<div class="xblock xblock-public_view xblock-public_view-vertical" data-course-id="course-v1:Profosvita+CS-K015SFPL+2022" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-runtime-version="1" data-block-type="vertical" data-usage-id="block-v1:Profosvita+CS-K015SFPL+2022+type@vertical+block@52469b85c9de4ddaba5412f8dbb35bb3" data-request-token="b80b818c0a4c11efb50eb6011fe32ad8" data-graded="False" data-has-score="False">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:Profosvita+CS-K015SFPL+2022+type@html+block@234f281c0aae4c0fbc3fdde244791492">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-course-id="course-v1:Profosvita+CS-K015SFPL+2022" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-runtime-version="1" data-block-type="html" data-usage-id="block-v1:Profosvita+CS-K015SFPL+2022+type@html+block@234f281c0aae4c0fbc3fdde244791492" data-request-token="b80b818c0a4c11efb50eb6011fe32ad8" data-graded="False" data-has-score="False">
<script type="json/xblock-args" class="xblock-json-init-args">
{"xmodule-type": "HTMLModule"}
</script>
<p>Елементи карданних валів і шарнірів ремонту не підлягають, а в разі їх пошкодження замінюють новими.</p>
<p>Технічне обслуговування карданних валів і з’єднань включає:</p>
<ul>
<li>оцінку зовнішнім оглядом всіх елементів;</li>
<li>поповнення мастила в точках змащення (якщо є);</li>
<li>перевірка різьбових з'єднань;</li>
<li>перевірка люфтів у з'єднаннях і підшипниках.</li>
</ul>
<p><strong>Незадовільна робота карданних валів і шарнірів</strong></p>
<p>У разі шумної роботи карданного валу перевірте: </p>
<ul>
<li><strong>пошкодження та биття</strong> переднього і заднього карданного валу - максимальне биття має бути 0,8 мм. Якщо биття вала більше максимального, вал необхідно замінити;</li>
<li><strong>підшипники шарніра</strong> - для цього поверніть хрестовину і стежте за плавністю руху. Перевірте осьовий зазор підшипників ковзання, повернувши шарнірний кінець, міцно тримаючи вал - осьовий зазор підшипника повинен бути менше 0,05 мм.</li>
</ul>
<p style="text-align: center;"><span style="text-decoration: underline;"><img height="233" width="334" src="/assets/courseware/v1/37c14d1c87221762de5f81c05c600c31/asset-v1:Profosvita+CS-K015SFPL+2022+type@asset+block/image032.jpg" alt="" /></span></p>
<p style="text-align: center;"><span style="text-decoration: underline;">Рисунок 3.10 Перевірте люфт підшипників кардана.</span></p>
<p style="text-align: left;"><em>Джерело:Габрилевич М. (2011), Шасі та кузови автотранспортних засобів, Частина 1. Варшава: WKŁ</em></p>
<ul>
<li><strong>на зношення і пошкодження опорний підшипник</strong>. Для цього перевірте, чи плавно обертається підшипник; якщо підшипник пошкоджений, зношений або жорсткий під час повороту, замініть його.</li>
</ul>
<p style="text-align: center;"><span style="text-decoration: underline;"><img height="198" width="305" src="/assets/courseware/v1/db273781dfa886c98c9721a658221d8a/asset-v1:Profosvita+CS-K015SFPL+2022+type@asset+block/image033.jpg" alt="" /></span></p>
<p style="text-align: center;"><span style="text-decoration: underline;">Рисунок 3.11 Контроль плавності обертання опорного підшипника.</span></p>
<p style="text-align: left;"><em>Джерело:Габрилевич М. (2011), Шасі та кузови автотранспортних засобів, Частина 1. Варшава: WKŁ</em></p>
<p><strong>Процес заміни шарнірного підшипника</strong></p>
<p style="text-align: center;"><span style="text-decoration: underline;"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAiAAAAFDCAYAAAADAbV1AAAgAElEQVR4nOy9S3AcV5bf/cvMeqNQhRcBEC+iQFJNihRAvShBPZJmBm5j3OEZibbaXnSEvxACi/HGoeail1xAu1nIjF4pHAxq1THfF8OwWrbD3XQP3C11jyDqTVDiGw+CD4DEuwDUOzO/RdVNZBUAEqAoEIDOT1EikI+b995K5P3nOeeeq9m2bSMIgiAIgrCJ6I+7AoIgCIIg/PAQASIIgiAIwqYjAkQQBEEQhE1HBIggCIIgCJuOCBBBEARBEDYdESCCIAiCIGw6IkAEQRAEQdh0RIAIgiAIgrDpiAARBEEQBGHTEQEiCIIgCMKmIwJEEARBEIRNRwSIIAiCIAibjggQQRAEQRA2HREggiAIgiBsOiJABEEQBEHYdESACIIgCIKw6YgAEQRBEARh0xEBIgiCIAjCpiMCRBAEQRCETUcEiCAIgiAIm44IEEEQBEEQNh0RIIIgCIIgbDqex10BQRCER83CwsLjroIgbFvKy8s35TpiAREEQRAEYdMRASIIgiAIwqYjAkQQBEEQhE1HBIggCIIgCJuOCBBBEARBEDYdESCCIAiCIGw6IkAEQRAEQdh0RIAIgiAIgrDpiAARBEEQBGHTEQEiCIIgCMKmIwJEEARBEIRNRwSIIAiCIAibjggQQRAEQRA2HREggiAIwpblzJkzRCIRBgYGHndVhEeMCBBBEARhy7N79+7HXQXhEaPZtm0/7koIgiA8ShYWFh53FQRh21JeXr4p1xELiCAIwioMDAwQiURW/YyOjjrHjY6Orth/v3I6OjpWnFvqXohEIpw8eXLNaxw7dszZd/LkyRXXPH78eNExx44d4/jx487vyq2x1v61yi29Rmm73XU+efJkUVvdfaHaq35XbVafM2fOrDhH9bmq+1r9sd4+Lb1OabnuMtfTXnefracd7rqq49Zb99L+ikQiK76/7YAIEEEQhPswODhIPB4nHo9z+vTpon0DAwO0t7dz+vRp55je3t6igfvv//7vnX3xeJyRkZEVg8n9GB0dpb29vaiM/v7+DZVRyttvv01fX9+a+wcGBjhx4sQDy+nq6nLqdPbsWU6cOFE0wJbS3d296vZIJOL0c19fHz09PfctB1jRH+7BfqOcOXOGnp4ezp49W1RmqQi5X3tPnjzJ2NhY0b2ynnY8DJFIhL6+PudaXV1djIyMPPLrfN+IABEEQXhI/umf/omuri7eeOMNZ9s777wD4AiE8+fPO/vUYNTU1LTua7S2thKPx4u2dXV1MTY2tuGyVL1GRkZ466231jymu7ubrq6uDZV7+/Ztp76rcezYsTXLHBwcdM5T9frNb36zruuqPm1sbNxQfd28/fbb9Pb20tnZ6Ww7ffo0/f39awqI0va+9dZbzncP8NxzzwEwPj7+0PVaDVWfF1544ZGW+zjwPO4KCIIgbFf6+/t58803V2x3CwSAjo4O5w21r6+vSLDA2pYBxcDAwIpjent7geWBd2BgoGgALeXUqVOcOnWKWCy2QtC4OXbsGL29vbS0tNDf33/fevX39xdZe0otRIqTJ08yPDzMu++++8AyYWX/rYb7uqXiAR7cpwA9PT309PQA0NLSUrRP9ev4+LgjMh7U3uPHj3Pq1Kn7XrO9vf2B9bpf3VVdzp07d9/vezsgFhBBEITvmfPnzzvm8hMnTqzw17tN/6XiQIkPt5vHbUno7Oykt7eX7u5uJx5gtUGwt7eXeDzOm2++uWZshxIK7jf5+1Hqkujp6VnhClHunA8++GBdZa4Xd3+dOnVqQ32qUH0ai8XWdc37tVeJD7V/cHBw1TLcLr21jnlQ3dV9pL7v9Yi6rYgIEEEQhIekra2NDz/8cMX2/v5+XnrppVXP6e3t3ZC//ty5c8RisRVWEzfvvPNO0YClrCOr8dZbbxGLxVbEkPT393PixAnefffdddfNTWdnJ7FYjFu3bhVt7+7upq+vb03XzGr09/evsEjcj432aSltbW0rLC7KxbKWlaG0vf39/feNq3mUqO9uNUG6nRABIgiC8JD88pe/XBEAefz48SLBUDoTRLlB1ktTUxMjIyNFwY7f9Y33zTff5L333ivaNjIyQl9f30Ob9QcGBhgZGSmKTRgZGaGrq+u+8SaQd0u42wc88Bw3p06d4tVXX32IWuf5+c9/zqlTp4pmn/T09DwwUNfd3lIx+tprrz10fR7EiRMn1nR3bSckBkQQBOEh6ezs5OzZs3R3dzuxBLFYrCjw9N13310Rr7BeFwfAG2+8wccff+zEDsRisftaONbD66+/zokTJzhz5owjlNYjFEpZLSaiVMC8//77Dyzn7NmzRbERa7km3JT26Ubr7kb1gTv2oq+vb0WZ92vv+++/XzQNu6+vb10ziTaKEmj3s4htFyQRmSAIOw5JRLY9UPEt7lkwwuNHEpEJgiAIgrBjEQEiCIIgCMKmIy4YQRB2HOKCEYSHR1wwgiAIgiDsWESACIIgCIKw6YgAEQRBEARh0xEBIgiCIAjCpiMCRBAEQRCETUcEiCAIgiAIm44IEEEQBEEQNh0RIIIgCIIgbDoiQARBEARB2HREgAiCIAiCsOlIKnZBEARBEDYdsYAIgiAIgrDpeB53BX6oyGJZgvDoKCsrQ9flfUoQthPyFysIwrYnlUo97ioIgrBBxAIiCMK2xzTNx12FVbFtG3eYnaZpRf+qY8BGQwPX9o1co1Doin0a1oPPL3kP1bDBOU9zfR6E5dTH1kBDxy6cd3v8Dl98/hnJpUVee+01AkF/oUy7cBU9337XtdzNsm0btBxgYts62N58H2pZNGynFGyD/Ht1DpsMaKDhRcP7wHqvznrbXoz6TlYLsVztHvihIhYQQRCEx47G1pgNoMSHXbJtA+dr+eNzloVl5yWIpmksLCxy+84dcqZZEGbrE422DWgWeVGRK9Rnub9szEKdLacKNuqcBwmwBwu0h8UtPtxCVOZ9LCMCRBAE4XGiqQFzw0P98nlafovmfNR7e/4nu+TjtmxoJUct/6eEyEbe1G3no37SAL/fj9fvY2FxkWQqVRiEtZLzXL/ZpQJI1ccljpxD1hIaNiuFVOln/e1Z/zklJYjgWBMRIIIgCI8bl/jY6HBlF/1Uera26qdYhJSe7xYRpdaQB9dC/a5reReMCfgCAcLlYdLZDLPzc9iWha4tDz+2veyKWjleq84psc7Y7t+Xty//31331YTEenv6uwkQcbmsjQgQQRCEx4pW8q+bhx38HsqWUvJzIRbjgW6K1SwNoGt5jZCzweP1Ei4LY5omU1NT2JqG5TpHtVyJkFJzUN6eYhY+trPPti1XHQvipfCxbQsbq+D+KK7bSkpF2lrtXD+apq0qPkSILCNBqIIgCI8T5Udx/VOys4SSg2ytEHehgjqXxURpgOlqJRdHnyjriCswdoOoqlgFoWADXsMgEAxg2zZzc3Nohk4ml8FreIosIe62FbxKjnuJgmNIuVtcYbz5/9vrsdYUi6vVrrvyWPfv6+uP+4kMESDLiAVEEARhC/Ddh6WHm7FRWoYSHU50iP2gYUJjtaHEtiywLQwNvJqO3+tHQyeRSGDYGlbGLBnj71d/HfCi4SvUx3YdqgNG4aOEXKFOtmubc+zD9tF3Hy5FfBQjFhBBEITvCbcZfu1j7jckrj3oOY4breg3VlgRHkjpNNz8tFjnt3UPmoVzNB0NMDQNw6NhWVa+DMtiMb7AzOQMZs6iLBR2XXQV8eEyCmkYQACw874d51g/YOV/09x1NYAyV702Ks4ehZgrlCSiY01EgAiCIAguvsub/vK5lmXmBRj5oTzg8xP0B1haXCSTyeH1+jdQrkZeVKx2vdXqqyHD29ZHXDCCIAjCI8ey8gGgygLg9/sJh8NMT02zuLgo01MFESCCIAjCo0e5n5QA8Xq9lJWVMTs7y8zMTN41I/ygEQEiCIIgPHJ0XUfTNMfS4fF4KC8vJ5PJiAARABEggvDIGB0dJRKJcPLkycddFUHYMliWhWVZeDweIpEIoVCI2dnZLbt+j7B5iAARhEdMU1PT466CIGwZVCyIsoDU1NQwMzNDMpl83FUTHjMSJiwIj4jW1lbi8fjjroYgbAlKM4EahkEwGKSyspLJyUnm5uaIRqPourwH/1CRb36HEIlEVv2cOXOm6LiOjo6i/QMDA/ctZ3R0tOjcUvfCsWPHOHbs2H2voRgYGFhxzTNnzhQdc/LkSTo6OpzflVtDnVO6f61y3ahruD/uOqvz3W1VfeFur7rGsWPHnHKOHz++4hzV56rupZ/SvnpQnx47dqzoOquVu5H2utu8nna46+o+br33g7u/IpHIiu9P2JmUpiHXNA2fz0coFGJhYYG5uTlyuRywcsE2mSHzw0AEyA7i9OnTxONx4vE4g4ODK/ZHIhG6urqcY06fPk13d7czcB8/fpyzZ886+7u6uvjFL36xoTp0dHTw7rvvFpVROiBthF/96ld0dXXR2dm55jHd3d3rKkvVKR6P09/fv2KAdbNWnbu7u/n5z39OPB7n7NmznDp16r7lACv6tHSw3wijo6O0t7fT19dXVGapCIG12zswMMDf//3fF90r62nHw6D6UV2rr6+PkZGRR34dYWuSSqWwLAtd1/F4PFRXV1NWVkZNTQ2zs7NkMhls2yaTyZDJZAAwTZNUKuX8LGJk5yIC5AeCGlzeeecdZ9sbb7xBV1cX//AP/+Dscw/0w8PDxGKxDV3n/PnzRWW8+uqrDA8PA7B79+4NlTUwMMCpU6f45S9/ueYxx44do6ura0PlKktHY2PjqvtPnjy5ZttPnz7NG2+8AUBnZyddXV38+te/Xve1h4eHaWlp2VB93fzqV78iFovx1ltvOdv+63/9rwBrCojS9nZ2dnL+/Hlnf2trK7FYjFu3bj10vdZieHiYV1999ZGXK2wPdF1f4WIxTZPy8nJmZmbIZDIrpuuuJ3ussDMQAfID4eOPP151oHYLBMhbQZSpvK2trUiwAJw4caLInN7f37+iTPf+EydOONtbW1sBOHfu3H3rOjIyQiQSobu7m8HBwTWtH0oo3E+grFav9vZ2ent7Vy13YGCAEydO8MEHH6zrTb20/1aju7u7yFXiFg+wvj49deoUkUiEU6dO0dbWVrRP9WupgLhfe0vdNKu1taen54HHPKjubW1tfPjhh/frHmEH4/F4MIx8BlNd1/H5fGiaRlNTE3Nzc46lQ03ZheV4ERBXzE5HBIhQxDvvvOOYy4EV/nq36V+Z/91EIhF6e3uLTO5uTp8+XTRo9fT0rKhDLBZzXBzt7e2rxna4hcJ6cdf71KlTq7pCuru7OX36tDOoPwrcLpi2trYN9yng9Glvb++6r7tWe8+cOUNPT09Rvday9rjLWO2YB9X9/fffB1hVkAo7G3cWVMiLkWAwiMfjoa2tjUwmQzKZxLZtx0qizlG/iyVkZyMC5AdCS0vLqm/WH3744ZoujJ///Ocb8tcrofBf/st/WfOYN954o2jAOn369JrHdnZ20tvb67iI3HR3d9PX1/fQQqG3t3dF21577TW6urocF8t6+PDDD1dYJO7HRvu0lJaWlhUWF+VieeGFF9Y8z91eZQ27X1zNo2JgYID+/n5H7JQKUmHnoqwXtm1jWRaGYTgWkPr6ejweD4lEAtM0HcGhkpOJO+aHgQiQHwjK7O9+6z9z5gz9/f2OYDh27FjRTJBf//rXG4oBUTEen3/+ObBspfgu/OxnP6O/v7+oXiMjI3R1da1wZWyEU6dOrYhNGBkZcd7Y16Knp6comLO/v3/dLiDI9+lGY1bcvP7664yMjBTNPvnFL37xQEHhbm+pGD1+/Pj3Fhj6D//wD2u6u4Sdj8qE6nalmKbpzIZZWloinU4XHat+FnY+IkB+QChTvNv9MTg46FgR3n//fdrb2539w8PDRcGKD6K1tZXTp087sQPKSvFd6OzsJBaL8atf/apo+4OEwmq4YxV6e3tXCJizZ88+sIzTp0/z9ttvO+07ffr0AwdXdwzI8PDwQ9Vd0drayuDgYJEbC1bvj7Xa+9ZbbzkzZ1Rsx3cRRWuhBNrPfvazR162sPVRIkIJENu2MU2TbDZLNpulqqqKVCrlxIG4BYg6T4TIzkazJcrnsbCwsPC4qyBskEgkUjQLRthalJeXP+4qCC6UgMjlcti2jWEY3Llzh3/+53/m3//7f8+1a9eYnp7mySefpLGxEcuyME0Tr9fruGIkSdnORr5dQRAE4ZGjYj+UEFHBpYZhYNs2u3btIpfLFSUjK7WaOGWVfFjj37WOEbYmkopdEARBeOSo2S1er9cRF8FgEK/XSzqdpqKignQ6ja7rjnvG5/M51hKFhY0FKGeMTf7N2VrlX7fDRnPtA9DZfu6c9TgotrObSgSIIKwTWedFENbPWgOj2q6ERzabxbIsJwZEzZiBwgBcKMY9FFtr/Os+xnbt24qmfol+EAEiCIIgfA+4p9C63TAej4dcLodhGHg8HlKpFLlczrGUmKZZJEA0Tce434V2MNvZurEeRIAIgiAIj5y1ZrV4vV6y2SyGYeD3+x0B4vf7nZiRHwI7XVysh61omRIEQRB2IEqAqDVgysvLi6biqmNKf9YewUfYeogAEQRBEDYFtSpuKpXCtm1HgCwtLQEUpWF3sqI+ttoK3zciQARBEITvFbdVwzAMUqkUpmkSDodJJBLMz8+vyIKqAlN3Ku4Ebd/ls52RGBBBEAThe8Gd20MFoWqaRiaTwbIsfD4fyWSShYUFMpkMXq+3aDaMKuNRsNXETKmAKHU9rZbGfjW2Wrs2gggQQRAEYdPQdd2ZeqtygiwtLZHJZDAMo2gGzHrFx3ZM264ElkK117Iscrmc0z8ej8eZsrzTEAEiCIIgPHJUIjK3kNB1nXA4zO3bt8nlclRVVeH1ekkmk2QyGUKh0Kor4brLcG+3LMv5qCyr7nPcq+t+HwJlNVGgaRqmaRZZfEqPtW3bmYqsBFkqlWJxcZGpqSnu3LnD1NQU+/fvJxaLUVNT42SQdbfb5/M98jZtJiJABEEQhEeOWzS4E41BfkVcJQ7KyspIpVIsLCxQXV296rmmbaHZgEYhL4iWz4iq66BrePBQ2J0/v/CvZuho9qN1U6wmLkrbreu6s880TdLptJPfxOfz4fHkh950Os3MzAzXr1/n0qVLjI6OEo/HnWywly5dwufz8fTTT/Pyyy9TXV3tiA/DMFhaWioSbdsNESCCIAjC90JpLhA1DVctUAdQVVXF8PAw09PTtLa2rkxEpuvo6GgUXBSAbZlYto1m2+RsO5+KvcRK4jGM/Lmahm1b6NqjmXPhThPvXu/G7VJxJ1VTC+wFg0HHOjI3N8fw8DBXrlzhq6++4saNGxiGQXNzM+3t7ZSXl5PL5bhw4QIXL15kamoKj8fDiy++SGVlZVHK+u0qPkAEyGNDVu4UBGEn417JVlkEPB4Pfr+fbDYL5IXCrl27uHr1KtPT00Wp2DVNwyI/iNuUuGSUBYL8IKahYWDj9ojkj88LE9M08Roa+iMYrEvdLqqdbmGSSqWcTK/K2mHbNpOTkwwNDTE8PMznn3/OzMwMqVSKaDTKgQMHePbZZ9m3bx+BQIBEIsHu3bv5+uuvuX79On/4wx/IZrP8+Mc/pra21hFz2xkRIIIgCML3htsKous6Pp+PdDrtxG1UV1fj8/mcmTBqINd1HY18XpCCXaNQoI1l22AXBIcGtmXnE47pSpho+e1o2Bpoug6PyFKwYqXews/uqbGapjnxGel0msnJSW7dusXo6ChDQ0PcuXMHTdOIxWLEYjHa2tpobGykurqasrIyDMOgoqKCiooKmpub6e/v5/z583z88ceEQiFeeOEFIpHII2nP40QEiCAIgvC9UTowezweEomEYwWJRCJEIhESiQSJRILKysriOAobbM1G5UQtDPf51W+1/DZd15y4D5v8CrpaISpER0PXjXUnNFtrtklpcKyKxXBvcweczs/PMzExwdDQEENDQ9y7d49cLkcwGCQWi/H0009TX19PXV0d0WgUj8dT5M4xDIPy8nKeeOIJJ0j14sWLfPTRR5SXl/P8888XWV22IyJABEEQhEeO2zKgBmpd19F1nWQy6UzF9Xg8VFdXk0qlmJ+fp7Kyklwu57guTNvC0iBvDykEmGp5C4eODq7txUGoNhY2Fha2xbpEyP2muq5m9VDtKY3DUG6WCxcucPXqVebn5ykvL2f//v0cOXKEWCxGa2ur00bAmXqrUGLEMAwOHjxIMplkbm6OsbExBgcH2bt3L3V1dQ9o0dZGBIiwSeTfSyisa5nJxfF51jYh2liQm0bTIGfsYs4EzTYp92TwWhaa5gPNSxaIJ+KUe8CnQTKRZT5j4wkZhMt0AkQhYYNfAwMS2ITUYygNeHOg2ySTGYLBsvzmjIXPq6NpYAJYNrqukTNzaLqJRhYNE2wTW7OxNT82YcysxfStWzTGWoqehqncIpYOAT2Uf2BmssxNThMIhAmUh8l5wNRAt3J4yYLhY9yaJ6D7Cc1m8PsipKwscTuL7vdT5vMRNIGFFEQC5AybWRYwFhJUekNogQgZ8mmOk/dShPxejKhBxsri1bOYZFnESyIXwEgnqPNkwWuDmWNmfolU2mBXfSNewyBrWRh6/jGfSC4RKvTR6likUkkCgTJME+7cvY2mw+76RgwgmbPJZbMEgz5y2Rxer4d0Ko2u6Xi9HnR9ed2P0nIBbPvB77DbOSBvx+GoheUfNU3DMAxHfJimia7rRKNRJiYmmJ+fAyCTyeQHd0N37gvLtsjmsiSSCRJLCVLpFLlsDsu2yWYyeLweQqEyysvDlIXCBLx+dE3HxMKycqA9GjeMaZrAsviwbZt0Os3i4iIzMzMsLCzw6aefcuvWLWZmZvB4PBw6dIi9e/c6n+rqarLZrNP+1dw4ygpkWRaBQIDDhw8zPT3Nhx9+yOjoKN98840TkLpdEQEibBIFU6qZxMQq+HVTaLaPXMZGM8HwGNg6ZA0b286gJVL4fCFS2SwejxefRwcLcpaF14B0KknahmioHDs5T84yCZaXE9R9pM0Mmp3FspNgeyEJVsBA1y1SWQ2PrePxAZqGZVoEg8HCG4eGz6eTy9mFtw8dy4L8bD8N29bQdR+WlSGby6HrBl6PF4v8sbsbdkPWwsykMLw6KTODbeh4DC/JTAKvZuAzfEQqK8D2gAG5rEXOtvH7dEwblhIzhEIhMG2ytoWeShCIhkH3kTFtPBqgg+33sjh5D31XOQbg9/pA1zEtE0szwIRQOIBuQy4LHq+XnJXA1DLomgevpuH1+rGtHFoyB2VlVFaXoWl+cujkbPAWHoDJbIpQsIxMJoPP4wFdJ5vJkk1n8Xo8eIM+LFMjnTbx+20MQ2N3XT3oGpZtk7NsDF3DG/RhmhaL8SUqK8vx+3xOsOB97x1sit9xV+d+Cam2Y7Kq7YyKw9Dy81dAyw+oHsOD+j7VG38wGMAwdBYX4wCYdg7bNrGx0TFIJhJMz8xw9+4Ed+7c4c6dO9y7d4/5eJxsJoNlWviCAXbV7qK5uZnW1laaW1rYVVOD3xtAL5m5AhS5S0pn69wPZfGwbZulpSVmZma4efOm42q5e/cuPp+PcDjMkSNHOHz4MAcOHKCqqgrbtslms04OEFi2dKi4kbXu0UgkwvPPP8/S0hLnzp3j008/pa6ujoMHDxblCNlO97gIEGHz0Aw0j79w01mADpqOx0/Rm5JX00DzoUV2gw0hzXCGHl33ge4DdPwBL0r7