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Tesla Vehicle Display System | AI Cost Optimization Tutorial [Example] t9rf
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![PCB layout of Tesla Vehicle Display System | AI Cost Optimization Tutorial [Example] t9rf](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABaAAAANUCAIAAADKER2qAAAAAXNSR0IArs4c6QAAIABJREFUeJzs3VlzW+d9+PFzDg5AgAQXUaEUy04cNV4TZ3PGiX2jTjz/TNurvsK+hU5vepWm9njasZM0S5MmjSdxE8mSIstaSZA4AM7yvzg2ymqhiIUiHvLzuXBkigBB+Arf/J7fE2+sr0cAAAAAIUuO+wUAAAAAzErgAAAAAIIncAAAAADBEzgAAACA4AkcAAAAQPAEDgAAACB4AgcAAAAQPIEDAAAACJ7AAQAAAARP4AAAAACCJ3AAAAAAwRM4AAAAgOAJHAAAAEDwBA4AAAAgeOlxvwAAAADgQXGSRFEUx/ETv7Oqqv/9c1ke8etaXAIHAAAAHLOk0aj/ECdJHTWaaRpFUZoe6mN7nuf1H0Z5Pk4eZVGcquQhcAAAAMDTNg4ZddrotNv119M0PWTUeJw6duR5Xv9hlOenpHcIHAAAAPCU1DkjaTSan4eM9udpY17Sh0Y/6tKRZdn+2HHySke8sb5+3K8BAAAATrKk0ahHNupJjblHjcPL8zzLsvFkx0kqHQIHAAAAHInxvMaxd42HPTDWcQJKh8ABAAAAc5Y0GovZNR42nukYjkZBZ47Ggr/RAAAAEIr6KEqj2VxeXs7zfLXbnXFj6FOQJEmr1UqSpKqqNE0/u3J239WzoVj0NxoAAAAWX71io57aGE8SZFk296mCRqNRVVU57zmL+qWmaVoPdIzyvCyK+uKVUJjgAAAAgJkkjUYjTZeXl/ePbOR53s+yzlw/dHc6na997WvLy8v379+v5jdkUd8pW/eBeqCjmaZRFIU1zSFwAAAAwJSSRqM+kPLwaZQ0TbMsi//vja2z6HQ6b7zxxqVLl5555pl79+7NsXHs7e212+0kScZf+SxzNJsBZQ6BAwAAACZ2QNoYi6MomlPgWF5efuONN1599dWf/exn/X7/O9/5zrwax/7xjQeElTkEDgAAAJhAnCSNNF05MG3U0jTd6fVmP6WSpum3v/3t11577b333vvVr3519erV9fX1b33rWzdv3tze3p7xyYfDYZIkB/wideaI47goyyiK5ng0Zr4EDgAAADisz9ZtdDqH/DQdR1Ge5zMOcTSbzeeff/63v/3thx9+GEVRURRXr15ttVqNRuOTTz6Z5ZmjKKoTzP7zKY+Upmmn3S7LcmFHOeKN9fXjfg0AAAAQgEazefi0UcvzfKfXO7OxMeOPjuP44dGJR35xIvWdKd1ud6KH7PR6C3jHigkOAAAAeILPNm5MWDfq8x1zGeI4Ig+vF32iJEkW846VRXx/AQAAYHEkjcbS0tJEYw5ByPN8uh2oaZp2u90sy/pZVuR5VZZH8wInM0GkAQAAgFMlTpJGs7mysjJL3Wi32/0sm+vrmo8sy2Y51dFut1e73UaaJo3GXF/XlBxRAQAAgEeYdJ/oARbzlMru3t7K8vIsz5AkSb15tCzLY79dxQQHAAAAPChpNJJGo9Nuz2UsYAGHOPI8b84puHS73ZWVlUazOZdnm5oJDgAAAPg/6qUbK8vLrVZrXs+5aEMcU6wXPUCapnEcF/UyjmMa5ViUdxYAAAAWwdGtFK2Xei6CqdeLHqCenzjGtaMCBwAAAHzm6OpGu92+e+/epHs96xJxQBkZR4qJasWM60Uf53gbh8ABAAAAUV03VlZWjm6TQ+dJz5zn+bhojPI8iqKqqp5YCuIkiaIojuMoiuq1GvWv8LjkUT9592gOyxxj4xA4AAAA4LPZjSPdU1kPcTzwI/LPjfJ8nDMO0zX+V1HU/xsnSZHncRwPR6M4jsex44HSMcf1oo90XI1D4AAAAOC0O7qTKQ/otNvj4yFZltVXq5RFMf7nLD6LI58njyLPoygax45x6cjz/KjvGzmWxiFwAAAAcKodsm60Wq04jpvNZpZlRVFUU90VkqbpTq9Xz2uURTHZpMaE6meubzYp8nz/WMfU60XTNE2SZGlpaTQaDQaDA96EcePIh8MZfolJXtvT+TEAAACwgOIkSRqNg+vG2bNnn3322VdeeWVra2t3d/f+/fv3799/5513Jm0c9chGWRSDoph9XmMiVVmOS0fSaPR6vYePrjzRuXPnXn/99RdeeKHf7+/t7eV5/u///u/379/f3d195PfXjWOvqorRaE6/x0EaRz2XAgAAAIspTpJGmq52u0mSPO57vvWtb7311ltvvfVWFEV/+ctfkiTZ3Ny8devWzZs3R4f+3J5l2U6vNxwMinrRxlTTH/NRVVVZFkUxHI2KokiS5IDffb84jjc3N7/zne988sknw+FwdXW10+m88cYbGxsbt2/f3tvbe+Sj0jSN4zjP86fwK8cb6+tH/TMAAABgAaWtVqfdPuD/+P/2t7/9/e9/f319/R//8R9v3769s7NTf9RfXV29c+fOYX7EeGrjKY9sHEY9vdJqNg85zdFqtZaWlvr9flmWSZJ84QtfeOmlly5duvThhx/++Mc/PuAN6fV6g8HgqN8BExwAAACcRo1mc7nTOeBD8dbW1ptvvrm1tfUP//AP169frz/Y1/r9/hOf/4GpjXm//Hn4v9McrVbr4G8vimI4HJZlWVVVWZa9Xu/jjz8eDoff/e53d3Z2bty4UT5mn0ir1RoMh/UPPJrfJIqi6FCDKAAAAHCSjCcXDvie559//q/+6q/+6Z/+6e7du1Os29jr9xdzcOMBVVkWo9FgMLh7716e5xM9tizLX/ziF7/97W+/+93vHtxHOu120mjM/GIPInAAAABwusRJ8sRrU7rd7gsvvLC7u7u9vT1R3ciy7O69e7u7u8VotPh1Y6wsiiLPt3d2er3eRA8cDAb3799vNptf+cpX6vM7j/y2drt91I3DLSoAAACcLo00fdzsRqPRePbZZzc3N0ej0Ze//OXBYLC1tXX27Nn79+9fv379iaVjPLhxdJe/Hp36ppVBWY7yfLXbfeJWjrW1tc3Nza2traIozp0799JLL3U6nbt37+7s7Hz66acPf3/9nu/u7h5R97GDAwAAgFOkXr3xuPMUVVW9/PLLb7zxxltvvbWystLtdl999dXV1dX62pSDn7nX6/X7/TLPo8XcuHE49SUvozyPo+jgxpEkyVtvvfX6669/61vfiqLoueee+/KXv9xsNq9cufK4i2PTNB0Mh1VVHcVbJHAAAABwWtSHU5aXlw/4nuvXrzebzbW1tbW1tSiKrly58tOf/vS//uu/DnhInuf3t7fzoM6kHKSqqqrKiyKO4wMaR57n165dO3PmzMrKSqfTybLsj3/843vvvffJJ58c8NxxFBVleRRvlMABAADAaZE2myvLy0nyhH2U165dazQaKysrt2/ffv/993/zm98c8M1Zlu3u7RV5HuKxlMeqqqos8zwvy/KA7aGj0ejjjz/e2NhI0/TKlSvvvvvujRs3Dn7iNE3jKMqP4GaZeGN9fb7PCAAAAAvoiffC7hfH8auvvjoYDD766KMDvi3opRuHkTQaT1zIury8/LWvfe3y5cuPXL3