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pixel_height) = (1797, 8, 8)\n", + "labels = (n_inputs) = (1797,)\n", + "X = (n_inputs, n_features) = (1797, 64)\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "

    " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], "source": [ "%matplotlib inline\n", "\n", @@ -567,10 +587,17 @@ { "cell_type": "code", "execution_count": 2, - "metadata": { - "collapsed": false - }, - "outputs": [], + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of training images: 1437\n", + "Number of test images: 360\n" + ] + } + ], "source": [ "from sklearn.model_selection import train_test_split\n", "\n", @@ -691,9 +718,7 @@ { "cell_type": "code", "execution_count": 3, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [], "source": [ "# building our neural network\n", @@ -770,10 +795,25 @@ { "cell_type": "code", "execution_count": 4, - "metadata": { - "collapsed": false - }, - "outputs": [], + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "probabilities = (n_inputs, n_categories) = (1437, 10)\n", + "probability that image 0 is in category 0,1,2,...,9 = \n", + "[5.41511965e-04 2.17174962e-03 8.84355903e-03 1.44970586e-03\n", + " 1.10378326e-04 5.08318298e-09 2.03256632e-04 1.92507116e-03\n", + " 9.84443254e-01 3.11507992e-04]\n", + "probabilities sum up to: 1.0\n", + "\n", + "predictions = (n_inputs) = (1437,)\n", + "prediction for image 0: 8\n", + "correct label for image 0: 6\n" + ] + } + ], "source": [ "# setup the feed-forward pass, subscript h = hidden layer\n", "\n", @@ -937,10 +977,31 @@ { "cell_type": "code", "execution_count": 5, - "metadata": { - "collapsed": false - }, - "outputs": [], + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Old accuracy on training data: 0.1440501043841336\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/MortenImac/anaconda3/lib/python3.6/site-packages/ipykernel_launcher.py:4: RuntimeWarning: overflow encountered in exp\n", + " after removing the cwd from sys.path.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "New accuracy on training data: 0.09672929714683368\n" + ] + } + ], "source": [ "# to categorical turns our integer vector into a onehot representation\n", "from sklearn.metrics import accuracy_score\n", @@ -1037,10 +1098,8 @@ }, { "cell_type": "code", - "execution_count": 6, - "metadata": { - "collapsed": false - }, + "execution_count": 23, + "metadata": {}, "outputs": [], "source": [ "class NeuralNetwork:\n", @@ -1162,10 +1221,16 @@ { "cell_type": "code", "execution_count": 7, - "metadata": { - "collapsed": false - }, - "outputs": [], + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Accuracy score on test set: 0.9472222222222222\n" + ] + } + ], "source": [ "epochs = 100\n", "batch_size = 100\n", @@ -1198,10 +1263,239 @@ { "cell_type": "code", "execution_count": 8, - "metadata": { - "collapsed": false - }, - "outputs": [], + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate = 1e-05\n", + "Lambda = 1e-05\n", + "Accuracy score on test set: 0.11666666666666667\n", + "\n", + "Learning rate = 1e-05\n", + "Lambda = 0.0001\n", + "Accuracy score on test set: 0.20833333333333334\n", + "\n", + "Learning rate = 1e-05\n", + "Lambda = 0.001\n", + "Accuracy score on test set: 0.12222222222222222\n", + "\n", + "Learning rate = 1e-05\n", + "Lambda = 0.01\n", + "Accuracy score on test set: 0.14722222222222223\n", + "\n", + "Learning rate = 1e-05\n", + "Lambda = 0.1\n", + "Accuracy score on test set: 0.17777777777777778\n", + "\n", + "Learning rate = 1e-05\n", + "Lambda = 1.0\n", + "Accuracy score on test set: 0.16111111111111112\n", + "\n", + "Learning rate = 1e-05\n", + "Lambda = 10.0\n", + "Accuracy score on test set: 0.20277777777777778\n", + "\n", + "Learning rate = 0.0001\n", + "Lambda = 1e-05\n", + "Accuracy score on test set: 0.5305555555555556\n", + "\n", + "Learning rate = 0.0001\n", + "Lambda = 0.0001\n", + "Accuracy score on test set: 0.5944444444444444\n", + "\n", + "Learning rate = 0.0001\n", + "Lambda = 0.001\n", + "Accuracy score on test set: 0.5888888888888889\n", + "\n", + "Learning rate = 0.0001\n", + "Lambda = 0.01\n", + "Accuracy score on test set: 0.6111111111111112\n", + "\n", + "Learning rate = 0.0001\n", + "Lambda = 0.1\n", + "Accuracy score on test set: 0.5222222222222223\n", + "\n", + "Learning rate = 0.0001\n", + "Lambda = 1.0\n", + "Accuracy score on test set: 0.5555555555555556\n", + "\n", + "Learning rate = 0.0001\n", + "Lambda = 10.0\n", + "Accuracy score on test set: 0.8055555555555556\n", + "\n", + "Learning rate = 0.001\n", + "Lambda = 1e-05\n", + "Accuracy score on test set: 0.85\n", + "\n", + "Learning rate = 0.001\n", + "Lambda = 0.0001\n", + "Accuracy score on test set: 0.85\n", + "\n", + "Learning rate = 0.001\n", + "Lambda = 0.001\n", + "Accuracy score on test set: 0.875\n", + "\n", + "Learning rate = 0.001\n", + "Lambda = 0.01\n", + "Accuracy score on test set: 0.8666666666666667\n", + "\n", + "Learning rate = 0.001\n", + "Lambda = 0.1\n", + "Accuracy score on test set: 0.8638888888888889\n", + "\n", + "Learning rate = 0.001\n", + "Lambda = 1.0\n", + "Accuracy score on test set: 0.9555555555555556\n", + "\n", + "Learning rate = 0.001\n", + "Lambda = 10.0\n", + "Accuracy score on test set: 0.925\n", + "\n", + "Learning rate = 0.01\n", + "Lambda = 1e-05\n", + "Accuracy score on test set: 0.9472222222222222\n", + "\n", + "Learning rate = 0.01\n", + "Lambda = 0.0001\n", + "Accuracy score on test set: 0.9472222222222222\n", + "\n", + "Learning rate = 0.01\n", + "Lambda = 0.001\n", + "Accuracy score on test set: 0.9472222222222222\n", + "\n", + "Learning rate = 0.01\n", + "Lambda = 0.01\n", + "Accuracy score on test set: 0.9361111111111111\n", + "\n", + "Learning rate = 0.01\n", + "Lambda = 0.1\n", + "Accuracy score on test set: 0.775\n", + "\n", + "Learning rate = 0.01\n", + "Lambda = 1.0\n", + "Accuracy score on test set: 0.8527777777777777\n", + "\n", + "Learning rate = 0.01\n", + "Lambda = 10.0\n", + "Accuracy score on test set: 0.21944444444444444\n", + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/MortenImac/anaconda3/lib/python3.6/site-packages/ipykernel_launcher.py:4: RuntimeWarning: overflow encountered in exp\n", + " after removing the cwd from sys.path.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate = 0.1\n", + "Lambda = 1e-05\n", + "Accuracy score on test set: 0.07777777777777778\n", + "\n", + "Learning rate = 0.1\n", + "Lambda = 0.0001\n", + "Accuracy score on test set: 0.10555555555555556\n", + "\n", + "Learning rate = 0.1\n", + "Lambda = 0.001\n", + "Accuracy score on test set: 0.08888888888888889\n", + "\n", + "Learning rate = 0.1\n", + "Lambda = 0.01\n", + "Accuracy score on test set: 0.11388888888888889\n", + "\n", + "Learning rate = 0.1\n", + "Lambda = 0.1\n", + "Accuracy score on test set: 0.08611111111111111\n", + "\n", + "Learning rate = 0.1\n", + "Lambda = 1.0\n", + "Accuracy score on test set: 0.125\n", + "\n", + "Learning rate = 0.1\n", + "Lambda = 10.0\n", + "Accuracy score on test set: 0.09166666666666666\n", + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/MortenImac/anaconda3/lib/python3.6/site-packages/ipykernel_launcher.py:43: RuntimeWarning: overflow encountered in exp\n", + "/Users/MortenImac/anaconda3/lib/python3.6/site-packages/ipykernel_launcher.py:44: RuntimeWarning: invalid value encountered in true_divide\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate = 1.0\n", + "Lambda = 1e-05\n", + "Accuracy score on test set: 0.07777777777777778\n", + "\n", + "Learning rate = 1.0\n", + "Lambda = 0.0001\n", + "Accuracy score on test set: 0.07777777777777778\n", + "\n", + "Learning rate = 1.0\n", + "Lambda = 0.001\n", + "Accuracy score on test set: 0.07777777777777778\n", + "\n", + "Learning rate = 1.0\n", + "Lambda = 0.01\n", + "Accuracy score on test set: 0.07777777777777778\n", + "\n", + "Learning rate = 1.0\n", + "Lambda = 0.1\n", + "Accuracy score on test set: 0.07777777777777778\n", + "\n", + "Learning rate = 1.0\n", + "Lambda = 1.0\n", + "Accuracy score on test set: 0.125\n", + "\n", + "Learning rate = 1.0\n", + "Lambda = 10.0\n", + "Accuracy score on test set: 0.07777777777777778\n", + "\n", + "Learning rate = 10.0\n", + "Lambda = 1e-05\n", + "Accuracy score on test set: 0.07777777777777778\n", + "\n", + "Learning rate = 10.0\n", + "Lambda = 0.0001\n", + "Accuracy score on test set: 0.07777777777777778\n", + "\n", + "Learning rate = 10.0\n", + "Lambda = 0.001\n", + "Accuracy score on test set: 0.07777777777777778\n", + "\n", + "Learning rate = 10.0\n", + "Lambda = 0.01\n", + "Accuracy score on test set: 0.07777777777777778\n", + "\n", + "Learning rate = 10.0\n", + "Lambda = 0.1\n", + "Accuracy score on test set: 0.07777777777777778\n", + "\n", + "Learning rate = 10.0\n", + "Lambda = 1.0\n", + "Accuracy score on test set: 0.07777777777777778\n", + "\n", + "Learning rate = 10.0\n", + "Lambda = 10.0\n", + "Accuracy score on test set: 0.07777777777777778\n", + "\n" + ] + } + ], "source": [ "eta_vals = np.logspace(-5, 1, 7)\n", "lmbd_vals = np.logspace(-5, 1, 7)\n", @@ -1235,10 +1529,37 @@ { "cell_type": "code", "execution_count": 9, - "metadata": { - "collapsed": false - }, - "outputs": [], + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/MortenImac/anaconda3/lib/python3.6/site-packages/ipykernel_launcher.py:4: RuntimeWarning: overflow encountered in exp\n", + " after removing the cwd from sys.path.