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[Example] Simulation of AC to DC Converter
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![PCB layout of [Example] Simulation of AC to DC Converter](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABaAAAANUCAIAAADKER2qAAAAAXNSR0IArs4c6QAAIABJREFUeJzs3Vt3Y+V9+PEtbe1tST7IHs9wCiSdECAhKUmgdKUkf1boaq/6MvsO2rveQLPICk1Kk9Dm0CakCTMwAzMej2V5S9oH6X+xwXXm4LEleezH/nwWy0vY0ta2uPKX5/k9jfVeLwIAAAAIWfO0bwAAAABgXgIHAAAAEDyBAwAAAAiewAEAAAAET+AAAAAAgidwAAAAAMETOAAAAIDgCRwAAABA8AQOAAAAIHgCBwAAABA8gQMAAAAInsABAAAABE/gAAAAAIIncAAAAADBa532DQAAAAD3iuM4iqJmHD/ymZOq2n9cHXh80QgcAAAAcMqSNK0fNOO4jhppkkRRlCTJUV5eFEX9IC+K/eRR5vmFSh4CBwAAADxu8Rcho5WmURQtd7v195MkSVrH/1O909l/WJRlnTzq6pEXxQXpHQIHAAAAPCb1So1WmqZJUq/O6B5oE4t5i1br869fXLlOHlmWHYwd5690NNZ7vdO+BwAAADjPkjSt957UKzUWHjWOrijLLMv2V3acp9IhcAAAAMCJ2F+vcepd4373LOs4B6VD4AAAAIAFS9L0bHaN++2v6RiNRkFnjrjdbp/2PQAAAMB5kKRpHMdLnc7q6mpRFOtra0c8BuUUxc1me2kpjuPpdJouLUWNRjSdTqfT076vYxM4AAAAYF5xHLeSpJWmq6urdddoNBpFWS48cDSbzcVesDYYDLrdbrfTWVpaajSbzVar8cVxs6EQOAAAAGAuSZom7fZ+2qi/WZTlXpbtn/+6EO12+6WXXup2uzs7Owu8bFGWRVHUW2nqBR1pmkaNRlirOQQOAAAAmFGSpvWGlPt3oyRJkg2HjUZjUYs42u32d7/73e9///tPPfXUzs7OAhtHvXwjPrA2pM4c9WqOUDKHwAEAAADHdkja2NdoNOrSMf/b1XXjpZde+o//+I/hcPjKK68sqnEcXL5xj7AyR+u0bwAAAABCEsdxPWvjkcejdDudW1tb85+iEsfxN7/5zRdffPHdd9/9/e9/n6bpdDr9wQ9+MB6Pb9y4MefFi6I4PMEkrVZvbS1Jkr0sK/O8yPM53/GEWMEBAAAAR1WP21hZWTlitljIqNEkSZ577rnf/OY3H374YRRFVVV98sknSZLEcXzr1q15rhxF0d1+f/nP96c87B6Wu93JdHpml3I01nu9074HAAAACEC9J+VYKzKKsry7s3Nlc3POt240GifRFIqyzLKst7Z2rJfc3dk5g0s5rOAAAACAR6gnbhx94ca+uNk8ofNiF+L+8aKPFDebZ/OMFTM4AAAA4DBJmnaXl4+1zCEIRVnWIzaO+8KDUzny4bCqqpO5weOxggMAAAAeLI7jtN1e6/VWV1ZmvkiSJPWci4Xe2gLMsHzjoCRJ0jQtqqoRRZMz0DgEDgAAAHiA484TPcTZ3KWyOxjME27q7Sr15NHJZHLqjWPGTgMAAADnWJKmrTRd7nbnrxv1ebF7WbaI+1qYoizTBQWX3tpab319aREf1Dys4AAAAIA/Uw/dWF1dbS8tLeqaZ20Rx5z7U+6RJEmz2awmk1McO2rIKAAAAPyfkxspWhRFdNrLHGozjxc9RL3U5RTHjgocAAAA