xSHfv3cuHwzm9xs8IHAAAAJx8cZI00vTMxsYcn7OuG8VoNMfnXECHaRxxHE9618zct406ogIAAMDJ10jTtdXVJx5OObxTUjc+P61SHnxWZVL1ttH6yef1nAIHAAAAJ1y9W3SOn3+zLOtn2WmoG7WjaBxz3zYqcAAAAHDCNdJ0ZWVlXuMbeZ7XW0WDvg52UnNvHHPfNjq34RwAAABYQHGStJrNA647nUie5zu93km7M+VwyqIYDAZZls3xOZNGY15PZYIDAACAk2y+4xv3t7dP8J0pT1RVVZ7nSZLMJRjNd4hjPgULAAAAFtB8xzd6vV5ZFFOsjdg8e/ab3/zmXF7DHP3617++c/v2pI8qi6KfZVEUzWtgImk05rKJQ+AAAADgxGqk6bw+h2dZNhyNpqsbX/nKV5577rm5vIw52t7e7nQ6165enfSBdeOYyxtbP8nuVNnoAXZwAAAAcDLFSdJM07mMb+R5Pt21KfXsxgLWjTpw/OAHP3h28tdWj7HMcRnHXDZx2MEBAADAyTTH7Rt7e3uj4XDSa1PGdePTTz9dW1ub/WXMV51dLl68ePvOnZ3t7YkeW1VVUZZxHM/ej+a1icMEBwAAACdQnCRxHM/lqerDKZMuFt0/u7E9YT54auoXNvUcR39OQxx5ns/+JAIHAAAAJ1DSaHTa7SzL7t671+v1pv4IPd3hlEU+mbLfuLxM0TiqspzxoEqWZfV/oDRNZz+lInAAAABwAtWnJ7rd7pmNjTRNsyybLnNkWTbp/suH68bCTnDsN0XjqIc4pmgcddeo/3xmY6Pdbnfa7Rkbhx0cAAAAnDRxkiy1WuMPvGmatlqtJEmyLBsOh2VZHnJzRJ7ne/1+OUkWeWTd+OpXvzr5L/E0bG9v718OMt0+jlardcj3M8uyPM93er1mmq52u+m+FbBpmg6Gw1nuUok31tenfjAAAAAsoEazuba6+shP3XmeZ1k2yvNmmrbb7YM/mfd6vSzLDr9944G9G/XgRh0R5rLrdL6qqvr444/XPhdFUf3Pd955Z6K7YxvN5nKnc/D8RJZl/SzrtNvjq2Ef1uv1BoPB1I1jDpflAAAAwEI54HaP+tzKuHTUn7cfl0Im2i3aWV7e3Nzc3t7+4IMP3nzzzXE12N7ePnPmTKvVmtfS03m5ffv2/fv3v/a1r+3/4u9+97vz58/3+/07t28f8nkOeIvyPK+XmHTa7Xpk44DnSdN0MBgc+uU/9PCpHwkAAAALKE6S5iFOTNSl44CBjkm3b3Q6nTfffPORf5UkSZqmixY4Go/aeVH3jrW1tXffeeeQz1MWxV6//8BoRn0aZZTnnXb7zMbGYZ6n3W73J994MiZwAAAAcKIkjQnWTT5uoGPS8Y2DxZ+by7PNRVVV83y2fW/U+DTK+L09vGaalkUxXeMQOAAAADhRDjifcoD9Ax1RFI3yfJaFl6dNfZ3KpCMbD5vllMrC7TgBAACAqR3yfMrj1Jmj7iPzGt84JeoeVN/5OvWTpGkaT7uNVeAAAADg5EgajSnGNx6Qpul8T3CcBmVRjCa5T/eRZtlUInAAAABwosweOCZdL0qtLIr6gM8sOu128qjtp08kcAAAAHByTLeAY7/5rhflqRE4AAAAOCFmXMBRm30G4dSqV43O+CRTr+EQOAAAADghZh/fqD9gO58ytdlPqUy9hkPgAAAA4ISIk2T28yn9LDsl51M2NjY2pr3P9Ug1pxriEDgAAAA4OWaf4HB/yiyqqprPKZXJhzgEDgAAAE6IqW8YHXN/yoyOcfhF4AAAAOAkmMuGUWY3nzUcjqgAAADALE7JAo5F5ogKAAAAp9fsV6jkeT4cjeb3ik6pqqryPH/6P1fgAAAA4CSY/QoV5qIqy9HMgWOK00YCBwAAAET1BIfzKYtj0jUcAgcAAABEnwUOd8TOw+ynVKYYxhE4AAAAOAlm38HBQpl0z6j/9gAAALBYiqIYz5LEcTz+qF8URVmWjUYjSZL6i2VZ1t8Zx3GSJFN0gaNQlWWe50+5NwkcAAAAnAqdTufrX//6H/7wh/v37z/yG0aLsYOjqqqPPvqo3+8XRZEkSaPROHv27NbW1t27dz/55JMoiprN5oULF7rd7mg0unLlSpZlcRy3Wq0vfvGL3W53EQLHAeI4/sY3vnHnzp3r16+Xc323BQ4AAABOvk6n8/bbb585c+ajjz467tfyBHEcv/jii3mef/zxx2fOnFlfX4+i6M6dO3fv3n355Zcbjcbe3t7ly5cvXrxYx47nnnuu1Wrt7e1dvXr14sWL7Xb7uH+Dg1RV1e1233jjjXffffdPf/rTHBuHHRwAAACccHXdOH/+/HvvvXfv3r3jfjlPNj6WUv+hKIrd3d1z586laZokSbfbXV9fv3XrVlVV9RGVqqrqQyvznYk4Iv/xH/9x5cqVt99+++LFi8mEV6UcQOAAAADgJKvrxhe/+MUf//jHH3/8cYj3pNTZol5pUSePpaWlfr8fRVGv17t27drVq1dv3LjR7XabzeZxv9gnGw6H77333uXLl+fbOBxRAQAA4CRL03RrayuO4/v374dYN6IoqhPA+OLVqqqGw2Gn06nzzdbWVqvVqrd1hHKPzGAw2NnZ2djYWF1dndfSEBMcAAAAnGS9Xu9HP/pRnueXLl1aWVk57pczgfhzaZp2u91bt26NRqM8z/f29nZ3d7/whS/Uu0U7nU6n02m3281mc8E3jI698sor3/zmN3/yk598+OGHRVHM5TkFDgAAAE6yqqquX7/+ox/9aHNz8+233w6lccRxvLy8PD6Wsr6+vrGxceXKlStXrty4cePChQudTqfRaHQ6nTmusXg6Xn755UuXLv33f//3z372s/qgzVyEMbsCAAAAU6sbx7/8y7+8/vrrnU5nd3f3uF/RkyVJsrm52Wg06n+tL4tdX1+v94k2Go16fKP+nlAGN+pYc/78+f/8z//8zW9+M8e6IXAAAABwKlRVde3atVu3bg2Hw+N+LYcSx/H+jaH1WZVWq/XA9wQ3vlFV1U9+8pOiKMYrReZF4AAAAOBUqKoqy7IDvqGZpkWeVyHctLrg4iQ5YN3pYDA4ih8aWOkBAACAR6qqau5DARyXPM8nvfJG4AAAAICovlA2oGUWC+7pX1grcAAAAHBCmOBYEMfSiQQOAAAAToLZd2ekaRqHtrNzAcVJ0px5fGM0+TIU/+UAAAAgckQldAIHAAAAJ4QjKosgaTRmXMAxxYZRgQMAAIATYoqPxA9rpmnSaMzj5ZxqT3/DqMABAADACVGV5WjmCY5j+WR+wsRxPIcJjsk3qggcAAAAnBBVVc14SsWe0RnNZcOoIyoAAACcalVZziFw2DM6g6TRaLfbx/Ojj+WnAgAAwGLqtNvWcByv4WjkiAoAAACnV1VV/Sw77ldxesVJ0mo2Z1/AMd0DBQ4AAABOiCn+b/+HtU1wTGsu79t0G0YFDgAAAE6UsiiymYc4nFKZ2uwLOKbbMCpwAAAAwCO4S2VSczmfEkXRyAQHAAAAzL6Gox4AcZfKpOqZlxlvsZl6fCOKolnLCgAAACyO+v/8z/N8ilGCLMvqONJptzvt9m5RlEVxNC/zpImTJI7jdrudZdkoz5tp2m63p/tPMPV7LnAAAABwopRFMVHgyPM8z/N+ltVdY7xFoj/Dh+3TJmk0Ou12mqbdbrd+S+tBmEkzx2iGARCBAwAAgBOlqqpDHpSoP4TXaePMxsYDfzvpEEe/3z/gJU198uKIHPySPvnkk4merR7fGP9rXTrqzHH4gY76fMrUV+EIHAAAAJwoVVk+cRCgPo3SabejKHo4bdTa7fZEQxz9vb133nnnu9/97vb29vb2