BUTTON OPERATED ELECTRO-MAGNETIC GEAR SHIFTING SYSTEM FOR TWO WHEELER
SYNOPSIS
There are disclosed an automatic gear change control apparatus for an automobile and a method of controlling such apparatus. A rotational output of an internal combustion engine is connected to drive wheels of the automobile and a load device.
When a gear shifting-up of an automatic transmission is to be effected, the load applied by the load device is increased, or the load is connected to an output rotation shaft of the engine via a selectively-connecting device, thereby reducing the rotational speed of the output rotation shaft of the engine to a required level. In our project, two electro magnetic coils are coupled to the gear rod of the two ends. The two buttons are used to activate the electro-magnetic coil so that the gear will be shifted.
INTRODUCTION
A method of controlling a gear change of an automobile, said automobile comprising an internal combustion engine; an automatic transmission connected to an output rotation shaft of said engine so as to transmit the rotational output of said engine to drive wheels of said automobile through any selected one of a plurality of gear ratios; a load device selectively connectable to said output rotation shaft of said engine via selectively-connecting means; and means for generating a gear change control signal for selecting one of said gear ratios of said automatic transmission in accordance with one of operational conditions of said automobile and said engine said method comprising the steps of controlling said selectively-connecting means when said gear change signal-generating means generates the control signal for shifting up the gear in said automatic transmission, in such a manner that said selectively-connecting means connects said load device to said output rotation shaft of said engine.
An automatic gear change control apparatus for an automobile, said automobile comprising an internal combustion engine; an automatic transmission connected to an output rotation shaft of said engine so as to transmit the rotational output of said engine to drive wheels of said automobile through any selected one of a plurality of gear ratios; said apparatus comprising a load device for applying a load; means for connecting said load device to said output rotation shaft of said engine and for generating a gear change control signal for selecting one of said gear ratios of said automatic transmission in accordance with one of operational conditions of said automobile and said engine; and load control means for increasing the load of said load device when said gear change signal-generating means generates the control signal for shifting up the gear in said automatic transmission.
ADVANTAGES
It requires simple maintenance cares
The safety system for automobile.
Low cost automation Project
Replacement of parts is easy.
The system is complicated one.
APPLICATIONS
It is very much useful for Car Owners & Auto-garages.
Thus it can be useful for the two wheeler application
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAhUAAAKOCAIAAACeJ3ypAABpxklEQVR4nO2deRwN9f7/j60SLpEtslWyXcpOSGUpa10iRLJlLbso0ialRfYtyRZu2Uq6lSW7SJIskaWSFCFLyPJ7fc/c5jd3tjPnM/uc1/OP85jzmTmf/fN+fd6fz8yc9FeuXIkRQgghSZLe7wwQQggJJdQPQgghIlA/CCGEiED9IIQQIgL1gxBCiAjUD0IIISJQPwghhIhA/SCEECIC9YMQQogI1A9CCCEiUD8IIYSIQP0ghBAiAvWDEEKICNQPQgghIlA/CCGEiED9IIQQIgL1gxBCiAjUD0IIISJQPwghhIhA/SCEECIC9YMQQogI1A9CCCEiUD8IIYSIQP0ghBAiAvWDEEKICNQPQgghIlA/CCGEiED9IIQQIgL1gxBCiAjUD0IIISJQPwghhIhA/SCEECIC9YMQQogI1A9CCCEiUD8IIYSIQP0ghBAiAvWDEEKICM7rR9q0aVUhmTNnvvnmmxs0aNCnT5+sWbMqL7t8+bL1eGwip7V06dJ333133bp1R44cuXLlSp48eapWrdqiRYv77rtPlXqaNGm++OKLcuXKGWXPJP/JpiWTPn36HDly3H777a1bt8aVutfolk4bz3XXXVe6dOnmzZu3a9dOG8PFixfz5cv322+/IbnDhw/jeotpiYHKzJIlCzrArbfeWr58+WbNmt12220m11vMhlETWKkx+Xjz5s0zZ85ctWrVjz/++Mcff2TLlu2f//zn8uXLrWRAi3nNW+kSwshp9evX7+WXX9Ze0L9//1dffVU6Nqo6o46h5T//+c+8efPWrl37yy+/nDt3LmfOnBgsjRo1atmy5TXXXBNLfhw51fd0i6bbyg0bNmzfvj1slHAZrWRbzk/Cuk12FPuLF/7H6dOnt8aZMWPG6tWr8+fP70Giuvz6669ohs8//1wZuC8OOlbNmjXRUa6//nr5FIZ33759V6xY4UFaMuhhsCwfx8E17733Xrp06QQygHjQTZfFmT17NszW1VdfrbwAIbgAB8eOHVuyZEnjxo0FUrEOKvOPOBi9n3322fDhw++6666pU6cWLFjQ1XTNQX5gPt5//31lIKpFWDxixjUv3CUEmDVrFmoYhlsZCCuG/CT8rZWO8fPPPz/00ENr1qxRBh6Ks3jx4kGDBo0ZM6Zp06ZSuJ1x5AgmrQyee+65sWPHojiqXyVVRoskO+gSjmJ/cUs/ZL3FAawhxsyAAQMOHjz45JNPYqgIxCNj0XHRXoAGq1Klyv79+7Nnz967d2/MIIoUKYIBhhD0htdee23lypW4ABMlCL70E8w1kHOcxcXW8yyWlpxhzHEOHDgwffp0XLZo0aLRo0f37NnTqDa0yNecP3/+hx9+mDNnDuwIkkNs6PHKK5EEPosWLfrdd9/hWO7K1us82bZA0Y4fP759+3ZI49tvvw2Dgqnc+vXrb7nlloTFMYrcHPMag1nB3H/Hjh1opu7du9evXx85wVT0999/x3Tngw8+mDZt2pkzZ1Sz44T1oFvzAl1CGLj7e/fuhUjXrl1bGY4Q2ESUcc+ePSY/N+oYMpiJV6pUCWa0QIECjz/+OFIpVKgQJuNHjx798ssvURyMcfiXcoUkO46s9POYQXNoe4WVVoYzodKPZMtoMdsJ61YVVcJR7C+u+x9ozrx586JtbrjhBsyw4Ay6naIRbdu2xViFxwrjhSzJ4SXi4Ox999339ddfw0lcsGCBdGrIkCE9evSA8qHPJeUECKQlgz5arFixYcOGYdT16dMHTpusH0mBeQrGyeDBg3PlytWlSxd0QWXPO3HixIcffohCzZ07