8LmTqxvdTudWlmXD4bH2vNQloiiKhz1hf0nIsWpFlmXdExh6uv+rnUrjEDgAAAAgqutGb319IUM3HuiRB6kUZVm3jKIo8qKIomhSVY8c3tmM4/2v9ViNOl48LHkUZZkXRW+hyzf2nWLjEDgAAADg87UbJ1c3Pl/EsbV1z1vUUaMuGvs5Y1JVM9SBOI7z4bAZx6PRqBnH+7HjntJRFMWixos+0Gk1DoEDAACAi+7kdqbcY7nb3d+lkg2H9dEqZZ5HUVTk+ZwXr2vCflPI4ziKov3YsV86iqI4if0pB51K4xA4AAAAuNCOWDeSJGk0GkmSjEajmf9oT5Lk7s5OvV6jzPPZVmoc0ee9YzisY8fBZR0zjxeN47jZbKZpWpZlnueHHJiy3ziGg8Gsv8HxCBwAAABcXHEct9L08LqxsbHx9NNPv/jii5cvX97b2+v3+/1+/9133z3ueaj1ko0yz8s8n3+9xrFUVbVfOlpp+sCtK490+fLlV1555atf/epoNBoOh2VZ/tu//dvOzs5wOHzg8+vGMamq8UOesFhxu91+DG8DAAAAZ00cx2mns97rxc3mw57zzW9+86//+q9ff/31KIpu3rzZbDY3Nja2trZu3bpVluUR3ygbDu/2+8O9vfFweJS5oSdnOp1WZVkWxTjPq6qK4/iQ3/0eGxsbr7zyymeffZbn+crKSqfT+e53v9vr9e7cufOwxpEkSbPZLIriMfzKjfVe76TfAwAAAM6gzsrKcrd7yGDRb33rW3/1V3+1urr6z//8z9vb24PBIIqiRqOxsrJy9+7do7zF/qqNx7xk4yjq1SvtdvuIqzmSJEnTdDQaTSaTZrN56dKlr33ta2+88cbvf//7f/3Xfz3kA9np97O9vZP+BKzgAAAA4CJa6nRWVlYOqRubm5uvv/765ubmP/7jP3766aej0Wg6nU6n08lkMhqNHnn9e1ZtLPr2F+Ce1RztpaXDnz+ZTIqiqDfmTKfTLMs+/vjjoii+/e1v7+3tffbZZ5PJ5IEvbC8tjfK8EUUn+jkIHAAAAFw4SZp2ut3VlZVDnvPSSy9997vf/ad/+qebN2/OMG5jd3e3KsszuHDjHnXmmEwmozxP0/ToO1Zqt2/f7vV6L7744q9+9atD9uw0Go1qMilP8tM43n0DAABA6OI4fuSxKd1u9+rVq8PhsN/vH6tuZMPhra2tnbt3x8Ph2a8b+4o8z4fDO3fu7PT7x3phnuc7OzutVuu5556rQ8YDn9btdJa73SRNF3S/D+AUFQAAAC6WtNPpdrsP/FGz2Xz66ac3NjbKsnzuuefG4/Hly5cvXbq0u7t7lHUc9cKNMs9P7vDXk1OftDKpqrwo1nu9R07lWFlZ2djY2NzcrKrqypUrX/va1zqdzt27dweDwdbW1v3Pr3cD7dy9e0LdxxYVAAAALpB69MbD5k1Mp9MXXnjh1Vdfff3115eXl1dWVl566aWVlZWtra3bt28ffuWdfn+wu5uPx8fdz3KmTKpqWlVFVTUajSRJDnlmo9F4/fXXv/Od7/zlX/5lFEXPPPPMc88912q1rl+/nmXZA1+SJMkoz6dVdRIfkcABAADARVFvTjl89MaNGzdardbq6ura2loURdeuXXv//fd/+9vfHvKSoizvbG+PR6OA9qQcYjqdTquqrKpms3lI46iq6pNPPllfX+92u+12ezQa/eEPf/jJT35y69atQy7eaDQmUXQSwzgEDgAAAC6K9vLy6urqI+dofvLJJ3Ecd7vd7e3tn/70p7/5zW8OeXI2HO4OBvlweMiIzeDUk0eLophMp4ecrlKW5fXr13u9XhzHH3/88bvvvvvZZ58dfuUkSRqNRlEUCz9RpbHe6y32igAAAHAGLXU6q6urh5wLe48XX3wxz/M//vGPhzwn6KEbR5Gk