![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABKYAAAGpCAIAAAA4EqnDAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42u3de1zUdd7//7c6WUGZK0PZioWbxpSreQkecqQMUTnjAb6mIrKQV2Yog6nrZYqH1MvVfjGDmRbJIqHGoqYclMTMVdHMmVbtqoYVV12mxRbG7eR4WZP8/vjU55qdgWEYkOPjfuuPmQ+fOfCeGZsnr/f79RYCAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADevGELhNoVAMHDjwn//8Z9Pvytvb+/777+/Zs+fAgQO7dev2/fff37p1ixEGAAAAAKFQKHz/Xcs8rk6nq6qq8vb2dvse1Gq1TqerrUtVVdXOnTvVajWvLwAAAIAW4unpOX369LCwMF9fX09Pz1ZPemFhYfVFptudl5KTk6UHKi0tVSgUbty8qqqq1gXnzp0j+AEAAABoCb6+vnaxqsVKao7P5Ny5cw3mpdLS0tvxDO3GIS0tzfXbent7l5aW1jbSuXPnmlJOBAAAAIBGRx05VrVkGlEoFPVV9uoTFhbWvM8hLS3N7iEGDRrkyg3VarWLxb06p3qS+gAAAAC0dOST0oiLmafpGpv33CjENZg5HWObK3Mv6xs9Uh8AAACANh35XI89TeRYXnPd9OnTm+U5qNVqx1mX7gVFOY4OGjRIXhDo6ek5aNCg+n7TqqqqVl9FCQAAAKBj8vT0dL4O7bYu7ZM7pjhGJulxvb29fX19nfR0aZanN336dDcmjtY5bqWlpU7ym6enZ52/yM6dO3krAgAAALiNwU+tVu/cubMla1De3t6Nerg6q2RVVVVudNds8J4bvE/HlOj6XNM6f5HW6poDAAAAoBOpM42UlpbejsdyrJI1uLCtzqpgcnJyE5+JY9Zt8CaOzUV1Op3rj+hY63NlKikAAAAA3JbU11yr5mR1VslcaWQSFhbW7CUyu8jXYPpyXADZ2GJjnesAW6xfDgAAAIBOrc71Zs3YWLLOKZ2up0rHoty5c+eaMr3T7g4bXFnnmIrd6HPjmF2bXq4EAAAAgIbVWYNqxumdjlM6G3XnTUyMTY98joPj3iC3zARaAAAAALA3aNCg27QButtTOpv9TtyOfE1ZxWfLsZrKGw8AAABAC3EMJE3v3unp6elYInOvQNfEUqHbkc9xIZ/bSdgxuNK3EwAAAIBzXZvrjl566aWrV6/aHundu3dmZmZT7jMzM7N37962R86fP+/ernSzZ8+2OxIcHNwsdcjG6tmzJ287AAAAAO0s8lmt1vHjx9sdnDZtmtuxSq1WT5s2ze5gdHS0e/d2+fLlefPm2R3ctm3bbdpFsGVcv36ddzAAAACAllPn9E432mPW2RLGSY9KX19fnU63c+fOtLS0+nYvqPM+3VhZ18SJnW53jnFjP0AAAAAAaE7NFascNzZwEh0dF7nVtwtCnW1mGrvBXaMin2OnTbfbtzg+c95vAAAAAFpa02OVY2XMyT3U2eLFSUPOptchG9ux89y5c3aP6EbZ03FMGtwCHgAAAABui6bEqsbWCevcgMFJoa/OiNiobc1bZSv25OTkZtxaEAAAAADcV2escnFCY2PjYn2Rz0kiCgsLczzf9Q0PGhv51Gp1E+uKde4m364bzwAAAABo3+qMVWlpaW7cynnPz/oin/OppI6tUKqqqlzcnL2xkU+hUDjO7XR9qwmFQuG4qaDbCwIBAAAAoHk4xirnqc/X19eN2mCdFcUG17nVeSsXU19jI5+oq9An/WoN1vrqzHtutJwBAAAAgGZWX2OVOlNfnfU9FydADho0yLaMVlpa6sqkx/oeMSwszPnN3Yh89QXg0tLS+iaUenp6hoWFOZYHXSmWAgAAAEBLqHMRmlyI0+l006dPT05OrjMZutHnU+L6TRzXDdo+vfomlLoX+by9vev7NUtLS9Vqta+vr6enp0KhUKvVdeZD+WTeVwAAAADaijrnNLrCjbaWjVXftEnnWc69yOc89bmoqqqKri0AAAAAXNf1dj9AWVnZ6NGjG3urGTNmlJWV3e7nZrVaQ0NDDx8+3DJjXV1dPX78+KtXr7p388OHDw8ePPj69eu8awEAAAC0LdOnT3exwFVVVdXyO8457np3O6p8Ek9PTyfzNuuTnJzsxgbuAAAAANBCFApFg8EvLS2ttSYu+vr62u2Zfpsin0StVruYgc+dO0d/TgAAAADu6dLywW/8+PFxcXFCCG9v7+Dg4F27dp08efIvf/nL2bNnW33WokKhGDFixMMPPyyE6NWr1+uvv+54TnJy8qhRo+SrJ0+erPM0Vx7rsccemzRp0pQpUwYPHmz30/Pnz2dmZubl5VVXV/M2BQAAANA+Ih/q5Onpabsl4PXr10l6AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAANAyutTW1jIKAAAAANAhdWUIAAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAACIfAAAAAIDIB6ANsVqtDAIAAACIfEAHZNDrt2zezDgAAADAiS61tbWMAtAehYeElhuN5z//zMPDg9EAAABAnajyAe2SQa8vNxqFENsyMxkNAAAA1IcqH9AuSSU+6TKFPgAAANSHKh/Q/pgqTQMeHaD0VgohIqIiP/7oNGMCAACAOlHlA9orzfz5RQWFFZcvMRQAAACoD1U+oIMo2Le/v28/6b+CffsZEAAAABD5gPbEYrEwCAAAACDyAR3QJp0u6OmnzWYzQwEAAAAiH9Ch5GzfrkvX1lTXhIeE1Ffr6+PTx0+lEkL4qVR9fPowaAAAABBCKBgCoO17qO9D0oVHH/Wrbz8G/4AA6UL+3j3s2QAAAAAJVT6gHRgT9ExEVKQQ4uXly+o7x1RpKjca4xMSyHsAAAAg8gHtTFDQWCFE1T+q6vypQa+PmTxJCJGYlMRYAQAAgMgHtDN+Kj8hxLFjx+yOW63WTTrd1JjYmuqat7OyfPr6MFYAAAAg8gHtTN+HHhJC5GRn2x2PjojUpWv9VKrTBv2YoGcYKAAAABD5gPbHw8MjJVUjhNik09kel9bv7S8q9PLyYpQAAABA5APaq+lxcUpvpS5da5v6IqIi01auUCjovgsAAIA68DURaDe8vLyKS0rCQ0J06Vr54Mz4eEYGAAAA9elSW1vLKADtiNlsDg8Jqamuka4aKy5Q4gMAAEB9mNgJtDNSrU/prZSukvcAAABA5AM6WurbvGUL4wAAAAAiH9AxPTFkCIMAAAAAIh/QMV2sqJAuxM+IM5vNDAgAAACIfEAHYbFYZs2cKV0+WVa2MzeXMQEAAACRD+ggXt2wUe7YKYTYQeQDAAAAkQ/oMIb8+0K+GXFxjAkAAACIfEAHERYR7qdSSZeV3spJk6cwJgAAAKgTW7ED7VW5sfz777/zDwhgKAAAAEDkAwAAAIBOh4mdAAAAAEDkAwAAAAAQ+QAAAAAARD4AAAAAAJEPAAAAAEDkAwAAAAAQ+QAAAACAyAcAAAAAIPIBAAAAAIh8AAAAAAAiHwAAAACAyAcAAAAAIPIBAAAAAJEPAAAAAEDkAwAAAAAQ+QAAAAAARD4AAAAAAJEPAAAAAEDkAwAAAAAiHwAAAACAyAcAAAAAIPIBAAAAAIh8AAAAAAAiHwAAAACAyAcAAAAAIPIBAAAAAJEPAAAAAEDkAwAAAAAQ+QAAAAAARD4AAAAAAJEPAAAAAEDkAwAAAAAiHwAAAACAyAcAAAAAIPIBAAAAAIh8AAAAAAAiHwAAAACAyAcAAAAARD4AAAAAAJEPAAAAAEDkAwAAAAAQ+QAAAAAARD4AAAAAAJEPAAAAAEDkAwAAAAAiHwAAAACAyAcAAAAAIPIBAAAAAIh8AAAAAAAiHwAAAACAyAcAAAAARD4AQIdlNputVivjAAAAkQ8A0AG9smrVgaJixgEAgA6vS21tLaMAAJ2KqdI0JjBQ6a08ceqUQqFgQAAA6MCo8gFAp/Pqxg1CiJrqGgp9AAB0eFT5AKBzkUp80mUKfQAAdHhU+QCgc5FKfBIKfQAAEPkAAB1KUNDYlFSNdPk1rbZHjx6MCQAAHRgTOwGg05HndlZcvsRoAADQsbF+AwAghBCa+fOLCgrlq6RBAAA6BiZ2AgAAAACRDwDQDh098mF4SKhm/nxTpYnRAACgE2JiJwB0WKZK03OJiUKIcqPxwl8vFJccbC/PvGDf/qbcfKi/v09fH94AAAAQ+QCgI/vEYJAvlxuNZrPZy8urvpNnxsdfM187WVY2Sq2OiY1t3We+QKMZpVb38urlxm0/OnVq6cvLiHwAABD5AKCDC4sIX7d2TU11jRAiPiHBSd4TQjwxZMhf/1ouhFi3fn1byEtuPw3N/Pm89AAAyFjLBwAdlkKh2Lxli3R54eJFzk8+cex4TXWNn0rV9utjFovFarXy+gIAQOQDgM7OPyBAutC9e3cnpxn0+iW/XyyEWL3mlbb865gqTZt0usGPD1T1H7B65SqDXs9LDACAc0zsBIAOzk+lKjcar1ZdrbN8Z7Vat2zerEvXCiFGqdVPDBniPBmeLCu7ePFiE5/SUH//8IgI5xNNHdntHJiTnZ2TnZ23O1+OtQAAgMgHAJ3OgEcHlBuNnxgMjpHPbDbHz4grNxqFEGmrVsbPmuXkflavXJWTnd0sT6mooHD1ipXFJQf9VCoXb2KxWKS8FxEVuXDR4uvXv1/7ypqTZWVpy5a3o06kAAAQ+QAAzWxmfHxRQeG6tWvCIsIVin/7Z3+Ef4AQQumt3Lxli/NamanSlJOdnbZq5fQZM+orGLrOYrHETp6yQJPqelrbnZ8vXdBmZEgXXl6+LDwktNxoNOj1FPoAACDyAUAn5R8QIM3tTJyVkLMj1+6no9TqrZlveXh4OL8Tab+HmNjYq1VXxwQGuv1klN7Kj86c8fDwmDrt2dUrVjrfN8LWG6+/LoSIT0iQj5Qby6UL99xzD68yAABEPgDovFaveWVqTOzJsrJNOt28lBT5uJ9K5RgCnfDw8JDCYcXlS+49k/6+/aQLPe/rKYS4YbkhXFvQ99GZM/Jli8VS+fe/r1u7RsqQj/Tvz0sMAACRDwA6L/+AgLzd+VNjYnXp2n/96+upz06Vjk+d9my7+11MlSa5zKj0VhaXlNjNVgUAAEQ+AOi8qS8nO/tAcZF0MDwiwo27Unor5WKdG7dtxl+qprqmuKho+owZpD4AAIh8AEDq+zn11VTXSEcau02CxHaOZcvz6etz/vPPrpmvZW3blpOdvXrFSiGE816jAAB0ZmzFDgCdLvW1u6dttVpNlSZTpclqtQohPDw8fPr6LF32slQzzNv1Lq8sAABEPgDAz6lvlFrd2Fv16NFDCCHt4CeE6O/bT/pv5LBhDd62zpOvXLkshOj9YG8Xn8CYwMAxgYE7d+yQjygUirDwCNtnBQAAHDGxEwA6ncSkpJNlZY26yeinAoUQCzSpixYv7j9ggBDi6PHjUhIzVZoavLndye/t3aNL18YnJLi4Bk+hUMQnJORkZ+fteleew2m1WqWt4VNSNbymAAAQ+QAAPyelY8eOSZdztm93sfeJQqHI252ftmz5c4mJ0hG5baYr2/Q5nhwRFblw8SLXn3Z4RHhOdna50RgeEvr8nDlff/O1PJ8zafZsXlYAAIh8AAAhhBj95JNy+5bVK1Z+YjBoMzJcuaF/QEBxyUFXanoN6uXVq8HN3x0ffZRafbKsrNxoXKD5v7JeSqqmsXcFAACRDwDQMZUbjXLekxQVFK5bv9711OTT16e1nnzOjtyjRz7ct++9C3+9MODRARMnTho+cgR5DwAAIh8A4GdV/6hyPHjNfK29BKcxQc+MCXqG1xEAACIfAKAOw0eOsDvip1K1YuHOiYoLF9y74TXzNV5oAACIfADQGXl4eKSkanTpWvnI83PmNO9DpJyzLFPd5X1nUzcBkvvEuCEmNpbXGgAASZfa2lpGoR0x6PXv5OQ05R5c7NMAoAMzVZre27vnvp49Y2Jjm3dK5+XrP/V7/7tpPnfsHO7JOAMAQORDoxXs2//m1q3u/VX+ypXLunRtxeVLDCOA28F6q9b/yHfnv70lhCge5RnW+w7GBACAVsfEzvZnwKMDoiZGu3FDU6XJdjYXADSvP335o5T3hBBJBktlaA9F1y4MCwAArasrQwAAaLrqm7dmnLHIV6/erH3p0xsMCwAARD40p006XX/ffv19+zEUAFpYyjn7gJdx8YfL139iZAAAIPKhGVit1pzt25m3CaBVHLj64y7Tj47Ho09dt95ixTgAAK2JtXztnkGvT1u2vNxoZCgAtArrrdokg6XOH53/9tafvvxxet/ujBIAAK2FKl+796XpS/IegFb00qc3rt6st5Q344yl+uYtRgkAgNZCla/dG+rv/5r25/mcb27dSvwD0JIuX/8p4+IPzs9JOXeDbfoAACDywU0+fX18+vpIl48c+YDIB6DFWG/VRp+63uBpu0w/xj30I9v0AQDQKpjYCQBwk+1GfM4lGSz0cQEAoFVQ5UN7YrVaz509+6XpS/lIWES4QsHbGGgFdhvxOSdt06d7woNxAwCAyAfUnfSKi4pzsrPtfrQ7Pz9rezapD2h5jhvxOZdx8YfU/nf6enZj6AAAIPIBPys3Gg+9//6O3Nya6hr54Ci1updXr2vmayfLyk6WlSXOSsjZkctYAS2pvo34nIs+dd0QdK+iaxcGEAAAIh86LKvVerGiotxYLl09e/bskCFDpMtD/f17P9hboVDUl/SsVquXl9emNzZLRwr27V+g0ZwsKzPo9f4BAYwt0EKf4vo34nOObfoAACDyocOyWCy78/Pzdr3r2FM0x+kNBzz66O+XLBk+coSHh4ep0jQmMNBsNnt5eQkhoiZGHznyQVFBYdqy5cUlBxlkoGU434jPuRlnLNEP3uGpoNAHAACRDx2FqdK0dMmSk2VltgelyZm2Ry789YJtGhylVicmJQ0fOWJbZuaDv37Qw8NDCOHT1yciKnJnbu68lBTptIWLFhcVFJYbjaZKk7xZBYDb57q1tvpm7TSff9txwckkz2Bvhfed/xbw9ldR6AMAgMiHDsFisby6YaPcc0XprZybnBwUNFaavel4vtVqvVp19auvrj72+ONSxhNCJM2evXTJEm1GhnR1Znz81JjYpNmz5RA4Sq0+WVb26sYN8jnNotxo9PS8hxgJ2PFUdHHcV32X6ev6zs8cejctWwAAIPKhecyMjw8KGttGnozZbA4PCZEW4/mpVKvXvNLgcjuFQmG7s7xEinbyZE7/gAA/lWpbZqZc6EtJ1ZwsKysqKFy4aHHTE5rdMkI/lWrR4sWjnwqkKSgAAADaI7Zi71D8AwKiJkZHTYxu9Wdi0OulvKf0Vr6m1RaXHGxKe5WFixbvzP2/npyr17yiS9daLBb5t/ZTqYQQr27c0OBdybdyDKibdLqRw4aFh4Tq0rVy25hyo/G5xERV/wGrV65yXIUIAAAAtHFdamtrGYV2pGDf/je3bn1+zhw3bnvlymVdurbi8qXb/SSlJitCCKW3srikRKrONVF4SOj+okK51BYeEhoSGiIX+gx6/dSYWCHE0ePH6yz0SbW73HfeMdeYU1I1kyZPkU4zm83FRUV2TWXkZYTXzNfe27tHl66Vf+SnUk2d9mxMbKw87xSAEKLL3nondl6acC8TOwEAIPLBVQa9/p0cZx0ud1X+KISY1veO+k5o3gVvjqxW6+gnn6yprvFTqXJ25DZL3pN+8S9NX8oFTCnjnf/8Mzl6hYeElhuNKakaOQeKerb1k3Od2Wy2TXpSnAuPiLB7ztJG8Lp0rW0HmoioyJnx8U8MGcKET4DIBwAAkQ8t/cWrdnLPln/ocqPx9OnTcsXstEHfXHlPyl3REZG2OzHUV+g7//lnlX//e51Jb2xw8IABA3K2b7ed3llf0nNkNpt35uba3q3SWzkjLm56XFwz/qYAkQ8AABD50FYin9VqPXHs+LFjx+S2nJK3s7LGBD3TvI9VsG9/H58+8ppAu0KfXF10vOHY4OD4hFkjRo6UK3LHjv5Zp9WeO3vWt1+/+SkpwePHNWqiplRrLSoolI9Ic0Hp8gIiH5EPAAAiHzpO5LNarYmzEmynO3p4eAwbMXzV6ldux94GFosldvIUu0Lf83PmyLM9t76x5dUNG5wkPcc7PHyodN3aNTXVNbYL/Fx/PocPlb65davt7NCUVM34CROkdjIAkY/IBwAAkQ/tNfLZ5r34hITwiPDHHn/8i88/t1ti17yOHvnQtpJWsG//urVrtmVnHzl8WJ5v2WDSc2TQ66WleqPU6pRUTWObi0orBu26vDw/Z05ji4cAkQ8AABD50FYiX8G+/Qs0GiFE3u5824wUHhI6ddqz8bNm3e4nUG40lhw8+Mbrm3/66Sc5djaln4qp0iT151R6K5e+vKyxgU2a47pxwwbbop/U5aUpG1QARD4AAEDkQytEPrldirTrwyadTuqkIlXeTpw6dZtWtdk14Wx60nNMbgeKiqXpmm7M9hT1dHnZ/s47zPYEkQ8AALQ8tmKHmx54oLd0Qep++fDDvga9XggRFhEuhDhQVNzsSc92q/Sw8Ii83fnGigtpK1f4BwQ0Y7xUKBRRE6OLSw7m7c6/ePHimMDA+BlxBr3earW6eA9eXl7zUlJOnDqVtzs/IipSCFFTXVNuLOc9AwAAgJZHd0G4Sa59HT5UGjUxOiwiXNpEQaFQLH152bq1a8IiwpuexG53Tc8J/4AA/4CA5StW7MzNnRoTq/RWzk1Odn0TdoVCId2DEMK2tycAAADQkqjywX0pqRohxJtbt0oJJyQ0RFrGJhX6zp0925Sk1zI1vQZJJTtjxYWlLy/L2/Xu4McHSsVM5ywWyyadznb3PwAAAIDIh3YmafZsKZ5JKShp9uwtb7whxb8ZcXFpy5a38aRnNptdyW/i32d7PtC7t5MzrVZrwb79c2b/56TJU2jXCQAAACIf2jEPDw9prZqU7jw8PHr18jJVmqT4J0fBNpj0crZvDw8JHeEfMDUmNjwk1MXnadDr05Ytf/652U5OSJyVIITI2ZF7O3YmBAAAAIh8aFELFy0WNoW+xKSkrG3bpPiXkqpxXuhrxaSXt+vdqdOePW3Qn//8s5DQkAaDn0GvDw8JnRoTGxIakr93T30nfGn6Mmt7trw1PAAAANDqaN+CJvHp6xMRFVlUUJi2bHlxyUGfvj7XrpktFouHh0fS7Nm6dK2p0mRX72rhjixms7m4qChv17vlRuMotfr5OXPUgaO9vLzkE+alpCTNnr0tM3NqTKyfSrV6zSvyNnrShg3r1q6pqa5JSdXk793jOFdTKv1JUZCZnAAAACDyoaNZuGhxUUGhVOjzDwh4Ye7cbZmZ81JSpGmfr27coM3IaPmkV240nj59Wk56ixYvHj5yRH2RzMPDwzH4nSwrk7dld+w+Km28nrVtW0xs7P6iwpbsKAMAAAAQ+dBy7Ap9firVAk3qCy++qFAoFi5aPCYw0FvpXVhYICW9iKjImfHxtzXpycGywaTnGPxeePHFhx/2XaDRTI2JHaVW5+3Od3yqFovl8KHS3fn5MbGxWduzCXsAAAAg8qGDsyv0rV7zyttvZf744w87cnOFEH/MyhqlVq//wwbX01cTk54bj2U2m3fm5kr3kJKqmTR5imP/FVOl6b29e0oOlqxe80rOjlxed0BWO7kngwAAAJEPHZZc6HsnJ8c/IODFF16QanptP+lZLJaPPzq9ccMGaf7n+j9sGP1UoN7z6OcAAB+SSURBVGPhzqDX69K1/QcMSExKmpeSwisOAAAAIh86lxfmzi0qKCwqKFy4aHFNdU18QoJmQWqPHj3aZtKzWq3nzp4tLirOyc5WeivnJieHR0TY9nSRA+Hu/Py8Xe8+P2fO1sy36M4CAAAAIh86KaW3t9JbWVNds/6/1wkhHnroofFjx86Ii0uaPbu5klLTk550J3nv5uVkZwshUlI10uJDx9MMev07OTlCiJnx8cUlB3l9AefMZvMNyw3n57BZJQAARD60y+958hYI0pGSAweFEPf1vG/zli1py5br0rX1LY1rlE06nS5dK4SIiIpct369G0lPjovxCQl19mWRf53Dh0qDx49z41GAzqncaAwPCW3wtLRVK+NnzWK4AAAg8qF9fMOz3XFBplQqY/5f7LPTpksBr7jkoFQuGxMYGBEV+cLcuXWW1Fwhb6KgS9de+OuF5+fMcdw4wY40e/NkWZmc9DZv2VJn0pN3XOg/YMDUZ6fyrRRo5D8I5UKIlFTNww/71nfOAo3mE4OBDxcAAEQ+tAMjhw2zS3r9fvObyKioGTPjHJfD+QcE+AcELFy0+NWNG8JDQu32Om8Uefe8w4dK161ds27tmqUvLwseP86uFmexWL74/HNpnZ4QwknSE0IY9PriouKKCxcSk5LYcQFoCufF/AUaDUMEAACRD+2DnPf69u2buvCl4HHjGpwA6dPXR5uRsW79enmvc1fKdPUFv6iJ0WER4QeKit/cunWBRpOSqkmaPfvGjRtlx0/szs8/WVam9FaGhUfUN3tT/FKlPPPxmeDx416cl+yYVAEAAAAiHzoji8UiXcjdtevdXTuPfPDB0KH+ru91blemm5ucHBMb68aSOYVCIQW/dWvW6tK10jI/P5Vq6rRnX16+rL7po/JSvWHDh02aPIXtFgAAAEDkA35Oeh9/dDpr27aTZWXSER8fH21GhsVi2ZaZeebjMympGhena8pluhPHjm/csGH1ipUpqZrpcXGul9pMlaZPDAapoCeEiIiKnDhx0qAnBtd3D7ZJb/yECawmAgAAAJEPjVB985ZHty6eii4d71eT+5rISU8IIW3G0Murl/ilcCcFP6k5p4vBT6FQjAl6ZkzQMwa9XmrsGREVuXDR4vrWAkkx78iRD4oKCoUQo9Tq4PHjnBT0SHoAAAAAka/JiehW7dZLP8w7d+PShHs9Fd062G+3euUqqQOKLCVVM37CBD+Vqr9vP9vZmFLws1qtB4qK05Ytb9Q6Pf+AgOKSg6ZK06sbN4wJDJTbuFut1osVFeXGcjnm+alUIaEhebvzH3v8cSdzQaV1eiUHS0JCQ1o96R0sPnD0ww/5pAAAAIDI1/58+s1P4098f/VmbYf87SwWi5z34uLjI6Mi62uF8n9vpl/W1504djxxVkJMbKxjO836SP1dlq9YIR+5WnU1PCRUqubNjI93HvOk/Rik3pvB48e1hXV6FotlYeqCQ++/L13t49PH9qfXrbX7q34c1aubz91dFV278GkCAAAAka8NuW6tnf2JZZfpxzb4xH6OQLdqmxgkDh8qlS4sS0vL/9Ofhg4d+sSQIS69pWxmbMZOnhISGpI0e7aLwc92MV7vB3sbKy44D5lms1nq0tnLq9fEiZPaSO9Nq9W6c8eO1StWynNcjx4/7jhhdcaZnxvhDO7RdYy3YkQvBQkQAAAARL7Wt7Pyh5fO32iDxb1nT1/P+/LnFPrggW/3Pemp9mqG1zd43Li4+JkHioqlwl1jZ2yWG41Llyx55JFHGtWgRYqOdR6Xtt07WVZ25uMzw4YPG6VWt5399KSprevWrhFC5O3Of+CB3mMCA4UQjnnPduXn+W9vnf/2B3Hxh58H3FsRqFQE/Krb4/d29fXsxieu7bBYLNfM15pyD062rWvXvv7ma1dOa+LoAQAA93Spra1lFFx0+fpPsz+5cbja6vijSxPubd1v559+89PgD76zPfLbHl0/De7h9h0W7NsvbZ1sW6Ey6PW6dG1MbOwCjabi8iXX701aqieEcNKgxXmUulhRcfr06cOHSqWCnpP+nK0e9pa+vEwKxqZKkxT56hyrJw5/e/7bWw1Hbm9FoFIx9n7Fo/d09b6zKx/DViR/KNzWqE9Ne2E2m0f4B7h48uYtWyaEhvBeAgCgJVHlc+0L/S9tWtrsM1xr/F+7I//z7a1Pv/lp0H3NGUT9AwJyduQa9Ho/lcpisbi+n560VM9sNu/Mzb148eLM+PgGG3taLJbKv/9djnlBQWODgsa2wa6bdYY9V244sEc3VyLf4Wrr4Wrrii9+vjr/ke7rBt7dIdvDtgsRUZHajAw3bijn/46nuKhICPGaVhs1MbrBZJih040dF9xGyvIAABD58DNX2rT0e/+7Rt3njmEe0/t2b6cDIs3YdOOGXl5e8o4OacuWO96JqdJUceHCsWPHKi5c6D9gwJAhQ9pmzGti2JOo7u0mRCOWgw7u0fWN//AY8atuLPZD22GqNK1esVLprQweP67Bj/8otfpkWdmBomLn4RAAABD5Wk6bbdPiaF7/O+WFfJLH7+3avCW+5iLt6CB31LRarVs2bz7z8ZleXr2G+vsPHDiwjXRhcULeh1DprXQj7En63+PqLM35j3RP7X8n6/rasqNHPty3772PTp0a+eSTbqxcbe9qqmsGPz7QxZNv3rzJGwYAACJfm9BibVosFovr35bqNNTf/097dk/tc4dt6ts46O7qf1Y/OXx4W38LKhTT4+JafU8FF5kqTVnbtuVkZ/upVHm7813cd75OD3u4Gvn+ZPoxtf+dfCTbJqvVmjgr4WRZmXRV2kNyR27u9nfe8VOpOskgNDirU/74jAkMvPNO3swAALQoukHU4fL1n8Yd/37GGUvLtOV0fUVcfT4xGIxffPHuCM9LE+5d9dhdxaM8f5x4X1jvO5b8fnG7GPB2UQ8pO3EiPCR0TGDgP//5VXHJweKSg03Je0KIPne5Oj/z6s3afu9/t7PyBz6bbdDOHTukvOenUr2dlRURFSmEqKmuyXs3rzP8+nd73C2EuHLlsisnX7/+PW8YAACIfK3vurX2yaPf19mWsy2LCA17evTofW9mpD1212/+VbEoVTPoscf//OHRNv60TZUmi8XSlp+hxWLJ0GoHPz5wVtzMp55+avWaNUv+a2mzVG8a235zxhnLuOPfy1svoo1YvWKlECIiKrK45OCYoGe0GRlpq1YKIXKys61Wa4f/9aW/15z5+IwrJ5cby4UQfio/3jYAALQkJnba81R0qZjQo4WX8DVv63bVY4+l63RNvJOm96N3xScGw1B//6bXOW+HcqNxky6j5OBBIcSARx9d9crq4SNGFOzb34zvNPmy1JplyH3dln52I+NivdW8w9XW/u9/e2j0PW1zlWYnZKo0SReCgsbKBwcO/Hme9tWqqx11Iz4AAEDka/epb+dwz//ya7hRZ2fQGSoVtiwWy/sHS1579dWqqiohRFR01IKFi27TF/fBPbpO6dM9/qE75NYsuic8JjxwR/jJ6/Xd5OrN2sEffLfpibvn9OtO685Wd7fH3dJMTnXgaPngOzk50oVeXr06SegdNnyYKydL9b1yY3nnWeUIAACRr00bdF+3ytAebXw7vhbw/6ZMWZaW5l5Tyval3Gjclvn23j17hBB3e3g8MeSJ9Rs3Dhgw4PY94rngHo4Hw3rf8c/wHsHHv3eya9+8czf2/+PHncM92Jy9dXl5edlt02eqNEkdXOITEtpm+bp5SbH2X//62pWTq/5RJYTo0aMH7xwAAFoS3xedBuKuXZIfufPShHuDvTtvNp6bnLxu7ZrRTz5ZsG9/h6z4WSyW7Kysp0cHhoeE7t2zZ9CgQXm78z/9/DPdptdLDhzQzJ8vT95rMd53djUE3bvqsbucnHO42jr48HdlZiuf07bDbDbHTJ4kXZ767NTO8CtLsbbiwgVXTv7222+FEP1v559RAABAHaGGIWiQr2e30sB7nO/ZcGnCvR1127TgcePi4mdKe46vW7vG7W3o2hqr1Xru7Nk3t249cvgDIcS99947N/nFWb/7ndw+1Kevj7xx/JmPz6SkavwDAvr49JFaFLbAnxvSHrtr7P2KmI+u1/euu3qzdvSfv1/12F1L/e5kkmers13+mrc7v5PMXZTaL7k4hVWq71VcuMASRwAAWhJVPldN79u9YkKPaT53dMY/DCgUUROjT5w6tfTlZR2g4meqNL326qvDh/pPjYk9cviDIf8xJG93/pm/fLJg4ULH7SKkjeO3Zr71pelLIYR/QICLW0pYLJb39u5p4lNVeynOBzdQZF7xxf/6H/mu+uYtPqSt+OeD+BlxUt5TeiuPHj/exA082pFr5mtCiKH+/q6cLNX3pFofAAAg8rVFUluX82Pv7X1nZ6yotPfgZ7FYcrZvf+app8cEBr7x+uYuXbsuS0s7//lnu997zz8gwHnd0sPDw5WdpiXlRuPqlasGPz5Ql65t+tP2vrPrQbXnpieclRan9OnO5g2tmPfkrdjjExJOnDrVqUpYvR/sLYT4xGBw5WTptD4+fXjbAADQol/jGYLG6uRtXaTgFxYRLk31fHPr1tVrXmnLNQ2LxfLxR6ff3Lr1zMcfd+vW7aeffpoeN2NGXFyj5t2VG4157+ZVXLiQsyPXyVf/E8eOb9ywodxolA+mrVoZExvb1DHv2iX5kTufVirsWsgO7tH19353RT94h7zfg0GvLy4qFkIsXfZyh2+300YsXLBAynuvabWu/12gI/2DIIS48NcLrt/kgQd687YBAIDI1+ZHrWuX5EfujOitmP3JjXa3aXuzB7+pMbF+KlVbC37SUr197+3btWOHlPT8AwJemDt39FOBrmchs9lcXFSUt+vdqdOefXFecn1TOs1m887cXMeaXkqqJiY2trnaNg66r1vFhB4TT10/XG2d5nPHi4/cqfZS2D6BHbm5NdU10pHTH32UsyPXxTmoaMrbTOrPqfRWCiHstm0MHj+uwzftNJvNQogRI0e6crK0ScMnBgNr+QAAIPK1D7ZtXTrpu0ehiJoYHTx+3LbMzDYS/GyT3s8vU79+8QmzwiMiXM8/UmFw44YNI0aOnPrs1PhZs+o706DX69K1UpHH5nutatHixY3Kli7yVHQpDbznurVWLuuVG40LNKlSXXGUWr15y5Ynhgw5d/bsiy+8MMI/IG93fudZVNYqLlZUSBdqqmvk3i2yo8ePd4Z9GgAAAJGvg5vet3v0g3d05hGQGpwkzZ7disFPSnqFBYW5v+yCfV/PnvGz4qfExDaqniBNjKy4cCElVbO/qLC+zGaxWHbn57/x+utyVU0Sn5CQmJR0uysYct4TQoSHhD7Sv/9rWq1tQck/IKC4pCR1fsrUmNiUVM0LL77IJM/bpOofVdJW7HVqmeaurUv6S8rpjz5y5eRyY7lwudcLAAAg8rUhtl/BCX4tGfwca3pS0gsJDW3UUj1pYuSZj88Ejx+3cPEi28qMlO4OHyrt5dUrKGisn8pvyxtvSHP5ZH4q1fNz5rTWLL5f//rXV65ctntoLy+vrO3Z69as1aVrz3x8ZuBvBz74619PnzGD7Ne8xgQ9Mybomc48AlIDpwGPNmKrvevXv+edAwAAkQ8EP2csFssXn3++Z/eeP737blOSnsViOXyo9M2tW0NCQ8ZPmDAvJcUuTNpN2rRLekKIiKjImfHxrTt5ctLkyUKI+BlxWduzbROdQqFYuHhR9+7d337rLem3yNv1Lgv80LyuVl0VLhfupNPKjeWdZNNCAACIfCD4NY7ZbC47fmJ3fv7JsjKpI4u0Tm/EiBGN+gYpxbl3cnKEEDPj4+0mcJYbjYfef9/5/gpKb+Xc5ORmbM3SRFETo/1UftERkXKik1qM5mRnK72V//Xy0uhJk65cvvziCy+Eh4Ts3vsezTPcVlRQ6Jj80fO+ngwCAABEPrRXFRcuuJcQmiX4Wa3WixUVh95/v+RgSbnR6KdSPT7wcSHEy2nLG9WRRWKqNL23d8+Zj8/ExMauW7/eNrDJzTltt1iQpKRqxk+Y8P3333/22WefGAytXtark59KlbMjN3V+yujA0fv37S83GuMTEmzbtyiVyuKSkvCQkDGBgWmrVjrpSYP6BI8fd/T4cScn9Hv/WyHEpQk9OtvIXLly2ZXTmNIJAECr6FJbyw7OqEO50RgeEiqEiIiK1GZkNPHeLBbLtsxMXbrWLvgV7Ns/1N/fMVKazeZPz53ft+89qaISERU5ceKkQU8M9vLyKti3f4FGc/T4cdeDqLweb9jwYZMmT7G9obSZXta2bXZdN4UQo9TqlFTNE0OGtOX1b+EhoWZzzeYtW6QhtVqtqv4DHvV79N38/B49etQ5FHNm/+fJsrKIqMjlK1YwybOZ/z3d+7UQonZy5yp5jRw2TAhx4tSpBj8pq1euysnObtSHFwAAEPlwG/X37SddMFZcaJbY4xj8LBZL9+7dpTuXtkY4duzYgeKimuoaP5VKWmL3SP/+to/ueuST1+P1HzAgPCLcLrzJUx/tbtW6vVgay2w2h4eE1FTXyPuAa+bP79ev37E/H9Nt2lTnEFmt1gNFxQs0GqW3kkmeRL6my9m+ffWKlQ2Wjk2VpjGBgX4qVXHJQd4qAAAQ+dAmSH+SF0IUlxxsxnYLdsHvu2+/k2Oe0lsZFh7x1FNPDR85or7E5Urkk9bjlRwsWbR4sd1dSRM4HfdXUHorZ8TF2dUA2wWr1Zo4K+FkWVlKqmZeSopm/vygoLGlhw496vfofT171vct3KDXv/jCCzXVNUzyJPI1/RMdO3lKudE4Sq1evWaN2VzzpelL+ac9evQYGuC//Y9/lNbHvp2V1cl7nAIAQORDG3L0yIfPJSZKl1NSNUmzZzdj4cs2+IWEhgwaNFiat9ngDZ1EPinOSRM4p8fF2d6bvLu641K9+IQExxpgu0t9WzZv1qVrR6nVv/rVr8YGBx858oE2IyP4maDoidH17csnZ0UmeRL5mv5xXrpkSVFB4R133PGHjRttG3h+9dXVJYt/f+lvf/NTqV7TptOrEwAAIh/a1te4wY8PtD3S7MHPDY6RT16PJ03gtOutIu2uXucETscaYLsmza9TKpVLly2TIp9m/vyZ8fF/zMrSZmTUF2il8VR6K+UFgSDyuUczf35RQWHF5Ut1Hm+u+eEAAKCx+B8w6uXh4XHaoH9l1Sq5K70uXatL176m1YZFhLeFb2/SeryKCxcSk5LsdqWTdlffkZvrOIFzbnKyG90+2z5pfubqFSuvXbsmH/QPCPj/Nr4aHRFZX4ElamK0OnB0/Iy4qTGxpw16an1wm7Qtu7wG2P5/NuQ9AABaSVeGAE54eXlpMzKOHj8eERUpH1yg0Yx+8smCffulb3hNUbBvv6nS5MYN9+7ZHR4Sevr06RfnJefsyB0T9IzcA6Zg3/7wkNAR/gG6dK1t3otPSCguOfjRmTPxs2Z11GDzUN+HhBBXr15duGixfPD+B+7fX1T43O8SDXp9fa9yzo5cIcQrq1bxnofbfvWrXgwCAABEPrRLPn197IJfTXVNMwa/Run3yG+efvrp4HHjiksOyuHNarUa9HrN/PmDHx+4QKOxXbA3Sq1+OyvLWHEhbeWKDr+OaPjIEb6+vm+/9dYnBoMQolcvLyHENfM1hUIx5D/+o7io+L09e+tLfWmrVrLJOJpi2LBhQoijx49XXL5k+5/tH4wAAEDLY6YNGhf8ZsbHpy1bLmUqKfitW7tm/R82tFgXvkGDBm3bni1flXZXd5zA6adSTZ32bExsbIdZqucKDw+PksOlibMSFmg0V65cTlu5QgjRy6uXEKKbotvSZS+PHvlkt27d7OblWq3Wq1VXe97Xkzc5mm5MYKDjQduGLgAAoIVR5UPj+AcEFJcczNudL1fMaqprnktMDA8JrW/e4O1gsVhytm8PDwkdExhoO4FT6a1MSdUUlxyUaoCdKu9JFApF1vbslFSNLl0bPyPOarW+MHeu/KMRI0cKIaIjIqUptaZKk9lsjo6IPHLkg8y33hJC/OG//5s3OZpdz1/xBwUAAFrv+yFDALeDn7y3mxCi3GicGhMr77F++x7aoNfr0rUny8rsjkdERc6Mj2/Xey00Y+qbl5JyX8+eq1esTJyVkJ6hE79M8uzStUvUxOiwiPBzZ89+YjAcOfLBNfM1aSGf4Yz+n199lfnmWxaLZfmKFQwjmlH37t0ZBAAAiHxol8HvxKlTB4qK161dYxf83szMvE17mk+NibW96qdSPT9nTvD4cZ2woOdc/KxZAwcOnBoTGx4SUlxSIk3ylDOhf0DAE0OG7M7Pz9qefe7sWV26Nj1Dd/fdd8fPmLHjndxzZ8/tfm8vqQ9ucNwzs79vP95LAAC0IiZ2oml/M1AooiZGnzh16jWtVumtlA6WG41jAgM18+e7143TCXnuqDSB87RBX1xyMGpiNHmvvkx+9PhxIUR4SIg0dEFBY+WfHigqjomN/eGHH3Tp2qzt2ZcvXZoz+z/jZyX4qfz+59NPYyZNbuHGPOgYxgQG9vftZ/uf+GX/BgAAQORDRwh+8sGigsLmCn5ms3mTTjdy2DC5xLf05WXzUlLYRK5BPn19iktKhBBTY2KPHvkwamK0/KMjRz6Imhi9dMmSdevXX6yoKC4qztqe3cenjxBdvO+//38+/XRSZBTf1OE6P5UfgwAAQFv8rs4QoHmDX/D4cdsyM3XpWjn4FRUURkRFrlu/vrG1OKvVeuLY8axt2+xW7im9lX18+jDgLvLy8jpx6lTirITnEhMjoiIXLloszbu7efOmxWK5Zr7W+8He0RGR+4sKd+7YcfnS5f1FhRcrKlavWHn69OlxzwSVfniEWXlwhafnPUKIiKhI22KyEGKBRnP//Q8wPgAAtJYutbW1jAKancVisQ1+kpRUTdLs2bbBr2Df/qH+/o6r/sqNxkPvv293cyHEKLU6JVVDjxY3WK1WedXlKLU6JjZ2d37+p+fPPzFkSMLvfvftt9+qA0e/smqVNiNjk04nhJg0ecqqFSs+PHKk329+U3rkAwbQpX9P934thKid3Em7U5rN5hH+dbduejsrq8X2cQEAAEQ+tGjwW7pkid0G37bBzy7yWSyWw4dK39y61XYvdSGE0ls5Nzk5PCKCmZzNEvzsRnjgb3+re31TTvb2xKSkr766erKsbF5Kyiad7szHZyorKyv//nfHhhwg8tWX+m5Ybhw+dGjNK68IIYKCx6atWCmE4P0DAACRDx2ZqdL06sYNdsEvbdXK6TNmHCgqliKfQa9/JyfH7hzxy9YLt3XXh07+0iTOmvW3v/2te/fu/gEB7+zcER4Sur+ocMvmzQ8/7Bs1Mfqrr75Sjxj5mlZruwgQRD7nCvbtX6DRSJ9fbUYGbwwAAFoXs+Nw2/n09dFmZCxctNg2+K1esfKN11+fEBL66flzhYWF8l7qErZeaLGX5sCh9wv3Fyx66aVTJ0+mpmj69+//zTffXLx4cdLkKVKvRSFE7wd7M1YAAABEPqDh4PfC3LkLNKnSrMKa6pod77xjd1pKqmb8hAl+KhUj1kL/BCgUk6ZMfmrM0/+Z9Fzh/v3dunXr95vfvDB3ru05r2dsytruz/pJAACA9ohNGtCi/FSq4pKDebvz7UKdn0r1dlaWseLCvJQU8l7L8/Ly2rPvvTczM7spur2ekbHk97//U9678k9PlpVFR0SazWYGCgAAgMgHNMw/IEAKflIHTmlH9TFBz1BHal1jxwXr//KXqInRn547/8brm+Pi40c+OVL6UbnRGB4SQuoDAABod2jfAqBeVqt13Zq1OdnZ8pG83fl006n331PatwghaN8CAEAbQ5UPQL0UCkXayhUpqRr5yNSY2KNHPmRkAAAAiHwAOoh5KSlvZ2XJV59LTJS2awcAAACRD0BHMCbombzd+fJVXbp29cpVVquVkQEAACDyAegI/AMCThv0Sm+ldDUnOztxVgKpD46uXLksXejVy4vRAACAyAeg3fDy8iouKZF30WDzBtSp5GCJdMG3ny+jAQAAkQ9AO0t9+4sKR6nV0lU2b5B8+s1Pz56+Ll1e/cX/Xrd23k7IFoul3GiULo8YMYKPDAAARD4A7YxCocjanh0RFSldramuGeEfYNDrO+2AXLfWDv7gu7wvf5Survjif5MMlk47GocPlcqXH+nfn88LAABEPgDtMvVpMzLsNm/otA1d/njlB7sjeV/+2DkLfWazWdqRTwgRn5CgUCj4sAAAQOQD0F7NS0l5TauVr+ZkZ49+8kmDXt/Zgt/eX+p7tv5c0+nSr9VqTZ2fIl9NTEriMwIAQFvQpba2llEA4LZyo3HWzJk11TXyEaW3cm5y8sCBA3379fPy6vg9G3dW/jDjjP1Mzu+j7vNUdOm0b4O0VSvjZ83i0wEAAJEPQEdgsViWLllSVFDY6s9klFrdy6tXSz7iUH//6TPj79j3je3BVY/dlfbYXYsXLvzhhx9ux4P26uU1ZMiQNvLqHznywUenTtlm/viEhKXLXmZWJwAARD4AHYpBr9ela0+WlXWq3/ruu+/+9IvPq2/e2vK3HzIu3nzwri5/+O3d4+9X7Nie/cqq1Z3wbUDeAwCAyAegIzNVmo4c+eATg6EtFP1aRh+fPpMmT9EsSJWuGr/44s2tWw8UFf/000+d6qUfpVa/vHyZvG0jAAAg8gHo4CwWyzXztZZ8xE8Mhlb7x7RLF+/7vW/cuPHdt9/d7se6cuXyxYsX28ir/MgjjwwaNLj/gAE+fX14zwMAQOQDAAAAALQcNmkAAAAAACIfAAAAAIDIBwAAAABoI/5/EamYXjuzYzkAAAAASUVORK5CYII=)
90
nN
Using Peripheral Devices
To connect a printer using the USB port
1 Plug the power cord (1) of your printer into an AC outlet.
2 Choose the USB port (3) you prefer to use.
3 Plug one end of a USB printer cable (2) (not supplied) into the USB port and the other end to your printer.