{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "## ConcatenateView Op" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Added new repo: scijava.public\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "", "version_major": 2, "version_minor": 0 }, "method": "display_data" }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "8fdaf25d-ff5b-4153-b778-e716954c1a28", "version_major": 2, "version_minor": 0 }, "method": "display_data" }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "net.imagej.ImageJ@3baf5137" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" } ], "source": [ "//load ImageJ\n", "%classpath config resolver scijava.public https://maven.scijava.org/content/groups/public\n", "%classpath add mvn net.imagej imagej 2.0.0-rc-67\n", "\n", "//create ImageJ object\n", "ij = new net.imagej.ImageJ()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This `Op` wraps the `Views.concatenate()` method of ImgLib2, taking a `List` of n-dimensional `RandomAccessibleInterval`s with the same size in every dimension except one and **laying them side by side in the one dimension with different sizes** to form a single n-dimensional `RandomAccessibleInterval`. Let's see how this `Op` is called:" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Available operations:\n", "\t(RandomAccessibleInterval out) =\n", "\tnet.imagej.ops.transform.concatenateView.ConcatenateViewWithAccessMode(\n", "\t\tList in,\n", "\t\tint concatenationAxis,\n", "\t\tStackAccessMode stackAccessMode)\n", "\t(RandomAccessibleInterval out) =\n", "\tnet.imagej.ops.transform.concatenateView.DefaultConcatenateView(\n", "\t\tList in,\n", "\t\tint concatenationAxis)" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ij.op().help('concatenateView')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We will look at the latter of the two, for this notebook. Let's start by creating a few two-dimensional images with the same height but different widths:" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAAAMgAAACWCAYAAACb3McZAAAFIUlEQVR42u3T24tIaxgHYGcyzoeRSKRERKkZioiiKBeSKMkFRVFESc0UmeKCImqmqFEuXMzFJFEU0UxRE5lSjIjk0DiO8zj/tFbtfbP/gX3xrPr6Vl+tfu/7fuvpsW/fvpw6dSpXrlzJvXv38vr163z//j3F8/v373z69ClPnz7NzZs3c/bs2Rw7diw7d+7MqlWrMmfOnEycODFDhgxJnz590rNnz/Tr1y8jR47MlClTsnDhwqxfvz61tbU5efJkLl26lDt37uTly5fp7u7Onz9/yvXly5c8f/48t2/fzvnz51NfX5/du3dnzZo1mTdvXiZPnpxhw4alb9++ZUaxDx8+vDyfP39+1q5dmz179qShoSEXLlxIe3t7Xrx4ka9fv/6bUeR1dnaW+RcvXsyJEydSU1OTdevWZcGCBWW9I0aMKOsvMop+hg4dmkmTJmXu3LlZvXp1du3alePHj+fcuXO5detWnj17ls+fP5dzKp5v377l1atXuXv3bi5fvpzGxsbs3bs3GzZsyOLFizNt2rSMHj06/fv3LzN69+6dwYMHZ8KECamqqsrKlSuzffv2HDlyJM3NzWlra8uTJ0/y8ePH/Pr1q8wo7ubt27e5f/9+rl27ltOnT6euri6bNm3K0qVLM2PGjIwZMyYDBgxIr169yoyKioqMGzcus2fPzooVK7J169YcOnQoTU1NuX79eh49epT379/n58+fZUaxd3V15eHDh2ltbc2ZM2dy8ODBbNmyJcuXL8+sWbMyduzYDBw4sMwoVvFenM2cOTPLli3L5s2bc+DAgfLblpaWPHjwIO/evcuPHz/KjKKfDx8+5PHjx7lx40ZZy+HDh7Nt27ayxqLW8ePHZ9CgQWUPxbyKniorKzN9+vQsWbIkGzduzP79+8sZXL16NR0dHXnz5s1//t9ihsUsi5kePXo0O3bsKGddXV1dzr64g38yirsZNWpUpk6dmkWLFqUHIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggPxfgfwFs3fN78LM0eYAAAAASUVORK5CYII=" }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import net.imglib2.FinalInterval\n", "import net.imglib2.img.Img\n", "import net.imglib2.type.numeric.integer.UnsignedByteType\n", "\n", "dims1 = new FinalInterval(200, 150)\n", "\n", "imgList = new ArrayList()\n", "\n", "input1 = ij.op().create().img(dims1, new UnsignedByteType())\n", "equation1 = \"127 * Math.sin(p[0] / 4) + 128\"\n", "ij.op().run(\"equation\", input1, equation1)\n", "\n", "imgList.add(input1)\n", "\n", "ij.notebook().display(input1)" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "image/png": 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" }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import net.imglib2.FinalInterval\n", "import net.imglib2.img.Img\n", "import net.imglib2.type.numeric.integer.UnsignedByteType\n", "\n", "dims2 = new FinalInterval(400, 150)\n", "\n", "input2 = ij.op().create().img(dims2, new UnsignedByteType())\n", "equation2 = \"63 *( Math.sin(p[0] / 4) + Math.cos(p[1] / 4) ) + 127\"\n", "ij.op().run(\"equation\", input2, equation2)\n", "\n", "imgList.add(input2)\n", "\n", "ij.notebook().display(input2)" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "image/png": "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" }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import net.imglib2.FinalInterval\n", "import net.imglib2.img.Img\n", "import net.imglib2.type.numeric.integer.UnsignedByteType\n", "\n", "dims3 = new FinalInterval(100, 150)\n", "\n", "input3 = ij.op().create().img(dims3, new UnsignedByteType())\n", "equation3 = \"p[0] + p[1]\"\n", "ij.op().run(\"equation\", input3, equation3)\n", "\n", "imgList.add(input3)\n", "\n", "ij.notebook().display(input3)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can concatenate the images by passing `imgList` through to `concatenate()`. The `concatenationAxis` is the first axis (`concatenationAxis = 0`), since we want to lay them down side by side, not on top of each other (in this case, we would want `concatenationAxis = 1)`:" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "image/png": 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Iw0+B4O/9e4PJoDK4OEOQGniu6/p06Pk7wSUoOG6+pgge15waNDm891yTg0nCLMLh7nlqsBv76aO+CsCeJAKTTdifjWiwGf+wYe+5TSaedmzOv3zwUAjzW77lWx7EiOiIzjJWM4qOEDE7uXlNUOkcQ9UJTtQJBmcUQfXN3/zNexo6I9gEhI4wFicylo6YMWgwGA2d4gwBoROCUDDWCYZinDTwbN/wDd/wEMBmS6OdsQRjL/MGgkGShqDiDIYyIxpMRq53HLMuQ3HyN33TNz3DzH3jN37jg/EMRIPIrGNQmYUMMgPRIHHtNDjDI8aMaBCagcwSBrIRzuGumwY9f0d/DnazqcFuILpmGvpDk7Z+GoRmUvfWQGcX9nF99qKhbwZig93TwFPBYGcTtuGHNNiOn3pZF4gGYQPdBEXjAf/61m/91odO5RD/px4j/mMX4RAdIaLpBAEBITCMJiPQ6DICBBABHUhDR6ZDeozkEIanIWhp6ITZSmD3/mYEmiWMcgNBsKahTp4gYyzO4pD5GMkhjDU1DBoDpI8CI9BsZ5QbIAYdZ6RhkAjoHCIIe4wITg4xIAwSGn4ahAZIHwUcyJENEIPQdav3R8/f0ff/MZia4Q0ys5JrpqE/NOcAEYgCcg4Q9nF9faGhb2Zkk4FJoRneZMEmbMNGabDdHCA9zr2WNEBoPBTC5BhBINrW2aSlAYElmAgYJTnd46Op3SxntjPrCSxOd/M0ZvAaPWYTgWU2MbqMMqOt4KXBaDn9aFZkkJyeRiNd8OqswNJ5RmCMgndqcBBHNbU3KxZY0+k0Cl7O4rT11aGRzhE0VqebEZoVBaYAbeZ1/Rm8gk5gNZv06iBIXXNq0DRw3IOZbZ0VC6w0Cix91FeDyaDq1YFNelLRYLNmXhOBCWHOimxu4uCDjRCH14kE5rsJAZ1wce9ZmmmxR0ijkEMahYylI65NgxgHCQazzdG7CQe7edf3Dtf0nrF6TDUKGUtHDIqp0XvD+m5iEDAUJ3hXoGGKN0gE9RyFAlJgMpbBYJDQ0DijR7rZfb6bmN17pKfhpz8bnD2melc0wDwlDOqp4fcGYY/bObv3SHf/aeiXwW4iWN8V3at7du/sRIPd2K/ZXRD2ldsgZP80+IV/2NBTZH1XNKGw/UMhTM53cVHLGQw1ZxKGciFB5eXNl4cvAy9zBAXD+tLLoUQEqmvTMIsIKkZkqPVLhzPctJfQNHyRMJgAXl96BaZZSwBzQBo6xhmCQgDOLx3Bw/heRqcGgxmJZoGjl14zE8enwUECTnAffYRwOA1fbTT85Bh/v35BmxnNWpzruq5Ph56/O/oIMZg53DWnBk0BLCDmF7SZUeC456nBbuynj/o6B7rJhE3Yn41osBn/9NG2fkGzOf/ywcZoBM0iRs/87Gzhz8zhotatrMdoficmuIyS1kwEi9FllHA8J6ch2ARV6yY5g8MFlQ74rLU+Q8OiqSUOju8TupfSPqEZJQ2OMDgYkcPntM6hDGJA+GxOwzqNpRNO6RPaIDEDme0EMOcymOtrRr+gamkmZ7Q0YwD6/HftNHyyc4qA4LT5+sCpgst106Dn7/w7A2muLXK4+3XNNPSHZktAgm8OEgHMLuwzNfRtLs20tugJJXDZhh/SYDt+YksBPAeJABZc/LwR42wGFBCCajpcULm4xTcr41ZirfhaibdgqnOiei76CS6zHqO4Ng2COiBwBdV0uKASpG7eQlwaVvYtkuqMTs5FP8HFGJxrQKQh2ASuET4dzthGNeNY6JsaFgAFNMevi36Ci1PM5GkYNIzIYetissDlCBp2DWj4aQHT3/v3AqMANssLLgPBdV2fDj1/J6jWxWTBY2C776lBU6BxvACfAcwe7nlqsBv76eO6mCxw2YT92YgGm/EPG5poBNcMYMHFv3zwULpXQOmcd4s+NQsqgcMotlrs5dk7srdm79C2js609yW4enF0owwvwNJgJEEnwmdQmZV0wJbE1PipP/WnPmwnCOj2vgRXL44MzmBpeLwyksEhcJvSBRVDWDVmIHtdU8O2iIHS3pfg6nNa4DCYGTINAe0RI3Dn9pfANQA5wBaIvVQaftoO4XyDp+DqFYLjDTbXdX2Nnr+j3weUoPLfcixnu2Ya+kOTtntwL4KrVwiOZ5c09IWGvgnuPqAEFRsYBGzCNmyUBtvxk0nFZCC4eoVgc49FPtg4WhAwEmf1LiKo2vDUAZuPb/qmb7r/qB/1ox7aj/7RP/phI5qQGxDdBVebnjrj2jQELQMKut5FBFUbnjpgE/XN3uzNHq7/I3/kj9zf5E3e5GEDVBBzis4aSc1cDK4zZpY0OMKs2YKooGIAgWsg2Li1ofrGb/zGz2jYwGU8QcdpZoRmLoFjIAjiNDjCAOyTvKASuPbSOMCGbRp++rO/5xSON6s0cxkAnhJpaH6nKyiaqQSVwHQNAeW+3X8a+iUATAIlBjRzuVf37N71gQa7sR87NlMJKgNMgLI7+6fBL/zDhgZ8iQHNXB6L/MsHm18ElM61gDiDSuAwCqTn9V//9R8Oh/8BP+AH7K/3eq+3v8EbvMFDZ9zADK5WynVGgKXBSK1XzaASuDrwRm/0Ri+g8YN+0A/af/gP/+EPAc2QBZeZq48GAZSGR6RAaL2qmUpQMYTsDAb6wT/4B7+Axg/7YT/sYaBwSsHVzMXxDGb2SoMjvBwL3DbqBRWHGoAc8EN+yA/ZX/d1X/dBw081/Djf4BF8gquZi+MNNtd1fY2evxO4Pf4Elf+WYznbNdPQH5q03YNBJLiauTieXdLQFxr6po/6atAWVAYBm7ANG6XBdvxkUjEZCK5mLjb3OvRwuC0xztaB9qA43CPO1CqoXPx1Xud19td8zdfcv+f3/J4P9ehe4zVeY/9+3+/7PXROFHuEeWS1e29WYTDBSoOgDvT11yzi5gSVIHXz3/t7f+9nNL7X9/pe+2u/9ms/dEYnzSoeAe3etyo/NQRbX3/NIowsqN7wDd/wwTirxvf9vt/3IaA5nkEZttmxJRUDJQ0zmcHBYc0iHC5oGJ0jXuu1XusBg6Lh5/f5Pt/n4e8FtsAw6zQ7tqTiuq5Ph16r680igl7wCx4D2zWnBk2B5h4El0BvduxrcWqwG/vpY9kfBq9BLHDZhP3ZiAabsR0bmmgElwHb7NjXIh9sbp4j2nvicP9HzvAfcriMQBd95Vd+5f0VXuEVHpr0U2KEBZ5puQg2Pfpa5HjXpqFT7T31LsIZDMDhApdx1GFx/Zd/+Zd/0Pju3/27PzjeaDQ7Cvbyplom0Jmp0dcfx3EGR3IogzDSq7zKq+yv+Iqv+KDxSq/0SvurvuqrPjhFAJsdGyR9NHB8GpoByFGl+3CGgBSYgscA/G7f7bs9o+GnP3OKgOA0zjNISj9pqyQNv9PtJdoTwcAywDjctdy3+09Dvwx4wSX4BKFBIij7WnTv7ESj3RR27Aml7yYKthC47J8Gv/APG5oEBLDBZJAYXH0t8sHG+e059UVT1DKUm3QhTlbgsOpOfico4DiM4+ajRPC0wJmGoOqLhqE8QhmKsTlD4GLSvtN3+k4PGi/90i/9YDABLPAE4HyUGCUtcBp1rXaXgtOjXEAyFGcw/su+7Ms+o/FSL/VSDwZjQDOwgWR261FikJiBpwYHCbg+bDzKDSyzN2cIopd7uZd7AQ2OEQgGiYFolm4gekK4nutODQ7373qUG+heDQxm9+uark2DFk39M0gMRE+bBmKpLq3Qa/qkbyaT+Sg3G5lMXu3VXu3BNvyQBtsJLrYU4PNp1Zc1P29tCehYyV1TgLF1wk2jL+LGXuIlXuJBhBEZS4ebGhmC0cscaF+ulJWyUs0kol7Q6ARD6cDUEGgZi+M4kCM5lLHKHEijlJWyUs0kRq/gNwgEKgO92Iu92P6iL/qi+4u/+Is/GE5QM5YAFIgCUmAylgGXRqv2RmdZqWYSs5DZyiA04Dh8avizwWlGMZDMjL2buo7rtbmv+Z2uQchpnOe/4UyD0LXct2vToKVf+mfmNyGYGHo3NWsZ7K3Qa/pkoBuE89VHULKFADKB0OAPGvwj2Ax2s9acUMxabM/PG2eUflFmYu8kRq/RIXgEEUfrBG6MGFFON0rn4zCnu2nXbl9OoAnevp7MPmYho2MGbxo6Mp0+H4fT6WVCNEBaE+udROcZgTEK3qkxnc5x83FYMiOHpMFwBe86u3Mq5zZAaPg5nS4ABWLvjDnddduTo+fv+uyfs/sM3qmR03uKGFC9M06npzGDt9m9x+AMXjaiwWb8w4YmAhOCiaF3RhMG//LBQy0d0Ttnk9XpczYhUuQKBNO74FsfIU3vZRA00nXuyOmMwSgcIGhp6MScFddHyJwVPTpK6+EQzjpyeg5Jo1nR6Dx6hBjNBt3UMFhySE4XjJwuOOdskoZBaIBw2NEjpFlxapS5e/RIbzZxbRrNvPon8ATv/OCZs2Ia+qRvJoGjR7pJg234IQ22a4AI3vnB0ysQP29etNolJ6IjOpuxmnp1RCC5eRfncIZiyEZgL6Q6wSiCyrM8DZ0RCDrCaRmLMzm1d5M0dIqT6sR8IdWJMj/T8AFSQqKgE3yCkLEEpeA0EAySqdG7YiOwF9Le4zjZO2IaJST26tCHznz/MUg4noafnGGAerXwimEQeuUon5/DXdf1tRISW9jtQ6f3H7Ova6ahP70rugf3YhD2amKgs0sa+kKjTNQGe68nDXa2YaM02I6fBJ4ANAh7NWHz9kQ3yww+OduRn4twfT5zqgBywYBEvxsZnLEayo2W+elTPY125AVd6yV9Pvc1xfECloYRI6gY0ow4DcUZZX76wrG0QaMkuz6fBXqfz2YUAcz4aRgwDNjX7TRUOeockYbmq0owB0/Md6C+pgTR1BAIfd2arXqHa3mmPKepYTD6dxzWO5CByKHu1zVdmwYtmvpnMjBbzfVFDhdI7JOGPrUaYJDMgSgwDQK24Yc02K6v22ar1hfbC+XnzQKjhTjrJjrTnlojsfUfjmcYzhdkjNd6xnw8RdPogDUTC4k0LMRZNykFeV3/8Uh0swyWBiMZOTo5H0/RNAaDNZOpYU2uFOR1/YchWpuZGgaHoFrX49pgt/5m3ScN60ClEnHYuv4jeDiFA2j4aXD4+3U9rg12g891XZ8OvRLtBJcAno9dweWaU4OmwHYPR+tx7nnVYD99jP6Zj102YX82osFmbMdPJoN1Pa6UZT7YbBtY6rd6XfbjumJtCuYUQhyj6ZiLewQ0wuP+yp+ysuvaNGxZWH0v+3FdsRZcDCKIpoaAE7iN8Li/8qesJNvCScOqMqMJhrlizQCCi1PMfhzAQJxt4AhcQcV5c+/TYLBjkIZGw06FgdOGbTOw4BKgBlwafvozZwmquYMgcFzH9ayGp+F3ugY8xwvAZmDB5Vru2/2noV/6J6jWHQQBZCfEvaehT1bJy++KW2wGNnN5YtHgDxr8Y3AIqnUHoSxcft5sQtpQtW/EMcTnxm3LD4GLjObmiXLULZjUfpeNzzTsG7b/dQTFMrpATYOzdcBsuMKkBgHjB3rSsGlrH8weZXn0KxTLKauGoL4Fk9r7srmahn02e6tHUKyg4RQzPefT8DPQs0XRFSa1j+q6rq8F3p5BsWZv15waNGkfwaQGILukoS809K207RWKDbxlIxpsxnbtq7ahbgALXDa398gHm7QJ6RkyBAjORK+Ci+PdLAe7cS3Qs0XEFSblbLvnUjXSkOGgQwx2BMUyuhmSA2jomA7cgknt1kuTkdpCI/D2CIplbMFjMKTBQYK6JZIVJmUku/VpaDIDVii24OrT3WCcGkb3LZg00HNqyAbx786gWNd0bRq0aOpf7zsrTCrbhH3S0Cd9O4NiTRiBt2mwXZkga5aGIGV7ft4kykkok5sjCI7ymFoMJOTGNR1bYdIJIwSTujYNCWW3oNg+3wXR1DAqJkw6YQRGkl8k6S4NuUblGB1BsYG3nM9AnG3gTJi0oAomDfSkoQXeCuozKNYjPg0//fkMJjUA5cPJkUrD77egWNdy3+4/Df0SdLdgUvfOTjT0Se7UhGIF14Ri2X9q8A8b9k4188oMBLbn501KsvRU2YRr5mXIdftiOsP5GuOtMGkOL5NQRqRr05CmvEKxAniFYjl4aqwwaQ6fMKns0TRWKFYAr1AsgzGOwcIRbQ3NTNgJk8quTSPwVnYsp9yCYtPw05+fBJPK6kzD72dQbC/07tv9p9Hi5C2Y1L2noU8rFDsDuKWIqVG2bZmwJqCZCcv2DyVPJNcDKeRClyu+JtWLYOtcbpqjtWDSXnAnsREgIPdZbnUaQbFGSshUo6RsARoClkYLk73gxrFxxgqT0pDEP6HYkKnQ8XLFOX5qMCCH5wzBmDNWmJRGUGy54pHjE4oNvKXh54RJQ9k4o9z9+ADX14JiA08ix1coNg39CSZ1Dz09PIEM5GBS9nH9wNsJxRokcZ4GyYRi02C7cvdXiKbc/WcKYSI2bhE0AavtYbW9oXMMdcbjhTTRCIoVwGcETVkDaUyY9IjHiwQKJg2KFcDxkUcETXRLGpwxSaCVx5swKY2g2DOCprU0TqExYdIzEkhQTWA1KPYWQdMCZxr6dYsECljVh6DYMLbJRzbYw9jYiEar9vGkZyTQQ/WvW8BqXGHAalzhBFb7GoieeQywesQV5pBbwGpgwGOB1bjCaCAOWYHV2MUGyKRnVmA1mHQCq3GFR8Dq1JjA6qRnODSiewKrfjfYJ1f4WGC19PBeGQTmCqxOrjBgddJAjwFW5/kTDRCD8IErDFgVWBNYfVJglT80gdX4sjWwJkx6FlgrsDopZYG1YlkC6xawOgNrBVYnTDqB1bPA4uAZWLeA1TWwJrA6A+sIWH1SYAWsCizXKrAeA6zOwFqB1RlYk2wqsJ4NsPpMYOmAX3SMEUOt54kzEyY1JbZDriOdqzAJ4rDxHlM0etzO8yHmiTPzcZtGe3SMdUQQz8dUGhMmXQeI6bvH7dQwYBqFRwRxUGwa83F7NEAmTEqjnLEOUFkdMs9VoDEft0dE93zcTo0eU/NcBa8C81yFoFga7NYgPCK6y2BlIxoTiu1J1ftoTyr+5YNNQAV6EmeoecgFQ02Y1FeC5qVxfbHuK0dHerF2bRqCbP1A6JCL+YEQ6OmLp5fe+WLdV46OmLV66Z0a8wOhQy76QChJz8sojV56g2KPXqyDYmn0EcIZfSAY5R1cNj8Q0lih2Fsv1mmsMOkc6BMmdf9pTCj27MU68JYGu/WBsA70+YGQxoRiBfZKp08odnPzgZ7BpE25LZgFk/rstHal+fQsS/RoKUCAmplcmwbDCdyzJY3SiQM902jnf137mUsBOpOGWWSFSeeSRssmPp8tylrWOIJi51JAn+k0WppZYdK5pMH4gZ40/CyN6GgpICjWoEvD73TPzvlq2cT9p7FCsetSgHt27+xEo2WTuaQx1+TKLp0aKxRrkHSmhkHG9vy8EeNsBpwwaQ6fMKmFMqvjVuEtlpXYtZ6EJ4JN3YxidkpDB27BpILJomgaFklbWDyDYjklDZ0K9LwFk64aFhYZbIViW7wMvE3DoGHEJ8GkFhVp+NnC4hkUG3jr+nTo+bujRViBa5C75tSgSfto8VJwuedVo9MPO/ayNazy4NmfjWiwWQvjR1Asm3tK8MHmFwGlc2abWzCp7QP7RDZaLe/bUijhbq6Me/RwPMMLsDQYSdCJ8BlU5RzZIrJ9kIZtBNsUt6BYBktD0AZ6rjApQxgcDLRq2KboXM0JxQoujmcwM2QaAtqMK3DXbaO2pmx52Zek4aetqiMoVnBxfOCt69Oh5+8E7nqWaue1uubUoEnbPZxBsatGW1N93BRUJRiyDRvRYDO2O4Ni2dzTjg82jhYEndB7BJPqQKCnDATNhmSbt+UVzZmrzVvXpiFoGUnQncGkNrVteLq+bAoaNlY7CXhCsYzAKTpjtE0Ns2YLiUcwqQ10O/Q0bK7aWG3zdoViBU7gLQ2NI85gUnubHGDDPg0/A29LUlyhWE+JqeH3TpheYVL32Wa6+09DvwTAERTrXt2ze2cnGuzGfi33CKrSgDphmv3T4JfA21tQLB9sfhFQOtfn+BlMKn1CXpY0XykU0jZ0ZiatCa6+fnRGgKXBSJ0fNYMqmDTQMw2pGqWbnEGxAigNj8hAz2DSgqrUHAaSjjM1pJsI4jMolsHMGmlwhFeFWzCpFCPpLDT8LN3kDIoNvHV9jZ6/652q1Bz/LcdytmumEXhL+yilJSiWfVxfX2joW8dClprDBgYHm7ANG6VRutQRFMvmJhUaG7ESvgRE71QecQXVhEmrR+d3CXIl4QmumYTXwqZgTUMHzGhrMqGRJ0jdvKQymak0JJZJZguKFVwrFFuCHA2dCvQMJp38YjCpJMU0Am+DYkuvnlAspxgorq+ZyQwODuvxV1pvMKmkSNdOQ4JcUGzp1WUhtGzjummUsBhMOvlFweN+XTONwFvactgm7zehWPZxffai0UJrWRPxiwK3hEV+SIPtgmJn1vAKxT4UGye4wqT+A/+hGWPCpPKstVJ617ThDoto/41QGoLN119pMhMBK/1ZGqw8axpSYScUW9pwLF5QbBqc3ZZNMOlEwBgkmDQNKbdSehlspg3H4jE45xoQrq+1WDzTn0PAODaY1LXTkNL7pLRh102jxWL/7iz92TXTCLylbfBM9GuFYqeGvp2lPwvUUqzTYLug2Il+lUYTFLtxfgeY9kWzsnIuNGFS7Qh0KB22r4b24dJYgY3JykWegDQk7tOYUGzkbemwRuIKxR4BGxlqBTbSCIplQIPEQApPX0GHNAI2BHd54gbWCmxMjRV0mAxmyx2uOzVWYCMkzywyYVIaQbETdJgMZqAD+6TRAms5d5POMplMYCONCcWuDGYpO/y8tdfUusgkQlbmL/wLwxaaNfEvxmKAEvMmmjWB1UmETOaPoabGBFbP2MWJZrVq3zlYZ8xfwGoaDBfde8QuxkemwRnlqE3mbwVWAz1Ds26xi/GREyb1dw3CmL+oKQM9xCyYlObEv47YxTQmYhawKggDVgXORMzSYLszdrFzsx7wrzNgtXMbXlhgdcKkLRx+ewCrRuAZsLpq3BNYjbb+9gBWXfNewOoM3rsAq4+dsSaw+mxmrHb3g2LPgNVmrHU2ea4z1hmwyrnh70+asVo/e+yMNYHVF2bGmlDsBFan09cZK5j01ow1Mf4JrK4zlsdoMxb7rzMWGz5xxjp6x5onm2QsHekwjfmOpROdExBj9qR3rA7smCebzAM7zt6xOgKoRP7esdLoHav0YME3zyOYB3ZMjQ4eMYgMJoPK4DqCSdd3rJZLjt6xev9Z37HmIFwPHpnvP22pBLQ85h1rHjwyTwBa37ECb+c7VizpY9+xGoTzY6e9xNOvwjlrcWrH//Q1tX4VzrOSgkkDPftiK7Pg7IihoNizr8JeRtejko6+Cjvu8OiIoY7/SYOT5lFJGaqtpL4K05hfhUdHDAXFHn0VdlRSSycdlRRMSiPw9klHDLnvqdFX4dlRScGk+kBjQrGtWzYQJxS7fhWy4a2jkvjgdB1rHormS4njW2PSdGCFSaOH25gO9GyNqQPLWsdaD0Vzs3ONaV3HWmHSW+tYZ1Bs4G3rPzTMALdg0tax0pjrWLeg2KN1rDOYlKPTmGtMZ1Cs4JprTDRax7oFk7ZWRoPdHgPFrutYbHh0uJsBzb98sM1V8bnybkZo5d1sxCmtimsdGThX3ueeIcNYzXftuSp+BsW28t6qeBrBpK37HMGkc+Xd6jWj3YJi56r4XHkPJp17hgZDoCeN4N5bUKwAnavirbyfwaStvLe6P1fFyz1fodjA21bFadxaeRdAdgvcexqBtxOKNaBabjJ7d0Qof9DoyMuzlfdW9zebhvaO7BVyTDlFBZfHTnuF7eNpRDnqDCade4VptFd4C4qlwTHtR+qA2XCFSUuNDfSkMffxytWfwTUPhU2DgwR1MGnbORE7VQ21r5aGfTx7eysUu+4VunYaBufcKzyCSedeYeBtufpxi32UmL3bK6TRfuQZTDr3Cl1fX9a9wrjF3rPbK+SHNNiOn3oHnRvRHdJLY5NiYre7zINZ/aDg4ng3W3aDFug5sxsmTFrVUFkNM/NAh8puWKHYmd2glUFxCyadGRRlHtjFP4JiGXtmHtAog6LlixUmZaSZQTEzD86gWE4p8yCNjhU/g0kDPaeGrIqZ3TCh2MBb16ZxlN1QUAWTyshgnzT0Sd/OoFgTRsewTw2BfZbdwPYP2Q3lGJUrtVZzEFyt2ZSPpXEER818rBUmleMlD2vmSt2CYmc+VhqPgUlnPpZ8I4PlFhRbrhSNcr7avpkpMzMfK43g3idBsTNXikaFEIJJZ/3F8rHK+SpXaoViS51pm8eAL1fqSflYBmD5WGnok3ysCcWWOtM2T/lYbJVGZ20d5WOx/UM+ltRUGYUySAlx/CxH0juXC83sTh0Tsb7+5ixi1lszSNMog1QHZ22YCcXScONlkB7BpJVVKYM0jZndyVETYSvboYXgNCrdMmHStayKLMuZQSq7Myh2ImxrBqlrp7HCpJVVETjBpDODlJ6/i/er5uKEYssgpVGW6oRJObxyfzOD1PWDe2cGaenoE4oNvE2D7fipd6q1rEqVdTeAgxxoOe+zgNKTct4nTFry/qx+OnPe07iV8z4LKAni8urbzC55f+a8C9xg0pmPvua8l2Y9odg0WpicOe+l864w6cxHN1CqIzjTrNec9zRWmLR03jjMx+S8l2YtaNo8dm0a5dWXxWBSCHBZc97TOMp5L826s9+DYtNoLYwtTSYTcHmBnPconYouPobSCfSc1U9XbCpWblI6axXXW5TOhElnnb/J4x1ROmsV1zNKJ7plUjpHPF6UThorFPtsKJ2+lh9L6VQ09Ahjm1DsYyidtXTdpHQmxjarpa2UTqv2tyidSte9AFeoc/+ncYXldR1xhQGrkytktFtc4QRWXxiucAVWb3GFrXafAavf3lzhY4DVlSsMWH00V3hEQj8msCYJ/aTAujcJfRZYOX0NrP8/kdAzsL49SehvE1hnZzfMOnw9Cp/L2Q2dqzAfhZ3dMOvwdXbD1Lh1dkMj/ezshidVP33M2Q1HhcCfdHbDWtB8PbthfnGuZzfMR+HZ2Q2T6J7nQ0wo9lYV13l2w/ooXM9umAXN59kNT6ri+nB2w9FpM2v10wmTrqfNlHvel1QdIXJ22kxV2efzfIVJj06bmV9S87SZPhB66Q0mPap+up420wdCK+DzS2o9baaTYOZpM43yo9NmpsY8bcZsUOH06lu73jxtphdr/65DWuZpM651dNqM/nWqYoM9On2eNtOJNvO0meqAr6fNTI152sz63ls5ZX5+5nysFSaN7J0waedjBS4Sm+djJSJoBOg8u6qlgFsw6Twfq7OrVii2KV7wt6Qxz8dqKeBJMOnUaEkjMmdO8XNJY57BdQaTcvh6BlfgLadE5hydj+W6rt/5WCtM2vlYEyadGrfOxxKcgbdTg/30UV/nZNKBt/N8LDZjuydBsQ/nY3Wi37p4mcMnTNrComYhs/ybTvRrlJglTN3ztL0WFufiZQ5fFy8tyHXa3roIu0KxnDJP9Av0DCbN4W0Yt3g5NVqEPYNiBVCn7XVq4NGJftE0LV6uJ/rdgmIDb11fo9fi5YRJo2lavEwj8PbsRL+5CNuJfp0aKKgMVhODpwcbCKoq63aiXwu9T1qEfTjRzy8Cat1uWWHSeQappf3OB51nkHZcpNmuap7zfNBAz1vbLbY+0jjaNlqh2Hk+aOecGhxHMOncbpkabRutUOzcNup80M45Xbdb2ijuDNLOOaXR+aC3oNi2jVx/nnM6t1vmRnHbLVOD5tw2WqHYziBNozNI9bEPj3l6MpsEKtNoa4oNj6DYto0eziA1u7R5ewaTtkFsA9KmZ6cN28knVLrMnLncaKcm05inJp/BpDaI27ydJxoL6DMolsGMtjQYqQ3iM5i0U5NtqnaicRvdKxTbRnca82TmM5i0U5PTCLydG90rFOspMU9N9jvdI5i0DeJOTU5j3eieUGwb3W2mdzLzPDW5oIoK6tTkqdFG9xkUG3j7zDnva0rLEUxauknpE1Jp5jnvBVeLjfMM9tJNZkrLCpOW0iJNozPY19ScFYoVQPOc90DPXnBnpY2Z0jI11tScFYplsM5g7yz5o5SWCZPOs+Q75/0Iip3nvLuu62v0Smk5gklLaUmj9J/HpOa4/jxLvt2VgooNDA42mWfJ02C7J6XmPJzz7pe1MkWpLNXIm0l4EspmZQqdWTM7BRfHV5kijSpTeFHvfPdK2K1JeEeVKWZm56xMIYjTEGwrTBq/aHCslSkCb1cotsdiB7+lsVamCCaNX1yT8GbViJIJZ2ZnxPWsGpFGyzzzfPcJk87KFFWNWKHYzoqYyYRp6JO+9aI+M1WrTME2q8aEYgVXKTp9kfLzpkOlDQeTPqaWTnVujmrp9ELPKa5dnZsJk661dIJJAz2lwZb+zCkVHfJYrJZO+4izls4RTDpr6TBStXTSKP25okMzG3amP896PStMWtblWkuHRunPE4rlvGbgoNgn1dKZRa0MwGrppLFCsYLwqJaOPsxaOh29Hf1eUatq6aQx05+DYtdaOq2lHVb/Oqp+OmHSWf0rImSSt0Q6qvuo+tesfloON4MI1lvVv9YqriuwUfWvW9VP1+pfARu3qrhOYGOt/nVW/TTQ4aj611qCr+yKWf0r0OGs+ulZ9a9bVVxbg5oVxmb1r0mmP6b611EV1zaptxUmPWL+juoVwr8eW69wolmPqVc4NapXGP51q15hq/aPrVe44l9n9Qo7vXDWRFzrFa7410SzaMRHHtUrDP96NvUKXWvCpE/Cv55tvcIGevhX9QqfhH89U6/waQOrV4XVC1h9xumPqQm9Vj+9VRN6nRWPakJPpx/VhD46j+CFrQndSK/66VlN6AbIrNe81oQ+QuynxgRW15rQBe+TakJPxH6dFRsgsyZ0CNhzqQk9EfupMRH7mzWhj6rYzxfejKUjnLxWsb9V/fSsiv2tKq63qtgfVT+dB3aUtdB73FEV17WKfe8mR9VPj2DStYr9LB65VrGvwvwKk55VP51V7INie487quJ6VMX+rPrpWsV+HjwyX4GeTRV7g3AW9azM8cOhIL7afIF4mRNcrbTPxyEREWpUE9KCSfti6zHY6Sl9TXX8D40JxU7eLyh2HpVEoyOGOIOhegx2esqESWl0VNIKxfY4nEclpWFwrDBpX2wTJvWl4/raERTb4zAoNvA2jRUm7TFoRuLw8tumxgrF9jgMig28paE/K0w6+cVgUvZJQ59WKLbHYeR44G0abGeiYcv5GGwyEVT8vFnLsLZhPUNnzDIrFStwzBhuWoBpHLTCpH0+T5jUtWlYl3kSFNvhblNjhUn7fJ4wqXWTNNbD3Y6gWE4RxDQ6sGzCpPPIyNJ20ugAuSdBsZxCw+AL9JwwaV+266Foafh9hWJbnhHAHe7m2jRo6VeHop3BpO49DX2y9DCh2J5W7N3hbjTYKo0q60763YQkqNienzerr1ZKrcCWIiO4ZhlXsxGnML6Lajq2HuM499o6xtG1aVhVXo+jnFBsx1HqzNRYj3E8gkmt6KexHkd5BMUKVA4QyB2xyJCtWM8DaA24QE8awb23oNiOo5wa/jxXrFtUXI9xTMPvR8dRtoPQLoVr06ClX086xtG9pxF4O3cQ5mJvx1HS4I+OCG3HZZZrFlTltPHzZr/I/pF9KY4JOii4OoXEzXKwG9cCPdc9tmDSDp61b5SGfSkdWqHYeYAuDY6hwdkdPHsGkwZ60uiQ3vY8J7fYnienGAxpcFD7XytMOg+etZfq+trRAboFVwfoBvemsR48G/c3D5513TSODtBdoVjXTEN/1oNnJ/fXwbPs4/rsRUPf2vNcoVgTRof0psF2/FRl3YIq9sH2Gj9vdtHtRtvBr9Jm2FfB5QIMxsFuXCO6HpU9MbCOynZtGnbV1yO/VyiW0c2QU2M9KnuFSe3Yy5pIYz3yewZXR34bDJwsyDjIyDPjHsGkHBHoSaNjxW9BsR35PTX8+Qwm7ahsGSZp+H098jvimuMDb12bBi39etJR2e49DX1aj/xeoVgDngZ/pFFWywwqgVtlXX7e5DLJA5KXwzEl7Asuz0vBxfFulpAb144O95+pvR3uLzcnjbVIwQrFcoog4hganN3h/rdgUnlecotoPKZIgcGQBgd1uP8tmDQNrSIFE4otuGaRgqmxwqQFVXlMgZ5TYy1SUApQOySu6do0aK2H+xdU83B/9kkj8PYWFBt4mwbbtRAqqEwOgS5V1uXnTfalrEJZkoQ4vrznUil8LbqQzrhopUI6O6pZJDKkzMuyImmUrTih2ApUTihWZ1xfkHHQLEeypkBXjkTGYhqyVicUW8pw71yzrEoasxxJDp8wqcS4SoXQkG1bJuxMGe6dq8XmNPysHElZAGcwKY1Kt0wotpRhAbyWVUmjRekJk5YC7V4rR6IPNGZZFYM0KLbZseWONPiFf9iwd6qZAm1wlDm8yUmXXy133F8IiDUVVuAILjdtZqm40YRJ13z0YFLXplEhqAnFzlTYCcVOjZYtVmeUjy7NVh53GuXuH+XV97VYISgDYxZQOspHnzApjcDbW3n17Vem4ac/z3z0SQOtBZQ0vwfFrlhWVHdQbBodetbBLGs+ejBpGkGxR3n1E4qdGq1T9S49aSBBxfb8fFhWbu1IKSJtZ8yycpOgibqd1U+RIAidoNhbVVyDYtNYy8rNSlOz+inyJI2VBDqq4jpL17XAOqufCvgjgobGWlYuEqjRPkmgqeHPk6CZ4AlnTJg0jZUEik7v631CsbRWgmYO9Aga9kkjKHaSQNHpAS6zdF2r9qUSrdifyYTt+fkZYJXIYwthCqqYv8kVCpQEwoAmsBrS9Bhgta2g1sN6jgv4exTCnBqth611FyewGvMXFPtcCmE2CB9bCNPfHQGrVd4IyXsMsMoeZ4Uw54TywhbC5N9TYLXSvZPHa5V2BVb7JO8R9ZjSvW7AjcxHrhutzvG9Svcy6Hzkho0fAauMOIHVyUfeAlYFxhmw2h7pGbDa7C54ZvDm9I496IyI51K6d87uE1hlrxVYNWCfDbA6S/zN0r00Nk6pEHjnKjyp2HibpY30PjU75MJNNtKJpNG5CkePqXmugkdgGQvzfIj1cTvPh6hIdzPv2WNqwqQ0eqTfetxOKHYWAm+ArI+pea5CGo30o8ftPB9iajTzHj2mJkxKo33ZW4/bzodIo2LjDZBZONQAqNh4mRAVNG8B/Ohx2yN98z8CYIVJ15Ng2nj1Qq35vZe4psXoXsbmWEHE8WkEk3LYnNqjbnsh9ZFAY4Vi1xNtgmLTMDiCSc9OggkmTSModj3RhrE60caIDrzVODyY9OwkGI5w7TSCYo9OtJlQbBr0/N3ZSTDBpGlMKHY90aaPkKDYqdFHW68/IXMVbirdKY0Jxc4TbfoI6UNn4xgdENGdK7V+pk+Y1JKD5ndCgquT/OaxOQJUcHGAm6chcINJ1y+QPqEDPTWf6GWiViq295OgWMHFYGkI3D6h1890Ri91x2czjcDbcujnsklQLMOnoTEeh3NGM6IZgjOCSX3VTo2qQnTsU+8nDRLXc92pMWHS3hPNRhMmdW0agbdBsQZJJ840SAwE9klDn6qs24xoxq6UsqDqXLQ02K6lmfVLfUKxmw75g4uLugmTcnhVtKxbWSyzgKn5vazEyrj2qS4wTaucIpDSEAi3YNJAT4twNCwAWp8ph14ATyhWcDF8GgwX6NlhZS2ZBD5UNTSNwNugWAZdoVgBZNC5vmbGFbjBpC2ZTJjUgrJrp2EdKChWYMzC5gIn8DYNev4umLQlk2ga9+uaaQTedp67AJ9Ud1As+0wNfRNU68K4oBJEbMMPabBdUKzgmlS3gdzph5tfBJQO3IJJrb7aXrGkb9vFUn9nUXK84DIF95JdNU/XpiGgAj3Pzu60mm+bKA1bFlZ8b0GxDGaGTCPQU0fPYFLbU1PDFkXJieuxl5wqSA2UNAS0wXEEkzI6Z9OwjUPDT9tVt6DYwFvXp0PP37XNtsKknO2+pwZNzg+eWKFY9zw12I392mYzaA1eQVVxBPZnIxpsFnh7BMWaLPiXDzazSxCmmeAIJmWUQE+bkJrNSXtHhKJmCi4zF6cwvGvTELSMJOiOYFIdsDdoY3tq2KMS0EdQLIMzmNGWBiOZNXtZX2HSQE8btja8beTaVO305xWKFTgGQhpaoGcv6ytMygGyHKZG1WjPoFjXM1DS8DvdI5iUY13Lfbs2DVr6dQbFcnzgbRr6JBgEdzsggioQxeRhH5IGf6Rhz/gMig283ThatOpcn7FnMKkUFqkZUiekU3Ted5mQBVcvdjojwNJgpHk++gqTBnqmIS3ErvotKFYApWFgBHqWCjJzmQwETpDuMzWkgQjiMyiWwQRxGhzhVWGej77CpNKMpMrQ8FNK0BEU23n1gbeur9Hzd+1KrDApZ7tmGoG3tDuv/giKTUNfaHS+f4+/0qUMDjZhGzZKg+3OoNiq0fLB5hcBpQO3YFK5UZK+JOJpkszk6ejMmvDVtgKDuTYNAaUDHfNzBpNK7HN9SYU0Siq7BcUK4qnxJJhUgqKENRoS8FYodhZDCIo1e9HQBPQKk5b7XkUHiZFp+OnPHBQUO/PXWsmeGn5vp6DHX7nvwaTu2/2noV8Tip35a+7VPbt3dqLBbuzXi7pBO3PfDXL2TyPwlg2DYmf+Wsc08cGmQ/7Q+k7vO7POzYRJpSRrfpfhWYHKChuZgUpR5RSBlEbrO0d1biZMKj2ZhlRb2YtBsRU2mlAsw6fBcC2yMuZRSm8waRqBt2uKdQEsuAJvXV8zAINJj1J6J0yahgzMoNhZXUwAtx/qulMjmHTW5+bwCZO6No3AW9ozxTqqe0KxaehTSwrzSIXKNQtUtuGHNNguKHamWJcdEhS7cUwruBMmXaufTphU8zshATfzuKNOWopgsDTanL1VmQsgANSgMaHYmccdddJSRBqMFEx6Vv00mDSNoNi1iuusMNYiqutrjBdMelb9VH64a6cRFHtUxTUoxHWnhqA+q346YVIaE4pdq7hOKIR90tCnlhSO+ABBxTb8kMaEYic1FecZFLv5n2oJTjQrvF4nojVQGlAgGBBqQ3Bx1Bnd0iIqjTZlq356hmYFk67A6kq3TGC17Z9g0hXNmrQRZ4RNpRFiZiQe0S0toqZRLcGJZk3aqFqCgZ5BsQGrK92yVnGlUzbJRLOijSpzPGHSoNiJmM3a09HpU4PdWoKZtJFBaKBHNLFRwGpQbIjZJOBnFddTYLURKPpF6P9pwGqf1f+nAqsrTBqwequsbhqPBVbd972A1VvFNp8TsNrueIljFUy6BawSCCa9NZs00tvwnWV1V2B1YvxpFLzh7+tsMqufpjGdfjQrNvNOjYm/H80ms/rpdHopwkezYsAqjVmv+Ww2OQJW/d3RrDgx/qkxaet1Npn4exvKE+M/mxUDVmnM4DVIj4DVjsTcPGfbMK2ezXypnmceEHFhARZMeqv6aSf5phEUe6uKa1AsDc4IJj2rfhpMSqPsi1J311E4HyFTQ0Dfqn46YdKyL3qEzJfqeeZBUCyNFSY9q37aOeoTil2ruBrAVXF1zalBc61+Os+gKElvanS4yaziOieUoFgabMZ28wyKObv3SOeDzVeCL8LKW8wTVOoIERFqlBDSBNqESedM0taFm3dtGr4UVih2dmRCsVODATljnUk62aT0nTSCYo+OY5pQrIDlmEBPQdfxP3OtacKkNAJvO/D36DimoNg0/PRnzjg6/mfCpGn4vT3ao+OYgmLdfxr6FUw6B3oAR0l67EQjKPboOKYJxabBJ/zT8VVzoAdwsD0/b9YcrDdZDiAquCZTKOoFjuBiMMGk6YARbmS4kb4I+7Qt3cUiYho+cUtznkzhhGJpCGIaOnAEk0YPl8GaRuBtUOxkCicUyylpCOaqhk6YtFK0waTWe1xfs760QrENEsbm2MDbNFaYdC7NBJO6bhpVo51QbIMkKNY109AfmhMmnWxhmSjs4/rBvaXftAS0QrGBt2mwHT914N5kC/lVsPLzZsXdCrkFs9Jq1zKugsuFdMZFNUaqaugRTMpIFuKsjKdh5bcD9o+gWAbRmanxGJjU6nEagbe3oFiBKsBocERVQ89g0kBPGsG9t6BYjjfD0jAT0/DnCZPOIpIl51lpT8PvdMtvn4vWgivw1rVp0NIv/TuDSQWTe08j8HZCsS1aB8WyDQ22SsPg4a8es55QgqoCCfy82SO032aJn2NKmRBcLTByvJsl5Ma1QE+BdwSTumlbB/ai0rCPpEOBDYKrBUaO5xRBxDE0OFsHbsGkgZ407E3aD7OlENgwg4uxOcVgSIODAj0nTNqBrVUNtW/n+pp9PVsj8yDggkvQBN5ODYOTs1aYtETJQM+pUTXaMyjWNV2bBi2atPuAKqgCONiFfdLQJ307g2JNGGzDD2mwncHR3mpBVaKkbTt+3mQ12OG2K835ZSgWXK2jMBgHu3GNaFVDj2DSqoa6Ng2ZDrIOBMARFMvxjC5Qp0YwaTPVEUwq+yCNwNsjKJbjBY+XTU4WZBxk5PXldASTBnrSCO69BcVyisGYhp/+fAaTuk6gZxp+p8tJR9kmgbfuPw390r8zmNQGtHtPI/D2CIplCxOGAT81+Edgd0pgQVWGL9vz8yZ3Rt6UNAqOWXN/OgPTzRJy41qgZ+9UK0zqpqVnyJdKQz6QDjHiERTLKYKIY2hwtg7cgkml5cgpkk+mBd5OKLbgan3LYEiDgwR1L9ErTMpI0kumhjypFYotuFoANgtPDYPzFkwa6Dk1pM74d2dQrGu6Ng1aVb3tgI5ZqNIAlM7CPmnok76dQbEmjMDbNNjO4OidarKFVdbl5022n+xRiV+CIPigSghtgrqQzrioxkgrTDqzIoNJZZGm8SQolkF0ZmoEkx5lRQaTyiJNQ9Ylo92CYgUqB9AQBK2uB5NOOMSAC/SkodF4EhRrwNEwWAI9J0wqGOMXXcf1ZHOm4fcVii35UnBVjda1adDSr/Zpz2BS956GPkn2m1CsAVX2icFsUqHBVmm0zTUrhVTqhu35eZNnLUdZCjHR0m1nBJdfzWACTEC1Gt1L9CyKGEwq9dW1aci1ljqsM4JrAgil27aNkUbHJ/YSnTOq2xJMKl8/DSm3gvmoimtfi4JoakyYtEpmgSECVzqv/P00pHMHxU4AoQNVBFfgLQ0/J0y6cpjBpK7r+oG3/o7jy92f9Y3ad50arVOVxj3BkAmTpjGh2LX46YRi2YgGm7VOVRr3BEMEFf/ywYaiQYRIrBdcnLV2hIgIFlw6o02YdEWaZvXTQE8aE4o9quI6oVgawaRPqn5KA3EyodhZxXVCCK1zpdEC6wqFrNVPwRppABHWKq4TQgiKnRpr9dMKNFX9NJh0aqxVXEPl+rJugZMGrbX66SxzbAYMJk0jKHZWcZ2l6wRoUGwarVP1YTN50lhPfj4FVlc0q1PsOP4IWG0mmUTsLFI5q7hmrIlmBaxOKHYFVptJKsV2C1g9Q7NKq0kjjG1FzCrFNpk/11+B1TM0a1ZxnczfEWIWsBpMmsZkF1c0qwPT0ujo85YV5kwy6y6yTxoV2zTY1wklAn5WcQ1YbVlhImYNwjC2Zw2stl/2JGC1oouPAVan0ydMugKrvZM8G2C1ApJHTk9jAquzoOcavGmswOpaQPJJwOos6PkYYDWn9854BKxWHngG7xGwmsYtYHU+RR4DrE4+8tsAqxx0Vgi8TMZSRtr0XfH3WVY3h7g2jQmTnhUCb1YM9GykT/z9qKB5UGwanXlwVgi8fcuyIlrB7yCNFX8PWKXRzHurEHizYhprFdcj/L3ZJI1g0jOMvwFSlgKNWcX1DH8PiqXRrHgL42f/FVhlw1sFzflg8z8CYMKk6whkqE7Y9fKmtTHbYRrTWL0oEjHq0tCxXhbXEThhUi+hNNqYLS98GqtytN5N0jA4gkkF3hyBTe0TJqUxodh5mAZjVcU1KDaNI5h0Vj/lDE5w7TSCYmcV195/JhTr+hq9YFL/nwZhIMqESWkcQbG9npjhzUjswj6ury809K0yxw3CnlJsUlZKGiUkBsWuJZsNRBobx+jALZi0jUpfBT5xfTr7Sqh2yvo1FRUruFybhg5UNfQWTOrrJo0jKHZ+TQXFcnIaRzDp/Lot5WVqlIk6TyRcoVhOSYPxVph0ft1WRsSnOg0/g2LnIvIRFOv6dOitMGlftwZamSJTY4Vi5ztQR0tNDXbrC3r9ujVhsDv7sxENNuOfVgPW46uCYvlgc/McwUmCal3PmDCp9RILZprfy1Vqa2KeOiO43DChNMyGK0zaam8py4GemkXZEu0mFBs6LrgY3khhNBoCeoVJOwJR4DKS9RgLrzQCb1coNqpbcHF8GpoByFGC4gwmDfRMw5pchaWCYnvsVo3WdaeGwD2DSd2va7o2DVo0nwTFsk8a+qRvgmqeMlO55hINpwbblYK8rl8ayGzPz5tfBJQO3IJJAz1tsVjmt/1SpU2ON6u1uCi4OJ7hXZuGgAr0PINJrSRb4U3DNpIV/iMo1jTP8QxmGk4j0LNyt0cwqRXkqWFl2UBZodhWkwNv0xDQBscRTFoWrhVxW140/PTnW1Asp6Sh+d3fCbwjmNSgc99TQ7843wA9gmLds3vXBxrsxn5V1jVoDV5BVUIm+7MRDTYLvD2CYgUX//LB5hcBFeg5i2ZPmNQ+lM1Hm8Ka3+0bEWqnvuCq0ibDCzAzGA1GEnRHMKkO2E+zJ5WGTWn7kwK6/a8JxTI4gxltaTDSLZg00NMGOg2b6/YkOwX4CIplsDQ0AW36n/uqEyblAPtqU8N+G+cfQbFVo3XdqWEA3oJJXdO1adCieQbFVo2WfdLQJ30T3O0cCKr2VU0ebDM12M4eZZmvKxQbeLtxtGhlJM66BZNKl5DGIpVCiotMBELRJgWXx6Ib1RkBlgYjmW1631lhUrv1dtHTkKoji+IWFCuA0jAwAj1XmFTgGgh261cNu/eCeIVi27FnMEGcBkcYgJ2sN8vdBpPKBJBWRMNPWQhHUGwfP4G3rq/R83edrLfCpJztmlODJm33cAbFpqEvNPStr8yCKrCCTdiGjWiwGdudQbFVo+WDzS8C6hZM6uKBnhK/NIl/Vdo8qoLA8Qzv2jQEVKDnGUwqv0jej+tLYpNIuEKxgmuFYgVxGozUCvsZTCqvSAJhGvK+JhQruHoscjyDmb3SENC3YFJOlsOURuDtLSjWYEtD83vrh2cwqft2/2no1xkU22K2e9cHGuzWwnSPv4nMsTv7p8EvVaO9BcXywUbMH54Ek7qwLEIptpp86Oq2HKXBtt7h2jQ4uwXQCZOW9x5MKkvR9aXZTii2NNgZwC1FmCHTOIJJq5wVTCrrUlpvGkGx5btPqntCsWkYNCtMmsODSQM9afi5QrGT6g6KTUPze/una3kY1zDI3bf7T2OFYmepY/fqnt27PtBgN/brRX2Whynblv3T4JcVip2ljoNi+WBz4VZX+zI7qprlxgM9NfnPhMoVnyKCRoC24pxGm5rBpLNM7IRJJezTCIrVuZCp6imX5tKWDA2OCCYNEJjVT1eYlMaEYmcV11nFLCg2jfZNJ0y6Vj+Vr+/aaQTFziqunggrFOv6Wvum5V9Fps/c/WBSGkdQ7Cyn3NHp7OP6+tLiZ7n7TSbl7rMJ2/BDGmwXeLKWUw6KpbFxdpuZs/rpWktwAqtV2owvm3RvBE0pNRyfRoeFxeM1I0bdhk1By2gExVbFNbrXqKocW4uoNFq1L19pzoizPF4wKY2g2LUm4uQjJxQ7YdLK4621BKt+6tppcMosxzZrIkbQtAfbFkrLPEe1BKt+msaEYteaiGsV16lRaswRNV4BVH5Ig+2q4jprIsZHhrE9A6wm8BhgNR5vFqlcy+rOIpUTJn02wGrMXw5Zy+q+MMBqoOcEVo+QphVYXdnFZwOsnpXVPQNWI7qPygNPdvExwKp7PQNWj1C55wqsduLfKbA6+bICK6cfAasFVvnWa/XTGVgrxj/rTk8odgVWCyyP0Fmv+QhYbZkkLGvWnZ5Q7KStZ71mRp4jveBdgdUCS6CsgXUErBZYYWazXvMMrAmsFlgCftadnlDspK0LrImZzcBqQ3kNrIDVWXe64wgmsMpPFSed79cF1gOw6nlYzs3ZuQo9pohwvKAKJr1V/bRcJxpBsbOK60oQM1aPEBo9bo/Oh5iPW4/ZNI4eU+u5Cj1C0uhxe1b9dMKkpfWsj6mjKq6cQMPP9XF7Vv2UxoRi1yqunatQFdepsT5uV6LbPZeZQoPdeuftcJNZCzxglY1osNn6uJ0cZoOQDzZfg17k2gA+e7E2owgunWEkIyOYNOq2r5CKKpVaQ8MXYi+985SWOjKh2DQE7oRJ1w+EYFIvo2n00muQzBfreUpLL6RpTJh0vjMwVB8hgZ40qqAxT2npyCcDsZdeTqHh54RJZ5njTs3pI8T1A2/bq1u/0oNiXXNqBJN2as76gVCSXhoTil2/0icUy0Y02KyPkKMPBJNJG+GbdQxrKOUQtfUxqViBI4LdtCgWUIGewaRzTSOYNNCThjUZn9ATip1fn0GxjJ+GQDMDBJOuB32VXerTOQ2f0BOKnYOkz3ROmRoCN5iUMyZbyPCc4BM9DUso1f5hzPn1OaFYg5GGn/7csglnTLZwwqQ0tMBbQb0ehDeh2KmhXy2bzK+1FSbVBxrsVubKunY5oVg2osFm/MOGJpzed1tUbtmEDzYrr1aRLciVjtEWSO8PgsuFdIbztUBPQbU6vNQNi3FWe9OwIFfq7hEUy/Ec7MZpcISgfhJMarHPKjWNwNsjKJYhOJ7B0uCIqobegknT0CwwrlBsAdzCohE/NVaYNIcHPgR6Tg2L1v5daFkBHBTrmq5Ng1ZVb4NJc3jgg2BinzQCb29BsYG3abCdwGXLPnAq11zqNT9v9qPsIVne55gyAQRXUzDHu1lCblwL9BR461mUgsdN2z6wd5SGrRcd6lzNFYrlFEHEMTQYT8DdgkltH9iesNemBd5OKHZuhXCKwZAGZwd6HsGkjGQramrYErFddQbFClCPk6lhcHLWGUwa6Dk1qkZ7BsW6pmvToEWzrakJk1YNzPYX+6ShT/p2BsWaMAJv02A7g6PKugXVrKzLz5sddNkANiQ5/2jz1gUYjIMZTWvDs8/lFSYVUDZSXZuGnXUb0mdQLMczukB1fQYK9BTczVQTJmV8G5420qeGjdUzKDbwlpNpcJCR11fNEUxqg96mLY3gXpvfc/N2QrGcYjCm4Wcb9kcwqUEd6JmG3+l2kvUKxQbeuv809MvgOINJ3bN7ZycagbdHUCxbeAdk/zT4pQ373qUF1dxMZ3s+2OTjyAWSpkGwdJMOxO8kEjdLyI1rgZ69UwWTCszOFJeiIQcoDWkaOsSIR1AspwgijqHB2TqwwqRmvWBSKRppyF+SprNCsQUXY3OKwZAGBwnqVtlXmJSRpPtIM3F9TdrJLSiWU8zCU8PgvAWTBnpODalM/t0ZFOuark2DFs0OP5tBJXBlNbAL+6ShT/p2BsWWLsUPabCdwcGWM6hK/5FixM+bLE8ZkhLLOKgEuVkjuE9SQi6q6VjnOk2YVFAJUIaRVCbJLw2JZTNBbuZLBcXS4HwaHHEEk1buNpg0DdmQEguDYmdG5IRiBWoaHFHV0AmTRigHk0qMc31NQuEKxZYvJbg4PvA2jRUmrdbNhEldN42q0fp3E3CYUKxrpqE/NCdMOjNuS1hkH9cP7tW3oNhZkSQoNvA2DbYrYXHme1XFQ8Dy8yYPXW66lFUdW/OrRXCbum5agGkTJp2Fh2ZNFSmqUmDTmFDszK+uIFCLgkYcDUEQTDoLD1WKdsKkNOTtH0GxswZNKb1pMFIwaYzkrAk0YVLX146g2FmDRnBxytRYYdJZE6gUa9edGisUW0GrCcW6Ng1aK0w6awIFk7JPGvq0QrGzoJWBxjb8kEbbQhXOmhyCoDLI+XlDg0islwA/q2bNcrSBDhxPSAsmXcuxVSY2mDTQk8aEYs9Ah6BYGi2wrtVPAzYYZcKkQbFrFdcJOnT4WxotsJazVJ74BDYMCjCI62vgjbWK6wo6tAuQRjDpWfXTYNKpERR7VsU1KJaG/tCc1U9nmeOADfZJIyj2VhXX9pHTYLu++meZ44ANgcvPG94vbOpWLcEVWO0Eusn8RYQErMbj0ViB1Yy1soutnne6bzk+K/o+ayIGk65oVsaa7OKs4tpWUIfEnTF/K0w6q7jeYhfTWBGzM+bvScBq5FSDPWA1jbUm4hHzF2J2BqwesYtpTMSsQViZv1kT8VkBqznkuQKrIMkVWF2d/v8KsBqP91yB1WDSewOrszwwDXZjv1vAaqvzE1idtPUpsNqMtVY/7cyDWaS7tJRmk6bdI6dPYHXOirP66RFt3azYbFIV1yOG7daM1fS+lgcuoTGNWcX16AyKFX8PJj2asVZgdZ2xJrB6NGNNYLUBQn+ynrM88JwVj6q4TqdPYLUZawVW1/LAE+OfM9as4toZFN9mxvI/giqYlDFXIrbqp71jeWns/acDO+YIie4l0rtJMClDCYq1sHUHj0yN3n86sGMaq7MC5vtP73EdPCLIq356BJOmUSbqPHtrVnENik2j9ziP/PnaMKuf9h5HY77/zLO3esdaoVit97io8V4b5sEjwaQ0jqDYWWG+Kq5pzPe4ztLoCRI1Pt/j0mC7auasBHxQ7MM7Fue7uKAKJp0ntHQ+Zekolhi09YttvsgR6YuNcTifxvrlOYthTpg0jb7Y2lqZ5z0FxRqJnJxGX56RvRlK0HBsx477yqEReBsUO897MksYJIG3NLS+PAX3ep7YhEmnRl9srVA3EPsQ6YttavTlWTHzzhMz684vTxqBt32xCYxZDDwoln3S6MuzUsrzPLG2kthmapTI13Gd8+ScCcVuOuQPHcB1BpO6sPUMi5ia9ZO5xmSUNBKrtOmGXZuGTq1rZUcwqfWxqdHZ4begWMGaxrpW1jLAhElbj7Po2/rPk6DYNFqPW2HS6OG5VpaGn/5chsFa6niuMaXh99bK5jLAhEndt/tPY4Vi57KGe22NiZ1o6BP7seOsa90WUmtlafBJ1WgDNOayhgAOvN38YpbSgVswaaCn5XxbL61YtyreVstcFW/FmoaACvQ8g0lb3U/DSq/V5SMo1ozK8QxmQKQR6CmozmBSq/tTw4p1q+IrFNuquIGShse4wXEEk5Yha4XaajUNP/253PMjKLZVcRpaOwgC7wwmdd9TQ79aFT+CYlsV1wcac3V/nhhoEM/VfTaiwWaBt0dQrODiXz7Y/CKgAj17bKwwqU1He0Y2IDW/d2Dr0aGw7eMJsDQY6dZ+pL1H+4P2pWjY/1r38SYU2z6e0WaWbM/zFkwa6JlG4O0tKJbBpsbRfuSESTnAntrUWPfxJhRbNVrXnRrrfuSESd2va7o2DVodOHwGxZo02CcNfdK3uR8pqOZ+ZHueabCdfeOSB2dwdagxP28cLVoZibNuwaR2uaVMSG8pK6DMg7lJ3JeizgiwNBjJbNMqeEEVTFoGRRp20+3g34JiBVAaBkag5xFMWgbFqiEroMyDtQxxmQeCOA2OKINiBlXZpJwgS0NGAA0/ZQXcgmIDb12fDj1/15rVCpMKKNecGjTLPDiDYleNmUFRUJWEySZladBgM7Y7g2KrRssHm18ElM5NmLSgCiYN9JTwJ6O0PKZypQquNos5vjwmGgIq0PMMJi3nKw35P3KOJhQruCYUy2CCOA1GakH3DCYN9ExDHlO5UisUW66U2SsNAX0Gk1YIgYYcJhp+ymO6BcUG3rp+eWX+TuDegkmnBs1ypY6g2HKl0lhzvgzaWX+xYgtsRIPNAm9vQbF8sBHzhxYOg0lz+IRJAz21sjs5pTKuArHq5mV3mr3SaLU4mHTmpJelSkO2Ig1ZkWV3Cq5SbScUW3YnDQE1s1Snwyt3G0yaRuAtg5XdGRQ7szsNOtfXjrJUy0mfMKlrp7Fmd65QbOBtGmWp0u/RVCr3hEnTCLyd2Z0zgCcU6/plws4sVRNDqdyCik3KhE2D7VYotgDm1xaCNxdmpGDS3hPi2FxAUOmAPHe5z5L2y0cXXCXuC5I4OQHayjmN8urPCkG52fLq0wiKrYqrIJ9VXGc+ehoTJj0qBFVe/dQIiq0U21pAaeajB3qWV39WCKrcfRp+znz0lRxfodiZV39UCGrm1U+NFYqdBZTYo32+NNiN/cqrn4WgzIYVm2IjGmwWFGuArpXSgmL5YFth0iMeb1Y/RWtEt6wl38oXDwPqtOAJk87SdZPHm9VPp8Za8q188VnybQKra+m6lcebMOkkaFaMbZZ8i6Ch0ap9lM6t0nXBpBE0s+Tb5CMDVtsqiwRaS9eZERvokwQKip1VXM9KvrV6runTWrouajyedJJAaQjgIz5yVnE95AofA6zGFd4LWBWgE1i9xRVOhzDWBFYrQXwGrJ5xhRNYbfZ9YbnCqbECq82+OeQxwOrkCtdim3GFE1ht9l2B1ckursDqEVc4NeIKnwiszrK6zyaw7k1C/+8MrJWEXgOr1eZJQq+BdYuEflJgPZaEPgusZ0tCf7sE1nwUzrMbvr0fhROK7VyFYNKzR+GtsxvOHoUTiu0xtT4K1+qnnd0wH4VBsY95FK4Fzc+qnz7pUTjfeV+YRyE7nT0Kj6q4rmc3POpR+NiX9yptMtBjXt7b4+vFupNgKhU7j+XhzF7e5wfC+vJeJx7z8i6w57E8gnI9CaaX3vny3iivKvuESV1/fXkPim32DYq99fLeKD97edfmy3t0eoP96OV9nmizHtLSy3sbyPMDYUKxvbwb7L28B8XOl3d+mi/vfeHy6zMv7z49O1eqwjxrqdh5dlXLDS6+wqSRvetyA4253HAGxc6zq9blhpXsncsNLQV0rlRnV51BsetywzyDa5K9LTcEerYUMM+uOoNiO7uqs8TmGVwT4Q8mdb253NDZVROKncsNVaN1bRotBejfLZi05YaWNFYo9mi5YS5ptNzAX3MyaYunM7huLpD2SJyn7XH+XCCt3G0waQukOmCBtMVLGhZISys5gmLXRdh1gTSY9EkLpOWPhZYVwAzRaXtpdDJhpwauMKnB0QKp668LpKFlBfB62t7RAukRTDoXL9PotL0zKHYukHYyIW2DaDo8mLRTA9PQJ307g2IFV+DtXCDt1MCeHq2+lxbEz4dbOoLLrNO5BPN8UI6ZWzoCr+l2wqRVDT3a0imFZYViOaWzO4+2dI5gUlsStiZsU3SuZueDrlAsY69bOp2l2jmnK0zKSG3p0Fi3dI6g2LZ0psbc0jmCSQM9p4Ytnc4HPYJi55ZOZ6l2zukRTGpLh33S0Cd9O4Ni29KZGnNLp/MtPIFmZV1+3mxG2ih+0onG6yY00TahV5hU8AioQE8abXSfbUJ3orFAdX0GmqDnxN7Xk5nbIG6je92EnlBs4C0n02iD2OCYM9V6MnMbxDRs5K4nGq9QbJvQNNogniczT+6vk5mftAk9Zy4DrU3oNNaTmVeYtE1ofTjbhJ4zV5vQafAL/7BhHwSCaj2Z+WET+ixtRnA1c80z2N34TJup2vsKk1Y1tJQWGtJmdIgRZ6HNoNg1NWdNmymo5lnyZ2kzE4otuBi7M9jT6Lz6XnBXmJSRSptx/TVt5giK7Qz2qVHazBlMOlNa0ugM9jModqbmdF497c4cLagE7jxLPg190rczKNaEEXg702ZaTppBtZ4l/0yi31o1YtYI7pymEv1cONBzJvqtMKnsy5mE95iqESX6lYS3Vr9YYdI10a+qEZxylui3arRW1eMvfnEm+pWEVzLhWaJf20kzmbBEv7ZVzhL9ZhJe4O1Rol9Q7JpMeCvRb8KkU2NCsWuiX9Vo10S/Wf1iTfQTsA+JflJUq0FDVHA9JjW5hbCj1ORg0kDP0oarc3OUmjyhWNc3IgI9yzJYU5MNhpk2XPrzrdTkoFjGoVHacDBpI3ymJlevp5Te6txw/CweeZSaTGOt11MpklKTJ0x6KzV5zsAzNTmNWa+nolZHqcnsdJaaPGfgmZpMY9brOUtNrrLuTZiiDMxgiipzTZgisneSJ5wRTHoEUwi6CVP08jih2COYIkM9Fqaoimsj0Yy3whQtsEb2ZqgjmCLQYcIUR1VcgymmxoQpjqqfBpNOjaDYsyquZzDFJNNjPYMp2GcCGxOmWKu4PgmmmDN7pZSrMHYT/3JjE/+a9QpX/Cta4zH4V3TvNNZj8K/qFT5X/GtWcV3xr74Ab+Ffs5Zg+NdRydvH4l/VK7yFf816hY/Fv9YSxEf411m9wmeDf83ZKmrcZPJQr/ACVi9g9dkCq4+qsPo0EftqQj8XxD6NJyH2c1ZsNnmuiP2sCb0i9rMm9P/LiP0sMr8i9k0otxD7Z2pC3zoUZK1+Og/sWA8FmSVvM9bZoSBHo2O+/5wdCrJWcX3SoSDefzoU5AgmTaP3uLMqrr3HpTEPBZkliB97KMha8naFYjuwo/efo+qntw4F6T3uqIprGvqyHgpSCeLHHgqyTigTir15jNH6xTaPGOoYIyNxHlTWMUZV2jw6xmgaaoVJ5xFDR1DssznG6NYX29Row3yuLa1QrEBKYx5jdOuLrSOG1mOMjr48+7p1fTr0HvPFNjVWKPboy3PVmMcYGehzzexJxxidfXnywenBa3ONqYyEeSjaevDa/PQUmGYLN+zaHYrW+s8ZTMo481C09eC1uVY2odijg9c4/AwmDfRMo7yuda3MSBTAHbyWxjx47Qgmbf3n6OC1oNh1rUyQptGhaE+CSd331OjgtTMoNvC2g9fYjf30cV1iqmAX+68Hr5UpcQbF8sHpUZErTLoe49hRkZ23Psu4Ci6OZzDX7hjHVqzPYFI3P49xXI+KPIJiz46KFFRnMOk8xpFGOwhHUGw7CAZKGvOoyBUmLaeNRsc4rkdFHkGx7SC4Ph16/k7gncGk7ntqtINwBsXO4yhpsBv7VVl3lmuu0AP7r0dFsuERFCu4+JcPNr8IqEDPPpmfdLit3+3tVWmzw21npc0Ot01jHm47g6oKD+2x2SPsAF17lJXsaD+yw8sYnMHSmAfPnsGk7bGlEXi7QrEdrCFw5gG6HTzrEStwz2BSe2yunYZN23m47YRiOX49QJfeerjthEndb4fb0mhflfYKxbrHebjt1FgPtxVUETsdbssPabAdP1VRYwbXCxxue3Qc9xFMuh6V3XHchGYeViuyVfPsOG5BW1ZARyquMKlNznlU9noc9xEUK4CmRqDnEUxqIKzHcdMoS2OFYju1ruO405jHcR/BpGUFdFT2ehz3ERQbeOv6dOj5u047XGHS9ThuP8vSqHLZCsXOI79psBv7tbRQUJWXxSaByvM4bjY8gmLZnH/54LCAwCx3O2HSebh/BQR0prxqwdUJyhx/VkCgd6pZ7lYHpGXMw/3XAgJHUCyDpeERGeh5CyZdNcorW6HYPhoCb9OYBQTOYFJ5TB3uvxYQOIJiyyubh/v7u16iV5h0LSDgZ3ll7uEMik1DX9YCAgbtzIh9UgGBFYplc69DfPBMyZMyLx9T8kST6Sn5a5Y8KT/HbNe6zSx5IhAeW/IkDZmrDHaUpSq4OGWWPGlR7yy7s8zLSoXMkicTil2zVNPQyrzsnepJJU9oHEGxTyp5Qveo5EnZne67ciRPKnkSFOve06jkSSckr3WBZskT/qDxpJInZcI+U6RJIMwiTbPa1IRJ5VhrVdqcRZqCAwRNJyrPIk2tUz22SBON8upXOGDm1T+XIk0VN5pFmsqrv1WkSXtMkaa1gNKaV39UpGlqrDDpLNI0YdIKKD2pSFN59UdFmtjxqEiTwH22RZpa53qmrByHP7asnIbY4fhZVm4+roiYmWZZudaQHltWjkaoUWXl5uPqhSkrF4T5bMvKtWr/XMrKcdKzKSvXuWTrQK/6qfuu5NuTysqtJNAsK1eZ47uWlbtXIczpkGdbCFNgPqYQ5nTI/45CmGlMYHUOkOdSCLOv6icVwmyAPKYQpnvouICqsj2NQpjrcQFs/kwhzKt07/8HrHLYVbr3hSvdy78vAKzOYuPVrHtMsfFZ/fToMXVWbPzocTuh2FvFxtfH1CwEHhR763H7mGLj62PquRQbnxpPKjY+YdI0nkux8QbILDY+H1NPq9h4HOYzxca9XHtRJMRJDLlGr44QEUhuXjs6CaZOVCa27IQ0Vih20r2RtwKYwWhMmFRgzKl9ngTjZdGL6BEUux50ERSbBsP10ivAzW7VX1xh0jSOTrQxqOaJNow/NdaTYCY1brCVQDc11hNtGuzzRBvXpkFrhUknNd5JMOyThj6tJ9o02DuoJSg2jT7a2HJ9SpWyzM+bT06foCXACQhOS6SvkKp5CibO7lypPtObDufZVb4+fHqmUQLcrTO4poZAmzBpM+I8u6pzpWgE3gbFzjO4DJKgWI6fGhMmnWTvhEktx6RhGSUoljEjx1s26Zwvg5GGnxMmbUbkjHl2leu6vtY5Xy2bRI5PKNY109AfmuvZVX2lc3j5Wq4f3Fsm6tEZXGwSeJsG2/GTCWeWUjazlpTAB5tFMgtaFuNKDzYTzFEigjvZzeylBXqewaSdhGdRNA2LcaXHzFMDJxRLw43TYCRBvcKk0TQCtZPwaFj8s2Baesxc6J1QLIOlIdAMjhUmjaZp0c8CsutrnUx4BsUKHoPBtdPoJLwJk87T9qz3uW4anUwYFNtC74RiXTMN/aFJWz+PYFJ2YR/XZy8aJXFG/0wotpMJ+SENtuMnk8F8epSMYAKhsVni7yxKzp+bkHNp380S4hhNxzq7s+l2wqSd3WkbJw1bIzpVKs4KxXKKIJoaAu4WTGr7xnZUGoG3R1AsY3OKxwkH0ODszu48gknbpkhDs1V1C4oVoAYcDU6g4c+3YNJAz6lhhdy/O4JiA29dWz9o6Zf+CXCDKe6vFBc7FOyThj7p2xkU61HKNquGwcFfc7elrTy25+fNxqdNQ5uqHFOymilNcPXZzmAczGhunihHHcGkgkdABXrSsPlpU/UMiuV4RheoaXC2Dnj8HcGknTZsAz0Nm6r2wM6g2MDbqeGR38bqEUxqX82GehqBtwbOGRRrMHI+DT8DPY9gUoO604ZpaIG3R1Csa3T689TQL4PjCCZlD/fs3vWBBrt1+vMZFMv+bESDzfiHDTtdRlAZwCUf8C8fbNIzpDlI0Sh9guMFVzMXx7tZQm5cC/RsVXeFSTsfXapMGtJPdIjBjqBYTjFDcgANztaBFSYN3mB8KTJpSAmRBhIUW4JfwcXYgsdgSIODAj2PYNJSQaQVub7WefVnUCynmIWnRuejn8GkgZ5To/Pqz6BY13RtGrRo0u59p6ASuAY5u7BPGvqkb2dQrAkj8DYNtmupZwYVW1dZl583CWWBiyV8rbk5ffYS4hhNx/qEXatGBJMGetKQYCZh7qz6RWdBCSLXd/Mc0Wl3RzApIwV6piFx7RYUG3jLAWkYOLdgUvlLEiHTkMAol+lJUGwaflbR4QwmraIDDc3vt6DYqtG6/zT060kwqXvXBxrs9hgoNg1+4Z8SPGcOnoFsIPAvH2zSeqWrSlHVGTOLWWUi174WOV5nBJhWDZq1zg2HT5hUmmoa0oh1huMnrDGhWBoCjAYjtaQw69xw+AqT0gi8LcV6whqzXo8gSoORVpi0op4zpVdatetrR1BsM3Cb7IG3aawwaUU9Z0qv66YRFHurXo9rpqE/K0w6YYdgUvZx/eoO6Vsp1rGks15P4G0aLbKWwTILTvFrKekbyEFSvTxojl8ZtvKaBJALcrQ2YdJZ/TQqJJg00JPGCsWuVVwnFEujPbq1+mlUiKBiIMn7gIqjCmOziuusMJZGi58C4qj66azMlUZQ7FkV1zbbp8ZamWutfhpMOjXWCmMrsNFWHI12OWZlrlk0q8pc7JNGUOxZFdcJxabRWlh5ZJNMNzGxPT9vUCAYEMcTmXRvKbErsNq+WWjWLGpUJyJCXJtGUGzA6qRbontDzNKYtQR75xGMOhF1O2HSMDaDRGBH9/bYLU9LAE+NiWZN2ihgdcKkNGYV14DVHrsTWOV4GhMmDViNNqoE30SzwthWYLXH7kTMpkZoVsBqtFHUeGiWPkxgNTprLScYH9n2T6v2LcGstFFE07MCVl3shQFW4/Em8zcfI/8vAasxf88VWNWeBrDKLisUq2+3gNV2ZZ41sEqEYyb+bjZp6p2zyYRJc7rZbJZ6a2qfwGoaBW+zyZx6J/7ehnJ5UM2KvcPNWTGn05gwabPJLKC94u80JsY/gdWm9un0CZM2mxS8nHgUvGmsTl9nxbXudMFLfz1PY84maUyMfy3Mvs6Krt8AmcHbeRrl8s/gTYPt1lnRBDFnRRqbznD4rDB/Vv207AHNtEikhco5ChmC0XVEwKbBUPPdZK1+Gkzq/Y1GUOx8hKxVXHUkDR0KJu3dZGJNK0xKY0KxZwePBMWmEUx6dAZFB3ZwuGunwTnVs5kHjxxBsVqvDQ3CtfrphElpTCh2Hjyyviuyj+vrCw19axCuJYjZhG34IY2SBWcV1zmh9Aq0cX6gp39Rmdh5RtaESX21ae1i93WwnqAieASqa9MQAESDSedMEsBR1oDr++qk0f7TyvsJTINAAHPA1AgmnTNJAEdJer5uaPiSmlDsivIHxaahBZMKbrPOPJknmDTQk8YKxTYQQ/k9qjhXsKbhd7rBpBN9Lw/efbv/NCYUWw1BM2MD0T0H3tLQp46v6mSeHoNt73WmPY0JxVbta360GYhszwebmyfo0TJh0pwxYVLrVtYxNOsbVdpskazRbiQKLjdMKA3BNmHSnBFMWtVQ6zE0rNOUGiOAYwonFMvxaXBOoGdrM5MtnDBpGoG3HM+QLfLOA+QCb11fM/o5Kph0soUTJnXtNHyqB8W2yDuh2MDbNOj5u5Z/mnVb/gkmTSPwtjTnsK8jKNb12YtGlXVNCM26JopO0GYbfkiD7VYotkESFEtjI8bZOjBh0llE0sUDPa3uWn21Il6lzfajWpATXGY9BnNtGgQDPc9gUjdvhT8Nq74W/m5BsZxrQKQR6HkLJrXCPzUs/AnoFYplaMEVeJuGQcOIRzBpBRJoWBmn4acFxltQbOCt69Oh5+8E1S2YdGrQFGgcfwTFuuepwW7sp4/6Ohes2w1hfzaiwWaBt0dQbMdq8sHmFwGlc57hnb9UUAmcYNIgTM0+oe2EKm0WXL04ulGGF2BpMFIHts6gKtEs0NO+Gg37VLYRzqBYBmewNDxeAz0F7gyq8roZyL5nGoG3BsoZFMtgZkjX1wS0R4zAPYNJ7Xu6dhr21zh/hWI7CDjwNg16/m6eUTZhUs52zTT0J/B2QrG9QgTFso/rsxcNfRPcff0LKgOstGu24Yc02K6DgEPLJhTrsUhj42ijn5HOYFIdsOksm8EuvR1uWQc2PuexzB5ZrSxXzdO1aQjaQM/eRVaY1Ca3LIo07Kzb+DyCYhmBwQWQIE4j0LN3kQmTGgg2UWVRTA0brIy3QrF98TKYIE6DIwzAI5jUHmqgp+wDGn76c0eXH0GxnhJpaH73d4JiEsplnAgo9z019EsAmASOoFj37N71gQa7sd88hn1iYOzO/mxEg80Cb4+g2I4u54PNLwJK5zoe5wwmDcLU5ElVabPc7c78bhWb4QVYGozUssJa7lYHAj3lFdGQCyRV4xYUy2BpeEQGevZONdlCu/RVDZ0aUkIMlDMolsHMXmkIaK8KK0zawfscIBFOvhQNP6XP3IJiA29dX6Pn73qnKo3Jf8uxnO2aaQTe0nYPZ1As+7i+vtDQt7bUSmNig3Lk2IaN0mC7Myi20wRpbMQ4+xZMyrkS8GRzyiAMXKz0xcytbme9BUHXpkGwqqG3YFJZqWnIkFyhWI+AFYo1INIQbE+CSQM901ihWKN1hWINlDTMZLdgUo6QGCejk4af/jyh2Cp5tInPKWlofl9h0hIvg0mrepuGfk0otuTLNvEDb/WBBrt19pnBumYOszv7sxGNwFs2vAXF8sHGaAQnTLpWgpowqVx3ze/ECK+cXDvsHM/JabROdVT9dMKk8t5pyOGeUOzk5PpoCIrlBK11qt5F1lzxYNI05HBLveUUhlxz9xm8XYY02t7qXWTNFZ8waRpSiDnlKHc/PsB1p4aA6yV6giETJnVtGoG3+neUuz+h2DRa9O6c/clhxjqwDT+kwXZBsUe5+61zbZzf3tmt6qfBpIgNZAhaQ6cEwxFf1k67a9No74wzblU/DSYNil1L182KVpWu44A0Jkx6VvIt8iSNtYrrLEc7odg0OOhWybcJk9IIir1Vuo5z09CCSW+VfAsmTSPa6Kx03YRiabBb4Mk60E0m7M7+bERjQrG3StfxwSmwGnVCYDJ/+DXtCFgNRMhYHNyWRrvkVVVYEbOA1QmT3gJWOfQWsHqEmAWsTpg0djFgdSWIJ7v4JGA1xGytfjqB1SOCOGA1jQmTdozUJLoDVidMWrHNM2B1ZRc7V5T9jojuBiH7r8AqG05gtZnxEFgVBI8FVoNJiU5gtVEYj5fTZxXXZwOsTko5YHWOwhcGWJ0azwZYbcvpuQCr/v7ZAKsl2q2z+wzeqXELWO3YgyNgtezduwKrpsMOSZ2zyRH+HrBKKJh0AqsdENEjZMKk7Z3N2WRWZZ9VXNMIJj3D+Gf1UxpBsT3Sb80mU2NWPz06V6GZN41ZxfXWbGIg0ggmvTUrNghdv03fx8wmU6Pqp7dmxTQmFNsjfZ4PURXXoFgabNaZHbdmxQdg1ctcO9ictL7EMZaOEBFIbl7j8AmTzhHYKna7+mlMKHY1Vu8mAnhqcEbU7RyBndLSrn4aQbFHp+YITgPBqOYUGoGevSuuh5tMmJRG4G3bXEen5gTF0uCIQE8z5qx+2rLDhEnT6JRqA/GoiuuEYmnQ0q/eFdfDTdp+c+9plFgwT82ZVVyDYmmwVRqeYEeHm3TKED9vlgAsC7RbXqnYeTQPpxppLsjRmiBYYdJeqit45KvDtWlYzlih2PVoHgHMMFND5yZM2kt1Oeq+nnwyp7FCsfNoHoPErMTxBgWjBXoKCM6YL9XlqFc1lEbgbanUkeNHUGwafvrzk2BSX89p+P0IiuXIjpZy3+4/Df16Ekzq3tmJhj6ViXq0GhAUOzX4hw2Pjnxqv5WfNwujFhmtN+lM+10THTeKOV5nOF+QBXoGk84FuXLUrZNYgEvD+knrJmdQLAenwUhGjqCa5ylMmDTQk4YFWeszDNcm6lybYQhGXzUMjmDS9ZQ6g8Paj8XKNCyOlubDYSvVHXjLATT8NDgE1brmN2FS13V9OoG3Bk5ba5PqFlyuOTVorjBpa34Cl11WDX3TxwnFFsBswjZsRIPN2I6fTAbrmh+bm0j4YLPtYlnfamyZievRhKZgTiHEMZqOubj3qkb4hEmrGmo7JA2rvTrVeZcrFMsggmhqCLhbMKlVd1sfaQTeHkGxgotTPIo4gAZnm5UF7hFMajAEetLQaNyCYgWoAUeDE2j48xlM6jqBnmn4nW7FkuIWg2IDb12bBi390r8zmNTOh3tPQ5+svt+CYtmGBlulYXDw19yl6FxYtufnzUaxjUj7RxxT0l3B1Rccg3Ewo7l5ohx1BJO2IRnoScNmsf2pMyiW4xldoKbB2TpgNlxh0k7ptd9lszYNm6D2JM+g2MDbqWHGNDhmDeUJk9q3s+mcRuCtgXMGxdLgfBp+Bnq28LrCpPbwXNf16QTeHkGxgt9Ac82pQdPgOIJJ2cM9Tw12qxpt+7cTig28ZSMabMY/bNjRSIKqc/4FKf/ywSZdRuqEHW+C7abP4OJ4N8vBblwL9OyIwBUmrWqolJM07KjrEINV9WJCsYxuhuQAGjqmA7dgUpkNaUjTCbwtDWQGF2MLHoMhDQ4K9DyCSRlJFoAUFtfXpJ/YwT+DYjnFYJwaRndrb0cwaaDn1JDt4N+dQbGu6do0aNGk3fvOzJMzyGWXsE8a+qRvZ1CsCSPwNg22E9id9lNQlW3C9vy8SfCTLCdHh4P8izXHqE9rQhyj6dgKk05aJ5jUtWlI+rsFxXbelCCaGh0Y1uNv0jpVQpCsloYEPEF2BsUG3nIAA3G2gTNh0knrMFKgJw0t8FZQn0GxHvFp+OnPZzCpASiHSWJfGn6/BcW6lvt2/2nol6C7BZO6d3aioU/yviYUK7gmFMv+U4N/OnZyzV2rWgg/b9JIpRBXt6WaKrF47eC7kM5wvsZ4Eyad9HAwaaAnDanPNCYUG4s3oVgOdn2BHOjZi/qkh8tWDPRMQ3bkhGJj8cqKbAGVcWgEegaTrum2BoeMSCm8NAJvOSYodqZxTyg2DT87k1XwcfhkJCdMmobfg2LXNO4Jxbr/NFr1Ltt2MpLu1T27d3aiwW5BsWsa94Ri0+CX1ifLtp2MpMCtsu4mgV/yu/xnf7FSJ73YWYpwQbOX1r5TMOks1lPuczBpGhOKXXPF+yJlmKlhnWqtfjqrZsnhBoKkERRbFbM1V7yD2QwKGi1+Coij6qcTJqUReDurmM305L5IOZ4GxwR6zqpZM3d/wqRp+D3w5KiK64RiadDSr2DSNXffYAsmTSMo9qyKa0sRNNgqjaq+rbn7QTT8vEGnVmA1ujeCRkeItIfVFsqsfnpUS5Cj0SBprFVc15qIZQ1MjcfUEkSdpBHGdqsm4oRiGS5saqJZk8cLm6IRFPukmoht7HNEMOnk8SY1PqufpuH3tSbiRMwmFEtjwqRntQSrfppGUOzkIydiVhXX/9XefS7ZjiRZlsb7P1VzzjnnnPPuf3fmC5GVsssEOO4RcTIre+aUCMr9ekjahqmpGQAzXapBsWnEky5ezzFNdLY3zj8bWO0s6wRWKykXsMqBvgus9nWVsZ6A1bM88HeA1S0tdwesLrv4VB542cUTWH0qq/sKWD3LA38FrG4NycK6T2B12cWzPPBZbPMrYNUi8R1g9a488JfA6uLvW/00x7oDVjcXAcdq0INJt17zHf6+1U/vgNXF+Lfu9B2wuvWaT/x9YdIGPWD1xPi37nQad/Wae8Fex7oDVnOsO2B1HSuYdOs1n/j7wqQN+tadXmD1rOKa87JfxdlPnjTHOoHVrTu9GH8r70/Aqg74JZj09Nziuqv44B2oE/J2Wu8I4nIecKY0GOqu+mmP2yo+WNppBMWej6mt4sqJ0mC0YNJ93G4yjYVJaRQzVhXXJYj3MRUUG+h5Pm7P6qc90tM4H1Ob3KQEKkGxC5NW/XRf4HvcBpPSWCj2TG6yVVzZJ40e6a8etz3S0yhYsAVlUytEwP8ErHIog7Mw6T6iyjrSabuvG1en8e3qnllaeul142kQNRibmqd9oIVJfe3QKCSm+PYzS8tCsZzYxXjBpD2iNjVPh+1pFBJTfPuZpaWX3tXgBMGkZc2x0llJ+ggJJk3DwBikTfm0WVqCYlejj5C7rDnBpNqmEXirf5vyqSquC8WmoU/6ZjG5y5pTGRzjkEYfbU3EzRFRliHjfLl5neIIBvwcjKpoadTnpn0Nl8/PPqHPfRlOY5YYeJ1JwyoSTLqDsTBpoGcaRYn2mb75Ajgwo+hMGiZHMOm5bVI4sc9nG7I0Am9PKLZJEhSbhivQ82nbpNg2GvaaaNxBsU2SoFiTLg2/0w0m3X2/zkFt/2ibBq0Tit1JEhTr3tPQJxNnt03a9+sclG1osFUaC8XuJDHJ2N44X8QMNgMuTLpFJINJbVrabbcbbsOsSpudq7XPxIMt3YzCWdPQAcutm9gBD3xw8zbh0rATb0PuFRRrUNLQqUDPVzDpqWHjt9Ddc2ORcwXepmHSMOIrmNSmotMKGn7a7H0FxQbeap8OPX/jVOdGL8c1ybW5GjRpu4cnKPbU0Dd97BShfbLi4NmGjWiwGds9QbFsbmEyBpdfOJTOWW1OmLS4JscFQZgu50W29wuGy7l6FzLwDM/B0mCkqoYuTFpcU6CnQ1Qazg4d8TxBsQzOYGlw2kBPjrtOVVwTAzmaWA3HUx1T5FwLxTKYFTINDm3F5bh7NLUwqaMW56s0/HQsEhSbc1VH28AH3mrfRc/fygl7wqQGW5tp6A9N2uWFvYNi2Uf7+kJD38oJa9JyKjYoiJFt2CgNtjNOHeUtFFs1WhqXgeYEjPQEk1Y11EGkiAaXE+4qbRbzs+ml3ajOaJsGpw30fIJJHQY76NS+qAbRDg6+76BYRmBwnTHb0gj0bLPyDiZ1YCtaIw0H6ox3B8VynMDbNAyECXgHkzq/MwAObtPw07/9vdjwE4r1lEjD5Xe67fHdwaTu2/2noV8c4A6Kda/u2b3rAw12Y78q6+ZURWqwO/unYVwCb++gWE8g42sMLr9wKJ3ra+MJJg3CdAnVEEKhM1tDkHOVrkdnOFgajMTpqva+5W51INBTnBcNwWTCaF5BsRwoDY/IQM+OopYtdPrPQMI/0gi8NVEMSvFFC8UymNUrDQ7tVYHjrlMtTCrURNtpCAEKio0pbOUy8IG32nfR87feqU6Y1GBrM43AW9qvoFj20b6+0NC38rMW/mOCVXCBbYxDGmx3QrE5V3toNC5iBlsHFiYNa1qYVKCXqEWXwK8qbZ4Bcp2JMRhnTUMHFibdiEVOWtVQUYs0RKgKLAuKrdrCQrEGNw2dCvQMJl2saWHSNAJvObSB51wFyHGutlTMaO27TBqTI5i0gEVOtTCpttMQGBkUGya3UGzgbRr02vneMjScamHSNAJvaetnEb13UKz22YtGCdy2DA2n4rhswjbGIQ22O6HYikf0tUjjcvMET5g0Uno/HH4AAF7CSURBVKfCQxoWmip2W9yz0GHhtoX0LhVbpIAbJpTGHUwatBFMKgw2jTsotpIkhfQyfBoGu2OhLTwUtLEw6WoExQY5VJJkoVgTIo1ypS5MajCCNkw6YdVi0mn4GRQb5LAlSRaK1T6dNqQXJq2UciHWwaRpnFBsk6QQl45jVmNDrJd+j0NgfzaiwWYnFNskWSjWGFwGvzOnV9VPg0mROggdgfU6U9WsLUdb1aw2OGnoQPtUT9VPg0nTCIrdKq5bjrbtDgOQxsKkT9VPg0nTCIo9aaNAh6DYNDqQf6p+GkwKcqARFPuqimtQLA1XB/Kvqp8Gk6YRFPtUxXWhWBoLhZxljqtixv5sRGOh2FdVXI3B1VnTFqn8DrC6aNZdLcH2bTo2CSZ9AlaX+YMaLRT7qpbgQrF3iFmwxiJmAas04iNjF89agotmLUx61kS0Ct0Bq2mcaNZZS/A7wOpZEzFglcZCsaFZZy3B2MU07oDVrYm4iFkabBe76CmzC8qyi4/A6s6OCiL+PgGrJ6V8Aquc9w8TWN0qrmdZ3SdgdWHS7wCrJxT7a4BVfT2B1fjIXwSs7mryNOiLvxMJ9Nzqp2fhxa1+SmNXkydKefH3VsUw/lflgVsV0wh/fxr0gNVWxcX4z/LAW/00mHRXrLscFIu/74q1dadP5636aRqtJndldavXvKtJMOlTeeAT4+9geYHVzUGxVVzPFaucHXflgVsVLy/tvZs8JezY9x83H4S5MOmZQWVhUhqFkRQefGes3n9WwyCV3eSu+mnJ+dPonO6uiivn7P3HQDOSwdn3uDODSu9xaQTenlVcY/H2/SeN8z3uLvFIAXRp7PvPmbCjyR4Um8a+x52JR3qPc+9pBMXeVXEt+w9HXY3e4+4Sj+x73OVz3RdCp/59sbVq7RdbXzouThBM2gtv+ZgMRmVEfIGk0al/u8etWn2x9TXFmWhw5oVJ7748GSiNwNvO60ySVq1N/8P4q7Ew6d2XJ4cN9KRReM/5xbZQbOAtDT8XJr378uzrVvuuwnuCJ/piWyhWm2n0dUu7dEx3X57so/3gXn0rhr58ZQvFBt6mwXZPX57VVqJx2YSzp2HvQcfuEpaZxQaeYSz1Lh0oAddZirYY9UBPGjYU2//p3O5MWOZmGUz7HJkTcNy7vbJi1AM902j/J0BjE5ZxYM7V3kwaVoBXMKn9OPtwadg3K/f9KyjWANDw07/9/RVMmobL79+BYldDv76CSd27PtBgt6KDX0GxbESDzdqPu0sgV8iyMbhs8zsCsevbjnXnd31KW40MCuNr1NUOrFWkpXBh0qqG2uFNw05vQWp3UCyD6MxqcLivYFI7yWkE3t5BsZzLoFj9DAANg23F5bhPMGmgJw0XjVdQLAc14WiYLDQ6QQgm3XNJ7QR6puF3usWexy0GxQbeapsGLf3SvyeY1C67e08j8PYVFNuJC1ulYfIYr3N3v2BJ43w5THVw6AypSpsGPufqKzFwkdHcPFED9QomdWbkTCoN51+dsd1BsYzOUdMw2DpgNTxhUrON8QM9aThkdf7ljK1KFCcU2xnbalgxX8GkzlGdr6UReFt07UKxnIaDWukNPg0/Az17bJwwaeeq2qcTeHsHxXJ+E02bq0GzM88TJjUBq3q7GvpWOZgTig28ZSMabMZ2JQIuT4cJXLycM09jcAnNEE7hZL2ogCoT5FwG3s0aYDfuCvRsg++ESasa6hQ9DafpOsRgbuKEYhndCmkAaOiYDryCSUVMOK0XxuIKvF0oNudibM5jMqRhgAI972BSRhL5sRoiNV5BsQbFZFwNs9vkeIJJAz1XQ3SI//YExWpT2zRo0dQ/Dr5OxXGL0mCfNPRJ356gWAtG4G0abFeUxjrVVtY1zpdgMkFm4nSKYzoT7/f5TsiNu4rL4XhPMKm4HHE/aYj/eQXFGhROtBrfgUnFF6UhNquk+E9QrMlg8GkY7KqGBpPmVMGkgZ40gnu/gmI94mkYBBrFlQWT5lTFfAV6puH3E4otrKUjGBNe2zRo6Zf+PcGkYq/cexr6JA5voVjOtVBscXhslUbbI2fMl4nA9sb5Ej4sPLXISwMfi7fRnRrSGYPv8nuf+z2aok8WJhWpmIaoyFdQrIE3wG6chgEKJq12S/TJCZPSCLw9ozu3VEiRl2kYCB8rr6JURcKKTtW+6w6K3ejOTjFW44RJN0q18jDaXY0Tit3oTverTW3ToHXCpBulGkzKPmnok74tFFuwX1luAm/TYDuOW8REQX6VbikS9hL4Xqz4q3j0zuA4UxDmwqQnILAwKQ1x7wvFnlVcF4rVPoeqamjB+09x9eLpV+OMR49sOaFYGpz5jKtf4qi4erH7NAJvz3j0rZQWFJuGnx2YF1cfyrZx9auxUOzJeRaPHhSbxhlXH8pWXH0wKTvRCIrdKq5xnsEtbdTSMC7Gp0iJnh4bV1/s/k/AKmJjCZqnkm/tbHe80WfyHY93wqQRNJwtguYs+dZeGoMFepbL/Y7H2+qnC8WGsZ0l306CJtDzrH56lq5bEigo9qziepZ8C4pN46x+uqXrlgRKI1RuMbYt+bYEDY0lgU5qfEvXsY/2F4oNY6ugZxibibhQLI3ShvdBEDVe6bqwv1tg9TtcYWEed1zhV8DqHVdYkOF3gNW4wrPYZszfK67wCVg9J8hyhb8UWF2NO2A1rrBJ+BVX+B1gdbnCgNWTK1wodoHVXX2/C6yeXGHU+LUw6c9xrGJ7vuNYC5N+x7FOKPa37VibKuDOsQzwOtbWUv4OsFo4zJNjfRdYXcf6NcDqz3Wsdd4c6wlY/Y1jBXruo/BMdNGjsFP3HlNnIfAdkH0ULkz6qqB5+SFW4+5ReBYCX2C1/BCvCpp/51F4lrz96lF4FjRfmLScB+ejcAekvAqrcRY0P6ufno/CuyquZyHwHoU9bvdReK68PQpPja3i6lWmBCotKMb5Ny/vJ0y6n7hullP18t6Ldclle3kvCUXkLUftxfoOJt1P3IVJ01gotpf3klBsJpi7l3eGenp53w+EfXkvLU+r72aC6cWaxtPLe5BImZvPl/cywTy9vPdi7aIXTNoXrnfezWizHwh3UOxOdhORXfblvQ+EyPRe3jejzX4g9PK+UOz58m4i/PTyrmFG+gom3e0Ge1ptBWzuqhB4s71Km9qm0ZbG03ZDh9O2G9JoK2Ch2M3UEhTbVkBbGl/BpIGeaRQlGplz5q4yuG0F0CjP18KkZw6uthto7FbAXe4qg3q33XDCpOXg0kZBk6uhXwvFLjnOHm036MNuN+jjUw4u9mcjGoG3HTY/QbE/bTcQ8w+NW0VewaRBmK42L3eDtORrPPjcvKTRJmwbpFtEsvimNmHbWCwT3hMUa1B2gzTQM5i0AQ98qGroathoLEf5HRTLgdq8bBOWEU+YNPBhN2HbvCwT3hMUG3irfRc9f6O/MGk0jUm+m7CBt08bpEGx7KP93YQ1gUzWsgaygYlWZd02YWmUyXE3SHNgNveU+GmD1C8cSuesNq9g0o50nLd13LJHOu2+e/QY+D1uodGxUUc6m6GZA3Wkk0bHLa+g2D1u6dioXKpnnlOTg4FODUcjlVBZKLYjHQbruIUGh7bictyOdDqMDibt2IhGxy13UCznMvCBt9p3dWy0Rzp7GG2wOzZKg+Ye6dxBsWnssZE+lghkD6P32IgGm7HdExRbNdqfjnQMNCfQuSeYtENoB88OIzu8LdtwifB35XKjHRDT6KCb0z3BpCIDHHRr3wn6HhCfUCwj7AFxGgaiqqFPMGmH0DQ6IC7b8AnFcpw9IN6D7juYdA+h0/Az8Lb48xOK9ZRYDb+X/fkJJu0QOg394gB3UGyH0O6dnWich9CcqhCdzf6chnEJvH0FxRqDn8JmOJTOlZjsCSYNwnQV0rJhMzlXXz8b0kKj0JzCZk6YNNBTiEbhJuVHZ8jipIJiGZwDbdhMoOcdTGoiMFChOYWbFDZjUIqTWiiWwawa2i80x6tCL7gb9xVMWmhOGsJm7qDYDZvRbhr0/K0jnBMmNdgbmqM/hc28gmLZR/sbmlNGIStVcV8mB5tsaA6N8vtv2EzO1XbKT2Ezd4F+hctwqoVJBfcJ+HIV6KczG3XZY7E9roLwaOhAMGnhMvGLwaQFE94F+m3UZS/0Btds06EgzGDSwmWKhjU5GGeDCQNvTyi2x6JBLdCPxhnot+EyC5NuMOEG+i0U22OxbZuC8NIoL9mGywSTut8NJqRF84RiC58JimWfNAomNIE2XIZTcVyTnG3OQD9OxpYR14XPWCzY3jhfOhToaUuh951lzBYmLTS5SpuEn+rcFJpMY0OT7+r1cFw3vuHPG5p8xnBvaDJnTaM9pFf1egpNFjNe2HBQ7MZwLxSbRuHPX9XrESacxgnFnnVuOjje0GS/v6rXE0zq/tNYKPauzs2GJhf+vKHJJyNQaPJqBMVWNCv0q/e6Ns5/A1NwqlfVTxemEFgf6LAwRTOxylxtcAY6dJD9HZgi0GErc91VcW2Dc4GNVzBFFcZWYytznQWnFopdYOOp+mkwxQIbwRSvqrguFBtMUQTDU/XTYNLvwBRbmSuNrTB2kulbYSyYYqHYJ5jC+P4EU9wBq9/FvzjaHf7Vl2LptEOz4vG+i3+dwOpprF+Df61G+Nddsc2t4prGL8W//P0d+FfAatVPfy3+pY/vwr8KQfqtA6sLkxYL9YcNrJ4a7wRWo60/wOrDirUMf4OesRax3xWr5f0rxL4Vq/erll1G+Q5iv877tGI16IvYb1ndE7FvxQqxX+f9pYj93Yq1iP25Yi1iXxXX8lw06D8Xsb8rD9yKdSL2rVjfRezPnB05708rVklBDPxTUpCtMK/h3k2CSc/ZoRMLk27Cju8mBTnfsc7Zse9YmxSk88anpCBVmC+ZxsKkT9VPg0lL2LEV5n9OUpCn6qcLk25SkKDYuyquC8V+JymIid45XxpBsXdVXO+SgtD4KilIyW+vM8VQaYz2ZdGgcqDSGPU1dcKkm4hrv9g2xdBCsfuyyDk3jVEaJ0yaoTrm2VRJpRhaKPZMY3SmGNovNs63hto0Rmn0dVuY85nGaKHY1fDvhUnjF0+YNI398jzLKRvQ/fL8Thqjzvfcexp9eXZ8c07EoNi+bgOVLTRPaYyKfrg2KdomXouKNRPNEu8oJUVz6cAJk/aJvjCptjcp2hMUu3tlq3HCpH2iL0y6idfaK3sFxW5StPZ/FibdHfjdY6LRftxXUOwmRSvx2hNMuntMaZQU7QmK3b2yNEq89gomde9ptFe2UOxunbRXthrGp8q6S7+X7LbkblfpD0vjuElt82CrkUEpjaNLx3ZX/IRJ2xW3u7tpHHd3/4RiGaQ0jml8BybdVJHn7v5Csbu7bwBolI6S4z7BpIGeNDpBeAXFtrtfGsd2rBcm3SS3uyueRmkc291vIzYott390jjSKlXkE0xqU9S9pxF4+wqKZRsabJWGybOpIktyW2Xdn1JFOjcq8ayBKW4p5/LYKbltiWddRA3UE0zaOZ4zrzQc2urQKyiWhoHZBLpWwxMmPc/xaHTm2Xnkcoucy8AblJLbprHneAuT7jleZ2wlnu08crnFM7mtwadRAt3O8Z5g0k1u23lkAYpxi3seWXJbGptA9w4m3eS22teXktt2Hhm32Ht2yW3ZKA22M04ct83wMiezueMiGpeTbtEBpcquBNs6l4F3s6XKdt1FHixMWuSBE/Q0zgiKE4pldCukAaBRyu9XMOmm/C5V9kZQrHMVQVGqbBql/O7r7IRJN/KARmmsX0GxRVCsxhl5cMKkgZ6rcUZQnFBsqbJplPJ7Iw9OmFTkAfukoU9nBMVCsUVQrAbbcew2j8903KX8vsTmiGcquX9BfpvrvS2CCgi47mKlFiYtVkrMTxpnzNcJxVZAwMDQqEjBVzBpBQTuYr7OAgKb3J9GRQo6WnmCSVejmK+FYgvP2Ziv1ThjpXKqYNJipVbjjPkqPKfTi5L706hIwcZK5VQbK8U+aQTevoJii/lKg+366l+nqoAA2/9UQEA04VnyZAtUlp67ciSVCim6M5i0AV+YtOhOGkWpLhRbOG/vXEWppnGWPNmCm2d0ZxpFqRqUELZWx4ViV8PHSjBpA168eDBpkZeVIylKdRG23rkMfJGwlVXZ6M4GPHQqmLSSJxulanIuwtbqaBIUCZtG0Z29U23BzYVJ0zih2K2f1At9Uapb8oQNe6fyWlNVNpOjyrq3RZrOMNUOqLeAUpuGhZY0+9xgjFnx6DSKq2cwq9hZxXWh2KciTWfw/sKkaYirZ7C7Kq5FVmwBpRMmXbK3mPeNRz+LNN1VcS3bcQWUznj0s3BoMGlFmjaunlOfcMtCsasRTHpX/XRh0jQWij3hFpOkA+qzSBMb9i69hUM5lfE1Bi/Lym05WiJb8u0sK7d1/qp++lRW7o7S2SquT2Xlts7fd8rK3VE6Z1m5Nlhj5U5symAsTHqWlTspne+UlTuxqaqfVlZuSaCldPZxdZaVu6N0mujBLVu6Lo2t4noCLhUmfSord0fpWDx+onQqhGlwfm4hzHdyhXeFMGnoBKc7yZY/rEKYW8X15xbCXK7w1xTC/LVc4VkIc7nCtxXCfFW69zsk9C8p3Vtxx9926d47Hu+7JPTvonTvktBPpXt/Lgn93dK97yKh70r3/uRYm1dhczf8mmLjDQjjb7Hxu+qnJaEod8PCpCXHDVg9i42/yt3wVGy8qhJbCLzHbe8M5W44H7dbbPysfvqq2Pj5uOXk5W74OcXGTZDeSX9NsfFyN9wVG69WZROkYuMnFPtUbPw3uRsMNgcIJr17sd5MMF7kvCgWa1Xs+S6LJaGwomibhtm3MOndi/VmgimjTZGo5wcCp+GgJgPjpLEw6dOLdaBnGp1r3n0gLBSbRjDp3Yt1MGmgJ43Ch9plv/tAsDKl4fL7wqR3L9ZFJ6SxUOzdB8JmtKHBbr3znq8/kenFbNHYjDZ3HwgLxV4a1oEzd9VuBSxM6tPT5fdqp2ypWCKchoPyYJ1Jo9xVOrorIkNs7ipbGTQ2B1fl6k4olnOlwQECPQ1YWwGcpa2AwoPSCLwtht4kCYo1STjw5uByMV6f6W0FcPpykvaZru00Ciep1HErSl/Rbc2kQS+YtFcGk9equzBpGpuDq5yju6IsFLsa+mYh6JXBYhL9Xqpu45AG27VtYhLt+/VCsRcD+ceZba8B341FG3A2y1x+L8anMq7taVglPEoMCkdK48y2d8KkgZ42X2nYjNusgVbOhWLLGpgGwwV6trEYPRz4ULa9NAJv2+hl0BOK5UAmnfZdHk1l22vAT5jUxq620yhrYPTPQrEcJ/A2DXr+Fkza0yOapmx7aQTeFh7MwZfq3qyB2mcvGvrGqfYRaBJzKk7ENsYhDbZro5dzLdVtXMsaePmFQ535Qe9gUkcIjnIctTg+sLVfzBLn8qjxOLDaGXiGt3qlceYH3XK35Qd1hJDGXZ7TE4plsDQ4baDnHUy6+UFXozynJxS7eU5NlDQ49Jkf9IRJHUU5nqLhZ3lOn6DYwFvt06F35gddmHTzg6Zx5jm9g2JPDfbTR301aU1eTlUBqkBlGmx25jndU4TynBqDy0AHYT7BpJvR2OGzy4GnA11CUTM5l5XLjTK8tmlwWkYqo/EdTOosqmzDaZSZ+QmK1RmzbTXKaPwEkzrYdtjtcNWh6mZmPqHYMjOn4Sqj8R1MWkbjsg3TODMz30GxnhImShp+p3sHk5bR2H27/zQ2M/MJxZaZuezPNPSJ/dixU5byvbOFxYP909jMzE9QbODtZaA51JmDPafacJMgTJcwkMInFsnqsWhQdIaDpXHmYD9h0kJBhOfQEKKxueQrHtBjsVzyaXhEBnrewaSbgz2NzSX/BMUymFVD+y4DsTnYN14qmFS4j7bTEGJ0B8UW/hN4mwa9crDfwaTlYE+jfPW0X0Gx7KN99qKhb6UDtVJVRMDkYBO2MQ5psN2ZSz7nMq4WFRqXX6ro8AomrWqE4DuXoDIxOjqzpUh6LBp4BtM2DQ6lA32ZPcGkgtdWo+oXT1CswTXb0uBsJ0waVBFMKnhN0GIVNr4DxabhonHCpEEVWzUijbP6RXHoJxRrMqaxVSM2sf/CpO7b/adxQrEbW3ZWv6ChTwV49vjbYpgmOfuvRtUvgmI3tqwvUuN86ZB/nDBpEZELkwZ6Bi6KKCQcixcVyzFLfMuR0jhh0q0nuDCpkGQa1etZKNZj0UraCz3Dp8Fw7d4z5pYJKepy69ykcUKxlW/phb56PWm0e3/CpIUNB5MK5aZRvR4TM9JoI27Pej0uep3VxUgWNrwwaRpnvZ5XUKz29YVGCWwrOFX8PqdiE7ZhozTY7oRit9RxuVYvA9PxwxPosDCpwPqC6glxuHCmwnorFVsCXBrtEvfV9AQ6BHqe1b9OImSBDYOcxsKkT6BDEEIaJ7CxVVwXik2jvbAn0GErc9EIil1g46ziWoUxGi6/n6DDWf00mDSNhWLvgI2tMEajzc9ClpacsmCwO/uzEY2FYl8BG8bg8v+CSbf66VfAqt85mo5UKi1jnfUK09h6hQs56MRWP4U0LRTL4aJ7M1Z0bxu1NLaW4AKrnD5gddEsGiFmZ71CxirAcBGzsKl4vB5PJuEJrGo7jaq4BqxWAcwkXsQsDXonsGoSRo0vmkVjEbOA1a0AtsDqapz1Ck3CqPGAVeOQBtvFR5rsC238gXqFT8AqJ/l9rrDap/sTsPpEW/+uKqyeMOl3gNU0vgusuu93AatPtPUvBlY7gS9wrFxVX9WE5mS7mryqCd2B76ua0LsqrkbOazU5a0Iv/r4aZ01oBq4m9GL8DLXVT59qQoe/b93pMP67wuxbE5rG6bxVsg8BO/H3p5rQy2Auxp/GOu9ZnPR03qea0L2a7KqYxjqvSXoWJ/0DNaE9Zz13q2J/l/OAsXSEiIYDPc+EHVv9dGFSGoXDvKriGhS7GmfCjrvqpx6DafSu+CrxSFCsibIw6T7SN2FHMCmNIiO+SjxiIq5GZY73kb4JO7bCfODtmXjExC3xyEKxNLbC/KuEHUUouIJiN/HILigmOycKvC0ZDIe7y0HRjrxxvnwZeIvvULPUkOcLKQcy8IR0iKMR1smnr6mqhtLwxVNK77tUSQvFpsFxFybdr6mFSX1tplEUxlOqpKDY1ViY9O5rqhChNIrCMEnuUiUxeuAtDT8XJj1TDAWTalf7gbf+1tft8n4Lxa5GMOldiqGFSdNYKPZMlbRQLBvRYDPj027A+aFj1a2y7mW/xL6Dz0+inCumsBdGjmPFcNNWD5ffOVz0cIPhBjts9VlrfywN+zKvoFjOxficmIYO3MGkDL0waRqBt4U57ybvQrEGJQ3OXNXQYNIGY2FSe3Lad9k7O6HYJkkJ5AzKapww6W4uFlKj3dUogVybvE2SoFhtapsGrRMm3Yx7hROzTxqBtwvFNknangm8TYPtOFX7l8sWciq2N86X3V474naSS35/lnG1zGtIZzTqCvTkVOeGX7VW7PTa0bcTS8NOcvFKd1Asg+hMGgbC0v8VTGqHP43A2zsotpSXHJWD0TAQJg5DvoJJ03DZ7X8FxRp4E241/Hth0ri/wIdAz9WwuVzKy91Q5lyBt9qmQauqt8Gky/0VAMg+aQTevoJi2WY12K4Uob3rWiQ4VfFmxvlyduSc0DmSgSmZ/54ZGXg3a4DduIuogQom7YgimNRNOzdyXpiG8zAdOqFYzhUUS8PA0DDYOmA17AX0hEkDPWk4o3K+VpLe5RZL0mtQTIY0DJAVc5PCxv0Vdu0IxCGu9l3O1xwj7blqzsVpAm+1nYbJabBKChv3t0lhtZtG4G3nqndQrDbT0B+atMv4s9yfCcgu7KN99qKhbyXpPaFYNmEb45AG2xmnKuvmVAVjltT4chIt6sBpPcHFvnIuDTCYAXbjLqI60JfTCZNWNVTURBpO63Wo8NoTimV0K+Rq6MArmNRpuiiKNAJv76DY0oqbDAaZhgHi1H32nzApIwV60nDReAXFGhSTkQZHpuHfTzCpdgI90/A73U0rvlBs4K22adDSL/3juHcwqUNn956GPjmMfoJiLRhsQ4Ot0igN+zpVYd1sb5wvMUDiZ8QXGRjiBr64nPJTullCbtwV6Nk7VWEgZgXncdPif8R5pSG+SIcY8Q6KNSicyMDQMNg6cMKkVr1ijIR/pCHWSHzRCcXmXG1DmAxpGCCrWS/RJ0xa4n2xZdp3iQE7odicq81Zq/BqmJyvYNJAz9UQalQhhDsoVpvapkGLZtsKdzApu7BPGvqkb09QrAUj8DYNtmtbYZ2Krausa5wvUYsi/qq0aeAjTgrXKE+lzmjUxUgnTFosNwcNJtU2DZGLJxSbA/fOxSA6sxonTLqRl8Gkol/TqHTLKyiWo3Iwjmwg2nM7Iy+DSQM9abhofAXFmnBp+FmSuCeYVHsibtPw+ysotg1t95+GfvX19wSTuvc09OmEYouEXSh2NYxPX39bjWQjh43zJe5ZHLRQVaKc6+TkOE6baZzJ1Y53L9GRvRVQCiYV/5xGUOxZCIpTVgiKBiem0Y73xoqfBZSCSWmIE18odrGsYvfb50qjFI0bKx4NdMKk2nfdQbFNkiJEAm/TOGHSaKCNFdduGvEBG7t/FoIKvKWhPydMuphZMCn7aD/wdqHYsxAUm7CNcUijfSpPs6Jgw8yMa6zDhaJBhBDiCETOcrSFiHScoUMdzC5Bc1Y/jW6hERT7RAJt6bo0ylZcybeToFmYNA2gwFZxPUmg9rlWY0u+3RE0C5PSiDaqiusdCWSATQoafka33BE0W/KNxkKxdyTQlq5bDf3qi/wkaLbkmz7Q2NJ1TyRQWf9osFn7VHdljq1UxtcY/AZYJbLA6hbRrs5fXGEwaXXrEuAoCYQBxeMFxW6dvy2ifQesxvxxuoBVDm92Wa1eAat3BPFiU6vxc4DVim0+Aavl/1oodpm/k+heYDWY1BW7eAesFpB5QrGvgNXqLi6wGhSrjy0oC6wuu7jA6tZd/EXA6s7Cdmk7kzuB1cqXBaxy0idg1Q0ssBqP9xWwWvmy7wKrDLr0yTnoaeS8IVNPwGoaC6wuj/ddYHVX99IRPAGr9HscfhdYrYjVyUcusKovJ7BaaoXvAqvn6r7OexmUYNKtflqtv82rUMhIh6VFPj6tJgxDJI2z+undqhhMWsTCWcX1zA/RTKexMOldXoWzEHgaQbFPq0lQbBoVAn+VV6HzVxpBsa/yQ5xQbCvvq1UxYDWNs6D5XX6INPTlBFbPVbFd+SIhgmKf8kP0SDcGl8EO9OxZu8h4ySEKoPNy7erQtJe4LVBZRziRtmlw3GDSOnFWPy2ATvs+Dorn2iquFajkNBw0KDaNhUnPd8WytDCSl1AaRWCU6OLu3SQoloYrmNQEuntX7Nw1jROKPd9NrL5WptVYmPR8V9SGtgpFSqPz2bLrba6LE4qlwW7sd/euWAKVKuvSWCj2roprHzrG4NJwoGcw6fkJHUzq098nrctnqM5wLk5BpMcIEbOMc2mbBiOZmSdMup/QxVJp32ctjaDYsgX2GFkolsFW44RJ2wMKJvV14/Ofhk/2IlHPPF8nFEvDdQeT7he0AQ70pOFn0R5BsZv3ICh2NfxOd2HSLaWsLfft/tM4odjN8xUU697ZiQa7sV9f0LuYWDBK0Z6GcTmh2M3zFRRrDC4dMhAa51QnPbwwqQ1Rm3AuvxcEx7k44L4HWZEMCqE0rIbBpOeeSVnqbMTa+KNhc9Re1gnF5sCci+HNFEZzcegTJm1HuVAXezJpBN6eUGwOzLkM/GqYgByXUzzBpIGeadgDMjEXiu09qGq02l0NzvAEk7pfbWqbBi2aJxTbe1BQLPukoU/6xqnOTI6lZmcb45AG23HiggC2HriJzPbG+fILh9IBj40nmNSOuGMdxwiOJxzn2JEtLtyjMuSac1XN0+pFg0MZJE7Hqe5gUru6jnXScJxjZ/kVFMtgqxHoeQeTmhwMdGrYUS6ceqFYhjaonNRESYNDmxxPMKnBduzhOISGn3auX0Gxgbfap0PP3zherwsLkxpsba4GzQIg76BY97wa7MZ++qivJq3Jy6mK5w9UpsFmgbd3UCybey0wBpeBDsL0TL6DSXUg0NPBp8sBtLM8Qp2i51xWLjfK8NqmwWkZidM9waTOCUUHrIZzKg59B8UyOIOZbWkwkveXXtZPmDTQ0+GqQ1uH3M7BOlQ9oViOYyKk4Qr0bAvjhEkNgPO71aga7RMUqz0TJQ2/072DSTu0d9/apkFLv56gWAMfeJuGPnEGzt3pBKcqW7bFw/kgDeNBw/g4L3yCYgNvLwNt9utcybbWqQrTEM0QhOkSMuPUW2e2TmHVzQ2KznCwNBjJatP7zsYZ6UCgp3AQGkJmnN4/QbEMzoHSMDECPe9gUhPBIAjPSSPwlhM/QbEMxonTMBBeFToxyKkWJhVaou00RAfcQbF9/ATeat9Fz99Ko3nCpAZbm2noD03ahTHdQbHso319oaFvfaDlVNXVYRO2MQ5psJ1xKoxpnatqtDQuv3CoVzCpxgM9BZO5BOCJl9KZuwoFBp7htU2DQwV6PsGkYn0EFGpfQJkgsxOK5VwnFGu2pcFI7eI/waQCCgXJpSHOaKFYhu2xaFAZzERJg0O/gkkNtvilNAJvF4rdggttNKfh8ntbMD3+ltYx2O7b/aehX09QbLvl7l0faLBbe5Q9/pbWYXf2T8O4VI32FRRrDC5igZ4doJ41aIJJhakKTXUJixXtqXNniGoHoW5Y2zQMdhugTzVo3HigZxoiVYtYPKMiORfDWyHTaAOUMbcUbTApI4mGFMYr1FrI8EKxZ02gtiLScJ0w6UbbBpMGetI4odiT6u7M1cROw++d0Z7RtsGk7tv9p7FQbHhZVHdQbOAtDX1qS+GMti2iV/ToagTFVhNoSx2byG2gXhoO9HyqfrowKaDCBQ4gxLlO6qQQlDZRabSDa8CfIIRgUu0DKWjo0F0V10JQ2kRNY2HSp+qn4sNBATQACEGxZxVXj+mFYmm42gu7q366MGkaQbH+brDuqrhyoNVYmPSu+ilHdd/uP42g2KCQreJ6QrE0SlgcRLOLSXwA+6exUOxdFdeqmBmDa2HSJzRrq59CgVyojaVbznJshbtoe2HSqNs7NKvqp6tRTcQnxGyh2E4GzlqCJ5q1MCnC5a4mYmG3hbuk0a79KzSr6qcnsLo1EbfKWMBqZ7CurX56R41ra2FSGmdNxHOybxXXjmnKSV/4tknIYaKN2H81zpqIJ2IWxvYtYNXALrAaj3cCq70H/d8ArAZ6/q6B1buyuk/A6lN54JNd/A6wWlndO2D1VXngXw2slqaxuO0tbJ1jBawSCE1fYPXE3zvKWCiW8GL8T8DqOm/4++YKOOs1n8BqGP8dsHpq5LyMebeabPXTpZTvgNWziusCq9VrfgJWFyYtVcDdqhjGf0Kxr4DVrde8GutYJ7C6VVwXWDVOT8BqO/O/AVZ7hPSs3QEp5wERzuVamPSu+ukJky4U+1TFdaHYQM/vVD+1tHt3KKynk4KnKq5BsYGeJboomcY+bntvSKPoi7OK65a8DYpdjbP66T5ui2DV7mp0UnA+pkpuslBsrw1nCeKtftojPY2g2E1u0pMqAp5tVoPtmoR3j9se6Zc3eF9vZfq9S2fD4AaXc+mMK5hUJxmqR1SGKirTV1saC8Vu/i0d4Ti9kOoMDY4bTFpqnr50TpiUhi/bhWJ3y2ShWIZJg+MGk5aapy+dEybVvusOiu2R20tv4G0aJ0y6ZY6rTaPdNO6g2B65C8WmoT8nTLr5qwonZp/VOKHYHrllGWIb45BGlXXZcid6HyGcyjhf9q/sZVTpwAqwTKHHgpnIudw0B+NQgZ7BpLtv0jmST2Z7MWnYeugTut3dZvtCsWnogBkeTLr7JsGkPp/TsG/mUzootlqIzfY+oU8NjhtMeiYTK4LVPlMaPtWDYs8kdYxtYA281ZyGnwaJ0525xDprNdDa1T4dem0BnfuKQbHaXA2abc1sLrETJl2NhWJ3X7FtJvZnIxpsxnbGyYKz9LsFic05qzG47I7bfbWRWajE7iRXaVNDOqNRV6Anpzo3ygoPsQFn9zgNG3OF7t5BsQZeZww+DQNhNXwFk9pItAtuB94VeHsHxTKEgeWoaRgIE4ch72BSE86m4mrYwT6h2BzYgBp4M341TMBXMGmg52rYaPTfQsty4KBYbWqbBq2q3gaTNuCBD5yJfdLQJ317BcUG3qbBdhyXLc9yzRUvMM6XszZnUo5cDH5hGZyrTUwD72YJuXFXoOcTTOqmHbU4A0vDUYIOBTascwXFciIDQ4PxOJxHwBNMGuhJw7mXowrHU4EN61yMbVBMhjQMdqDnHUxa1VDnbNp3OQ9zPBXYsFAspwm81XYaJqfBOmHSAA7taXc1qkb7BMVqMw39oUm7L/MTJmUX9klDn/St6iNbhricrWxjHNJgO+NUMuCcKi7BImKcL6fbTtEd4Br8u4NVDTCYAXbjLqI60FfNCZNWNVTbNEQIOPjkAIXwngerjG6FXA0d4NxnuduFSZ3apxF4ewfFGnjOYzIYZE5mgMy8ckjdwaSBnjRcNF5BsQbFZEzDT/9emHQP7LUT6JmG3+kWGHBCsYG37j8N/dK/J5hUoIF7TyPw9g6KZQsLhglPw3jQMD4cu3fpnKoaQWxvnC8xU2JyhM4YGOLhUj0WDbybJeTGXYGeTzBpVUPFFKUhXEOHCgVZ5wqK5UQGhobB1oETJrXqBZMKL0lDbJZwkBOKzbna6jAZ0jBAgZ4LkzI0x2UkoSbipbTvEtckBOgJijUoVmFtp2Fylt7pCSbVbhqBt/7bExSrzTT0h2af/HcwKbuwz2ro2xMUa8EIvE2D7doAX6cqxEiolHG+RI6KVRaQZ4AKXov366BVQzqjUZffSwe5ZTw4FQdlJIFkIhTTEOwXFFu04kKxDKIzBp+GgbiDSSt3G0yaRuDtCcUWy9QRCUdNw0C0mRtMutRRMKloTu27BC6eUGyxTJzLwFvpV+OESZcTMAEDPVdDwJz/VkTvVgspYZq2adA6YdLlBDgQu7BPGoG3C8VueZjSSBqHNNiur7+NKSsoksMa50t8sgB4YarFV58hvRynDTsO5mqnuJdogxGpw6mCSbVNQ7z7CcWeIb0dlazGwqQGowhVxjAZhNqKrU/jhGLPkN72uTixiRHoabCK494Qa47LadMIvDUwd3zAQrGrURj31h0qxHph0jT8HhR7xwcExWqbBq0SCld3aEOsOa7J7d7T0Keg2PgAzm6SLBRLw3gEKvf1d4ZYxyEY5wupUaVNjnBXNau86QaeUKDnWf00Q4UbBZPSCIrdKq5n1aygWO0zGscNJr2jWxYmTSMo9qmK60KxaRSJ8VT91OQI9KSxUOyrKq5pdGZaXNRd9dOFSYNiv1PF1f2nEUz6qvqpe9cHGuz2nSquaRgX4xOddVYxCwoxBhfe7wRWTypk0SwNB3qezF8CBjXmD2qUxskuLhUSmtUO/R2wumXSFliFlqVxsotnLcETWC0CI8TsrIm4zF8w6QKrJ0G87GLnsPF4y/xVR9kkDDFbYNXvJ7tYGb7QrAVWt/ppzF/U1DJ/7LNQ7AKru6AssHpqcLinmojVXfxDBVbvBv2ESX8tsPo06N8BVk/a+itgdQtI/hpgNZj0HPQFHk5g1c+vgNUtD5wG+53Aak+Rsjz+ImDVgCdQ9dPzEbLVT83AQi9O/P2uXrOOLEz6qu70AqvN9K3iugzb4u8LrJ4Y/13d6VbFIi8akLuyuou/02hVPOtOb3ngrX6axom/9+5TveZWk9U4Mf6lrc9VMSh2gdXefRZ/Z580WhWfygOH8a8G21lknoDVqrhe/l+g51P104VJvYS6yiS87z9rrN5/tE0j0PPpPc7ALkyaBufa9581lo4Exa5GMOlT9VNG8s4QeLtQ7LJ4vf/0bkLD1bviXfXTEyalcUKxd1VcTUSDnEYw6dN7nLbct/tPQ784wqv3n6BYGvrEfq/e4zoMp7FQ7F0VV5M9KPaygujACZPu3kkwaaCnyxdCtVPu0v/0NcVgaZh9C5NmqHJgVrnCFgMNXyILxZ7pf4Ji02Akjlsp2jVUg1GwYRq+qPqa2vQ/JpZVoq8pg6J9F+MFk3LyTcdUgmBf0NpOo6+pUmk2ESPHA2/ToBdMWinltmcWJk0j8JZ2px/7IbJQrPbZi4a+WQgsJq1WnVpwKrYxDmm0G1D6ql21Sl9lnC8GCvR8BZNq2D6GTVGXfY3ioTgXB9x3Lc7lhrVNQ6c4mxn+Cia1L7MaxUPdQbHt/3DWNKyGJ0xqIINJGcm+jA1fm692yr8DxabhCvQ04L1bRQ+3HxfoScNP/27/56S6g2JN7DT8TndhUhNrYVL37f7TOKHYMizmwCabe09Dnzi1SbrvVh1TFQ+2GlWjDdDYhHsmcuDt5RerlA5YNoNJ4/6CSe3A2nl1tOMox06snd52rDsG2R1rBuOsNDiUQeJ0nOoOJnXzdpLTcHRgp/cVFMtgqxHoeQeTmhxVDV0Nu/0mzQnFtmPNSU2UNDi0yfEEkxoIu9WOqGj46aTiFRQbeKt9OvT8jePtBmw0jUmnzdWgWcj2HRTrnleD3dhPH/W1DViTuOJQ7M9GNNgs8PYOimVzC5MxuPzCoQI9Swix3J8OOJdyXuQw2uX3zr+KBtgzNjfK8ByMM9FgJE53B5PqgHMp51FpOANz/sWhn87YGMxsS4ORXsGkgZ6iEGg4UO38qzO2E4plsDRcHNoj9unM0wA451yNqtHeQbFVo9XuapiAdzBpGaCd3WqbBq3Ob++gWAMfeJuGPukb5+5YilN15mnxYJvVYDvnt09QbODtZaDNfkYyWK9g0iBMl9Nup+lFBaxz9aWoMxwsDUay2rTTvknrdSDQU4gODeEZTtOfoFgG50BpmBiBnncwqYkgIkNEwGqIqODET1Asg3HiNAyECViUxh1MKiJAGBANP0WDBMWeZYgNfOCt9l30/K33nRMmNdjaTEN/aNJ2D1XWOKFY9tG+vtDQt/bFcqqiNNiEbdgoDbYzTib8CcVWjZbG5RcOpXMLk25kZHE54nEE9wn+Ep9Tpc2tb9NBroFneG3T4FCBnk8wqdgr8UVpCI8V/7NQLOdaKJbBOHEajNT2yBNMGuiZhhiw4phOKNagBt6mwaGfYNLiymgIjqThp/i1V1Bs4K326dDzN477CiZdDZoG/wmKdc+rwW7tH3aAvnV7il1jIxpsFnj7Coo1Bhcx/zhh0q31F0wqSlGoauCiCEaDUt2W6hD3Qs8oVq80Tph0a/0Fk4pWTEPU4gnFcuDCWzqKSYNDmXlFwr6CSVfjhGKX6g6KNenSMGmeYFJGDyYVVk3DT9G3RV6epY47e9Ou9l30Tpi0AV+YdDVofgXFpqEvNNpSKBynQk2cik3Yho1osBnbfQXFGoNLw4GeT9VPFyYVTO8S/0yIc53IFKfpYFfbNAI9S/NzV/10YdI0gmJPZKpQmna10yh2/6nYVDAp8CDwdqHYMx49KDYN18Kkd8WmFialcUKxd1VcixVPo41JE+iu2FSx++4/jaDYuyquC8Wm0XHNXVw9W3AqcfSrERR7V8W1L1LjfHGoDjOLJbrj8YJJYV9woOiWCJqleyNooltocLK76qfL4y1MGrBaOTYdOenewnYYJ4276qfxeEsCrUZ1F8+CnmcV1zTuqp9u6brq/CFbaATFRtCcfORWcdV+tNFZ/TRqfEmg1TiruJ585EKxNJYEOqnxJYHYiMZCsXd8ZBibMfgNsBoR+3OA1SWIzxp8EcQLrMYVfgdYPbnCBmTfUdpHW2C1YptPE2S5whNYvSurG7CaRpERcYU/B1iNK/y1wKoJ8muA1TTugNXKA98BqzS+AlbZ/hFY/Y5jBaxyrLvijutYJ7B651hudKu43gGrXznWVnFdx6ru9OlYgZ7NwifHWtr6BFbv6k6vY90Bq1uvuZn+Hcc6604vsJrzrmMt2fRzHes7wCrHWrLpDziW52GPqc2rsDN98ypwqBj+SriW6KL3hgQWJu0x1aNwM81sFdegWBo9bp8KmpcfYoHVHlMRxOeAlFchjR63rwqa7+N2H1ObQOUsBB4Um8ZZ/XQnSNVPe9z2mOrE464QeHkV0tjH7TlBzvwQq1FZk6cqrkGxabBd6QjuCpqXH+LyVbUv1neZYPbFWmdcnGph0sXSy1Hp5rVNo5fehWL3mV6p2F6s0+gD4aRuGWo/ENIIijU77zLB9GLNYDQCPTPUYukMZTAMQBqBt71Yn5lgTMR9se4jpA8EK8lZ5nhh0jR6sd5MMNHpTUT3rW0atPQrmPTMaLMfCGmUYt0kiciKTq+csslAg63SsJg8ZbTpA+GyV9JneoV5zlKxuxXAmVwaP2HSBsOAF12qbRo+b08odkvFBsX2mc6hAj0XJm0wDHjRFbYyVuMVFMsgBsVEocGZd0tjB2O3NNIIvDVhvoJi0zi3NO5gUpPCtkkafn+CYtsKcN/uP43d0niCSds2oaFP34Fi09gtjej3ZQstGuUSu+wg2yyzqbWbl6VXrNJmm5cG3xXoWbnbYNJomqqG2oxLw+Zc9WzuoNg2L904DQPEqU+YdDdhbeymYWc58Hah2ByYIQw8g6XRRm+bsCdManK00at9l43FE4rNgdu8NBlWwwR8BZMGeq7Gbl7eQbHa1DaNNnppm0R3MClnYp809EnfnqBYkznwNg22axN2a2efm7CX8yPb+7bhDX7RBladluCOWwgZGFegJ8e7g0ndtCMcxwdpOLLouCW0bKFYg8KJGIcG43G4EyYtmoLxHUXRcEblCrwtvGShWMY2KCZDGh1NdWx0wqSM5GjKkVQajpAchTxBsYG3q2Fydmy0MGnhQIGeq1E12icoVpvaptHRFO3NpcqpCgdyRMQ+aeiTvj1BsZ4QbGMc0mC7jo3KpeoJ1LER2xvnSySAA0mHk68OiBnMALtxF9Gqht7BpAbbYaS2aTjsdrD6BMV2QMxRtc8BAj0596uDbofPq/HVAbF3KINMwwB956A7jeDe84B4oViDYjKm4WcZpu9g0g66Hdin4Xe6e0C8UGzgrftPQ7/2oPuESd2ze2cnGoG3d1AsW1gw2D+NDtPZsIPunKqD7g7TL3FAQiiEOhAspCXn2pCWQkFcgZ5PMGlVQ4VopCFkQ4cWis25gmJpGBgaBlsHXsGkgZ40xBsVbnIHxRbSYjKkUfhPO+DBpBuaI/xHaJH2XcJNhNI8QbGBt9pOw+TsazmnChAJJtVuGoG3hbTcQbHaTKPwH9oc/A4mZRf20T570dC3oNiYwqDY8vsbhzTYrtCcdaozNOcSQSjo6wzC2xrB7c4SMjAFfPWZzKmqQ7MwqeBBwXdpnEF4xWRtEB4nSsNAnMGE8YvBpIIJ0xBxKUBuodinILzVOIMJl18smFDAYhoC5J6C8DhXQXgGmYafJiDH7fG3/GIwqXa17wq83SC8eL8NwlsNml8FE6ahLzT0LSiWc1mleyy2x8VGNNiM7b4KJjQGl7h0oaqFDXOusyAQx2lT0GzgZDrA4TyaFhc34MGkwp2FJNMQCisstho01Sos/muh2DQKfw4m3RjrhUlXo7BhRixsuOKRZ9hwGguTRtGEgG34cxqFDRv4woYrexIUG3hLw8+FSSt3EgK24c/aD7zdsOFlEIJiCxtO4wx/XgRsYdI0Tih2GYSFYtmIBpud4c9bOKvwZ2NwoTaCEJ4qcy3oQCjQ86x+mqEqlRZMSiMo9qmK60Kx2jfYC5PeVT9dmDSNBR2eKnN1CrDARqXS7qqfBmzQOKHYpyqugQ40Fth4qn66MGlQ7FMV1xOKTSOY9FX104ANGkGxr6q4lvWPxgIbryqMGYNb/IuxluVnrAVWF/96xfydMOnWErwrebvA6h3+dVekcmHSoFjE0Z2xzlqCaVQT8Yn52+qnJ/71xC4Gxd7hX09FKsO/Fop9xS4u/nUHrJ4liBcxW2A1/OtkF9t3ZKPFv14Bq9VE/DawWlndXwqsgiT//wKsxuP9vgOr7PZLgNX29n42sPoVYv9zVqxF7N+5YjHEqxXryXmbIL/tFetcTRqQr8rqnhj/V7T1u1asV877i1as38Y71laY33cshvruO9Ym7NgK85uPYKHYNDjBL33HylhbxbV3rDR+H96xTMLf1jvWfuyc71g0vnrHCop9/CrU8b4Kg0n7Kiw1z/lVWE6p/SrU9n4VBpP+2q/ChWLvvgoXJj2/CveL7d1fhcGk5xfbCcXefRWm0VdhqZKevgpLlfSdr8Kg2LuvQnY8yXSraxmVf9FX4dM+1sKkPFaj7WO57vaxomJ3H0vb7f94tGxytzuY9Lv7WAvF3u1jvYJJd4/p3ftYpQI/95jax4r+udvHSmP3mF7tY+0e01f7WO418LZ9rE3uVnH53ccqudu5j1Vdnpf7WN/deXdUsbvi5857xzmbxnF33gmeO+8nTFo6yqed9zso9qud94VJC2Q8Newul8ZxoViGNqjtvKexO+93MKmBeLXzfgfF7s57u+L+xvE2m18w6bnz7mc770UznFBsaRzTYLdNR7nlmtt5Z/9z550N76BYNrcwGYPLLxwq0LPHxldnhX7/7llhGq/OCnWgs0LnXp1Hfifx7HmOd54Vxv2VQLezQhqBt6/OCvc8snO8M4HuwqR7VpjGmXh2odiq0X51VrgwqfvtrJBG55GvoNjOCtO4OyvkVJtAtyS9abCds8IieE8o9jdnhXfRDU8w6UYeFN1Qqux1rlJlP0U3bMrvYr825fdTdMMdFFt0A42iGzbld05VrZgzuqE01qXKPssQlyqbE6ex0Q1nuduNbijy4IxuOMsQlyp7oxtKK95+Uk5VgOQZ3eBn0Q3VGrqDYtPQlzO6IacqQPKr6IYTiq0arTF4GY91wqQbK1U8Vsn9c64OpA38UzxW71RbZmOLFDzFY91BsXfxWKXgeYJJTw0xRyX3Xyi2j4bisdLYeKwnmFRsVLFSZzzWHRQbeLuxUv7W0coJk57xWH4Wj+UenqDYNPTljMcyaXOq78RjnVBs+5rG4GIg/2hfZFeRVxGkd+VIfk0EaTBpEaRFqVaOhHOdEaRtd2wE6XfKqhRBSiPw9lUE6UapFt3ZmeCuIncRpGmc5Uh2dWy746sI0sKszwhSGkWpbgTpro4bQZrGXQRpYdacaiNI02C7oNiXEaQa1qmFSb8T874FlKJin2Le0/huzHvx6BvzXqnYVzHvWwhqY945y6uY9wooPcW8txm88ehnzHuFQ8+Y942rf4p5Xyj2uzHvwaQbj74FlIJb3hHzbhzOmPdKHe8q/wdi3l9ROmf102DSO0pn6d6vKJ3KykXpVP30K0pn6d5fQuls9dOT0qmK6ytKZ0vX3VU//bmUzlZxfaJ0gluixr9D6XxVxVX7W7ouSidq/LuUToDLVktrL+1lIcxfwhU2IL9NrvCrQpj/f+YKaf9hcIWls/oNV/j7TkLr2DtJ6Fele38OCf1LSvf+vpDQr0r3vo2EfsrdUAKKnem/JHdDoOcWG2+m6/Qvzd1Q9dOn3A1PA9Lj9reVu+F83P42czdUbPy7uRt6TK3GVnE9czfs43ZzNzxNkD+Qu+G3kW2mF+teessEU+bl72SbYaQTJj2zzQSTbraZDsufss0sFHtmm2mWW+XObDObCabD8tIp/q6zzZwfCD832ww7PWWb2cl+ZpsxLl9lmzG+P2WbeZUfK5HyY2nQTLnLj9VztvxYwaR3+bE48ObH2i2NzcF15sdqRfw5+bF2RQmK3fxYJgwDVoq2FbHBCCb1mV7uqjsothXlO/mxnrYC7vJjLRR7bmlsfiz9OWHS3csqPxb7rMbmx7rb0niVH2sXEwuSJ5QJYZy/ndHPwOuM1esuo98Jk7axWLY9GjZMOcG5CbtQ7GYNPDP6BZN+J6NfVct2Ty4odrMGcrTN6BdMGk1T7JFNP+2fGf3uoFjO8yqjX3s/0TRnRj/XZvSL/jmh2M3opz9l9NPPO5iUXdhnswbq25nRLyiWTQJvN6OfcdqMfqWLLGTnp4x+dzlIOZdVpz2acpASOnOQWqlabhcm7SjkLgdpYTInFGtQXuUgvYNJHXs4Qih3Z0dTd1AsY585SA12RyF3MOnmIE1jc5DeQbHlIF2NzUF6B5MGeq6GIxj/7QmKvctBqn8cfGHSwmg2B2l5TjcH6QnFfpWD1KJQgtutrGucL4fEDjwd5hr8Kh98lTWZ6FPWZM7DoRyibtZkGk9QrIHfrMkMtKDneYZnEnR4u1mTHXy/yprcYbpBpmGAfNWZHIu9L0zq8HYzGjuwd9Zm4nyVNZlGGY2fYFKT+jtZkxfn36zJaejXZk0+YdKyJrPTU9bkxfk3azIN42J8XmVNNr4/ZU3+bp73wifc+F2e9xMmLdykHOw0zjzv61xBsZtL/szzfgeTfpXn/YRizzzvBqhwkzuYlJHK8679M8/7Bt8FxQbePuV5z6mqNnbmeXcV/uO/PUGxm+ddf8rzXj7QEyZlF/bZXPL6duZ577FY+M+Z5904VVk3p+K4VdY1zr+pTCHg6+dWpmg396xMEUxagFxVIwT+fbcyRVUj2ke6C8JjpEDPrX7xqjJFAYur0QblE0wqQK6qEVW/ENP0FRR7VqYoke2vrUyxUOxqfLcyhT5sZQp9fAXFVpmCzb6qTGF8f6pMcVdL54wmrJYOw5y1dDZsuFK0X9XSeQp/buPxq1o6Z9hwdW5ofAeK/U4tnTuY9OfW0lmNu1o6Gzasva2l4/cz/Pk7tXQ6CN5aOhs2XC2d6vWcUOzPraUT/W41/AO1dKr+JQb651b/6uT/rkwspwomrTIXuOK71b+qzLWgw1n99N3VvwpSPKufctggBBq/tPpXg/Frq3+dwMbvU/Uv4/tT9S8oEAwo/Ouu5O1dvcKy3P2u6hUWYvvbqFdY9dOneoWhWdX5o3HWK2zVOusVdhRUGNFdvcKtfvpL6hXSWDSrF+mdhL/zeoV/mBVWKzj+qbD6/8EKq0R+SU3ou0F/qgmdxndrQneg/H9TTegQsBNYTeMc9F9bE7rVZOs1n4P+rprQxuGsCc2WL2tCV8U+6vYdVewZonK0W8U+mPS7VexpcOCM9VTF9V1V7O9K3pZ4JA3XL61iX+KRX1vFvgJUv49V7HtXvAy+xs3MYNIeg70oLkzqC8Hld4LFty/vZ0A5D0dlnDQ4VSmGegz2orgwqS9OGr5AGCwodrcagmI5sEExU1w61tfU1moO4AgmTSPwtq/b3WooVVLgbRoGKJi0d5+2HE6YNI0O5U2S3WowEfu61e5qbIqh3XJYmFTbNAJvS5W0Ww19UAXFpqFP+mYxiUxvy8FiUmCCcUijYME+qHocmoibKuly8wQN0sKkd0nR7JvYy7KHZV+m/QyOt1RsZVzdMKE0ONvCpLGF7f+0N5OGfZnCVp6Suxn4NAxOCcu+gklXo9ixp+RugbdpmIB3MKkBX5jUng8NP20ovoJiA2+176Lnb/Q3KZr/7cKkaQTe0n4FxaahLzSqrGtBaPuncs2F7bBRGmz3