\n" + ] + }, + { + "data": { + "image/png": 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\n", 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KFh+tfYJ56/5L7NFT/PjdniLv95VQpux52z4uhWLFC9n2zyzmu5hfCry+QtVwSpQO4bnZ9/P2V2O4a1Rn0lM967T4X8Ijw0g8532QfxzM/1ucPJHMlu/POQ6O6cLmdXvJy/PMU4GeplWrVmzatImkpCSysrJYtWoVbdvmH2sMw2Do0KGcPHkS0zSZM2cO3bsXrHCezyVjhD788EMWL15MUFCQ0/whQ4bQt29fhg4d6opu/C3DYsE0Cw5dt1r/3b01azSsxMSPRrB01lq2rNpx4RdcJSyGQSHhYy3kx2YCAv14bFJvwiPDeMpDK0DnMyxG4dvfdgnbf+5f2//qqHZeDIthUNgPTRe2/QuzYsFmx/+zs+DL976j95C2LD5nHMnVzGL5m/gvcvvfNaITKaczuLPti/gH+DLxrXvod29rFs35/gr39Mr729gv8tjn42uh8U01efaBOeRk5/Hoq7dz75huzHhh6RXuadGzGEahv7de2N8iINCPx57pS3hkKE9FXxvHwfPZzKuvqhsZGcno0aMZNGgQubm59O/fnwYNGjBs2DBGjRpF/fr1efbZZ7n//vvJycmhZcuW3HfffRdcrksSIV9fX/LyCpaKz5w5c1Hn74pawrFT1G5a1TFdpmwJ0k5nkJ2Z8w+vctauXzOiJ9/F9MfnF1o1uJrFn0yhdr3yjuky4aGkpWSRfd5g3/DIUJ59/Q6OHk7k8QfnkuMh5f8LSTiedPnbv28zol+9k+l/UzW6msXHnqZW48qO6TJRYaQlZ5CddXHxd+x3Awd/P87hPfaB84ZheNQ35PgTKdRqkF8+LxMZSlpKJtlZFzfYvdUtdXnnhRjycq3k5Vr5dsl2Wneu5xGJUHxsMrUaVnJMl4kMJS354mNPik9l48rfHIOr1yzZzp3RtxRJX4tafFwKtetVcEyXCS9ufx+cfxyMCuPZqXdy9FACjw+fc80cBz3FX/cIOtd7773n+H/79u1p3779v1qmS06NPfDAA/Tp04fx48fz5ptv8r///Y/x48czYMAAHnjgAVd04R9tW/s7tW+oRrlq9nONPYa0Y9PygmXgv3NjlwY8+NJAnrxtqsd9CAJs2/wHtetVoFxF+7iWHrfdwKb1zqX9oGB/Js+4l+/X7uGlpxZeUzv/trW/U7vpOdv/3kvY/i/ezpMD3vDI7b99/V5qN65CuSplAOh+901sWvXbRb++Sq2y3PNodywWA/8AP3oObsP6mJ+LqrtX3PYf9lO7QSXKVbaP6+t+e3M2rdl90a8/8Ptx2p4dU+fja6FFhzrs+fXPIunrlbZ9w15qN6pEucpnt/2dLdn07a6Lfv33y3fSpnsD/APs36lb3lKPfTs9I/bzbdv8B7Xrn3Mc7N+MTev2OrVxHAfX7OalJ7+4po6D3swlFaGePXvSvHlzNm3aRHx8PDabjRtuuIGRI0cSGRnpii78o5TENF6P/oDxcx7A19+XE4cSmPzg+9RsVJlH3hzMQ+2e/cfXD3t2ABgGj7yZP8L99x8PMP3x+UXd9Ssi5XQmU55dwoSXB+Dr58OJY6eZ/PSX1KxTltHjezHirhn0+k9zIqLCuKlDbW7qUNvx2nEjPiTNwy6VP19KYhqvj5rD+NnD7dv/cAKTR8y2b/+pg3iow3P/+Pphz/S3b/+pgxzzft9ygOnjFhR116+IlFPpTH1sPk+9OwRfP19OHE3ktUfmUbNBRR5+ZSDR3Sb/4+vnTV3BiOf688434/Dx9WHD1784nS672qUkZTB1/Bc8NfVO+/v/zyRe++/n1Kxbnoef60t0v4KX9Z5r5stfM2J8L2Z+NRqbzcYvm//gi9nrXdT7y5OSlMHUcZ/x1LR77LEfPcVrYz+hZr0KPPziAKJ7/fPN6L6at5GQEsG8teQRLBaDA7uOM+ulGBf1/spKOZ3BlGcWM+HV288eB5OYPPFLatYpx+gJvRhx57v0uv1GIsqWKHgcfHCuxx8Hz+dNP7FhmIUNjrjKdS01zN1dcBuzeoULN7qGGYeOu7sLbmUEB7u7C+4T4sWxA+R4zn2pioItzLu3/8ptz7h0fduPVrpwoyukSaWjLltXYXRDRREREXFi9aLbDHpPpCIiIiLnUUVIREREnFyNl88XFVWERERExGupIiQiIiJOvOmqMVWERERExGupIiQiIiJOrKb31Em8J1IRERGR86giJCIiIk5sXlQn8Z5IRURERM6jipCIiIg40VVjIiIiIl5AFSERERFxoqvGRERERLyAEiERERHxWjo1JiIiIk5sGiwtIiIicu1TRUhEREScWL2oTuI9kYqIiIicRxUhERERcaLL50VERES8gCpCIiIi4kQ/uioiIiLiBVQREhERESdWU/cREhEREbnmqSIkIiIiTnQfIREREREvoIqQiIiIOLHpPkIiIiIi1z5VhERERMSJxgiJiIiIeAElQiIiIuK1dGpMREREnOiGiiIiIiJewCMrQnueq+3uLriNpWS2u7vgVqZZ1d1dcCtff6u7u+A2eXFB7u6CW9mCbO7ugls9ctM37u6CV9GProqIiIh4AY+sCImIiEjRseqGiiIiIiLXPlWERERExIkNXTUmIiIics1TRUhEREScaIyQiIiIiBdQRUhERESc6EdXRURERLyAKkIiIiLixKbfGhMRERG59qkiJCIiIk40RkhERETECygREhEREa+lU2MiIiLixKYbKoqIiIhcXWJiYujevTudO3dm3rx5BZ7ftWsXt912G7169WL48OGkpqZecJlKhERERMSJFcNlj4t18uRJpk6dyvz581m8eDGffvopBw4ccGrzwgsvMGrUKJYuXUrVqlV5//33L7hcnRoTERERt0lNTS20chMaGkpoaKhjeuPGjbRo0YISJUoA0KVLF1asWEF0dLSjjc1mIyMjA4CsrCzCwsIuuH4lQiIiIuLElWOE5s6dy7Rp0wrMj46OZuTIkY7p+Ph4wsPDHdMRERHs2LHD6TVPPPEEQ4cO5cUXXyQoKIjPPvvsgutXIiQiIiJuM3jwYPr27Vtg/rnVILBXewwj/1SaaZpO02fOnOGpp55izpw5NGjQgA8++IBx48Yxc+bMf1y/EiERERFx8m/G7lyu80+B/Z2oqCi2bt3qmE5ISCAiIsIxvW/fPgICAmjQoAEAt99+O2+++eYFl6vB0iIiInLVa9WqFZs2bSIpKYmsrCxWrVpF27ZtHc9XrlyZuLg4Dh48CMDq1aupX7/+BZeripCIiIg4uRrvIxQZGcno0aMZNGgQubm59O/fnwYNGjBs2DBGjRpF/fr1eemll3jkkUcwTZPSpUvz4osvXnC5SoRERETEI/Ts2ZOePXs6zXvvvfcc/2/Xrh3t2rX7V8tUIiQiIiJOrFdhRaioeE+kIiIiIudRRUhERESc2Fx41Zi7qSIkIiIiXksVIREREXGiMUIiIiIiXkAVIREREXFiMzVGSEREROSap0RIREREvJZOjYmIiIgTqxfVSZQIndWhclUeb9EGfx8f9pxKYNyaVaTn5ji1eeqmdnSvfh0p2WcAOHj6NNGrvqK4vz+vdOhC9ZKlsBgGC/fs4t2ff3JHGJesQ7nqjG3YwR5/cjxPbP6a9Dzn+J9s3InulWqTnHM2/tRTjPphMWH+gTzXrCvXl4wkMy+XLw7u4MN9WwtbzVWrQ7nqPN6ovT3+0/GM27ysQPxPNelIt0q187d/2ilGfr+EMP9Anm/eJT/+P3Ywd982d4RxydpH1eDR+h3w9/Flb/JJntz6VYH4rwsNZ2LjrhT3C8Bq2piwbRm7kuMcz0cFhfJ5p3vpteo9TudkuTiCy9OhSlUeb3l2/09MYNzqQvb/1u3oVuM6Us6c3f7Jpxm54isCfHx5tn0nGkZGYQC/nIxj4nerybbmuSGSf69jxWo83qwt/hYf9iQl8PiGFQViH39je7pXrUXyX+/9lCSi18QAcE+dRgys1YBAX192Jp7k8fUryLFZXR7HpTqyNZMfP0rGmmtSuoo/7aNL4x/snAQc2pzJTwuSMQwIKG6h3YjShJX1czyfnpDHonFxDHijLEGhPq4OQS6TEiGgVGAQkzt2pf+iBRxOSeaJlm0Y17INE9avdmrXNKocI1d9zfa4WKf5Y268ibiMNEasjCHI15dv7riXLbHH2H7yhCvDuGSlAoJ5pcWt/OebDzmcdppxjTrweKMOTNy60qldk/DyjPphMdsTjzvNH9/kZjLzcuj89Ux8DIMZbftzLD2ZNbEHXBnGJSsVEMSrLXswYNVHZ+Nvz+ONOzDxp/PiL1OBUd8vKRD/hKY3k5Gbyy1fveeI/8+MFNYc95D4/YN5uVlPbl87hyPppxlbvyOP1e/I0z+vcLQJ9PHlg7Z38uTWr1gX9wedyl3HlBv70HXluwD0qVyfUXXbERUU6q4wLlmpwCBe7dSVAV/Y9/9xrdrweKs2TFznvP83iSrHqBUF9//oZjfiazHoNn8uhmEwtXN3RtzQnKk/bnRlGJekVGAQk9t25baY+RxOTeaJZm15ollbxm/81qld04jyjFwTw7Z459i7VqnJvXWb0C9mPqnZZ3inU2/uq9eUd3ZscWUYlywrxcrat07R56UoSpTzY/Pc02z+8DRtHyjtaJOXbWP11EQGvFGWsLJ+/Lo0lR9mnab7hAgA9q5NZ+uCZDKTPCf5uxgaLO1l2lSqzI74OA6nJAPw8W+/0vu6Ok5t/C0+1C0TwQONm7Fi4CDe6dqTciHFAXhmw1pe+GEdABHFQvD38SE1J9u1QVyGNmWrsvPUCQ6nnQbg4/3b6V2lrlMbf4sPdUtG8X91WrC8+/283bof5YLtH3r1SpXly0O/YTNNcm021h7/g66Vars8jkvVpmw1djjF/zO9q1zv1Mbf4kPdUpEMv74Fy3vcx9tt+p4Tf5Rz/LEH6FaxlsvjuFSto6qx83QsR9Lt8c//Yxu9KtdzbhNZjaMZyayL+wOA1bH7eHjzIgAiAkO4pVwthq6f79qOXyEF9v+dv9K7ViH7f3gEw5s2Y/kdg3i7W/7+v+X4Mab99CMmYDNNfk+Ip3xxz0gI25avwo6EOA6nno199y/0rlHwvX996QiGN2jOyn738m6n3pQrZo+9X426vLfzJ1Kyz2ACT/6wikUHfnd1GJfsz1+yiKgRQIly9urO9V2Lc2B9BqZpOtqYNsCEnAwbAHlZNnz87ElCRlIeh3/MpMekSJf3Xa4cJUJAuZBQTqSnOaZPpKcRGhBAiJ+/Y15EsWJsPH6U1378nq6ffMjPJ0/wXvc+juetpsnUm7uxauBgNh8/xsHk0y6N4XKUDQ7lRGaqYzouM5Xi/oGE+J4Tf1AIm04e5vUd6+m2bBY/nzrOjLb9Afj11HH6Vq2Hr2Eh2NePLhVrEREU4vI4LlXZ4OIF4g8tJP6NcUeY8us6un39Pr8kxjKz3W0A/JIY6xR/Vw+LPyrovO2flUpxP+f4qxYvTeKZdF684VYWdRrKnLZ34WPYDx/xZ9J5aNMXHE5Pcnnfr4SyxUM5kZa//8cVtv+HFGPjsaNM2fQ93RZ8yC9xJ5h5q33/3/DnEQ6d3d/LFy/OkIZNWHZgn2uDuERlixUnNuOcY19GGqH+zrFHBoew6cRRXtv2PV0WzeHn+Fhm3dIXgGphJSkdGMzcLv1Z0e9eRje5yaO+BGYkWgkpk38qK6SMDzmZJrlZ+YmQX5CFNg+W4ssn4vhwyDF+W5ZGi8ElAChWypcuT0RQorxfgWV7OhsWlz3czSU9iI2N/ceHuxkGmJgF5ltNm+P/x9JSGfLVl+xLOgXAzJ+3UiksjArnfPMb/e1yGs9+mxKBgTzcrGXRd/wKsWAUEr09ufvLsYwUhn73GftSEgB4b/ePVCpekgrFwnhh+2pME2K63ceMtv35Ie4QuR40RsBiGJiF/AEKjz8RgJnnxQ8mX3Ufyoy2t/F93GHPi7+Q+efG72tYaBdVg08Pbqff6tl8dOAnZrUZiL/F88dDWC5m/09NZWhMIft/aP7+Xy88gk9vG8iHO39mzeGDRd/xK+Bitv2f6Sncu3Ih+07b3/szdv5EpdASVAwJw9fiQ5vyVXhozVJ6Lv6QsIBAxt7Q2kW9v3ymDQr7SS3jnE/GU4dz2PZpCre/VY5BH1SgyYAwVgRlpOQAACAASURBVL2S4FQ1Es/mkjFCw4cP5/Dhw0RERBR48xiGwerVq//mla4Rm5ZG48iyjumokBCSz2SRlZc/2LF26TLUKR3Ol/t2O+YZGOTZbLStWJk9pxKJz8wgMzeXpfv30LVaTZfGcDmOZ6bQsEw5x3RkUHGSs7PIsuY65tUuEU7tEpEsPvybY54B5NlsFPcL4OVf1pBydhD1iOtbcSTNcypisRmpNCqdH39UcOHx1ykZyZeHCo//pZ/X5sdft6XjNJsniM1MoWGpc7d/KMk5zvHHn0nnj7REfk2yf3FZHbuPF2/oQcViJfgj7ZTL+3wlxaal0ehi9v8y4Xy597z932pPlm6tWYvn2ndi0ro1LN23x3Wdv0yxGWk0ijgn9mLFz8Z+znu/VDh1SoXz5TmnvAwMcm1WTmams+LwPsfg6sUHfmdUY8/5EhgS7kP8/vwKVsYpKwEhFvwC8zOhP3/JIqpOgGNwdN1uxdk4+zRn0mzX9MBoq8YIXVkLFiygatWqvPrqq6xZs8bp4e4kCGDDn4dpFFmWKmH2cudddRvyzaE/nNrYTJOn23R0VIDurteQPacSiMtIp0eNWjzS3L7z+1t86FHjOjYdP+raIC7D9ycO0bh0eaoULwnAXTWb8O0x59K+zYRJN9xChWJhANxdswl7kuOJy0rjzpqNGd2gLQBlAovxnxoNWXp4l2uDuAwbThyicZn8+O+s2Zhvju13amMzTSY1vfm8+BMc8Y9xxB/M7dUbsvSw54yT+P7kQRqVLk/lEHv8d1Rrwurjztt/3YkDVChWgrologBoVqYSpgl/ZiS7vL9X2oajh2kclb//31mvId8cLLj/T2rb0VEBurt+Q/Yk2vf/TlWqMaltRwYtWehRSRDA+mOHaRxRjiqhZ499tRuy6qjzIH+bafJMy05UDLG/9++p04g9pxOIy0xn+aG99KhWmwAf+3fqzpVrsCMhDk9RsVEQJ/dmkxxrT/x+X5lGleZBTm3Cq/kT+9sZMpPtVd7DP2ZSPML3mk6CvI1huqi+t2PHDj7//HOee+65y15WlelTrkCPnLWvXJVxLVrjZ/HhSGoyY75dQaXQMF7p2Jnun34EQJ/r6vBgk+b4GAYnMtIZt2Ylsen2c+ovtL+Z60qVAWDlwf1M3bKx0JLz5bKULJrz7+3LVWdsw/b4WXw4mn6aRzfFUCmkBC/d2INbl78PQO8qdXng+lb4GAZxmWk88ePXxGamUszXnykte1K5eCkM4J3fN7KkiBIhs4i+pbQvV53HG7Wzb//0ZB7daI//5Ru702P5bAD6VKnLA3VbOuIft3mZI/7XW/WkcvGS9vh3bWJxEcXv6180p9zaRVXn0fod8T+7/cduWULFkJK8eEMPen0zC7AnP+MadCLI148cm5Xnf17FtlN/Oi1n/4DxNF8ypUgun8+LC7pwo0vUvnJVHm91dv9PSebRb1ZQKSyMlzt2pscnZ/f/WnV4oKl9/49LT2fcavv+v/ruIYQFBnIyPd2xvG0nYgtcdXa5bEG2Cze6BB0qVLVfPu9jP/aNXreMSsXDeKVNV7p/OReAvjWu58EGzfGxWDiRkcbj61cQm5GGxTAY2aglPavVwmJY+O3USZ78vuCtB66ER2765oovE+DI1iy2fHwaa55JaJQfHR8uTerJPNZNO8WAN+yV0t+WpfHbslR8fA0CQiy0/r9SlKrk77Scd/scYfCHFYosQRpdZ1WRLPfvPPzzHS5b15uNF7hsXYVxWSJ0JRVFIuQpiioR8hRFlQh5iqJKhDxBUSZCnqCoEiFPUVSJkKdQIlR0dB8hERERcWIz3X81l6t4T6QiIiIi51FFSERERJxYC7uvwDVKFSERERHxWqoIiYiIiBP91piIiIiIF1AiJCIiIl5Lp8ZERETEiS6fFxEREfECqgiJiIiIE5sunxcRERG59qkiJCIiIk6sunxeRERE5NqnipCIiIg40VVjIiIiIl5AFSERERFxop/YEBEREfECqgiJiIiIE91HSERERMQLqCIkIiIiTjRGSERERMQLqCIkIiIiTnQfIREREREvoERIREREvJZOjYmIiIgTDZYWERER8QKqCImIiIgT3VBRRERExAuoIiQiIiJONEZIRERExAuoIiQiIiJOVBESERER8QKqCImIiIgTVYREREREvIBHVoTe7PaRu7sgblLKku7uLrhVLj7u7oLbWL3oRyAL0ynI6u4uuNUpW4a7u+BVrtaKUExMDO+88w55eXkMHjyYu+66y/Hc7t27eeKJJxzTSUlJhIWF8dVXX/3jMj0yERIRERHvcvLkSaZOncqiRYvw9/dn4MCB3HjjjdSoUQOAOnXqsGTJEgCysrIYMGAATz/99AWXq0RIREREnLjyztKpqamkpqYWmB8aGkpoaKhjeuPGjbRo0YISJUoA0KVLF1asWEF0dHSB186YMYNmzZpxww03XHD9SoRERETEbebOncu0adMKzI+OjmbkyJGO6fj4eMLDwx3TERER7Nixo8Dr0tLS+Oyzz4iJibmo9SsREhERESeuHCM0ePBg+vbtW2D+udUgAJvNhmHk98s0TafpvyxdupSbb76Z0qVLX9T6lQiJiIiI25x/CuzvREVFsXXrVsd0QkICERERBdp9++23DB8+/KLX792XYYiIiIhHaNWqFZs2bSIpKYmsrCxWrVpF27ZtndqYpsmuXbto3LjxRS9XiZCIiIg4sZmGyx4XKzIyktGjRzNo0CD69OnDrbfeSoMGDRg2bBg7d+4E7JfM+/n5ERAQcNHLNUzTNP/1X8jNlhxs5O4uiJvoPkK6j5C30n2EvPs+QuHljrt0fbd8N9pl6/qm/VSXraswGiMkIiIiTq7WGyoWBe/+iiUiIiJeTRUhERERcaKKkIiIiIgXUEVIREREnJiqCImIiIhc+1QREhERESeu/NFVd1NFSERERLyWKkIiIiLiRFeNiYiIiHgBVYRERETEia4aExEREfECqgiJiIiIE40REhEREfECSoRERETEa+nUmIiIiDjRYGkRERERL6CKkIiIiDjRYGkRERERL6CKkIiIiDgxTXf3wHVUERIRERGvpYqQiIiIOLGhMUIiIiIi1zxVhERERMSJ7iMkIiIi4gVUETpr9xYryz/IJS8XylY1GPCIP4HFnDPi336wsurjXAwLBBc36D/Kj9Ll7Lnk07dnEVYmv32723xp0tFz/rzeHv+OH2HhBxbycqFCVbh3tI2gYs5ttv8ASz6yYDGgWHEY9IiNiHJgs8K86Qb7dtrjr9/MZMAwE8ODvlDt/BGWfAC5Z+O/ezQF4v/lB/jqIzAMCC4Odz8C4eVg5nOQEJvfLjEOajaAEc+4NobL8duPJks/MMnLhfJV4c7RBkHnvf9//cHk649MDIt9+9/xsEF4OXub9TEmG1eY5OZApRr21/v5e8Yb4LtNMHUm5ORCrWrw/DgIOW/bf7wQ5n0JgQFQrRJMGA0lQu3Pzf8SvvgasrOhbi14/nHw93d9HJdq4yYfZszyJyfXoHo1G/8de4Zi58X/xSI/Fi72I8DfpHJlG48+nE1oKKSnw8