.");
min = max = pooled[0, 0];
// Loop through the rows and columns of the image
for (int row = 0; row < pooled.GetLength(0); row++)
for (int column = 0; column < pooled.GetLength(1); column++)
{
var v = pooled[row, column];
min = Math.Min(min, v);
max = Math.Max(max, v);
flattened[row * pooled.GetLength(1) + column] = v;
}
for (int i = pooled.GetLength(0) * pooled.GetLength(1); i < flattened.Length; i++)
flattened[i] = 0;
}
}
}
namespace CNN2D
{
public class Kernel2D
{
public float[,] filter;
public float divisor;
public Kernel2D(float[,] filter, bool summationForDivisor = false) // summation for divisor is usually used by blur filters
{
this.filter = filter;
if(summationForDivisor)
{
divisor = 0;
int FILTER_2D_SIZE = filter.GetLength(0);
for (int i = 0; i < FILTER_2D_SIZE; i++)
for (int j = 0; j < FILTER_2D_SIZE; j++)
divisor += filter[i, j];
}
else
divisor = 1;
}
}
public static class ConvolutionalNetwork
{
// for 2D CNNs
public const int POOL_2D_SIZE = 2;
private static readonly float[,] vertEdge2DFilter3x3 = new float[,] {
{ -1, 0, 1 },
{ -1, 0, 1 },
{ -1, 0, 1 } };
private static readonly float[,] horzEdge2DFilter3x3 = new float[,] {
{ -1, -1, -1 },
{ 0, 0, 0 },
{ 1, 1, 1 } };
private static readonly float[,] diagEdgeTopLeftToBottomRight2DFilter3x3 = new float[,] {
{ 1, 0, -1 },
{ 0, 0, 0 },
{ -1, 0, 1 } };
private static readonly float[,] diagEdgeTopRightToBottomLeft2DFilter3x3 = new float[,] {
{ -1, 0, 1 },
{ 0, 0, 0 },
{ 1, 0, -1 } };
private static readonly float[,] sobelX2DFilter3x3 = new float[,] {
{ -1, 0, 1 },
{ -2, 0, 2 },
{ -1, 0, 1 } };
private static readonly float[,] sobelY2DFilter3x3 = new float[,] {
{ -1, -2, -1 },
{ 0, 0, 0 },
{ 1, 2, 1 } };
private static readonly float[,] identity2DFilter3x3 = new float[,] { // does nothing
{ 0, 0, 0 },
{ 0, 1, 0 },
{ 0, 0, 0 } };
private static readonly float[,] laplacian2DFilter3x3 = new float[,] { // used for detecting edges and sharp intensity changes in an image, regardless of their direction
{ -1, -1, -1 },
{ -1, 8, -1 },
{ -1, -1, -1 } };
private static readonly float[,] sharpen2DFilter3x3 = new float[,] {
{ 0, -1, 0 },
{ -1, 5, -1 },
{ 0, -1, 0 } };
private static readonly float[,] gaussian2DFilter3x3 = new float[,] { // must apply a divisor of 16 (the sum of the filter elements)
{ 1, 2, 1 },
{ 2, 4, 2 },
{ 1, 2, 1 } };
private static readonly float[,] boxBlur2DFilter3x3 = new float[,] { // must apply a divisor of 9 (the sum of the filter elements)
{ 1, 1, 1 },
{ 1, 1, 1 },
{ 1, 1, 1 } };
private static readonly float[,] sharpen2DFilter5x5 = new float[,] {
{-1, -1, -1, -1, -1},
{-1, 2, 2, 2, -1},
{-1, 2, 8, 2, -1},
{-1, 2, 2, 2, -1},
{-1, -1, -1, -1, -1} };
private static readonly float[,] gaussian2DFilter5x5 = new float[,] { // must apply a divisor of 273 (the sum of the filter elements)
{1, 4, 7, 4, 1},
{4, 16, 26, 16, 4},
{7, 26, 41, 26, 7},
{4, 16, 26, 16, 4},
{1, 4, 7, 4, 1} };
private static readonly float[,] boxBlur2DFilter5x5 = new float[,] { // must apply a divisor of 25 (the sum of the filter elements)
{1, 1, 1, 1, 1},
{1, 1, 1, 1, 1},
{1, 1, 1, 1, 1},
{1, 1, 1, 1, 1},
{1, 1, 1, 1, 1} };
private static readonly float[,] laplacian2DFilter5x5 = new float[,] {
{0, 0, -1, 0, 0},
{0, -1, -2, -1, 0},
{-1, -2, 16, -2, -1},
{0, -1, -2, -1, 0},
{0, 0, -1, 0, 0} };
// Small 3x3 filters for 2D CNNs