FRRrDC5iBlsHOMSZxnFhUruwdsbtutv1rdJmZ0V5MOey6jEYZ01DB9pNvoNJ3byd9jTsJNuYewXFGtw0dCrQ8w4mNeOqGroajmFKfr9QLEOX8tJEScOKbHK8gkmdStilpuGnk4tXUGzgrfbp0PM3TtW77sKkJrY2V6OUlwEaJxTrnk8N9tNHfd1N8UJpShFKg83Y7gmK7ZTCGFx+4VCBnr2AnjBpSWGdF7r8bpu/MyOrCufaSpsMz8HSYCROx3HXqQpmczzhbMp5FA3na86lirKMW+w9hcEZLA1Oy0gmxxNMWlLYNAJvTyi29xSOw2BWSO27OLRHDMd9gkmdo2o7DWetBv8Oii1Jr3ZXwwR8gkndrzbTKBEw7ScotiS9aeiTvnHuXns4lQnWGTHbGIc02K5z1eUW2drrQODtZaDN/tJYv4JJnXSLPhDZ4GTdwWSn3GFf7fq6UZ3hYGkwUif2dzCpw07RDGk4rXeS/gqK5UBpmBiBnncwqYngYPvUKK34CcX2xctgnDgNA2ECvoJJRX6IBKDhp+iQV1Bs4K326dDztz77T5iUQ2lzNUorHndwQrHu+dRgP30sJehiYGwSqEyDzdjuCYotEsQYXH7hUCXefwWTBmG6xAJVaXNxKY/F4nIYnoOlwUjtia1TBZMGeorJoiG+SOzPKyiWwdLgtIGewaTLFpocVQ1NYwshPBUpYDCrVxoc2qvCCZNucn+xatpOQzxbUOzGlfXREHirfRc9f+udKpi05P4GW5tpBN7Sdg9PUCz7aF9faOhbx3aFSplgJkGVdY1DGmx3QrE5V7FrNC5iBvsrmLRSISJHXaIVBX7p3CJAHJJztW+jbRoEi4p8BZOKWNS+qMU7KNYj4IRiTYg07mDSsxyJqFSRqmkExW4lqxOKtUKmYdK8KkdiIETXplHplo2EzYEXik3D5Xe6r8qRuG/3n8YJxW6VDfda6RZ9oMFupbU0Wb1uLNnE7uyfhnEp2vZVWRVjcLl5gidM2mDEmGlU3LY4dDHQ4quJcS6Ot6ViywHuhg1yGidM2mCcMGkaC8XGyVXNqo+GTgBoGJz2qQz4qwJKq3EWglpOjsHbDE7D4/6ESaOBOE8FlDACNPwMiuUQJzm+UKz2XR2hFbYUh+l/axIsTErjDopdcrxCUGnoS7vqhS3FYbKB1Y9N2IaN0jih2LtCUMbg4lAGZ0u+FS4csLoEDRrE5XeCZkqAQB3py6QNzjSIRtAsdctQW/0UFUIjKDYSiAOeJBAHTqMd9QgahmrVZSiDsTApjWijSCATqdkeCbRQbMdahRIFnphYHhtb/XQ1Kl1nBTARm+1NRO0FxS5MGkHTRA88WZiUxkKxAash8E3E9rnSKFufxeSsU+kJZeFgG+OQBttFApmIXoUKg94qri+BVQNJoE4sTBqwWp2/JTb6YlhgtZP48kctls77Oc8yf3fAaivjV8Bqn/yLpUd0n8Bq7GLGuiOIA1bTWGD1nCBNQgMeTHoCq2eJvLCpuEI6bUhHdJsgBtEEuQNW/QxYdQ+tjL3/ttWxGuy2GNuSWQGr7P8ErFpQNl0Am4f9/QZY5QQ/F1glegesho036J2Zcd7vAqvBpA36HY+3g75Q7C8FVg3YHY+3gx4U+0uAVX9/B7CqjXcCq/r4xEcusGpcvgJWje9PwKrHCO/VkTYQz9UkYJVxOFSg55lXoZfSNtA6I6OxwGr5Ic7VpCqu2teZlvfyKpyPqYVJV2PzQ+xq0oAErNIIJi2vwq6KTZCFSc+C5udqssBqGn5ubetXeRXS8Ptdfogetz3S3X8apQrYvAqtigGrZbwuYiEC/uQ8Nz9EGsallfduVWyCGIPLC1wn2ES2HO1WZifCkRhIB6wulYl9euktcoCGl0ad4Wx3VVwXik1Dp4JJ7156FyZNo4DEu4w2Vt+g2NVYmPTupdcgB3rSWCj2roqricj4Bp6GnwuTni+9J0zq6tD/7iNkodjVCCa9q35ayLJ71wcaC8XuR0iTnd3Zn41osJnx6aPtpMZ7HzUGl89P2wC+2jqDOkXMds6lQc7kCvTsE3rJ3j6hAz1p+AQtx3pQ7GacWShW+zrEmXUumLSUOQazGPVAzzSK6dJBk2QzzpgkHNgAW6HS4FTBpD3OOWUx6gbC1kkaPtHLJG2SWFHKe1CeLwOfhp/+7e8GY7+gT5iUhsvvQbGcwsCV2G2hWPefhn4Fk+4XdHBFMKk+0GC3oFjOzQFL7LZQbBrGxfiwYWmlzm2mcs1fNrNsjtrX0BneZiUIHS8Jl4HXGYPPyQI9g0k3E14x6vZLbJKmYVOxEJwnKNYAp8FIVipOdWbCK0Y90JOGDVibiuVz19Go7jITMvqpYXIEk95lwrPfYyM2DZuKBiYodqluDhx4awBo+Gk15BCbcKRMeMGk2tW+K/D2LjNhUKw2V4PmCZMa8AIFyrKofX2hoW/6uFBsDswmbMNGNNiM7YyTxeDcVyz/uzG4bL87znEMYvD3oHNzURoUQgbGFehpSe+dZ2HSqoY61knDkYJOdXxwQrEMwokYhwbjcbhXMKldZMcSjotoBN7eQbGcy6B4FKVhsK3KHPcOJi2vZhouRzwnFFsZYs7FQU241TA5X8GkgZ6rUb7WJyhWm9qmQYum/nGqO5jUzj77pKFP+vYExVq5Am/TYDuTY4/ZChCosq5xvhwYOix2eGhgCoizpHGusucymAFmNBdRjd/BpJyHQwV60nDI7RD0CYo18IzOUbXPQIwX6HkHkzK+cy8H0Wk4zHUe9gTFBt6uhhWzTMB3MKlzToe1aQTemjhPUKzJyJFo+BnoeQeTmtTOO9Nw+f0Jii3DtPteDf0yOV7BpO5dH2iwWxmmn6BY9mcjGmxmfNiwl3VOVdgUJzW+xuAS4iBkRqgJQeIGnnP1WDTwbpaQG3cFej7BpG5axIHQmTSEbejQCcUWosFgVkgDQMNg68ArmDTQk4awHKEmIgMY7IRiGZvzmAxpGKBAzzuYtNzlwku07xJGIzLAZNw6hb3XBd5qOw2Ts7xh61QGNZhUu2kE3vpvT1CsNtPQH5q0e985YVJ2YZ/V0LcnKNaCwTbGIQ22M059oOVUHLfKusb5EpQlyK9Km/7DGf/TJhohA+PSsRMmXeAhmFTbNAT5vYJi+7TmRKvRJ2yPvwUeGEmcl4DC1eBkT1Bs4K0BYCCDbeIsTLrAAyMFetJwBd5y6ico1oRLw0//foJJTUCxUYIW0/D7KyhWW4G3aegXp3sFk7p3dqKhT+z3Copl/zSMifEpteXGx5nIJgLbG4NLCKxQUlGFOlPEIgcp1qjzJJ0x+Jws0LMX9cWzgkkDPWkIiRW1GBRbPcRijRaKTYOR2lIoWrHY+mBS0aPCqtMQastwBuoMsV4odjXaUmjAN7Y+mFSYdRrCoYNizxBrA8p5aBgAGn62v9OAb2x9MKl2tR9462+C8s4Q64ViV4NmMGmMpAEvojeYNI2FYhcvy4E7gmMjGmzWzrrFoEIOHuMWC45bDaVLQL0Ae7HpBn7juBPplF2DnIlYMOld9dMghGBSGkGxTxXGFopNo81PhryrfrowaRpBsU8VxtqDWo22FAp9PitzGYhATxoLxT5VGOs0g0ZHW/5+V5nrhEkXir2rMLZQ7GoEk95V5mIP9+ze9YHGQrFPVVzbRKXBZgUXxAcs62kFNL7G4DfAKjEi0S1h9r3Ml7rZzXdu1idsnTCIW15sYdKFYgNWw+x7mY88MQgd01RLsE5wxjqxtQQXig0x43yL2YeYtXse6BmwumhWkMNZ/TQoNsRs6Za7Kq5pnLUErUAnsKpd7buqiRhiZrKfiNlCsfrzClitliD7aH+h2BAzk30Rs63imgbbnbSRSRiwGk/6s4HVzrK+AlY50C8BVheKfQewuo+RnwusRlt/F1iNUv61wKprgdUtq1vI9Qms3rGLT8U2F1jVtxNYLeSaTToxeQWsct5vAatPq8nCpA16IcLVKqzoIsd6AlZf4e8Lk57A6rkqLqVMI+fVuTtWbvH31Tgx/lbFs+50Ggushr+XtON03jtgtaQji/FvFdd13sXfS9pxB6xuWd0w/nNVXCg2DfYLWDWZTKpeHary8QSsPmH8xuAiFOj5VP10YVLvWa7OtoqnXoI4Y7W80yAWTPpU/XRh0qp5fqeKq0mRxsKkT9VPO3QPvC1f6vmuuFVcTRIaLoPxqvrpwqQ0Foq9K3nbI2Q1gklfVZiv8EMa+vVUxfWEYmmwG/vdpSNoErJ/GgvFvqriagwuXqzxEybdrCOdWXl58+Xhy6BwlU1nU0fKoMJRGSeNEyZd6rZwYi+hadxBsXWEYwbFpsGRg0k5xfkRsjDpagTFxvudL71WJgOfhgE6YdJWEoPRgb4vQRp+BsWeX9AnFKt9F70TJm2id/QWTJrGCcUunc5x+qDSvr7Q0Dd91Ned6MXBsw0b0WCzE4o9swyZJMbg0jAjWUXMnjMXU2dVGrVvZT/G5fciOM89E7PLLDHwOpMGZ+vTdnMxBT4wjs9a+zM0bJoWftMndLO9T2hG0RmD4DI5gklb1tv4K5zYZ3MagbdBscsUBsUa3NUwOTjVbs2cMGmgZxoFPnKIZQordaw97a4Ghwsm3b3FDvK1qW0agbdBscsUcsqgWPZJQ5/0zWqz79RtzVQOxTikwXZBscsUmlwcmO2N80XMYDMghwgm3SKSwaSOK+zE2vG1E1+lzc682vSznFr1GIWzpqEDVio3sQMe+ODmbcSlYWffJukrKNbgpqFTgZ53MGmxYKeGDUAOfUKxHJhzGRQreRomDSO+gkltJjo1oOGnDcxXUGzgrfZd9PyNU52bydUK0uZq0KTtHp6g2DT0hYa+6aO+7mZycfBsw0Y02IztnqBYNrcwGYPLLxxK56w2fWrmVMVOOWoJwnQ5O3SsU4iwVYVzbaVNhudgaTBSVUOXUK5IUKCn8ykaDlMdJxTJeUKxDM5gaXBaRjI5OO46VbFTDOSsK40Fb5+gWAazQmrfxaGtuBz3CSZ1BKLtNByHGPw7KNbAB96mQc/fOmI7YVKDrc009Cfw9oRiSzbMLuyjffaioW+cuw8oThXAwSZsYxzSYDvjVIzXOpdx9bSjcRlos5+RDNYTTOrwUfSB026n6qIdHEQTKh4n5yrFjc5omwanDfRsQ/SESR2iOjlPQ/SEA9BXUCwH4sRpBHq2IbowqYngMNiB6mo4wGW8E4ptK4XBOHEaBsIEvINJnaUZABoiM2j46QD3FRQbeKt9OvT8rcR3J0zKodz3atDkAFVHO6FY97wa7MZ+VdbNqTZFeqAyDTYLvL2DYj2BjK8xuPzCoXSur40nmDQI0yU+S+iMzhj4Yn88FvsyYXgOlgYjtV91B5MGeooBoiHeS8hGUGyxP0GxDM5gaXhEBnoGky5bKDqDgcQTpRF4a6IYlJjChWIZzOqlfReH9qrQO9WyhcGkwky0nYaQkyco1sAH3qZBz996pzphUoOtzTT0hybthWJzrqBY9tE+e9HQt3LAFmJkglXUgW2MQxpsd0KxOVf7WzQuYga77G29Uy3WFEwqDFkkpEhF0aOV1ziD13qhZzDOmoYOLEy6WBMnrWpoGqIXBRQuFJsDB8Ua3DR0irP19WfAF2tamHQ1BLJx6BOK5VwdX5jRaZg0dzApp1qYVIQnDT8F4r2CYgNvte+i1+56Ub3V01mYNI3AW9qvoNg09IVGu+tnqRuOyyZsw0ZpsN1XUKwxuNx8oGeppM/iRsGkwlPFPLuqtFm47Rn73LmVtmkYiIVJ74obMVKgp/h6GsKhGfAkdDrFZ3idSWNh0rO4UXHcwnjFh9MQix4UG6Gz5UIWiqXhCia9K24UTBroSeOEYg2aFbhyIUGxq9GGdC/RW0pZG9py3+4/jYViz2JTBQwE3tLoNKUc+Eu/F8bN/mkYl6DYu2JTC8VeZn1nTsGkJ9JU9dNgUpffCXK4ky+LYWuDM41gUsY8kaboFlAAGojGQrF35WhPKLbjoEJw7qCQYNI0gmKjjc5ytFW0SsNlgIJJN5R3q58Gk6YRFLtFQ3ciak+7q2HA+7ApFn2hkGBSGkGxZxXXJmKhLu3Qu8rWt1DIljkW3842xiENtos2uqv61j7XtdVPF1hNICJ2gVUX3Kg6f6/QrI4btvrpd4DVNE40awnis4prPF7M3xNitjDpAqt3BHHsYhrt2n+FmJ0w6bKLT8Bqh/sBq68Qs+ouBpN+Bawuu5hGm96LmEV0V4J4gdWQvEo23wGrsYvfAlbjywJWwYt3wGqPw98FsHpSyj8XWF2N3wawulDsAqv++xOwujBptPVXwOpqvAJWd9C/C6zmvL8KWN3V5K5ecwNCJM+t+undI6TlvQiCZvpWcd1BD38Pig0m3VXxfIQssOrRcVfF9azX3ICk0ap41p2+q36axgKrT/WaW00WWN3qp/vBs6viapxVXM+C5gvFtvK+qjvdqphG8VxbxXUf6VvFdYHVJsjWnT4x/suLVqfkRDbryC69Vdp08xoPJt3qp72QlkGlFNFpdIZWMo2MFd0bFJuGTgWTntVPT5iUho+DhWLvqriaCKdG74rNwLP6qUEO9KSxUOz5odP7T+AtDT8XJj2rn5rQBly72l8o9q6Ka1Bs4G0avSveVT9dmHQ12C8o9qziyiaBtzTYrMq6JTdZapzNOxO9bDP4ZO9Evq+pJW8NKgfSoIF2LUyqsxmqdDZFfvqcTeMrKJYDG3gOS8OMCSY1aBnKYJ4wKQ3bGwXZLRTbO1BQLOOnYcKcMGmGWpjUV5T2XXdQbO9AfU1xotU4YdLe4dqeKc5pNU4oNsw+KFab2qZB64RJe4dbmJR90tCndgOCYpuIHNMkCLxNg+36ut13uL5uq1xx/b//95vnp+d0S54lttQ1Hk95bLWBrVjlTDJTzB7e3Q3ocOVeOUuJu9oP4TAck8NyqIDIKnkynI6VSa4NOo80TqhjDGggY94q1sgJrQqlN2zXmCE4GKNzAgMc1lQ9PiuPSWJ1KO9mxxmMyEkNGEfiHNErlV2zeplgJYPtjI3xObmB5ojBCVXVsqqYMGUn7tDXBPQEMHDFnVcwieOXJtvKZkJbxQsjNtDlZzcJOGmRoL1neVKVy4FTcD5Ozqlb2aohzWHKrcUpTWgLBieNrraHZa/s+jjVx6ne7VQ2Xq+PU32c6t1O5STk+jjVx6ne7VSO766PU32c6t1O5Szy+jjVx6ne7VQ/ZZv5ONXHqd7tVEKKro9TfZzq3U4ljuz6ONXHqd7tVIIHr49TfZzq3U4lqvf6ONXHqd7tVELSr49TfZzq3U71U5Gmj1N9nOrdTgWauT5O9XGqdzvVT5TOx6k+TvVup4KxXR+n+jjVu50Kr3h9nOrjVO92KgDx9XGqj1O926lQ79fHqT5O9W6ngvBfH6f6ONW7neqnkicfp/o41budSraf6+NUH6d6t1NJl3R9nOrjVO92Knm9ro9TfZzq3U4lUd31caqPU73bqWQJvD5O9XGqdzuVFKHXx6k+TvVup5LP9vo41cep3u1UkhhfH6f6ONW7neqnrMkfp/o41budSsrv6+NUH6d6t1PJUX99nOrjVO92KoUJro9TfZzq3U6lGsn1caqPU73bqZRUuT5O9XGqdzuVOj3Xx6k+TvVup1IB7Po41cep3u1UytddH6f6ONW7nUotx+vjVB+nerdTKeB5fZzq41TvdipVW6+PU32c6t1OpZzy9XGqj1O926nUAr8+TvVxqnc7lcL118epPk71bqf6I3/kj/y4Pk71cap3O9Uf/aN/9Mf1caqPU73bqf7YH/tjP66PU32c6t1O9cf/+B//cX2c6uNU73aqP/En/sSP6+NUH6d6t1P9yT/5J39cH6f6ONW7nepP/ak/9eP6ONXHqd7tVH/6T//pH9fHqT5O9W6n+jN/5s/8uD5O9XGqdzvVn/2zf/bH9XGqj1O926n+3J/7cz+uj1N9nOrdTvXn//yf/3F9nOrjVO92qr/wF/7Cj+vjVB+nerdT/cW/+Bd/XB+n+jjVu53qL/2lv/Tj+jjVx6ne7VR/+S//5R/Xx6k+TvVup/orf+Wv/Lg+TvVxqnc71V/9q3/1x/Vxqo9Tvdup/tpf+2s/ro9TfZzq3U711//6X/9xfZzq41Tvdqq/8Tf+xo/r41Qfp3q3U/3Nv/k3f1wfp/o41bud6m/9rb/14/o41cep3u1Uf/tv/+0f18epPk71bqf6O3/n7/y4Pk71cap3O9Xf/bt/98f1caqPU73bqf7e3/t7P66PU32c6t1O9ff//t//cX2c6uNU73aqf/AP/sGP6+NUH6d6t1P9w3/4D39cH6f6ONW7neof/aN/9OP6ONXHqd7tVP/4H//jH9fHqT5O9W6n+if/5J/8uD5O9XGqdzvVP/2n//TH9XGqj1O926n+2T/7Zz+uj1N9nOrdTvXP//k//3F9nOrjVO92qn/xL/7Fj+vjVB+nerdT/ct/+S9/XB+n+jjVu53qX/2rf/Xj+jjVx6ne7VT/+l//6x/Xx6k+TvVup/o3/+bf/Lg+TvVxqnc71b/9t//2x/Vxqo9Tvdup/t2/+3c/ro9TfZzq3U717//9v/9xfZzq41Tvdqr/8B/+w4/r41Qfp3q3U/3H//gff1wfp/o41bud6j/9p//04/o41cep3u1U//k//+cf18epPk71bqf6L//lv/y4Pk71cap3O9V//a//9cf1caqPU73bqf7bf/tvP66PU32c6t1O9d//+3//cX2c6uNU73aq//E//seP6+NUH6d6t1P9z//5P39cH6f6ONW7nep//a//9eP6ONXHqd7tVP/7f//vH9fHqT5O9W6n+j//5//8+H8AbBw1rOzA4sQAAAAASUVORK5CYII=" }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "concatenationAxis = 0\n", "\n", "concatenated = ij.op().run(\"concatenateView\", imgList, concatenationAxis)\n", "\n", "ij.notebook().display(concatenated)" ] } ], "metadata": { "kernelspec": { "display_name": "Groovy", "language": "groovy", "name": "groovy" }, "language_info": { "codemirror_mode": "groovy", "file_extension": ".groovy", "mimetype": "", "name": "Groovy", "nbconverter_exporter": "", "version": "2.4.3" }, "toc": { "base_numbering": 1, "nav_menu": {}, "number_sections": false, "sideBar": false, "skip_h1_title": false, "title_cell": "Table of Contents", "title_sidebar": "Contents", "toc_cell": false, "toc_position": {}, "toc_section_display": false, "toc_window_display": false } }, "nbformat": 4, "nbformat_minor": 2 }