a8HyQiH5iHSf4QM8+YEtqBfyB4CBgeYvnGTn66Qb+RHdFbSP17O8hqahq38N1zYDwxdQV8+bh3XAl49KNzwh0GwChRragK+wD1tHDy4/EAP+/IVN08QyoSwYJZHO4vf58VWUkctksDQLv27g1fJTDm1sMmYKf6QcQ/cT0ALohoUGGAXDNB7QCpfx5PUfXj2MFwsfOmWGhmZ40Agv978GhV5yxnpd1wn6Q/l+db1teX1evL7lKHzd0IhGl61aHjWVEsBwrwWiU1MdZf3kvwvbtoDl5FbKT67epN0+dI/HQy6Xy9fD48G2bTKZDB6Px3lYux/U2/HhvdUpfF3YpoVlWmiGDjYYet7iZVkm+eeATbQiQigcZGFpAZMswXAQK2diZnMkFhN8M3iRc5+c4/rQdZKJBKBh2Ra6xyAYCBAMhZibnuXm8Aiff/wJlZWVHDx4kFdeeYXDhw/j9/vJYTnWF03T8Hl9WFbequLz+cjmsng9+fvZsq1lN4umOzNdbGxsKz+rZnJykgsXLvD5558zMjJCNpulrKyMUCjEv/k3/4ZYLEZ9fT2hUMi5R1UekGw2WzRLaF39advU1dXx4osvMj09zWeffYau6zQ3NxONRouyp6q/ERWrstFrbRYiQIRNRi/5t4BW+qOe/2juI/PD6+qnrbZdL7rUiqHF2bCRP87Vj9VW/KB+WcWtsMYYl09DHcS2bYKGjkfz5Nvvy6+PkUwkmJubw+PxUFtbixH0Oz5ky7ZR7uOigP8V/WqQlyjurZ4VdXqUw/CjKqs0w6U7KBBwHrTqoWuaZpHQcAYRl7m7dL0Nd6yCiJHvTn5mSj6Hh/N3WAhETafTxBfmqPJUEgoFKCsLsZRIYGCQNVPMzs4wPTXNJ38a4PqV64zfGSedybCrpoY9e/awu6GBcHkYn89HIpVienqaOxPj3Llzh9nZWS6cH8Q2LXQ02tvb8QcDaGiOIM2ZueV7pLA9mUri9XodIWJaJjkzh51bvo9SyRQXv/2WTz75hIsXLzI7O0soFGLPnj089dRT7Nu3j927dxONRgkEAquu67Jea8tq97Df76eqqopQKMS9e/cYHx8nHA4X3d8bvc7jQgSIIGwx1ANaoR4soVAo75op4D4G1xv8Th04Sxcpc7/VucWJylRZas5Wb7/qZ/e5q6XvFr4btmWCpqHp2rIi1kDT8xaqeDxOLBbDMALkzASZbIaZ6WkmJicYH7/DhQxHLXcAACAASURBVMELfPXll2QSaaLhKM8++yyNDQ3sbmigtr6OmpoaAoXkXjaQTCaZnJpkeGSEb7/9lkuXLvHZZ58xNjbG/v37+au//iuam1soj5Tj9XidgV3XdGxsEolE3lKSy7G0tISmaQQCAXw+H6lUilu3bnHnzh3+9OFHTE9PA9DS0sLLL7/M7t27qaqqoq6ujrq6OifFOiynTXffZ+u1SBiG4Vjy1PnRaJS2tjauX7/O8PAwV69eJRaLFVkn3Wnwt/LzQASIIOwAVLDaVn7YPApKrR9qmxIUSqQoE7dlWWSzWbxer2P69nq9jhtGPaDd1hSxfjwaLGw020LXDGxsLMtER8eybXw+HzMzM8zOzmLoRj5zqGUzODjI8NAQwyMj6JpBWShER/sRfrT/R7Tt3UvVrpr8Am2Gge7JW+7sbI6saRKNRolEIzS3tNDe3s7ly5f5l3/5Fy5dusS//Mu/kEyneO655zhy5Ai1NbtA07AtOx9I7rqH/H4/gUAA0zSZnZ1laHiYy5cuMTw8nK+vptPQ0MCBAwfYv38/tbW1hEIhx72n3IJKOMBywOrDou5LyL+ItLa2snfvXieviEpjr+u6YzXZqm4XNyJABGEHsdXfeB4V6uGq/Pkqc2Ymk3GSWeVyOaanpxkfHycQCNDU1ER5eXlRZkp3Hoft8MDeTuRTeKiMHDamnQNbR9MhEAgwNTVFIBAgm8syNz/H9NQ0YzfGSCwlWFxcpOOpI/x1VxdPPXmIqupqAqEQWBapVIqsZeEr+BrThRkzmqah6TpBj4dgMOisMTM1NcWVK1f48osvsHImoWAQr+GhrKxMxcajaRqhQBAA07JYWFjg3r17XLl8mS+/+orR0VHH9dn54ovEYjEaGhryZYATd+RefM+dG2S1RfXWQ6l7ULkZKyoqaGtr49tvv2V8fJypqSkqKiqKraJs/eeBCBBB2CG4/cxb+aHzXXDM5oUHvcoXoWmaYzpfXFwkm82SyWSclNiRSMTJwAk4gXqqTGCFmVz4LtjoOlgqAsi2C1Hk+SDkQCDArVu3mZ6e5ubNm1y9epWrV64wOz1LNFJB7PBempqaCQVDTrpxK5cDVlqsPAWLlqbrZLMZcqaJz+ejvLycw4cPk0qlaGxsZPD8eS5dugRAMpHkqaeeor6+Htu2mZ2dxbIslhYXuTE2xsjICJOTkyQSCUzT5EdPPEEsFmPv3r00NzcTDudjT5SVbbXps6p++ebbRWJivWLXXZZyL6pVcFtaWjh48CCfffYZd+7cobm5eYUAcddhK/LQAmRhYeFR1kMQhA1Sup5QaVDmTkdZMNQDen5+njt37pBKpfD7/Xi9XqLRKNFolMrKSjRNY3FxkUwm44iY0sA9ESCPhvy024K40yzs/JK0aJqOput4PAbT05P8/ve/Z3h4mMXFRfxeHy3Ne6irrecv/uIvsC0bj+Hh2vXrhMNh6urycR/+UBDsfK4QNBwBCssiPJ1O4/f7aWpqIhwO09HRgdfr5ZNPPuGzzz4jkUjg9XopKytzFn2bmpri5s2bjvAIh8Ps2bOHvXv30tjYyK5du4hGo8402nQ6jc/ncwSS2z1YGtSs9m/UxaeOV+W6Z3BVV1dz6NAhzp8/z+3bt0mlUpSVlW2re1gsIIKwQ9jqEe/fB+qhnMvluHv3LhMTE876GZWVlc5sGBV8Gg6HmZ+fJx6PEw6HCYVCRSuKbpcH9/fJo7mLNEzbImfmQF/uU2dGCBaTU/cYGhrG5/Px/HNHOXjgSaYmJ0ksJHjx+RexsPEYBpevXWZmbo5EMkkynWL37t14vT5yVg4zlw841jwebNvC8HgIejxks1my2SyBQICqqirC4TCdnZ3cvXuX8+fPc/nyZYLBIIuLi2iaxmeffcb4+Dhzc3O0tLTw7LPPcvDgQZqamoqSfeVyOfz+/OwzlZAsl8utcLco4VG6ErB7ltZGXH5qCq+6rqpHc3MzZWVl3Lt3z7HuwfotLI8bESCCsEP4oU0hdQcOZrNZFhYWqKio4IknniAajToma/cxS0tL3Lt3j1Qqha7rGIbhTJV0W1R+CP23FqWD5rrOcZaLW06GbloW2ZyJrhcG3kLZuVyObDZLPB4HdPbt28dzzz3HnpY9fP1Vmql7UwRDQTSPjm1aHHnmaUZHR7l65Qpz8/Ok0mlaW1sJBUNOwCUsT8NW32sulyty0e3du5fnn3+edDrN8PAwX331Fbdu3cLj8TA1NYXf76etrY3nn3+eF198kYaGBqc/3HlistmsE3CqxICu644lxH3PqfNLg6ZzuRxer/eB/asSlrmzr6rtHo/HEdHz8/NFAqT0e9yqiAARhB3CdjK9Pixul4l6w4W8Ob65uZmpqSlmZ2eJRqPL6bwL5/j9fr755hvu3r1LLBZzFj1TScw0TSOdTudnWaziS/+hkM1l87EHho6hG+iaKwmXK3eKO/+KyqXhZPe0LbyGl2yueNqzbdssLCwwPz+Prus07G7kb//2b+loP0JiKT8NNpvNMj09TTgcxl+W/36bmpsoC4eZujdJOp1mamqKhoYGdF1nbm6uKLhYXU9NWVcBomVlZfzkJz8hFArxu9/9jtu3bzM7O0sikeDQoUP8u3/372hoaGDXrl0EAoGixF7KaqFmubivU7ogXOnvpX+Taor4egJSldAIBAJkMhlnFpea7eLz+YhGo9y8eZN4PE46nXYEmIoXWY/QeVz8cP/KBGGH8UMQIGogUA/mXC7n+PPr6uqYm5sjmUwC+UDTXC7nrLehlkUPBoNOrgb1NqveMFXukJ0cyPsgfN6Va4tY9vIMDA2tyCKQzxCcx7TMQp9nMbz5XBjZbIZEIpHvUwuuXbvGlStXME2TF158kZaWFsDG7/cTDAaZnJzk9u3b7N+/n1zWJGdm0Tw6VdVVhUXrksTn49y+fZtwOExFRQU8IPjatm1CoRC2bdPZ2QnAb3/7W27cuEFzczOxWIxnn30WgFQq5Vg13OeXWiE2g2Aw6FzfLSQsy3JWFPZ6vSQSCZLJZFHSs+1gyRMBIgjCtqB0pVCfz+dYOQKBALquk8lkigZHtxsml8uxuLhIMBgkqBJYudJVQ160uKfm/hDJ5XJYpZEgKrYBsG0L07bAdrn77LzLxbZtPD4fAfwk0ov5WSU3bnDx0kVmZ2bx+XwMDQ1z6eIV6uvraW7KxzDohoFueKisimLaJrPxWYLlIVLpVD6Nv6aRLbhbbF0nEo0WllfQSKSS+P1+dBXHs0a70uk0pmlSUVHBwYMHi1aqzWQyJJNJJ7BbrdK73PzHJ+7VonXuGBNd1ykvLy9azE5ZaNzWGvf2rYgIEEHYIZROAdyJKMGg/O25XI5gMEg2m3VScFdVVRUF+amBwzAMKioqSCaTzM7O0tDQUCRC3G+PP1TxAaDpmiuWAydbqMK0lKAznWnOQZ8fw9BZSCxx48YN5ubm+PSTj1lcjJNOpZmYuMtSYoHy8nIWF5ecOJBEIp/zwzRN0uk0N8bGWEzEGRq+ziuvvEJiKUE8sUgwFCIajeatM7YNtlVYfsDCsosDPlf77tSgrBLT1dTU0NnZyfT0NJcuXWJ8fJw///nPPPPMM0QiETRNcywezj3xGCwKqg7K7aL6TbkME4kE8Xic6upqIpGIkwStVIRvVUSACMIOYifnAVHTEQHHx63aefnyZW7fvk0oFHJmv0BxgjGfz8eePXv45ptvGBsbK8ym8BY90H/oadhVUi4DDVvLLwBomiamnX/TRsMZxJVbwOPxsJRKMjo6yvnz5xkcHGRifJz52Vnq62t5uuNpnn/2KDkrRzadZmFxkYsXL3Hz5k0++OADLly4QHVNFUtLi4yN3cTG4trQVaamJ8maOYaGhkimU1RVVdHSsofd9fXomkFicQHbsgiHw8X3+xqLJvt8+VUvzWwOv8/PM08/g23ZLC0ucXd8gj999Ccs0+LVV1/F78vHohiGkV+YrmARyU8r3ry/LXX/uq0Zuq47bsPp6WkmJiZobW2lpqam6JztMK1cBIgg7BDcA/ROxf1GZ5qmE+dx9epVPB4P+/btY9euXc4D2L10umEYNDY2cv36dSdWJBQKOYGn6q33u6bN3s5oQK4g7HTXoAeFVWE1HcNj4DE8WAVxMjc3x+joKJ9++qmTFEsHPLrBzPQs43cmqKqsprKqgkjtbiIVEfz+ALdu3eLrr89zY/QGFVVREskEgUCAJ/bvZ3JqioWlBXbV1lJXX8uVa9f55ttvuXvvHocPHaa5sQm/34+Vy2GZJrpKxQ/YGkUWHIVe2GkX7o2ysjI62tu5dfMm//N//k+Gh4YIBgK0P9Wed9EBOq5F5DQNrM21JrjdKyqYVrlTJiYmuHbtGslkkra2NsrLy4tEijvvyFZFBIgg7CB2ugtBDQbuN0EV57Fr1y7q6uqcwD33mjGqT0KhEA0NDUxOTjIzM0MoFFqxaNdO7buNYBc+mq5heDzomoah6WRNk0wmQyKxxOTkJLdu32Z8fJy7dye4des2qXSK2ro6dtVUE/T6mZuZY3Z6lq+/+gq9kJG2sbGBibsT2LbNj360n7JwPp251+elurqaltY9xBcXWEouEgu38eTBJ7E1jS++WGB0dJRcNodtWezZs4dgMEQyncKrhCb2quIDwLZszFwOoxC8nEomCYfDHD16lC+//JJbt24xNjbG1atXKC8PO64Y23K5NTf53lhtheelpSUmJia4cOECly9fprGxkT179uD3+x2XjZutfD+LABGEHcRG15rYjigB4ikknPJ6vezevbto5VD3dFH3eZqm0draSiaTYXx8nKamJnw+36or7P5Q8Xg8WCzPfNHQsGxIZZLcGb/NzVu3GB0Z4fadO8zMzGDbNuGyMLtqd1G/u55oNErdrlpqK2tYnF9gcWGBZCrJ3Pwsc/PznDv3Kbfu3CSdTvOjH+2nuaWZ8kL8QiAQAEPDF/Bz6/YtqmqqWVxKcvfuXZYW86JnIb4Ato2h6+xuaMjHA93nntfyKVmhsHYMLFsLDcOgpaWFl156ibNnzzI/P8/nn31GY2Mj0WgUyzQxC4vn2ZaFtsn3h3Iz5nI5ZmdnuX37NiMjIwwNDTExkRdxr7/+Oo2NjUULLLpjoErzkmwlRIAIwg5ipwuQ0oW9FhcXqayspKGhgWvXrjE1NUVVVVVRfIhyvyiREY1GCYfD3Lp1i6WlJcrKypwARXe+iq385nhf1oiBcO8uPdQdtJjL5Zibn2dxcdGZjqprGpNTk3z11ddcuniRqakpItEoTzzxBPv376ciWkEqlSSbzVK/ezf72trwaB6Gh4e5eWOMqF3BkWefoaIiwvnz5/l//79/5N69e/zhDx9x6NABXnixk2eeeYa6ul2M3riB3x/g8reXuXNnnPPnL3DnzgSJpSQej0FDQwPloRB+rxdD02hp2ZOftWPlA0WV5UvXdaexyoWi6YUpqoaB3zCgYOF56qmn+OKLL5ibn+PylSs8e+sWrbEYRqG8/L2TD37VtPWv47JWHEbp36j7d7cINgyDxcJMom+++YZvv/2WkZERstmsk1ito6PDSbznXptGlSsCRBCE752dHIAKyw9pFYCaTCad1Ujr6uq4ffu2Y4JW2SYDgQCpVMqxlqgF6fx+v5PAKRaL4fV688GWhYf1tuxD28Y2LSeQVHMFjdoazkwWq5BQDNvGLrTTNE1ypgm2zeS9e3x27hx3xsedBdcMXWdmdpbh4WEADh08SGssxp49e/D5fIyNjXH79m1qd9XS1tqK18gPLdlchvG744yOjmDaFnW1dViWRSqVIRqtxDRNxsZuk0j8EZ/XT31dF17Dh5kxuXj9EhPjE3i9PlKpNLZt4fP7iYbLiYbLuXblKs2NTTQ2NObjgQwPukcnlUxh5nKUlYexC+LBtm0y2Qw+v99xweRyOTx2fgVbX8DPC50vMjs/x+zsLJeuXKZt317a2trQcjkWFheIRqP5c9ZpBVEzVlSWVHcgqRIL7symKuupuhfVmjNffPEF586d48aNG6TTaSKRCM3Nzbzwwgs8++yzzno27nvW7U5UaeS3Ipr9kK9LshidIDxeShejU+6HnZrF0+0msSzLyQHi8/lIpVIMDw+j6zpNTU2UlZU5gsOdtEw99OPxOCMjI0xPT6PrOpWVlbS2thKJREin03g8nm3Xj7ZpOanJNU3D8HqWU8wXTAE2kC0MVj6Pl3Q2w8LSIuXl5SQSCT779FM+/tOf8RgG1VXVpNNpJiYmuHfvHrqu88orr9DR0eGINTXAVVZWUl1d7ViaVOK3YDCIx+Nhfn6eu3fvMj4+zuDgIP/8z//sLBqYy+VIJpPU19fzxBNPkEqluHr1CrlcPpMnlk15eTmBQIBQKMSzzz7LT3/6U0zTZHBwkIaGBp5qb8+LLpan3Ho8HmwgPj9PtKICzbUmjYqnUPdDIpFgfHyc//W//hcXLlwgGAzyl3/5l7z66qtUV1fn+24Dyb0SiXxWV2V5yOVypFIpLMsiEAg4okBlK3Wnj5+YmODq1auMjo5y+fJllpaW0DSNuro6nnjiCfbt20dtbS1lZWV4PB4n46t7Krliqwvp7fUXJjwWzpw5Q09PD2fPnnWyCApbD7U6507FHdPhXhkU8mnWGxoamJiYYG5uzpmaqSwayg2jjg8Gg9TX12MYBjMzMyQSCdLp9LbJILkamqGja6ycCaVp6Gj5fBm2jd/jxbQsUpk0hm5QUR7l7r27/OnPf+ZPH33E0x0d/ORf/Svq6+qZmpri/Pnz/OEPfyCdTtPR0UFLSwufffYZTU1NPPHEE856KOFwGIBkMsnMzAwej8fJ11JeXk40GqW+vt5Z3O3zzz9namqKYDBIWVmYdDrNtWvXMAyDTCbrzPpIJJcIBYMcOXKEl//iZdr2thGNRkmn09TV1bGwsEAykaC8vNwRmUZhmqqhZo3YeWdTLpdzvmP3GiuhUIi9e/fy0ksvMTU1xbVr1/jqq6/Ys2cPu3btWk43v877QiW0c4vmcDjsWEDcAkVl5B0dHWVwcJBvv/3WWdVZ0zQOHz7Mc889R2trqyPE/H6/c63tPPNNBIiwbnbv3v24qyDch8XFRXbt2vW4q/G9UTqjRVk11BtkNBplfHzcScXuFiDqGHcOi8rKSioqKkilUiwtLTmDxlZeO+NBuKcdW7aNphViPMgHY2ZzKreFjabp+D0eFpJJBgYGGPjzn9GBWGuMqsoqAoEADQ0NZLNZhoeHuXfvHolEgi+//JJoNEptbS2GYTizkdLpNHfu3OHevXvE4/lU6X6/n927d3PgwAHq6+upqKggFothWRZDQ0PcvHmT2tpaZx2fsbExx5Xo9/spKyvj2WeeIZXMW0vC5eF8vgs9b+V4qr2dP330ETdv3mTfvn3579i2McARG2VlZSwtLREsCzmuCuVmU2sK+f1+NE3jqaee4ttvv2V8fJybN29y7do1Ojo6SKVSRCKRdcdYqfLVPaiWBPB4PI5LRsUwzczMOIvjDQ4OMjMzQ3V1NXv27KG9vZ0DBw6wZ88eJ5W8WwhlMpk1XYbb4R4WASI8kDfeeIM33njjcVdDeABzc3PU1dU97mp877hTTruD61TgoXJFwXLcSGluBDX4+Hy+/MAWDhfFj6jythMq1kPTdGzsfOpyMz9bxCgIE03TyGQyeTeFbTM6focvvvySC+fP09jQQHt7Bx0d7QQCAWfArK6uprW1lfn5ec6dO4ff7+cnP/kJVVVVjuBRmWjHxsYIBoPU1NTQ2NjobP/qq6944oknaGxspKKigkOHDnH06FF8Ph/PPPMMhw4d4ptvvuF3v/sdi4uL1NbW0tHRwf79+6mvqyc+P8/t27cZHBwkmUzyowMH8Hm9BIMBR7woMRMqK8NmOVbI6/c5FgwlmErzxEDeHRIMBmlpaaGyspLr168zMjLCxMREfr0ZcJKTPejeUELBnUfFLXhSqRTj4+MMDQ05SfQymQy1tbU89dRTxGIxmpqaClON88sGqBWclWtQrYm0bWOWgC0952xgYIBIJLLqZ3R01DludHR0xX4399uv9g0MDBSdE4lEOHny5Ipt6tPR0eFsP3ny5IprHj9+nGPHjjm/Hzt2jOPHjzu/nzlzpuic0v1rlVt6jdJ2uet88uTJonrCcp+q9qrfS9t35syZFeeoPl/te3FfZ719Wnod1Sfq4+6/9bTX3WfraYe7ru7jSn8H6OjoWPH9lNaldP9mMzMz47gRdirKd+9+qLsfvoFAAE3TnBi10nTs6mc18KhYBsB5O3WXv50wC+nJ8zk8XAOSig1Aw+f14ff5WVxc5MsvvuC///f/zp8/+ohoeYS/+su/4i9+/GOqq6qLpnB6vV4OHTpEQ0MDQ0NDBINBqqqqnGycS0tLzM3NEY/HKS8v50c/+hH79+9n3759PPXUUzQ0NLC0tMS9e/ec47PZrHPM4cOHefLJJ4nFYs7qxhUVFTz//PP85V/9JYcPH+b5o0d55plnCIfDXL9+nfNff523fuVM2vbuJRgMMjw0xMzMDJptY6kVjoGF+TiBYBBDN1ZdvdadBde2bRobGykvL0fXdaamphgaGnKsH2qGzXo+SoAYhuG4WyYnJzl37hz/43/8D86cOcPvf/97rl27htfr5ciRI7z22mv87Gc/46//+q9pb2+npqaGQCBQJJxU2vpcLucsnuhmq2c/dbOlBYhicHCQeDxOPB7n9OnTRfsGBgZob2/n9OnTzjG9vb1FA/cvfvGLojJisdiGB4tIJFJUBvCdBpy3336bvr6+NfcPDAxw4sSJB5bT1dXl1Ons2bOcOHGiaIAtpbu7e9Xt7vb19fXR09Nz33KAFf1RKgY2gjvORJXZ39+/QoTcr70nT55kbGys6F5ZTzsehkgkQl9fn3Otrq4uRkZGHvl1NsLMzAzz8/M7WoC43yzV727KysqwbZupqakVVg+gSGAoweF2y2yXB/dq2PnV2fK/FDKZejweDD3vcklnMySS+bVXhoeG+ejDjzj/1ddURCr48Usv8eTBg4QL/acGO+WyaGlp4cknn3QEQjabBXDiHNR3kkgksCzLcRfouk4wGHTWMlGJ41Sgr8/ncwSBuqY6rrq6Gsu08Hg9BENB2vbt5ejRo9TU1DB64wbJVIpEIgFAbV0t6WyW2dlZUplMXnQZOpqus7C4iM/vc4JQVX1Xi+vI5XLU1tZSW1tLRUUFiUTCmfkDy2LlQR/VBtXuhYUFLl++zB/+8Af+9//+3/z2t7/liy++IJfLceTIEf7u7/6On/70pzz33HM0Nzfn170pzEBy94nbdaTckNsp6LSUbSFA7sc//dM/0dXVVeQieOedd4DlAfH999+ntbXV2T8yMlJYAnr9xOPxojLcA05TU9OGyjp58iQjIyO89dZbax7T3d1NV1fXhsq9ffs2QFE93Rw7dmzNMgcHB53zVL1+85vfrPvaIyMjG+4HN2+//Ta9vb1FQa6nT5+mv79/TQFR2t633nrL+e4BnnvuOQDGx8cful6roerzwgsvPNJyvyvz8/PMzMzs2GRazuyOwtsg4PjWFaFQ3s9/7949521VWTPcg4170FQBiYrtmoo9nwkULNvGtE1sbHRNRwMy2SwLi4tcvnyZP374Rz75ZIBkIsHTR57mb7q7OdJxhLJQGclE8ZLu7tTfbW1tPPnkk4yMjDAyMkIymcQwDEKhEFVVVYTDYSYnJ7l69So3b950UrRPT08TjUaprs5bVsrKyhxLpN/vd2JvFhcXsSwLv9+P3+8nFAo5M3DiC3FsbGrr6/jRwQMEQ0G+vfgto2M3iC/Eqdm1i5Y9LaQyaebj83i8hQy52ITCZY5gUhYvtyvOvb6QYRiEw2FaW1upq6sjm80yOTnJ1NQUUJwavfRTKoyTySSTk5NcvHiR//t//y+/+c1v+Oijj5iZmaG+vp6jR4/yk5/8hJ/+9Ke89NJLNBSSqpmFbLPZbNYpV8WRKOEcCAScGKjVZr9sF7Z9DEh/fz9vvvnmiu1dXV2MjY05vx87doz+/n4Aent7Vwz+a1kGFKOjo7S3t6+4BkBjYyOQt1rcb5bIqVOnOHXqFLFYzLEarMaxY8fo7e2lpaXFqfNa9Pf3F1l7Si1EipMnTzI8PMy77777wDJhZf+thrs/SkUgPLhPAXp6eujp6QFYIQpVv46Pjzsi40HtPX78OKdOnVp3vddTr1JUXc6dO7elZgWpdTncWRB3EqUxH1BsEdE0zXnjXFpaYmFhgZqaGkeIqMFBZT7NZDIARbM1tqoVZLW4FLf1Z1lYmZiueAdTwxkIp6amGPz6a65cuYLf7+eFo0fpfLGT6qqqfL9qy+uGqL5RFo+lpSUqKyt55plnnODMuro66urq0HWdQCBAU1MTtm2TSqW4desWmqaRTCaJRCIcPHjQsSjMzMwwPT3Nl19+ycsvv0xlZSWTk5OMj4+TyWSc+9fv95PJZLh06RINDQ3U19ejoRGNRmlqauLTTz8lGAzyb//tvyUUCrFv3z4uX77sBCHnCuvEVESjxOPxFfFCbgGihCjkRcb+/fu5fv06t2/fZnZ2lsHBQV5++eUi60MpSoiYpsnExARjY2Ncu3aNmzdvOhlj6+rqePLJJ9m/f7+TbVWlUFc5Q5RVSJWlFvwrvde3q+hws/OeUmvw/vvv39e07zb9l4oDJT7cJvfe3l5nf2dnJ729vXR3dzvxAKsNgr29vcTjcd588801YzuUUHC/yd+PUpdET0/PivgF5c754IMP1lXmenG7YIaHhzfUpwrlOovFYuu65v3aq8SH2j84OPjAeq91jNult1r94vE4J06ccL7v9Yi675va2lqmp6eZnp4GluMlYDkj4lqui+2KeoN2u1jq6+uJRCJ88803jpkaisWFGuDcuRqgOD5kK+F+c4flRGvZbDbvUnJlwVzOXqozPTXFp59+ym9+8xv+8R//kbv37tHZ2cn/85/+E3/zN39DbV3t+0l67gAAIABJREFUslvKNAkEAo6gCAQCzsCslnpvaGjgP/yH/8D8/Dx//OMfGRoaKloobe/evRw+fJgf//jHPP/883R1dXHkyJEi183nn3/Of/tv/82ZxqvrOhcvXmRpaYlDhw5RVlaGz+fD5/M5cSFffvklExMTTsKuo0eP8vrrrzM2NsYnA5+wuLhIOBymvr7eSU6Xy+Uc60ogEHCCl91uC/eMGMhPZdc0jX379tHR0UFZWRkTExN88sknzM7OOveS2xKnRMzCwgLXr1/n448/5vTp0/z617/mj3/8I3fv3mXv3r38x//4H/nP//k/89prr3Ho0CF27drliGF1P7qn0avZMorV7s2tmuF0vWx7AdLW1saHH364Ynt/fz8vvfTSque8+eabRX69B/H5558D3Ndl8s477xQNWG6BUspbb71FLBZbETPR39/PiRMnePfdd9ddNzednZ3EYjFu3bpVtL27u5u+vr41XTOr0d/fvyE31Ub7tJS2trYVFhflYlnLylDa3v7+/vvG1TxK1HfnjgF53NTW1hIKhZy3V1h2NfxQMAyjkFeizFkpV71ZbtW+cL/ZrvVRbiI12CmXgs/ny2d5zWXJZDN4PF7CwTKwYWh4iP/z+9/zu9/9jpGREYLBIC8cPcrRo0dpLKwmi2uWhhKp7lztStCopF3l5eVOwrBEIsGHH37IRx99xPT0NB6Ph2Qy6cQhKYtcMpnEtm3GxsacoMu2tjZefPFFIpEIw8PDZDIZmpub8fv9zM3NYRgGPp8P0zQ5ePAgHo+H69evk0wmiRYsGuFwmH/9r/81ozdGGR4eJpvNOgm6kskkwWDQGeCVe8U9lbs0nggoEic1NTW0traSTqcZHx/n8uXLRdO0lfiDvIXo6tWr/Pa3v+W9997j2rVr2LbNvn37eOWVV3j11Vc5fPgwNTU1+P1+x5Vzv5TsPwS2vQvml7/8Jd3d3Zw5c8ZxARw/fpxYLOb83tHRwfnz551z3nvvPdra2tZ9jVIXy5kzZzh16tR3GnTefPNN3nvvvSJRMzIyQl9f30