t3z58pgKwbLbt1zmoGh542A09u/fv0mTJuvWrXvwwQcxjF1N1wjUP8xKhQoVYERQS3I4juvEGTp0KCxOstHq1rydLpEsrVu3fuaZZ2CeVPohGS+cRcc2+q2VjtGqVSsY1nvvvRcOk3LlB+VqEOeFF15Q1pvwOHIEsVZOtoxWEBh05qPYd7zbP5dWP//880/PUlSCaR1aK0uWLJg4KEevTJ48eTDZx/DG5+bNm6XAzp07w0XdvXv3xIkTu3bt6mpaWlq0aAH9QOoW0zXigQceQM/7/vvvlYHowZjawGaVKVMGVgZGDV0Tl9lMyzq5c+dG/cB0btu2beHChffff79nSUug5ufPn485KbKhNCtKcuTI8e677wonIdd8sl0CxkU40VhcIWAToUNwnjJlyiQFnj59GvUMj8dcPxJ2DHgScBzz5cuHK422DVCfMLvyV7Fx5AhirSxQRivYGXS6o9h3vNOPLVu24BM+u2cpKsEsHp+dOnUyWW2Ho/rYY4+9+uqr0sUAM4WXX34Zpu3ZZ5/FqMP4dy8t97hy5Qo+M2TIoAyUpqJt2rSRPtGVEeKlfgBpPQG2DGPbe/2Qah5FhpK5lIRc88l2CZv6UahQoWrVqq1evfr999+Xmhjg+OzZszVq1DDfcErYMWDy8NmtWzeLwyEmOo4cQayVBcpoBTuDTncU+47r+oFi//rrr6tWrerfv38s3pBup6gLxhI+E+5WNWrUCANYulgOufPOOzEfeemll4YNG+ZqWiqkOVHRokWtJGrCe++9h89bb71VDsEsZv369f/4xz8kq41PHG/cuHHPnj0mWxFuULduXejHhg0bvExUAn0Snw0aNHAvCbnmneoS1oF5QjwwT7J+KI2XEVY6xtq1a/GpWhlLiMA4cgSxVhYrozk2B512FAcBt/RDu4uVP39++LB+6cePP/6Iz5IlS5pfJl0gXSyDIV2xYsWRI0fC9bZy85idtGJ/759j3iTdZ/nwww/Lp4x2jHU37qSdN4jQ8OHD8bVjx47yKcmUPPjgg9K9HNdcc03Tpk2nTp2K8Oeffz5hAVUklSsVN998Mz6PHDniRuTmP5dq3o0Bqa35AQMGxGx0CQHQuD169Fi5cuVPP/2ETotPHKOhEW7yKysd49ChQ7G/Gy4prI8jm42uRKyVxcponm2xQWcyioOAd+tXP//88+LFi2vVqmV/Qi3AqVOn8AnBN79McldPnjypDCxXrlyLFi1mz549aNAgqRO4kZZu58O86fHHH0+YohJtPOnSpevVq1eHDh3kEMmpV05FcYyuPHPmTAH9sINUS1KNecwff/wR+7sVHMGk5qVFf7HuJwbSwpR/3rx5aNMnn3wSLX7lyhU4QObltdIxpMbS3RUwvyMu2XHkCGKtnFQZLapaUoPOyigOAq7fvxuLT6j3798P/wt+q3SH4k033eRSukagAx0/fhydyfxuB6nfZM2a9dixY8pw5Hz+/PmzZs1CE95+++2uppU+ffrs2bPfdtttD8dRnhKYfwF4x0oRgkcP/6Zw4cLVq1eXA2vUqFGoUCGE4yyOk4pfLFcS0vA2Max2Ijf/ORL9/fff0QrZsmWzk4QJcs0n2yUcSR3mCfoBsyXpRyzR4pXFjmGn3iyOI5uNrkQst2K/Msm2/UGnGsUBwQv/A55a8eLFBw8eDKe1ffv2zzzzDCQXcnrp0qW//vpLd0cI4bG4JXUqDzfeeCMG8LffflutWjWTy3CBdLHKphcoUOCJJ554+eWX+/btu2zZMjfScmrMyPEgD5s2bUK147N+/fpbtmy56qqrYn/70SplkkJeeOEFnE1WP+wgPYjg3g62Cah52Ijdu3dXqlTJkQhNaj7ZLqE9JTDtrVu3Lip2586d48aN27VrF44RYnK9xY6BUWxUb8os6foiSY0jRxBrZTtl1CXZQZdwFAcET99/1bRpU+iHtD2IidjRo0ePHDmiuxL6yy+/SNc4lTRkX7pP1HwAL1q0SLpY+0QCnO633nprxYoVH374ofl2nP20HAG1V6dOnapVq5YrV27Hjh0jR47s378/fEFpI+75ONpf4eyYMWPkFzO4jfQ8UOXKlb1JTglG7Ndff43WdEo/ZLQ1n2yXcCQbmKK1aNECqcNY42vLli1N7J31jiGV5aOPPhKrN+vjyBHEWtlmGVXYGXS6o9h+lpzCh/cnSo/vlyhRAl7bmjVrtK8NANI7AxLuN1qnVatWY8eOnTx5co8ePYzuX/zhhx8mTZoUi98+P3r0aNXZLFmywHOSHoMyf1WR/bQcJHPmzKNGjUKGX3/9dUz9YMKkJSMjcBbX6DaK42CKh2ETi9+c40FyKjD1Q82PHz++e/fubjhAypqfN29eUl1Ce1bMPW3Tpg0sDuxXLNHilfWOAR1CWeDTdOvWzeiJChOsjyNHEGtlm2VUYX/QqUZxcF5h4ql+/Pvf/479/QgIph7Qj1deeaVJkyaqJawLFy6MGDECB/DXnEoaM1zU/tKlS2GqVA8AS8ATaty48alTp/BpdPd9586d0Rd37twJQ+B2Wg5St25dpLJ58+Z33nkH3RQhGBgoi/bKCRMmdO3aFd60B/qBSoA/islE6dKl3X71li4VKlS4//77USFI3ejhMigcLIjwI4Ryze/atcuXLnHbbbeVKlVq+/bt//znP8uUKWNypbTAYqVjVKlSpV69epibN2zYELWn+zikORbHkSOItbL9MiqxXrcmkShHcadOnezkx0G80A/owb59++Cjvfjii/j66KOPxuLPUr355ptbt26Fqzh48GA0WNasWU+ePLl+/Xq4eAjPly+fszerTZs2rWLFit988w3GUu/evdGfJCXbv3//Bx988Nprrx09evSmm26aOnWqUQzSY1APPPDA0KFD3U7LWfr169e8eXOo8oEDB6666iqjnorwnj17fvrppzBnbkzJz58/L73/Cpb07bffPnHiRPbs2SXX3heQB1j2L774Ap4uLAjmNEWLFs2UKZP8ZiRccObMGTuPoEs1j2kjZkuVKlXyvkts27Yt4TVobjS69Y4BY4eybNq0CfXWoUMHzPNwcN1118FJwoQANk71pkIV1seRI4i1ss0yyiRbtyZRyX0JhlH1Zky/8O75DwmpsmLxOxwWLVqEtkS7QuRVl0HwcTbh/Y5JkTNnTohTs2bN1qxZ83Qc1QU1a9acO3eu+aYLhn2NGjWkh5LcTkuLyfq1+foGnDxYK+nlByiC0V0lCEeLSHfIwMbZz5X5BVbevyscecKzqDFMWdatW9euXTvMMZ+Lo7omR44cU6ZMMc+AOVLNf/fdd+vjON4lHAHNfenSJesdA6q/cePGtm3bfvjhh6/G0f6kcOHCcDKMdjjMx5FwP9dFrJWtl9FKth0ZdHJfgiPli8uuxQv/A9oLXYUjicZQ9qeyZct+++23cOuWLFmCCQKc9yxZshQvXhxSD4fOjbsq8+TJgy6L5DDXwGCWHltD3qQ/YIDHaiUS9CRMTKTXCbidllOgZ6NrSq97M18Hx1l0ZUy+rOuHRTBjypw5M5oVsz90hoT//+ENyA/Ki2nmjBkz0F4//fSTdNcmvIRGjRq1b99efn+UGHLNw/mDcgSnSyix8mi6qmNIb5SS6m316tXSP2qgrvLly4fRAeuGkW4u7RbHkSOItbL9Mso4MuiUfSmy+pHUBAGzrafiOBh/wgvqxxGOpHz58pismf/cqbQcvKZrnISRYDhp4zGK2cH79D2OXEWFOAkvE6sHVc1b6RLCWKw01WVW7gDU7RgJ6y3ZcZRUo+tebBKDxVYW+JXNvqqsW0dGsWfw/2sJIYSIQP0ghBAiAvWDEEKICNQPQgghIlA/CCGEiED9IIQQIgL1gxBCiAjUD0IIISJQPwghhIhA/SCEECIC9YMQQogI1A9CCCEiUD8IIYSIQP0ghBAiAvWDEEKICG7px/LlyydPnrxhw4ZffvnlypUruXLlKlGiRI0aNe6///5SpUrFTF9zL/0lCy6QD1Sn7KONM02aNF988UW5cuVM8qMK/89//jNv3ry1a9eijOfOncuZMyd+3qhRo5YtW15zzTUmqetWzs8//7x9+/Z77rnn008/1f1VrVq18MNmzZrNmTNHN4ZPPvkk2XrQRa75WPwvM19++WXtNf3795f/kc38HwvMm0z526VLl7777rvr1q07cuQICpUnTx7pj5Xuu+8+o9jSp09/3XXXlS5dunnz5u3atdOmlVSH2bp1K6JShvzwww+FChWSjr/99tvixYsrz27btu22224rWLDg/v37kyqFCiSBhOykbtRFZVRjygQr18hXmqRlnYSNSAKL8/qBMdO1a9eJEycqA3+KAwOn/dvOgIBs9+3bd8WKFVYuhq1/6KGH1qxZoww8FGfx4sWDBg0aM2ZM06ZNdVMxqhzpeNmyZePHj+/SpYvqh+PGjYNmQCcQM86axOAss2bNGj58uOrPlmE4Zs+e7WAqv/76K2zH559/rgzcF2fmzJk1a9aETl9//fXaH168ePG3335bFgdZgu2++uqrhbOxatUqlQVfvXq1fIzmVllwKcN33nmnzVIgBul/8eykHl6cbUTiJc7rB8wfrFvGjBl79uwJI1ugQIFrr70W/QOTa/T4hQsX7ty502YSFv/tS3dSZjS7gfeA7MH6w4EwjxZT/kqVKkEqULTHH3+8du3amCTC4Th69OiXX36JGGAs4CXoZtK8cmBEIAOY2t97772FCxeWfwUDNGDAABzgt7BB5tWLiaqVGrBShzfffPPevXs/++wzlFEZjhAo6C233LJnz56EkUiYJHfs2LEqVapgEp09e/bevXuj/osUKQLFQggq87XXXlu5ciUugHco/ze4HNv58+cxSYdDBpHDZbgY4m2erm7x33rrrY4dO6ICpb/4lZH+oBv5QRPAguMa5VmlBRcohQz8cjS9ndSTxebfWVpxEaw4Q9LXhI1IAovz+iFNjd955x3lBPyGOHXq1HnxxReD6Z8OGTKkR48eMNP169dPly6dyZWtWrWCeMDEw5RnzpxZDs+bN2+DOC+88ILKEMgkrJyHH34YU7BHH30UA0k6C5cFX8+cOYN0GzduXKZMGfMYxKtAQ+vWrZ955pnp06er9EP6u2ycRaXZT6Vt27Ywsv/85z8//vhj1KEcXiIOzt53331ff/11u3btFixYoPotJqqQscGDB8Mzg1sGGyRmeiQrrJzvS0ghUPTOnTtrz0r2XfqtnVLYTz3UONWIxHuc14/vvvsOnw0bNnQ8ZlfBEB0zZszu3bth4k3+YRiTvhUrVuTLl2/u3LlK8VCCYQBp0T2VsHJGjx6N+GEa3nzzzSeeeAIhOIDtgEnCKSsxOAgUYujQobB3UK9MmTJJgadPn4aXg5m1I/qB+fiSJUuyZMmCSbrS7MrkyZNn0aJFsMv43Lx5s1E8DzzwAEzP999/L5YNeFpI/fDhw7t27SpWrJgUCIcSX1FwWH9MLA4cOACvCzotnd2xYwcuQE+Af5BsKcqXL+9g6mJFDiA2G5F4j/P6kTFjRjikmIvJIyEUwOd4+eWX77///meffRaWEbZA9zJMjvDZrVs3owvMSVg511133aRJkyAPmILVq1cPIU899RQ+J0+enC1bNisxOEihQoWqVasG9Xr//ffbtGkjBeL47NmzNWrUKFiwoP0kZsyYgc9OnTqZxFagQIHHHnvs1VdflS7WBV4aPjNkyCCcE5QIcwIot1yx0pS/cuXKV111VZUqVeBYIKR58+bSWWn5CL8SKIVKP2ymHhnsNyLxGOf14+67754/f36HDh2mT58erslRo0aN7rzzTozMl156adiwYbrXrF27Fp+q9RzrWKmc+vXrY8o5bdo0fGJE/fnnn48++qikJRZjcBDIBswW0pL1Q1q8kr/aRLKSjRs3Nr8MTQPLq13DkXnvvffweeuttwrnBE0PC47Whwwo81a9enXpExZ8zZo1KguuXHqyUwo7qUcG+41IPMZ5/Rg+fDimUevWrbvlllvKli1btWrV0qVLY8KFT+VtPHZ2QXR/a3FT3RwM74oVK44cObJr16758+fXXnDo0KFYfMFBLH6LlYMMfPbZZ+vXr8cxsvHGG28kG0NCjOpfVY0PPvhgjx49Vq5c+dNPPyEn+MTxNddcg/CkCm7UZD/++CMOSpYsaf5z6QLpYiXS1uu7776LasFX1Q5zUkhzeWlTQUI6lsIlO640/crtB5ulsJm6jPUxZaX1LfYQO0lIONiIxGOc1w/Y1q+++mrIkCGYT30ZRwrPkycPZs39+/d3PEUHKVeuXIsWLWbPnj1o0CBpoq3i1KlT+NTd+dAOGO1QSVg5Usz/+Mc/pkyZcu+998bitwbha7IxOAWSxqx53rx5M2fOfPLJJ2fMmAGXCBNtseU7LVJ9Kguoi5TcyZMnpa/aqk6XLl2vXr1QA8I5KVGixPXXX4/5wb59++DYnT59+uuvv86QIUOlSpVwFrOKq6++evv27X/88Qdy+9133/3yyy+5c+eWJstipXAq9ZDiRiMSj3Hl+cF8+fLB6o0ZMwYzaBi4b775ZsOGDXv37n3hhRckFzVm7+5AR1wNI4YNGzZ//vxZs2ahK99+++2qsxi9v//+O+yFtBshgHnlYF4pPSJQp04d6XrtWpnFGMyxXodt2rSBfkA5JP2ICS1eGSUHk3r8+HGYRe1drUokA501a9Zjx47pXgBv7PHHH082VyowzV+wYAEqEBZ87dq1ly5dqlChQsaMGXHqqquugpOHQHh+0HXV9kOypXA2dRnrY8rm/btWEPi5I41IvMTF95eg698dR/q6efPm1q1b79q1y70UHaFAgQJPPPHEyy+/3Ldv32XLlqnO5s+fH/qxe/duaWKoJKnn5I0qB37PpEmTrOTTfgwWqVu3Lqa6O3fuHDduHOLHMUKcivzGG2+E5f3222+rVatmcpn0UAsulvRDrmr8dtOmTYMHD8Zn/fr1t2zZAlMrnJk777wTFhzWuW3btsrtBwkcw4IjXLbg8vJRsqVwNvWQ4lIjEi/x7v1XmEBhUq+98ySAwARjgr9ixYoPP/ywQYMGylMYxtu2bfvoo4+0+mEHuXIWL14sZv3tx2BEunTpWrRoMXLkSAgqvrZs2dLBJ3ik+ly4cKG55V20aJF08datW5XhmO/DUatatWq5cuV27NiBTNpZIJUssrS1oNx+kLM6fPhw6aUDKg8g2VI4m3rYcbYRiZd4+v7EEiVKeJmcMFmyZHnmmWekxwlVry2C9Rw7dixm4t26dcuVK5eDiUqV88cff/gYgxFt2rTBqD537lzMuTuvJFq1aoX6nDx5Mmrb6ObXH374QVJEOFjSQzAqMmfOPGrUKLTU66+/Dt9R+O0XpUuXzpYt2/79+7///nvMhdOkSXPHHXfIZ3EM4UQ4XLFDhw7lyJFDepObQCmcTT0aONWIxEs81Q9M0LxMzg6dO3eGqcJYhVFQhlepUqVevXrwPxo2bIji6D4sJoZUOcJ3djkSgxG33XYbrNX27dv/+c9/Sg/AO0XlypVhMpYuXdqoUSPVk9sSR44cady48alTp/Bp4rzWrVsXZzdv3vzOO+/It8AmC0w2HAg4nSNGjDh//jwKq9zl+sc//oFKgJ8hvThS6UY4Ugrh1CODI41IvMR5/ShWrBgsLLzRkiVL5s+fP1OmTCdOnMCsas6cOWPGjHE8OZeQHid84IEHhg4dqjo1ffr0SpUqYSaIAnbo0KF+/fo4gA9++fLl3377Db3//fffN4o2YeUkvPnEfgxiwHK5ES2YNm1axYoVv/nmG1jM3r17w8JKz7WgUB988MFrr7129OjRm266aerUqebx9OvXr3nz5pi9duzYMalbmZXUqFEDFhxZiuktEEnrVDNnzoxpth8cKYVw6pHBkUYknuHK+0vAyJEjdc+2a9cuoSEICDABGMPKW/IlsmfPvnHjxrZt22KovxpH+9vChQvrrrQkrByjF2c5GIOEyR6Gq7e3acmZM+f69eubNWu2Zs2ap+OoLqhZs+bcuXPNb20CTZo0gclG5SxevDjho3xGSHb5woULMb05PkLGjh37119/xTQW3JFSCKeeLFZaP+Eul/kFYptkjjQi8Qzn9WPXrl0fffTR2rVrt2/ffujQoT///PPaa6+98cYb4eO3adMGFjks+hGLP04IV0N6rYISSAj6N1yQGTNmrF69+scff/zjjz/gCuTLlw/Xo983aNBAd/wkrJyEWbIfQwDJkycPdHrJkiXvvvsurPCRI0cQmDt3bumfM+Rn781BhWPiD/kcMWKEsOkpW7Zs5syZT58+HTOw4NJB1qxZtet49kthJ/Vo4EgjEs9wXj+KxunZs6fRBQmnt/IF2iuTmhrrXpxUnOXLl7906ZLR2QpxrOcnZqFyEmbMfgwO3vvv7GME9ePYia1rHDsxpEuXzuQGhLx58yYsjpVSOJ66nTElEJurWGlEEhD4/7WEEEJEoH4QQggRgfpBCCFEBOoHIYQQEagfhBBCRKB+EEIIEYH6QQghRATqByGEEBGoH4QQQkSgfhBCCBGB+kEIIUQE6gchxF34JnYv0b7v1T2oH0GBY4xEFS8tGvESM/2gRfMSjjFCSLgw0w9aNEIIIUZw/YoQQogI1A9CCCEiUD8IIYSIQP0ghBAiAvWDEEKICNQPQgghIlA/CCGEiED9IIQQIgL1gxBCiAjO68dXX301ZcqU2bNnnzx58vLly6qzadOmlY+vvfbaggULtm7dum/fvunTp8cp7fWqn9ihSZMm//73v7WR6yYqwOrVq8eOHbt8+fJz584VLVq0e/fubdu2NbpYLtQ111xTpEiRTp069ejRI02aNAKFvfrqq/Pnz9+0adPBgwejSqXA6dOnjx8/fvv27TguVapU586dH3nkkZi98i5evBjRrly58sKFCzfddFOHDh26dOmizfCWLVvefPNN1Mbhw4dRogIFCtxxxx3t2rWrXr26Nk4pM6dOncJluHj//v1Zs2aVTskx6xbQOocOHULSBw4cSKo36ubKqa4Y0xSqZcuWVatWRZ9RXjN69Oj169djKJnEo82Sspi6GcYFCDcfDiaNKMcvHAk+TUqk4qOPPho1atSmTZvOnj1bvnz5AQMGNGjQQFs6bfPFDPoV+OSTT1C3GzduPHHiRI4cOZCf+fPnK+vt2LFj9957b+PGjZ9++mltlgoXLowYbrnlFunrlStXSpQosXPnTvmC7777Dj/X7XIx414ktYvRKd1w33FeP9CEDz744Nq1a2G2dC+Q6wIdYseOHegQv/zyy8iRI03iVHZZoyYxv0ZqGPR15C2JwiTDnXfeeddddy1cuLBs2bK7d+/u1q3bjz/+COtgdL2UyfPnz2/evPmxxx67ePFi7969Y6Z9RbeYf/31F/orhg1+PmHCBIR07doVdmf48OHVqlXD4EFboJIxWsaNG2engJMmTWrevDkG8/XXX79nz55evXrt3bv3jTfeUF4DezFx4sRBgwYNGzYsd+7cx48fX7FixcsvvyyJh1HR5syZU7du3auuugoHqApVFWkLmBQQuWeeeebRRx/VPWvSG7W5Uplm3W6WsB/qFgpNU7ly5Xr16mEyIV25b98+TEc2bNiQsIDmxsXkrNFwMG9E+5FYt4ZDhgxB70XzQTli8SkaerWsH7FExkS3XyG2JUuWPPvsszNmzMDsbevWrciVMlFMOOrUqYPJX79+/XRzVbNmzTVr1sj6gRkzxjs+b7/9dikE+YQpePvtt02KZlQJ5rOcoOG8fkhzXitgyoBugSltuXLlzPXDETAaJRMP8+dG/LAFr7zyinRcpkyZmTNnwiKY6IcE5qGY/kydOhX+gaQfyZIhQ4aSJUsiBugWLBG8hM8///yLL77IlCmTdEHt2rUxt61QocIHH3wgEL/Mhx9+KB8jRQwPfCr1A8MGrieEKkuWLFJIzpw5mzVrBvuCylEpjRJE9eKLL2LaiBGr1A/dAiaV57lz50KhUbdG+iGj7Y3mubKJqlDZsmUbM2ZM+/btYWSlCzBPR49FuLPpyhgNh6QaUSwSizn87LPPPv30U1jqdOnSSSF14+herGtMtC2ICDFAMLuCckjXYJAuWLBAttGYEkE8nohjlDGUF1643KOQz8yZMyNmWT9WrVqFQWeuH9HA//0PTJAxwj1IKFeuXJgNwS2ATXEjflk8JNClTp8+bfG38NV++OEHmxk4c+YMPmGMMMOSxUMCXxEoMHk3IX0cZcjrr7+OCaNsMmTQxK+99pqRfmDuduzYMYxJHP/xxx87d+4sXry47pVSAa3z+++/Dxw4cPny5dZ/IvdG67myiVyoWrVqwbSNHj26R48ecPIwBbnnnnvcSFHCaDgk1YhikVjMISrhySeflMXDCkpjotuCqF5kTBYPFdu2bbv33nuffvppePAmqcD/eOGFF+Sv0A/4PdCP/v37SyGQT+iW9WyHFz/1488//0Sjoos0btzYmxRbt2797rvvzp8//1//+pfbaWGcKB1tc7799tsCBQqIJSSvhGDehK+bNm165513tJeh08MwiSWhAi72999/36dPH9WkHtO6yZMnJxsbpmmdOnWSjjt27Dht2jTVeoKqgNbp1asXilyoUCErF6t6Y8Jc2US3UJiCVKtWrWjRojNmzIANshhV3rx5jx8/ni9fPriY0EsIj8Uf6g6HZBvRkUh0gfvSsmXL6tWrb9myBbMxzLFQOqis7sVaY6Lbghs2bIDPpxsD8tywYcPhw4d36NDBPGMYqpcuXTpy5Eju3LkvXLjwzTffQPihdufOnYMyHTp0CJqXP39+0XKHCR/0Q7Wch8bAaHE1CSWTJk26++674XTnyJHD2USVYETBlYYpT3glpksYHnCu27dvL4WY74gqUV55ww03fP311zg4ceJE9uzZtRejvDhlLftmyIliPM+aNUt5CvP96667ziST2qJdvHhx3rx5ckW1adOmfPnyL730knSlbgEt8sknn+zatSvhGoJub0SFm+TKOrrXmxQK1mfixIkVK1ZE0kZzZBWNGjWCCEE5Tp48iSLXr19//PjxsIMmeVB2J+1wSNiIWpKNxOL+ByKBcwOPBzHj68qVK9u1a4d5PRTLKGOyMTFqQQwBbcYktm7dit5YunRpK3nDbAwC37Rp0zVr1lSpUgWNVbVqVYTUrl171apVktOjzZ4So3YJ8m6HFh/0Q+49mILt3bt3QBzMDtxIQkZuFcwLMHHu3r07TLyDKSpBzP369cNghnUwuUzKEnpe4cKFIR49e/aUwq3vLkpXnjlzBh40htbChQsRT7Zs2TDwcubMqboYgTh19OjRZIujTRTDbPfu3b1790Y1Kn0djExt0spRoS3aRx99VLlyZdnu4ACjcenSpbCDRgW0mE94Hu+9917C0ajbG5s1a2aSK+uY7J8bFapcuXJXrlwpW7asxSTwc+kgV65cDz/8MD7RLkr9MO9O2uGQsBFdikTLtddeC/mXxAPcf//9WbNm7dy5s1I/jIzJxx9/rNuCGALSPVfa5Lp06ZI+fXq4gwsWLJAFwAhZP9CI0pYMPj/99FOVfpjcf8X9c7tkyJChePHi8HOllWW4qHD94IYrr/npp5+0q6g2wWR/zpw5GHjokc7GDKZMmfLCCy8sX768aNGi5lc6dU9epkyZ4LPDK+/fvz8sEeZZK1asgAVUXYZAnMK4sp8ihlnJkiWhHLfeeqsyHCN22bJlDz30kPWoYCDef/99NIcy8MKFC0pLrSqgxZj37NmjWskxH7fK3gjjnjBXNhErVEIwC4YZTeonquEg0IhORaLilltukW67koGbdeDAAd2LVcbEqF9VqlQJ9v2BBx7QjaRjx46wNmiX2bNnmy8+Qz+kXXoUE44ODu69914pWujKkCFDLJcy3Pi/f47ZlrRFBrcds1E0ofIsQtBpHE8UVh4TDXlq4xRvvvnm6NGj4WhbXHN3EHT6wYMHS0thTz/9NHq/8lGJs2fPPv/88/D9HdEPifPnz1911VXKkMcff7xr166YiBktEajAFBXTt+PHjyvvzT916lTBggVxSnWxXECLc3OVTlh88AW9EVea5Ep3bVCYZAuVkC+//FJgI005HJJtRGcjUQK13rx5s3KQbtq0yXxkScbEpF9NmjQJA+G+++4zWh6E5kFCWrZsOX78eHwaJXTjjTeePn364MGD+ES0CEHGpD2YS5cu5c2bN9nChhTv9EM7gGWXU9LtoUOHNmnS5Oqrr65Xrx5GKTrBkiVLMLowj3A8MzfddFO3bt2c2k+WGDZsGKbkn3/+ucqFijn6lKIJDz/88Pz58+H9QHRr1Kjx0ksv3XHHHWnSpFm3bh0qGcc271P417/+1bt373LlyqEs33zzTd++fWWxlwp4zz33PPLII7hg4MCBcORRD9AY+JSLFy/WjXDWrFmwEcpBDjB6GzZsqNpZURbQvqnVbQ65N8KpKly4sFGunO0zMduFatSoERoFc6+LFy+i7yF70i3jSXU55XBIthGdjURJz549MQ1Ci6Az46tUOlh/3dIpjYlJvzp8+DDMS/Xq1Z999tlq1arB2mzdunX48OHKK/Fb5BOOFCTH5L5tRIIJmXI/H/IJIwbXxHoZw44r+iEv2OmuGMhn4XJCxps1ayb1eDQnmg1WuE+fPidOnMiWLRuccYTA5RTOgAnonUk9B5sQ6VFVlEgZqJoEWcH6/rmKVq1awYmGfmCSNW3aNNSq/Pw5BrZ8r5Rw/FALOOYbN27MmDHjzTff3KlTp3bt2qmuGTRoEMYVnDAMpN9++w0OCmZnGFfbtm0rXbq0NulPP/1UmxCyqvsojFxAK7m1iLY3Ll26VPdhESlXSemHlX5os1BdunR57rnn0CiZM2cuUaIEZs2YXJvnQbe5lcPBvBFNMmMxEotFg+8CJejXrx+kSHrGe9y4caplJV1jgjyMGDFCG6HUgvD2YGqQMUR78uRJ6flz1ZVwej755BPUJAwRNEk3e3fddRf6/4IFC+QQ+FuQc/P3BWhzLmOyPyQ8Zt3GFf3QLZsUaF5sSMWiRYuSjVkVbrFm0STr16+3cqVFTNLVnrK+e2Z0VnslZnlwC6TjtnGSjd+c++IkzFj1OHaSxgwOg1wbrixgsuhWnW6WMIOxkiuTTm5ygRZtoZJqI6NGMR9uupu0yuFgpRGFI7FOoUKFtO9HiSUqnW7niSla8N445klXqFDB/GaTVnGUIXBcLl26pMqklqQMRcDxf/+DEEJIGKF+EEIIEYH6QQghRATqByGEEBGoH4QQQkSgfhBCCBGB+kEIIUQE6gchhBARqB+EEEJEoH4QQggRgfpBCCFEBOoHIYQQEagfhBBCRKB+EEIIEYH6QQghRATqByGEEBGoH4QQQkSgfhBCCBGB+kEIIUQEh/VD+z/vV1111blz51SBn3zyyejRozdu3HjixAnp/+vnz5+v+9+/iBDh0qf0tUmTJtq/RJYv08Zg8y+F8fMJEyZMnTr1+++/v3Llyk033dS+ffvOnTtb/Jt7ozyYZFVVOUeOHDHP4dVXX50/f/6mTZsOHjz42muvlQKnT58+fvz47du347hUqVLI8COPPKLNQ7169T788ENtnA0aNPjoo4/kbJ86dapAgQJp0qTZv39/1qxZlVdu2bLlzTffXL169eHDh3EBLkNrtmvXrnr16kYtZV4cLara03aeLl263HPPPclGqwVFHjZs2LfffouCIMIRI0YUKlRIPovWnzZt2ttvv/3dd98dP378hhtuqFmzZseOHatWrapbP8pOa7EDAJPubZIB3eaWk9DtIeZ89dVXU6ZMmT179smTJ+XM7969u0+fPqtWrcLxnXfe+dprrxUtWtSoUEioYMGCrVu37tu3b/r0/2dntLWkW6J33nlHmx9lBRqlAlNjUiJcmSdPnvLly7dt2zbhn58TizisH6pxgi742Wefqa555plnlixZ8uyzz86YMeOaa67ZunXryy+/nFQqGGAPPviglQzYp2fPnps2bXrjjTduv/12dHeMK/TUXbt2jRo1ymIGrItKzKByFi1apLVE8vFff/2F4Ydc9e7dG1KHkK5du65fv3748OHVqlXDcF27du2AAQNgcMeNG6dK7us4ZcqU0QYqQ+bMmVO3bl2MTxw89thjcjiUY+LEiYMGDYLZzZ07N0zAihUrkGGIh3SBUUuZN5OqmAnrp3bt2vbbHVYM0aJEsIz4unLlypYtW0JRsmXLJl3Qo0cPGD6ISokSJZD0gQMH0Ld79eqFijWqH3OMuopRpRlloFy5crrNLSeh7SEJgUVGHhAV1EgK+fXXX++6666BAwdCVPAVVv7uu+9GP4GE6xbq7NmzO3bsQE5++eWXkSNHxvR6kW6JEHPC1tRNxahKpcALFy5givP555+jEt5///3JkydbqQdijrvrV9KYVIZ8+umnixcvRndHd5FCKleuvGDBAuvT0rFjx2KEoytff/31DmdXD/Tmbdu2YY4jfa1RowaGd+nSpY30ww5GlfP888+b/CpDhgwlS5aEh1S2bFlYB8SAQfLFF19kypRJugDmFVPUChUqfPDBBw0bNlT+VjL9c+fOVQa++OKLTz31FERIDkE7IhCzyH79+sn2ET4H5gewU1myZJFCcubM2axZM9gdmCooruMtJVY/FnnppZfQ1pJ4gPvvvx9zZBi+oUOHSiE4e/DgwezZs0tfb4kD1ydmUD9imFSabgby5csHm67b3PIPVT3ESjYkV0YJqqJ58+aw+NJXHOzbtw+BRpWP+T4m+3CMIG+SfmhrSbdE3bp1s5JDbSrmV0K3MIrbtGkDPwz1M2vWrFatWllPiOjion5gyoNJQa1atZSBo0ePHjJkiDz+BciVKxesHjqZyuq5hG5WM2bM6EZaRpUzePBgKz8/c+YMPmEgMEmXrYkEviIQp1T60aFDh9deew0tJS9E7N69e8uWLZhjyvqBkGPHjsGi4fiPP/7YuXNn8eLFcfz6668jt7J4yGAKjDihH463lM36MQeGDJZIGQIT3L9/f1k/brjhhnXr1jVo0ED1Q6P6EcOk0nQzYNLcLVq0UMUg9RAxPv74Y/iayhD4Z5BPc/FGZzh//nzMoJaMqjRZ5FSsAMlB5UCnqR/2cVE/MN1o166dKnDDhg2YB9mMGc71u+++O3/+/H/96182o0oIRvJDDz0EF/u2226LxdeFMbmWZ2HOIlY58upEnTp18HXTpk26K8g1a9bUZhszU7gamHqjsaQQHD/99NPSgrUETnXq1Ek67tix47Rp06T1RvgBCRcBnG0pRzqPEZicbt68WfY/YvGa3LNnj/x1/PjxsDg333wzfFDYPnwWKFAgZlw/whhVmm4GTJpbPlb1EDG+//57lS4WK1Zs7969Rtf/+eefEIknn3yycePGMYNaMqpS6yhTgRdi8VfVq1dHHpJKiOjiln5cvnwZc1iYGFX4iRMnrrvuOt2fJLWzOmnSpLvvvhujXbX8qo3E5so4zOsXX3yBni2H1KtXb+DAgUbXWy+F9kpYbaPKSRgDpnLSpgVqWF4QUIKKwilt+COPPAJ3AbNvGFB8woYqbTRqb968eTBS0le4/5ikQ2OQ9O+//67NrbZQui0l1kwmncc+mPWjKkaNGiW19eeff96zZ8+zZ8/KF6AU+/btW7ly5caNGxctWoSzqAqYRaP6SZiiyTW6laabAZPmjhn0EDHgu2i9HK1DoyoU9GDGjBlGvUi3RNpIYpruoZsK9MPi6EMvgg9k5Upijlv6AW+3TJky6LKq8GzZskm3zWh/YnT/lW78+fPn79OnT/fu3TFTSxiJHTBr++2339DFb7/99tjf/kf//v1fffVV3evt7J/nypXLqHJMYsAY/uyzz+DqLVy4sH379qhhWPacOXOqLkagvBWsyh408pVXXoFHjykhnA9lhtGOlStXlrOEgypVqixdurR+/foYhNqE5H1+OUS3pcSayaTz2Kdt27Z58+ZFDXTo0AFVWrZs2RdffLFXr17KazJmzHhfHByfP3/+iSeeaNKkiVH9JEzRpKsYdW9tBtKlS2fU3DGDHmK5Sv4HSS0yZ84sh2gVRVkoOD3wTgbEadasmVEtaUukWzNWUtH9oe7oMxoLJFnc0g/MyzAOteGVKlVatWrVAw88YD+Jxx57bM6cORgS999/v/3YjHjnnXegGar9cxgXI/2wg1jlYAzDeYfTAFWDdcAMbsWKFRixqssQqFrfl3nooYdef/31LVu2wPmAiihPoR3ff/991LMy8MKFCxj5sAjLli3DbxPm0KmWcrDz6FI3jvwVGUaKRhdfffXVw4cPh+Rv2LBBt35sZiZhpUkZeOutt4yaWz5W9RCx/Nx00007d+5Ubsvv2rXr5ptvNro+Q4YMxYsXnzx5Mj6hNEa9SFsi+F7Wc6VMxfqvVq9eLS1HE5u4oh+Qd1giVXeRwJRq4MCBmG7Y2UKXmTJlSp06dZRr1o5z5coVVYh0J74baRlVzgsvvAC3wPy3MBCDBw+GBsDu4OIGDRoo7/Q/e/bs888/jwm17m/TpEkzaNAg1CTqE8dyONoR89bjx48rn/k4deoU1BSnHn/88a5du8LgWllTcqSl7NRPsly6dAm+yHPPPSeHYGr8xhtvKOezsKe4zKh+7OdBVWnaDPz8889IGpnUbW5VbHIPwexHIDP33nvv7NmzlfqBrwkfpMBIQYaNehH66vjx41UlEsgbUoEfZvFiVM6zzz6LDi+QEFHhin7MmjWrZcuWqhaVbsSGuYH4V69eHU1YrVo1zDi2bt2KSYdYQpgTdevWzaXdbImHH34Ykzt4G9L6FYZfnz59EKj7UJhNjCpn0aJFVuwjcjV//nwY048++gh+0ksvvXTHHXdAD9atWwfvHsfSTqYuD8RRBaIdMUNUPTCYJUuWhg0b4hSq/ZFHHilXrhxseu3atfPly3f+/PlDhw4tXrxYG78jLWWzfsy55557UBDUEo6//PLLZ5555u6770a5Yn933dGjR69Zs2bIkCF33XUXahUzpNatW5cpU8aofmzmJ6apNG0GevXq1a9fv++//163uXfs2KGKUOohYvrRs2dPzNmLFCkiPYgKv3zevHnShoruWJBXlm699dbChQvr1hL8BpRCVaKkciWngt4LuTW/Unr+AxUFSW7evHlSCRFdXNGPadOmaZ+hlYGBw+DHYEBHPHnypPQIsXBa6NbKnzu+fz5y5MixY8dirr1//358xUho27YtJsJjxozRvd76c+m6WdWtHO0zmLq0atUK80HEMGnSJDQBJpvyA8kwQ48++qiVSJS8/fbbI0aM0IYjqt69e8OuYRIHa47cDh069LfffpNusceUedu2baVLl1b9StlSws1kp37MgeWCLG3atEl6pAC5Vd3rvHbtWlgohEMjM2bMiFpNnz69Sf0oQ5J6W4ESZaVpM4Bj9MZYfMRpm1t7d5zcQxKmq8yedIAGWr58OSZPTz31VCy+kIuv2odU5F9lyJDhxhtvxNxr6dKlun0PgRs2bIAmqUrUrl076/vnciooPirHpJ4Rf548eeA/wYdTrlISO7iiH5i+aQOVPeDeOFaikn4l/1Z3f0y+y8txhwDAi3o8jm7GrAQmi0nlKOPXpgUP4JtvvpGO28YxT8g8tyZna9asCT9MOq4ex8rPlS1lPWPaeKx3nqRoEMckP1XiWIlKWT8xe71CWWkmGdBtbvMekhDtz4sVK7ZkyRKTK3VLOmzYMN34UUu7d+/Whgv3WzeGPzGH708khBAiAvWDEEKICNQPQgghIlA/CCGEiED9IIQQIgL1gxBCiAjUD0IIISJQPwghhIhA/SCEECIC9YMQQogI1A9CCCEiUD8IIYSIQP0ghBAiAvWDEEKICNQPQgghIlA/CCGEiED9IIQQIgL1gxBCiAjUD0IIISJQPwghhIhA/SCEECIC9YMQQogI1A9CCCEiUD8IIYSIQP0ghBAiAvWDEEKICNQPQgghIlA/CCGEiED9IIQQIgL1gxBCiAjUD0IIISJQPwghhIhA/SCEECIC9YMQQogI1A9CCCEiUD8IIYSIQP0ghBAiAvWDEEKICNQPQgghIlA/CCGEiED9IIQQIgL1gxBCiAjUD0IIISJQPwghhIhA/SCEECIC9YMQQogI1A9CCCEiUD8IIYSIQP0ghBAiAvWDEEKICNQPQgghIlA/CCGEiED9IIQQIgL1gxBCiAjUD0IIISJQPwghhIhA/SCEECIC9YMQQogI1A9CCCEiUD8IIYSIQP0ghBAiAvWDEEKICNQPQgghIlA/CCGEiED9IIQQIgL1gxBCiAjUD0IIISJQPwghhIhA/SCEECIC9YMQQogI1A9CCCEiUD8IIYSIQP0ghBAiAvWDEEKICNQPQgghIlA/CCGEiED9IIQQIgL1gxBCiAjUD0IIISJQPwghhIhA/SCEECIC9YMQQogI1A9CCCEiUD8IIYSIQP0ghBAiAvWDEEKICNQPQgghIlA/CCGEiCCoH2nSpDE5e+XKFZvxWI+BEEKIL4joh2T0jUx8mjhWBMAkHvMkCCGE+E7S+pHQsuOUuXdiJR6LkRBCCPEL8fUrE//DZjxUDkIICT4i+iFZfJOtC4sCIF2pezH9D0IICTji9185sjnBHQ5CCAkpvH+XEEKICNQPQgghIlA/CCGEiED9IIQQIgL1gxBCiAjUD0IIISJQPwghhIhA/SCEECKC//ohP2fOZwkJISREpBd4TYj00iqj947I11iMR/lVe4FR/IQQQvwlvdLiq6y5+RvajU7FLFt5k3isR0IIIcQX/rt+lZQXYuRkJGvxnYqHEEKI9zi2/+GU0ZdWxighhBAScP5PP0z2M8xx/C3rkmxQPAghJPg443/YtPj8tw9CCAkd6W0uFjlo+h10Ow4cOLB8+fJly5bh88iRIwi5fPmyU5ETQgiJKe+/EsbtP5ISULgiRYrYzhEhhBAz/H9+MCECO+oFCxas+TeFCxd2L2+EEJKyhEA/YslLyP79+13NDyGEkHDoR4w3ZRFCSMAIjX7I8OkQQggJAuHTDz5gSAghQSB8+hEzkBCKCiGEeEko9SOmkRA+fkgIIR4TVv2I6T26SBeEEEI8I8T6EeOLTwghxD/CrR8UD0II8YsQ6wfFgxBCfCTE+iFtdXALhBBCfCGxfphP83031ub/oE4IIcQlEuhHwv8zT+oPz91GzkbatGlVp5QhfJc7IYTYx9b6Fef7hBCSsiTWD/N7ZIN5By09DEIIcRtL/kdAlqcIIYQEhxDff0UIIcRHqB+EEEJEoH4QQggRgfpBCCFEBOoHIYQQEagfhBBCRKB+EEIIESG591/p/t8fnw4hhJAUxEw/tA+WB/BRc0IIIb5gph8WHQtZVOiIEEJI6uDA/odqUYsqQgghqYCT++fKP3SiihBCSLRx/v6rYL6RlxBCiLPw/l1CCCEiUD8IIYSIQP0ghBAiAvWDEEKICNQPQgghIlA/CCGEiED9IIQQIgL1gxBCiAjUD0IIISJQPwghhIhA/SCEECIC9YMQQogI4dOP3bt3f/DBB6tWrdq+ffvhw4fTpEmTN2/eO+64o0uXLlWqVPE7d4QQkiqETz+KFy+uCtkfZ+bMmX379n3llVd8yRUhhKQa4dOPokWL1q9fv3r16qVKlcqXLx/8j717906I8+qrr956663t27f3O4+EEBJ9wqcfu3btUoVASMaMGVOoUKH+/fvjgPpBCCEeEFD9gFeR7D8YduzYEfqxe/dul7JECCFESUD1I5b8/+D+9ddf+MySJYuLeSKEEPI3wdUPCesqMmPGDHzWqlXL9TwRQghxTz+c/Qv0hCqyY8eOIUOGZMiQ4amnnnIwXUIIIUa4pR/J7l6o0MqPSYQHDx6sW7fumTNnXn/99RIlSthJlxBCiEWCvn4VSyRFe/bsqV279qFDh3rG8SpThBCS6gRdP8zF4+uvv4bn8euvv3bt2hXOh2e5IoQQElz9SLgCtmrVqkaNGv3xxx9dunQZM2aMN7kihBAiEVD9SCgeCxcubNmy5blz55544ok33njDm1wRQgiRCah+mPPWW2917tz50qVLAwcOfPHFF/3ODiGEpCLh048RI0YMGDAABy+99JJ0QAghxHvCpx+yZgyMo73g8OHDuXPn9jZThBCScoRPPwghhASB8OnH5cuX/c4CIYSQEOoHIYSQIED9sITyfSo2X81CCCHRgPphiJFmUEsIISRG/dDF/HW/Rlpi8hNCCIke1I//Idk/rVJdSdeEEJI6UD/+S7LKoYuua0IhIYREEuqHM8qhRY6QQkIIiSSprh8w7m6bdZWQUEUIIdEgpfXDA/FQIqVFFSGERIPU1Q+PxUOGKkIIiQYpqh9+iYcMVYQQEnZSUT98Fw8ZqgghJLykon4EDVlFKCGEkBCRcvoRWDONXNERIYSEiNTSj8CKhwSXswghISKF9CPg4iFDFSGEhIJU0Y+wiIcMN0UIIQEnJfQjvFaYmyKEkMASff0Ir3hIcDmLEBJMIq4fYRcPGS5nEUKCRtL6QRPmI1zOIoQEh+T0QxKPsEhIWPKZFFzOIoQEBJH1K3MJUf2lq19EUjxkuJxFCPGdJPQjobUKzqQ4RQwrl7MIIT5iVT+UXoV0LNto/r+ej9ARIYT4RQL9MF+MCubkNwWNKR0RQoj3mOmHardcqSWBnfYGMEvewH11QojHmOmHPKs1IWXtdTAJrK4TQqKHpf0PrYoo9zyCY62CkxN/4XIWIcQDEq9facODaZUoHkq4nEUIcZsE61dWogiUC0KUcDmLEOIeIv6H2GWuEoQ8CCP2xKX18nI5ixDiBnb3z2MBsErhEg9tlYplPqnHbuiIEEIcJ8H+ecJXlXDxSka3HqyohZUH+7UXyCHWhYSOCCHEQRLff2Via6RT/kpIoNTLRC3cy2dSSXBfnRDiFBH//w9XcWolyimsC7nYcpb9N2NSsQiJEs7oh18uiMeJqgyoKukgvHg4qYYQWM6yU9tBqB9CiIOE2P/wQDzMBSOYJCshMS5nEUKEcEw/IraRHmqTmmxb8O4sQogATvofXkqISwlF5l30Am3Bu7MIIUkRyvUrN8SDpjNGR4QQkgwO60cYV7GSVQ7v9110Q5Q4mx86IoQQKzjvf7gtIc5GLhybrkG38ndbVk5p7+wyyaRRtHYagvvqhJCEuLJ+5Z6EOBityjgmdXep0aPm5lbe/DF+66lbxKnHNagihBBdQrn/YR+tybY+5Q/dAp1NlCpCCCEybumHGy6IUxGmmgA4gsWXaRJCUgcX/Q9nJYTikRTyqy0djzbGtSxCSJxwrF9RPMRw3AuUIky1aiSE6OKufjhyJyitlV9on6bkEhYhRMZ1/8PmI2merYDZT8ilu86s/K2I0c3ETr3u0I3H8jktICTseLR+JeaIRMzEWH/+I+HZhP/54YYc0vkghCjxbv8jqYcJHN+nFbCnYube5JTYDcF+iagHahGx+QEhqYbX++dWVMTtx9ctnhLInvkpy3m0C+0yIcQD/Ln/yvyRNFdtn0XTz7UaQggxx8/7dzlHDiwuPT6iIoxv2ySEyITj+Q9CCCFBIyX0g5NcYZx1QXRvJGPrEBJSUkI/nCUpk6f7FIX5ZY6ctXMDm1w6x/9WxMHYCCG+E339kCyplXm0lYfyEp41uolL+IW+yZ7ldJ4Q4g3R1w+LD8Br778SsOkRsN3eF4FLWISElOjrB7EIb1kmhCQF9SPVUb3biipCCLEI9SMVUYqE9VU79+ASFiFhhPoRYgQ2daQDWmpCiH2oH5FC93Ys+ZiyQQhxEOqHu7j9/If2lMW3QOri1zoSF68ICSPR1w/ZnibcGQ7d8x8JH/7gZjghxD2irx9WLLj2bGo+/0G9IYRYJ/r6QRKivYXXSxUMu+gSkrK4rh+rV6+uWbOmZCAuX77sdnJExsrdWdJB5M132rRpjU6xT0aYU6dOjRs3buHChXv27MFx/vz577777vbt21euXNnvrEUEd/Xj3LlzaK0cOXIcPXrU1YRIzPJE3rpsmPzvugB8+S7xknXr1jVp0uTIkSNyyP79+9+Kw0mDU7irH08//fTevXtnzpz58MMPu5qQFVLcWlmXDWVFObsb7+/ePq1G6rBt27Y6deqcPXv2vvvu69OnT7ly5a699toff/zx448/hn74nbvo4KJ+bNy4ceTIkWi/li1bBkE/UpPUWaQiRKZNmzYQjx49erz55ptyYJEiRbrG8TFjEcMt/bhw4UK7du2g+RMmTHApCTGsP0vhyP279k8l9UPtVzHZ8ODPa2PcOSfusHTpUvgfUItXX33V77xEHLf0Y+jQoTt37hw1atSNN97oUhJiWHyWwvH7dz14/iOpIhASVd577z18tm/fPkOGDH7nJeK4oh9btmyB8lepUqVbt25uxC9Mim+BpDhVq1b95ptvLl++XKBAgbvvvrtnz5633HKL35kizrNx40Z8oonXr18/fPjwdevWnT59Om/evDVr1kSjly5d2u8MRgfn9ePixYuPPvpo2rRpp0yZwufRPMNxXfRgCctjId+wYYN0sDvO1KlT0UVbtWrlZR6IB/z888/4/PzzzwcNGiTfNHHgwIFp06bNnDlz3LhxHTp08DWD0cF5/XjxxRcxyxs6dGjx4sUdj9wzPPNUhFOhI2WdatWqtW/fHtPPG2644bffftu6deuwYcMwLcVEB720bNmyfmeQOMmpU6fw+dRTT2GAdO3atXv37gULFjx48OCoUaMmTpzYuXNnuCAVK1b0O5tRwGH9gHJgZJYsWXLgwIHOxky8x1V98lL8Vq1aJR/fEKdevXrNmzf/97///corr8yZM8eznBAPyJgx4+nTpy9dutStW7fRo0dLgcWKFYPngYMJEyaMGDECTe9rHiOCw/rRrl07NNuUKVMCu3OVIlsgqVBGmzz33HMwIkppIdEge/bs0A8caPdfe/ToAf1Ys2aNH/mKIA7rx5dffonPKlWq6J6VXiMR4ce4TMRJTLcoA+5RpEgRfB47dszvjBCHKV68+A8//ICDggULqk4VKlQIn7///rv3uYokfH9iKJF2tl16+CNF2LdvHz5z5Mjhd0aIw1SvXv0///kPDg4ePFisWDHlqQMHDsTY6M7hsH4Y+RaB8jx8WcLStfjKU+Y/VKEqQsI/AiFaBg8ejM8777zT74wQh3nooYeGDBkCazN27Fh5/0NC+lqjRg2fshY16H+Y4eDD5EaiJfzwILFIhQoVWrVqBZNx8803Z8qU6fDhw1u2bBk+fPiGDRvSp0//5JNP+p1B4jBFihTp1KnThAkTpA3zbt26SfdfQTwmTpyIRh8wYIDfeYwIKacfJn9HaP11s8IPkxPv+TKONhxa8vbbb5cpU8b7LBG3eeONN/bs2bNs2bKxceTwDBkyTJ48+fbbb/cxb1Ei5fRD/oukmOZ1sNolII/zRtzgq6++mjt37sqVK3ft2nXq1KksWbLAEaldu3aXLl3y58/vd+6IK1x99dWffPLJlClTpk+fvn379j///DNv3rx33XVXnz59SpYs6XfuooNH+hGQnQ+SgpSJ43cuiNdg/tcxjt8ZiTIp539ED66YKdF6loRwjLhEKuqH1JnsLE8F/CHEIOfNPbjeSExIzUHhNimnH8p/1gtRlzK/8dfoXoCwlM4mVA5ihRCN97CQcvrhLMk+zyH8/IfJjb8p/vAHxYNYJ6WGhge4oh+BbSRVxrRP4Wmvtx6bSaDY9SZn/arhABpr7VJkMPse8Qu+l8E93PI/QtdIfLIvIYEtrzf/tksiQwoOXpdwXj/CNZLDtQuiJdSZdwp5iS9cfY/4AseLg7i4/xE00xa0/LhEihRThfKeCL/zQoJI2GeKwcRh/QjjUiM7VqjR7mn5mBkSQNgl3CNV7r9KqBBOvRnX/FdupJLK4kdvgxAfcVI/jIxj8K2brgvi+J1Rbtx/FYrqdYmUesaF2IcrDY7jpH6Y/B2FvwQtP8Qp2KyE+EiqrF9FklR+cjB1SkpIYKF+/Bf6tiGC2x6EBAHqBwklVHpCfCf6+mHdq6ALEgrYRkQYjnFnib5+kCjBlStCggP1439wb3oiGT7Hn/9Q3sOaIhOrVCgjcZBk34uqgv3NhOjrh/Ylu0ZPVGiPHXx+0EiZBJ7/kP//KtV6dgoWmQjg7PuY+XZnE6KvHzLmj5spw60Y6KC9WT3ysGKJObKhd7afaG+RNzqVgqSEfqTmbD1KcNuDGOGSbBihmmh6mXQASQn9oPWJACk7RImWgDgB2r+eS7VeGnH9ENte5mvAAwV9RyIRWDOdskISZf1Iyu6E6/27qru5IrxARyEnITLKqSYkkdUPrT01N7IO/n9tUlvrYvHoZjiqpE5JiYrwdvUUEZJo6oeR5Y3wPD2ShK6x0qZNa37B5cuXvclJ2AmvcqhQCUkESqQkgvphbnSsSwjFxl9UlR+BeVzlypX9zkIIiKSdjSl2YWMRKl3U9MOKxacwhJogt52Re1GqVKkdO3Y8/vjjHucndAS5cR0hYq+KiJR+CNxhZX59WJQmFJlMCt3tq1g4t9OXL18O8cibN2/Tpk39zktwidjE3JywGJaEREc/rLeH6lUlEWjFiJHwHTPharXRo0fj87HHHkufPjrDzVk8a1CB+YdLGbM4hQ04EenQCfufyQNHTu2XeEnQ8uMgyr92V53SvmPG05wJcfDgwQ8++OCqq67q3Lmz33kJIq7aUPMu5GUkukRgLSsK+mFFPBxXCJu6ovu6RvPLrISHF22FWFlaTHiZ74wbN+7y5csPPvhgrly5/M5L4HDDdDr+aLruPfcOJhHMGapFXNGP4NSFRROja4xUb+01iV8gXBlzUs9/6JYodHLiyJwu+NO3c+fOvfXWWzjgzrkWxxvOs/mE9rZAm4mGV0JC73849ZCd1IS6Mwuj1k32Fby64fY7TfB7nnsrALFgOyKzZ8/+/fffK1asWKFCBb/zEiwc7LT+3titWmsVzkOQu7EJifUj+HPbhOs/1m/KcixPKYyraqFLYO+sl3bOe/To4XdGgoVT4hGcFnfkIcHg+9NaLPkfISqPFkf0L7wOptt4rxZGBG34rVmz5uuvv86dO3ezZs38zkuAcKSBgqMcKuxPZcJlakK/fpWC+NW3dJU4aB09OOsA8m27GTJk8DcnwcG+ZQxI45pjU0VCJCHUD6uEqFEdITiORbIEwRH5+eefFyxYAOXgbbsSjtj9cA1AOyoSFmsTGv2wvgwV/EqPBeYPcGTCqxZG+OuITJgw4eLFiy1atMiTJ48cGAqL4AZOrVmFsfaEZzOhkJDQ6EfMmiFwdbffYotqb+/TfjW5Rr5ANyHtnbuBeiQqUPjliPz111+TJk2K6e2ch2L5xVlSZM3KHF8eMvOAMOlHUvhb70ndz2dy/7H1SKxkxqkIw4X3g3Du3Lm//vpr+fLljV64G3Cj4CA2SxoB5ZARc4gDLiER1A/lW5Icj9ykOR1/KlUbs5gHFtjO5xker2VZuW03SpbRCPviEbH6EXOIgywhUdMP3af83E7UbVugurtcm1bQdlMCiJdrWRs3bjTKg3Y9k+2lxS9x9aY5gqwHyRI1/fBALbSegWddQfuYkhQSjb7oAUEbusHJieMI17NfDSSl66WExJJ5tDlQ/VYmavoR08w03d5Rdy/yhOkGs0sFnIAMRd8z4CqhEw/vSXYIB6Tfqoigfki4WtEBeadLcJ6VCxf+DsXIa39AxCOp2OSLk+ob9jOcVHIBlJAw6UdArLY3no1FIm+MXMKvoSinGEBbED0Szq6UQzjZ4ezU8A+1hIRGP4JQZaruGIQsSdAREcD3oeh7BtwgCM6H0UNXWoymX+ajST7ri4QEitDoh+8EvIHpiAgQhHHrewaCgJVKSPYNFMo4HXx2TxnoYP+xHlUQOq0M9cMSwWkwcwLVt0hCrvz9rzPRaDKBglh/WstOFZk46Lp5lseR6qyrLRVGCUkJ/QhIXZMA4vtQdHAZxF9U833rP/Sm8sUcdKXweNBPfO+NyZIS+mGTcLVo6Lqg7/heY75nwCIJVSGpFyXE/BhZqqo2yYB8pewjml/vMQHpMymhH3bqOgiNlCwB6VshIgg15uNzcxavNL+RSWDlyr3yJhSGmKjIuX2jShC6onVSQj9ioq0SooZUEa5eSBzfCHFEFaKKxbUs3UGk+9tkHa+E2bPSE4IwxlNFP2LJV7fvbWOTIHQvK5hvUXpWBN+ry8EbkKzE5iAez8yc8gAs7lQbhat2/mVdsZOcKv7gD94U0g8SEHRvtw/sirnb0FEQQHXTgS81o7uJklBFHM+DvyMitfTDenVHw0753r2MMMqV6qZJ6w+CBY3UUQXvl4V1b6tVnhWO2Q4meRDbew/s4FWSWvoRs9YqwW826wSzF6pyZZJJ+ZT86VmutKSOKriHG73RSEs8w8pWSiz5lTcrg9ffAZ5y+hHzu8ZTE3OHI6mfWL/Aet5Mviphn1ERwHHkfX6S1QNXM+MxqagfMVMJCeCQsElA9FLOg64zocykdpip1rViyTyLkBBftutTE1ZvsoMxIIPXiBTVj1jgGyZiyPenxjTvoDX5ifaYvkJwSHb4ODjcQjR4Pcinj7URJv2wOKO0U49h6ZTJ4ksPM3IX5O3EmIFIGP1EeZk2ckdKFyLDREJKlPpYmPQjJnqPfMK9WWcyl0pY1HLlc1Uqi29lv1Ebm5HGsBEDDgeaMEE2UyHTD+ske3uPt7kLHMlu61msMXnfQrWBIVbhKofD6DZfQlINv+xYBPVD9VyoREIJiXkyhzWydB4kbX2zwSbKylRWu7NWXteV8awdSVLWyqV7doM/83Nq2hrYwkZNP7RVbMVsaZfUnSXhMotn6zCeCZW22h1M2mSnxH4qgR2rRCJc7ma05zRR0w/zKbYve8gxC71HFrBoWC6V2+G2MLst/8RHXJ2IuI31280dScv7IRA1/YhprInFVSy382P9yojZQVfLEqWKIjLOOpRBQHddJAJ3f0RQPySMmsRIQhy32kaeR8L5lHsi56p8qsa8x1JtNF3wJnVigkA3SJElxKSKGcw6CZl+OOIGetYSVm421V3eCWZfMUd5G4LyFgbP7kpQpW4n3TDWf8RIhSaIQAHDpB/ObsB6vK9llFyU1qz8KotKjyNQkwHHs+lXtFszAkULk344i6vGTjda84QiM1S812aJaN/okppEVUJc2k73vros6Ue4bphLioB0UO3DGQHJmAAeL175mCghwoR3gCtJrB9hL2FICVff8n3XWrWEZT8z0RjevmO/DqPXEMLFCWBVpO76lYx27u8SJm0ftG6RLNp7n3zErwU04hIBtJvCRKYgEtSP/8NxCdH2+CuK10CpLg6I2bWPUkX8GiRUjkgSDQmJQBFUUD+8Q5YQbbgqJNT9zEQpXYXK4Q1+dc6wS0ioM28E9cMtdFdRrHSgkLojAdkC8T0bxA0iMDnQGoSwK2KM+iHjRlsKLIu52p/cu1lZPvZ9MChVxKbRicDwjgARUA4Z+wu8QeuT1A93UUpIwuc/El4TTBy/90mMQMkYsU94R4Q5gbrZxCb/ox+qIkWjhL4jDwDz+vRmnHjzyjYf18fdSJ0DwWOiqhxKZBVx6c173vA/+sH3QLhaan/rU1U0x2frQRjzLt0AloIDwQRXzVMQepHHOD7v8fKhXa5fpSjOakkAH/9OQUsUdoLTeTwmCDe+i0H9IA5oie9bIC4lGrTtyiDgXp2k8oOfIS049SMlsD7gHdES7wdDKpueKBHembgwSRU2aLMZQ/0IVC49g/NNJWJa4uPzZT6mThwkRVTEm5tZXMVQP1LwnpPwtqIHWNESecB7vISlSs5xu5OCYyEIRFhFlIVyvHf5dv+VCu/v3w9CL4meC+LGc5HKyI2S86walU3mxk5+lDqDI3hpoSKmIh4UxKXItQOK918Ru+hqiV/7H1fieJYo8YwILE5GRgKVUD90iJIL4mVBVFriwSpWJMdk8LE+QBwcSmEfkldsv+Q7gDVA/dAnGhLiVxG0GxKu3vEZwKdPiLNEo2Xdtipu15I2fuqHIWGXEH/FQ05amQ2XpqLK+N3Y7Al1N4gAUar/8HYnpf8kH1A/zAhvY/uYbd10XbrJRNrwkAsbxpYi5oR0AJoQXquihfpBXEQaJ8pPZbhYbDHFCIzMOCQkRMi+CPUjAWE0UoHKsO5tf07FJvfjQBWZKLEzgqLarAJ1kvB6X+qK+pGYcElIcLJqpByqhdSEOyXKY+1NLC49hEXM8WBQBKcnu0G4rIoWKf/UD0uEpbEDlUntoyEmjoi5AKgkJKbZKg9OqYkjBKonu4T9O3p9h/phleBLSMCzp/In5E/lBUb7JdrACIw9YoS8JqkMDHLfTgo3+q0vYx8pUj+SIJgSInfHoGVMScKlW93PmOnACHJ5iZJkB471W/gC3ges5NmKnATQ7EhQP5IjgBKi3EOOBX5ESWjdCHlVSlnDWi2J6Y23UBQ5eng8FrQJhcIBjXbnpH4kjcrk+Ys2J2F0R8yzqiqdmB0Jcm2kAgGceHlAwlJbqZNg3nklQf0QQTk79qvljFJXbjOoQgKCSX50tz0S/tZKAS3OVYNWVwHHR1VIQTUKINQPcVR3jnrWmxPeyxT7+8Fs1SmXcmhimq2kaN35sIPFeIzKEtW9XC9JTRfEJkF2PmLUD/uozLTbd8TrJqEKN7q3VXWzk4MZs77hKRaVZxgVRGDP0yi2iEFVECYC9Ub9cAz3FrXMHQhtikb3toZumySw2PRmxGILLNYlJAXFxqjIjux8+A71w2FUi1oxG9bBuonX3QUx73zB3yaJAA7KTGRaxxEJCb5hNcLZ4eZ7PVA/xLG47i98l6GVZybMSSrpUNwN6ReuqmwE9v9T0LEQIKnFiVDUJ/XDFlbW/e13AvPFKJvb1ybJObtKE2rMa9uDcR6lFTO3xcbjGyOTGi8OikcQBIb6ESCMBr9AL7Fj0728IyB0WL9TwJd681Fm/HVBtC/C8TJ181XrK0F6YsxZqB/+4KDFMRq39jurXzcoh46Ai4oW3zdm7IiN6vUEdrLhLOar1tZzGBbnI0b98ABv7IiyPzk7+eJOuxihExUtAhsz1n1omxJiMXtuY1QE4cEYIvGIUT9cwoOZkdZh98yFN3nILiDdOrBEQFRUaJ+MSephIIHNQqdqxgNLnezPwyUesWjox1dffTVz5sxly5bt2bMHNVu4cOHGjRsPGDAga9asfmXJpec/TJJwY/0qIamwc+4BURIVgdVUAdfZ/u2/MQsOUBob/5EcHA/JVaKgH+XKlVN+3Rln3rx5a9euzZ07t1+5EsDB/XNv0C5DRw+/pntREhVzlDbawY0ZE09I4L6AZPMmJjnhcj5i0dCPChUqPPLII7Vq1YLnceLEiRUrVvTp02ffvn0DBw6cOnWq37nTJ5KGgLhNKERFYM6e7E8sbsxYWTSzIjPyPMk9+x5G8YhFQz82btwoH+fMmbNZs2bXX3895GTJkiU+5komaMObRIwAioq/9/IqsyEfG7kFFmXmShyTQtlZsAqpeMSioR9aKlWqhM8zZ844G631hZqg3VnoNnJ5je7GCWklBHPQWsF3URFwKdyrbZOYddPVDVEdyD83j99O3pK6xheiqR9bt27FZ6lSpXTPWmyMhHdwm8hJMBvbJZSbn+azM9X1xGN8FxVzXJIQR+LUdWXsT48CKwwWiZp+HD9+fO3atT179kybNu3TTz+tvcDE6Nt55IeYox1+scBXb9jHtkXcExXhjRCBtHSxGJUqnwnz7NRtI9YnsoHth9HRDwiGfFyiRIkFCxY0aNBAeUHCB50C20gRQ3uzJms+aDglKmISEnPBaXCcKzYesbKukUEWj1iU9EPJgQMHZs2aVaZMmQIFCkghuuIR5IZJBXTv+g9IowR83PqCmKiIrUrZX8sSuwHM8dvAtFhPIvidMDr6cfnyZXwePXp07969kydPnjZt2qeffrphw4ZbbrklOCu8RJegrW4Ff9wGB4uiIjBjc3YtKyBESTxiUdIPievjVK5cuUSJEv369evfv//ChQvdSy7aj875QrJOSSiGWaphJCrJTg6UOw1ut7Lb9xwn+xBiKHp11PRDpmPHjtCPtWvX6s5tHSHhPX/EDkYNp6pkx4c929ElhDc2HNwRsZKQGySV+RD1wMjqx8WLF/F5/vx5ZWBYWoWoMNcSpyQkeqslAUS4sUK6nJVsnkMkHrEI68fEiRPxedttt3mTXLhaPdQYaYmdV0doYybuYUdCYuEZawLKkdT1QSD0+lGlSpXWrVtXq1atcOHCmTNnPn369Pbt26dNmzZlyhSc7dWrl98ZJC6i0hKx9clwjdhoYMdlDL4jIpC9sIiiitDrx8Y42vB06dK98MIL999/v+c5Iv7g9v4ncRabEhIL5IRdLEvh7beh14+vvvpq7ty5K1eu3LVr16lTpzJlygRHpEaNGp06dSpZsqTfuSOeQgkJFzY9CdVz4P7e8C2ch1D32NDrR5k4/uYh1D0gYlxx4q1ExDPsb2mobvj2uNHtJBpA/ylZQq8fhKgI8mPtRBdHtjR0X0vlRrs70q+iMemkfpDIYvLoTwSGbsRw6t4q7VNZJmct4mzniYDbIUP9ICmBG2aFOI7j91aZt7tYJMKobjd3JE5dPOvP1A+7RMMPTTVMzApb019cvbfKr8b12Ofw7OXi1A9CuNIVOML1qKAJvqxWaZNz6aYS6gch/wNdk+AQ/EcFTQhUzmU9djZX1A9CzKBr4i+BfVTQhMDmVvcWNTtQP2wRAf+aWIeuiV8E51FBcwKrHC4RFP2gISahg66JxwT2yZ7gC5tLBEU/CAk1vD/YS8zf5+8BbF8J6gchzsOVLs8w8QK1FwjAf782gfpBiOtwpcsbdCvTugBQKpKF+iEO92yIloS9gq6Jx1Aq3IP6QYif0DXxBdatI1A/CAkKdE1IuKB+EBJQ6JqQgEP9EISbH8RLeH8wCSDUD0LCB1e6SBCgfhASerjSRXyB+kFIpKBrQjyD+iECNz9IWKBrQtyD+kFIqkDXhDgL9YOQFIWuCbEJ9YMQwvuDiQjUj6Th5geJPFzpCjUJ/2HQqdd/UT8IIQngSleIsP4fiMqpsPTX6Mm2JvVDBLogSlgbKQVdkyCTlHgov+InAhJC/RBBqmuOltjf4sHaSFnomgQN69WuulIayEmlRf0QhEYzpvA8BHoeiR50TVIN6kdyUDNkVFVBCSEq6JqEC4HxS/1IAl2LmZojwajgKVshxBzeH+wN1o2S7pXcP3cL3VZJTQkxKXJqVghJFoGVLvYr61j3JGyuGVA/7EKLKaPcC2GFEOtwpctBEtaYg8PTUD9oBZSYV0VK1ZWVkqZUhRBnMV/pIn6hO6LpfySGplDGelVQQogjqB5w0z1F/IL64QypYC6TLWAq1AnxEt4fHDSoHwmQ+qjJU53KThxhc6msBwmTfU7V16jWCfEX7pr4DvUjAUr3OeE1ESapVelUqBASKHh/sC9QPwghUYMrXd5A/SCERByudLkE9YMQkkLQNXEQ6gchJHWha2IH6gchhPwfdE2ShfpBCCE60DVJCPWDEEISwPuDdaF+EEJIcnClS4L6Qf4/Tr2rzno8KTXYiDABf4tByq50UT/+ix3TaeW3YelG9vNpPQa+WpVEj5RyTagf/x+x1rXyKxpKQlKTaLsm1A9CCPGC6Lkm1A9CCPEBX1wTZ9dCqB+EEOIzbt8fLEforDJRPwhxDG50EUewudKl7YcuOTTUD0IICTQmK10Jr3cV6gchThLSjVASFgLVwagfhBBCRKB+EEIIEYH6QQgJLvJyfwSeloge1A9CSJigeASHAOlHtO99jHbphIletQT8TX+hA5UZvU4SGYKiH74PObf7qO8FtIL3AzUU1UKCAztMoAiKfhBCiC50QQIL9YMQEg7ofAQN6gchJOjQBQkm1A9CSAig8xFAqB+EEEJEoH4QQggRgfpBCCFEBOoHIYQQEagfhBBCRAiKfsybN2/27NlfffXVr7/+iq85c+YsW7Zsy5YtmzVr5nfWCCE+s2PHjtdff3358uU///zztddeW7x48RYtWnTp0iVdunR+Z80BDhw4gKItW7YMn0eOHEHI5cuXtZddvHhx1KhRsJPfffcdvhYtWrRVq1Y9evRIn943M+6/fpw5c6ZRo0YrVqxQBv4UZ/HixRMnTsRnpkyZ/MoeIcRfpk+f3qlTpwsXLkhfcbA+zqxZs/7zn//84x//8Dd79ilSpEjCa2Ana9WqtXHjRjlkS5z33nvv008/haa6mUFD/NePQYMGQTyyZMnSt2/fpk2b3njjjQj88ccf//3vf7/66qs4hQvefPNNv7NJCPEBmMgOHTpcunSpa9eu3bt3L1iw4MGDBzENx8wSxrRjx45z5871O492QaFq/k3hwoV1r4GzhfLmz59/5MiRtWvXRghko2fPntBRVMvUqVO9zfJ/8V8/pOafN29e3bp15UD4p0OGDKlYsWK9evVwivpBSGryyiuvXLx4sVu3bqNHj5ZCihUrNm7cOBxMmDABs8ynnnqqdOnSvubRLvv37ze/YNeuXXC2rrnmms8++6xo0aJS4L/+9a9SpUrddttt8M8GDhx4yy23uJ9TNf7rx9mzZ/F51113aU9JgXDcvM4TISQYfP755/iEfqjCe/ToAf2IxSegYdePhKCMV65cadOmjSweEvjaunXryZMnz5kzZ/Dgwd5nzH/9KFu27KpVq1auXFmnTh3VKQRKF0hf+c8KhKQax44di8VXeFThhQoVkg6++OILj7PkPevWrcNnw4YNtacQCP2QLvAe//Vj2LBhtWrVat68ef/+/eGR5c+fPxbf/3j//fdHjBgBlw0X8NVphKQm2bNn//XXXw8ePFisWDFl+IEDB6SD3bt3+5Atb9m1axc+S5YsqT1VqlQpfO7cudPrPMXxXz+qVq26evXqoUOHPhVHeap+/foIL1++vF95I4T4C+zDwoULx44dK+9/SMhfT5486Ue+POX333/HZ+7cubWncuXKhc/jx497nac4/usHOHHiBOYX2vAP4yhD6IgQklL06dNn0aJF0oZ5t27dpPuvIB4TJ05Mly7dpUuXpA3UaPPnn3/i85prrtGekgL9qgT/9WPDhg3wMy5evNi5c+eOHTvedNNNCPz+++/lbQ8l7u1/UJmSxUqNcb+K2OSOO+4YNWpUz549x8aRw9OmTfv8888PGjQoAs9/JCRjxoxnzpw5d+4cDlSnEIhPk+c/XN029l8/nnvuuQsXLrz22mu9evWSA2+//XaU+Y033ujdu7ePeSPmmPdLSjJxBLgdVatWHTly5KpVqw4fPpw5c+YqVaoMGDBAeu46X758fmfQda677jrox5EjR+S7BmSkF3bgAu2vPBiA/uuHdPtEu3bttKcQCO81R44cR48e9TxfhJCggAnlO++8owp86aWX8FmpUiU/cuQpxYoV++mnn7799lutfmzfvl26QBXuzezNf/2QlvZ0SytNb3GBdMD5LCFE4uLFi2+99RYOmjZt6ndeXOeOO+747LPPPvjgg/r166tOIVC6QA7R2kn3LKf/+gHl/Oqrr6ZOndqzZ0/VqSlTpsQU0urLYnpSVc/lfkK8oX///vv27YNfonxvRVRp1qzZc889N3369N69eysfIfzuu+9mzJgBG9W8eXMpxGQibhPdmP3Xj/bt23fv3r1v376oC3n/fO/evZMmTZL0A4H+5tBi7dM9IsQNypcv36lTpzp16uTPn//s2bNffvnlG2+88eGHH2bOnBkm1e/ceYH0vuHZs2fXqlXrzTffxCcC4ZE88cQT586dUz6X7vFSjf/60aVLly+++AL9YEIc1dlHH30UXceXjBFCgsCWLVs6d+6sCsyTJ8+CBQt0H6kLHWnTpjUJkd7lPn78eMywN2/e3KRJE+WVFStWVN6WJuGZivivHyjktGnT4KC9/fbbEBLp9fe5c+dGvbRr1+6+++7zO4OEED9Zt27dlClTVqxY8dNPP8HnwFy7cePG3bt3x7HfWfOOLFmyrF27dtSoUbNmzdqzZ08s/vKrli1bwgUx+v8PD1TEf/2QqBfH71wQh3sb1/SIfSrH8TsXLqL7b1FaMmTI0CdOUpG7uikbFP0IAvaNXdjNZVJdjc8PEpLiUD/+i5Gl4/1XhBCiC/WDiKMUVz6jQ0iqQf0ggiidLa2QEEIiD/WDEEKICNQPYhfVmhX/JpKQFIH6kRiVfZSNI9f6JVAhXL8iJAWhfiRAZQ2NtITE6HkQkmJQP4gDSC4IxYOQlIL6YRXd1SopkHYzxkogJPWgfljFaIpNu0kISU2oH0kgbxRzuYYQQqgfySE/ZU3xIISkONQPESgehBBC/SCEECIC9YMQQogI1A9CCCEiUD8IIYSIQP0ghBCSAN2bhqgfhBBCRKB+EEIIEYH6QQghRIT/BwxaukwrGDqjAAAAAElFTkSuQmCC)
Share with your friends: |