public static readonly Kernel2D VerticalEdge2DFilter = new Kernel2D(vertEdge2DFilter3x3);
public static readonly Kernel2D HorizontalEdge2DFilter = new Kernel2D(horzEdge2DFilter3x3);
public static readonly Kernel2D DiagonalEdgeTopLeftToBottomRight2DFilter = new Kernel2D(diagEdgeTopLeftToBottomRight2DFilter3x3);
public static readonly Kernel2D DiagonalEdgeTopRightToBottomLeft2DFilter = new Kernel2D(diagEdgeTopRightToBottomLeft2DFilter3x3);
public static readonly Kernel2D SobelX2DFilter = new Kernel2D(sobelX2DFilter3x3);
public static readonly Kernel2D SobelY2DFilter = new Kernel2D(sobelY2DFilter3x3);
public static readonly Kernel2D Identity2DFilter = new Kernel2D(identity2DFilter3x3);
public static readonly Kernel2D Laplacian2DFilter = new Kernel2D(laplacian2DFilter3x3);
public static readonly Kernel2D Gaussian2DFilter = new Kernel2D(gaussian2DFilter3x3, true);
public static readonly Kernel2D Sharpen2DFilter = new Kernel2D(sharpen2DFilter3x3);
public static readonly Kernel2D BoxBlur2DFilter = new Kernel2D(boxBlur2DFilter3x3, true);
// Larger 5x5 filters for 2D CNNs
public static readonly Kernel2D Gaussian2DFilterLarge = new Kernel2D(gaussian2DFilter5x5, true);
public static readonly Kernel2D Sharpen2DFilterLarge = new Kernel2D(sharpen2DFilter5x5);
public static readonly Kernel2D BoxBlur2DFilterLarge = new Kernel2D(boxBlur2DFilter5x5, true);
public static readonly Kernel2D Laplacian2DFilterLarge = new Kernel2D(laplacian2DFilter5x5);
// for 2D CNNs
public static void ApplyFilterToRightWithZeroPadding(float[,] image, Kernel2D kernel, float[,] filtered, CNN.IActivation activation, bool mergeMaximum = false)
{
if (image.GetLength(0) != image.GetLength(1))
throw new ArgumentException("The image argument must be square.");
if (filtered.GetLength(0) != image.GetLength(0) || filtered.GetLength(1) != image.GetLength(1))
throw new ArgumentException("The filtered argument must be same size as image argument.");
int FILTER_2D_SIZE = kernel.filter.GetLength(0);
// Calculate padding size
int padding = FILTER_2D_SIZE / 2;
int image_size = image.GetLength(0);
// Loop through the image with padding
for (int j = padding; j < image_size - padding; j++)
for (int i = padding; i < image_size - padding; i++)
{
float sum = 0;
// Convolve the filter with the image region
for (int fi = 0; fi < FILTER_2D_SIZE; fi++)
for (int fj = 0; fj < FILTER_2D_SIZE; fj++)
sum += image[i + fi - padding, j + fj - padding] * kernel.filter[fi, fj];
// Store the result in the output matrix
if (mergeMaximum)
filtered[i, j] = Math.Max(activation.Function(sum / kernel.divisor), filtered[i, j]);
else
filtered[i, j] = activation.Function(sum / kernel.divisor);
}
}
// for 2D CNNs
public static void ApplyFilterToBottomWithZeroPadding(float[,] image, Kernel2D kernel, float[,] filtered, CNN.IActivation activation, bool mergeMaximum = false)
{
if (image.GetLength(0) != image.GetLength(1))
throw new ArgumentException("The image argument must be square.");
if (filtered.GetLength(0) != image.GetLength(0) || filtered.GetLength(1) != image.GetLength(1))
throw new ArgumentException("The filtered argument must be same size as image argument.");
int FILTER_2D_SIZE = kernel.filter.GetLength(0);
// Calculate padding size
int padding = FILTER_2D_SIZE / 2;
int image_size = image.GetLength(0);
// Loop through the image with padding