uTAzly1MA0Dbp2yeXuO3LdE8gVpvsIeZn0ZJPPXs/hnvH+PD4rkNJRFpZ/4Pxmzs02WTA5h0ET/Bk9PZA6N/qw5F17m/hjNoKLG4yeHuh4eFIS4O3xpyXDB1MsjJhg44X3bYRHmSyc7XwQyMmGWa/Y20x6x0aDFiYL3rHvPptWG5w8ZvDMu/bn9u002LbBHZFcmrRk+HAK/N8EeOZ9KBMFi2c7t8nJhg9esbd56h1o0AI+e8f+3F/znnoH7noEgkNg4EOuj+NSpSWbfPy6yf0TDCa+b6F0WVj6gfO1wznZJnNfNRk20eC/b1uod6PBF+/Y2/zyvcm6pSYjXzZ4aoZBTg6s/dIdkfx7Scnw1Mvw5nOw/GOoUA6mzHBu8+N2mLUAPngdvnwf2raASa/Zn1u1HuYtgtmvQ8xcOJMNcz93fRyX6nQyvPhqAM8/c4YFH2ZSrqyNd2YGOLXZ/rMP8xb48eaULObMyqLljVZenRIIwKzZ/oSH2/jogyzeeyeTxUv8+G2XPlY9jbYYsG+7lYrXWQgvb/9ztLjVh5/XWjHPuZGCzWb/90yG/d+cLBPfs996jvxuw2KBtx/L5vUHz/DNvFxsVs+5CYO3x79ru0GVWhBZ3j7d/laTH9cYTvfR+Cv+rEz7v9lZ4OeX/1z2GXs1Je/sw9eDvhHv3g5VakHE2fjb3gpb1lAgfhPn+H39nJeTlwtzX4MBD0CpCJd0/YrYsx0qXwcR5e3Jb5seBj+twen9b/4V/9n3f3ZW/jbestqkUz+DYsUNLBaDgSMNmndycRCX6IefoF5tqFLBPn1Hb/jqW+dtv2sftGwKUWe36S1tYe1GewVp6Uq493Z7dchigacfhV6dXR/HpfrpJ1/q1LJRsYI94L69c/lmta9T/Hv2WbihqZWIcPvMdm3y+GGTD7m58PDIHB56MAeAU0kGublQrJjnHPv+iWm67uFuLvva/u2333LixAnatWtHpUqVHPM//fRTbr/9dld1o1ApiSZh4fkVgLAyBmcyITsTAs+WSAOCDPpF+zF9TDbBofYD44gp9m8ONivUaGSh+1A/rHkwe1IOgcFW2vT1jKqIt8eflAClyuTvjSXDISvT/jf46/RQYBDcPdLk5dEWihW3JwZPvG7Pjm66xWTreoOxd1mwWqFuE2jUwh2RXJrTCVCyTP50iXA4k0mB+O8cCa+NxhH/Y687L+eHFRBWChrd5Lq+XwmnE+wx/6Ww+AOCDAaOhNfHmAQXNzFtMOZ1+z4TfxzSUmD6UzZSTkH1etDnfs84rRAXD2XPSVojwyE9wyAj03ScHmtQx35q7HgclI+CL5dDbq5BcqrJ4T+hfm0YNhbiE6FpA3jsAffEcilOJhhEROTv++HhJhkZBpmZOE6P1a1j5YtFfsTFGURFmSxb4UdurkFKqkGZ0ia+PvDsCwF8t86XNm3yqFTxKvhkl3/FJRWh1157jY8//pjDhw9zxx13sGTJEsdzn3zyiSu68I9MG4XeMcHik///E4dsfDs/j8dmBDBhXhAdB/rx0fM5mKbJjd186TPCH/9Ag6AQg7Z9fflto9Vl/b9cip9C/wDnxn/sEMTMM3h2po0pC2z0uMPknecsmCYs/digeAmT1z+xMXmejYw0WPmFZ3wQwtlq1wXiP34Ils2DiTPh5QXQ9Q772KBzv82t+RK631nk3b3iTJNCx3M5x2+yfJ7JUzMMXpxvoctAg1nPmZimiTUP9mw3GfqkweNvGWSmQcwcz/gw/KvSeT7LOZ8MNzSEEffCyPHQ///sf6uwUBM/X8jNg41bYerT8PlMSEmFN2a5oudXhmn7m21/TvwNG9gYOiiHJycGct/wIAzDJDTUxM83fxtPfCqbr5ZkkJZqMOdDDyoH/wPTNFz2cDeXJELr1q1j1qxZTJgwgXnz5vHmm2+yfPlywLn87C4lIgxSk/L7kZpoEhQC/oH5G2jfNitVrrc4Bge3utWHuCMmmamwbXUeJw7lH1FME3w8oxgCKP5SEZByKj/W5EQIDjEJCMxvs2urQY26JhHl7NMde5ocPwLpqbD9B4PWnU18/SC4GLS6xWTvr+7fuS+WPf78aXv8OMX/+1aoVtc+OBqgfU+IPQIZqfbpPw+A1WofJO1pSoY7x5/iiD9/G+7e9lf89nltz4k/rDQ0vMk+uNrXz6BZR4NDu10dxaUpGwkJ58R+MhHCipsEB+XPy8iEZg1h0Sz4YiZ0am2fXyIUIsrYT5WFFAN/P+jZGX7d5doYLkdkpEliYv52TkwwKF7cJOic+DMzoVEjK7NnZvH+jCza3GT/khcaCj9u8XG8PjgIbu6Ux979GnHiaVyyxUzTxDibdlepUoUZM2bwwgsv8OOPPzrmu9N1TXw4usdGwnH7h/nmZVbqtvRxalO+hoWDO22knbYnDLs22SgVaVAszODkYZNVH9nHxeRmm2yMyaNhW58C67laeXv8dZua/LEHTh63T3/3tUGjls4JeqWaJvt2GqSctk//vBHKRELxMKhcw+Sn9fb3cV4e/LLZoFod9yf4F6tOUzi0x36KB2DD19CwpXObijVh/05IPRv/L2fjDwmzT+/bAbUaFf7t+mpXpykc3gPxx+3bbMPXJvXPj78GHNgBqWff/79ugtKREBJm0Ki1wc/rTXKy7RWiHZtMKl/n6iguzU3N4Nff4fAx+/SnS6Hjeac24xNh8COQfnZ81LsfQY9O9m3dpR2sWGsfJG2asHqDfcyRp2h+g5Vduy38ecz+xl0c40ebm/Kc2iQmGox8JIiMs/HP/difmzvmYhiw5jtfZs/1xzQhJ8c+3bSx51TDxc4wXVCSmTZtGhs3buSJJ56gQQP7V8Zt27YRHR1NTk4O27Zt+1fLW3Kw0RXv4+4tVlbMycWaB6XKGgx8zJ9TJ0y+eDOH0dPtX403xuSxMSYPH18IKm7QZ4QfUZUt5JwxWfx2Lkf32LBaoUEbH7oO9r0qkryL5Snxl7KkX/FlAuzYAotmW8jLg4iyMHSsjcQ4mDvVwqR37AnimqUGa5Ya+Prax8nc+ZCN8lXsVaH50w2OHjCwWKB2Y5P/DDMLDCa+EnIpmgTzty32K8WseVCmLNw71n4Z/MdT7VeDAXy3FNYttVf7ihWH2x+CclXszy2YZh8fVJSnxqxm0X1v27Xl7OXzZ+MfNNYg8QTMf8Pkv2/b17tuqcn6GBNfX/vtA/4zwqBsFQOb1WTFAti+3sRmtSdNA0cVvPz+cnUKKpoP2HWb7ZfP5+ZCxfLw8pNwLBYmTLZfJQb2K8Pmfwk2E5rUhwmP2C+lt1rtidHyNWC1wfU14ZnHCl5+fyWcsmVc+YUCmzb78O57/uTlGZQvZ2P8f88Qe8LCy5MDmDMrC4CFX/qxaLEfNhMa1LMy5uFsAgIgLR1eez2Ag4fs75G2bazcd2+O06m1KyW83PErv9B/UH/pJJeta2cv995rwyWJEMCmTZuIiIigevXqjnknTpxg9uzZPPXUU/9qWUWRCIlnKKpEyFMUVSLkCYoyEfIERZUIeYqiSoQ8hRKhouOykRwtW7YsMK9s2bL/OgkSERGRoqUbKoqIiIh4AQ+6tkdERERc4Sq4oNtlVBESERERr6WKkIiIiDi5Gm506CqqCImIiIjXUkVIREREnKgiJCIiIuIFVBESERERJ1500ZgqQiIiIuK9VBESERERJxojJCIiIuIFVBESERERZ140SEgVIREREfFaSoRERETEa+nUmIiIiDjRYGkRERERL6CKkIiIiDgxNVhaRERE5OoSExND9+7d6dy5M/PmzSvw/MGDB7nnnnvo1asX9913HykpKRdcphIhERERcWKahsseF+vkyZNMnTqV+fPns3jxYj799FMOHDhwTp9NHnzwQYYNG8bSpUupU6cOM2fOvOBylQiJiIjIVW/jxo20aNGCEiVKEBwcTJcuXVixYoXj+V27dhEcHEzbtm0BeOCBB7jrrrsuuFyNERIRERFnLrxqLDU1ldTU1ALzQ0NDCQ0NdUzHx8cTHh7umI6IiGDHjh2O6aNHj1KmTBmefPJJdu/eTbVq1ZgwYcIF16+KkIiIiLjN3Llz6dSpU4HH3LlzndrZbDYMIz9BM03TaTovL48tW7Zwxx138OWXX1KxYkVefvnlC65fFSERERFx4sqrxgYPHkzfvn0LzD+3GgQQFRXF1q1bHdMJCQlEREQ4psPDw6lcuTL169cH4NZbb2XUqFEXXL8qQiIiIuI2oaGhVKhQocDj/ESoVatWbNq0iaSkJLKysli1apVjPBBA48aNSUpKYs+ePQCsWbOGunXrXnD9qgiJiIiIs6vwPkKRkZGMHj2aQYMGkZubS//+/WnQoAHDhg1j1KhR1K9fn+nTpzN+/HiysrKIiori1VdfveByDdP0vNsmLTnYyN1dEDcpZUl3dxfcKhcfd3fBbaymdxewOwVZ3d0Ftzply3B3F9wqvNxxl66v2vwXXbaug3c+6bJ1FUYVIREREXGi3xoTERER8QKqCImIiIgzjxs0c+lUERIRERGvpURIREREvJZOjYmIiIgTDZYWERER8QIeWRHqGlTwx9lEvEG2mePuLrjNi4nN3d0Ftzpj7nN3F9zqrbvucXcX3GrVJhevUIOlRURERK59HlkREhERkaKkMUIiIiIi1zxVhERERMSZxgiJiIiIXPtUERIRERFnqgiJiIiIXPtUERIRERFnurO0iIiIyLVPFSERERFxYmqMkIiIiMi1TxUhERERcaaKkIiIiMi1T4mQiIiIeC2dGhMRERFnunxeRERE5NqnipCIiIg4MTRYWkREROTap4qQiIiIOFNFSEREROTap4qQiIiIONNVYyIiIiLXPlWERERExJnGCImIiIhc+1QREhEREWeqCImIiIhc+1QREhEREWeqCImIiIhc+1QREhEREWe6j5CIiIjItU+JkIiIiHgtnRoTERERJ4YGS4uIiIhc+1QREhEREWdeVBFSInTW+k0Gb77nQ04uXFfN5JnHrYQUc24zf5GFBV9aCPSHqpVNnnrESlio/bm2vXyJDM9ve+9AKz1u8Zx3kuL37vi/32Rh+iw/cnKhZjWT8WNzCsT/6SIfPlvsS4A/VK1s4/GHcx3x/2XsRH/CS5s8/nCu6zp/BcRtS2XX/JPYcm2EVg6kyYMV8Av2cTx/dN1pDsQkOqZzM61kJeXS9d3aBBT35df3Y0n8PQOAyCbFqXdPFIbhGVfd/L7FyvIPrOTlQtmqBv95xJfAYs593/mDlVUfWzEsEFQcBozyo0w5e5uJt2dTokx++/a3+dCkow+eonmrGgx9sCN+fr4c+uMkr78QQ2ZmjlObTl3q0/+ulmCanMnO5e3XV7J/zwn8A3yJfqwbteuUA8Ngz+/HmfbacnKy89wUjVwKJUJAUjJMeMWHD6flUbkCTJ1h4Y2ZFsaPtjnabPnZYPZ8Cx+/nUdUBMSsMnjmNR9ef9bKoaMQFgqfv++Zb37F793xn06GZ1/1Z9Zb2VSqYPLWDF+mzfTjidH5yczWny18uMCP2W+fITIclq3y4cUp/rzyTP4HxocLfPllh4VbOljdEcYly07JY9vbx2j3fHVCygbw28cn2DUvjkbDyjvaVGpXkkrtSgJgyzNZP/EPrusbTmAJP46sPU1abDadptTENGHd+D+I3ZxK+ZZh7grpoqUnm3z6eh7RU/wIL2/hq/fz+PqDPG6L9nO0yc02mT85j0ff9qdMOYP1X+ax+N087n/Wj/hjNoKLG4yZ7u/GKC5dWIlgHnuqF48Mn0PssSTuG9GJ+0Z04q3XljvaVKhUmvujO/HQvbNIOpVOs5Y1mPTSAO7u+z/uHNwaHx8Lw++ZgWEYjJvUh4GDbuLD99a5MSr5t1w2Rujw4cOcPHkSgM8//5znn3+eZcuWuWr1/2jTTwb1aptUrmCf/k8vG8u+tWCe84X+970GLZqaREXYpzu1MVm3ySA3F37dZWCxwOCRPtw21Jd351qwetBngeL37vg3/+TD9bVsVKpgD/i23lZWrPZxin/3PgvNmlodVa8Obaxs2GQh92yutO0XC5t+stCvl+clg/E70ihZPZiQsgEAVO1cmj83JGOahVf09i1JICDMl6q3lAbAtJlYs21Y80xsuTZseSYWP8+oBu3bbqPidRbCy9s/Clrd6sPPa21OsdvOfh84k2Gfl50FfmfznsO/m1gsMP2xHKY8mMOqeXnYrJ5TCW3avBp7d8cSeywJgK8WbaVjl3pObXJz8pj60lcknUoHYP+eWEqWDsHX18LOX44y/4MNmCbYbCYH9sURGXX1J8Di7IIVodmzZzNt2jSsVivly5fnuuuuo1atWtSqVYvrrruOChUqXHAlc+bM4aOPPsJms9GiRQtOnDjBLbfcwsKFCzl06BAPPfTQFQnmUsXFG0SF5++8keGQnmGQkYnj9ED9603mL7IQGwflomDJcgu5uQbJqZBnhRZNbTz8fzby8iD6vz4UC7ZwzwDb36zx6qL4vTv+kwkGkRH58UeEm2ScF3+9OjY+XeTHiTiDslEmMSt8yM01SEkF04Qpb/nxv1ezWRTjeUXmzMRcgsrkV0CCSvuRl2UjL8vmdHoMIDs1jwMxCXR4paZjXuX2JTm+KYUVw3djWiGiYQhlbzjvnOFVKjnRpMQ5p3TDysCZTMjOhMCz2z4gyOC2aF/eGpNLsVB7YhQ9xZ4J2axQs5FB96G+2PLg/Um5BAZD276e8T4IjwwlIT7VMZ2QkEqxkECCg/0dp8dOxqVwMi7F0Wb4qM5s3rCPvDwb27YcdMyPiAqj3+038sYrX7sugCLkTVeNXfDdOmPGDF599VUaNGjAn3/+yb59+9i7dy/r169n//79ANSsWZMFCxb87TIWLlzIsmXLSExM5NZbb2Xz5s0EBAQwYMAA+vfv7/ZEyGYChXyBs5xTL2vawOSBwVYemeCLxTDp090kLNTEzxf632py7siyewbYmL/Iwj0DirzrV4Tix6vjN21Q2HAWn3Pib9zAxrBBeYyd6I/FgJ7d8ggLNTEMePJZf0Y/lEuZ0q7r8xVlFrr5MSwF5x7+NomyN4RSLDL/VNDuz+MJCPWl+3t1sOaYbJ58hP0xCdTsGV7g9Vcb0/Y3sZ+T/504ZOOb+XmMnWE/NbZhSR5zn89lzHQ/WnTzAfIbt+3rw/dLrLTtW+RdvyIMi1Fo5c9mKzgvMNCPxyb0IjwilCdHz3d6rmatKCa9/B+WLPyJH3/YX2T9laJxwUQoJCSE9u3b4+vrS0REBE2bNnV6/tixY46E6O/YbDb8/f0pX748Q4cOJSAgwPGc9So4h1A2wmTn7vyjfnwihBY3CQ7Kb5ORCTc0NOnXw176P5kA02dbCAu1jxepVd3kuur2tqYJvp4zVlDxe3n8kZEmv50TNQupAgAAIABJREFUf0KCQWhxk6Dz4m/SyEbvHtkAxCfAjA/8OH7CwvETBlPftldUTiUZ2GyQkwPjx3rGgOmgMn4k7c90TJ9JysWvmA++gQVHDhzbmELDIWWd5sVuSaHh0HJY/CxY/OzjiY5vTvGIRKhEhMHRvfkf+imJEBQC/9/encdFVe9/HH8Pm4CJuLCY5C9NTa1wy7XcExM1NanMUq+7uZNpZm5pet0STdPMzKUw05tWtCCWy+0mt1JLNPc1FRSUEneRmd8f3CZPuIDJGeC8no/HPB6ew3fO+Xw6DH3m8/2emULef5ZHe7bYdW8VN+fi6Edau+uzdzJ0IU3avTlDpcrZdHfZzP9WDofknj+aQZKklBNpqlTlz7VgJQP8lJZ2UZcuGX93A4L8NH5aRx09fErDBrxvWAzd+LEHNGBYS731RqzWx+0wLfZcx1ds/Kl3795auXLlDX8eEhKiJk2a3PQYYWFhev7555WRkaGBAwdKknbv3q1OnTqpZcuWOQz5zqtXy6GEnTYdOZa5vfIzNzV5xPiOIPmU1H2Ih85l3hiiBR+4qWVTu2w2af8hm956z10ZGdKly9Ly1W5q0TR/TItI5G/1/Os+nKEdu9z067HMP3wfx7ir4SPGNygpp2zqO6SQM//3PvBUWNMMhT5g1xcrLmvZu5mPDk9cVfMmGfmmCJKkoKpF9Nu+izqXlFnkHYpLValaWae2rpzL0PkTl1X8fuPtdP5lfXR8U+bUif2qQ0mb01S8om/uB34HVKzhpiO77Uo5nvn7+t8vM/RAPeP/FkqXd9PB7Xad/S3zNbEj3q7iQVLhojYlHXZozfsZsmc4lH7Zoe9iMlS1Yf55F7DlhwOq/GBp3R1SXJLUun1Nxf97j2GMj6+Xpr/VRd9t2K1JY1YZiqC6j1ZQv8gWemVwdMEqgizG5rjRisD/qV69utLT09WwYUM1aNBAlStX1v333y+fa98uZsOPP/6oWrVqObcPHjyoo0ePqlGjRjkO+nJSuRw/51a+/W/m7dPp6dI9dzs0cWSGjiXaNG6au/NuoA9XuWn5J26yO6QaDzn0yuAMeReSLl6S/jnLXQk7bbp6VWre2K5BPe3XnW7Iq8g/f+R/2ZE7i5G/+6+b3lrgqfSrUsjdDo175YqOJ9n0+jQvLXs3s0BYsdpdKz/xkN0hVXvQrmGD0+VdyHicdxZ76Pcztly5fX7Sqdp3/Jh/OLH1f7fPX3WocJCXHh4QovPJV/TTvONqOj1zPdBv+y/ox5lHFTbnfsNzL5+9qoSFifr90CXZ3KSAh+7SQ52D5eZ5Z+9FeeSuvXf0eH/Y9UOGvlycoYyrUolSNj37kodOJzm0ctZV591g38Vk6LuYDLl7SL5FpPb9PBT8f266csmh1XOv6shuh+wZUmgDN7Xs6p4rHx0w+7ncmWuuVe+P2+fdlXg8VdPGf6rgu4vpxVda64WuC9SxyyPq2ruxDh9INjxv+MAPNPOdbiri563TKWed+3/ZflRzpsfe8Tjj4kff8WPeTLmZM0w718EhL5p2ruu5ZSH066+/as+ePc7H7t27lZiYqJCQEK1Zs8asOA1yoxAC8oPcKoTyg9wshPKD3CqE8ovcKoTyCwqh3HPL2dwyZcqoTJkyat68uXPfhQsXtHevtV+UAAAUWBa6a+y2ere+vr6qVq3anY4FAADAVHzpKgAAMLA5zHvkRExMjMLDwxUWFqbo6OgsP58zZ46aNGmitm3bqm3bttcd81f56EZHAABgVSdPnlRUVJRWrVolLy8vdezYUXXq1FH58uWdY3bs2KEZM2aoevXq2T4uHSEAAGDkMPGRTZs2bVLdunXl7+8vX19ftWjRQrGxxjv0duzYofnz56tNmzYaP368Ll++fMvjUggBAACXSUtL07Fjx7I80tLSDOOSk5MVEPDnB5UGBgY6v8NUks6fP6/KlStr2LBhWr16tdLS0jR37txbnp9CCAAAuMySJUvUrFmzLI8lS5YYxtntdsNnVDkcDsN24cKFtWDBAt13333y8PBQ9+7dtXHjxluenzVCAADAyMTb57t27ar27bN+QZ2fn/ET3oODg7V582bndkpKigIDA53biYmJ2rRpkyIiIiRlFkoeHrcuc+gIAQAAl/Hz81NISEiWx18Lofr16ys+Pl6pqam6ePGi4uLi1LBhQ+fPvb29NW3aNB09elQOh0PR0dGGz0C8ETpCAADAIKe3tZshKChIkZGR6tKli9LT0xUREaHQ0FD16tVLgwYN0kMPPaTx48frhRdeUHp6umrUqKFu3brd8rgUQgAAIF9o06aN2rRpY9i3YMEC579btGihFi1a5OiYFEIAAMDIkY++NftvYo0QAACwLDpCAADAKA+uEcotdIQAAIBl0RECAAAGefGusdxCRwgAAFgWHSEAAGBERwgAAKDgoyMEAAAMWCMEAABgAXSEAACAER0hAACAgo9CCAAAWBZTYwAAwIipMQAAgIKPjhAAADDg9nkAAAALoBACAACWRSEEAAAsizVCAADAiDVCAAAABR8dIQAAYMBdYwAAABaQLztCrUvXdHUILuN+112uDsGl7JcuuzoEl3Ir7OvqEFzGfu6cq0NwqW3+9V0dgkvZzu52dQjWQkcIAACg4MuXHSEAAJCL6AgBAAAUfHSEAACAAXeNAQAAWACFEAAAsCymxgAAgBFTYwAAAAUfHSEAAGDAYmkAAAALoCMEAACM6AgBAAAUfHSEAACAER0hAACAgo+OEAAAMOCuMQAAAAugIwQAAIzoCAEAABR8dIQAAIARHSEAAICCj44QAAAw4K4xAAAAC6AQAgAAlsXUGAAAMGJqDAAAoOCjIwQAAAxYLA0AAGABdIQAAIARHSEAAICCj0IIAAAYOUx85EBMTIzCw8MVFham6OjoG47bsGGDmjZtmq1jMjUGAADyvJMnTyoqKkqrVq2Sl5eXOnbsqDp16qh8+fKGcadOndKUKVOyfVw6QgAAwMBm4iO7Nm3apLp168rf31++vr5q0aKFYmNjs4wbNWqUBgwYkO3j0hECAAAuk5aWprS0tCz7/fz85Ofn59xOTk5WQECAczswMFAJCQmG5yxdulRVqlRR1apVs31+CiEAAGBk4l1jS5Ys0Zw5c7LsHzBggAYOHOjcttvtstn+7CE5HA7D9t69exUXF6fFixfrxIkT2T6/pQuh2uE11GNSJ3kW8tShhCN6o+c8XTh7MVtjRq8YqtLlg53jgssGKmHjTo1pN0VlKococn4f+dzlLYfDoYWvRGtz3Daz08ux2i1C1W1shDwLeejQjmOKGvCeLpy9dN2xQ9/uqcO/HNPHs/9sSxYu6qPpX72iGf3f076fDpsU9e2r3bKaur/eMTPf7Uc1o/c7Wa//Dca4udnUf1Y3hTasJEn64auftWDEMklS1UZV1Hvqc3L3cFfa6bN6+6X3dTDhV9Pzy4naYQ+p25gO8vTy0KFfjilq0OIbX/u53XV45zF9PCfOua+wn4+mf/myZgxYpH0/HzEr7NtWu2V1dZ/YUZ5enjq0/VfN6D3/Otf++mPc3Gzq/2Z3hTaoLEn6IfZnLXj5A0lSkWKF1X9WN5WpXFqFvL20bPIn+ib6W9Pzy4lazR9Ut1fbZf6O7zyumYPf14VzN7j2c7rq8M5EfTx3rSTJy9tT/ad0VMXq98pms2nP1kN66+XlunIp3cwUcqz249XUbcIzztd1VN8FWa//DcYUKVZYA9/srnJVy+jS+cuKW/pvfTYv87VQsWY59Z3eWd6+heTm7qYVb8Ro3YffuSLFfKVr165q3759lv3XdoMkKTg4WJs3b3Zup6SkKDAw0LkdGxurlJQUdejQQenp6UpOTlanTp20bNmym57fsmuEipb000vv9dP4iOnqXnmwkg6dVI/Jz2V7zISn31DfGsPUt8Ywzej9ts79fl6zB7wrSRr0Vk/FLlqnvjWGaXqPuRr10Ytyc8/b/6mLliiiF+f20ITOb6lnzZFKOpyibq89lWXcPRVLaXLMcDVo+7Bhf62wUM1aN1qlKwRneU5eVLRkEb20oI/GPzNTPR58KfPaTuyY7THNnmugeyqWUp/qL6tvzVcU2rCyGnSoI18/H41ZEakFI5apb80Rmj1wkV5dNkieXnn3PUfREnfpxTndNKHLXPWsPUpJR1LUbWyHLOPuqVhKkz8dqgZP1DTsr9X8Ic36+lWVLh9kVsh/S9GSRfTSu301/uko9XjwRSUdSlaPSc9me0yz5xv+79oPU9+aLzuvvSS9tPAFpRxLVb9ar+jlxyeqX1RXlSxd3PQcs6toibv04qwuer37O+pVb5xOHD6lbqOz/g/pngrB+ueqIXq0dQ3D/o6RLeXm7q5+jV5Xv0YT5OXtpWcGP25W+LelaMkiGvpOb03oOFM9Q4fpxKFkdX/9mWyP6TPteV08f0m9qw3XkIZjVatFVdVpWV2SNHr5YL0/4V/qV2ekRrWdqj5TntPd9+WP18Vf2RzmPfz8/BQSEpLl8ddCqH79+oqPj1dqaqouXryouLg4NWzY0PnzQYMGac2aNfr000/1zjvvKDAw8JZFkOSiQmjy5MmuOK1BzbBQ7f3xgI7vz2yfxcyLU7NODXI8xsPTQ8MXD9C8yMVKOXZakuTm7qYixQpLknyL+OjKpSu5nc7fVqPZA9q79ZASD5yUJH2xcJ2aPlU3y7g2vZspdum/9e0nPxr2t+37mKb2WqDfTpwxJd6/q2bzUO3ZfFCJ/7u2n8//Wk2ffSTbY9zd3eRduJA8C3nKs5CHPLw8lH4pXaXLB+v8mQv6ef0vkqSjexJ1Ie2iKtetYGJ2OVOj6QPa+9NhJR5MliR9sXCDmj5VJ8u4Nj2bKPb9b/Xtp5sN+9v2bqapfd7Vbyfz07U/cM11Xaumzz6a7TGZ1947y7UvUqywajwWqg8m/EuSdOp4qgY9MlpnU8+ZmF3O1GhcRXt/PuK89p8v/reaRNTOMq51j8Za88F3+jZmq2H/jvh9Wj7jSzkcDtntDh3YflSB9+Tdwk+Sajz2kPZsOej8W/f5gq/VtOMj2R5ToXpZfbPsP7LbHbqanqEfvvpZjz5ZW56FPPXBxFX6aV3ma//U8VSdOXVWASElTMyuYAsKClJkZKS6dOmidu3aqXXr1goNDVWvXr20ffv22z5urr9NfeWVV7LsW7dunc6cyfyj+c9//jO3Q7iugHtKKuXYKed2yrHTKlzUV75FfJwt0uyMebxHU51OTNV3n/zgHDd7wLua9s1YPTmktfwDi2rSs1GyZ9hNyuz2BJQurpRjqc7tlOO//S9Xb8MUydyXMqcAajZ9wPD8UU/OMCfQOyQgpLizcJWklGOpWa//TcbELd2oBh3qaNnht+Tu4aYtX2/Xf7/YKt8iPvIuXEg1H3tIW77eroo1y+n/qoSoeCl/03PMroDSxZVy/Jprn/ibCvtd59oPz3xnVbPJX679UzPNCfQOCQgp8Zfrep3X/k3GxC3ZkHntj8yVu4e7tqxN0H+/2Kr7a92n1KTf1GFIK9V6vJo8C3noXzM+1/F9SabnmF0lSxdTyvHfnNunEn9TYT8f+d7lbZgemzdiuSSpRpMqhudv3bDL+e/AkOJq16ep3nzxxp/tkhcEhJTQqWv/1l33tX/jMbt/PKBmnR7VL5v2yrOQhx5tX0tX0zOUfjldaxZvdD6nZY8m8inirV3f7zMvuTspj36ydJs2bdSmTRvDvgULFmQZFxISonXr1mXrmLneEfL399eGDRtUqVIl1a5dW7Vr15avr6/z367i5maT4zoX+tqCJTtjOgxppeiJHzu3PQt5atTySE3r9pY6lemroY3GaPDbffL8uwKbm02O6ySbkccLuNtlc3O75bW92ZjnR3fQmVNpeiakrzqVHaAixQqrw5BwXTh7UeMiZqjjy201b/M/9djzDfTz+l909crVXMzm77Hd4Peca3/9Mc+PjtCZU2f1TOk+6nRvPxUpfpc6DGkld093lSoXpAtnLyqy0VhNeu5N9ZneRRVqlM3FbP4eNzebrpdohj1n1758aBlNi3lJMQs36Ie1t//O3Axu2fhbd7Mx77wcLYfDobnfT9S4lS9q6zc7sry+n36pjTqP6qCxT76R59dLwYRC6OWXX9aMGTP05Zdf6u6771b79u1VtGhRtW/f/rqLo8yS/OsplShVzLldsnRxpaWe06ULl7M95r5q98rdw10JG3c6x5R98B4V8i2k77/IbCHv+n6fjvxyVJXq5N2pESnzHY8h17uL6exv53T5Qt6f1rsdKUdPqcTdf3Zprnf9bzbm0Xa1tGbxRl1Nz9CFtIta+/63qtqoimw2my6dv6RhzV/XCw+/ormRSxRSsZSzxZ4XpRxLVYngos7tknf76+xv5wv2tb/Fa/9mYx5tV1trFq2/5tr/W1UbP6DUxMzOyprFGyRJiQdO6pfv9uj+WsYPe8tLko+lqnjwNb/jpXJ+7Ru1e1iT/jVYiyas1kczs36mS16TfPR0lmt7NvWcLl/7t/8mY3z9fLRw5IfqU3OERoT/UzabnK9vTy8PjVjaX02erqfIxuN0cHvevkkCmUxZI1SvXj3Nnz9fy5Yt05QpU5SRkWHGaW9qS9w2Va5bwXnnV+u+YYr/9MccjQltVEU/r99heM7x/SdUuKivqtSrKEkqVS5IZaqEaP9Ph3Iznb9tyzc7VKlWOefCvlbdmyj+i59cHFXu2bJ2uyrXrqC7/7i2vZspPmZLtsfs++mwGkZkrqFy93BXvTY1tPuH/XI4HHr90+HOLkCjp+rqyqX0PH3X2JZ1v6jSw/fp7nKZd1+06tZY8V/+7OKocs+WtQmqXKf8Ndf1McXHbM72mH0/H1LDp+pJ+t+1b11Tu7/fpxOHU7Rv60E179JIkuQfWFRV6lXU3i0HzEotx7Zu2KVKNcs6r334PxoqPjb7d7jWCXtIfSc9rVefmqUNq3689RPygC1fb1el2uX//FvXq5niP9+S7TGtezVTlzERkiT/QD893q2J1n+0SZI0fFE/+Rbx0ZDGr+nkkVPK1/LoV2zkBtNuZfH399esWbO0cuVK7dmzx6zT3tDvKWma3n2uRq8cKk8vDyUeOKmpXeeoYs1yenHBC+pbY9gNx/whpEIpnTicbDju+TMXNO7Jaeo3s5u8vL2UcTVDM/vMV9LBvNsRkKQzp85qRr/3NGppP3l4eSjpULKm9XlXFarfqyGzu6n/o2NdHeId9XtKmqb3mq/Rywc7r+207vNUoUZZvTi/l16oNfKGYyTp7Zfe14BZ/9DC7dOVkWHXz+t2aMX0GEnSP7vMUeTbveTh5aHUpN81LiJvr586c+qsZgxYpFFLXpCHp4eSDidrWt/3VKHa/2nIm13Vv+F4V4d4R/2ekqbpPd/W6I8i5enpocSDJzWt21uqULOcXpzfWy88POKGYyTp7aFLNWBWNy3c/kbmtV+/QyumfyZJGhfxhga+2V2tez8mNzc3RU/8WHs3H3Rlujd15tRZRQ1eqlcX9paHl7uSDqdoev/FqlC1jAbP7KwBTSbe9Pk9X+sgm82mwTM7O/ft/OGA5r68PLdDv21nUtL0Ru/5Gv3h4My/dQeTNa1H5ms/cl4v9asz8oZjJGn51M80/L0XNH/LZNlsNi0d/y/t3XJQleuUV8MOdXR0b6Ki1v/593Lhqx9qy9d5e7rQ6myO602E5nHN3bLe1m0V7nfd5eoQXMp+6fKtBxVgboV9XR2Cy9jP5d27r8zg7p93F9ybwX72rKtDcKk1l8xdhF5tYJRp5/p5dqRp57qevP3hNgAAALko737KGwAAcI18N1d0++gIAQAAy6IjBAAADGx0hAAAAAo+OkIAAMCIjhAAAEDBR0cIAAAYsEYIAADAAugIAQAAIzpCAAAABR8dIQAAYERHCAAAoOCjEAIAAJbF1BgAADDg9nkAAAALoCMEAACM6AgBAAAUfHSEAACAgc1hnZYQHSEAAGBZdIQAAICRdRpCdIQAAIB10RECAAAGfI4QAACABdARAgAARnSEAAAACj46QgAAwIA1QgAAABZARwgAABjREQIAACj4KIQAAIBlMTUGAAAMWCwNAABgAXSE8pmMc+dcHQJcKOPMGVeHALiE/coVV4dgLXSEAAAACj46QgAAwIA1QgAAABZARwgAABg5rNMSoiMEAAAsi44QAAAwYI0QAACABdARAgAARnSEAAAACj46QgAAwMBmd3UE5qEjBAAALIuOEAAAMGKNEAAAQMFHIQQAACyLQggAABjYHOY9ciImJkbh4eEKCwtTdHR0lp+vXbtWbdq0UatWrTRixAhduXLllsekEAIAAHneyZMnFRUVpWXLlumTTz7RRx99pP379zt/fuHCBY0fP16LFi3SF198ocuXL2v16tW3PC6FEAAAMHI4zHtk06ZNm1S3bl35+/vL19dXLVq0UGxsrPPnvr6+WrdunUqWLKmLFy/q9OnT8vPzu+VxuWsMAAC4TFpamtLS0rLs9/PzMxQyycnJCggIcG4HBgYqISHB8BxPT09t3LhRw4cPV2BgoB599NFbnp+OEAAAMDBzjdCSJUvUrFmzLI8lS5YYYrLb7bLZbM5th8Nh2P5Do0aN9P3336tJkyYaN27cLXOlIwQAAFyma9euat++fZb9f53WCg4O1ubNm53bKSkpCgwMdG7//vvv2rFjh7ML1KZNG0VGRt7y/HSEAACAkcO8h5+fn0JCQrI8/loI1a9fX/Hx8UpNTdXFixcVFxenhg0b/hmyw6Fhw4YpMTFRkhQbG6saNWrcMlU6QgAAIM8LCgpSZGSkunTpovT0dEVERCg0NFS9evXSoEGD9NBDD2nChAnq06ePbDabypcvr9dee+2Wx7U5HDlYsp1HNHd7ytUhAICpPEqUcHUILnX19GlXh+BSa+0rTT1fg/bTTTvXt6tfMu1c18PUGAAAsCymxgAAgFH+myy6bXSEAACAZdERAgAABjn9DrD8jI4QAACwLDpCAADAiI4QAABAwUchBAAALIupMQAAYMBiaQAAAAugIwQAAIzs1mkJWboQqh1eQz0mdZJnIU8dSjiiN3rO04WzF7M1ZvSKoSpdPtg5LrhsoBI27tSYdlNUpnKIIuf3kc9d3nI4HFr4SrQ2x20zO71bIn/r5m/l3CXyv1at5g+q26vt5FnIQ4d2HtfMwe/rwrlL1x07dE5XHd6ZqI/nrpUkeXl7qv+UjqpY/V7ZbDbt2XpIb728XFcupZuZQo5x/XEty37patGSflqwY4YiHx2l4/tPqOfk5+RTxEez+7+bozGSVPHh+zRm5VBFNhitlGOnNX3dOK19f6PWLFqv+6rdqzfWv6YnS3aTPcP+t+O+U8jfuvlbOXcp/+afG1+6WrTEXXr72zEa2nq6Eg8mq/vo9vK5y1tvvfyhYdw9FYLVb0pHVapRVh9M/dxZCHV55QkFlC6uGQOXyGaThs3rrsSDyXp/Sswdj/VOfelqfr3+Zn/paqPwqaada+OXw0071/WYskYoISHB+e/4+HhNnjxZ06dP17ZtrquUa4aFau+PB3R8/wlJUsy8ODXr1CDHYzw8PTR88QDNi1yslGOZL1Q3dzcVKVZYkuRbxEdXLl3J7XRyjPytm7+Vc5fI/1o1GlfR3p+PKPFgsiTp88X/VpOI2lnGte7RWGs++E7fxmw17N8Rv0/LZ3wph8Mhu92hA9uPKvCe4qbEfru4/vgrU6bGxo4dq9WrVys6OlrLly9Xhw4dJEljxozRU089peeff96MMAwC7implGOnnNspx06rcFFf+RbxcbZIszPm8R5NdToxVd998oNz3OwB72raN2P15JDW8g8sqknPRuWpd8QS+Vs5fyvnLpH/tUqWLqaU4785t08l/qbCfj7yvcvbMD02b8RySVKNJlUMz9+6YZfz34EhxdWuT1O9+WJ0Lkf993D9s8dKd42ZukZoxYoVWrp0qYoVKyZJioiIUEREhEsKITc323W/XPfaX9rsjOkwpJWi+sx3bnsW8tSo5ZGa1u0tff/FVlWuU0HjPxuhPT8ecL5ryAvI37r5Wzl3ifyv5eZmu+63jGfYc/Y/7/KhZTR6SV/FLNygH9Zuv1Ph5QquP/7KlKmxq1evym63y9/fX15eXs79Xl5ecnNzzR38yb+eUolSxZzbJUsXV1rqOV26cDnbY+6rdq/cPdyVsHGnc0zZB+9RId9C+v6LzBbyru/36cgvR1WpToXcTilHyN+6+Vs5d4n8r5V8LFXFg/2d2yVL+evsb+d1+UL2p3QatXtYk/41WIsmrNZHM2NzI8w7iuufTQ6HeQ8XM6UK8ff3V+PGjXXo0CFNmDBBUuZaoY4dO+rxxx83I4QstsRtU+W6FZyr/1v3DVP8pz/maExooyr6ef0Ow3OO7z+hwkV9VaVeRUlSqXJBKlMlRPt/OpSb6eQY+Vs3fyvnLpH/tbZu2KVKNcvq7nKBkqTwfzRUfGz2127WCXtIfSc9rVefmqUNq3689RPyAK4//sqUqbH3339fknTw4EGlpaVJyuwGDRo0SI0bNzYjhCx+T0nT9O5zNXrlUHl6eSjxwElN7TpHFWuW04sLXlDfGsNuOOYPIRVK6cThZMNxz5+5oHFPTlO/md3k5e2ljKsZmtlnvpIOnjQ7xZsif+vmb+XcJfK/1plTZxU1eKleXdhbHl7uSjqcoun9F6tC1TIaPLOzBjSZeNPn93ytg2w2mwbP7Ozct/OHA5r78vLcDv22cf2zx0prhCx7+zwA5Ce5cft8fnKnbp/Pr8y+fb5JiymmnWv9mpdNO9f1WPoDFQEAwHXkuxbJ7eO7xgAAgGXREQIAAAa2/Ldq5rbREQIAAJZFIQQAACyLqTEAAGCUP78Z5LbQEQIAAJZFRwgAABiwWBoAAMAC6AgBAAAj6zSE6AgBAADroiMEAACMWCMEAABQ8NERAgAABjbrNIToCAEAAOuiIwQAAIxYIwQAAFADRe94AAAOw0lEQVTw0RECAAAGNr5rDAAAoOCjIwQAAIxYIwQAAFDw0RECAABG1mkI0RECAADWRSEEAAAsi6kxAABgYGOxNAAAQMFHRwgAABjREQIAACj46AgBAAAjvmIDAACg4KMjBAAADLhrDAAAwALoCAEAACM6QgAAAHlLTEyMwsPDFRYWpujo6Cw///rrr9W2bVs98cQT6tevn86cOXPLY9IRAoB84Orp064OAVaSBztCJ0+eVFRUlFatWiUvLy917NhRderUUfny5SVJ586d07hx4/Txxx8rKChIs2bN0uzZszVq1KibHpeOEAAAyPM2bdqkunXryt/fX76+vmrRooViY2OdP09PT9fYsWMVFBQkSbr//vuVlJR0y+PSEQIAAEYmfo5QWlqa0tLSsuz38/OTn5+fczs5OVkBAQHO7cDAQCUkJDi3ixUrpubNm0uSLl26pHfeeUedO3e+5fkphAAAgMssWbJEc+bMybJ/wIABGjhwoHPbbrfLZrM5tx0Oh2H7D2fPnlX//v1VqVIltW/f/pbnpxACAAAGZn6OUNeuXa9bsFzbDZKk4OBgbd682bmdkpKiwMBAw5jk5GT16NFDdevW1ciRI7N1fgohAADgMn+dAruR+vXra/bs2UpNTZWPj4/i4uI0YcIE588zMjLUt29ftWzZUv369cv2+SmEAABAnhcUFKTIyEh16dJF6enpioiIUGhoqHr16qVBgwbpxIkT2rlzpzIyMrRmzRpJ0oMPPqiJEyfe9Lg2hyMP3iN3C83dnnJ1CAAAmGatfaWp53u86mjTzhW7bcKtB+Uibp8HAACWxdQYAAAwyn+TRbeNjhAAALAsOkIAAMCIjhAAAEDBR0cIAAAYmfgVG65GRwgAAFgWHSEAAGBg5ldsuBodIQAAYFl0hAAAgBEdIQAAgIKPjhAAADCy0xECAAAo8OgIAQAAI9YIAQAAFHwUQgAAwLKYGgMAAEZMjQEAABR8dIQAAIARHSEAAICCj44QAAAw4gMVAQAACj46QgAAwMhhd3UEpqEjBAAALIuOEAAAMOKuMQAAgIKPjhAAADCy0F1jli6EaofXUI9JneRZyFOHEo7ojZ7zdOHsxWyNGb1iqEqXD3aOCy4bqISNOzWm3RSVqRyiyPl95HOXtxwOhxa+Eq3NcdvMTu+WyN+6+Vs5d4n8yd/a+cPI5nDkv4nA5m5P/e1jFC3ppwU7Zijy0VE6vv+Eek5+Tj5FfDS7/7s5GiNJFR++T2NWDlVkg9FKOXZa09eN09r3N2rNovW6r9q9emP9a3qyZDfZM/LOKnzyt27+Vs5dIn/yz5/5r7Wv/NvHyImW9ww27VxfHZ1l2rmux7Q1Qt9++63S0tIkSZ988onGjx+vjz/+2KzTZ1EzLFR7fzyg4/tPSJJi5sWpWacGOR7j4emh4YsHaF7kYqUcOy1JcnN3U5FihSVJvkV8dOXSldxOJ8fI37r5Wzl3ifzJ39r5IytTpsYmTpyoXbt2KSoqSjNnzlRCQoIee+wxrV27Vrt27dKoUaPMCMMg4J6SSjl2yrmdcuy0Chf1lW8RH2eLNDtjHu/RVKcTU/XdJz84x80e8K6mfTNWTw5pLf/Aopr0bFSeekckkb+V87dy7hL5k7+188+2/DdZdNtMKYQ2bdqkzz77TO7u7tq4caM++ugjeXl56ZlnnlHr1q3NCCELNzfbda/ztb+02RnTYUgrRfWZ79z2LOSpUcsjNa3bW/r+i62qXKeCxn82Qnt+POB815AXkL9187dy7hL5k7+180dWpkyNeXt76/TpzF+E4OBgXbhwQZJ08eJFeXi4Zr128q+nVKJUMed2ydLFlZZ6TpcuXM72mPuq3St3D3clbNzpHFP2wXtUyLeQvv9iqyRp1/f7dOSXo6pUp0Jup5Qj5G/d/K2cu0T+5G/t/JGVKYVQ//79FRERoSlTpigkJESdO3fWpEmT9PTTT6tbt25mhJDFlrhtqly3gnP1f+u+YYr/9MccjQltVEU/r99heM7x/SdUuKivqtSrKEkqVS5IZaqEaP9Ph3IznRwjf+vmb+XcJfInf2vnn20Oh3kPFzOlHdO0aVNVqFBBX3/9tY4cOaJq1aqpcOHCmjx5skJDQ80IIYvfU9I0vftcjV45VJ5eHko8cFJTu85RxZrl9OKCF9S3xrAbjvlDSIVSOnE42XDc82cuaNyT09RvZjd5eXsp42qGZvaZr6SDJ81O8abI37r5Wzl3ifzJ39r5IyvL3j4PAEB+Yfrt86X6m3aur5LeMu1c18NXbAAAAMuy9CdLAwCA68h/k0W3jY4QAACwLDpCAADAiI4QAABAwUdHCAAAGNnpCAEAABR4dIQAAICBw5FPvyz2NtARAgAAlkVHCAAAGLFGCAAAoOCjIwQAAIz4HCEAAICCj0IIAABYFlNjAADAyM7t8wAAAAUeHSEAAGDEYmkAAIC8JSYmRuHh4QoLC1N0dPQNxw0fPlyrVq3K1jHpCAEAAANHHlwjdPLkSUVFRWnVqlXy8vJSx44dVadOHZUvX94wZuzYsYqPj1fdunWzdVw6QgAAIM/btGmT6tatK39/f/n6+qpFixaKjY01jImJiVGzZs3UsmXLbB+XjhAAADAycY1QWlqa0tLSsuz38/OTn5+fczs5OVkBAQHO7cDAQCUkJBie07NnT0nSli1bsn1+CiEAAOAyS5Ys0Zw5c7LsHzBggAYOHOjcttvtstlszm2Hw2HYvl0UQgAAwMjEL13t2rWr2rdvn2X/td0gSQoODtbmzZud2ykpKQoMDPzb56cQAgAALvPXKbAbqV+/vmbPnq3U1FT5+PgoLi5OEyZM+NvnZ7E0AAAwctjNe2RTUFCQIiMj1aVLF7Vr106tW7dWaGioevXqpe3bt992qjaHI/99alJzt6dcHQIAAKZZa19p6vlaeD9n2rnWXLrx5wGZgakxAABg4DBxjZCrMTUGAAAsi44QAAAwysHanfyOjhAAALAsCiEAAGBZTI0BAAADFksDAABYAB0hAABgZKHF0vnyAxUBAADuBKbGAACAZVEIAQAAy6IQAgAAlkUhBAAALItCCAAAWBaFEAAAsCwKIQAAYFkUQgAAwLIohAAAgGVRCOVATEyMwsPDFRYWpujoaFeHY7pz586pdevWOnbsmKtDMd2cOXPUqlUrtWrVSlOnTnV1OKabNWuWwsPD1apVKy1atMjV4bjMlClTNGLECFeHYbrOnTurVatWatu2rdq2batt27a5OiRTrVu3Tk8++aRatmyp119/3dXh4A7ju8ay6eTJk4qKitKqVavk5eWljh07qk6dOipfvryrQzPFtm3bNGrUKB0+fNjVoZhu06ZN+s9//qPVq1fLZrOpZ8+eWrt2rZo3b+7q0Ezxww8/6L///a8+++wzXb16VeHh4WrUqJHKlSvn6tBMFR8fr9WrV6tx48auDsVUDodDhw8f1vr16+XhYb3/ZRw9elRjx47VypUrVaJECXXt2lUbN25Uo0aNXB0a7hA6Qtm0adMm1a1bV/7+/vL19VWLFi0UGxvr6rBMs2LFCo0dO1aBgYGuDsV0AQEBGjFihLy8vOTp6an77rtPiYmJrg7LNLVr19bSpUvl4eGh06dPKyMjQ76+vq4Oy1S///67oqKi1LdvX1eHYrqDBw9Kkrp3764nnnhCH3zwgYsjMtfatWsVHh6u4OBgeXp6KioqSlWrVnV1WLiDrFfe36bk5GQFBAQ4twMDA5WQkODCiMw1ceJEV4fgMhUqVHD++/Dhw/rqq6/04YcfujAi83l6eurNN9/Ue++9p8cff1xBQUGuDslUY8aMUWRkpJKSklwdiunS0tJUr149jR49Wunp6erSpYvKli2rRx55xNWhmeLIkSPy9PRU3759lZSUpMaNG2vIkCGuDgt3EB2hbLLb7bLZbM5th8Nh2EbBt2/fPnXv3l3Dhw/Xvffe6+pwTDdo0CDFx8crKSlJK1ascHU4plm5cqVKlSqlevXquToUl6hevbqmTp2qIkWKqHjx4oqIiNDGjRtdHZZpMjIyFB8fr0mTJumjjz5SQkKCVq9e7eqwcAdRCGVTcHCwUlJSnNspKSmWnCayqi1btugf//iHhg4dqvbt27s6HFMdOHBAu3btkiT5+PgoLCxMe/bscXFU5vnyyy/13XffqW3btnrzzTe1bt06TZo0ydVhmWbz5s2Kj493bjscDkutFSpZsqTq1aun4sWLy9vbW4899pilZgOsgEIom+rXr6/4+Hilpqbq4sWLiouLU8OGDV0dFkyQlJSk/v37a/r06WrVqpWrwzHdsWPHNGrUKF25ckVXrlzRN998o5o1a7o6LNMsWrRIn3/+uT799FMNGjRITZs21ciRI10dlmnOnj2rqVOn6vLlyzp37pxWr15tmRsFJKlJkyb6z3/+o7S0NGVkZOjbb7/VAw884OqwcAdZp6z/m4KCghQZGakuXbooPT1dERERCg0NdXVYMMHChQt1+fJlTZ482bmvY8eOevbZZ10YlXkaNWqkhIQEtWvXTu7u7goLC7NkQWhVTZo00bZt29SuXTvZ7XZ16tRJ1atXd3VYpqlatap69uypTp06KT09XY888og6dOjg6rBwB9kcDofD1UEAAAC4AlNjAADAsiiEAACAZVEIAQAAy6IQAgAAlkUhBAAALItCCAAAWBaFEAAAsCwKIQDZ0rJlSzVs2FD79u1zdSgAcMdQCAHIls8//1z33nuv1qxZ4+pQAOCOoRACkC3u7u6qWbOmpb5wFUDBx3eNAciWS5cu6csvvxTfygOgIKEjBCBboqKiFBgYqF9//VXnz593dTgAcEdQCAG4pZ9++klfffWVZs+erSJFirBgGkCBQSEE4KYuX76skSNH6rXXXpO/v78qVaqk3bt3uzosALgjKIQA3NSsWbNUrVo1NWnSRJJUqVIlFkwDKDAohADcUEJCgmJjYzVy5EjnvsqVK9MRAlBg2BzcAgIAACyKjhAAALAsCiEAAGBZFEIAAMCyKIQAAIBlUQgBAADLohACAACWRSEEAAAsi0IIAABY1v8DLwajqnUVnM0AAAAASUVORK5CYII=\n", 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    " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# visual representation of grid search\n", "# uses seaborn heatmap, you can also do this with matplotlib imshow\n", @@ -1297,10 +1618,513 @@ { "cell_type": "code", "execution_count": 10, - "metadata": { - "collapsed": false - }, - "outputs": [], + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/MortenImac/anaconda3/lib/python3.6/site-packages/sklearn/neural_network/_multilayer_perceptron.py:585: ConvergenceWarning: Stochastic Optimizer: Maximum iterations (100) reached and the optimization hasn't converged yet.\n", + " % self.max_iter, ConvergenceWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate = 1e-05\n", + "Lambda = 1e-05\n", + "Accuracy score on test set: 0.18333333333333332\n", + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/MortenImac/anaconda3/lib/python3.6/site-packages/sklearn/neural_network/_multilayer_perceptron.py:585: ConvergenceWarning: Stochastic Optimizer: Maximum iterations (100) reached and the optimization hasn't converged yet.\n", + " % self.max_iter, ConvergenceWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate = 1e-05\n", + "Lambda = 0.0001\n", + "Accuracy score on test set: 0.18611111111111112\n", + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/MortenImac/anaconda3/lib/python3.6/site-packages/sklearn/neural_network/_multilayer_perceptron.py:585: ConvergenceWarning: Stochastic Optimizer: Maximum iterations (100) reached and the optimization hasn't converged yet.\n", + " % self.max_iter, ConvergenceWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate = 1e-05\n", + "Lambda = 0.001\n", + "Accuracy score on test set: 0.13055555555555556\n", + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/MortenImac/anaconda3/lib/python3.6/site-packages/sklearn/neural_network/_multilayer_perceptron.py:585: ConvergenceWarning: Stochastic Optimizer: Maximum iterations (100) reached and the optimization hasn't converged yet.\n", + " % self.max_iter, ConvergenceWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate = 1e-05\n", + "Lambda = 0.01\n", + "Accuracy score on test set: 0.24444444444444444\n", + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/MortenImac/anaconda3/lib/python3.6/site-packages/sklearn/neural_network/_multilayer_perceptron.py:585: ConvergenceWarning: Stochastic Optimizer: Maximum iterations (100) reached and the optimization hasn't converged yet.\n", + " % self.max_iter, ConvergenceWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate = 1e-05\n", + "Lambda = 0.1\n", + "Accuracy score on test set: 0.23333333333333334\n", + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/MortenImac/anaconda3/lib/python3.6/site-packages/sklearn/neural_network/_multilayer_perceptron.py:585: ConvergenceWarning: Stochastic Optimizer: Maximum iterations (100) reached and the optimization hasn't converged yet.\n", + " % self.max_iter, ConvergenceWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate = 1e-05\n", + "Lambda = 1.0\n", + "Accuracy score on test set: 0.12777777777777777\n", + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/MortenImac/anaconda3/lib/python3.6/site-packages/sklearn/neural_network/_multilayer_perceptron.py:585: ConvergenceWarning: Stochastic Optimizer: Maximum iterations (100) reached and the optimization hasn't converged yet.\n", + " % self.max_iter, ConvergenceWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate = 1e-05\n", + "Lambda = 10.0\n", + "Accuracy score on test set: 0.1527777777777778\n", + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/MortenImac/anaconda3/lib/python3.6/site-packages/sklearn/neural_network/_multilayer_perceptron.py:585: ConvergenceWarning: Stochastic Optimizer: Maximum iterations (100) reached and the optimization hasn't converged yet.\n", + " % self.max_iter, ConvergenceWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate = 0.0001\n", + "Lambda = 1e-05\n", + "Accuracy score on test set: 0.9111111111111111\n", + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/MortenImac/anaconda3/lib/python3.6/site-packages/sklearn/neural_network/_multilayer_perceptron.py:585: ConvergenceWarning: Stochastic Optimizer: Maximum iterations (100) reached and the optimization hasn't converged yet.\n", + " % self.max_iter, ConvergenceWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate = 0.0001\n", + "Lambda = 0.0001\n", + "Accuracy score on test set: 0.8888888888888888\n", + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/MortenImac/anaconda3/lib/python3.6/site-packages/sklearn/neural_network/_multilayer_perceptron.py:585: ConvergenceWarning: Stochastic Optimizer: Maximum iterations (100) reached and the optimization hasn't converged yet.\n", + " % self.max_iter, ConvergenceWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate = 0.0001\n", + "Lambda = 0.001\n", + "Accuracy score on test set: 0.8722222222222222\n", + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/MortenImac/anaconda3/lib/python3.6/site-packages/sklearn/neural_network/_multilayer_perceptron.py:585: ConvergenceWarning: Stochastic Optimizer: Maximum iterations (100) reached and the optimization hasn't converged yet.