6SMHsrbb7a9//evXrl174OiNB7q1tTUcDBZ0j58TOAAAADj/4jhOO50rm5sLvGZdN8bD4QKveQYdpXE0Go3jnjWz8GmjtqgAAABw/qXt9sbGxiM3pxzdBakb9djRyWRy+F6V46qnjTaiaIEbVQQOAAAAzrl6tujRN6c8UjYc7mXZ6CFnhZw/J9E4Go1GNZkscNroI061BQAAgNC10rTb7S7qakVZ7mVZfgHWbhxU5Hmdcw7fq3J0dW8q83xRG1UWtjgHAAAAzqA4jtvtdtJazP/gL8ry7s5OPhye16mihyjyPNvbyxZadlppuqhL2aICAADAeZa222tra4uavnFne7vM8/N0IuyxTKqqKIq41UqSZP6rLfbIWFtUAAAAOLcWu3xjp9+fbUvFpc3NV155ZSH3sEAffPDBnSMf7LqvyPO9LNvfYzK/VpouZJeKwAEAAMC5lXY6i5q+kQ2Ho9FotrrxF3/xF88+++xCbmOB+v1+p9P5+Pr1476wzPO9BQWOBU7iMIMDAACA8ymO4zRJFrJ8ox4sOsOhsPXajTNYN+rA8dZbb33p+PdW5HmZ5wscxrGQSRxmcAAAAHA+LXD6xmAwGO7tTafTY71qv27cunVrbUGHjyxQnV2uXr26defObr9/rNdOqqqaTJrN5vzDOBY1icMKDgAAAM6hOI6bcbyQS9WbU457bMrBtRv9Y+aDx6a+sdnWcZRfDOOYX1EU819E4AAAAOAcaqXpcrebZdmtra2dfr+Y9dyT2TannOWdKQftl5cZGkdVVXNuVMmGw2w4vLW1lSTJ/LtUBA4AAADOoWYcJ0nSW1u7srmZJEmWZbNljizLymPOv7y/bpzZFRwHzdA46hNVZmgcddeoH1/Z3Ox2OsvdbjJf4zCDAwAAgPMmjuNOt7t/zEeSJO2lpTiOsywbj8eTyeSIkyOKstzd3c3H46O/9QPrxvPPP3/8X+Jx6Pf7B4eDzDCPoxFF7Xb7iJ9nNhwWZXm330+TZH1tLUmS/RcmSTLK8+O2pD+7k/Veb+YXAwAAwBm01OlcunTpgeenFGWZZVleFGmSdLvdw89Y2en3B/3+0adv3DN3o164UUeE5iJmnS7WdDq9du3a2heiKKq/vv3228c6O3ap01ldXT381NhsONzLsuVuN3r4+bI7/X62tzfzebELOCwHAAAAzpRmHD+sXCStVm9tbb90RFH0sMxRlOWxZot2ut1Lly71+/333nvve9/73n416Pf7GxsbaZo2Go35fq0F29ra2tnZefnllw9+89e//vWTTz45HA7vfLGF5JEOOf2kKMuiKOq0sd7rHZ6T5jyQReAAAADgXInjOD3Cn8p16ThkQcdxp290Op3vfe97D/xRs9lstVpnLXDEDzplpu4da2tr77z99hGvU+T57u7uPUszsuGwKIq8KJa73Subm0e5TrfT2csyKzgAAAAgqs9P6Xa7R3zywxZ0HHf5xuEaX1jI1RZiOp0u8GoHF3Hs70aph7we6zppkpRpOlvjEDgAAAA4Vw7Zn3KIgws6oijKi2KegZcXTX2cynGXbNxvnl0qZ27GCQAAAMzsiPtTHqbOHPWf2YtavnFB1D2oPvN15oskSdJ80MaZoxA4AAAAOD9aaTrnrMr6z+xDBmfyQEWe50Ux50WSVkvgAAAAgGj+wzhmGC9KrczzbDic8yLL3W6SpjO8UOAAAADg/JhtAMdBix0vymMjcAAAAHBOzDmAo1YPGWUG9ajROS8y8xgOgQMAAIBzohnHCxnAYX/KzObfpTLzGA6BAwAAgHNi/sBRlOVell2Q/Snr6+vr6+unfRcPkCZJfPzGIXAAAABwfsw5gCOKIuenzGNSVae1S0XgAAAA4JyY+YTRfc5PmdMpLn4ROAAAADgPFjJhlPktYAyHFRwAAAAwpwsygOMsm23OqMABAADAebCQCaOj0Whxd3RBTaqqKIrH/74CBwAAAOfBQs6IZX5VVeVzB44ZdhsJHAAAABBFUVQUhSNUzo7jnhQrcAAAAEAkcCzQpKqKspznCjMsxhE4AAAAOA+acZy0Wqd9FyzMceeM+m8PAAAAZ0tVVdPptH7caDQajcb+9yeTSRzHzWaz/uZkMqmf2Wg0ms1m/eBU7z3anzP6mHuTwAEAAMCFsLS09I1vfOPDDz/c3d194BPyojgLZ8ROp9MPP/xwOBxWVdVsNuM43tzcvHLlyvb29qefflpv33jmmWdWVlaKovjoo49Go1Gj0UjT9KmnnlpZWTkLgeNwL7/88vb29s2bN/cjzkIIHAAAAJx/S0tLb7755sbGxv/+7/+e9r08QqPReOGFF8qyvHbt2sbGRq/Xi6Lozp0729vbL730UhzHWZb96U9/unr1ah07nn322TRNsyy7fv361atX2+32af8Gj7C8vPzqq6++++67f/rTnxbYOMzgAAAA4Jyr68YTTzzx4x//uN/vn/btPNr+tpT6QVVVe3t7TzzxRKvVajabKysrvV7v9u3b0+m03qIynU7rTSuTyeS07/3RfvGLX1y7du3NN9/8yle+ssD1JlZwAAAAcJ7VdePJJ5985513Pvnkk8Vui3g86mzRarX2R2wsLS3duXMniqLBYPDxxx8nSVJV1crKygyHjzx+RVH85Cc/aTQab7755o9+9KNFreMQOAAAADjPWq3W5cuXG41Gv98PsW5EUVRPDy2/OHh1Op3med7pdKIo6nQ6V65cSdO0ntbRCuQcmTzPB4NBr9erh4Ys5L+LLSoAAACcZ3t7e++8805Zlm+88UYdBULR+EKr1VpZWbl9+3ZRFGVZZlm2t7dXV5s0TTudTqfTabfbSZKc/Qmjta997Wvf+ta3/v3f//33v//9orbVCBwAAACcczdu3HjnnXc2NjbefPPNUBpHo9Hodrv721J6vd76+vpHH3300Ucf3bx585lnnul0OnEcdzqden1HQJ5//vnvf//7//3f//3zn/98NBot6rJhrF0BAACAedSN49vf/nan0xkOh6d9O4/WbDYvXboUx3H9r/Vhsb1er54nGsdxvXyjfk4oCzfqWPPEE0/813/9169+9asF1g2BAwAAgIvixo0bd+7cyfP8tG/kSBqNxsGJofVelTRN73lOcMs3ptPp+++/X1VVVVWLvXJgHwQAAADMbDweHzLPMk2S/RUTzKMZx4ec55Ln+cLrhsABAADAOTGpquKLc0YIXVEUk2NGEIEDAAAAoiiKkiRpWsGxIMljP7BW4AAAAOCcKIritG+BqN6icgpv+vjfEgAAABbuuDsa7mcFx0LEcZw+fADHEeVFcdw5HQIHAAAARPWuCoEjXAIHAAAA54QtKmdBK00POULlKIqynGE9jsABAADAeTD/FpX6pNgkTRdxOxfanIFjNgIHAAAA50FVVfncKzhO5S/zc6YZx3MeoTLDGbECBwAAAOfHpKqKspznCuaMzmkhE0YFDgAAAC60SVXNOYbDnNE5tdK02+2eylsLHAAAAPB/lrtdYzhO12g0Ou4ZsQIHAAAA58ekqvay7LTv4uKK47jdbs87gGPWTUYCBwAAAOfEDP/b/37dTqdlBcdMFvK5zTaAQ+AAAADgXCnzPBsO57yIXSozm38Ah8ABAAAAC2PU6HEtZH9KFEV5Ucy2EkfgAAAA4PyYfwxHvQBE4Diuen/KnMf0FmU52/KNKIrmLSsAAABwdtT/878oyxmWEmTDYR1Hlrvd5W63zPMiz0/mNs+bOI6bcdztdrMsy4siTZJutzvLf4IsK2f9zAUOAAAAzpUyz4uiOPpf10VZFkWxl2V11+h2OvX397JM4DiiVpoud7tJq9VbW6s