for (int i = padding; i < image_size - padding; i++)
for (int j = padding; j < image_size - padding; j++)
{
float sum = 0;
// Convolve the filter with the image region
for (int fi = 0; fi < FILTER_2D_SIZE; fi++)
for (int fj = 0; fj < FILTER_2D_SIZE; fj++)
sum += image[i + fi - padding, j + fj - padding] * kernel.filter[fi, fj];
// Store the result in the output matrix
if (mergeMaximum)
filtered[i, j] = Math.Max(activation.Function(sum / kernel.divisor), filtered[i, j]);
else
filtered[i, j] = activation.Function(sum / kernel.divisor);
}
}
// for 2D CNNs - function to apply 2D convolution with replication padding
public static void ApplyFilterWithReplicationPadding(float[,] image, Kernel2D kernel, float[,] filtered, CNN.IActivation activation, bool mergeMaximum = false)
{
if (image.GetLength(0) != image.GetLength(1))
throw new ArgumentException("The image argument must be square.");
if (filtered.GetLength(0) != image.GetLength(0) || filtered.GetLength(1) != image.GetLength(1))
throw new ArgumentException("The filtered argument must be same size as image argument.");
int rows = image.GetLength(0), cols = image.GetLength(1);
int FILTER_2D_SIZE = kernel.filter.GetLength(0);
int padding = FILTER_2D_SIZE / 2;
// Apply convolution with replication padding
for (int i = 0; i < rows; i++)
for (int j = 0; j < cols; j++)
{
double sum = 0.0;
// Convolve the kernel with the image region
for (int ki = 0; ki < FILTER_2D_SIZE; ki++)
{
for (int kj = 0; kj < FILTER_2D_SIZE; kj++)
{
// Calculate the pixel position in the image with padding
int x = i + ki - padding;
int y = j + kj - padding;
// Handle replication padding for out-of-bound pixels
x = (x < 0) ? 0 : ((x >= rows) ? (rows - 1) : x);
y = (y < 0) ? 0 : ((y >= cols) ? (cols - 1) : y);
sum += image[x, y] * kernel.filter[ki, kj];
}
}
// Store the result in the output matrix "filtered"
if (mergeMaximum)
filtered[i, j] = Math.Max(activation.Function((float)(sum / kernel.divisor)), filtered[i, j]);
else
filtered[i, j] = activation.Function((float)(sum / kernel.divisor));
}
}
// for 2D CNNs
public static void CropImage(float[,] image, float[,] croppedImage)
{
int originalWidth = image.GetLength(0), originalHeight = image.GetLength(1);
const int padding = 1;
// Calculate the dimensions of the cropped image
int croppedWidth = originalWidth - (2 * padding);
int croppedHeight = originalHeight - (2 * padding);
if (croppedImage.GetLength(0) != croppedWidth || croppedImage.GetLength(1) != croppedHeight)
throw new ArgumentException($"The croppedImage argument must have the dimensions [{croppedWidth}, {croppedHeight}]");
// Copy the relevant part of the image to the cropped image
for (int i = padding; i < originalWidth - padding; i++)
for (int j = padding; j < originalHeight - padding; j++)
croppedImage[i - padding, j - padding] = image[i, j];
}
// for 2D CNNs
public static void ApplyMaxPooling(float[,] filtered, float[,] pooled)
{
if (filtered.GetLength(0) != filtered.GetLength(1))
throw new ArgumentException("The filtered argument must be square.");
int POOLED_SIZE = filtered.GetLength(0) / POOL_2D_SIZE;
POOLED_SIZE += POOLED_SIZE & 1;
if (pooled.GetLength(0) != POOLED_SIZE || pooled.GetLength(1) != POOLED_SIZE)
throw new ArgumentException($"The dimensions of the pooled argument must be half that of filtered argument ({POOLED_SIZE}).");