Ob9QcGBhgZGSmKTRgZGaGrq+u+4gnybgkVB6IG1wed4+a99977Tv3x85//nJ6eHn72s5857e/p6XlgoK67vUqMqnq/9tprD12fB3HixIk13V2Pi927d5NIJIjH4zQ2Njrm4tKpejv9IRcIBIhGoywuLjI/P+8kyNrOrimVdVQNkOp7VSZ6vzf/5jw2fodzn3zCpUuXWFhYwOv10tzczJMHDnDgwIH8AOjLD4AWhUBMbOf+cPKqaMvTdt1m/2AwSDAYpLu7m/379zM4OMiNGze4efOmE5cQiUSoqakhkUiQy+XIZDLMzs4yPT2N3+/nlVdeoaKigurqaubm5pibm6OpqQlN07hw4QKapjmLBGazWSKRCA1NjXzzzTdY5z6hvb2dSHk5kYooh9ufYmhkmK++/hrN0Dl44ACJZJLFqUn2te3FtC3S2Uw+oFNbXid3rb8BtyWkqamJ9vZ2vv32W2ZmZrh06RLPP/+8U6/Z2VlGR0e5ePEiV69eZXp6GsMwqKur48iRI9TV1dHU1ERDQ4NjQVIzr3b63+B62fYCpLOzk7Nnz9Ld3e347GOxWJHg+OCDD4pcHl1dXbz//vsbukZfX19RTENfX9+qlpf18vrrr3PixIki4bQeoVDKajERpQJmPW09e/ZsUWzEWq4JN6UxIOt1G62G6oPSPi7tj/u19/333y+aZt3X17eumUQbRQm0rZYbpaKiAk3TmJ2dBZb93O68GT8EEaLe1MPhMLOzs04Oh63oWoH1zVxQwYlKTKpMmAsLCywsLPD/s/deT3Kd57X3b8fOPd2TevJgMAnAYAgiESQoMZkuy5JKVXK5yqfOhf8B/0G+/Oq4Sr6SbJ/P57hMyzJF6KNIIhN5Eibn2Ll7x+9i9/vOniGYLEoCoF5VIAeYnp6der9rP8961jJNk4ePH/HZjRvMTE8DcPaVV7jy2msMDAyQiMUOM0mUgHyIaSBN01BUVdqYO66DruhHTMaOa1CKxSLd3d10d3eTz+fZ3t6mUChgWRalUompqSlM06StrY3Ozk6Gh4dJp9PEYjHq9TrXr1+nVqsxOjrK6dOnyeVy3L17l+XlZbq7uzl9+rRsOfjAyMgICwsL3Lx5k2q1yvvvv4+KQiqZ4ty5c/z85z+nVC4Rj8cpFovs7+9z4sSJw4kXPxhOFil9x495uLUliFgqlaKvr49MJsPKygpTU1M8efKkkV+zxKNHj5ifn6dUKtHS0sL4+DgXLlxgbGyMlpYWDMM4kgEjJq1EG+hl/gx+UzSzYP7E8cknn/AXf/EXR6ZgmngxcDwLxvd9bt68ST6f58qVK6RSKVmuF34BzxIuvkwQ+2fbNjs7O2xubnL+/HlZQXhRrdZt2z6iZ9nd3WVubo6nT5+Sz+cxDIPHTx6zubVFOp3m7MQEb37/e5w+fQZdCRZx13MPqxrQWJSRkzIQLJKKfzgRIiAW5rAPS9iDol6vY1mWrMpUq1XZtjFNk0QiIe3xt7a2mJ+fp7Ozk7a2Npm/8/Of/5yPPvqIq1ev8uMf/5hMJhMIaf2gcnX37l1++ctfous6f/VXf8XAwACqorK5tcnf//3fs729zV/+5V/KbKAf/OAHqFqQiKsoCnbdkqTmWfsHh9H1tVqNWCzG/Pw8//AP/8CtW7fQNI2rV69SrVbZ2Nhge3ubSCTC8PAwk5OTnDp1SlY7wmZh4VZLeEw37DXzIo/S/i544SsgTTTRRABFUUin0xwcHLCxsSGDwJ41OfGitiK+DkJ7ILI3VldXZVtB2F8/r5MuXwWxzZZlsba2xoMHD5ienmZ/f1+aUm1tbQULZySKVbeolMqUCkWSqWQj0VZ7JgH1G+ZljZUaVQsErF9FVsWEiiC3QtAr9Eft7e1AQJTE6KggJYlEgrNnz0oCMD8/z82bN3n8+DHj4+O88cYbpNNpGSLouR66qtHb20s2m2VhYYGtrS26urqki+3w8DBLS0vMzs5K8y7HdogbccTeiekYwzCk2FNsQ5icC6InxKu9vb08fPiQQqHA/fv38TxP7sPY2Bijo6OSeIQF0eH3C5PesFD4Tx1NAtJEEy8JPM+jtbWV9fV1FhcX6e7ulvqHPyWIxVoINPP5vJyMeB7JxzcpQpumKc2s7t69y+bmJm1tbUxMTKDrOjs7O+TzedbX1lheXubO7duBL8zuHmcmztDe0UEkEgmW4sav86FhXBZaKDUdraGVeBZZe1b1KDx+Gk5kLhaLzMzMkEwmSSaTclHXNI1oNMr6+joLCwvcunWL6elpOjs6+d73vsfo6Kgc4ZWTXLqBVbcoFAocHBxQLBalDiYejzM+Ps6NGzdYXV2lXq/T1dVFpVohEY9j2XZAPvHxvS8KfJ/VjhEi0Xg8LtOVxTj3e++9R29vL729vXR3d0vX1PB5DHvTHB+bfd6uvz8mmgTkTxxvvPHGV3qSNPHiwHEcWlpa0HWdp0+fcv78+T85AhI2EVMUhWg0ys7OjnRIfR4XgOMl+uNPzhAs8k+fPuXDDz/k/v37dHR0cOXKFd577z00TaNarVIplZl/Os9vP/ktt2/f5s7tO4H/x/YOFy9fZOjkSQzTxPWCVFyEKFMej+Dvnu+j+L7UhMAXW3ee52HohhxzFcRDTHgoisLTuTlWV1c5efKkHFuNx+OUK2Uq+xXm5+f54D/+g83NTXK5HFfeuMKZiTOHFYTGfqtKcAyWlpdYXl6WI8liSsbzPNra2kilUqyvr8uk2VKpREdbO7VaDcMwAndWz5ftl2eRqXCYn6IoxONxacMej8fp7u7mpz/9Kdls9kvPpWVZRwiJeK/jrqYvot3/d40mAWmiiZcEjuMQi8WIRqNUKhX29/dpa2s7IkQVeB4rAV+H40LI8D4cX7TDUxsrKysMDg7KILHw68NPu7+v4/EsDcDXvUZ4c4jclJmZGe7evcv6+jrxeJz29naq1SoPHjygq6uLtrY22jraicVjZFuzDA0N8elnnzE1PcVH1z6i7ljohsHgwAB6YzRVkJCwKLVBQVBpLJiNCokPeO6hYZdlB60WTdNQFRVN1yRRcByHWq1GoVSkr6+Pk8PD6LpOuVwORmTrNW7dvMWNmzfZ2NxgeHiYN65eZXJykngySbFcDtJpNRVPgYhpUiqXmZ2dleZymqahqxqaqlEsFYlGowG5KZUol8vkcjmqlerhsfV8YtHYV54j4AjhE2LRsDeHELnG43Hp0XF8Qkm0Yb7senrW+O2fKpoEpIkmXhKI9M/e3l76+/u5efMmQ0NDGIZBpVKRJlPCQyJscvQiIBwaJ558ha7DsqwjoWLh6sHs7Cyjo6Poui6Fu+Ipt1arkUgEVt1i0uQ4SRGvD///2yDsRRLOEgknsoopibB9/NbWlhzxXFtbQ9d1JiYmOHv2LG1tbaysrPDpp5/S0tLCuXPnOHHiBKqmMXBikOHREc6df5V//dd/5e7du/zql//JytIyP/nJTxg/NY6u6Tiui6oq6NEYiu/j2jYRM4KiajTqD7j+YeifqgXVENdz0Y1AT6IqCooa7GO9MaFTr9fZ2d0h29ZKb08vqXQK3/dJpJIUikVu37nL//O//hejo6P8j//5Pzlz5gzJVApVU3EBPRalYtWJR+PU6zV0Tefunbs8vP8Ax7LJdXTS290jr+N4JIqSAkPTcexAN6L4UG3kxCTjCRzbRn1GcNvx8yuqEqK6oigKvb29cgpnb28PXdflFJK4JsPXzNdpO57HKtwfC00C0kQTLwnEqG0sFiOVSrG9vU0+n6elpYV4PC776ceFqS8Kwo6mYpwRDv09wvtkWRa7u7vcuXOHGzdu0N7ezuuvv35EJBgOoBOGVbVaDU3TpKX77wrx/sJOG4LFWixUQjdhmiaxWIxKpcKDBw+4fv26NN6CoFV66dIlBgYGZEtgZGSEN954g6mpKT766COePHnCm2++SWtrKzs7O2QyGf72b/8Wz/O4d+8e6+vrfPDBBxwcHHD+/Hmy2WwwotogXVEzglW30EyRjaOgKCHTLg5bCQoKlm3heI7cN7GwFotFHj58yMTEpNxW27ZxHIf1jQ0+/vhjxsbG+MEP/5IzZ86QSgYEpWbVKdeCfBlV16jbdcqlEndv3uLatWssLi5Kj42xsTE0TaNSqRCLxbh27Rrz8/NomkZ7e7sUsfoNo7VnpcY+C8d9TyAg6q2trSwsLEjdSdhT5kX8LD0vaBKQJpp4SSD6yolEglwux8LCAvl8Xpanxc34RXkCO16BsG2bWq0GIKs5YiEPE5Barcbu7i6rq6vSMbNcLstJDDHdIPw0LMvCbdiQx2IxeYy+Cwjtg/gaOLK9wg9CtMympqa4desWs7OzRCIRGVV/+vRpOjs7ZQCZ0DlEo1E6Ozs5ceIECwsLPHjwgHPnzpHJZFBVlVKpxE9+8hM8z+PGjRvcunULz/PIZDKk02lUVaVer0vPCt3Q4Rm7Hl6Ug3TdQAPiNSokKhqVeoWHDx+yv7/PyMgI3d3dMlFXEJxkPM7a2hp/9md/xrnJV9A0DduyiJoRUpEYbiQWhOf5LsuLi6ysrPD//vM/s7a8ysDAAN///vcZHx8/fM9olO3tbRYWFuTkUywWtFry+bwUyH6b8xnWgECga+nv7+f27dtHnGFflM/R84wmAWmiiZcIojLQ2dlJX18fhUKBrq4uOZqqaZq0kH6eWzBh8hGueIjFJbxwRyIRdF2nVqtxcHDAysoKKysrxGIx3n33Xa5evcqTJ0+kQ2y5XCafz5NKpTAMA9u2sW1bkhJhHPV1ffpv0scXoXfhKo1IMBWpp0+fPuXp06csLy+zu7tLMpnkBz/4ARMTE5J0JJPBKK1lBV4WQlzsOA7ZbJZ33nmH2dlZZmdnWVlZoa2tjUKhgKqq9PX18dd//ddomsaNGzeYnZ3l448/JhKJcObMGaLRqBRO6rqOh4cfar2EqwIQKELEPghSN782z9raGpqmMTY2RltbG9FIBK/xc5ZlUffqbG9vU69WyaTT1Go19vd2uf/gIevr66iKQldPD2Ojoximya9//SG/+c1viGg6J4eGuNywke/s7KRWq1Gv12WVq6uri3g8zuPHjymXy+zu7h5JRBYjvV+H4/sqqmO9vb1fSGA+nikjrokmKfnmaBKQJpp4iSBuni0tLZw4cYKVlRUikcgRxf3zLoI7Tj4EwhMuwuwqXArf39/nyZMnKIrC+fPnSaVSss2wtraGoijs7e3JBQSgra1Ntl/EQikmJL4LCCOusBtttVplcXGR6elpZmZmJBnq7+/n8uXL5HI5stksqVRKJqOK6pUgMcfL/4qiMD4+TiQSYXp6mvX1dSYmJqRgM5fL8YMf/ADLsvjss8+4fv26DG8TxyAIenMxzFBrS1FlsB3q4bUjCMjGxgZzc3NYlsXQ0BCdHZ2omkoinqBcqWAaJlEzQr5YYHZ2luvXr0un1N3dXe7fu8/6xjqJeGBUNv1kiv/65S9RgGKpRMyIcOb0aa5cucL4+DhtbW1AYIR5/fp11tfXGRgY4MyZM1SrVXZ2duRIsjDLFNqocBzBVyFcAfH9IGRPuAyLa09cL80qyO+GJgFpoomXDL7vY5om2WyWBw8eyDaFeBr8pjfiPzaOkyRhciWqOACxhsX4+vo6d+7cwbZtXnnlFQYHB+XPiewN3/eJRqO4rkupVJK6BDGGLiop38as7KuInDAOE0/RAJubm1y/fp27d++yt7eHZVmcOnWKM2fOcOLECfr7+zFNUy7y4fcS5MN1XWq1mnxf0UaJxWIMDAywubnJvXv3sG2bd999Vya8njx5kldffZW1tTXm5ub4/PPP6e/v57XXXpPunbVaDc1TQWnoPhQ/mIxRwPcO7ds9z2NtbY3V1VU8z+PEiROcGDyBaURwPFvavuuGjuXYrKyscP36dW7cuIFt29z7/B6FQp5CPqjS5Dpz6IrKQf6A7a1tTMNgcHCQc6++ytXvvUlvXy+ZlsBSf3V1lVu3brG0tERPTw8TExP09PRQq9VIp9PyWIlIe3E8vy3C10B4jLbp5/HdoUlAmmjiJcHxRVMo9Tc3N+nu7pb96+9KYPmHQtgmG4L2ixiR1HWdra0tbty4wZ07dxgYGKBWq7G6ukq5XKZcLuO6riQZQuMhqie2bbO5uSnFu5FI5DtbWMTT887ODsvLy2xtbbG7u8v6+jq+7zM+Pk4ul+PcuXN0d3fL3JCwSBU48rQdXgDF94TIVbTVzpw5A8Dy8jILCwuMj4/L6snY2JjMCtra2uLjjz/GNE0uXLhAMplsiHQPbdoVFHx8XM+lXq9LMrO3t0e5XKa9vZ3Ozk462jvQVA3HsyVBMY0I+wf7svLxyW8/YWVlmWQySTFfYHNjE8M0SMYT2PU6edelXqsRj8XozuV47dIlLl+5wtj4ODSqLaurq+zu7hKNRrly5Qrd3d10dXVJwiN0Mel0mkQiQb1eJxKJfGvSHSYZrutSqVSOWLi/6CPtzwuaBKSJJl4ShG+Eokfd0tLC9PQ07e3tMp5ekJAX4aZ5vB0TbsNAUBV5/PixrPSYpkmhUJAeGqurq2xsbJDJZGSbQYh1K5UK7e3tJBIJDg4OmJ2dxTRN+vv75dTQ7wJVVSkUCszMzHDjxg0ODg7o6enh3LlzdHV10dHRQTqdPrJACpOt454n4W0Ri604JuEKl+/7tLa28tprr8kQta6uLjKZDJ7n0dnZyZUrV/A8j48++oi5uTna2tro7u5mcHAwaBfh4juN464caj4qlQqlUkmOL+dyOTo7OzE0E9d3sFwLBUVeY3Or89y/f5979+4xNTUVEC/Xo16rk4wlaEmnsS0LXdOoV6tUfZ9MJsPgwABnTp3m0muvceLECcrFMoVSgcWlJXZ2dujs7GRycpJkMikrQYKICd+OZDJJIpGgUqnIDJpvg/DrRcVMXHthE7Nw1kuzKvLt0SQgTTTxkkD0rCFYmAzDoK2tjRs3bnD+/Hl0XZejn+Kp+XnFs3Qgovzvuq4MZ6tWq6yurpJIJLhw4YIUborqz+LiIjdv3kRRFGq12hEXynw+j+/7DAwMYBgGd+7coVKpoOs6/f39X/AVEYtMWHfydVhcXGRra4uhoSF6e3tlUqogFOJ8CBIhqjrhfReun2IbBEkJ+4oIwlmr1bBtm1gsxtjYGMVikVu3bnHp0iXS6bQUVJ49e5aFhQVu377N1tYWq6urtLW1kc1mGwspiHEYUQHY29uT2zQ8PCy3XdOC7XcdV7aE5ufn+T//59+4e+cue/t7+J5HIp5AU1QKxYIkDqlkEs/zKJXKtLW2cuXSZd597z2GR0YwzAhbG+ssrq6wvrFBpjXDW2+9RTabDUSt9bo03YtGo/L6FsLfarUqBcCiGnW8cnScMIhze5zMHxwcSB3P8Qpik3j89/HfJiDHkzibaKKJPy7EAhXWCmQyGVn69zyPVColF7HniYAcdwoNLxSCdIgbvwg3EwtKuVzm8uXLjI+PSyt68XODg4PkcjkpzBTCVOGVsrm5ycDAAN3d3dRqNTY2NtjY2EBRFLq7u6WAV4wBi6TVb1rWHxwcpLu7G9M0ZYslPML5LA+TMMRT/fG/H5/oEC2B4/+eSqXY2tri4cOHXLx4EV3XsW2bnp4eTp06xb179ygWiywuLjI6OtrQgmj4HihqcPwLhQI7OzssLS1x9uxZGTVvWVYgTvUPKzT5fJ5yucwvfvELph5PUymX0RQVNBXFB8exScYTaJpGOp0m09LC2uoqqVSKS5cu8e6773Hq9BlQFLZXV3k8PcVe/oD+E4OcOnWKZDIpjd3i8bi8dmzbljbw5XKZSqVCvV7n+9//vnRhFedLtN7C2hxxrYmWjRDZmqZJpVJhbm6OarVKLpejpaVFkq/j565JRL4dmhWQJpp4yRAuCScSCTo6Opibm+O1116TT27PowbkeNtBIKx9EAuseCp/+PAhuVyO3t7ew/j2RqVEkAZVVTlz5gylUomlpSU5ptrb24uu6xQKBTRNo7+/n/b2dtbX1ymVSiwuLtLe3k57ezuO4xCJRGRM+zcVqgqiInQr4QXr24hdv+1xFE/8uVxOLriLi4uBW2pjMmdkZITJyUl2d3fZ3NyUY7SplhTRSARN1cmXgmRl13U5deoU2WxWeqcIR9piqYjjOGxvb3Pt2jVmZmaYn59ne2uHVDJFJpOhXq9jWRatLa309vYyPj4ejACbZkAOVJWuXBc9PT34XlDhyWSzXL50GU9VsL3D1pmqqsRiMUqlEvF4XBIRASFWzmazRKNRSU7EsVFVNQjmC/niiGsvfG7FtbSxscHW1haxWIxTp07JqaTm6O3vjiYBaaKJlwDHfQ7E2GEymaSvr0+G04ly/zfxRHgeICoFYddQEYAmPCDOnTtHR0fHkYVBWLQLPUIsFiOTyUhdhBi3FRMSgiSkUikURWGpoTcQaatikRNPyF9XuRCIRCJf6sL5+xiFFhUi0S5oa2sjEomwu7vL3t4e9XpdGpANDAzwzjvvcPv2bdbW1jAMg2w2i+MGPjGaqmNbNtVqle6ubrq7uwNPDdeRhmQikG55eZkPPviAX/3qV+zu7qIbOq2tbZQLJfZ394hGo3R1dXH27Fnef/99zp49G4iKG3b6uqbhE7jT7ucPKBVL+K5LLJkgngj0Ikpj30QLKpVKHTEZE+ZkEBjVDQ8Pk8lkZEsqfD2INovrul+oZonqiEhSnpmZYXFxkXQ6TV9fX1OA+h3ixbgLNdFEE1+Kvb09FEUhk8kcacGIEcS+vj6mp6c5ODggFosdKTs/LzjuTXJ8/BGQFtgC+/v7lMtlqfmwLEvamoddUuPxuNQE6LpOIpHANE1JQsTiJEZ7E4kEnZ2dctx1a2uLEydOyDHeUqkkx3+/Cb6MfPw+xjmPV1jE/gNHzrsgqKOjo+zv7zM3N9fQvwSTJI5nU7OqFItFTNOku7tbxtnL/BNVw7ItNrc2uXXrFr/97W8pFAoYhkEsFsO1HVlpSCaTnDt3jh//+MeMj49LjZJuGuDDyuIiDx4+ZHV1FddxsGwHFZ9EOs3giROMjIzQmeuUVZfw/lqWJasZYSO+U6dOSedYsb9hHxVR+QgLgMV5Ecdqa2tLHpvh4WF6enok0W3id0eTgDTg++ARyK4ObweiJCy+VnAdG/AaTxrBE5kP6JqGpmv4ClSrNXxPIxaJoakaruPjOYG7oKL66BGNSq1EJBrFdh001cDUTCzbpV61SaWj4EGtVCCSCPrcJVeljkpEdUlQx1d1qn4Ux/ZIaw6K71DzFBzNRNUUVN9BRUFXVGp1C1OP4Hmg+hqqouD5Lr4CuqHieHU0TW1kXgK+goqGgobnNER4GqD4qGqgcq9bFmYkgtpQvUej0SC+yvdxrGBcTzeM0NOfL5+eNN3A99zAL0Dx0VQVzweRPVGrVknGU/goeD5oSvDEUSlbeJ5PPBkBPGzLwlB1FE2liouLj1K3MX0FLWJS8C10RSGpRPAdBwsfzTBRfA/PslFR0U0D27XQDQUH8H0NFQ3PJZgE8Kr4XploVAfFAHR8L4KvKHgq2J4NnkfMjPz+L9IQxJOgpmn8x3/8B2+//fYXdBRCN5HL5ejq6mJ7e5v29nai0ei3ElL+IfBVi3DYEEpAaBP6+vqk2ZZot/i+T71ex7Zt6fApqhhicQkTALFwiZ/1G9MYpmmysbHB/v4+LS0tUsQpRlG/CZ4lpg2Tq98HwgRELKrxeFy6yIaNudLpNENDQ2QyGW7fvk0qleL0mVPomsHGTtB6aGtrQ1U0SpUgddY0TCzbolKr8OjRI65du8bDhw8pFotks1l2dnbktWXbNr29vXzve9/jrbfeoq+vD8uyKJVK5PN5VldXicaiGLpBtrWVrp4e2lpbcT2ParmCoqkUS0UKxQKZbEa+r2maHBwc0NLSIs+hGK8GyOVy9PT0yP0VJETTpz12AAAgAElEQVRMEIUJqhCqWpZFKpUKqjD7+2xubvL555+zt7fH8PAwly9flgTk+LFu4r+HJgEJ4ejtOMxwgxtgqVTENA0MTQcfFEUPBFsEqZC+r4CiYOgmvq8EBj4+qCjBuyuA5mNZ9cDhUFVxvIay3fNQgIihgevLX+9aFnrURNM18MBXfDzfo16r4mjByJnnOiiej6Zq+GpAoRQUHM/F1HV0I1hQdV1HRcGt27i2g2rowRXggyv300PzAcVHkC4PBU0PgrrrtRK6pmMaRrBPqoJuBMI2HzANA8XQcF0FVVNRVB1NAXBwHA/QqVo2UVPFUHUcp47j+uh6FNeHulVG132q9QPW1neYm12kv2+Ivp4BIhETH5e6baHqKrYPhqYFngVqECuu6yqa7eO7CqZh4noOvguqYgA2Lh6+56GpGrqpg++hqFC1PEBrbDM0srjwXBX8WLCvfmPhwAFFRVU1NDTBUP9gEKXk42XjcDlalOIBMpkMo6OjbG1tUavVaGlpkTfj5w1fJcYM3/jr9Tq1Wo2TJ0/Kp2whql1aWuLBgweUy2X5pDs+Ps7p06fle4Wj1I8n1YqJknQ6jW3bcpRWiFzFiG64OvN1+3Pc1Or3hbCuIfyUD8gKQKFQCCZQGoMEvb29vPLKK/zTP/0Tmqbj4dLf38/6+jqFQoGRkREsp45pmDKILmJGmJ6Z5qOPPuLatWsUCgWi0ag8fo7tULNqdOW6uHz5Mt9/6y3GTo1j1y2mpqbY2dkhGouRTKVoa28jnUqhGwaGaRCNRPH8ICTPMAyKxaLM7xHZMtVqVZ5Dce6E+6mqqrS3txOLxbBtW1ZNarUapmnK6pf4nkhVFlM0y8vL3Lx5k8ePH5PP5+no6OD111+XIt7j51Yc92ed9ya+Gk0CEkLwnP4M+AEh8H1QVQ1VM3AcG8/zUTUNTWv0IF0HfDCN4GnYszw810fxg3oCqoavAl5DwOWJ6G8Nx3ZRUDAjBm7dQdM1jEgE7BKOVcfRNHw0uX2aquKrwSpZrVSJGDqabmA5LrbrYBoBMarbdVRVA10LFnrfR/WDio2vKlj1Ooru43seqCo+Cho+iu8BKqoKmqpgOz6KEmRXmAkdRTFwfAUP0BQVX3HB93EcC12DWCyCrxjYrovrO+iqgqpqQYVB9bA8CxUXTQ2qLZ4HjhfcJE3dpVqrUiodcOv2TTxboz3TRSIRBRVqjoWnBPvk+eB74HgOnu+j+QaqojcInYKu6vi2D7oKqoanEOynquD6Lp5noWo6iqfJ8UPX9UD10BQPTVNRiYHrEjAZD19x8HwVzzMBHVVRG1TtD4OwoZhY2MLJrmHHU9/3ZZjWysoK1Wr1uexbf9NJArHAWpZFPB6nq6vriGhwd3dX7qcwHXv69Cn7+/tomsbw8LCsAInqgFiYj3tqKEqQuZJOp1lcXJRR7IlEQo6R/i5tmN8HRCUgLDYWpEBMD62urqIoCkNDQ7IFdfr0aWzb5sGD+9TtGuPjY1QqlWBSJZMJRLhGFNd3cFwHU48wNzfH/fv3KZfL0mOlUCgQi8XQVJVoIsHp06d54403GBkZwbFsZmdnWVpaQjcMOrtynDx5kmg0CoDrB1Wt9Y0NSuWy3I/WTJaO9nbpw1Gv11leXubs2bNHxqP39vakSVlbW5skK4D0BxEEolAoYFkW3d3dUj/lOA6rq6vcvHmTX//612xsbNDX18eZM2e4fPky6XSaQqFAPB4/Qoab+O+jSUAaUKTz35d8H4VEIjC0EbUBz/fwXQVF0RqGPSr4fkBMRE/bA0UsTz7gBB8G27HxfA9N01EVJSi/eOB7Lr4SlE41Qwdfw/bcYIFXg0VSVTQMQwVFo265KL6CphvBQup4eK6HoyuYmhpUOhQNl+DmpHmgqo1ES6Wx6Ksqju/h+qKS0yAkvgeKhqIQ7JMaVFkAbNfB9bWAQChg6AY+UK9V0FBRVAVfUXA9B8X3glG8Bn3SNQPLq+HhoCkGihJUF1RFRVMNHLdI1DRpyaRxbIf8QR7bsvA98BU3qLj4Pqqu4zk+uqaCA5ZtYSig+0rQkPEV9Eb7xifYB19RUNSgteN4LngOihq0mwQBCQiGG9R+XAV8Dd9TUZRGnUhxQfHwPT1oHal/2A+SmGqIx+NHgs3EU1iYgIh+eSKRQHhhiIXoecPXLdJhR1BhGJbJZI68Zn19HUVReOedd0in0xwcHNDZ2cnCwgIzMzNEIhH6+vpCHhZHTaXCv0tUSnK5nAw+M3T9Wzlrivf8Q1Q/pDZDO8xyCTuqipZMoVCgVCqRTqdpb28HoL29nVdeeYWHDx9y984dNjc36Ozs5NVXXwVA13RqVjV03fhsbW2Rz+elYFOYu6XTaRQfLl68xJtXrzJ8chjHspmenmJ+YYHWtjZODJ0glUqh6Tobm5vsH+xTtywqlQr5gwMOCgVK5TL7e3ukkglGTg4zeXaSXFdwLvb391ldW6Ovt1capS0uLrK1vUUkEpFiYq3hjRKLxWTFREzs+L5PT08Ptm2zs7PD7Owsjx49Ym5uDoBXX32V8+fPc/78edLp9BGNSBPfDZ6/u9BzDEVRcJzDPqJhBAIqr8EvDD1otgQ2xj6a2ViZXJCPyErjfSyHSDQCKPieh67qwdy966CbOo4VVFMwIuiKj4mBqqjoaHiegut6eJqH6nskWzLgOTiOTcQ0iUYiuAQLvx6JACp23SFi6mi+0tjggPNEo9Gg1eBbeJ6CovoojXaR78uXYhhqUOmIRlG1xtcu+K4bVBW04CanaQ3zJj+4+Zl6UJHAc7BtB03XcVyPiB7BR8NzPfB8FE1BUxRcxwc/eFpRfI163WJmZppT46do62hB8V1008DxPBTFw3V8jIhKzIxgGjqGr4Ht4dsepmri+0GHxAcUT/T5AT845pqmYDketu2iKBq6DpquoSlKowqkgKcF+h1FB9VrdNM8NFVBU0Lv/we8DsM3QcMwqNVqsnUQ+EyoqKofnMOQb4YwZ3oWARFVZEU5+vUfG+HytiAL8VicZINUwaFOxPM8stksnZ2d1Ot14rEYb775JmdOn+H+/Xt8/vnnbG5uMjY+RmtrG77vHTGqgqCSeei4qtDS0sLwyAhTT57IRTKZSgUPDt9g28M26r/PBSzsFCvIhjj3Yc+X9vZ2isUie3t79PT0YFkWkUiEd955h83NLeYX5ihXyuiaLqsIhm5QKpXJZFowdINCsUC5XMFrOJt6rkdLJoNjB1qL9rZ23nvvPS5dvES9Xufh44dsbW7R29vL6YkzxONxCoUCjx49ZGNzg729/UbFKQE+pBIJIhGTeq3K3bufc/fOXSqVClevXkXVg6rNx7/9mB/95Q9JZVpYXV7m0ZPH7O/vMzY+TqY1i+u5gCKnYDzPo1gssrOzw8LCgsxLmp6eZnp6mvv371Ov12ltbeWtt97i0qVLnDhxAl3XqdfrqKpKOp3+vZy7P1U0CYiA+vU3BRUwzWOHTPnijwY3JuXwh1Rkf0cBFMUgHjt8kghEEo3evRLcKPSo0VjVAj1HBBWThrpDiwcaBbSGWAFQNHQN/MbNTUcHRTzRKcQjhtxeuaqEtttQTEwtyH1QlEY1SFOkLkYsAapuAj6GqqKroBASZAGGEXw/kLSqh79GNYhExLap+BiAhqI19DGN36HrJq6XAnQ62rrJpDPMzy+xvr3KqYlRTDMKeMS1xv5EG9uPgq7owa6ZGlqk0a5SQAkOHDGMkNBY7JmCqQd/BPyGhiYQgwTVKdVQwVcb2hgv+GnlcLv/kOu00CcI3UNLSwu7u7v09fXJJz3fD0iqoqjU6zaxWIRYLMHu7j57ewdEo4feCaKLELxeQVUVPM8HJaRb+Io9/MJ3ntHH9Dl8r7ALaNi5Fb5IrgQ58BotNVVtEA3XBV+VlR7PDqoZiVg8WHxtB8eyicfi+K5HOpXiymtXuPb//YZPP/2UcqXMO+++i+u6RCNR6lYd33Xkgq2qGo7rSGISi8UYOzXOzs4OhVIRIxIQfcVXvvLk/yFL9c8yLDsOERyXz+fZ3d2Vr9U0jcnJSR49esja2mpAaB0PU48ErRfXIxaJoatGkAlTsyjsF7Ath1QyjYJCpVQJdFKewmuXrzBx9gy6qfF4ao5iqcCrF87R1dWD41hUKiVu3brBr3/9a15//XUuX7xAJpOhtbWVUqkUiF3NKHt7O/xc0/nw2jX+9f/+X4xIhPfee4/1jQ0+v3+fK1euEEsl+fSzz7h99y6W4zA6PsbJ4WGsxoBAIpUM2rOaxtOnT7l+/Tr5fB7TNLl27Rrz8/PUajW6urp48803OXv2LCMjI6RSKWl6JsT0x8fdm/jd0DySvy8866akPOsvype/RgEaC/whRVHkvwkEN29F/OXwx5Uv6U8/Y9sUwgvNF1+gHPlKOfZvz3q1cuxnnvX7tGP/JhZ/A99XG3oRDfAo5A+oVMpEIiau6/Os+7py7Ivjf4fjQuNn/8vh3h17I0X854vb/YdGuCqg67ocQQ1DkAnBCLq7u7h37z57e3v09fU0qiM+rnu48B9pFSiHP+s3zszXbQs0OFoIjutKvVM4y0W0ksQNXkyniFZC+LWaplGtVKk1PD0iDd1AYwNQ1IAIiIkGTddJJJP4niv1MZFolNdffx0fn5nZWQzT5N2338FybClMDOs/jhAh3zvSshHVBeEE+qKU5cXxFAv97OwsIyMjQHAeR0fHuHv3c5aWliiXyxwcHBwZewWkZ4rSmIgTY7DRaJRYLIaiKORyORRNZfbpHPOLC/T09NDV1U3NqvL48WMO9vb58MMPA3HwmTO0ZrPsbG9z7/PPqdVqXLhwgVgsRmtrO525HIauY9k2tXqdaq1GsVRie3sb3TR58OABdz7/nP39/QZRUHE9D8M0UVCwHJtapcLm+gZTU1NMTU2xvLwsyWY0GmVycpKLFy8yPDxMV1eXzI8Rf8JEudmG+e7QJCAvCY6P+4kPzfM46fBVEKVqYRYkBGp7e3tyzK85g38UkUiEUqnUcIA8rsY/XHT6+vr55JPPWF1dZWxslGi0IZZuiP00TcHzhN5HOdKKEe/1LIR/o+/7XyiAaLqGruiykhEmGJFI5IhLZVjncXzKIBqLBmJwgkmwQiGIcjd0HU3XwXNJplPB/irBz9QtG8MMxLoH+QMsyyIWC6o/S0tLPF2Yp7W1lUQiQcQMLLhRaFRbDj87Pr4UoKqqim4YhKnni7IoiXOdzWZZWlri/v37DA4OynDC06dPMzAwwNraGvl8nq2tLQ4ODmhra5PVHJGHkkwmaW9vx/d9mc1imibxeJyTJ09y5/Yd8oU8ExMTnDx5kmK5yPb2NjMzM1z79Uf86Ec/oqOjg5s3b4LnkcvlZLjg3NwcP/3pT2nJtNKazdLd1cXCwgJbGxvUKhXq1SqVUolbN25w/fp1pmdmcGwbFZifm+Par38thae1Wi0wFJueZnlpWaYR9/T0MDQ0RF9fHyMjI9LqPUyQw5Nloqr0IpznFwVNAvIS4WVi6WI0LpVKYZomxWKRSqUCPJ824n8MhO3WV1dXqVaruK5w6GwMb/k0FP4eyWSclpY0m5ubrKysMTIy1Gi3iCc8RQqO/Wc81X+ZVXoYXzaaGJ4wEYJP4UoptCtiETzuNBn+I562TdOUPxdpjGdWq1Va0mn0Ruqv67rYjk00FsV1XeluqqgK586do1Ao8Nvf/pbJyUlOnz6NAqhaYxpGeACFSIbQfUk9hxcYcynfoH37vEAsqrFYjHg8zvT0NLOzs4yNjQFBZaS3t5dIJEKhUGBjY4O9vb0jBERMDmWzWQYHB8lms9TrdW7fvo3ruvT29hKPx1lcXpDZO4Zmslva5X//7//NwcEBf/d3f0elUmFzc5Pz58/T3dWFbVlYlkUul+PnP/85juOwu7vFZ59+RsSMcPLkSQYGBjBNk6dPn7KxscE//uM/AtDR8LfZ3d3l/v37zMzMHMmHsR2HaqksHVJHR0eZnJyUrRZN0yQRDicSa5p2RHD8It9Tn0c07+QvGZ5lfPSiQtd1stksiURCLj7QJCDHz2sikaBarVKpVKS+IliwA/M7TVNw3aA9Mzw8RK1WYW5uBgiqGsG6cmi65/suvt+Y3vCP/nnW70e0axp/fKVhmaIGAikvJIgUFRAxYRKNRkkkEkSjUdneEAhnuoiyfyQawYxGUFQVx3M5yOfxGtuqmwaaacjfr+k6qn44tWXZFmbEJNewBD916hS+70sNQKlSlpVD4boqqi2iaqNreuC3I44vhw6uL8LnTRBAwzDo6uoim80yNTUlW2EAXV1dpNNp6vU6e3t77O/vA8ixbmFwl06nicVitLW1MTQ0BAQEZ2hoiL29PVrSLYyNjQWhf1sb3Lx5k5mZGVqzWU6fnmBlZQXP88i0tBCPJ6RLb1ClitHS0kK1UmV/bw9N0+jp7qElleZg/4BCvkBXZ4693T1aUmlef+0Kb159k9Pjp0jE4hQLRXa2d9hYWye/f4BnO4yOjfHWW2/xk5/8hB/96EdcunSJXC5HPB4PSEpj/wXCgYfiug1PSjXxu6NZAXmJ8LKw8/BTcDabJZlMEolEAvFbI4vjTxXPqm4JAlKtVkM3SEFAxAhmcAMdGhri/v37bG9tUqlUpDuo77sIbctxW/Qv244vVEiONV/E3xQ1GB0XCC/y4k+hUKDc8H6wbVvGymuaRjweJxqNkslmiSfijXaRhmXVWVtbJ5VOEovGZeCb67qoiiI1UJYTmLRlG62WlnQLsWiUaDTKxYsXWVlZkUFttVrtMDhOCUy3hIBWmorR0Kn4RwXoL8LnL/wk397eztDQEJ9//rm0lwfo6Oigra2NpaUlisXiEbGqaJOJUddKpcLW1hbd3d0yVyWXy7G5ucngiQE6OjqIReJ8+vhT/v2Df6enp4d333uP3/zmI3Z2dnj//fdpbW2lXC6RPzhgaWmJ2dlZ3n//fcrlMv/5n/9JMpWktbWN4eFhEokEd+/cYWZ6mlQqxfj4OFeuXOHcuXPEYjHGx8ZYW1ujXC7Lia9kMkkikZCOwMINGAIDP0EswsZmR853Y5/F95r47tAkIC8Jjt/8XoSb4ZdBlD4B0um0tJGuVqtsb2/T19f3R97C5we+7xOLxaQzqOd5h+JR6XkSGOZ5vkc6naant5eNjQ22d7bp7+9viPZcdPTG9A9fKviQVZCGxkLY2xzZpsb/PUFivGAeSjxBl8tl9vf32d7eZn19nY2NDWkMJUSNwtlV5IoIApJta6W1tZVcLodt2+zt76MoGq7vgeei6Tqapjc8aFycQGEb6B4aBMTQDar1GgDj4+PE43EePXpEZ2cnvu+TzWbR1UPTP0UJfHPCGlxFVcB9dn7N84zw9kajUbq7u1lYWGB7O7gWHMeho6ODjo4OotEo1WqVnZ0darUakUjkyD5ms1ksy2J6elqes1QqJb1GxEK/srbMvXv32N3d5cqVK4yNjXHz+g0sy2JtbY1qtcra2hrFQoFkMsnk5CSjo6P88z//M+VymdOnThOLxYhFo8w/nefTTz6lVCxy4cIF/vzP/5yxsXGi0QiqppFKJhk+eRJV0wI31lqNaDQaOJ0ausx4kWLlRotFVNjCFY5w6w+O5uw08d2gSUBeMrzovcqwVkAo60WpXtwMu7q6mqNwHFYhRD6JaFEBwaKrqdAYHdR0DQUFD5/+gX5sx2Zza4vOXI5oJMgk0j0DTdVQxI32G3QUfN8/JBoNHC9SK40Qs6plsb29zdOnT1lcXGRtbY3V1VVWVlaCcdhoVE7yCHvtsEupoipE43E6Ojs5ceIE7e3t7O7uouoaaiNNVU4tKAEB0hoCVU3TiCkKjusG1aJKBV3X6Whrp7OzkydPnvD48WOGhoaCcrvn4eHJCRdhQS5aLpqq4flu4GPDYXVAfP08I/xkH4/HGR4eZmdnh5MnT0qBqoiydxyHfD4vK0OiJeH7PqlUimg0yvr6Op7nyarVyspKw6cliYrGwsIC8/PzxGIxaYh36dIl9vf3efDgAZFIBNd1ybS0MDIyQk9PD7du3WJxcZEf/vCHbKxvEY/FWVtd49atW6ytrtLb08vbb73N5NlJNF2nXqthGIFmJxaNBSF3QKIeR48Y+K4nkhRke03sjxA+w6EBXfgYweFE1ouurXve0LyLvwR4kW5+3wRiX8JR2YlEAsuy2NrakhkO4ZvBn9KN4fiEiCAhItck2kh3heCGLL0tUKjbFp2dnezu7rK/v3/oxdEwLNNULbgJN8Zav+q4iokXBUXqMHzfB1UNHHVpjNpaNoWDAxYWFnj48CHT09NsbW1Jc6dUKiWnYUzTlAuVyBap1WqUqxV2d3cpFIssLCywtrZGJhOEk62urtLV1SVbCK7XMAvUDcyGQ6/nBy6dy8vL7O3uYtXrxGIxcrkc0WiU/v5+Pv74Y1pbgwpL+DMln3yVhkmZ8H/xv3gunneErctFWnJPTw8bGxsypE1VVTKZDIlEgnw+L9tjyWRSTtGIz6DIWzk4OMBxHEqlEnNzc5w6dQrbPdRUVCoVDg4OqFQq2LaNoelcvXqV+fl5isUi3V1d5HI5isUiH3zwAQ8fPuTChQtomsbm5iZtrW0sLCywuLhIKpViYmKCMxMTaIaOVQumbxQ1iEQI5sv9QzFx49p2PFdmvogHGKFpcV1XpigfmX46dv2LqkkT3w2aBOQlwYt0E/w6hAlIKpUKnlQ7Osjn8ywvL8t+dTgPRYSrhc2tXqZjInB8n0QuSk9PD47jUCwWSTbK4LoWfLyFv4bXGMkVHgdBhpAZVD8aQVwKQdCbaRhoRuCJoTamAHwveIpU1UbkgOviN/Q6qnIYfqf4Pp7rUaqUKZZKrCwu8eDePR4+esTm5ibxeJxkMkkqlSKTydDf3y9HYbPZrFz8YrEYmqZRqVQolkvcv3+fJ1NTHOTzrKysMDMzQ19fHx999BEXL16kp6eHdDotF0jDMILKSy2IlX/8+DEffvghW5ubREyTZDJJT08P4+PjTE5Oks1mefjwIe3t7Y0EWFXGJgjS4dgO0UhQGVAVJWj38OJcb8K2X5DSWCxGpVKRU0Oi/dnb20tXVxc7Ozvs7u6yu7tLb28vlUpFeraI8x1t6GmSySSO47C2ttZIog2OhzgXnucxPz/P2toaHW3tst1Sr9cxdJ3NzU3+67/+i5mZGd59911OnDjBL37xCy5dvMzGxibz8/N4nsfg4CCvvfYayVQS32uIYnUD/CBZO7yvgVt1Y5rF+OJyJ14Tdoo9/v0wmuTju0WTgDTx3EL4RIigKNG/3djYoKOj40jGxYv2JPq7IEzQhJGSYRjSi0FRlOCGTPDkH25riBZXNBrFMA2K5TLJREJOfPiAaZgy/DfIIwLPdYPsHDjsmTcs4Ku1KrFoQBYc12FzY4O5p0+ZmZlhbW2Nrc0tivk8iqrS3d3N4OAgJ0+epK+vj66uLjo7O/E8TwqMRcVBEMpUKkWynKSnu5u333mHxYZQcWpqivmnT/nVr37FzMwMZ86cYWRkhEwmI6cWyuUyKysrPH4c2HRns1lePXeOvr6+wCyrUT0S1Y/V1VWmpqY4e/Ys7W3tUpOiaRqaGuy3jx+kJvNF4e2LgONCSvG5OTg4IJ1Oo2kaLS0tZLNZIpEInuexv78vK1bCiC2VStHW1iYrB8lkUiYL7+/vU6mUsZw6iUSCwcFBMpkMg4ODfPbZZ9SrNXp6eoJx3cVFDg4O6MrluHDhAj/84Q+JRqOBZf7YGI8fP2ZtbR1VU7lw4QJvv/02o6OjeE7QTkskEn+Mw9jEd4AmAWniuYO4IaqqGojPYjFc15XjcvPz80xMTHyBgITxsrZkjo9ZiwUhFotxcHBAtVoFwGssjT6BPb+qKiiqhtowz4/G49Rtm7n5p5w7O4miaVi2ja+DomtBnICQgSigaCq6Lqz1FdnWMBttk0qlIjM2Hj16xNTUFLu7u9i2TS6X47UrVxgZGWFsbIzOzk4Zre66LsViEdM0Zc6G7/vSvVRoQcS5TySTpFMpxkdHefPqVR4+eMD169dZWlriow8/5PqnnxKNRuX7Ok5gp14oFBgYGODdt99mcnJSvkaQi66uLn72s59RrVZlBHtHW7skQqI9JUhcUAVCOrUd9z95nq+9MBEVBMw0TXZ2dkgmk0DgB9Le3o5hBNbr6+vrVCoVacTmeZ6sTubzeUkeS6WSfP8g2ToivUIePXpEa2srb775Jh1t7Xz22WcsLy8zNDTExQsXMAyDRCJBe3s79XqdxcVFHj58yOf37tPT08uV11/n3CvnGDo5hBmNYNs2SkPn9E2I4PN7Rv500SQgTTxXEDd88bWiKJKApFIpUqmUVOXH4/EjN9Ln+ab/XeJZ+2uaJtVqlbpVB8B1HBRND0ZJdWEuH9yoPRRisbjMxjh16hSGblD3LKq1GoZpoumB06fr+ziOLVsO4vxIW3UUypUKs7Oz3Lt3j/v37zM7O0utUqW3t5fJibO8ev48E2cnaGtrIxqNYlkWhUJBTri0tLRIYzI4Gikv9lVVVepWHbehW0glUyQTSTo7OhkZGeHBgwfMzc0xNzfHzu4OETN4ck+3pOnt6UXXdbm4ihZeSyodBFQ3MmB+/OMf84tf/IL5+XmePn1Kd3d3Y2Q3hud7eL535JjLiaEvOUfw/LVlws6eYQKSSCTY3d2Vfh6JREK2s6rVKpubm9TrdVpaWuTPapqGaZrSBySTyXDv3j3K5TLb29tUq1VqVpV0Os33v/99bNtmcXGRTz75hDffuMrg4CAAhUKBO3fukEwmefXVV1FVlbm5uUBwuraGaUaYnJzk3Xfepa+/D9d1qdVqUpwuwgOft2PdxNejSUCaeO4QFgACUoAqZvkPDg4oFovE4/Ev/ZmXHWGiBoEde2Am5cgpWlWGsgRTHYE3CIBPKp2gtTXDgwcP2N7Zorerh1jUxHJsdK3hiBrMgaDqOlHdkOmvB4UD9nf3qFQqrP8WwjIAACAASURBVK2uMTc7y8bGBqvLK+zs7FCt1ci2tHBicJCzZ84w0N+PaRhS7CdsvMMVrPACcpyAitfomo5pqKiaiue61C0LQ9c5eWKIjvYOzk5MsLi4SKEQVFQMQyfTkgnadZrKznagZ7hx/Tp9/f2Mj49LJ9loNMr4+Dh/8zd/w7/927/x5MkTTNPk1VdfpaszBwSjymIcN7jWvjwf53nFs6ozIuX16dOnUgsijMaEC3GpVJIGcuJ8VatV6vU6qVSKyclJaWV+7949tra2+NnPfsbb77zNpYuXGB0dJRKJMDs3h9rQoYj2TiQSoSWTwarX+fjjj/mXf/kXVldXqdfrpNMp3nr7XV559RztnY2KlK5hSKFzo3EojPCaeKHQJCBNPLcQN0qR9hpW7O/u7pLL5Y68/k/FLEgsAsJXQyyiR9wcVWGa5TUmVPxGWyVI+k0mEsTiMbZ3tnn48AHRaISWlhYihoGKhuVaeAooqo7j2LiOi1232N3bZWZ6muknU6ytrpI/yFOrVnFsB8e2g1yWeBwVhbWVFaxajQcPHqCbJolUkr6+PkZHRzlx4oQU/kndSuPvYv+O/jnUngB4iofecDlVVZWWdJp4LEZPdw/1el0ucLFYTI6O5jpz7OzssLm1yfLKCqVSiatXr+J5HvF4nEqlwtjoGLX3avz7v/87N2/elJWAeDSGIypPgO25aIqKoj6b+D6v/iDhz4aYhBE6GzGlIky6RMVxf3//iEhVXHuVSoVyuYyqqrS3t3PhwgVyuRzZbJYPPviAqakpDg4O+Pzu51y8eJHJyUnOTkxQLpdZnF8gEomwsbHBkydPKOTzcqJmeXkZVVX53ve+xxtvvEF3bx/RWAxFVbGcQGMifFqCbWnms7yoaBKQJp47hL1AICAgBwcHeJ5HR0cHuVyO3d3dIzP74mYqfSBe0mqI2DchQBUujel0utHeqFN3LFRdxW1YhSO0ImiAj9toJcTicXTDYGFxkYGBAWgQGUPzsWyLcrVGsVJmc2uLzc1NDnb22NrcDCodW1tBKyMapTXbSiqRJJNOk0wmiUVjRE0TVVFwXA/bc6laNfb29igUCuzv70tNRmtrq9yPZ8UIiPOpaY1z7HoNW/lAaBucdxfPC7w5jJhOpDGhYRgmiqrgOg6e5xONBOO2nblONF1nY2OD/f19+np6yRcLuK5LLBpjfHycmZkZ7t27x+LiIv39/QwODB5WbBrbJ3wlXqTrTXxOxNeCwKbTaSqVCpVKhWw2C0AymSSdTuO5gU+GMIoTx6FUKuE4ThDk1xiXHxgYYGJigrt37zL7dIbFxUVpOnf79u3AkTabpVQIHFZLpRJb29vUq1UZZNfT08PFixe5evUqHZ2dqLoRjNiKkVnHwVW9UEaL8rUKkCY9eT7RJCBNPHc4vhAlEgk5CZNKpWhvb2dubk4uwuLpRzzNwfP11PldI7Axd0OmUEgCUq9b1Oo14noCv2GkFVQ9VHx8LMeiXClTKpZYW1ulWCyytLRENBIlEomQTCaJx+PYtk2hVGJrZ4ellSBB1KrWUYFYJEr/wADtrW20tbXSlm2jNZMl05ImHouTTqVoSaVRgFK5xEGpSLlWpVKtUigUsG1bOmceEo2jPfwv9XfxA1Mz8PGF62tgyIoKOJaN5/vouoHnuniWFwTuuS412w6yZMwII8Mj6LrOzMwMpmFimIEAslgqkkgkuHTpEvV6nXw+z+7ubsMxVpHTQijKkYp/mIQ872REEJCwF4bIWxJVDoBINBJcC66D53vUqjUsyyLe8FspFApUKhUsy2J+fp5PfvtbNE1jY3MzMCWzbGLxIN9lYXGBGzduHHqMxOLs7OzIz3PL4CCxaJRsNsvExAQXL14kmWohf7D3/7P3pt1xXOmV7hMRGTnPCSAxTwQIEBzESaJYGkpluct1bXdfu/tT/xv/j179A26v7g+2u22XJKs0UANFkQQJgJhIzEMOyEzkPEfcD5HnIABRpfIyW4Kqcq/FBYLMRGZGBOLs87773RuH00B3uVE1FQ3L4VYY4KlA2zQ647ff/Z03bf/6x3tH+PmiS0C6OHc4S0CE1qPRaKAoCl6vV5bt4TTx+PnDfsv8fY8xT/3d5/N2HFGr1Os1/L4AbdoYGGiKRttsk8lm2NneJZVMkjg8ZH19ndXVVQ4PDsinrQqT222NwbbabZrtNi2jRbPdQtM0+np6mJubY3BgkJGhYfrjcaKRCF6vD03TMNptmvU6RquNoqq0my1aRptypUKtUScQ8BOLRfF6vfT19VkkwWjTbDbQNAeapmOaBiLDxdIciAXTan0oqoKzkwVkGAaGTaRqpdlqaIqCqmk0Gw2arSZenw9N16nXahiGiUIbrdN2yBwdMT//mF+++0scqiZD2cZHx2jUGzx89JBEIkGlUsHv89EyLB2Lpmk/O/2HgKgU2n/PRDWhWqtZvjBYVQdNd1giXSyDt5OcYGscfndnl2QyQa1c4cHX99EcDnSHg+NcjrHRMYKhIF6fl3a7zcz0DMFQkMRhAlVRmJmZ6biuRunt6WFwcJDh4WH8gSBg0mzUCIXDGCa0DAOz4/WjOXSLeGBitq0Wo0NRMRVTnhH7b5GKjFr8MQ5vF/8GdAlIF+cOqqrK8UhVVfF6vbRaLep1a8JD3CxF2V54D9j//efpWGhymly85BEd8aPLpQOGnB5xOt24XDqlcolqpQpRLB2HYeDSnRSOi9z7/B6f/u5Ttre20TWHVanwBQmM+zAabSbHJ2i3W6yurtFo1NHdTjx+qyUxPj5OX28vv/rVr6zpI8PsmFq1yOdzlMtlyuUymKblXFopyxHhUrHEUSbD8fExjUaDkZERfvOb39BsWr4lPp8PXXdgGE3a7ZNQsGZT+ILYl5KTRUTVvks6NfXklqa7nOgup/ze5XGfPE7TiIYjuC46WV5eZn193Qoqi8Wo1+sUi0UuTk+jAh98+CE7o2PMzc2haw6LYP0bixy/ryryY1brTqclW605EQjYaDTYP9hnaGQYt8dLs92mbZqoDgdOlwuHU8fRERMrisKL9eccpVLomoNWo4HZbuPz+ajUasxdnOXWndcZGx8nFouh67qlGSmVUVRFmsyJFtyJ4PiEGDl0F4ZhvUen7VyLI6mioGgaDhGiyHcphvi3LvU4n+gSkC7OJX7fTVmMDR4cHDA8PHzqBvZzz8L5IQhyZU/stG7Ylg6k3W7TbDVoUkdVVJwOJ4nEAfOPn/DhBx+QPEzi9XiYnJjk9Zu3GBkeYX93n2/u3+c//vV/YvXZMrsbu3hcbnr6ewlGgtx47Tq/+c1v8Pv9FItFFBRS6RSNTrbL8+fPKRQKFItFqxJiGBSLRWq1GpVKhVAoxNjYGIODg+i6bpXrv/qKO3fuEIlELZFrp8oiFiCl47Aq2mxGZ4pHVf/951UQVtF2mJycJJVKWWSpM6IrEpeDnfe+tLREb28vPT09lu33v/H6eplPjf3rj3W9qqoqnXFFIrFIIM5ms1SrVVTFsjQ/ymYolIr09PUSCoUolEpUq1Wi4QhfffElR0dHjI+PW4Jmjwe/18fQ4BChcIihkWF6ensJhsO4PW4plA6HwzL4TWw0ROqxIKw/pKn5vpbKy47gH+dd4I8HXQLSxbnD2RFTeyAZWCOnoVCI9fV14vE4uq7L55xX/4VXBXGDFjtWEdgGKuFQmP2DAzKZHBPjUxRLWXK5LP/4D//I/Pw82VyWt958izfvvMnw4BA9kSj+QIDeWC/37t3j2coSj+cf4Q15GR8f5/KVy0zNTuPxunn27Bk3b96k1Wrx7Nkzjo+P5QTEyMiIzNcQZlJicW82mxQKBXZ3LR2J8IIQ1ZDxzg45EAicmsoQUzGNRsMmSH4151S0IDRNIxAI4HQ6yeVy0qYcToheMBhkeHiYe/fusba2RiwWk1WEExHkd6de7OFm9vP2ssf8FLCPPOu6TqvVotlsEgoGaRltNCyilk6nqVQqeL1eSfafLDzlw48+QlNVfvOb33BhchKv14tLt+ztLZdcB2gaiqaeEr46nU65YRCtLPE+ztPx6eLHQZeAdHEucfZmdPYmFgwGWVpa4tq1a0SjUfm4n2/7xcIPlepFudzyubBaFUII6PVaIW6qoqChUK/V2NzYZnl5mUw6w40bN/jL/+cvmZyYwKk7cTld1CoVnG4ntWadjz/+mEz2iP/0H/8T77//PgND/eSLeVbX1nC73Wxvb7OwsIDH42F8fJxgMCjHXEXYmGXBXaFUKhEIBOjr62N0dJTx8XGOjo7IZi3/kMePH9Nut+nrJNu6XG4qlbK1CIZCp4LgWq0WDoeGoryac+p0OqUQVlQzrOwS8Hg8KIoid+Vut5uhoSFmZmZIpVK0Wq3v+JV837kCZO6KINEvq9L92C0Yu3ZK/L1cLmOaJtFYzPKUwaBULlGpVNB1nXg8Tn9/P0sLC/yP/+9/0KjX+eU77/L6nTv09PR0hMG2z6Kcfk17Aq34XbbO63erl1386aBLQLo4lzhrsy7snwHpoJnP50kmk9ISWuCP9UYm/BfEsWg0GtINUlEUgqEQDk0jeZhgaeUZKysrPPz2Mfu7+zRrTcaGRxkeHCIYCJJOp0mUE3g9HnYP9qg3a2i6xut3bvPmW3eZvTJHLnfEzu4uYEWYLywsEAqFmJiYoKenB7fbzd7eHs+ePSOXy8mKjNfrlYvN1NQUo6OjeL1WVSUajZJKpXj48CE7OztUq1X5vGazSbFYJBQKUa/X0TQNXdc5Pj7utEVeze3KvgCKkLRYLCYXW6FxEBW1cDjM9evXuX//Pvv7+3Ii5ocs18Uu3x7yZq+aiMf82BDx82LRr9Vq7O/vy+qV3+1ha2+XlWfLNOoNhgYHcek6q8vLfPrJp6RTKV5//XWuXLtKLBazPGKaDRyqSrtt4HK7QFE7ccHIapO4doFTbro/dAy7+ONFl4B0ce4gbo52m3VA3sw1TcPr9eLxeDg4OGBkZERGsf+cb1im+cMjnNYNWwNatiqBRr1eI5VK8fz5C7a2tnHd+4pMNksuk6U31kez0aRarfPttw9xu62Av2AwyNHREV9+eY+jozSRcJQ337rL2MQY+/u7bO9sk8/nLX8Mjwe/38/FixctwzKXi8XFRY6OjgiFQng8HrxeL16vl3A4TLVaZW1tjeXlZXRdZ3Z2VhKN119/nadPn7K1tXVinAZUq1ZqbbVapdU60YSIBfNVQlTIhBU5cKqVJ8iDcOqMRCIMDw+zvr7O4OCg1FF8H+zXod1W/qduK9jflzgGjUZD2rD3xGLUW02Wl5dZW12jkM/j9/lYXl62kqiLRd5//31mZmbo6+uzjNhaxkmastK2xqOxSCsKMk1ZQGwkuuiiS0C6OFc4Szrsmg6RESJixIeHh0kkElInYMcf12iuBUVRpMun1+vH41E5Pj7m8PCQ7e1tVldXWFpaJpU6QsFyRW1Ua7hcHnSHg1q1RrlcIhIJ09/fT71e5+HDhzx5+gTDNKjWy6gOjZbR5NtHD1hbWycaidLb28vMzIxsmTQaDebn50mn0/T19TEyMoLLZXlGNBoN/H5rjDKXy7G6uko+n5etCxF9Llw2XS6XlefRalEuly1jqlSKSCQiF0grEfnVtdTs1QjTNHE4HFSr1VNOrCIoz379jY6OsrOzQ6VSkSLVH9IciTA9+07/pw6rs2usWq0W+XyedDrN9NQ0qqax8PQpiwsL5AsFTNOkWCxydHSEx+Ph5s2bvP766/h8PpxOpzVq3SGLVnBhpzLUeR2RC3D289qJ3u97nz81Yevi/y66BKSLcwf7hIDon5+9EblcLkZHR1lfX5clc7tLY7vjGfDHBPvCaBgtstksT58+5cmTJ2xsbLC/v0+z2cLj9hLwBQkGQjQbDVBV+uI9vHb1GjNzMwwNWTv45eVlFpcWKZZKjI6Pk89n2d7dJhINs7K2ytLCItNTFxkbG2N0dJxarSLTUZeWlujr62NiYoJAINBZaPVO+mybQqFAqVQiGAzi8/k61ugeWq0GiUSCfD5PT08P0WgUXdcpFApUq1UrX+bggHA43LGWb3SswU0Mo42qvlptj73dYneWbTabkjAJYarf7ycej5PNZqX7p32s9WWajhOR8Mk5PFsJ+TH1D3Z9lGEYlEoldnd3ef78ObOzs2xtbvHZZ5+xvLxMq5NkPHXhAlcuX6a/v5+LU9N4vZbnjGEYtM32SXVHCG47n8ehO6AT2PcyIvGH/H7+nCuaXfwwugSki3ML+01d13WazSa1Wo1AICCFcS6Xi0KhYAWO2XQj523n9H075dPVHkMuEGf79EKM2Wg0qNVqbG5u8uTJEx4/fsz+/r4cV9V1JwPxAa7NXWN0dLyzCEBPvIepqWncXqfUj2SzWfZ2d3E4HNy4fp29wz22trao1WrsHe5T7AgTBwYGMIyWXKBF9ketVpMZPaZpSi1OJpORlYKRkRFZITHNNplMhhcvXuB0OpmdnaWvr49ms0kymZRjvMViURKBVquF2+3ukIAfPqdn05G/77gL7UOhUMDv93fenykFqNVqFY/Hg67r1Go1qd0YGhpibW1NBiPaz639PYhF2b7I/nudUl+WL2P/fGc/q91yXTxWiJjr9TqJRIKNjQ2Wl5fZ2tpiZWWFVCrF4eEhPr+PgcFBpqenuX37NtMXLmAYBh6Xm3w+L6sXmuZAdarCn95yphXX7u/5ffxDjkGXfPzxo0tAujh3EDcsK8/DKosHg0FSqRTpdJpAIABAJBLhypUrbG5uEo/HCYfDwMmu9jzBXs2xLwj2RaPdNmg2G3g8nk4lwUTXdUzTpF6vc3h4yIsXL9jb22N7e5u1tTVp5DU1NcXIyAjbOzvEe/r52//8n/H7A9TrdfwRH/Wq5SJrdoydpOizVMIX8DI1NYUv4OUf/vEf2djYQNNUnLpONBKVqbHHx8fEYjHcbjdXr15ldXXVmrDJZBgYGMDlclGtVtne3qZWq3HlyhUGBwdxuVy0221KpRKbm5usrq4yMTHB66+/TiAQYH9/n+fPn6OqKkNDQ9buuSMq9ng8tuN2ekE7mxdj122I54vqhf170XbJ5/M8e/aMy5cvy/OiaRqNRgPgVOWi1Wrh9XoJhUIkEgm8Xi9+vx+/329VAmx+JUI3IiZp7HoT+9d/C8TPFc8XBEdc65qmyQqg8E8R+hpx/KvVKplMhnw+z/7+PgsLC6yurlIulwmHw3zxxRe0223eePMOs7OzDA4O0tPTIys9QrAbDAZPfwbBJeQEzGmP2O6ESxffhy4B6eLc4WU3K3ETFwuKeFw0GmV/f18uRmKBOW/tF2GyZIf9xmwtsiqq6jrj7wG5XE5WOzY2Njg6OqLRaNBut7ly5Qp/9md/xu3bt2m32/z2tx+wtbnN0soyb7/7C3Sng2q5QbvdxOvzgIK0G6/X62CCqqjWiOxRBofDQbvZIp89xu8LEAqHaDQsUuR2uzvHVmNoaIienh4ZMAfWIh0OR7h586YUDJfL1mhtqVTiyy+/ZH19nZGREd5++236+vp4/vw58/PzxONxBgcHSafT0jlTpPue+HY4UNWT6tBZAiL+LsSkQusBJwRQHFtxzGu1GgcHB5ag0jZeu7e3RyAQYHR0FJfLRa1WA6wR3uHhYZ4/f04gEODSpUunTLREpUq85quCIBf2925/nWaz2XGNVWVyrZgiMgyDSqVCPp/n448/5smTJ5J0XLlyBU3TKJfLxONxXnvtNXr7+vD6vHg7FSBxvK3zcFLZ6ZKKLv696BKQLs4V7IuJfcEWPedqtXrKKbO/v5/NzU25OxTaj/NGQMQNXPwR7/9sPLppWouNy+WiWCxyeHjI8+fPuXfvHisrK9TrdUKhEHNzc0xMTHDz5k0mJiZoNBqsra2xurpCrdbE4bR+tevNBs12g4Dfh6Iq0uLernc4zub4+suvODw8JJ05wuV00Wq0MT0m+XyenZ0dhoaG5AJnGCeLWzweZ2BgQO72G426fA23243L5WF1dZkPPviAZDLJ5OQk77zzDr29vXLsVey02+02tVqNoaEhudCK1+kcIUD5vR4v7XZbipIFAdB1XRI6QaIAvF4vbrebRCIhNUTi9YrFIqVSiZ6eHrxerzxPmqYxMTHB6uoqR0dH1Go1OQYtzuH/jUBE0eZqNpunyMjZYyHIgTh+lUpF+rdsbGyQTCZRVZW5uTlu377NlStX0HWddDqNpmnSrVb8LOHfAaA5tJd/tjMf03z5P3fRxXfQJSBdnDu8rFQtbsCVSuVUjz0ajcodPZw4Kp633dlZwmHXKYj/N01DEqhCocCTJ0/4+uuvefHiBaVSiYGBAUZHR5mcnGR2dpaBgQE8Hg9ra2t8+OGHvHjxgkKhwPTFGRxOB9VajbZhojoUTBRanfRZTdPIZDJyDNYwDNbX10kmUjgcKnrQgVN3SsOwVqvF+Pg44+PjsiQv2mBiwkNUPFRVpVKpkMlk2N3dZW1tDdM0GRkZ4datW0QiETweD/V6nVQqRSaTIR6P02g0ZNUhEAhSLBZOVRWsVoOKpjnOHLPTgmWHwyHJ6lmDK2E+ViqV8Hq90hp8YWGBarXamS6ySEkgECCRSLC9vd0xSrOmXlqtFvF4nOnpaRRFIZ/Po+v6KaG0+HqWYP57IY6xcJwFqNVq1Go1TNPE5XLhdDrl9bO1tcXS0hIvXrygXq+j6zq3b99mcnLSyvbp65MExufzAadbPaKdZf8s3cmULl4lugSki3MJO8lQFAW32y1V+2KhE31pVVUpl8vy5nx2lPc84awfgr2vL7QP9Xqdp0+f8rvf/Y4HDx7QarW4desWb7/9NpOTk4RCIaLRqFyYwVpcK5UKtVqNRCrBwtJTQpEgExMXMI02lVoF0zTwerw0Gk2ePHnCN998g2mYeD0eNNVB0BtEcygopkq71aRSK/O8/Jx0Oo3P52NgYEB6fgwMDJyqDDQaDSlsFbvs/v5+IpEIFy9akzSmaRIMBuXYq9ASbG9vy2j2oaEh4KTyYR+VVdUTHYjAWYGjqIDYtRcA9Xqd4+NjCoWC1LIIg7RisUg2m5WkCqCvr49sNks6nWZwcBCPxyMrAj6fj9nZWXZ2digWi/T09MgKin3K5VW68Qqth8uWBCzaLGIKSVEUkskkDx8+ZGlpiUwmg8vlIh6PMzExwdDQEPF4nFAoJH+fhAOqcNa1xxnYAx7tx7rbguniVaFLQLo4l7AvKuIGKUr07XbbVpa3xiNFNkkwGJTPOU83SDHaeXYXKUr2Jztlg3Q6zf3791lcXKTZbDIxMcFbb73FnTt35OfTNE3uaqenp/mrv/orxsbGePT4Edt7u3zx5ZcYponT5WZscBjcHZ2JqrKX2GVxcZHjbI5QIEi1XKXcKFtCxmaTZqOFqig4VB1V13C5XGiaRqVSkeO1Xq9XtgCE6FGYkfn9fkZHR7l48SIDAwP4fL5OO8YlP2cwGKRWq5HP59E0jYGBAYaHh+nv76fZbHReU8cwWtRqNSmkbDTqslJkb2eJP2IRrVQqcmqoXq+Tz+clAfH7/QwMDKCqKoFAALfbTaFQoKenR5I6v99POBzm+PhYkjy7DXskEmFzc5NSqSTP8b9HZPpDsH/GVss6Jk6nU5qo5fN59vb2WFhY4NGjRxweHtLX18drr73G9evXGRoawuv1nhrBFVUTu2ZKVowUsEtJRYVJXHvn6Xeri58vugSki3OHs6V1ON2CsVtbG4ZBb28v6XSaSCSCz+d7qW/ITw3RghGwJ3+KXXuz2eDoKM2jR4949uwZjUaD2dlZ7t69y9WrVwmFQvJnCUGlaZr4/QGuX79ujSJrGsfFAi+2XlCpV1B0hV+9+x79ff24dGv3vLu3RzKVpLenF5fLxfyjeUzDYGBgiHKhSMuwNCghr5v4UD+Xr1wiHu+XFumHh4fU65bWw+Vy4fP5cDgcRCIRotEoXq+XaDRKNBqVJmNyvLgjTD3O5+Xuu7+/n3A4TCgUotWy/E2EnXulUqFareJyOTFNhWazJVsRLxtVFtdErVaTIk1xnCORCLFYjGAwKCtIgowUi0U5cdRsNnE6ncRiMZrNJuVymUgkcmoqyzRNjo+PcTqdMtNEvNZZA7NXAfu0i9B41GqW++3Ozg5bW1tsbGzQarUYHh7m9u3bDAwM0NPTIxNoBXGwi0oF+bCLvFVFBcPEwJAmYmfHm38fzO/GwXTRxUvRJSBdnGuIm54YcRROoCLHo9VqEYvFWF9f5+joiMHBwXO5QxOLh72EbZqmHI1MJpPkcjkODnZ58OBbkskkvb293Lp1i7t37xKP950iXnahYb1eRVFUGbXucFhi0I3tTT777DMatTpv3nmT6QvTeF1ecrkcpWKJcDRMLBJjdXmVUDDI7Vu32N3ZJZvO0DSa9Pb1cevmTe7cvUN/fz/BYBBNc3B8nJPnQdd1XC4XiqLg9/tRFI1WyxpjdTicgEU8Wu0Wh4eH5At5qzrRbMmKiWEYHB0dsb+/Tz6fxzANopEozVYT3aHj9/uB0w6m4piKr2LBt3uHAFIX4Xa7pX0/nOgbXC4XfX19HHeybMAy0tI0jWAgSDabJZPJyOtKVAoMw5AeKIKI2UPnXjUBEcTBTkI2NjZ48OABe3t7mKZJLBZjYmKCS5cuMTY2hqZp0uCtXq93HGUdp3KV7F/PTmUZpomqqacIniAu503k3cXPE10C0sW5w9nqhRAXilK/fRTXNE0ikYgcMxTl+p+SgJxdfOwTMHCyIy+VSqytrbG4uCj1BJnMEc+frxOJRDveGm4Mw8Q0kQTGMEzabSsRV9N0kklLLLm9vcWDb79lb3cfxVRRzDapgxSff/I55UIZr8fLhfFJMExq1Ro+n4++vj6CwSCTUxf4D3/x5+zu7rL5YovdvV2cHidOt4typcJRJkOz2SQcDks/DJFO22o3bFWOTnKxaVKrWdWLYqlELp8nm8lQqVYI+AOMj48TCYVJpVNWxkipkomdoQAAIABJREFUTLVWpdVsdsLeVFy6i1hPDz2xmEU6FOU7GpDvgz3q/ew5UBSFtmFgdhbSQCDAzs4OjWYTVVEkSXG6nehOnWw2S9swcOo6hnmSyKx1TNcODw/xer3faa29Si2Sw+E4dd2Xy2XpB+P1erlx4wa3bt0iFoud8kQR+Twvs4IXtvjAqWoIgGpaYXJnp9IEcft9lRCFP8QyrosuugSki3MKcQMXXhCAvJHWajUikYh8bCAQQNM02ecXVtE/NuxeJPaeun3hE4+r1+vs7e3x2Wefcf/+fRqNBtFoFMMwiURiTE9PMzY2weFhgvv3v+H27dv09/d3iJiDarWM2+1G02B9/TkffPAB29vbpJIpCqUiqqbi1nR0xUHiIMEnud8xPjpO2GeJSF1uyyjLF/TTpk25ViY+NMDM5UsU8gWWl5dZXVtm/2CPTC5Db28vg4OD9Pb24vf7pWjRME2MzueV+SpAtUMIS6USx/kC+WIJj9vNxZk5BgcHcLvclMsl8oUijVabWG8fgYAfh8PB6LCVNothVTzSqSNrsXQ6aRvtU9oOYdbm9/ulV0mtVqPZbBIKhWTGi9j5N5tNDEx0h46m69RbTTw+L7VmHVWzPoOpQLPdwqHreH0+DAVa7Zb8vG2jha45mJyc4MsvDnn69CnDw8P4fD7Z9nmVAlRxzdhbdqZpMjg4yC9/+Uvi8Thzc3OSpNjD3kQ10C4gfRlx+I5HjaZy9hPYDeJ+HxSUbvuliz8IXQLSxbmEfbE+u5hXq1X5OHGjHxsbY2Njg0wmw9jY2I/+fu0iPTGJY2+ZiEyRYrHI/v6+dDJdXV3FNE28Xi8TExPcunWLarVKPp8nFAoxNjZGrVZjZWWFw8NDRkdHicViBAIBaam9u7vLs2fPrJaIU7cMpBzWbr3VbFKrVMnnjvn0d5+gmBAOh4lEIqyurjI+Ps7g8BDZXI7llWXefPNN+gf78fg8zF6epW1YYWWiurS7uyt34mIqQ+gg7JoLXdctEqgqjE9OEIv2oDo0Am4vYh/vdLno6ekhFAxS60ypNJtNSoUipWKRaqUq2zMKCrVGjVK5LD+3aJmEQiH6+/uJxSziNjw8jNfrlYutXSvicDhkFcPEareoqkq9VqdYLBKJRGS7QaHjrNr5vCbmqXFjXdeJxWIA7OzscPHiRbnYv+pRcDvxUBSFQCDAhQsXzviznLZeP/v8Lro4b+gSkC7OHew7NnvpWLgy5vN54HTi7eTkJM+ePSOdTv9k79nuQinet/harVZJJBKsrKwwPz/P+vq6DGubmpoiEAgQCoXwer3cvXuXYrHIp59+yldffcXk5CTRaJRUKkUikeDy5ctcunRJkpvXXnuNhw8fMj8/j8vlwuPxUCgU0HUdt9stjcJ2d3f53//7f9Pb20sul5Pjy1NTU3zwwQd8+OGHuFwuZmdniYQjBEMBmu2mHDPVNA1VUWm1LQIgAtsE4bIfC4fDYVUdNI1Wy6BlGDh0BwbQbDbQdZ2joyM++/xzVldWLF1KuUyz0UAxrRaDw+HA5/djttu4XW60Dnmw7+YNwyCRSLC2tkaj0eDtt9/mL//yLxkeHgaQolQBVbVyS0zb97quU61WOTo6skLwFBUFaJsGlWqFYrFIvV7H4/bg1J2gW20Gn8/P8PCwbIdMT0/jcDikjf6rXvTtJMPhcBAKhaQwWUzodIlGFz8ndAlIF+cSZ/vpgGyrHB8fA9ZNV/xbT08Pfr+fWq1GpVKRxko/BkSLxT6SKkrfjUaDXC7H4uIin3/+ubQuV1WVCxcucO3aNS5dukQoFGJvb4/d3V2i0SgXL17k2rVr/K//9b/Y3Nzk2rVrTE5Ocnx8zMrKihxvrdVqjI2N8V/+y3/B6/UyPz9PqVSSHhqAnA4SQWOiglQul0mn01y9ehWv18vS0hJut5tGoyFzWhROZ6wIIuLz+k7t9k8dD9OQVYpWq4VDd+J0u62odizi0Gg0ODg44OmTJzx6+JBWZ/TV4/HgdOh4vV6CwSA9PT14XG7cLhfxgX6CodApm3Gwrgehh9jf32dra4t4PC6FumKCRHqGdN6HGEvWdV2+n/HxcRQXtA0DVPB6rLFi3dGZfsGakhHheENDQ+TzeVKp1EtcbV8dCbGbmwmhrSC4gBQEd8WhXfyc0CUgXZxbnBWjut1uHA4HxWIROJ0Lo+s6o6OjVCoVjo+Pf1QCYocYr61UKiSTSdbX11lfX2dvb0+Oc968eZORkREikQgDAwNEo1E5jdHT08POzg7ZbJaJiQn+63/9rywsLJBKpdjc3KS3t5dgMMjz589li0bXdWZmZnA4HASDQRYWFnC73UxMTDA+Ps7U1BTBYJBHjx7x29/+lo2NDdn2KRaLOJ1Obt68yZMnT3j06JH0l7g4c5FQ2DIOc+luTAyMTmJvq90CExTV6vi3jZMMHofDclJ16hY5NFGoN5sUi0WOj4/Z398nkUjw7Nkz1tfX8fn9eL1eent7mbl4kb5eSxgbj8eJRCLyvDudTknq2u22fJ+NRkO6qi4uLpLNZmk2m5KEnU1JVhUFxbSIkob1fhVF4eDggHK5jN/np220cagOXM6OB0q1QqPjT+J2u3HpTlRFxeVy4vF4pO+IcCIVrwevpv1hD9UTlQ67L4c4Nl108XNCl4B0ce7wfTtHITKsVCrycfbnjI+Ps7Ozw/HxsXTU/DFg34UKAlKtVtna2rIszpNJ4vE4V69eJRgMMjIyQigUOtW6qNfrANJtNJlMkslkGBoa4u233+bZs2cyROzGjRsALCwsyEqKaJ2EQiHefvttgsEggUAAl8tFMBjE7XajqirZbJZGo0E6nZaLeavV4s6dO9Trde7du8f9+/fJZXOMjY/SP9jPwMAAI8MjxHpiVkS9ptM2LTGogmKREPPkfIkx6Wq1SqNeJ5k+YnNrh4ODfVKpFHt7e2QyGau1UasRjUSYmJjg7t27XLt6lWDAIj0ej0f+fHuSsL3NJR7n9/u5cOECjUZD2qoL11Dguy094TODtYB7PB4ODg6kS6qoYAjdhdPpxOP2oDk0qtUqlXKFQrFIX28vgUCASCQizczsUyOvCuL9nB3F7ZKOLn7O6BKQLs4d7ATELiR0u914PJ5T7pP2haW3t5dEIkG5XP7R37OiKDSbTTlt4fF4iMfjaJrGjRs3GBgYYGBg4JQfiCin28dzPR4P4XAYXddZXV2V4sbLly9zeHjI0tISgUCAX/ziF2xubvLgwQM8Hg+xWAyXy4XX62Vqakp6NojgMrCEuq+//jqlUon5+XkymQyFQoF0Os3du3e5ceMGxWKR1dVVni48ZWtnk2gsemoCJhqNEg6H8fl8p6ZLxOdoNBqUy2WOjo5IJBJkjo7I5I45OExweHiI2Xmc1+vlwuQkmCaFQgGfz8fk5CRjo5aAuG0aaIpqjcYaivwsdst64JTQV1VVBgYGyGaz1Go16TECJ2Om9vOlYLViVFUlGAzy7NkzcrmcNCIzDINGs4GqqoSDltYik8uysrLC+vo6w4NDjAwPo+s6wWCQVCp1iryI13kVsHvInNVGCULWbcF08XNDl4B0cW5h3/GJG6zb7ZYiVAF7CJnYff8U79XuNOn1erlw4QKTk5OyLC8cMy3X02bHNOykpC6e22q1ZAtiZ2eHzc1N+vr6uHr1KvV6naOjI9LpNFeuXGFlZYWdnR1CodApYiN0CmKhrlareDweLl26RL1et9xIj4+lTbnX6+Xy5ctEIhH+/u//npWVFQqFIqVyicPDQ5aXl3G73TKHxu/3n7JiF+dB/OxsNks2myWfz6NqDtqGSbPRYHhwEH8gQDQaZW5ujlq1ypdffSVbGGCRj1arhaJbak/VYRE1s3Mt2BdZu7+HcDatVCqUSiV5TDRNk8JQoQGRBKRDcP1+P/l8nmKxaB03VaNltGWw3v7hAYVigaXFJfb396nX61yeuyz9P/x+P7u7u5IUiHTgVzmOK64ROxF51USniy5+THQJSBfnCnYL9rM3VUFABCERN3f7zVhMIdTrddkXf5kt+6u8YYv3KgSxol9vT1CtVCon+gin83sdPcXj3W43o6OjtNttMh0TsNHRUf76r/+ahw8f8vjxY95//33u3r3L4uIiR0dHxGIxSWhERUAsvtVqFU3T8Pv93L59W2pULBOwErVajYGBAYaGhlhZWSGZSHKUPaLVbhEIBORYazabJZfLAdYiK465qDCI6RcRkhaLxdCdLlptayQ4HArJcyVGexuNhkznHR8fl+Fq4pgIe3SHqqFqJwF8ogogSJZwNjUMg+PjY4aHh2Xr5mxVTVYSOk6fgryWSiV57SSTSZaWlnj69Cn7+/sUi0VarRYTExPMzMxwaXZWinYrlQrZbFaev7O+G78vGuAPuRbt7/+UoBarOvKH+HN00cV5Q/eq7eLcQexqxcImdr1Op1OGoNVqNSk0FYREURRisRiJRIKdnR0mJiYkIYGTCQJ7INyrICJnf8bZXa/D4ZB24i97zNnpCZF7YxgGs7OzHB0dsba2RiaTYXZ2ltu3b7O9vc1HH33E3/7t36JpGqlUCq/XSyQSORVuJxYpv98vp0/cbjfXr19na2uL3d1dEokEGxsbDA8P43Q6ZUpts9kkHA0xNzfH1atXcTgcJBIJSqWS/H9xXkQabigUkpoT4ZqaSqZYf/6Cg4MD1tbWqFQqmKbJN998g6qq0iL8/v379PX1cfPmTZy6ExOrmtNoWaZgDlWl3Wqfsjy3f8ZWqyVD68QYssjLaTabUgdjmCbNVhNMcGsu+Xxd1zk4OGBjY4Nms8nDhw9ZWFigXC6TSCTo7+/nrbfe4q233iIUsEIB2+021WqV9fV1Dg4OME0rr0j4tIgW2MuuNfv3P3Qdvuy5r9rsrIsufmx0CUgX5wpnvQzEjVvs5sXNvF6vd5xAT9oOYgder9dJpVJMTEyc+hlwsmsWZfvztHO075jtx0FkpmSzWXZ3dwmFQty4cYPPPvuMjz76iNu3b5NIJFhdXWVmZobe3l7ZArBnxtgRCAS4ePEi4+PjHB0dsbm5ya1bt2RqrUXUrDaF0FTcvn2bX/7yl6iqSqPRIJ/Po+u6DHZrNBrS3lu0dhKJBM9fvOD+/fuS9AnnWpEQLLxdnj9/zrfffotD17k4PY3f58cwDRr1Ok6XC4f63Z2+EIoCsqUlCFy9Xj/V4uo8AWFD3m63aRkWoXE6nTSbTZ4+fUoqleLo6IijoyOi0ShvvPEGc3Nz9Pf309/fb6Xnloo06nXq1Tq54xz5fJ5CoUAul5MErlarAciKkD2AsNsy6aKLLgHp4hzCXrK297jF4iKmTEQ0vV2o6vF4aLVapFIpbty4IRegs+6UdvHnecJZ8mWaJj6fj1gsRqVSYW9vD4Dp6WlWV1fZ3NxkamqKUCgkreitnJbT7YazP1voQd544w2++eYblpaWmJub4+7du9YETTBAKp0km81yfHxMqVTi6OiIy5cvMzU1RX9/Pz3RHprtpqwwCVfUTCbD/Pw8i4uLrK6u0m61mZu9RH+/NVETDodxedyUy2VWV1dZWFigUCiQyWR49OgR6U6l58aNG4yNjVl26B2Bq8JJxcgeOmifQBJVkGKxSE9Pz6nja9IJXlMVHJqDttGW4l9RSSqXy4yMjHD58mXGx8e5ePGidBxtNBpS36KpKqpiETxBwhKJBIFAQB5jYWImRoaFaPf/hltqF1383NAlIF2cO3zfjfkk7dUSctoXWQGPx4OjExKWzWbl93Zhqnj8eZsYsJMje66MWOAMw2BnZ4f19XWuXLnCO++8w6NHj3j48CF/8zd/Q19fn9RoxONxADk9IlpPYgeuaRrRaJQ333yTRqPBhx9+yMcff0yoo9Hw+Xw4dAcOxYHL5SKXy/Ev//IvfPLJJ9y+fZv333+fK1euSEMyTbXaAbV6jSdPnvBP//RP5PN5orEod15/kztv3JGjqg8ePODJF/fIZLNWHsxxXtqJZzIZMrkcm5ubbG9vc/v2bS5OXyQcCeNxu9E1DUxLfyJaLvaJGHGNGIZBLpeTBOT01EgTRVFPzNrMkzRYXdeZmJjg17/+tWXQ5rFafsJAzTRNNIdmCVxVTYbXud1unj17xvHx8Sm3UiHMPTvFIs7N2WpXF138KaFLQLo4lzjr8SFu0PbskbMiVLDMyoLBIKZpcnh4SG9v76l0XPsY43nFWUGtqqpy7LVSqUhjs5s3b+Lz+fhv/+2/kUgkmJiYwOl0So2FWNjsYldBQsTPHxsb49q1a9LKPRKJSLO3ZrNFJBrm2rVrxONxtre3WVhY4NmzZwwNDTE6Ooqu67RaLXweH5lchm+++YYPP/yQg4MDbt26xa9//WsuzV5CRePw4IAnC0+Zn59na3ubeq1GpVaVxnGBQADDNHHoOoqisLy8zP7+PjOzs1y5cpm52UvEe3pBQbbaRMy8XQ8hqmS5XE4SL/sxUBQVRbUlFZuGjK13OBzMzMwwOTlJOBRGwQqmE1NLbpcbXdetHBkUjM50Vrlcli0lexYQIMeVHQ6H9dwzwtQu+ejiTxVdAtLFuYRdDyG+VxQr/MzlcknjLgH7rlN4VRweHjI7O/tSAmIfafwh/FgLhBCeitcUC1mj0ZAl/MHBQTnmenx8TF9fH5cuXeLRo0fUajXi8TiGYXB4eEggEMDn850SbJ79LA6Hg5GREa5fv87/+T//h8ePH6MoCsViURqVibj3a9euoes6T5484fnz59y6dYt4PG4RlnKRhw8f8vHHH1MoFHj33Xd57733GB0dZWtrm/mHj1lZXeHFxgblchmXy0U0GuXq8DCjY6OS+GiahupwUC6X2dra4vDwkK2tLTY3Ntja2OTm9RvEe/vo7euVuo1WqyUXdkD6oVgkqnkqrE1VVXSHAwOTVrvVMSWzbOlN00rWFZk8JiatTvicIBdSh2QYKB1iI9p/QvNh94OxTyWdnXbqoos/dXQJSBfnDi/TLYhWhFiIhdmYEKDaHxsOhxkcHGR7e5tmsymfbxegvqoJmFcJsWsWpXsxXlmv1+X7DwaDjI+Ps7y8zMrKCjdu3OD111/nf/7P/8n8/Dx37tzB5/ORTCYZGho6cRS1ETC79qXdyWC5efOmpb9IpymVSoyOjjI8MsxxPkcikSCZTDI7O8v4+Djz8/NyGkZTHOSLxzx+/Jh79+5RKpV47bXXuHPnDg6Hg9/97nc8fviYzeeb5At5AsEgd998k0tzc/T09BCJRuiLx3G73ZiGgepwYJgmpVKJi7MzlIoltra3ePTQajXtbu9w+dIl7v7iFwwODsppHLumx+fzEQ6H2dnZodFoSAIi2nYWgTClt4yYXBECWjE5A0iNCFiZM2K8WHNotDqTNEKTVKvVcLvd3yEg4nozDENOa4lzYfeP6aKLPzV0CUgX5xJ2nYa4cds9JiqVinUz52RBUVTLptvn8xGPx1laWpI3eWECJhYT0fOHl+9If4ryuP01RdS8CF0TRmaKohAKhejp6WF+fp6xsTGGh4eZmZnh/v377O3tMTw8TCqVkqZhL/v5wkFU6CdGR0eJx+OUSiWq1SqXL1/m1u2bPF18ytdffc3XX38tc1nElEuj0aBlNNnZ2eHevXvs7e3x9ttv8+abb5LP5/noo4/49ttvSSfTeFwexsfHuXXrFnd/8Qumpqfk+2q2LZ+SQqFAuVKh3DESaxltqfFwuVxks1kO9vaolMsMDg1JAnI2ht7j8RAMBKVDqIDwjjGBdtvSBKmKimEa0oCs2WzKLBkVBdMwcbgsEphOp6EzJh1wBVFVZGVEmK6FQiF5vgQxsl9zdi1KV/vRxZ86ugSki3MHu9ulvWUiFhCv18vR0ZGVatpxtkQxwaqm43Q6CUci+P1+csc5AsEgiqqepKKCtdvWrCkGsXsWJlThcFiOoopKxI/1ue3VHEEYBEmwO8P2djJItre3iUQi3Lp1i/39fbLZLNFolGg0Kp9frVZxuVzfaT0JLYzD4cDn8zE9PW0t/K0WQ0ND3Lx5C7/fz/7uPocHh9y//w1Guw0o6A4dVVHJHGVYXFhkd2eXeLyf669dx+Px8s//9M98ff8+5VKJeF+cucuXuXH9OpdmLxGKhClXyjK5uNmyguqKxRKNRp1iuUylXKFWq+Fw6piGge7QCAYD1KtV9vb3WHq2xPjEOJFIFBMsx1RVxTCsz+zxefAH/NTr9ZNqlwKGaaKYFqHFNFGAUqlENpPF6/EyNDSI3+cjc5RBURTcLjcel9sK1+voa/L5PK1mE1XVqHacUre2tgiHw4TDYVkFERUXQXztf7roogvQ/u7v/u7vfuo30UUXZyGEkmLxEDH3aodI7OztcmXuMm2MU46WqqpaFtsKNJpNkskkg0ODuD1uK1dEO/l/OImk39/f55tvvuHp06eyciBK5z8mAbG7e55dqOyLl9PpJBwOy2yY/v5+gsEgyWQSXde5fv06YLUjRGtAVAoE8RDHVLQJYrEY2WyWw8NDfD4f/fF+BvoHGB4appgv8vjRY3Z3rApEOBzh+mvXSafS/Pa3H9BoNJm6MEWtVuf+1/f57NPP8Hl9zM1d5p133uE//If3ee3GdTxeD9s72+zu7pA+SpPLZSmXijRbTYLBACMjwwwPDTExMc7kxDhTF6e4PHeJocHBjvGcwnE+z2HiEJfLTawnhtfrtT6LYaX10iGZYLVQgqEQdK4hw7SqEEbbkLb9S4tLLDx9ytTUFH/z//4NE2Pj7O3tsbuzg6ooBINBXE4noWAQ3aFTq9YoFookEwlebLxgbXWNer3Om2++yXAnG8YujrWLf+3XUleE2sWfOroVkC7OLc76d4hWi9BKNNstuYCe8s8AmQuSy+Wo1+uW14Pb0kK0jbZVUk+l2d7cYnl5mc3NTZLJpGzfRCIRotEouq7/dAfgJbDbrLvdbqanp8lkMvT09NDb20tvby+5XI5kMsn09DTVapVYLAYgbdnFYmjXJjidTnp6erh27Rqbm5s8ffoUVVX51a9+xdTUFF6vF6fLybfffkuhYLUqDg4OSCaTbG1t4fV6efToEeVymWKxSCwW49e//jV/8Rd/QTgSotls0Gw0ebHxgocPH6KqKnNzc0xOThLwBzAxyeVypFIp2R5qtVp43G58fj/x/jgjI6O89tp1fvvb3/Lpp5/y1Vdf4fV6effdd+Vzzo5m2yelBLFrNVuSHCwsLPDpp5/K0MCpqSmrrdJqsbS0xIMHDygWi1y5cgVFUejp6SEej1Ov16lUKvT29jIxPoHb7SYWs9KCAbxeLwCNRuOUVbqd1L6sfdRFF39K6BKQLs4dzuZeCKiqiqmZ8oZu31mK5wGYWNqGUCjEysqKTEZVFYVUOk0iaSWzrq+vs/H8Bel0mlarRSwWk1oIketyHiGOj9/vZ3JykgcPHlAoFBgaGmJ8fJyDgwNWVlYYGxuTIk1BpM76UNhbMYFAgCtXrrC2tsb29jb37t1D0zRpqz4wMCCzeAqFAl9++SWqquL1ei19BJbDaiAQ4De/+Q2//vWv8fv8gFWReDz/mI2NDenkKpJrV1dXKRaLZDIZNjc3qVarZDIZSqUSvb29DAwMcOHCBW7cuMn4+Dh37txhbW1N/qyrV6/S29tr+XooJ9fC2YqPgkKr3cJot1EcOvl8nidPnvDixQvm5uYYHx+X5O7ChQuoqsrCwgKpVIpcLsfQ0BCqqlIoFHC5XLJVJ3RHQowqyGGtVqNWq0kdy1lPllcZB9BFFz9HdAlIF+ce9hu0pmk4dF0GzYmFpdlqntJriGmF/f19/vVf/xWPx0Oz2WRzc5N8Pk+z2aRSLuN2uZmZmWFiYoKLFy8Si8XkQmtPWT0vsFvIOxwOAoEAbrebVCpFNBplYGCAaDTKysoKsViMmzdvsrq6ytDQEKFQCIfDIUdX7fb0QlsSDlu+H9lslsePH/PJJ5+wu7tLNBrl+PiYQqGAYRhUq1U5ZdRutwmFQqiqytWrV7l06RJvvvmmNQ7r83JweMD68zUALly4QCQSoVqt8sknn7CxsUE2m6VcLqOqKsPDw0xMTGAYhvy3RCLBl19+wfz8E27duk1/fz/Xrl0jlUqxu7tLMpmkp6fHShI2WnKh13VdOpyapknbaFOr1dAdOql0ii+//JL5+Xl8Ph9zc3MEg0EajYYU/MbjcXRdZ3FxkX/+538mHo9z7do1IpEIeserRHy1j4ELsler1ahWq/J427OI7Hk2XQLSxZ8qugSki3OHl4kl7RMDioKccFAUBcO0JhEUxRJHokCxWGR9fZ0XL16wuLiIx+Oh3W7LMDax2L519y2mL04zMDCA3++Xo5nW65y/hcF+XMT7GxoaYm1tjd3dXWkdvrm5yYMHD5idnWV1dZVCocCNGzdOjeQ6HA45JSImb9xuNxcuXMDhcDA4OMji4iJ7e3usr6/LHT6cJLDquo5hGPj9fm7dusVf/dVf4XA46OvrwzAMjo6OSKdTBINBpqamaDQafPXVV3z++eeUy2UmJia4dOkSg4OD9PT0WA6jmkar3UJVVFxOF8VSkSdPnvAv//Jb/uEf/oG7d+/KhF4RFDd3aY5GvYGqqTg0B5VKRbqSCu8Yl8uF2+0mnUrz1Zdf8tFHH5HL5XjnnXe4fPkygUBAHlvRMvF4PPj9fpaWltja2mJ+fp7p6Wni8Th+v19WN0TwnMihSSaTpFIp/H4/Xq+XUqkkCZHQ3MD5c+PtoosfE10C0sW5x3fK1CbUGw15wxeVEE3T0FSVRsuqdPzrv/4r6XQaVVWJRCIMDAwwNjYmLcHrtRqjY6OMjo6eWkztniHnDXahqtjpDwwMSAISjUYZHR1lZmaGL7/8kr29PQqFAqlUigsXLkjyZc/IEbtx8X0oFGJ2dpbBwUFmZmZYWVnh8PCQVqtFvV6Xx93tduP3+4lGo/T29jI0NMTk5CRgEcCNjQ0ymSxDwwP09vWys7PDysoKi4uLtNttrl27xhtvvMG1kdnfAAAgAElEQVTY6Bg+n886l6g0mnWcugswaRktnC4nExMT9PXFefjwEWtra1y9epVAIEAikSCRSFgi1kCQttGmXLKExdls1iIAHi9OXadYLrGzs8P9r7/mwTdW2+ry5cvcuXOHnp4eWT0TVQrxWWOxGLdv36avr49vvvmGjz/+GI/Hw5UrV7h48aLl4GrTcog/oh0lfhacVEgEYRFj5V108aeILgHp4kfFD/uOIsdpTx5v2WWD8G0waXU8FhRFQeWEgNSbDcu46tEjVlZWqFQqBINBvF4vMzMzXL16lb6+PpqNJolkgkqpTLlcplKpSO2HfYE/jz36s6ZiLpeLeDzO4eGhFJ9eunSJnZ0dtra2iEQirK2tsbe3J0mD3ZBNRNXbBbdutxun04nX62VoaEiO5xqGIds3uq7LnxcIBHA4HORyOdLpNMfHx5imSSxmCXnX1tb44osvSCaTjI6O8stf/pKLFy/S19eHqnTs4TEplvJUq1XcLjeKqkhzsPGxcWZmLvLs2TL5fF4SpWQySbVapVFvoASQAtx6vU4kEmFwcBCnrpM7PmZhcYEvvviC1ZVVNFXl1q1bvPvuu8zNzaFpmnQ6FfktohJSq9VoNptMT0/jcDh4/PgxxWKRxcVFtre3CYfD8nj6/X78fj8+n49gMIjP55PC4bPaJbsG57xdY1108WOgS0C6OHcwAUX+vXOD7nyvKGCY1iIoBZUKcgHIZrM8/PYh9+/fp922pl2EZkFRFPL5PG63m3g8jtfnJZ1MYRgG6XSacDgsWzXNZvN7o+x/SthFpHbNy+TkpGw7FItF+vv7uXLlCouLi9y5c4fj42P29/fp7+8nFApJ7YawtRc/S1RVREVEtCDs2hNAaiVM06RQKLC/v08+n+fg4ACPx4PP52NoaIhwKMyThSd89vmnVKtVZmdneeuttxgbG7OEviY0mg0ajQbpdJrNzU2Oj49pt9uMj49z6dIly/1W13G5rKqIIAQiBC4cDtNqtzhIHJJKpQAYGhwiEAzgcrlYWn7G/fv32d7etoSrwSC3bt7ijTfeYHp6WlYkxPG1t6h0XadWq0kh69TUFH6/n2q1yuHhIZlMRib5plIpms0mExMT3L592yI/nZaMGKu2627+0CiALrr4Y8X5urt28bOGqEicGom1eR2YdKytFdWqcpimLHUoqoLSoRkKCiam5XKqqBicpMMqgEOzJgrq9ToOh4Nyo0wymaRQKLCzs8ODBw/Y3d0lEomgKIqcRtA0TdqKT01Pc2FikuHhYSqVCqlUioODA0TejJyc+J6d6U+5axWVC1H1abVa+P1+BgYG2N7eJpvNEovFGBkZ4fnz53LkdXFxUbYCKpUK2WxWHle/34/b7QaQUzNCq9But6lWq7RaLdxuN+12m3K5TLttiTozmQzJZJJkMkmlUuHP//zPmZycxOl0cnR0xNOnTzg+Pua9997j5s2b9PX2Wa/TatJsNimVSrKVcnx8TD6fp1KpyIA9r9dLoVyU9u+RSIRcLke5XKbVahEKhTg4OKBcLhMMBq02WyhMo9lkYXGBv//7v+fx48f09PQwOTnJ67df5/prr0mRaaPR+I7visfjkRUmt9uNx+ORLZN4PI6iKExMTNBoNEgmkxwcHLC2tsbm5iaVSsWqynRs4MVxFIF29skjuy1+F138qaFLQLp4JRA367Pti1NiO8Wyw1Y0i2yIXbWiWERD4bTOQ3wrjKMMo42hWjv0crnM2toaLpeLVCrF0tISBwcHMsvE7/fLhVmU04UIMJPJsL21hVPX6e+zckiGh4d58uQJpmkyPj6Oz+eT7YazWTNnx1d/TIjyvX20VjjEDgwMkEqlKBaLmKaJ2+1mZGSE+fl53nvvPR4+fCiTclutFkdHR+zs7BCJRIhEIjidTlwulxTiKopCtVqVtut23xDh9Fmr1eQiHY/HKZfL+Hw+vF4vW1tb3Pv8Hltb21y+Msc777yD3+unWC7K6ZR8Ps/Ozg6ZTIZIJMLly5dlpeq///f/bvm8qFYKcKFQRFWtseB8Ps/h4aG0jt/Z2ZEjuz6vj/TREevP17l37x7Ly8s4HA6mpqZ47733uHb1KgF/QOowvs/rxe5MCyeOtOI6EBWhkZERRkZGmJiYYG1tjXQ6TS6XY2lpiQsXLjAwMEC9XqdUKtHX1yd9bOx6kS66+FNEl4B08UoghI1wMipq728LcuLUnbacF+3UAm4P6xKR581moyMu1ajWquwfHLCwsMDy8jJbW1uUSiUZhe52uwkEAkSj0VMLnIht/+STT3j77beZnZ2lUCjwbGmJdDLF1f+fvTdtjuM8735/3bPvOwYDYLAQxEoClLiTckxbUlXi8uOcuJyqJJV6TuWj5KvkZcqVvEn5lGzJlLWQkihBXMANIAbLADMAZt/36T4vevrmACJt2ZElCpp/FYsgMYOZ7h70fd3X9V+WlvD7/Vy5coWdnR12d3cZHR0V0l273S6O5/gxf1edkOPeJzqcTieVSoVMJiO4Gdvb22xtbREIBNjf3xeE3IWFBYLBICaTSSiE9LGKTsQ1m80i28TUG4PoPBlVVcX3m82mSOkNBoNUKhVu3rzJJ598wuKZBS0kz+6g3dUKJ4Ns4DB1SDabxWQycfbsWXw+nyj69vb2mJiY0LoHdFldXQVUpqYmqVQqIgn31KlTKIrC8vIykUiEUqnEJ59+wv3791lbW6PVajE9Pc309DRnz55lbm4Oq9UmRi7f1DXU+R/nzp1DlmXS6TSrq6vEYjFsNhsej+dIAdtP+h1ggB8qBgXIAN8o+osOvRsidoyqQrvbodOLNweeq1cMBiSDAbmX+aKzPjpdhWK5TC6XY3t7m6dPnxLb2CCVStHpaI6WPp+P6elpRkdHGR4eJhgM4na5sVgtJBIJEokE//3f/81nn30mipvR0VE67TZPnz6lUqnwox/9CIfDQTQa5dGjR9jtdtxutzim/mPrH818F3baL9s1GwwGfD4fhUKB3d1dbdzR23Hfu3ePubk54vE4TqeT0dFR7HY7kUgEk8kkvCr0wg2eF4THj7P/2PXrZzQacTqdgpCZzWaJx+OUSiWsVht2u110uMxmM4qqiA7G/Pw8oUAIFZV6vc7j9cfcuXOHxcVFFEVhdXWVw8NDWq0WNptNuIwaDAbOnz/PpUuXmJiYoFAo8Omnn3Lr1i12dnbodDqcO3eOn/70pywuLuLz+TBI8pFi8vjx9J/jP4XjjzebzaIIl2VZjKbS6TQ+n0+4pH6b9v4DDPAqY1CADPCNoJ+8+KKbq6qqKKqK0WBA0gsTnhcm+qKgt73zhbxQNGxtbQmZabFYpNvpYOwttufPn2dubk7YhTvsDhx2h8YhkSRCwRBnzpxhbW2NbrfL48ePyeVyvP3227z22msUC0VWVlaYnZ3F7/fjcrmYnJwUnJCRkZEjybnHfUm+CxXD8dfTvzYYDHi9XmRZJpXSyLV+v5/XX3+d3//+98zPz1MoFIjH48zPz4vkVt0QS+9s9L/GV2zujx1/p6Ml2RoMhiMjnHQ6jcPhwO/3YzQajqTSgqZm0p+rJf9KZLJpPv74Yz7//HPhK9JqtXj8+DGNRkO4tTqdTuLxOLOzs7z22mtEo1E+/fRTHj16xN27d9nf3ycYDLK4uMgbb7zB0tISNqsNRVUoVcuYTWasPZ7Pi87t8fP6Mugcjn7Sru6TYjQaWVpaol6vUygURB5Pf0Gnj84GGOCHikEBMsA3iv4FrN/kSqWv0OgVGYqiUK6USaVSgkSqJ6RmMhlSqRSVSoVarYaiKLjdbhYWF3HY7ewnEoRCIa5evcrMzAwup4tmS+N61Jt1jaDY7uAP+LGaLVy6dIlcLkcsFmNzc5Pf/e53qIrK6elp3G43n3/+OTdu3BAW29VqlUwmgyRJDA0NHcmj+a7n9sdfv3+MZbVa8fv94linpqZ47bXXRE6Ly+UilUoRi8W4ePGiWED1n6MbvOn/p49f+jNV9PcAvNDHwmAwkM1mOXfuHC6XC7fbjSxrj6nVasBzy/Z8Pi+uSbVaxev18n//3/+LQTbw6NEjyuWy4Le43R5KJc2yPZPJMD09TS6X4ze/+Q3vvPMOiqKIbtjMzAzz8/OMjo5qrra9BFzNQfYop6f/uP7c66DzYYxGoyjA9LwdvSNVr2ufR/086SOvQQEywA8dgwJkgG8M/Tf0bm/Mou+ukSQMGOiqKplshmQyyf7+vvZ3Mkkmm6Ver6MqCt3e8/TxytmzZ5mcnGR0dJRAIECxWOT93/+edrtNNpslHA4LCanJZMJsMmOQteRTg8FAsawZTv3+978Xi+7Tp095//2boKqcO3dOk++urLC0tITb7SYajbK3t8f+/j5er1eoQr5rvIj82s8lkCSJ4eFhstksT5480aSwXi+XLl2iUCgwMjLC2toaGxsbnD9/HuDIddKLrH7C5ZExWo/fo3uBHP+ezgvpdDpcuHCBkZER4rs7FAoFxscmcNgddLodJCSGw8NYLBba7TaAyO/x+/y02i3K5TKRSIRkMkksFqNa1YiosViMYrHIkydPePLkCYlEAovFwtmzZ7lw4QJTU1P4fX4cTodQCRkMBkxGEyaj6YXF41/KBdHPVf/opd+eXVdi1Wo1HA7HV87rAAP8kPHd31EHOFHo30n2j2O63S6tTodWp83T9TU+/fRT1tfXyeVydLtdrBYLDqcTj8fD8PCwZiIVGWFsbJTR0TH8fh+KolIsFikWi6RTKTZiMfb39zEYDMJXQif8WcxmIfttNpuEgiFcLhezs7O43W7yhTxPHz/h1q1b5HI5bty4wW9+8xvMZjMXL14UxY+iKJTLZZxO5ytRgPTjOZlXFoWBnoETCoXY2tqiXC7jcDhYWlrigw8+wO/34/V6KZVK5PN5/H6/6EbBcxfQ/p/fD31Epi/W/fyY/jGLnlNjNJpIpTVb8nK1hMvhwmjQVCcOp0OzP5efm6IpikK9URfKJN1RVfPayLGxESOfz+N0OtnZ2RHkz7/9279leXmZaDSKx+0BoNPtCNmxwaAVpJ22JqU1vqDz8OcWBPo56y849G6Ifk49Hg+NRoNWq/WVokM/j3/Jaw8wwEnAq3VHHeB7i/7xhL6I6QuZLkFMZdM8fvKUew/us7q6Sq1axePxMDo6SjAQwNlry4dCIcxmcy88zUQ2myEe3yGby1EqFikVSzSaTXZ3dzEYDDgcDhwOB5VKhWKpKCLojUYjFrMFl8tFqVzCarOxubmJ0WikVq3R7nTY2toSEs1AICA4JxMTE7jdbhRFIZ/PY7fbjxiA9Y9ivislw3Euiq4gMhgMuN1u/H4/9Vodn8+H1+vVeBomMyMjIxweHLK3t4fb7dYUR32yaYOsZbHoHSVA+LJIkqQZv6m945aei6dlg4xB1hZVu93e2/U7cTld7CV2WV1dxe12EwgEsFgsQsJbLpWpN+qYTCZ8Ph+hUIhqrcru7i4HBwek02kajQa5fJ5CoaD5aVjMBPwBQqEQZ8+e5dKlS1oirtGEiqqFE3Y17o7+nnTTum8K+mddVwwdvza6S63BYKDVah2RTffLqV/GmxpggJOOQQFywiF2qoCqKmIRUVQF1Oe7Z/3vrqJgkJ9bY6sqyJJmDPZySKAvYKqCJMvC3MnQiy9/sPqA+w8ecP/BKsVCgWq1it3hIOgLMOQPYrPZaTdapMoHZA7TtFttJFnC0MvRKJZKNOp1obaQJPB6PHg9HkZHRhgZjpDL50ju75NOpSmXy9jtdowGI9lshs2tLeI7O8R34tTrNbqKthtWu5pL6v/8z//wj//4j7RaLba2trDb7aKrYjQaSafT4uv+kQN8+7tX/fWOE1H71TkWq4Xo+Dj5YoGJqQkUVesUZPNZfH4f1VqNnZ0dlpaWtJFIzwhOLzD6xzHatX3++sIHRVFQ0QilkiRhkLQsHiQJp8PJ/v4+4XCY4eFh2u02+XyBZCKJ1WrF2MvdkSWJSqWCwWjE7XbTbDTptDtks1k2Y3pSbo1kIkG+UMButzM2Osrs3JzW8RgbIzo+jtlkRpYl4ZwrIyEbjRgNRiRA6RUfJoNRHMPxc/iXXAepp9rSCz/NrfX5750+2tJzdHRDsz83a+j4+z1u+jewcx/g+4hBAXKCoQIdpXvE28FoMGpS197OTXAnZJl2tyPcGo1yTw6rqpiMJu0Gfuxni1VJ34ErHWRVxmyUabW1ZFIDMulslj988AG3Pr6F1WzDbDHjtDlQOgqpgxSFbB6QRAtf8wDRhLg636Dd6aD03o9skLFYzNhtdpSuQvowxVBoCL/Pj9loYmt7m+RegmazycHBAQ8fPiSZTFIqlZBl+QgBUJIk4vE4RqOR7e1tzp8/TyKRoFAoMDQ0JCSfd+/exel04vP5xOKh28G/zMjqr4EXqV/g2LhLUbDYbARDQe7du0e708FqseIPBnj06BFnzpzB7rBzcHCALMtUqzUsFot2nZUuna7GmZAlzQDu+LImobnVSrKBrqKAqiLJMt1OB1VRMJpNOB0OHj3aplQsMb8wz/Xr42QyGfb3D9jfT5Iv5rHarJpj69g4Xq+Xer3O1tYWz9ZjWK0WbFY76cN1njx+QrPZxGqxMjY+xtWrV7l06RJjo2PIBq3z8FyN0jsXxqMdCfnY4vxNLdYv617ocm/QXFV1Rdfk5KRwRtUf83XeS3/B0W/wp48FB6OcAb6PGBQgJxm9G5W+sPcHYBlkg7DYttvtqKiCTCdLzzkFOmSpd6NXnxuMQc82vRcUZzaZaTabtNHkm61Wi0wpQyy2QS6X0woHsxlZkqnValitVkIBzQhL6Xbx+f2MjY2J1+52OjRbLWrVGpWqpobREkrbtDqaC2e9Xmd7ZweX200kEsFut4s4+fv37xOPx8nnNUmvvvvUzbP01nkoFMJgMPDBBx+IiPVcLkcmkyEajSLLMoFAgHQ6LXJUzGazdvyvIJlQ72DphVK73cZsNOH1eAWnRV/EsvmcKLLgeScFQEFFknhpgqBKn8Kpp5yRZRmj+nyUUiqVSKdSgmAaCARYXFwQXQP9faTTaeLxONVqlVAoiMvl4tNPP2V7Z1sQay9cuMDS0hLhcJhQKASSZhvf7zvzKsbb2+12LBYLpVJJ2Ln/b7pn/Tyc/jHcq/Y5HGCAP4VBAXKCofs4dLtdMRsvlUooiqLFn5u0RbRcLmO1WrGYLVpLWdEKFv37+vxfl9GKm70ki7GLqqp0O11SqRT5fJ5SqUSxWOTg4IBYLEahUMDtcmM1WVleXgagUqkwNjYmAr708LhUKqW9n978vF8CazBojqhP1h6z+mCVcrnMJ598QrlcZnFxkbm5OTweD+Pj49jtdhqNhiCu6lH03W6XUqlEqVRieHiY8fFxVFXl6dOnvPfee1y9ehWXyyVGCBaLhUAgwMHBgSic+nkgryr0xbhQKGikWr+PVqtFKpXC7XbTbrfZ2tri3LlzR3gseqGKihjJvAyqoi2CRpMRs0HSxlqo2J0OJk89z0q5d++eRjjteWXoC7HRaBSGcppniJFEIsHGxgaxWAy/38+ZM2dYXl5mYWFB8IPgOfG1/7PxKl4Pu92OzWYjlUqRy+UYGtKycPrDBP8U+onG/QVH//EPMMD3DYMC5IRDlmTqrbq2M5UN2G12Gq0G6XSajY0N1tbW8Pl8TE5OMj8/j9vpEmmjegHQbDYxm81HbnyKogi/jWq1Sj6f5969eyQSCXK5nNiZguZNcebMGcZGx4gMRXC73WLXXS5rPiCJRAKz2YzP52N8fFyEeLXbbWFWpS/6VouV6FiUtadr5PN51tbWqNVqZLNZAJaXl0UOyr/+679y/fp1VlZWeOeddzg4OBAFxfT0NNFolLm5Oebn5/mP//gP1tbWcDqd/PSnP2VyclK00Z1OJ8FgUChi+pUi+mL6qkBF1UYjaO3//f19PB6PiIbf39/XHqeqbG5ucvbsWYxGIyqq6HR11S5Hc4lfDmGEJhtQDSqtVguz2UwwGAQgEomI12s2m9RqNUwmk3g/9XqdWq3G+vo6H3zwARsbGyLl9u///u85f/78885d34KtquqRePtXsfjQR326C2o8HicYDIqC4utyN/oLDkAc96t4zAMM8HXx6tw1B/jGoctQrVYrsixTLGtpsVtbW8Tjcba3t0kmNVLgzMwM3W6X119/HafdQVdVegFxYBGdEKjVa5RKpd48f59EIsHh4SH5fJ6DgwNUVRUSVl3yGYlEmJycZCQygsfpEYuOnucSDAY5f/48JpOJg4MDUXjogWtut5tut0symeThw4ccHB4gyZBMJsUMPZVKiS7HyMgIIyMjpNNpwuEwp0+fpt1us76+jqqqOBwOEfU+PT2N0+kkGo1y/vx5Njc3efr0KefOnRMLJGhFVCAQIJFICEMvnU/yquV5CL6P0UgwGCSZTKKqqpAoHx4eivefSCSoVCr4/f4ji6FY2P7EAicbeqO8Rh1Z1txQJYPcq1skzRxOUUSCsclkwu/3iwIumUyyubnJ48eP2draItvzgxkeHuaf//mfmZ2dFd4a+rG9bOTyqnYDut0udrsdr9fL9va2IKP2Zx993UKiX62kH/+r9vkbYICvi0EBcpLR251bzRaKpRL37t9jZWWFWCxGs9lkdHSUN998k2QySSqV4qOPPqLb7bKwsIDZbKZcKlOr12g0GiSTSer1OrlcjlwuR6FQoFar0Wq16Ha72Gw23njjDdxuN06nk0AggNvtFgFxmqTWSL3a4OGDVSRJwuv1srCwQKvVolgsYTDItFptEWMuyzL1ep18Pi+SV/XZ/+rDB5qSxm7XxjK9xz179ozd3V3Gxsbw+XzChGp0dJR/+Zd/YWtri3a7TTQaZWxsDJvNhslkol6vc/HiRWKxGPfu3ePevXv4fD6Wl5cZHh4Wc3s9fVeX/wKvVPcDnnMEzGYz4XCYfD6v/dtoIhKJiOvvdrvFtQ/4Ay9ROv0p/ZM2olG1f4jXb7XbwviLvvycbrcrkmy3t7fZ3Nxkf3+fYrGIyWRiYWGBmZkZgsEgMzMzokugX8f+c32cePkqdgR0BYxewG5ublIul7H0rOC/bhek3W6/dOz3l5qoDTDAd41X6845wDcOVVWpNxrcf3CfL7/8EkVRmJmZQVVVxsbGuHjxIq1Wi/fee49Hjx5RKpXY2NjAZrORyWTIZrM0m03K5TLwnN3vdDo5deoUo6OjhEIhXE4XHq9HzPmtVqvgneg70mKxSC6Tw+V2ajdNqadosZqxWM04XU5CQyEkSXudds8WXCfTZrNZtra2UNQuwWDwCCdD70RkMhk2Nzc1e3aXi1arJYLlvF6viKEPBAIEAgE6nQ6KomAymRgaGuJXv/oV3W6XZ8+e8f7776OqKuFwWJxLj8dDoVAgl8thMBgEr+RVgsRzSa3L5SISiYjRRTgcFum+JpMWc59MJlmYX9B211Kvw4CEKkH3j+2uJQlV6aKqYDKbAY2Q2ul2abbbIMlYegVDq9WiVquJ0d/9+/fZ2toCwOfzsbS0xNzcHJOTkwQCAer1Oi6XS/hkNJvNI5LT/i6A9lZevc4HPC8G9RwbvSD0eDzPXYK/BgqFgvj89RcvL7PIH2CA7wMGBchJRu/mVy6XefLkCYeHh9y4cYNz586RTqfJ5XK4XC6Cfs2AK5FIsLm5STwex2w2i66D3jb391Qq0WiU4eFhAoEAXq8Xp8OJBHRVBYMk02z3PEAkWch9W60W2WyW3V6IWLFYZHt7i1AoJDoRRpMRu81+5BD6FxmX24WiKtQbNfb397FarVQqlSMy2Fqtxt7enghD06PidX8GgFKpRCqVIhwOC5WIw+FAVVVOnz7N8vIyOzs7bG5uMj09LXapet6H3W4nk8kIcuGrxgEBTa3U6XQw9boeqqp1MnSVj95R0IPjoEcolfqUFUh0UYXcur8AAIS/hiRpo4BWR/NuMRqMGI1dGs0G5UqbcrHI4f4B8XiceDzO/v4+qVQKVVVZWFjg6tWrzM/PC4My0OSt+rXV/+iLbj8pWcdxRcirBH1UZzAYmJqaIh6Pa9emNz78Ou9XdwzWFTXAEUL4AAN8H/Fq3TUH+EYhoS0augzVaDQyPj7O0NCQCB3b2dkR0tXz58+zv79PJpMRJMCxsTFGR0c5ffo0Xq+XYDAoxityr+febLfELNtqsYLaM+mStIUQtMIgk86gqiqVSoVkMonFYmFkZIRAICCyY6rVquB2VKtV3G43DocDp9OJyWTi9OnT2Gw2Pv/8C/Ec/aasSx0zmYxQ9ujBamazGVVVCQQCFAoF0U2ZnZ09YqGtKAqjo6P4fD4ODg4oFAqUSqWe+Zl2vKFQSLhzwvMFuX9xPO7bAN/e7rS/Z9FVunTaHQxGA61eYahzB8xmM+12m1wupxl49T1TW+y7KH3ET70Q0z1CVLSvNSm2Sqfd7v3pkM1lSSaTJPeTpA9SHPZyf/L5vCa/DoU4deoUFy9e5MKFC9hsNlRVFY6hdrudQqEgyJpGo/FIkaGfz+8L/0EvYL1eL8+ePfvK5+RFRUR/7k86ndaK9GNZMsddeQcY4PuEQQFywqGqmvRWb2FXq1VWVlYolUqMjIywsbEhwtfOnz9PPB5nbW2NTqdDNBrlypUrnDlzhuHhYRRFoVAokE6nKRQKOBwObdTS26HWajXMJs1jAwnanbZwySyXy9RqNebm5shmszgcDkH0rNVqokuyu7vL5uYmBtnA+rN1pqdP4/N5mZubw+FwIMsywWCISCTC7u4uZrOZyclJxsbGGBoaYm1tjWQyyc7ODouLiwBCNitJEsFgEEmSePz4Mdvb20xNTWE2m6lUKjgcWniZ3+8XhmOHh4fEYjEuXbrUi40Ht9uNy+U6kr+iEwr7s290aeiLFBx/5auuqYV6Bdj2zjYjIyOCQ6F7oIBWGObz+edkyF4xoaC54io9IzoJUFDEMetFW61Wo1qt0mq1qFarvcyWLKlUioODA/L5HN9YhIoAACAASURBVJ1WGxlJXKvh4WFOnz7N7Owso6OjR7Jl+jtVXq/3yFG9aJF9mTHbqwS9iDAajdTr9SOFx3FX1P4uU7/stlAo4HQ6sVqtNBoN4cqrB/npz3lVz8EAA7wIgwLkBwDdaOvg4IC9vT2MRiPr6+scHh5y9uxZ9vb2xIjl3/7t3/iv//ov7ty5g9Vq1Rb3kVEKpaKYxReLRXEjdTgcjIyMEA4N4Xa5qdVrYpdtlDVpZ7FYpFarEQgGcDqdxGIx5ubmsFq1xcZoNFIul3nw4AHPnj1jaWlJG+24nKQzaW7evEmpVOKnP/0pTpeTQrEg/CAmJib4xS9+wdDQkFB5/O53v+OLL77g9OnTzM3NIffs3BVFwWq1CpOsnZ0dYrEY8/PzOBwOUUwEg0HGx8d59uwZhUKB1dVVLl26JMZSiqIwMjJCuVwml8vh8/nEIqrvZI8bRX2bUFVA1QzJunSp1Wqsra0xMzODx+PB6XSKMDpdct1oNLBYLHSVrjgOs8lMV1Votpp0ux26XYVKpcLh4SGZdJpavS4+U/V6nXK5TLPRwGA04vV48AcCDIcXCPr8eDwebDabOPc+n08USHomjNVq/VbP07eF4x4rLpeLTCYjCNAvQr/kXf89UxRFnCtd6qx3RPQO3qAAGeD7hEEBcoKh76Lcbjdut5tsNisksdVqlVqtxpkzZ1hbW+Pg4ICpqSnsVhtDQ0O02202NjZ49OgRkUhEixI3GLHZbGIBOzw8pFgsYrPZNHWKqu38bVab8JTodrtihyxJEp99/ikWi4VgKEBX7SIhUamVebL2mEIpz49/8jfMzs5iNppRUdmJ77AT3yZXyFKplXG73UgyQlrsdrvFmAjoxbZr3iTb29ucOXPmK3JNk8mE1+vl6dOnrK2tEY1GcTgcomuhd4TGx8c5PDxkZ2eHZrOJyWSiWCzi8/nw+XwUi0Wq1arwuzi+Gz8ul/y20O1q1vU2qw2DrKl19HGT3v1QFEUsYJ1Oh2q1isPuQJYkOr3vS5JEo5cZs7e3RzabZX9/n83NTdLpNJ1OB7vdjsvl0kjJk5MMDQ0RiUQYGRlhdHRUS9uVnkcB6D9XJ2Dqap2TjP4CRFd/JRIJYfX/shFdf8dHf1y32xV8JUBweU76ORzgZGJQgJxg6IoVVVWZmpoik8ngcDiIhIeJRCJ8+eWXlEolZmZmuHXrFqenT6OoKnNzc5w/f5579+7x4MED5ufnNa6Eqo0Z3G43Po+Wrrq2tsazZ89oNBrMzc1hs9k0GWarhclowthr++sFSzp9yJtvvqn5kuSLOF1O/F4tubZWq/Ui3I0US0UazQaNRkMoVsRNVoWDgwMCgQCRSERErjcaDdbX18nlcgSDQTKZjGh368oBXVUBmglaoVAgk8lodvB91vMej4eJiQkcDgfNZpMnT54wOjrK9va2Voz1HGb7F1XQFgRAdIG+C46C0WhEkmUt00XWOjqxWAyDbEDpasfYbrcpFos0m02q1SrZbBafz4fRaCSTzVAsFtnb22N9fV2QRhuNhma13zOpGx4eFp2zkZERpqamiEajeL1eLXNIt/5HFa68elGmn7t+QulJ3b33czkkScLtdrO6ukqlUhG/Ly+D/j2bzUYulyOdTouRov673U9oHWCA7xMGBcgJh9xTKJw7d461tTXi8bhYJCKRCI1GA7fbjdlsJpPN4A/4mZ+dEyOLdDrNZ599xtDQEGazWey4XE4XwWCQSrXC1uYWyWQSn8/HRHScjqJZqhtkLR3VZrPRarV4+PAhrVZDIxdKMn6/n0KxgOyUGRkZYW9vj48//pihoSEsFovgXJw6dYqZmRmsViuxrQ2+/PIu+8l9Ll68yNzcnBiH7O7u0m63CQaDQt2hL3Qmk+nIWKTZbAquQrVaFaMSfQxjs2mdIIfDQTKZ5M6dO/zkJz9hd3eXU6dOYbfbsdvtIsNkYmLiSNBdv0nUtz2G0SW4nU5HjFfK5TLtTptmS3MiLRaLom3farV49OgR+/v7VCoV4vE46bSWKNxqNDGZzQR8mqmcx+MRmS5erxe/34/b7cZisWCz2Y7YoevS6HYvpE7vuBwJzuuRhI97fJxE6J+DfhdgXVb7Mujn0uv1cnBwwNOnT6lWq/h8PkZGRoTKS3crHihiBvg+4WT/xg8g8luiY1HCQ2EOU4ekUilOnTql7WB9frrdLuPj43z88cdcuHCB6VPTTIxP8Oabb3LvnmZeNjw8zPLyMkOhIRRVEYqKyYlJPG4PBwcHbGxs4Pf5cTgdYr5vMBhwu7Qxicfj5smTPd59912cTqfomLTbbYaHh/nJjZ+wf7BPp9PB7/cDmmzU4XCQz+d59913+eKLL8jnC4yNjHH9+nVGR0exWq08ffqUeE/ia7FYeOedd4STqW4GpSs/JEmiVqtRKBSEY6g+mtA7FiaTSRBsS6US6+vrXLp0CUVRKJVKuFwuQqEQqVSKzc1NQqGQILH229B/F/LQTldLtNULxmazKRb+QqEgXGt1zkW5XObWrVtCkqyqKlablbHRUcZGx/D7/QSDQZxOJzabTaiOZIPGE9G7QZ1emjIgSJf6qEXvAOhKmn4305M+PjjuVSLLMj6fj1KpRLVaxWQy/cluWSgUEuot3ZSsP816UHwM8H3EoAD5gUACQkMhHj95zO7urublMRQWnh3BYJCNjQ0cDgcej2YoNjExQaVS4d69e7z//vvIssy1a9dwO11UerwOu81OJDwsQsS2d7YZi47hcXtEy95qtTIeHeeNN97AYJBYXX3If/7nf3Lt2jUuX76s+XUYTQyHIwyFh2g0GqiqSq1WQ5Ik0uk0t2/f5sMPPySbyzJ96jQXL15kfHxcKAT29/eFydrxIsBkMoluih54d3h4SKfT4dSpU5qk+NgCoBcmDocDt9st2t+BQIC9vT0cDoeY4e/u7pJIJJicnBQFjo7+5OBvC2KBR+uC6Bk5uvxZ5+ToScCyLIuE36GhISYnJzl9+jQBfwCrxYLH7cZitWpcDlQMeqdCBbWXWowKBsmAwah1NiRZs0fttjtIsoTc63gcl9DqBclJHsH0y7H1LtvY2Bjb29siW0iXib/oubqN/sTEhBhF6lbu+nn79hRWAwzwzWFQgJxgqKhiVtxVFfx+P416g93dXY08arVpVto9BINBtra2mJycpNlsEovF2N7exuv1sr6+zsrKCn6/n6WlJSwWC41mQ+uEGGx43B4mJyd58uQJzWaThfkFZIN2c1RRsdvtzM3NYzabkGQDTx4/5ubNm8I23W63YzabsVqtIoCuVC6RzWQFT8Pr9XL2zBnOnDnLueXXNL5CJkMsFsNutzMzMyPcTnWVRavVEqmrugxZ71p0u10uXbqE0+mk3W4LUmS73aZSqSBJEn6/n1wuR6PRYHt7m6tXr7KysiI6ID6fD7vdzubmJuFw+Cs70a9kq3wLMBmNKKjk8jm2t7f5+NYtioUCBoOB7e1tUqkUkUiEpaUlZmZmhH+K0+Uk4AvgD/jx+/wYDYbnJmu9YkNVVNSu0lsYNcWNbscuv0BK2oXe474aG/9dFGffNl50fJ1Oh3A4zIMHWpyAfj70z82L7Nl1szydgKp3nUA73zpJetAFGeD7hEEB8kOAqhUjoVAIVVVJJBJkMhmGw8NHdv7j4+Ps7+8jyzIHBwd88cUXHB4e4na7mZmZYXt7m5s3bxIMBpmamESStfGJ7oA5OTlJIpEgkUjgcDg0dYndoZFXFY29Pzk1hdvnY+b0DM82nrG1vc1eQjMeazWbKKqKLIHRqJHq2q0WTqeTpbNLzM3OEY1GcbpcoMLa2prwsDh9+jTDw8NUKhWRfaIrZfSbsyRJ7O3tsbKywtbWFqOjoywuLmKxWEQHADSn1Ha7LYqMfD6PoijEYjFu3Lghgu0ikQhDQ0OEQiExm9cttvWdLvBXWRT0a6bn5uhoNpscpg7Z2YmzvbPN1uYWsViMVqtJPpej1Wrhcrq4dv0aN27cYCg0hAR0uh2Mhue3g3anI7gZqqLpelVUzX5d/1ChdTokSUZVleeLrR6iK0sYZaOWFSNJ8AIjsZPa9TiOfl8PVVWxWq34/X4qlQr7+/uEw2HhpaJ3pQAhj9a5Sbp7LTw/f4ZeoXjSi7kBTh4GBcgJhoQkFmC71YbPq6kc9vb2ODw8ZHFxkVZb8xMwm83YHXbm5+eJRCLs7Oxgs9lEoFw0GqXRaPDw4UMWFhZwOp243W5BHNRlndeuXePu3bskk0lCoRBOu+ZfgKoiGwxYbQ5O+4LMTJ3mMJNmc3OT3d1dcrkc1WqNTqeNzWLBbrfj9/oIh8OMjIwQCoWwWqwo3S6FUpHt7W1yuRwOh4OFhQVCoZAgW+bzebLZrJCd6sqUfD7P3bt3+cMf/kAgEODKlSsiUE4vFhRFoV6vC88K3bfCYrGQzWZpNBpMTk7y4MED4vE44XCYUCjE/v4+1WpVuHYCQnGjF3nf1GKrz/91Aqk+YqpUKuzs7LCyssKDBw9IpVK0W228Pi9Wi5VCvsD09DTXr1/n4oWLBIIBsZgZZMMR91ZTPyFU0j9Nf+SzJsl//Pvag/7Xx/59xnFX3oWFBZGLMzQ0RKvVIpVKcfnyZaLRKIDw++gvMnWys16k6FybH0oxN8DJwaAAOcHoTxEFMJqMwkkxk8kIfkaj0cBgMDASGaFer2M0GIUFeqfTYWxsjP39fX70ox/x4YcfsrKygizLXLhwgfCQlqfSlTRPD6PRyLlz57h37x6NRoOO0tUWNyQazSZWu416q0FXUTSjqmCI8tIShUIBAJvVSrdHGDUajJqZVqdDqVBkr7Qr3DbL1QrXr1/X/EfQbu7tdpu9vT3i8Th2u53h4WHq9ToejwdFUXj48CH37t1DkiQWFhYYHR09IsvVSYJOp1NYvOsLcjAYpNlskk6n8fv9OBwOyuWySDp1u93UajWxy9XHOV9nUTjuE/F1Hq8re5xOJ7lcjqdPnxKLxdjf3yeXywnber0ANRqNRKNRXn/9dZaXl8W1PZ7vMsA3C/286qRcvWMhSRI2m43JyUkODg5YWVkRhNIPP/yQX/3qV5jNZjwezxFl1csky4MwugG+jxgUICcZ0vM0TgUVh91BOBzmyZMnZLNZatUadqtNcCVmpk+TyWbJ5rLCfCsUCjE1NcXBwQG7u7v4fD4ODw/56KOPcLlcIldGX3x14mYikWBsbAyjrL22JEsYTUYa9QY2m41KtUI6lcLhcGCz2QgGAnTabSSgLcvCo6NQLFArV8XO0W63MzI2yqlTp1AUhVQqJSy7Nzc3+cMf/kA2m+WNN97gzJkzuN1u8vk8Dx484NNPNRO0H//4x1y/fp3h4WHRSegfk9jtdgwGg3Cp1B1hY7EYiUSCubk5fD6fyNjx+Xz4/X7S6bToIhy3Xn/ZwtDPg/i6xYcsy5prabdLNpvl1q1bPHz4kHK5jMvlEinFk5OT+P1+4d7qcrlwuVyC59Kvzvi6rz/An4f+c3p8FKerrH7+859TrVbpdrvs7e3x0UcfCYdegEwmg8Viwel0iuKlf8R3nFszwADfFwwKkBMMvSMB2jjAYjIzOjKKx+OhWq1SqVYIBgKgQjqdJhKJYLPbaLVbwlRKT8n9+c9/zvvvvy/GEV9++SU3b97E7XZz5swZvG4POlNAH6u8/vrrAFSrVUAzU9Kxn0jw6PFjzBYLwWCQTrtNMpEQDpvhcJhoNMpIZATfokb0NBoMwm1Vt+62Wq3E43G++OILPv30U2KxGGfPnuWtt95ienqaRqPBO++8w+9+9zv8fj9/93d/x+XLl/F4PEdyOPQ8F0AoWfpNoKanp3n27BmpVAqXy0U0GmVnZ4dMJkMoFMLlchGPx+l2u4JL8qc6G/3Fx9ctQtrttiAkKooiMnYmJyeJRCJMT08LMqx+7fUxi36sLyJ/Dhavvw6On29ditzfJVMUBafTKbghJpOJ27dvEwgERHqxbsNusViOBPPprzG4fgN8HzEoQE449JuUXoB4PB7sdjvNZlOkucqSxNDQEEbZgMFmFwZVelZFNptFkiSWl5f57LPPGBsbQ1VVsfCPjo4yFAzRareIx+N8+OGHgqkP2k4PFe3nywZ24jt8cvs2j5880ZxZIxGCwSBjY2NcvXpVOGmqskZClWQZ2WjEpJMkJYlapUKn0xHF0G9/+1uSySTRaJTr16+L4uPmzZt89NFHNBoN5ufnOXv2rCg+dPMmHf3JpP2unTabjWg0iizLVCoVVFVlYmKCZDJJsVgEtKKl29VyV3R/Dd0M7EUyyW9i5KHLaC9evCgSinWybbfbpVKpCBdYs9ksFj79uS/qfAwWsr8O+osFXfasE0v1zohOfD5//jy3bt3i9u3bYvw3OTkpeCCDcdkAJwWDAuSEQ5KkI50QPdpej5lXUGnUGxhNRsrVClarVYTVFYtFJicnmZ+f53/+53+w2+08efJE8CcMBgOZTIZ33nlHczUtFNjY2CCRSPCjH/1I8ypQVUwGI812i+TBPoV8gbW1pxweHDI5PsGFCxeYmJxENmg3Ybvdro0YzBZUWXvfsiRjMhjoqCrlcol6vU6r2eT3775HsVgkFouRz+exWCz4/X7MZjOxWIyHDx9y69YtgsEgP/rRjzh37hxutxt4TjoFjqgK+k2y9K9NJhN+v+YEWqlUqNfrhMNh7Ha76O4YDAYsFosIp9MXlf7Fot+yvf/6/DkEVZPJJK6lHmymO7fqJmkGg0GYhv2xUdCL3ssAfx0cv8Z650NRFNGJ05OYdWfZQqGA2+3G7/fjcrmEm2+/cq2fwzO4fgN83zAoQE44JDQfDpPJhAq43C4CgQDpdJqNjQ1MJhO5XI5isSgUHktLSwSDQcH78Pv9rK+vk8lk6Ha7OJ1O4bvx7Nkz3n33XcHPkGWZ06dPc+XKFU3iKUk0Whp5M7GXoJDPEwlHmJuZxeP14vP5MJlMtDuaYZXJZKbT7aLKuhrDRFfpkisVSaUOOTxMcZBM8vjRIzbWn4kcmHa7TafTYX9/n1u3bvHZZ5+RTqcBeOuttzhz5gwOh0O0wPVFXJ+l91uni3PXd0PXk3dXVlYolUqMjIxgs9lEJ0knhO7v7zMxMfEVd0+9m/IiCeqfw8HQCxZd/SJJkkjp7S9E+tNR+0mMA7XEt4uXeZ3080F091h99KcoCrOzs2SzWbxer7hmx0MNj3uq6P83wADfFwwKkB8A9CRaWZbxer0MDw9z//597ty5w+bmpkb2LBRwOp08ffoURVV47dxrzM3O8ejxI3Z3dwXhcmpqikAgwOTkJGcWz9DpdPjwww+pVCq0223efPNNrl27xtTUFGajiWa7xd7eHolEApPRxNjoGKMjI/gCmtV6p92h0+1xMWQJReliNBmFU6fVaKLR6bAd1+Slz9bWSO4lSB0eMhoZEfPzcrlMsVgkm81Sr9fpdDo4nU6uXr3KhQsXsFgsIrxLd0XV5ZD9jpK6HXt/B0RXnUxMTHD79u0jXQ89Gt1qtWK324nH47TbbVEc9LfY+8c6Ov6SBaO/S6OTSfV2fr+Jlf41cKTA6h81DfDXRf/5h6N8nP7PhX5tWq2WSLwNBALic9lfbPRf40HBMcD3GYMC5IRDUZ/frGRZpl6vU6lUKBaL1Go1UTioqsrs7CydTofN2CZej5fIsBar/v7779NsNnE6nTidTq5fv87S0hJOu4OlpSXefvttNjc32dvbA7RFNZlMioW40Whgs9sYjYzid3sxmU0onV6SLM9zLNq9LBFT30Jabre14uOLL7hz5w7xnTgGSWZhfoGzZ85gNBrJ5XKsra3RbDa1ronJxOjoKDMzM1y8eBGn00mz2RRqEF2WarFY/mgXov9rm83G8PDwEeKnXvgcHBwwOTmJ3W4nk9GSZHV/kW63S7FYJJPJUCqVCIfDBAIBwRP5S1rnOkdFf4/9O2R9N200GsU57O96vMhlc4C/Hvo/Vy/jbuidKr0w1LkeJpPpSCfrT73O4JoO8H3DoAA5wdCt2C0Wi5YL0u3w6NEjHjx4QLfbJRqN4na7RWrq+fPniUQi7O3tsbW1JdQo4XBYuIUqikIgEMBm1xQt0bEo//AP/8C9u/f4zf/3Gz744AOSySSRSITx8XHGx8cZGhrCarXicrpo9TxHkCQkRaF/Dy7LMoaexbTZbKZQKPDo0SM++exTVldXyeVySLLEcDjM8rllRoYjhMNhbt26Rb1ex2QyEQgEWFhY4PLly0xPT+NyuQCtW1EqlYRzqC6x1V/3RV/rN3VVVXG5XCI1WA8RCwQCJBIJYrEY0WgUk8lEJpPh8PBQFCf7+/tsb2/z+PFjSqUSN27c4PLly0cKkP6/v05Xop/U2s8HAb5iWHX8573o/wb46+F4QfuizJZ+K/bjybj9n1MdL7p+g+JjgO8jBgXICYYey64oCgbZQDab5csvvySVSjE8PMzIyAig2T2n02k+//xzrly5wuuvv8729jb379/H7/fz2muv8fjxYwqFAvPz83z55ZcaJ2J8gkazgcvl4u2336bVbvHrX/9aOKFeu3aNmenTNFpa96HZ6lmiy7LmUWKQtXwRVUXsDVWVZrNJpVrl/v37vPvuuzx4uKoF3/WMwYrFIltbWxzuH1Cr1YjFYjQaDcE9uXr1KtFoVDiadjodMpkM9Xodu92O1WoVltZfJ8RLdx41m804HA4x4hGdm14HqdFo0Gg0hDrm4cOHrK2tCWOwyclJ4LmMuN+yXe9c/LFo9gEGGGCAk4RBAXKCoYKYK9ttdhwOB41GQ3Ae4vE4xWIRt9tNNptlc3OTTCYj7MeHh4fpdDp4vV5++ctfsrq6ysWLF9nc3GR1dZVqtcr4+DhOhxNFVbh27Rrb29t8/vnn5HI5nj17JrofZpMZi9lCp8dZ0IsjSZJQUFG6HaEKqJTL3Lx5k/c/+IDDw0OsZgt2q9ZxkSQJJImNjQ1QVEqlEsPDw/zN3/wN58+fZ25uDr9f45dYrVZqtRrZbJZyuSws581ms3Cd/NrnspdIarPZyOfz1Go1AoEAqqqSzWbFiCefz/Pxxx9jMplIJBIiH2Zubo7XX3+dsbExfD7fkcLnhxBJP8AAAwxwHIMC5ARDQsv40MPY+qV/oElep6encbvdxONx7t69y8rKCkNDQ/zyl7/kxz/+MVtbWySTSc6dOydSa4eGhrh79y7b29tCEdPpdHC73fziF79genqa9957j/fee0+4kp46dQpFVTCaTLTaLZROF7NVM1VqtlokD5LEd+LEYjE+//xzzW69UhGFQr1ep91qYewFcqldhYmJCSYmJrhx4wZXrlwRQXDNZlN0P/b39ykWizidTvx+P06n8ysOoH8K+tjCbDZjMplIpVJUKhVGR0dRFIV0Ok25XBZKnLW1NWEKNj4+ztTUFBMTE8LEDRBdj36L7gEGGGCAHxIGBcgJh4rmrijJmilWvV6nUChgsVg4c+YM//RP/4TFYuHu3bvU63UePnwoAuciwxGGQkOk0im2trZYOrtEsVjE7/MzNzfHxsYGd+/eJZVKsbi4iNls1izAJybZjG3y2Z3P+PDDD7X03KkpqtUqBoMBs9WK1WSmqypsxXe4/+AB9+/dYzMWo1gsilm5p8e5aDaboCgYJRlHb4RisVj42c9+xvz8PKdOnRK+CWazWbhK7uzsaOmvLhfhcFgUH7rSxWj8+h9/vXgzGo2k02nNQ6U3PiqVSuzs7JDP58WoaHl5mcuXLzMyMiJ8HY53XPQRzHGnzAEGGGCAHwIGBcgJht45sFltGGSZao+QCloybLVaxeFwYDVbmJiYYH5+nkKhwMHBAbc/uY3b7WZmZoapqSk+v/M5NptNMyCTZZGjoifrSpLEhfMXaKttZEnitddeY3Nrk42NDdbX17l69SpBf0AktdeaDXb39lhZWdHkwLEYrWZTRIs7nU6cLicej5dGrUa72SJfb1AqlfB4PPz85z/njTfeIBgMCsWHbspVr9fZ2dkhHo8zMTEhPDv6U2n7/T/+1DnU+RrdbheLxSJ4HuFwmFqtRrVaZWVlhXg8Tjab5dSpU5w7d465ubkjDqT9r32cDNovzR1ggAEG+CFgUICccJhMJmRZptVu02w2RSCZLknV/TaGw8NcuHABSZK4ffs26VRacDiGw8N4PB6ePXtGOBxGQRVJnh6Ph42NDfb29hgfH8fv91Ot11g8s8ijx484ODhge3ublZUVLl68SDqbZWt7i7X1dfb29kgdHIqYe6PRiNPlYmJ8nNHRUUwGIxuxGHvxXcwmM5cvXWZqcpLRsTHOnD0jHEcrlYqwjW80GmxsbLC7u4vdbhcjouO26C8ziDqO/gJEL3K63S5Pnz6l2Wyyv79PoVCgWCxSLpcZHh5mcXGR0dFRMZqCo9bnL8tiGYxhBhhggB8SBgXICYYkSZhNZrpKFyRwuVyCh1CpVOh2u7RaLY3bYNRUGk6nk1qtxuHhodi9m00m5ufniW3GSKVSqKqK0+mkWq2yu7tLOp1GVVUePXrET278BIPBgNfrZXFxke3tbTY3N/ntb3/LXiLB9s4Oh6kU6UyaRr1Os9mk2+litdkI+P1MT09z7coV0uk062trJBMJHA4n55aXuXL1KrOzszidTtqdtnjvqqpSKBRotVqkUikKhQKRSISxsTGcTifw3G/jfzPiUFUVt9tNt9vlyZMnJBIJFEWhWCzSbreZmpriZz/7GXNzc4RCIXEN+tUuf671+gADDDDAScWgAPkBoNvpYDKZMRtNRIYjWC0WWs0m3W6XXC5HwB+g0WxgtVgZGxllbn6ecqVCq93GZNa4Gn6/H4vZwqPHjzR7aEnm8PCQ27dvk0gkOHXqFNVqlXanLbwLTp8+zejoKOvr68RiMZLJJJlcDoMsY7ZYcNgdGGUDlUoFp93O3Owss7Oz5PN5vvjiCw4PDxkZjrC0vMSlS5eZnZnBbLGQSqVIJPYIBkNYrBby+TyxzRjdTheL1KxUYwAAGolJREFU1Up4eJjJiYkjXhv9mSiKqkJfEaAXBvq/dety3cVUf57uPGoymSgWi+TzeTHaCQQCnD9/nmvXruH1esW51zsn3W73SPHRXwgNCpIBBhjgh4hBAXLCoSqKrsdFUVVCwSAjkRFyuRwAW1tbRKNRADqKgkmWGRkbQ7p7l9jmJjOzswSDIVSli9vtptlsIkvPg9ZUVSWXy9FoNFheXiadTuNwOHC5XASDQYaGhvD7/eTzeUqlEm6nk7HRUex2B4VCnlQqjc/jZWJ8nInxcZRul/fff59sNsvMzAxvvfUWp2dm8Hq91FtNDtNpdvfi5LI5PF4vpXKZJ2tPSWcyjEejnJo+RSAQwGg00mg1sZgtKKpKu9PGIBuQDQY0aq6KpAJdBRVV2JkDdDod8bXO37BYLBgMBtLptDA8031B7Ha74H3oRY9ecPQrbl7mOTIoPgYYYIAfIgz//u///u/f9ZsY4K8DPcNEz5rQiZCdTodGs0Gr1RLciVAoBJKEKks4bHY6nbYWQJfNcvHiRSwmM6VyiWKxiIqKxWoVaay654XNZhMW5w6HA6NRy3RJJBIkEgl8Xi9nz5zl//z8/7C4sEAikSSZSLAwP8/S0pJWTDx5gqIozM/Pc+XaNS5eukwkEuHg4IDVhw9JZzL4/X5OTU4SDIWoVqt8+eWXRKNRFhYWCAQCItNFz37pdDraqEfRuhpG2UBXUWg0G6i6U6wk0Wq1hMGYHgxWr9epVqvYbDZKpRIffvghrVaLmZkZrl+/zvLyMjMzMywvLxONRsXIp5/7AQOOxwADDDDAcQw6ID8A9Fs9+3w+5ufnyWQy7OzGsdvt5PP5nheFTK2hqWbOLZ9je2ebJ0+f8uzZMxbn5wEIh8Mkk0l8Xh+R8DDD4WGsVitbW1tks1nW1tawWq2afXtPXTMxMcHW1hbnL1zg//nF3+N0Ovn8888pFou4eqRTSZJ48OABuVyON998k9dee40Lly5hNprYiMXY3dvF6XRw6tQ0Q6EQ1XKZRqNBsVhkb2+PbrdLrVZjamqKqakpDAYDxWJRcz61WLGaLbR6bqMKKhISJqMRk/G51bXVahUdD93d1G63Y7fb2dnZ4dGjRxSLRWZnZ7l69Srz8/NYLBYRRqdDf+6fk3I7wAADDPBDw6AAOcHQg9n0KHbQskO8Xi8+n49iucT09LRwSDVbrXS7XZqtJn6PhyuXr1Aql/nszmdMRKN43B68bk31Et+NI8lah2B9fZ16vc7IyAhms5lsNqst5Komc7VarXi9XsbHx4mORSmWijx48IBqtYrJZOLJk6dk81nK1Qo//psf87Of/YyRkREkSeLeg/vs7u4SiUSYnZ3D5XRSrVdJpVKCJ/Ls2TMeP36M1WplaWmJ5eVl/H4/IyMj4thNJhONZoNms6mNTuwOLObnpmC6x0d/p0g3CNvd3eW3v/0tjx49wu12c+HCBWZnZ7HZNHdWvfjo53