\n", + " % self.max_iter, ConvergenceWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate = 0.0001\n", + "Lambda = 0.01\n", + "Accuracy score on test set: 0.8305555555555556\n", + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/MortenImac/anaconda3/lib/python3.6/site-packages/sklearn/neural_network/_multilayer_perceptron.py:585: ConvergenceWarning: Stochastic Optimizer: Maximum iterations (100) reached and the optimization hasn't converged yet.\n", + " % self.max_iter, ConvergenceWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate = 0.0001\n", + "Lambda = 0.1\n", + "Accuracy score on test set: 0.8888888888888888\n", + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/MortenImac/anaconda3/lib/python3.6/site-packages/sklearn/neural_network/_multilayer_perceptron.py:585: ConvergenceWarning: Stochastic Optimizer: Maximum iterations (100) reached and the optimization hasn't converged yet.\n", + " % self.max_iter, ConvergenceWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate = 0.0001\n", + "Lambda = 1.0\n", + "Accuracy score on test set: 0.8805555555555555\n", + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/MortenImac/anaconda3/lib/python3.6/site-packages/sklearn/neural_network/_multilayer_perceptron.py:585: ConvergenceWarning: Stochastic Optimizer: Maximum iterations (100) reached and the optimization hasn't converged yet.\n", + " % self.max_iter, ConvergenceWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate = 0.0001\n", + "Lambda = 10.0\n", + "Accuracy score on test set: 0.8944444444444445\n", + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/MortenImac/anaconda3/lib/python3.6/site-packages/sklearn/neural_network/_multilayer_perceptron.py:585: ConvergenceWarning: Stochastic Optimizer: Maximum iterations (100) reached and the optimization hasn't converged yet.\n", + " % self.max_iter, ConvergenceWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate = 0.001\n", + "Lambda = 1e-05\n", + "Accuracy score on test set: 0.975\n", + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/MortenImac/anaconda3/lib/python3.6/site-packages/sklearn/neural_network/_multilayer_perceptron.py:585: ConvergenceWarning: Stochastic Optimizer: Maximum iterations (100) reached and the optimization hasn't converged yet.\n", + " % self.max_iter, ConvergenceWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate = 0.001\n", + "Lambda = 0.0001\n", + "Accuracy score on test set: 0.9777777777777777\n", + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/MortenImac/anaconda3/lib/python3.6/site-packages/sklearn/neural_network/_multilayer_perceptron.py:585: ConvergenceWarning: Stochastic Optimizer: Maximum iterations (100) reached and the optimization hasn't converged yet.\n", + " % self.max_iter, ConvergenceWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate = 0.001\n", + "Lambda = 0.001\n", + "Accuracy score on test set: 0.9805555555555555\n", + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/MortenImac/anaconda3/lib/python3.6/site-packages/sklearn/neural_network/_multilayer_perceptron.py:585: ConvergenceWarning: Stochastic Optimizer: Maximum iterations (100) reached and the optimization hasn't converged yet.\n", + " % self.max_iter, ConvergenceWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate = 0.001\n", + "Lambda = 0.01\n", + "Accuracy score on test set: 0.9861111111111112\n", + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/MortenImac/anaconda3/lib/python3.6/site-packages/sklearn/neural_network/_multilayer_perceptron.py:585: ConvergenceWarning: Stochastic Optimizer: Maximum iterations (100) reached and the optimization hasn't converged yet.\n", + " % self.max_iter, ConvergenceWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate = 0.001\n", + "Lambda = 0.1\n", + "Accuracy score on test set: 0.9805555555555555\n", + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/MortenImac/anaconda3/lib/python3.6/site-packages/sklearn/neural_network/_multilayer_perceptron.py:585: ConvergenceWarning: Stochastic Optimizer: Maximum iterations (100) reached and the optimization hasn't converged yet.\n", + " % self.max_iter, ConvergenceWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate = 0.001\n", + "Lambda = 1.0\n", + "Accuracy score on test set: 0.9777777777777777\n", + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/MortenImac/anaconda3/lib/python3.6/site-packages/sklearn/neural_network/_multilayer_perceptron.py:585: ConvergenceWarning: Stochastic Optimizer: Maximum iterations (100) reached and the optimization hasn't converged yet.\n", + " % self.max_iter, ConvergenceWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate = 0.001\n", + "Lambda = 10.0\n", + "Accuracy score on test set: 0.9444444444444444\n", + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/MortenImac/anaconda3/lib/python3.6/site-packages/sklearn/neural_network/_multilayer_perceptron.py:585: ConvergenceWarning: Stochastic Optimizer: Maximum iterations (100) reached and the optimization hasn't converged yet.\n", + " % self.max_iter, ConvergenceWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate = 0.01\n", + "Lambda = 1e-05\n", + "Accuracy score on test set: 0.9861111111111112\n", + "\n", + "Learning rate = 0.01\n", + "Lambda = 0.0001\n", + "Accuracy score on test set: 0.9888888888888889\n", + "\n", + "Learning rate = 0.01\n", + "Lambda = 0.001\n", + "Accuracy score on test set: 0.9888888888888889\n", + "\n", + "Learning rate = 0.01\n", + "Lambda = 0.01\n", + "Accuracy score on test set: 0.9861111111111112\n", + "\n", + "Learning rate = 0.01\n", + "Lambda = 0.1\n", + "Accuracy score on test set: 0.9888888888888889\n", + "\n", + "Learning rate = 0.01\n", + "Lambda = 1.0\n", + "Accuracy score on test set: 0.9722222222222222\n", + "\n", + "Learning rate = 0.01\n", + "Lambda = 10.0\n", + "Accuracy score on test set: 0.9527777777777777\n", + "\n", + "Learning rate = 0.1\n", + "Lambda = 1e-05\n", + "Accuracy score on test set: 0.9472222222222222\n", + "\n", + "Learning rate = 0.1\n", + "Lambda = 0.0001\n", + "Accuracy score on test set: 0.9083333333333333\n", + "\n", + "Learning rate = 0.1\n", + "Lambda = 0.001\n", + "Accuracy score on test set: 0.8666666666666667\n", + "\n", + "Learning rate = 0.1\n", + "Lambda = 0.01\n", + "Accuracy score on test set: 0.9055555555555556\n", + "\n", + "Learning rate = 0.1\n", + "Lambda = 0.1\n", + "Accuracy score on test set: 0.9166666666666666\n", + "\n", + "Learning rate = 0.1\n", + "Lambda = 1.0\n", + "Accuracy score on test set: 0.8916666666666667\n", + "\n", + "Learning rate = 0.1\n", + "Lambda = 10.0\n", + "Accuracy score on test set: 0.8666666666666667\n", + "\n", + "Learning rate = 1.0\n", + "Lambda = 1e-05\n", + "Accuracy score on test set: 0.125\n", + "\n", + "Learning rate = 1.0\n", + "Lambda = 0.0001\n", + "Accuracy score on test set: 0.16111111111111112\n", + "\n", + "Learning rate = 1.0\n", + "Lambda = 0.001\n", + "Accuracy score on test set: 0.33611111111111114\n", + "\n", + "Learning rate = 1.0\n", + "Lambda = 0.01\n", + "Accuracy score on test set: 0.19444444444444445\n", + "\n", + "Learning rate = 1.0\n", + "Lambda = 0.1\n", + "Accuracy score on test set: 0.2361111111111111\n", + "\n", + "Learning rate = 1.0\n", + "Lambda = 1.0\n", + "Accuracy score on test set: 0.09166666666666666\n", + "\n", + "Learning rate = 1.0\n", + "Lambda = 10.0\n", + "Accuracy score on test set: 0.12777777777777777\n", + "\n", + "Learning rate = 10.0\n", + "Lambda = 1e-05\n", + "Accuracy score on test set: 0.07777777777777778\n", + "\n", + "Learning rate = 10.0\n", + "Lambda = 0.0001\n", + "Accuracy score on test set: 0.2\n", + "\n", + "Learning rate = 10.0\n", + "Lambda = 0.001\n", + "Accuracy score on test set: 0.10555555555555556\n", + "\n", + "Learning rate = 10.0\n", + "Lambda = 0.01\n", + "Accuracy score on test set: 0.06388888888888888\n", + "\n", + "Learning rate = 10.0\n", + "Lambda = 0.1\n", + "Accuracy score on test set: 0.08888888888888889\n", + "\n", + "Learning rate = 10.0\n", + "Lambda = 1.0\n", + "Accuracy score on test set: 0.13333333333333333\n", + "\n", + "Learning rate = 10.0\n", + "Lambda = 10.0\n", + "Accuracy score on test set: 0.09166666666666666\n", + "\n" + ] + } + ], "source": [ "from sklearn.neural_network import MLPClassifier\n", "# store models for later use\n", @@ -1329,11 +2153,30 @@ }, { "cell_type": "code", - "execution_count": 11, - "metadata": { - "collapsed": false - }, - "outputs": [], + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", 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\n", + "text/plain": [ + "
    " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# optional\n", "# visual representation of grid search\n", @@ -1415,9 +2258,7 @@ { "cell_type": "code", "execution_count": 12, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [], "source": [ "pip3 install tensorflow" @@ -1433,9 +2274,7 @@ { "cell_type": "code", "execution_count": 13, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [], "source": [ "conda install tensorflow" @@ -1450,11 +2289,31 @@ }, { "cell_type": "code", - "execution_count": 14, - "metadata": { - "collapsed": false - }, - "outputs": [], + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "inputs = (n_inputs, pixel_width, pixel_height) = (1797, 8, 8)\n", + "labels = (n_inputs) = (1797,)\n", + "X = (n_inputs, n_features) = (1797, 64)\n" + ] + }, + { + "data": { + "image/png": "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\n", + "text/plain": [ + "
    " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], "source": [ "# import necessary packages\n", "import numpy as np\n", @@ -1502,11 +2361,17 @@ }, { "cell_type": "code", - "execution_count": 15, - "metadata": { - "collapsed": false - }, - "outputs": [], + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Using TensorFlow backend.\n" + ] + } + ], "source": [ "from keras.utils import to_categorical\n", "from sklearn.model_selection import train_test_split\n", @@ -1534,10 +2399,8 @@ }, { "cell_type": "code", - "execution_count": 16, - "metadata": { - "collapsed": false - }, + "execution_count": 15, + "metadata": {}, "outputs": [], "source": [ "import tensorflow as tf\n", @@ -1681,10 +2544,8 @@ }, { "cell_type": "code", - "execution_count": 17, - "metadata": { - "collapsed": false - }, + "execution_count": 16, + "metadata": {}, "outputs": [], "source": [ "epochs = 100\n", @@ -1698,11 +2559,78 @@ }, { "cell_type": "code", - "execution_count": 18, - "metadata": { - "collapsed": false - }, - "outputs": [], + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "ERROR:root:Internal Python error in the inspect module.\n", + "Below is the traceback from this internal error.\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Traceback (most recent call last):\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/IPython/core/interactiveshell.py\", line 3331, in run_code\n", + " exec(code_obj, self.user_global_ns, self.user_ns)\n", + " File \"\", line 7, in \n", + " epochs=epochs, batch_size=batch_size, eta=eta, lmbd=lmbd)\n", + " File \"\", line 41, in __init__\n", + " self.create_placeholders()\n", + " File \"\", line 51, in create_placeholders\n", + " self.X = tf.placeholder(tf.float32, shape=(None, self.n_features), name='X_data')\n", + "AttributeError: module 'tensorflow' has no attribute 'placeholder'\n", + "\n", + "During handling of the above exception, another exception occurred:\n", + "\n", + "Traceback (most recent call last):\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/IPython/core/interactiveshell.py\", line 2044, in showtraceback\n", + " stb = value._render_traceback_()\n", + "AttributeError: 'AttributeError' object has no attribute '_render_traceback_'\n", + "\n", + "During handling of the above exception, another exception occurred:\n", + "\n", + "Traceback (most recent call last):\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/IPython/core/ultratb.py\", line 1148, in get_records\n", + " return _fixed_getinnerframes(etb, number_of_lines_of_context, tb_offset)\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/IPython/core/ultratb.py\", line 316, in wrapped\n", + " return f(*args, **kwargs)\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/IPython/core/ultratb.py\", line 350, in _fixed_getinnerframes\n", + " records = fix_frame_records_filenames(inspect.getinnerframes(etb, context))\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/inspect.py\", line 1490, in getinnerframes\n", + " frameinfo = (tb.tb_frame,) + getframeinfo(tb, context)\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/inspect.py\", line 1448, in getframeinfo\n", + " filename = getsourcefile(frame) or getfile(frame)\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/inspect.py\", line 696, in getsourcefile\n", + " if getattr(getmodule(object, filename), '__loader__', None) is not None:\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/inspect.py\", line 733, in getmodule\n", + " if ismodule(module) and hasattr(module, '__file__'):\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/tensorflow/__init__.py\", line 50, in __getattr__\n", + " module = self._load()\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/tensorflow/__init__.py\", line 44, in _load\n", + " module = _importlib.import_module(self.__name__)\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/importlib/__init__.py\", line 126, in import_module\n", + " return _bootstrap._gcd_import(name[level:], package, level)\n", + " File \"\", line 994, in _gcd_import\n", + " File \"\", line 971, in _find_and_load\n", + " File \"\", line 953, in _find_and_load_unlocked\n", + "ModuleNotFoundError: No module named 'tensorflow_core.keras'\n" + ] + }, + { + "ename": "AttributeError", + "evalue": "module 'tensorflow' has no attribute 'placeholder'", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m" + ] + } + ], "source": [ "DNN_tf = np.zeros((len(eta_vals), len(lmbd_vals)), dtype=object)\n", " \n", @@ -1723,11 +2651,74 @@ }, { "cell_type": "code", - "execution_count": 19, - "metadata": { - "collapsed": false - }, - "outputs": [], + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "ERROR:root:Internal Python error in the inspect module.\n", + "Below is the traceback from this internal error.\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Traceback (most recent call last):\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/IPython/core/interactiveshell.py\", line 3331, in run_code\n", + " exec(code_obj, self.user_global_ns, self.user_ns)\n", + " File \"\", line 15, in \n", + " train_accuracy[i][j] = DNN.train_accuracy\n", + "AttributeError: 'int' object has no attribute 'train_accuracy'\n", + "\n", + "During handling of the above exception, another exception occurred:\n", + "\n", + "Traceback (most recent call last):\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/IPython/core/interactiveshell.py\", line 2044, in showtraceback\n", + " stb = value._render_traceback_()\n", + "AttributeError: 'AttributeError' object has no attribute '_render_traceback_'\n", + "\n", + "During handling of the above exception, another exception occurred:\n", + "\n", + "Traceback (most recent call last):\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/IPython/core/ultratb.py\", line 1148, in get_records\n", + " return _fixed_getinnerframes(etb, number_of_lines_of_context, tb_offset)\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/IPython/core/ultratb.py\", line 316, in wrapped\n", + " return f(*args, **kwargs)\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/IPython/core/ultratb.py\", line 350, in _fixed_getinnerframes\n", + " records = fix_frame_records_filenames(inspect.getinnerframes(etb, context))\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/inspect.py\", line 1490, in getinnerframes\n", + " frameinfo = (tb.tb_frame,) + getframeinfo(tb, context)\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/inspect.py\", line 1448, in getframeinfo\n", + " filename = getsourcefile(frame) or getfile(frame)\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/inspect.py\", line 696, in getsourcefile\n", + " if getattr(getmodule(object, filename), '__loader__', None) is not None:\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/inspect.py\", line 733, in getmodule\n", + " if ismodule(module) and hasattr(module, '__file__'):\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/tensorflow/__init__.py\", line 50, in __getattr__\n", + " module = self._load()\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/tensorflow/__init__.py\", line 44, in _load\n", + " module = _importlib.import_module(self.__name__)\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/importlib/__init__.py\", line 126, in import_module\n", + " return _bootstrap._gcd_import(name[level:], package, level)\n", + " File \"\", line 994, in _gcd_import\n", + " File \"\", line 971, in _find_and_load\n", + " File \"\", line 953, in _find_and_load_unlocked\n", + "ModuleNotFoundError: No module named 'tensorflow_core.keras'\n" + ] + }, + { + "ename": "AttributeError", + "evalue": "'int' object has no attribute 'train_accuracy'", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m" + ] + } + ], "source": [ "# optional\n", "# visual representation of grid search\n", @@ -1765,9 +2756,7 @@ { "cell_type": "code", "execution_count": 20, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [], "source": [ "# optional\n", @@ -1791,9 +2780,7 @@ { "cell_type": "code", "execution_count": 21, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [], "source": [ "conda install keras" @@ -1809,9 +2796,7 @@ { "cell_type": "code", "execution_count": 22, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [], "source": [ "pip install keras" @@ -1826,11 +2811,80 @@ }, { "cell_type": "code", - "execution_count": 23, - "metadata": { - "collapsed": false - }, - "outputs": [], + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "ERROR:root:Internal Python error in the inspect module.\n", + "Below is the traceback from this internal error.\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Traceback (most recent call last):\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/IPython/core/interactiveshell.py\", line 3331, in run_code\n", + " exec(code_obj, self.user_global_ns, self.user_ns)\n", + " File \"\", line 2, in \n", + " from tensorflow.keras.layers import Input\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/tensorflow/__init__.py\", line 50, in __getattr__\n", + " module = self._load()\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/tensorflow/__init__.py\", line 44, in _load\n", + " module = _importlib.import_module(self.