for (int i = 0; i < filtered.GetLength(0); i += POOL_2D_SIZE)
for (int j = 0; j < filtered.GetLength(1); j += POOL_2D_SIZE)
{
float max_val = filtered[i, j];
// Find the maximum value in the pooling window
for (int m = 0; m < POOL_2D_SIZE; m++)
for (int n = 0; n < POOL_2D_SIZE; n++)
if (filtered[i + m, j + n] > max_val)
max_val = filtered[i + m, j + n];
// Store the maximum value in the pooled matrix
pooled[i / POOL_2D_SIZE, j / POOL_2D_SIZE] = max_val;
}
}
// for 2D CNNs
public static void FlattenPooled(float[,] pooled, float[] flattened, out float min, out float max)
{
if (flattened.Length != pooled.GetLength(0) * pooled.GetLength(1))
throw new ArgumentException("The flattened argument must have a length equal to the pooled argument's dimensions multiplied.");
min = max = pooled[0, 0];
// Loop through the rows and columns of the image
for (int row = 0; row < pooled.GetLength(0); row++)
for (int column = 0; column < pooled.GetLength(1); column++)
{
var v = pooled[row, column];
min = Math.Min(min, v);
max = Math.Max(max, v);
flattened[row * pooled.GetLength(1) + column] = v;
}
}
}
}
namespace CNN
{
public interface IActivation
{
public float Function(float x);
}
public class ActivationLinear : IActivation
{
public float Function(float x)
{
return CommonFunctions.Linear(x);
}
}
public class ActivationLeakyReLU : IActivation
{
private readonly float alpha;
public ActivationLeakyReLU(float alpha = 0.01f)
{
this.alpha = alpha;
}
public float Function(float x)
{
return CommonFunctions.LeakyReLU(x, alpha);
}
}
public class ActivationReLU : IActivation
{
public float Function(float x)
{
return CommonFunctions.ReLU(x);
}
}
internal static class CommonFunctions
{
public static void NormalizeBetween0And1(float[] flattened, float min, float max)
{
float range = max - min;
if (range == 0.0f)
range = 1e-15f;
for (int i = 0; i < flattened.Length; i++)
flattened[i] = (flattened[i] - min) / range;
}
public static void NormalizeBetweenNegative1And1(float[] flattened, float min, float max)
{
float range = max - min;
if (range == 0.0f)
range = 1e-15f;
for (int i = 0; i < flattened.Length; i++)
flattened[i] = (flattened[i] - min) / range * 2 - 1;
}
public static void NormalizeBetweenNegativeAlphaAnd1(float[] flattened, float min, float max, float alpha = 0.2f) // this is in beta
{
float range = max - min;
if (range == 0.0f)
range = 1e-15f;
alpha = Math.Abs(alpha);
for (int i = 0; i < flattened.Length; i++)
flattened[i] = (flattened[i] - min) / range * (1.0f + alpha) - alpha;
}
public static void NormalizeJustBelow0And1(float[] flattened, float min, float max)
{
float range = max - min;
if (range == 0.0f)
range = 1e-15f;
for (int i = 0; i < flattened.Length; i++)
flattened[i] = (flattened[i] - min) / range * 1.01f - 0.01f; // values from -0.01 to 1.0 - check for improved results using LeakyReLU with the neural network
}
public static float Linear(float x) // use this when applying filters to Word2Vec (or similar) values since it will not modify the values
{
return x;
}
// alpha might work at 0.01 but can be modified, bigger or smaller
public static float LeakyReLU(float x, float alpha) // Rectified Linear Unit function ("Leaky" version)
{
return x >= 0 ? x : (alpha * x);
}
public static float ReLU(float x) // Rectified Linear Unit function
{
return x > 0 ? x : 0;
}
}
}
}