ro6qMBBhhggAFejEEB8gOBPo4xmUzY7XZ8Ph97yQT1ep2ZmRlarRZqL4nTYDDQ7HYID4dZWFjgd7/9Lb/+9a+ZnZ3lwoULOJ1OisUizWYTh8PB1NQUHo8Hm82Goihsbm6KbJNCoUA2m6VYLBLfibO9o7mnbm5ucnh4iNvt5jB1SKlcYnZujrfeeotTk1PUmw3u37tHNptlcXGR4fAwyYN9bv7hJtlMBrXdodPtsrCwwNtvv021WmVnZ4d0Os2dO3fI5/NYLBY8Hg/T09OcO3eOyclJ3E4XzXaLdqeNiopB0vw4Op0OlUoFo9GI1WoV+THr6+vCWj4cDnPhwgUWFxex2WzUajWMRqNQ4uhEV73w0M85DELgBhhggAGOY1CAnHCoqio8KFqtFpIkYbVaiUQiPHi4yp07dwiHw4xHx5FkGQUVWZJptBrYrDai0SiKorC6ukqhUGBxcZGzZ8+yurpKrVYjFAoxNzeHoih0Oh3S6TSffPKJlpXi81Or1cjlcmSyGVYfruL3+Th9+jTJZJJCoYDVasVmszE1dYpLly8TjUbJFws8e/aMeqPB+fPnCQQCPHr4kE8++4xSucTp06e5cO41HA6HkAQrisLU1BSVSoV6vU6tVmN/f59kMsndu3fZ3d3lxo0bzM/PayodCWRJFvJYk8kkOiDlcpnHjx+zsrLC1tYWdrudq1evMj09TSQSETyPfpWNzvHoH7fojquD4mOAAQYY4KsYFCA/APQnr+oLpN/vJxAMcPvWbb744guiY1qh0ewpR8wmMwajAbfbzcjICPdWvkRRFPb29lhaWsLpcFKulKlWq7hcLrGQ66mzzWYT0JJ2q9UqqFAul7l9+7awgvd4PDQaDWRZ5uzEOP9/e3faHMV97XH829vsu0Ya7ZK1IiwECBAiBXHZqeTm+lX5ZeTJrUpV6uZRnuXJJdepOGVyAwoGjISFAIFgJBmto2W2nu7pvg9a3UiAbbIYO+J8qlQFKiSPVCr18fmf/++cm5wkmUgyOzfL5uYmA0NDtOVbuf9ggb9ev07dNDl37hwTp06Rz+awbZunT5+yvLxMOp0mHo/T1tZGLBbDcRwGBwd5+PAhT5484e7du/T09DDw3oB3dGKDoiooeIWZrutomncl+M6dO8zMzLCwsEA0GuXKlStcunSJbDYbfE2apgXHW/7V3Jev84J0PoQQ4ptIAfIO8Ick/XwOx3GIxeMMvDfA32b+xsLCAk+WnuBAkPdh6DqNpoXjOAwPD3Pvy7tEo1HW19exGhaF9gKbm5tBnLv/kPVj1NWDbsr+vlekhMNhctkctWqVO3fuBFdbLcsi35LnzJkz9PX1sbG5wcbGRtBpuHnrC27evAnA9PRF3h8fx3UcvvrqK6rVKolEAtM0WV1dZW9vj76+PkZGRlAUxdtCOzJKV1cXi4uLbG1tUavXSDQTOK6L67hYth1E1m9vbzM7O8vdu3fZ399nZGSEkydPMjU15SW8HtyG8WPZ/e7Gy8Wdz7926x/PSCEihBAvSAHyDvAffEcGLDWN7u5uzp49y7Vr17h//z6oqrfxNhojFI16u08iYTq7uogexJo3Gg0ajQb5fJ6dnR1qtRq6rmPbdpCsmkgk0HX9SNx4JpPh4vRFmpbNjRs3qFQqxGIxDMNgZGSYiVMTOI7D0tJSkGK6vLrKjRs30DSNqQtTjIyOUC6XefToEeWdXTo7O+ns7KS1tZWdnR0eP36Moij09PQEHYlUKuUlwoZC1Ot1bNsOFtI5joOiKtSrdRYWFrh58yZPnz4lkUhw7tw53n///SBN1Y9k9wdM/VCxwx2Ob8r5eJPIdyGEeNdIAXLMua4bLKA7nMJpN71Oxfnz57l37x737t2jo6uLWq1GLpvD6OhAVVVy6Rx7mb1gMNNxHOymjaaoVKtVFBRUlOAGiH/0oigKmuLlhCQSCSKRCOfPnacll8M0TdbW1oIV9339/bQVCqx+vUq5XObChQvU6l5REIvFmJycZHx8nLpp8uDhQ75eWeHMqQlGRkZwHTf4PJFIJPgaDcPANE3qZp3NzU06OztxXRfTNF/EowPVSpWFhQX+/Oc/Mz8/T1tbG9PT00xNTZHJZIJAMkVRSCaTwff179mkK50PIYR4lfxmfIf43Q8AVdXQdZ1sNsvHH3/M48ePqVQqmKbJyuoKpZ0SuN7m2mQiESxh8zsgzYMrtnbTpmbWg6MI/8HsH0eEQqEg6AsFOjo6mJiYYHBwMLgem0lnUBSFer1OOBxGVVXqtRqrq6ucO3eOwcFBcF2q1SqNRoN4PM7Y6Als22Z3b5eV1RXu379PvV4nk8kQi8VQVRVd11lfXyeTydDX10c6naZarVKtVgHY3trm+vXrzMzMsLGxwdDQEB999BFnz54lk8kEAWZCCCH+9aQDcswdbv/7xwau66IqCuGwl2ba398fhJPF43GKxSK5bJZsLke5VqFarxGLxVhZWaFSqbC3t0drvpVoJBp0CPxjGNd1vQLl4PqpX4BUqhUsy0LTNE6ePMny8jL1ep3t7W2erz3n/v15NjY3g2VvOzs7ZLNZ+vr6iEaj7Ozs8Pz5c7Y2N6lWqjxfXyOZTLK3t8ezZ89QFIWxsTG6urpwXZdKpcLm5iZLS0v09PRw7949rly5QmdnJ7qms/Z8jU8//ZR7c3Nks1kmJiYYGxtjZGQk6HQoivJ3dTqEEEK8Ofnteoy9vPbdL0BwXVAUFMDQDRKJBB/89Kf8169/TXF5mVPj4zx69AhUldGhYZScwunTp6lWq8TjcVZWVshkMmyXtr0FdJYVHPNomoZlWUEBEo1GicfjbG9vUy6Xg6u7H330EZZlcfXqVa5fv87S0yXSmQwffPABtm2ztLREe3s7tVqNRDxBSzaHETKwbIu52Vl+85vfBB2dwcFBLl++TKFQwDTNoABaX1/HNE0WFhaCY5rWljxPnz3jD//7B27fukU0HGViYoIrV64E8yJ+hsnhjo4QQoh/Lfnt+g7xb2ocGYlUIJVMMTwyQqPRYGtri52dHZ4sLVGuVlBUb56iVCph2zbZbDZ4QFuWFVxh9ZNDD2djACSTSVKpFI7jUC6XaTQaqKpKoVDg5MmT3Lp1i2KxyNraGuMTp4gcpLFqmkYoEjl4vS5NxyEajdHX30/IMKju7bNdKtHT00Nvby/RaDR4Xa7rYllWMLeSzWYZHx+ns7OT1edf86fP/sTMzAwtuRy//I9fMjo6SjqdBl5csfW/Jv8KsxBCiH8tKUCOsdddDfW7II7jbYEFwPUKhQsXLjA/P8+zZ8+IhCPous7c3Byu41AsFoPsi2q1SqlUYn9/P7hhoioqjuIQCoVwHMdb7OY0gw5IpVJhZ2eHTCbDxsYGlmVhmmZQnJRKJTa3ttjc3KSnp4e+vj5uf/kl4+PjQUclFAqTSaWJhsNYdRPDMIhGozx79oxyuUw6nabQViAai2BZFvv7+6ysrDA8PEwymeTRo0dcu3aNxcVFcrkck+fOMT09DXiFh+M4R67VCiGE+P5IAXLMqar6DYvRXFwUcF2spkWj2uAXv/gFm5ubFItFtkvb9Np9aDpYjQYnT57ENE1KpRIPHz6kWCxSLpcZGhoK9q34XRB/eLPRaGAYBqFQCNM0mZ+f51e/+hX7+/vB8ZBhGLS1tbFd2sas1ykWi5w5c4ZkMsny8jIPHz6ktbWVXC6HpmtYtoVlWYSMEF8//5pisUixWGRwcBBd11lZXSGdTrOzs8Ps7CwrKyvs7u6SyWS4ffs2lmXR1dXFqVOnuDg1FWSRAEESKhDMtsgNFiGE+H5IAXLMHR489f8ebMf13oGhGViKRW9PDxcvXmR9bY2nT59Sq9Xo6Oyku7ub9vZ2ms0mn332GQ8ePMBxHNrb20mn04SNEC4vlt/5HZZms0ksEg0KkOXiMk8WH9Pf3097ezutra0MDg6ytLTEjZkZNrY2mL8/z/T0tLfDZWCAa9eu4bou+ZYWUhnvtoxp1inv7rG8skzDbHhx76USruMQiUSCXJC5uTk2NjZIpVKYpkkul+P8+fOcOHGC/v5+CoXCKymxh79f0gURQojvjxQg7ygvhJxgHiQWi6ErKqcnJlhdXuaPf/wjCwsLlLa3sRsN9kolarUaDx8+xHVdkskkAwMD9Pf3A14CqqZrRyLWfZFIhFgsRjQa5czEBOcvXCCfz5PP52ltbaWvr49YPMbMzN9YKa5w9epVRkdHyWUyKEDx2TPuzc1h23bQpajs71Or10kmEth2k/W1tYNk1CQtLTmaTQen2SSXzdLf34+qaly6NM3w8LCX9hqOeF+9+6Ir9LoiTQoRIYT4fkgB8g741geo6+I2myiqCiqkkykmxk+xvraGdesW5b19Hj54gG3b1Ot1ent7GR0dpbe311vO1t6B3WxSN+vE9TjhcJjW1tZgpgIgHA6TzWZJp9L858cfMzQ0hOM46LqO4zgUCgV+9tHPyGVz/P73v+cP/3OV2S/v0tHRgW4YRMMRNs0NSqXSi8Vxmo6uatSrdVRNxXUU0qk0mUyGfItX3ORyObLZLO2FAp1dXaRSqeC2jn+D5vCA6eu+T1J8CCHE90MKkHecoigYoRCVSsWLXg+HGRgYYGJ9gt2dXZ48eYLdsGhrL9DW1sbJkyeZmJjw4s41nabrDZxqmhbMgCQSiWDvDHizFbquY4QM8vk8QJBU6hcA3kbc94LMjqWlJRYXF4PkVl3Xice87bdOs4ll24TDYZLJJPl8nra2Njo7O+nt7aW7u5t8Pk88Hn9lENcvPJrNZpCIKoQQ4u2TAkQEMw+WZaHrOul0mtOnT2OaJq7jsLW9zfj4OAMDAwyPDNNeaMfQdEyrEVzDjUaiWLY3HJrP54/MnUQiES/hVFHQNY1Go0EsFgsSUre2ttja2uL+/fs8ePCAcDhMPB4/8m/8uRLw8jmi0Si5XC64MVMoFEin00Sj0RfJqweazeYry+NCodAP8r0WQgjhkQJEeNtxYzFs26bRaBAOhykUCkwd3BKZm5vjyZMnhEIhuru7wYWG/SIDJBKOeDtibBsjYtCab2Vreyv4/LquYxgGe/v7LD5+zPDwcDBbsby8zJ07d4Lrv6ZpcvHiRbq7uxkYGCCVSmFZFpVKxfv8B1dvo1FvuDWRSJBIJAiFQkcKFf8Njs52CCGE+HGQAkQABEmhtVotKELa2tqYmpoiGovy37/9LVtbW0QiETo7OknE44D3ULdtm0q1EsxXZLIZSjslXOfFg99xHPb29tjd3SWVSlGv13n06BGffvop8/PzVKtVCoUCH374IWfPniUej5PNZoMjksNL4Q4fq9i2DRBcBfY7HKqqfmPB4R/BwDdvsBVCCPH9kgJEBJ0DRVEIh8M0m00sy0JRFO84ZuI0z9fW+Pzzz3n06BErqysMDw2jquqRXTB+ZkYsFvM6EK5z8B/wCojy/j5ra2ssLy8zNzfHzMwMs7OzJJNJhoeHGRsb49KlS7S3twMcOXYBjnQ2/PkNXddfubXSbDaxbTt4v1+MHH6TwkMIIX5YUoAIgOCB7T/QTdPE9gc9UykmJyfZ29tjbW2N+fl5YrEYHe0dXmS543qL6VwHu2mjHcx5OM2DmY2DzbuVapVbt27x/Plz1tfX2dzcZGBggMnJSUZGRmhvbyefzwdx7X43w+cXE/6f/Td/vsMvLPwtu6/rgHxTJooQQoi3SwoQceTB7ncXDMMIArpc16G7u5uf//znXL16lRs3bmDZFpd/cpmWfAuO4xAOhXEdl3q9jmEY1Gq14JjDvwGjAOvr6ywvLzMwMMDp06eZnp6mp6eHZDIZdF/813K4A3K4k+F3OQ7/O3/A9NuKisOL+YQQQvywpAARR44k/Ie0pmne+1ywHW/Ooq+nl7GxMW7dusVf/++vFNoKpDNprwuCG1zDbTabtLa2ohvej1coFCJkhGgeFBP5fJ4PP/yQ3t5e3nvvPQzDCAofP+fDLypeVzS8/D7/tb9ceLw8fCrdDiGE+PGQRRfiiFc6CAqoikqj0cC0GoyOjjI6Ohqkom5sbHiFQ9MrICIh7wpsX19fMJQaDodJJBKoqkokEuHy5ctcunSJkZGRID/k8C4Z/3X4RzAvD5X6uSCHZzxeN3QqRyxCCPHjJR0Q8Z1UVSWRSFAul0kkEnzwwQckEglWV1f54osviMfjRKPRIEfEH0JVVRUHb+FcJpMhmUiQzWSYnJwkGo0GhQd4MyjNZhNd12VAVAgh3gHSARFvxF/aFolEmDg1wfT0NKqqMjs7y+rqKqZp8pe//IW5uTkvaCwaCzoghmEQi8VoOg4u0NbWBnhXZw9ndbwcjS6EEOL4kg6I+E5Nx6FSqZBKprCbNrqmc+LECR4/fsz169f56quviMfjfP7552QyGe+GTEdHkEqaSCTo6uqirbUN27JZW1sjEokcmc34ttwOIYQQx4/2ySeffPJDvwjx4+a6DmajQSQcwWyY3s4YI0Q4EmZ5eZnFxUVvm66us7i4SK1WC670GoZBJByh2WyysbFBuVwmlUoxODgYxKG/PCQqhYgQQhx/cgQjvpOmaiQSSRpWIxgMbdgWhUKB4eFhdnd3uX37NkNDQ9Trdebn5ymVSqiq6u1lwbsJk8/ncRyHjY2NI9drgaADcjh4TAghxPElBYh4I9pB6qmmaRi6QcP09sCMjo5y4sQJ9vb2ePr0KeDNc4TDYSzLwnEcrKbN3t4etVqNarVKIpHAtu1XihAgGEoVQghxvMkMiPhOLi520wnyOlxcVE1FQaG3p5crV67wp88+o1gsMjY2RjqdpqWlhWKxSKVawTAMvrzzJXdu36FSqTA4OBgkmPrXbh3HkSFUIYR4h0gBIt6IqnhHMbYLuC4hwwAUDF1ndGSUWrXG1atXaZgmqqLy7OlTHj9+Arhoms7a2nMcx+EnP/mJF1J2sDvGDws7HDwmMyBCCHH8Ka7kU4u/k/8j4y+GMwyD3d1dfve733Hz5k3i8Ti2bbO+vo5lWaTTabq7uzk9cZqpi1PEYjHS6TSqqgZx7XIMI4QQ7xbpgIh/iN+p8IuIUCjExYsXKZVKlEolGg1vRiSTyTAyMsLk5CTvv/8+kUiESCQSfJwfWCZFhxBCvFukABFv5OVG2eGOheu6RCIRxsfHAajVapRKJcrlMi0tLfT19VEoFIhGo0c+5nAB4r/PH3QVQghxvMkRjHgjr7ux8jr1ej2IWTdNE13X0XUdy7IwTTMIIPOLDT8vxB9KPbwPRgghxPElv+nFP+R1hYjruliWhaZphEIhwuEwtm0HwWSRSCTY//K6Loe/mE4IIcTxJx0Q8UYO/5h8WxfEtu0joWKHZ0X8zsfhj/f/jUSxCyHEu0Um/8Qb8Vfbf1OR4DgO5XL5leu1mqahaRrNZpNKpRJ8vH8E4xcg/p+FEEK8G6QDIv5pfn6HbdteTHujgWEYaJoWFBjgFSm6rgd/9wual7si0gkRQojjTwoQ8U87XEA4joNlWRiGgXoQ3+7fbHl514tcvT0e/t1+hUiBK8SPgxQgQoh/mN/9+nfybUeJQoi3R/4XVAghhBBvnRQgQgghhHjrpAARQgghxFsnMyBCCCGEeOukAyKEEEKIt04KECGEEEK8df8P5QF9nXeY2QIAAAAASUVORK5CYII=" alt="" /></span></p>
<p style="text-align: center;"><span style="text-decoration: underline;">Рисунок 3.12 Позначки вала.</span></p>
<p style="text-align: left;"><em>Джерело: навчальні матеріали Toyota</em></p>
<p><strong>I.<span style="white-space: pre;"> </span>Встановіть позначки вирівнювання на валу та з’єднаннях.</strong></p>
<p>Перед розбиранням і під час наступного складання переконайтеся, що позначки вирівнювання на карданному валу та шарнірних фланцях утворюють одну лінію.</p>
<p><strong>II.<span style="white-space: pre;"> </span>Зніміть стопорні кільця.</strong></p>
<p style="text-align: center;"><span style="text-decoration: underline;"><img height="235" width="400" src="/assets/courseware/v1/3956e0d5b0c50767e84f2f46457f2ace/asset-v1:Profosvita+CS-K015SFPL+2022+type@asset+block/image038.jpg" alt="" /></span></p>
<p style="text-align: center;"><span style="text-decoration: underline;">Рисунок 3.13 Зняття стопорних кілець.</span></p>
<p style="text-align: left;"><em>Джерело: навчальні матеріали Toyota</em></p>
<p>Злегка вдарте по зовнішньому кільцю підшипника. За допомогою двох викруток зніміть чотири стопорні кільця з пазів.</p>
<p><strong>III.<span style="white-space: pre;"> </span>Зніміть поперечний підшипник.</strong></p>
<p style="text-align: center;"><span style="text-decoration: underline;"><img height="232" width="288" src="/assets/courseware/v1/f62bb79718177ead86957abb152c7bd4/asset-v1:Profosvita+CS-K015SFPL+2022+type@asset+block/image040.jpg" alt="" /></span></p>
<p style="text-align: center;"><span style="text-decoration: underline;">Рисунок 3.14 Демонтаж хрестовини.</span></p>
<p><em>Джерело: навчальні матеріали Toyota</em></p>
<p>За допомогою SST (спеціальний інструмент) зніміть підшипники з карданного валу. Покладіть два розібрані зовнішні кільця на хрестовину. За допомогою SST зніміть підшипники з кінців шарніра.</p>
<p><strong>IV.<span style="white-space: pre;"> </span>Встановити підшипник.</strong></p>
<p style="text-align: center;"><span style="text-decoration: underline;"><img height="240" width="402" src="/assets/courseware/v1/2ccef50ac82268c6e3c81ccf215678e4/asset-v1:Profosvita+CS-K015SFPL+2022+type@asset+block/image042.jpg" alt="" /></span></p>
<p style="text-align: center;"><span style="text-decoration: underline;">Рисунок 3.15 Поперечний підшипник.</span></p>
<p style="text-align: left;"><em>Джерело: навчальні матеріали Toyota</em></p>
<p style="text-align: left;">а) Нанесіть трохи мастила на хрестовину та підшипник.</p>
<p style="text-align: center;"><span style="text-decoration: underline;"><img height="171" width="333" src="/assets/courseware/v1/388250437a5b8dce78f2b11b8d9c58ef/asset-v1:Profosvita+CS-K015SFPL+2022+type@asset+block/image045.jpg" alt="" /></span></p>
<p style="text-align: center;"><span style="text-decoration: underline;">Рисунок 3.16 Спосіб змащування підшипника і хрестовини.</span></p>
<p style="text-align: left;"><em>Джерело:Габрилевич М. (2011), Шасі та кузови автотранспортних засобів, Частина 1. Варшава: WKŁ</em></p>
<p>б) Зіставте позначки вирівнювання на валу та з’єднаннях.</p>
<p style="text-align: center;"><span style="text-decoration: underline;"><img height="160" width="392" src="/assets/courseware/v1/1a102419831787dacf16887d2203070d/asset-v1:Profosvita+CS-K015SFPL+2022+type@asset+block/image046.jpg" alt="" /></span></p>
<p style="text-align: center;"><span style="text-decoration: underline;">Рисунок 3.17 Спосіб установки нових підшипників - збіг нормативних позначок.</span></p>
<p style="text-align: left;"><em>Джерело:Габрилевич М. (2011), Шасі та кузови автотранспортних засобів, Частина 1. Варшава: WKŁ</em></p>
<p>в) Вставте нову хрестовину у кінець з’єднання.</p>
<p>г) При використанні SST встановіть нові підшипники на хрестовині.</p>
<p style="text-align: center;"><span style="text-decoration: underline;"><img height="262" width="335" src="/assets/courseware/v1/8e8c39ef35b48817ac7fbd91dd89b6f0/asset-v1:Profosvita+CS-K015SFPL+2022+type@asset+block/image048.jpg" alt="" /></span></p>
<p style="text-align: center;"><span style="text-decoration: underline;">Рисунок 3.18 Спосіб установки нових підшипників.</span></p>
<p style="text-align: left;"><em>Джерело: навчальні матеріали Toyota</em></p>
<p>д) При використанні SST розмістіть обидва підшипники так, щоб канавки стопорного кільця були рівними та якомога більшими.</p>
<p><strong>V.<span style="white-space: pre;"> </span>Встановіть стопорні кільця</strong></p>
<p>Встановіть два стопорні кільця однакової товщини, щоб забезпечити осьовий люфт 0-0,5 мм.</p>
<p style="text-align: center;"><span style="text-decoration: underline;"><img height="176" width="354" src="/assets/courseware/v1/b23d677e60b183ae0ef01f0ef186ef7d/asset-v1:Profosvita+CS-K015SFPL+2022+type@asset+block/image050.jpg" alt="" /></span></p>
<p style="text-align: center;"><span style="text-decoration: underline;">Рисунок 3.19 Спосіб встановлення канавок стопорного кільця.</span></p>
<p><em>Джерело: навчальні матеріали Toyota</em></p>
<p></p>
</div>
</div>
</div>
<script type="text/javascript">
(function (require) {
require(['/static/js/dateutil_factory.762fd6ff462b.js?raw'], function () {
require(['js/dateutil_factory'], function (DateUtilFactory) {
DateUtilFactory.transform('.localized-datetime');
});
});
}).call(this, require || RequireJS.require);
</script>
<script>
function emit_event(message) {
parent.postMessage(message, '*');
}
</script>
</div>
Завершення тесту
У вас залишилися невиконані завдання. Ви впевнені, що хочете завершити тест?
Тестування завершено.
Щоб переглянути результат
перейдіть на сторінку "Прогрес"