iVBORw0KGgoAAAANSUhEUgAAAyAAAAJYCAYAAACadoJwAAAgAElEQVR4nO3de5DVdf348RcXxRspAxuBGipdMCMttFLT1MrUsMzy1lUswzHHvFDTVJb6zRJTu06iZWWODqJlWRkmYQgTmobO6EiZpDN2AcTEG/fl/f3DH/vbXfd8zjl7zr6Qb4/HX+4eds/7/f68z/ucJ3tYB5VSSgAAACQYvLkHAAAA/PcQIAAAQBoBAgAApBEgAABAGgECAACkESAAAEAaAQIAAKQRIAAAQBoBAgAApGlrgDz33HPx+OOPt/NbEi+s6z//+c+at69duzb++Mc/tuW+Vq9eHY899ljL36femKu0cz6tGOj9XG+enZ2d8Ze//KXm7a2scW9PPvlk/O1vf+v3WAbyvhuVuW/6ux4v9T01EAZyzu06rwZCK/OudR2XL18ec+fOjf/85z8Dev+tavU8Gaixb671a+dZvaVr9bzfHGcYA6NugEyePDlGjBgRRxxxRBx//PExZMiQ2H333eODH/xgvO1tb4shQ4bET3/607j++utj9OjRce2112aM+7/GlVdeGSNHjowbb7yxz9vvvvvu2HfffePYY49t+b5uuOGGGDt2bFx++eUtfZ96Y67Szvm0YqD3c7153nPPPbHPPvvEpz71qT5vb2WN+/LlL385jjnmmH6NZSDvu1GZ+6a/6/FS31MDYSDn3K7zaiC0Mu9a1/Gqq66KmTNnxrx582KvvfaKtWvXDsj9t0Mr58lAjX1zrV+7z+otXSvn/eY4wxg4dQNk/fr1sWjRopg9e3bMmjUrtt566zjkkEPipptuigULFsQ3vvGNWLNmTXzoQx+KcePGtW1ga9eujTvuuKNt329LNXXq1BgxYkTN29/ylrfEySef3Jb7OuGEE2KvvfZq+fvUG3OVds6nFe3ez73Vm+d+++0XhxxySGy11VZ93t7KGvflwgsvjF/84hf9Gkuzej+2q+67UZn7pr/r8VLfUwOhP3Nu9Oxv13k1EFq51n1dx+effz7OOeecOOOMM+KCCy6In/3sZzFs2LAef6b7ug30Xqun2fNkoMe+Odev3Wf1lq6V835znGEMnLoBcs4558Tuu+9e8/apU6d2PQlstdVWMWjQoJYHtX79+vjoRz8a8+fPb/l7NauUkn6f9dRb16233rot6x4RMWzYsIa+V711amUvtHM+zeg9p3bt51pqzXPjxo0RETF06NAYPLj2Q7Sd4xs5cmS8+tWv7vdYGtXXY7vWfVfZsGHDiz7X6L7p62sb1ex6bGl7qhHNrl8zc646+/u630bPq3Zr5Hmi0Xk3spcfeOCBWLduXde1O+CAA3r8+b7WbaD3WpVmzpOMsW/u9duc16K3zf0apz/nfUT7n4vY/OpexXe/+92Vt2+//fZx4IEHdn28cePG+PKXvxyvfOUr4/Wvf308+uijXbctW7YszjnnnHj7298ekyZNirvuuqvP7/mtb30rbrnllvjFL34RH//4x+P666+Pjo6OeP/73x8rV66Mn/zkJ9HR0RHvete74pFHHomIiMsvvzwOOuigWLNmTUS88J7LM844I84999w45phj4swzz4zVq1fXnMeqVavijDPOiP/5n/+Jww8/PE488cSYPn16zJ8/PxYtWhRTp06NL33pS3HRRRdFR0dH/OlPf6qcT63b7rjjjjjxxBNj2rRpcfXVV8f48eNjwoQJPdap1vimTZsWo0ePjkmTJsXixYtr/tl6c1+9enV88YtfjOnTp8cJJ5wQl156aZ/f57777ov99tsvzj333Lj//vsj4oW3PVxxxRVxySWXvOgQb2bMje6FevP5+c9/3vTe6K1qTlX7uWpcN9xwQ+y8887x3e9+NyIiZs6cGa997WvjtNNOq1yv008/Pb761a/GaaedFvfee2/V8nZ9Tatr/O9//zsuueSS2H///RseS3/3d+/H9pIlS15031X78/e//31Mnz49Lr/88jjwwAPjwQcfrLtG9b62kcdks9dmS91TVXumau3rnSlVc+6u9/54/vnnG77mfZ1XjT4G6q3tnDlz4qSTTorzzjsvPv/5z8eYMWPila98ZcyZM6dyPavm3ei8fvjDH8b5558fGzZsiE9/+tMxbdq0htat3v03ujbNnrHNnif9GXtvVY+bzb1+3degr7O61uuLdj/v1TqTas2j1ri6a3VvtOPsHejXBwyg0qRtttmmnHzyyX3e9oY3vKHsvffeZc6cOeXxxx8vEyZMKJ/85CdLKaVs2LChHHnkkeWZZ54pnZ2dZerUqaWjo6M89dRTfX6v3XbbrXzta1/r+vhNb3pTOeWUU7o+PuSQQ8qUKVO6Pv7Nb35TfvzjH3d9fPDBB5ef/vSnpZRS1q1bV9785jeXyZMn15zXd7/73XLuueeWUkp54IEHSkSU6dOnl8cee6wsXLiwjBgxouyzzz7lpptuKlOnTi2LFy+uOZ+quS5durS85jWvKRMmTCi/+tWvymOPPVZe+9rXllNPPbXm2HbZZZey1157lVtuuaXMnTu37LbbbmWPPfYo69evL6WU8p3vfKe84hWvaHjuRxxxRFm4cGEppZR77723RET585//XEop5bDDDitnnnlmKaWUGTNmlGuuuabr69avX1/23Xffro/PPvvs0tnZ2fSY6+2FZufT7N7ormpOVfu5kXHtvPPO5aKLLur6+PDDDy/HHXdc18e95/me97ynzJw5s5RSSmdnZxk7dmx517ve1ee4W13j7pYvX15OO+20MmrUqIbG0ur+7v7Y7uu+a+3PtWvXlp133rnMnTu3lFLK+eefXz7wgQ/UXM/uqr62kTE3c2221D1VdV3rrX3VmVJvzr113x/17rfqvGr2OadqbR999NHy8pe/vOy+++5l/vz5Zd68eWXvvfcuu+66a815VM272b08a9asMnjw4Jr31Xvd6t1/s2vTzBnb7HnS7Nj7Uu9xs7nXr+qs7uv1xcMPP9zW571aZ1LVPGqNq7dW9kY7zt6BfH3AwGr7z7EmT54c73jHO2KXXXaJQw89tOu3FcyaNStKKTF//vyYPXt2jBkzJp544om48847a36v7j+ynDJlStx2221dP4Z75zvfGb/61a+6fnw9Z86cOO644yIiYvbs2bFgwYI48cQTI+KFH3+ecsop8etf/zoWLlzY531de+21MXLkyIiIeP3rXx8dHR0RETFu3Lh461vfGhMmTIg999wzPvCBD8SMGTPivvvuqzmfqrmOHj06xo8fHxMnTozJkyfHuHHj4rDDDou//vWvlev6sY99LI4++ug49NBD4+KLL46///3vff7tW725z507N+677754y1veEhERkyZNihkzZrzo/a4zZsyIkSNHxsc+9rGuz61cuTLuv//+uPXWWyMi4tRTT638cW6tMTezFxq5ls3sjd7qzanWfm5kXNtuu22PPbzddtvV/DH8XXfdFbfeemvXTxwHDx4cRx11VM21becad3R0xMSJE7vmXW8s7djfm9ah931X7c+tttoqjj322Nh7770j4oUf5Vf9JLC7qq+tN+Zmr82WuqeqrmvV+jVyptSacy2b5tToNe/rvGr2OadqbXfbbbfYdddd473vfW+87W1vi4MPPjhmzpwZjz/+eOUerDXvVvZyld57oV3Px82csc2eJ82Ovbf+PN/XMlDrF1H7rO7r9cWSJUva+rxX60yqmkdf4+rrrVOt7I1Wz96Bfn3AwGp7gHR/AI8YMSKee+65iIhYuHBhjBw5MrbeeuvYeuut48ADD4zbb789Jk2a1ND3Oumkk+KJJ57oeo/mgw8+2PXj+TVr1sTGjRtj++23j4iIP/3pT9HR0dHjHyq9+c1vjogXfkzfl+HDh/c4rF7xild0PaFGvPDktClK6s2n3lwHDRrUY27Dhw+v++O/HXfcseu/3/rWt0ZE9Pmr7OrN/c4774wDDjigx/1PnTq1K74iIm699da46KKLXvT2u1GjRsWxxx4bRx99dHz605+O3XbbLYYMGdL0mJvZC41cy2b2Rm/15lRrP/dnj1X5wx/+EBMmTIiddtqp63M77LBD3fcNt2ONI3ruyXpjacf+7n579z9ftT8HDRoU3/nOd2LlypUxffr0mDdvXjz77LOV69P9Pqq+tmrMzV6bLXVPVV3XqvVr5EypNedaNv35Rq55rfOqP8859cbU/TpOmDAhRowYUfk2rFrzbmUv1xtjI/ff7No0e8Y2c540O/be2vm4Gaj1i6h+Du/9+qLdz3u1zqR68+g9rr60sjf6+riZs3egXx8wsIZm3dGKFSti6NCh8c53vrNfXz9y5MiYPHlyXHfddbHTTjvFvvvuG4MHD46ZM2fG008/3ePXuq1atSpWrFgRzz33XOywww4RETFx4sQYOnRo13s7ezv77LPj5JNPjgceeCCGDRsW2223Xbz97W/v13xanWs948aNi+HDh8fw4cNfdFu9uS9btqzu++YPOuigmDdvXpx11llx9dVX97jt+uuvj7Fjx8a3v/3tWLRoUdx2223xspe9rKkxN7M+jVzLZvZGX/ozp/7ssSr/+Mc/YsWKFS/6fDP/cLG/a9zsWAZyf9fbn1deeWUsWLAgfvSjH8UPf/jDF70nuUp/v7Y/12ZL3FP1rmut9WvkTGlFvetW67wa6HM44oW/kR06tH9Po63s5VY1uzatnLHtONuqtPtx04hW91bVc3jEwDzv9XUmteMx0urzb5V6eyfj9QEDJ+1XCey+++5x++239/ib0FJK/OEPf6j5Nb0PqJNPPjluvPHG+MEPfhCf/OQnY8qUKXHzzTfHnDlzesTChAkTorOzM+65556uzy1fvjw2bNgQe+65Z5/3ddRRR8Wpp54as2fPjnvvvbfur4Gsmk9/5tqMf/3rX/Hss8/GG9/4xhfdVm/u48aNi7/97W+xZMmSHmPr/jdFw4cPj2uvvTauueaa+NnPftb1+aVLl8by5cvjm9/8ZsyePTseeOCBmDlzZtNjbmZ9Gr2Wje6N3vo7p0bHtenHvvWMHTs2nnjiiXj44Ycb+vN96e8aNzuWduzvWi8+qvbnQw89FKeffnpceumlTf8axla+ttlrs6XuqarrWrV+jZwpzdq0Pxq5brXOq/7s00bXNiLi4YcfjieffDLe9KY3Nfw1m7SyH6s0+qK+P2vT3zO20X3Y3yDpz/N9q2No9Qyseg6PaP/zXq0zqV2vVfq7N+qpt3cG+vUBA6upANm4cWOsW7eu5v9FdNWqVbFq1aquj1evXt312wg+/OEPx7Jly2Lq1Knx1FNPxfLly+PCCy+s+evYdtppp/jHP/4RERFPPfVUREQceeSRMWzYsBgyZEjsuOOOcdhhh8XLXvayGDNmTI+D47jjjotddtklbr/99q7P3XvvvTFhwoQ44ogj+ry/Cy64IF7zmtfEmWeeGR/60Idi22237XH7hg0bevwmqar51JvrunXrejzRrVq1Kjo7O/sc1ybdb587d24cc8wxXe8fXrduXaxfv76huZ9wwgmxzTbbxJQpU2Lx4sWxePHi+NznPhe77rpr1zxLKXHAAQfE5z//+fjEJz7R9b7XJ598Mm644YaIiDj88MPjfe97X9ffOjQz5kbWp9H5bNLo3uitak5V+7mRcU2cODHuvvvuWLduXfzrX/+KJUuWxJNPPtn157vP84QTToihQ4fGjBkzum7/y1/+EitWrKjcG/1d495WrVoVq1evjlJK3bG0ur97P7Z733et/bl48eLYuHFjPPTQQ9HZ2Rnz5s2LNWvWRCklSik91rO3Rr621pibvTZb6p6quq5V63f88cdXnilVc+5L9/1xzz33VF63qvOq2cdAvbXddG03ueOOO+Kggw7q8Vbd7qrm3exefuaZZ2Ljxo09vl/Vum16XLXr+TiiuTO2mfOk2bH31sjj5qWwflXP4b1fX7T7ea/WmVRvHr3HVUt/90ZE9fNFvb0zEK8P1q5dG1/72te69gIDqNF/rf7ggw+WqVOnlogoO+64Y7nsssvK008/3XX7TTfdVAYPHlxe97rXlfvuu68sWrSo7LnnnmXo0KHllltuKaWUcsUVV5Rhw4aVQYMGlY6OjnLzzTfXvL8vfOELZdCgQeWUU04py5Yt6/r8tGnTyiOPPNL18Xnnndfj400WLVpUXve615VvfOMb5dZbby0nnnhiWbx4cc37O+uss0pElIgoQ4YMKaNHjy6nn356Wbt2bbnuuuvK9ttvX8aMGVNuuOGGrq+pmk+t2+bNm1d22mmnMnbs2LJw4cJy//33l1e96lVl2LBh5Xe/+12fY/vKV75SJk6cWC6++OLy9a9/vXzmM58pzzzzTCmllLvvvrtMmjSpRET5/ve/X9auXVt37jfffHPp6OgoEVHGjRtXFixYUEop5cYbbyw77LBDGT9+fPnjH/9YlixZUrbbbrsyZsyY8r3vfa88+OCDZfz48eXKK68sv/zlL8vpp5/e9Zu4mhlz1fr0Zz6bNLo3uqs1p0b2c71x/f73vy8jR44se+yxR/nsZz9bTjvttPKOd7yjzJ07t895XnfddWX48OFlzz33LMcff3w5+uijywEHHFCuu+66tq5xb3fffXfZf//9S0SUb37zmw2NpZX93f2x/dvf/vZF911rfz7//PNln332KTvssEOZMmVK+c1vflO222678pGPfKQsWLDgRevZXdXXzpkzp+6Ym7k2W/KeqnVdq9av6po1Mufeuu+PRx99tOb9Xn/99ZXnVTOPgXprW0op++67b9lnn33KeeedVy644IJy+OGHl6VLl/b5verNu5m9PH/+/HLQQQeViCjTpk0rS5YsqbtuV199dVufjzdp5Iztz3nS7Nh7q3rc3HXXXZt9/arO6lqvL9r5vFf13F1rHrXGVUt/9kY7zt52vz546KGHyqBBg3r8Rj0GxqBScv+vNOvWrYvHH388xo0bV/e9sytWrIhRo0b1+NzatWt7/B9Me3/cXSklHnnkkRg8eHCMHz++8r6+/vWvxwc/+MFYs2ZNPPvss7Fy5cqYNWtWfOQjH6l8f2TVfJqZayOWLl0ao0aNauh71Zt7KSWWL18eo0ePbvj+N27cGIMHD46VK1fGVltt1dA/3KoaczPr08i1bGZvtDKnZsa1bt266OzsjG233TbWr19f9+0WnZ2d8dRTT8WoUaNizZo1sc0229QdQ7vWuNmxtPK9+3psd1e1P1evXt31E8pG1rRdX9votdnS91TVda1av/6cKbX03h+tXLdm9mnV2u63335x8MEHx4UXXhirVq2q+49zG9HKvPpS73HVW7OP4f6csZvU24fNjr23Zp7vaxno9WvmOTyifc979c6kdrxWaWVv1FNv77T79cETTzzRlsc31dID5KXoqquuilmzZr3ot5ncdtttMX78+HjVq161mUYGwEvBpgC57LLLNvdQALZ4ab8F66Vs//33jzPPPDOOO+64mDRpUqxevTqWLVsWkydPFh8A/+U2btzY9e9CAGidn4D8P08//XTceeedsXTp0jj00EOFBwAREXHNNdd0/aPUPfbYI0466aTNPCKALVvdAGnX7+oGAAD+76v3843G3oJ1fhtGAsD/PeeH5wgA/r/z6/+RtP8RIQAAgAABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAINdociAAAAJ6SURBVI0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgjQABAADSCBAAACCNAAEAANIIEAAAII0AAQAA0ggQAAAgzaBSSqn8A4MGZY0FAADYwtXJixja6jcAAABolLdgAQAAaQQIAACQRoAAAABpBAgAAJBGgAAAAGkECAAAkEaAAAAAaQQIAACQRoAAAABpBAgAAJBGgAAAAGkECAAAkEaAAAAAaQQIAACQRoAAAABpBAgAAJBGgAAAAGkECAAAkEaAAAAAaQQIAACQRoAAAABpBAgAAJBGgAAAAGkECAAAkEaAAAAAaQQIAACQRoAAAABpBAgAAJBGgAAAAGkECAAAkEaAAAAAaQQIAACQRoAAAABpBAgAAJBGgAAAAGkECAAAkEaAAAAAaQQIAACQRoAAAABpBAgAAJBGgAAAAGkECAAAkEaAAAAAaQQIAACQRoAAAABpBAgAAJBGgAAAAGkECAAAkEaAAAAAaQQIAACQRoAAAABpBAgAAJBGgAAAAGkECAAAkEaAAAAAaQQIAACQRoAAAABpBAgAAJBGgAAAAGkECAAAkEaAAAAAaQQIAACQRoAAAABpBAgAAJBGgAAAAGkECAAAkEaAAAAAaQQIAACQRoAAAABpBAgAAJBGgAAAAGn+FzbBOVvlB9kqAAAAAElFTkSuQmCC