__name__)\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/importlib/__init__.py\", line 126, in import_module\n", + " return _bootstrap._gcd_import(name[level:], package, level)\n", + "ModuleNotFoundError: No module named 'tensorflow_core.keras'\n", + "\n", + "During handling of the above exception, another exception occurred:\n", + "\n", + "Traceback (most recent call last):\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/IPython/core/interactiveshell.py\", line 2044, in showtraceback\n", + " stb = value._render_traceback_()\n", + "AttributeError: 'ModuleNotFoundError' object has no attribute '_render_traceback_'\n", + "\n", + "During handling of the above exception, another exception occurred:\n", + "\n", + "Traceback (most recent call last):\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/IPython/core/ultratb.py\", line 1148, in get_records\n", + " return _fixed_getinnerframes(etb, number_of_lines_of_context, tb_offset)\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/IPython/core/ultratb.py\", line 316, in wrapped\n", + " return f(*args, **kwargs)\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/IPython/core/ultratb.py\", line 350, in _fixed_getinnerframes\n", + " records = fix_frame_records_filenames(inspect.getinnerframes(etb, context))\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/inspect.py\", line 1490, in getinnerframes\n", + " frameinfo = (tb.tb_frame,) + getframeinfo(tb, context)\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/inspect.py\", line 1448, in getframeinfo\n", + " filename = getsourcefile(frame) or getfile(frame)\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/inspect.py\", line 696, in getsourcefile\n", + " if getattr(getmodule(object, filename), '__loader__', None) is not None:\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/inspect.py\", line 733, in getmodule\n", + " if ismodule(module) and hasattr(module, '__file__'):\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/tensorflow/__init__.py\", line 50, in __getattr__\n", + " module = self._load()\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/tensorflow/__init__.py\", line 44, in _load\n", + " module = _importlib.import_module(self.__name__)\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/importlib/__init__.py\", line 126, in import_module\n", + " return _bootstrap._gcd_import(name[level:], package, level)\n", + " File \"\", line 994, in _gcd_import\n", + " File \"\", line 971, in _find_and_load\n", + " File \"\", line 953, in _find_and_load_unlocked\n", + "ModuleNotFoundError: No module named 'tensorflow_core.keras'\n" + ] + }, + { + "ename": "ModuleNotFoundError", + "evalue": "No module named 'tensorflow_core.keras'", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m" + ] + } + ], "source": [ "import tensorflow as tf\n", "from tensorflow.keras.layers import Input\n", @@ -1854,11 +2908,74 @@ }, { "cell_type": "code", - "execution_count": 24, - "metadata": { - "collapsed": false - }, - "outputs": [], + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "ERROR:root:Internal Python error in the inspect module.\n", + "Below is the traceback from this internal error.\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Traceback (most recent call last):\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/IPython/core/interactiveshell.py\", line 3331, in run_code\n", + " exec(code_obj, self.user_global_ns, self.user_ns)\n", + " File \"\", line 5, in \n", + " DNN = create_neural_network_keras(n_neurons_layer1, n_neurons_layer2, n_categories,\n", + "NameError: name 'create_neural_network_keras' is not defined\n", + "\n", + "During handling of the above exception, another exception occurred:\n", + "\n", + "Traceback (most recent call last):\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/IPython/core/interactiveshell.py\", line 2044, in showtraceback\n", + " stb = value._render_traceback_()\n", + "AttributeError: 'NameError' object has no attribute '_render_traceback_'\n", + "\n", + "During handling of the above exception, another exception occurred:\n", + "\n", + "Traceback (most recent call last):\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/IPython/core/ultratb.py\", line 1148, in get_records\n", + " return _fixed_getinnerframes(etb, number_of_lines_of_context, tb_offset)\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/IPython/core/ultratb.py\", line 316, in wrapped\n", + " return f(*args, **kwargs)\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/IPython/core/ultratb.py\", line 350, in _fixed_getinnerframes\n", + " records = fix_frame_records_filenames(inspect.getinnerframes(etb, context))\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/inspect.py\", line 1490, in getinnerframes\n", + " frameinfo = (tb.tb_frame,) + getframeinfo(tb, context)\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/inspect.py\", line 1448, in getframeinfo\n", + " filename = getsourcefile(frame) or getfile(frame)\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/inspect.py\", line 696, in getsourcefile\n", + " if getattr(getmodule(object, filename), '__loader__', None) is not None:\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/inspect.py\", line 733, in getmodule\n", + " if ismodule(module) and hasattr(module, '__file__'):\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/tensorflow/__init__.py\", line 50, in __getattr__\n", + " module = self._load()\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/tensorflow/__init__.py\", line 44, in _load\n", + " module = _importlib.import_module(self.__name__)\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/importlib/__init__.py\", line 126, in import_module\n", + " return _bootstrap._gcd_import(name[level:], package, level)\n", + " File \"\", line 994, in _gcd_import\n", + " File \"\", line 971, in _find_and_load\n", + " File \"\", line 953, in _find_and_load_unlocked\n", + "ModuleNotFoundError: No module named 'tensorflow_core.keras'\n" + ] + }, + { + "ename": "NameError", + "evalue": "name 'create_neural_network_keras' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m" + ] + } + ], "source": [ "DNN_keras = np.zeros((len(eta_vals), len(lmbd_vals)), dtype=object)\n", " \n", @@ -1880,9 +2997,7 @@ { "cell_type": "code", "execution_count": 25, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [], "source": [ "# optional\n", @@ -1927,11 +3042,80 @@ }, { "cell_type": "code", - "execution_count": 26, - "metadata": { - "collapsed": false - }, - "outputs": [], + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "ERROR:root:Internal Python error in the inspect module.\n", + "Below is the traceback from this internal error.\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Traceback (most recent call last):\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/IPython/core/interactiveshell.py\", line 3331, in run_code\n", + " exec(code_obj, self.user_global_ns, self.user_ns)\n", + " File \"\", line 2, in \n", + " from tensorflow.keras.layers import Input\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/tensorflow/__init__.py\", line 50, in __getattr__\n", + " module = self._load()\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/tensorflow/__init__.py\", line 44, in _load\n", + " module = _importlib.import_module(self.__name__)\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/importlib/__init__.py\", line 126, in import_module\n", + " return _bootstrap._gcd_import(name[level:], package, level)\n", + "ModuleNotFoundError: No module named 'tensorflow_core.keras'\n", + "\n", + "During handling of the above exception, another exception occurred:\n", + "\n", + "Traceback (most recent call last):\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/IPython/core/interactiveshell.py\", line 2044, in showtraceback\n", + " stb = value._render_traceback_()\n", + "AttributeError: 'ModuleNotFoundError' object has no attribute '_render_traceback_'\n", + "\n", + "During handling of the above exception, another exception occurred:\n", + "\n", + "Traceback (most recent call last):\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/IPython/core/ultratb.py\", line 1148, in get_records\n", + " return _fixed_getinnerframes(etb, number_of_lines_of_context, tb_offset)\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/IPython/core/ultratb.py\", line 316, in wrapped\n", + " return f(*args, **kwargs)\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/IPython/core/ultratb.py\", line 350, in _fixed_getinnerframes\n", + " records = fix_frame_records_filenames(inspect.getinnerframes(etb, context))\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/inspect.py\", line 1490, in getinnerframes\n", + " frameinfo = (tb.tb_frame,) + getframeinfo(tb, context)\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/inspect.py\", line 1448, in getframeinfo\n", + " filename = getsourcefile(frame) or getfile(frame)\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/inspect.py\", line 696, in getsourcefile\n", + " if getattr(getmodule(object, filename), '__loader__', None) is not None:\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/inspect.py\", line 733, in getmodule\n", + " if ismodule(module) and hasattr(module, '__file__'):\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/tensorflow/__init__.py\", line 50, in __getattr__\n", + " module = self._load()\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/site-packages/tensorflow/__init__.py\", line 44, in _load\n", + " module = _importlib.import_module(self.__name__)\n", + " File \"/Users/MortenImac/anaconda3/lib/python3.6/importlib/__init__.py\", line 126, in import_module\n", + " return _bootstrap._gcd_import(name[level:], package, level)\n", + " File \"\", line 994, in _gcd_import\n", + " File \"\", line 971, in _find_and_load\n", + " File \"\", line 953, in _find_and_load_unlocked\n", + "ModuleNotFoundError: No module named 'tensorflow_core.keras'\n" + ] + }, + { + "ename": "ModuleNotFoundError", + "evalue": "No module named 'tensorflow_core.keras'", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m" + ] + } + ], "source": [ "\n", "import tensorflow as tf\n", @@ -2458,7 +3642,25 @@ ] } ], - "metadata": {}, + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "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", + "version": "3.6.8" + } + }, "nbformat": 4, "nbformat_minor": 4 }

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