/0izL6pEcx8oceVHMfg8zvxIAAADOoElVFUURfdEpDlHvRqnTxpXNzXt+etxFHMOHDzedTqfT6fSI13k8Dr+lTz/99FhXa8Zx98AHXpeOOnMcfUFHvT9l5qNwBA4AAADOlaqqHrkQoN6NstztRlF0f9qodTudYy3iGGbZ22+//dprr/X7/X6/H0VRv9//3ve+V58MEkVRo9E4/m9zUqbT6WQymUwmURS99957a2trURTVX/v9/rECR5Kmyw86PGU/cxRFcXdn55GZY579KQIHAAAA51B9WGz3vkUchy/ZuN9xF3F8fP16FEVvvfXWwW/WseNsqltMXWFq169f/+Mf/3hna+uIV4jjuJWm93/U+5JWK2m1up3O/r6VpHZf6Zhnf0oURY31Xm+e1wMAAMBZE8dx2ukcTBj1ko00SZIkOeSv8fvd2trKh8Nj7Zv40rPP3tM4zqzr168/++yzB//1gw8+OHrdiKJoqdNZXV09+kf6sH0rRVneuXNn/PBtPo8Ut9vtmV8MAAAAZ9B0Oo3juNlsFmVZlOXdfj9NknqAaJIkx7pUo9HI8/xYZ5fu9vtbd+5cvXp1/zvvvffewY5wpiwtLdUPZqgbcRx3l5dXV1aO8ZJms720tNztxnGcZdl4PI7jOG42B4PBKMvmmVQicAAAAHAONZvNOI5H43GaJOtra0mSxM3mDNdJkiRutYqimKdx9Pv9K1euzPDuJ208HteBY4a6EUVR2m6vra3N9sHWpaPOHLuDQTWZ5OPxDNf5vwsKHAAAAJw/k6pqtlpXNjePu2TjARqNvCyPO//yYOMYj8f1/M6zpg4cs9WNJE07B07VnU2dOcqyLIqiKst5LjVLZQEAAICzrx41Ov91klZrudtN0vS4L/z4+vW33357/hs4IfXhKbPVjc9niz7o8JQZ5EUxz/kpn9+SFRwAAACcS5OqmjYaDzzB9LiSJJnU56oeZ6PKwXUc+6Muzo5+vz8ej2eoG/XmlI2NjUPOfD26bDgcj0ZHP6rmYQQOAAAAzq1GFMWt1gJ2qURRHMd5WU6r6riDMHf7/cHe3sGZo2fEhx9+eKwTYfclabrW67UXlGzu9vvFeDzPeNGaY2IBAAA4zzorKwfPi51HfdbscDCY5Ta63c584yoWbjgcDrPsuK9K0rS7vNxb0EiRbDjc3d2d53TYfQtYTAIAAABnVj2JY85ZmLX6ImWez7CfYphlM9SEs2axozeiKNrLsvmnb9RsUQEAAOA8W+AkjplPjT0f4jhOO531Xm8hozcWOH2j5hQVAAAAzrlFHadS63Y63eXlGQ5VCV0rTZe73UXVjcUu37CCAwAAgPNvsYs4oihqLy3NdqhKuJY6ndXV1YXs9Kllw+Fwb68sy0VdUOAAAADg/FvgcSq1C9U4Fl43irLcHQwWMlt0nyGjAAAAnH9Fnu9l2f6g0IWoTxLJomhRUyTOoHruxnK3e8/ntrKy8tRTT62srEwmk62trdu3b4/H46NfNlvo5pSawAEAAMCFUOb53vEDR5qmzz///N27d2/cuHH/T8934zhYNxqNRqfTmUwmzWbz1VdfvXr1aqPRGAwGzWZzdXV1MBh88MEH//M//zOdTh952aIsR4ubLbpP4AAAAOBCqP+iPtaRse12+2/+5m+++c1vbm9vv/vuu3/605/uf07dOEZxvNgNF6cuSdN6qmj9cSVJ8tprr7Xb7eXl5eXl5V/84hfXrl3L87zRaKytrX39619/4403er3ez372s0c2jrs7OwtfvmEGBwAAABdIPW00TdO4+ehDRVdWVt58883vfOc7a2tra2trly9f3tvb297evv+Z7aWlZrNZTSbRdHqUJQxnX1031nu99tLS599Jktdee+3FF18cj8f/8i//8tFHHw2Hw6IoiqIYDAY3btwYj8evvfbaYDDY2to65Mo7/f54NFrgbNF9AgcAAAAXSCOK8rJ85Ikq6+vrf/u3f/vyyy93Op0oiprN5srKypUrV/I8v3Xr1v3PT5Kk2WxOoqgRRaGPHU3StLu8fGlj42AGarVa3/jGN+rK0+/3d3Z2qgO/ZlVVd+/eXV5efuGFF377299OJpMHXjkbDrMsy48zrePoBA4AAAAukElVPfJElcuXL//d3/3dCy+8sPTF+oW6cSwvLz/xxBOTyeSzzz67f6VGkiRpmkaNRtRoVCewQuExSNK0PjBldWXlnh81Go319fXJZFIPE93e3r58+fIbb7zx5JNP3r17N8/zqqp2dnauXLly8+bNBw4crU9OKcbjE1rkInAAAABwsUyqqppMms3m/Y2j0Wh86Utf+vu///urV68+8KftdvuJJ56I4/jmzZv3r1OIm816u8q00ZhWVVjbVe7flnLQZDK5cePG7373u9/97nfXr19vNBr/8A//8OKLLz799NPT6bSeTjIaja5fv55l2QOvPxgMTmhzSs2QUQAAAC6cMs/3sixJkqT1Z38XT6fTzz777L333mu3288888z9LxyNRr/5zW9++ctfHvKHerfTSZIkS5LRaFTmeXXmd6zcM0/0YfI8z78YDtpqtS5fvtxqtRqNxubm5v5zRqPRA1+bDYfZ3t6JnjVjBQcAAAAXznQ6bURR1Gjcv1qh3oXx/PPPX7p0aTwe/+EPf/jZz3726aefrq6udjqd4XD461//+qOPPjr8+vVSjqWlpaKq4jg+s8NH9/ekrK+tHbJnp1698sQTT2xubu7s7NSfUpIkV65c2d7efv/996uq+vrXv/7UU09tbm5OJpPhnx8okw2Hu7u7JzR6Y58VHAAAAFxERZ5nUZQkySHLFsbj8Ycffvjzn/+81+s988wzGxsbx3qLpNW6srmZDYd7WTapqjO1mmN/1Ua95OQoL1ldXX3ttde2t7d3d3fLsvzxj3/8i1/8oqqq0Wj05JNPfvWrX93Y2Ijj+Kc//enBg1SKstzd3T2Jc2Hv8ehzcQAAAOBcKvJ85+7d7M+XG9SrFeoH0+l0PB6XZTkcDmceHtHtdK5sbq6urqadzlKnE8fx3Dc+lyRNOysrvfX1ek/KEevGdDq9fft2q9V67bXXms1mvWNle3u73+/neX7z5s3//M//XF1dXVtbOziZtSjLuzs7j6fsWMEBAADAxVXk+e7u7tFXMcysTgn1H/ynspojjuNmHLfSNE2Sw9etPEy/3//Zz372//7f/yvL8pe//GX9udU9aHNz8+WXXx4Oh/duTsmyx/abNtZ7vcfwNgAAAHBmdVZWDo7YbLVazz///Pr6+ng8vnbt2tbWVqvVqrdg5Hl+7dq127dvz/ZGRVlmWdbtdrMsy4viMZSO/a4RRVH9O97a2rpyYCzoca/2/PPPv/rqq81m8+bNm3fu3Inj+PLly5cvX75z584HH3zQbrcHg8Gnn34aRdFOv3/Sg0UPEjgAAAC46OI4Tjudg42j2Ww2m83pdDqZTOr5oPd/ZwY7/X63290/uqXuHXXpqM92WUjsqKNGFEX76zUOnhdTb8mZecVKs9ns9Xpf/vKXn3rqqVarNZ1OB4PB9evXb9y4MRwO649oOp0+5rohcAAAAED0wMaxcHXO6K2tPfBHRVEURbEfOyZVNfkidhxSPeqJHs0v5nqm2jK5AAAWaklEQVQ047gZx3XUeFjFmDNwfP5GzWaapnXgqO/8YPTZ3t4ejUaPs26YwQEAAABRHRHyL+ZHnFDjqDenPPBHSauVtFpRp1PHjiiK6mpQ/zT/4sH90iSJomj/hNeDKzUept6lMufvOJlMRqPRA39Ur914/OfFCBwAAAAQnXTjKMoyL4reo+pDHTs+/3pia0mWu91sODyJjnNadcMxsQAAAPB/6saxl2X3nx07p6Io0i/WWZy6bqezl2ULv+zjn7txUNxut0/ljQEAAOAMmk6nZZ5Xk0mz2UwWlySy4bDb7cbNs7LOoNFoFGW5qF+wKMs729vjxz534yBbVAAAAOBe4+GwXnbxwJmgx1WP1XjkdIzHKUmSLMsWsgsmGw73sqzM81OsG1ZwAAAAwINVZTmZTCbTaRzHc668GAwGZ2r5RhRFcbM5Ho8nk8mcizjqupEPh2VZLu7uZnGG6hEAAACcKUWeZ1GUF8U8x8cefbzoYzb//pRsONy5e/d0F27sO3OfLwAAAJwdRZ5PqmpSVTMfrZJl2dkZL3rQPOfFnpFtKQfZogIAAACHmU6nVVkWRTHbdpXdwWB1dfVM7U/ZN9uo0TNYNwQOAAAAOJJJVZVFUVRVo9E4ehEoynIymcy8vaXWaDQuXboURdH+nItGo9Hr9dI0zedLDEmS3O33l7vdIz6/KMvBYDDY3R0Ph/WqlrND4AAAAIAj2T9BtqqqIy7lWMh40aWlpR/84Adf+cpXPvnkk7IsG43GM88889Zbb02n05s3b85z5WMt4siGw93B4HTPgj2EwAEAAADHUJVlWRTjPH9k5ijKsiiKOZdvRFFUVdXe3t43vvGNJ5988rPPPrty5coPf/jDra2t999/v5p7GcXnR9geGjiy4fBuvz/c2zuDCzf2NdZ7vdO+BwAAAAhPkqatND3kgJWdfr/b7SYLOj/l6aef/uEPf9hqtabT6aeffvqjH/1oPB4v5Mq3traubG4+8EfZcBhF0e7u7qSqzubCjX1WcAAAAMAsJlU1raqyqh62lGN3MFhdWVnU2w0Gg62trS9/+cu3bt1aYN142C6VbDgsynIvy4Z7e/l4fGYXbuyzggMAAADmEsdxK03b7fbB9RpFWWZZ1ltbW+x7LS8vl2W5wLpRO7iIo161cQbPSTmcwAEAAAALUGeOZhzXm1YWuz/lpNVRoxZc2qiF8UEDAADAGVdVVTUcxnE8qaq9LIui6KiHr54BRVHkRVHmeRRFwaWNmsABAAAAC1NnjnpBx52qarfbSe1MLuU4uBtlUlXzn8lyis7i5wsAAAChq0tHmeetNI2iqJ7QEUXRWSgdB7tGuEs27nH6HysAAACcV/sLOso8H41GdemIoujxj+coyrIoinOwFeVhBA4AAAA4cQdLRxRFo9GoGcdpktSx44RWdhyMGvtvfc66xj6BAwAAAB6fes5FHTvyOK5jRxRF+70jOfD1iOGjKMt6UOjn//pF0ZhUVf1P0MM1jkjgAAAAgNNxMHbs947mga8HHxxiUlX7X+sHF6Fo3EPgAAAAgDPh895x8drEQjRP+wYAAAAA5iVwAAAAAMETOAAAAIDgCRwAAABA8AQOAAAAIHgCBwAAABA8gQMAAAAInsABAAAABE/gAAAAAIIncAAAAADBEzgAAACA4AkcAAAAQPAEDgAAACB4AgcAAAAQPIEDAAAACJ7AAQAAAARP4AAAAACCJ3AAAAAAwRM4AAAAgOAJHAAAAEDwBA4AAAAgeAIHAAAAEDyBAwAAAAiewAEAAAAET+AAAAAAgidwAAAAAMETOAAAAIDgCRwAAABA8AQOAAAAIHgCBwAAABA8gQMAAAAInsABAAAABE/gAAAAAIIncAAAAADBEzgAAACA4AkcAAAAQPAEDgAAACB4AgcAAAAQPIEDAAAACJ7AAQAAAARP4AAAAACCJ3AAAAAAwRM4AAAAgOAJHAAAAEDwBA4AAAAgeAIHAAAAEDyBAwAAAAiewAEAAAAET+AAAAAAgidwAAAAAMETOAAAAIDgCRwAAABA8AQOAAAAIHgCBwAAABA8gQMAAAAInsABAAAABE/gAAAAAIIncAAAAADBEzgAAACA4AkcAAAAQPAEDgAAACB4AgcAAAAQPIEDAAAACJ7AAQAAAARP4AAAAACCJ3AAAAAAwRM4AAAAgOAJHAAAAEDwBA4AAAAgeAIHAAAAEDyBAwAAAAiewAEAAAAET+AAAAAAgidwAAAAAMETOAAAAIDgCRwAAABA8AQOAAAAIHgCBwAAABA8gQMAAAAInsABAAAABE/gAAAAAIIncAAAAADBEzgAAACA4AkcAAAAQPAEDgAAACB4AgcAAAAQPIEDAAAACJ7AAQAAAARP4AAAAACCJ3AAAAAAwRM4AAAAgOAJHAAAAEDwBA4AAAAgeAIHAAAAEDyBAwAAAAiewAEAAAAET+AAAAAAgidwAAAAAMETOAAAAIDgCRwAAABA8AQOAAAAIHgCBwAAABA8gQMAAAAInsABAAAABE/gAAAAAIIncAAAAADBEzgAAACA4AkcAAAAQPAEDgAAACB4AgcAAAAQPIEDAAAACJ7AAQAAAARP4AAAAACCJ3AAAAAAwRM4AAAAgOAJHAAAAEDwBA4AAAAgeAIHAAAAEDyBAwAAAAiewAEAAAAET+AAAAAAgidwAAAAAMETOAAAAIDgCRwAAABA8AQOAAAAIHgCBwAAABA8gQMAAAAInsABAAAABE/gAAAAAIIncAAAAADBEzgAAACA4AkcAAAAQPAEDgAAACB4AgcAAAAQPIEDAAAACJ7AAQAAAARP4AAAAACCJ3AAAAAAwRM4AAAAgOAJHAAAAEDwBA4AAAAgeAIHAAAAEDyBAwAAAAiewAEAAAAET+AAAAAAgidwAAAAAMETOAAAAIDgCRwAAABA8AQOAAAAIHgCBwAAABA8gQMAAAAInsABAAAABE/gAAAAAIIncAAAAADBEzgAAACA4AkcAAAAQPAEDgAAACB4AgcAAAAQPIEDAAAACJ7AAQAAAARP4AAAAACCJ3AAAAAAwRM4AAAAgOAJHAAAAEDwBA4AAAAgeAIHAAAAEDyBAwAAAAiewAEAAAAET+AAAAAAgidwAAAAAMETOAAAAIDgCRwAAABA8AQOAAAAIHgCBwAAABA8gQMAAAAInsABAAAABE/gAAAAAIIncAAAAADBEzgAAACA4AkcAAAAQPAEDgAAACB4AgcAAAAQPIEDAAAACJ7AAQAAAARP4AAAAACCJ3AAAAAAwRM4AAAAgOAJHAAAAEDwBA4AAAAgeAIHAAAAEDyBAwAAAAiewAEAAAAET+AAAAAAgidwAAAAAMETOAAAAIDgCRwAAABA8AQOAAAAIHgCBwAAABA8gQMAAAAInsABAAAABE/gAAAAAIIncAAAAADBEzgAAACA4AkcAAAAQPAEDgAAACB4AgcAAAAQPIEDAAAACJ7AAQAAAARP4AAAAACCJ3AAAAAAwRM4AAAAgOAJHAAAAEDwBA4AAAAgeAIHAAAAEDyBAwAAAAiewAEAAAAET+AAAAAAgidwAAAAAMETOAAAAIDgCRwAAABA8AQOAAAAIHgCBwAAABA8gQMAAAAInsABAAAABE/gAAAAAIIncAAAAADBEzgAAACA4AkcAAAAQPAEDgAAACB4AgcAAAAQPIEDAAAACJ7AAQAAAARP4AAAAACCJ3AAAAAAwRM4AAAAgOAJHAAAAEDwBA4AAAAgeAIHAAAAEDyBAwAAAAiewAEAAAAET+AAAAAAgidwAAAAAMETOAAAAIDgCRwAAABA8AQOAAAAIHgCBwAAABA8gQMAAAAInsABAAAABE/gAAAAAIIncAAAAADBEzgAAACA4AkcAAAAQPAEDgAAACB4AgcAAAAQPIEDAAAACJ7AAQAAAARP4AAAAACCJ3AAAAAAwRM4AAAAgOAJHAAAAEDwBA4AAAAgeAIHAAAAEDyBAwA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