dhRF29vbb775ZhRFo9Fo0fZ6VFVVlmVZllEUffDBB2tra1EU1f/c3t6eKHDU4xsPf32cOfI83+n1npg5ZjmfInAAAABwAtWXxT58ZenBIxsPm3SI49rVq1EU/eAHP9j/xTp2LKa6xdQVpnb16tU///nPd27fPuQzxEmSNBoH3A6bpmmapu12e3xuJf3cA985y/mUKIrijfX1WR4PAAAAiyZOkkaa7k8Y9chG8/MP24d/qrv37hUTXlz67HPPPdA4FtbVq1efe+65/f/661//+vB1I4qiRrO53Okc/i193LmVPM+3d3aK0WjC32DfK5novysAAAAEoKrqez32n4+oF4hOerVHHEWj0WiiDRo729u379y5ePHi+CsffPDB/o6wUJaWluo/TFE34iRZWlpaXl4+/EOSJGm1Wp12O0mSLMuGw2GSJEmS7O3tjUajaIZNJQIHAAAAJ1Acx0mSDIbDZpqudrtpmiZJMsXz1A+s918e/lEPNI7t7e2tra0pfvpRGwwGdeCYom5EUdRI05WVlene2Lp01Jljd2+vLMtytiMqAgcAAAAnUFVVURyf2diYdGTjkUZ5Pun+y/2NYzAY1Ps7F00dOKarG0mjsdRqzVgV6sxR5HlRFFPfn/LZU83yYAAAAFhY9arR2Z8nTdNOu500GpM+8NrVq++8887sL+CI1JenTFc3nrhbdCJT9KOHmeAAAADgZKqqqqyqR95gOqk0TetLVSc6qLJ/jmO86mJxbG9vDwaDKepGfThlbXV1LtMxWZaNRiOBAwAAAA6SJMlcPocnSTKqN3FM3jh6u7v7d44uiI8++miiG2HHkkZjZXm51WrN5WXs9HplUcyyXrTmmlgAAABOsrTV2n9f7Czqu2bz4XCKx3aWlzudzlxexrz0+/3+3t6kj0oajaWlpW63O5fXkGXZXr8/y+2wY3OIWAAAALCw6k0cczm+UD/JblFMcZ6iv7c3RU1YNPNdvRFFUT/LZj+cUrNkFAAAgJOsLIr+PFaN1trt9srKyhQLR0+AOEkan9+5O5cnzLKsqqoZL08ZEzgAAAA44eZ1nUqt3W4vLS2dwsaRNBqddntedWO+4xsCBwAAACfffIc4oijqdrunrXE0ms3lTmeOh1OyLCuLYl7jG25RAQAA4LSY13UqtVarNd3FsSGae93I83x3b6/I83k9oSWjAAAAnArjIY45fkqvbxIZDAZzPGexaOq9G512+4H3bW1t7cKFC91utyzLW7du3bx5c6JDQNlcD6fUBA4AAABOhbpxTBo4lpaWXnzxxXv37l29evXhvz3ZjWN/3YjjeHl5uSzLJEm+973vffWrX43juNfrJUmyurq6s7Pzy1/+8ve//315iCMneZ4PRyOBAwAAAKZRf6Ke6MrYTqdz6dKlb3zjG3fu3Hn33Xf/53/+5+HvqRvHcDQqRqN5v+TjlDQa9VbR+u1qtVrf//732+326urqysrKz3/+88uXLw+HwziO19bWvv71r1+6dOnMmTPvv//+ExvHTq93FD3IDg4AAABOi6qqyqpqpmmSPPnOjbW1tbfffvv1119fX19fX1/f2tra3d29ffv2w9/ZarXiOC7qD/YnYiVHXTdWu91Wq1V/pQ4cr7zySpZl//zP//znP/95b29vOBwOh8OdnZ3r168PBoPvfe97Ozs7n3766QHP3Ov18tFojrtFxwQOAAAATpdRnnee9Fl4c3Pzb/7mb1577bXl5eV6Qenq6ur58+eHw+HNmzcfXiyapum4cYS+djRpNJaWltbX1vZnoGaz+dprr507d67X621vb9+9ezfftyI0z/N79+51u92XXnrpd7/73eOGOLIsywaDcq67RccEDgAAAE6Ruj4ccKNKHMfnz5//27/921deeWX/R+YkSVZWVs6dO1eW5Y0bNx7ZOJppGkVRFUVHMaHwFCSNRqPZXF5errPO//mrJNnc3CyKol4mevfu3XPnzl26dOmZZ565c+fOYDCoG8f58+evX7/+yIWj9c0pZVEc0ZCLwAEAAMDpUlVVUZZxHD/cOOI4/tKXvvR3f/d3L7zwQrPZfPhvO53OF7/4xTRNr1+/Xjy0SCJJkvq4SllVVVWFdVzl4WMp+xVFcf369d///vcffvjh5cuX4zj++7//+1dfffXChQtxHNfbSbIsu3z58t7e3iNnWPb29o7ocErNklEAAABOnfpGlTRNH2gcVVXduHHj3/7t3zqdzrPPPvvwA/v9/m9+85tf/OIXo8evFG2322maZllW3xWy+NMcD+wTfZz9cxnNZvPcuXNpmnY6nbNnz9ZfrKqq3+8/7rFHfdeMCQ4AAABOn89HDB6eViiKYjgcvvjii2fPns2y7A9/+MNPfvKTv/zlL2tra51Op9/v//a3v/3Tn/508NPXoxzNZnOU53G9yWIhpznGZ1JWu93HndmpxXH8zDPPbG1t3bt3L4qisixbrda5c+du3779s5/9rCiKr3/96xcuXNja2qqqand3d/9jsyzb6/ePaPXGmAkOAAAATqOyKAaDQZqmB/wf/8Ph8I9//ONPf/rTM2fOPPfcc5ubmxP9iDRNz2xsZFnWz7KqqhZqmmM8tVGPnDzx++vrYL/3ve/dvn17e3t7NBq9++67P//5z/M87/f7zzzzzAsvvHD27NlGo/H+++/fvHlz/MA8z/f6/SOd3ag9+V4cAAAAOJHKotjd3X3kRszPvqEssyyrP8Pn0w4gtNvtMxsby51OI00bzWZ8iBtqj1TSaKSt1srKSn0m5ZAHO8qyvHnzZpqmb775ZqPRiKJoMBjcunXr3r17g8Hg+vXrv/rVr1ZXV9fW1paWlsaPyvN8p9d7OmXHBAcAAACnV1kUe/3+IacYZlGnhPoD/7FMc8RJEsdx0mg00/TguZXHuX///vvvv//222+PRqNf/OIX9+/f/+yZ43hra+sb3/hGv9/f29vb/5Asy57abxpvrK8/hR8DAAAACytttfav2Gw2my+99NKZM2cGg8Gf//znTz/9NE3Tl156aXNzczAYXL58ef8RjInkeZ5lWbvdzrJslOdPoXSMu0YURfXvePfevTMbG9M9W5qmL7744htvvJEkyV/+8pfbt283Go1z585tbW3dvn37l7/8Zbvd7vV6169fj6Ko1+sd9WLR/QQOAAAATrs4SRppur9xNBqNJEmqqiqKor709OGvTKHX69V3rNT/WveOunTU4yRziR111KhPo9TzGvvvi6mP5Ew9sZIkyebm5vPPP3/hwoU0Tauq2tnZuXLlyrVr1/r9fv0WlWX5lOuGwAEAAADRIxvH3NU5o9vtPvKvauPYUZXlOKMcUD3qjR51zhinjebnOeORv8uMgaPWaDSWlpYajUZVVaPRaDgc7o8+Ozs7w+HwadYNOzgAAAAgqiNCkef9eXz4f5z6cMoj/2r/hEW9zbTuHfVXRo/fb9pM0/rhDz/P49SnVGb8HYuieGDdxlg9u/H074sROAAAACA66sZRT2d0n1QfxrXiiZ1iFp12+4DaMovjqhuuiQUAAID/NW4cB9wdO508z5tH2Swm0m63+/P+BZ/+VtEHNI76IhwAAAAISVWVRVGUZRzHcxyjqCcmkmRR5gziKMrzfF6/YJ7n97e389HouOqGIyoAAADwCMWjjV+aAAAVaUlEQVRotBdFeZ4/cifopOptGkd66mRSaZrOa0oly7J+lpVFcYx1wwQHAAAAPFpVfiZJkhknL/b29hZqfKO+7XU4HJZlOWN2qetGkefHsndjvwWqRwAAALBQyqIYDAajPJ/l+tjDrxd9ymafKMmybHd393gHN8YW7v0FAACAxVEWRVVVe/3+1FerZFm2OOtF95vlvtgFOZaynyMqAAAAcKCqqsoyz/Ppjqvs7u2tLC8v1PmUselWjS5g3RA4AAAA4FCqqiqKYpTn8SSHO/I8r8pyxo/eSZKcPXs2juPRaFR/JY7jM2fOLC0tDQaDWZ45TdOdXq9z6JeX5/ne3l6/3y/yvKqqWX703AkcAAAAcDif3yBbFMUhRznmsl50aWnpr//6ry9evHjt2rXRaBTH8Ze+9KUf/vCHVVVdv359lmeeaIgjy7Ldvb3jvQv2AAIHAAAATKAqy6IohqPREzNHnud5ns/+ubsoit3d3ddee+2ZZ5755JNPzp8////+3/+7devWT3/60/oC2lkc5grbLMt2er3hYLCAgxtj8cb6+nG/BgAAAAhP0mgkjcYBF6z0er12uz37ZSX1mZQLFy788Ic/TNO0qqobN27867/+a7/fn/2Zoyi6e+/emY2NR/5VlmVRFO31+1VZLubgxpgJDgAAAJhGVVVVVeVF8bhRjnq96Lx+XK/X+/TTTy9evHjz5s051o3HnVLJsizP836WDQeDcoEHN8ZMcAAAAMBM4iRJGo1Ws7l/XiPP8yzLut3uPH9QHHe73TzP51g3avuHOOqpjQW8J+VgAgcAAADMQZ054jiuD63M8XzKU1BHjVpwaaMWxhsNAAAAC64qy6Is4yTZ6/f7WRZFUUArIfI8H+V5HTWCSxs1gQMAAADmps4c9UDH9s5Oq9lMP3fcL+0R9p9GqaqqKsvjfkXTW8T3FwAAAEJXl46sKJJGI4qiekPHEy9kfTr2d41wRzYecPxvKwAAAJxU44GOrCiGo1FdOqIoevrrOfLPhX4U5XEEDgAAADhy+0tHFEXD0SiO42aa1rHjiCY79keNcdE4YV1jTOAAAACAp6fec1HHjiLP69hRXwFb94503z8PGT7yPB//c7wxNIqieq1G6Ms1DkngAAAAgOOxP3aMe0ccx/WO0vqL9b8+4Xmqavxs465xlC98EQkcAAAAsBDqKlHV/3JCD5IcneS4XwAAAADArAQOAAAAIHgCBwAAABA8gQMAAAAInsABAAAABE/gAAAAAIIncAAAAADBEzgAAACA4AkcAAAAQPAEDgAAACB4AgcAAAAQPIEDAAAACJ7AAQAAAARP4AAAAACCJ3AAAAAAwRM4AAAAgOAJHAAAAEDwBA4AAAAgeAIHAAAAEDyBAwAAAAiewAEAAAAET+AAAAAAgidwAAAAAMETOAAAAIDgCRwAAABA8AQOAAAAIHgCBwAAABA8gQMAAAAInsABAAAABE/gAAAAAIIncAAAAADBEzgAAACA4AkcAAAAQPAEDgAAACB4AgcAAAAQPIEDAAAACJ7AAQAAAARP4AAAAACCJ3AAAAAAwRM4AAAAgOAJHAAAAEDwBA4AAAAgeAIHAAAAEDyBAwAAAAiewAEAAAAET+AAAAAAgidwAAAAAMETOAAAAIDgCRwAAABA8AQOAAAAIHgCBwAAABA8gQMAAAAInsABAAAABE/gAAAAAIIncAAAAADBEzgAAACA4AkcAAAAQPAEDgAAACB4AgcAAAAQPIEDAAAACJ7AAQAAAARP4AAAAACCJ3AAAAAAwRM4AAAAgOAJHAAAAEDwBA4AAAAgeAIHAAAAEDyBAwAAAAiewAEAAAAET+AAAAAAgidwAAAAAMETOAAAAIDgCRwAAABA8AQOAAAAIHgCBwAAABA8gQMAAAAInsABAAAABE/gAAAAAIIncAAAAADBEzgAAACA4AkcAAAAQPAEDgAAACB4AgcAAAAQPIEDAAAACJ7AAQAAAARP4AAAAACCJ3AAAAAAwRM4AAAAgOAJHAAAAEDwBA4AAAAgeAIHAAAAEDyBAwAAAAiewAEAAAAET+AAAAAAgidwAAAAAMETOAAAAIDgCRwAAABA8AQOAAAAIHgCBwAAABA8gQMAAAAInsABAAAABE/gAAAAAIIncAAAAADBEzgAAACA4AkcAAAAQPAEDgAAACB4AgcAAAAQPIEDAAAACJ7AAQAAAARP4AAAAACCJ3AAAAAAwRM4AAAAgOAJHAAAAEDwBA4AAAAgeAIHAAAAEDyBAwAAAAiewAEAAAAET+AAAAAAgidwAAAAAMETOAAAAIDgCRwAAABA8AQOAAAAIHgCBwAAABA8gQMAAAAInsABAAAABE/gAAAAAIIncAAAAADBEzgAAACA4AkcAAAAQPAEDgAAACB4AgcAAAAQPIEDAAAACJ7AAQAAAARP4AAAAACCJ3AAAAAAwRM4AAAAgOAJHAAAAEDwBA4AAAAgeAIHAAAAEDyBAwAAAAiewAEAAAAET+AAAAAAgidwAAAAAMETOAAAAIDgCRwAAABA8AQOAAAAIHgCBwAAABA8gQMAAAAInsABAAAABE/gAAAAAIIncAAAAADBEzgAAACA4AkcAAAAQPAEDgAAACB4AgcAAAAQPIEDAAAACJ7AAQAAAARP4AAAAACCJ3AAAAAAwRM4AAAAgOAJHAAAAEDwBA4AAAAgeAIHAAAAEDyBAwAAAAiewAEAAAAET+AAAAAAgidwAAAAAMETOAAAAIDgCRwAAABA8AQOAAAAIHgCBwAAABA8gQMAAAAInsABAAAABE/gAAAAAIIncAAAAADBEzgAAACA4AkcAAAAQPAEDgAAACB4AgcAAAAQPIEDAAAACJ7AAQAAAARP4AAAAACCJ3AAAAAAwRM4AAAAgOAJHAAAAEDwBA4AAAAgeAIHAAAAEDyBAwAAAAiewAEAAAAET+AAAAAAgidwAAAAAMETOAAAAIDgCRwAAABA8AQOAAAAIHgCBwAAABA8gQMAAAAInsABAAAABE/gAAAAAIIncAAAAADBEzgAAACA4AkcAAAAQPAEDgAAACB4AgcAAAAQPIEDAAAACJ7AAQAAAARP4AAAAACCJ3AAAAAAwRM4AAAAgOAJHAAAAEDwBA4AAAAgeAIHAAAAEDyBAwAAAAiewAEAAAAET+AAAAAAgidwAAAAAMETOAAAAIDgCRwAAABA8AQOAAAAIHgCBwAAABA8gQMAAAAInsABAAAABE/gAAAAAIIncAAAAADBEzgAAACA4AkcAAAAQPAEDgAAACB4AgcAAAAQPIEDAAAACJ7AAQAAAARP4AAAAACCJ3AAAAAAwRM4AAAAgOAJHAAAAEDwBA4AAAAgeAIHAAAAEDyBAwAAAAiewAEAAAAET+AAAAAAgidwAAAAAMETOAAAAIDgCRwAAABA8AQOAAAAIHgCBwAAABA8gQMAAAAInsABAAAABE/gAAAAAIIncAAAAADBEzgAAACA4AkcAAAAQPAEDgAAACB4AgcAAAAQPIEDAAAACJ7AAQAAAARP4AAAAACCJ3AAAAAAwRM4AAAAgOAJHAAAAEDwBA4AAAAgeAIHAAAAEDyBAwAAAAiewAEAAAAET+AAAAAAgidwAAAAAMETOAAAAIDgCRwAAABA8AQOAAAAIHgCBwAAABA8gQMAAAAInsABAAAABE/gAAAAAIIncAAAAADBEzgAAACA4AkcAAAAQPAEDgAAACB4AgcAAAAQPIEDAAAACJ7AAQAAAARP4AAAAACCJ3AAAAAAwRM4AAAAgOAJHAAAAEDwBA4AAAAgeAIHAAAAEDyBAwAAAAiewAEAAAAET+AAAAAAgidwAAAAAMETOAAAAIDgCRwAAABA8AQOAAAAIHgCBwAAABA8gQMAAAAInsABAAAABE/gAAAAAIIncAAAAADBEzgAAACA4AkcAAAAQPAEDgAAACB4AgcAAAAQPIEDAAAACJ7AAQAAAARP4AAAAACC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