data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAIABJREFUeF7svQeYVeXV/v3b5fRpzDADDDB0pCtI71UUG00R7L2bWGLsJZpoVCzYe2xYsKIgoKgIKCK996EM03s5bbf/9Tz7zDCgMb7Jd715P3QnXsDMqXvfe5V73WstxXEch9+P38/Af+kMKL8D8L905n9/W3kGfgfg70D4r56B3wH4Xz39v7/57wD8HQP/1TPwvwrAsh9n/9tf1kE97LkOFooDiqLioODYFqqqNHrModzKRkH8X7Ud5E8V99844jUVFKxf/FyOY+KoughYEH9XrGQcxQajhi27dvPa8h+4+sTRFJVU89Hy1Vw4aSidcjqhOSo2JqrT+HMd/laOraCI15IPkR8q8af4d+O//9un7n/8xIx+M/7Hz/l3n/D/HwAmrqEAnbw0joAd2KoiL5O42P/ssHFwFAfNAceWqEXiWb6WioL9ywC0VBTVDxg41BK3A+iaw58ffI2r/ngaPY5pwtJvfiSreQd6HJPG9xuL2PDlOmZMmYitRBPv8/Nv4aCJbyHBjQBq/Z9uhC7/+b99/A7AnzvjwroJ7CR+Z8nr5V4d8TP1Fy6U+JVdD+AjHqsoigTzLx3y14omgeo4Bqrux1I1Vq1ZiZakMKJ/L4js4fW533Hx+TPIzy3l6nvf5oQhPZl64kh0+Qnlp3TBJo2w+4FseeNY8tfCFh+yzOJNxZf830fg7wD8RTS419ISrlexpVtVHFsaD3GBpWGTlkM4VmFfBGxsNEfDUF0IiOsqna+4tsKC/isASteroDqq/NNWIqzetpVFP2zmynNPxmtXou55glCoLXp2X4zkY0hPz6SgyGbhghVMHDNAPk+8q7DAqlofCqiChpAfSNwgEuDikznCKosPaP/UejbG4z/37P+R0fwdgBJELkAaPJKwgJYAAiiqiulYKJqNagUx7Ai6JYARR/HqaKZCDAufo2IqDqqlonl0TNVBM8HxCKNjS+crrrewSY1d3ZE2R7p528bjqBjYVNRUcjBuM+T4bLwC5qbDxh+/olvvgeTuLCDmgaCWzCdL1jF5yPGkBFNFkOBaPtUSX4M1m/bRIj3Ixl1FaJpFRbHB4P6daNEiRd5GroF0v2/jQ1UPhRr/6sb5d1H4OwB/BoCOqqCI+E2YClXB0hw0y8a2LZ55/WtKYzFUx4sjrq6moDm2vNDiQmqKw8ljutOzc0s8BDCJS+MiraWMIf95rCVcpaXYOKYHXSQVPgvNNnjkmdlE7ShDBxzHYx9/zvsP/4m05gE0089DT35KVobOuKFDCciPq7uxpgJxU1jSMPsKK/lh1W6UNp0Y1qEpr74xn24dsph8Yr+Eq0644MYoEuGCG7g2HAlb+auw9msB+zsAfwaAtqqiClOVSCIskVQoNnXVtewp99CxZSblRpxwJEqKL0DEjOHz+TGjETplt+auR57hjmtPxjK92Ioh3Wm9u663tv/sKtqOhYof23IIqzE+WbiEA3v20b9bBqMGtafo4A98X3QMigo14TAT+w4iJSMdYnEsTU3EpyLbdVAsKK6r5r0Fq5i7cCMrPvortqLz7kfLGTsgG6/XJ8xkIiywZazoxotuRvzTPP/Xx4iNny3hLUKXn3n6bwiA9TSDgqkIF+eRvtCyhHsVf60/3Q6OcD22hWKr0qw5momt2MTKNXYUl5LZIpn0gAcdFUNYHctB0YSrttlZXMmCT77jtitPlTGW+JlIWtygX8Rdh5KbnwOhaYkXjOMNBLnlr0/y1+sH0ySgUFVqEyuZjaaE8bW+jqvumMMNV04gt8hhdP++ktwRJJGbPSUuv2Xz/GfL2bIjnxXbDrL81TvJLS7i5Q+XcveM4ew4WE2vLi1c4Fk24UiMt+d/B/jRtDim6SQAqbk5ikD0rz0awOYmOwoBundqQr+enWWAYCqCMtLI6H/Wr33F//hx/0Ua5vDLrig+VCOG6dXQDQdDNRKwkGSL+3dHnGwBUhtNtTEdH+GqCLuKqslplUSTkA8NTbpMEUSKNEREeityy1m24DtuvWYitiHAkHg9Nw/9lyfRcAx03Y8dj1Mds3h/7lwmjWrP4m82Mm1KJ5Z9PJ99ag/SgyF6HNeCrTssThw6FFM3ZYIk8aeKhEN8DR+zF6zipAGdmbNtC2M6dmfDvmoWLl9J79QUuvTOYnCPLngUS94gV9z1Ms8+ehNKXRRL96MTS/CXAjKSV/qXn7/+AfX4k/ZUAFBTeer1j7hk8ji8vphgLNEsPxn9p/7q1/xPH/hfBODhH920DDTNJ+BFVbgSLBE31dMX4q4XGaSJgldyLl6/IhOL2tpaduyP0CYn2QWgo2GptrSequPIbPn73DKWLVjObddO+rcAKGgSS/GiC/wrKnE7xiV3zuTDJ6aiOxrL15ewe28pew4U061HF8b2H4QlmBXVRhc5uLjYIoYV3KWtcNJ1r/LG45ezbMMuHn/tW+69cAQqcaJxhe/XbuLOS8aDGhS2movveYdrrpqOz64lIuJZqx5w4pwconPE3/8VYyNduWR2XCiKm3PpklVcO2kEpteLrUV/SwCsj2vcbE8X9IatURkrZ96KEvyK6WYQjcJtbAMFD7bikN5EYXSfDlRWh9m+v5p2OU1okpQAoJIAIKJeIgBYzrKFy/5tAAq6x3FUPHgxRcWFMLVWnMeefxs1yaSq1OLbZfu45LyJNEnOZOKYrm6GrugScA5GQ1YrYtQ9BRXc98wi7JQmTOzdivR27RnUKYtVB/J55cVFvPvgNAzbRteTuOLWJznl/NM5oWMzdNUrCBvXatcT6dKUueHEkQnKz1mn+scJEG4pKOfr5Ru4aPJo/CLCUQ00y0dG/zP+U8P2q5//f8QCCqA4CJtXVBXF0ZIorowQi0uTI+NCYe2itWGCXo3+PTry3NsfcOHEYVTXRNhdUEur7CQyk/wSKJZtyud5NGFXFFbuLmOpBOBkbMO9gIJaccnrf+XCHCrDYWa+8Q1KuA5V82AqcTTHQ8+u2azZWMJuq5aQ46Nvixa0atWEVetWo6tBzIAPJaqBLT6FsFgOmjdIeVUh+/bGGT59MOcM68uWAwXs2FtOtt9g2/YDXDx1BEkpAfx2nPPufomJZ47n1O7t5EeVYBbfURXcpkeWIA8/frkiJItAiSRnW3EpX3+1kSvOGI7iVbEcA83xktFv2q8G0H/6wP8jABQBsIqumZSWGlTGVI5p3ZLkYEB+P0mF2AamrCl4WfTDOnZtW8tFU0ZQVRNlV14Vrduk0NTvwXIUdE3DMk33earGj7kVfD1/CbddNwknLlBnIbPqfwFA8XzDtHj6zW+47arTUJWQTI6I2hyMR9i3bRs7C8v5dEkulZ4Sbj9hJAeKCzn9zDNIwZQUkbBaks9DZLSCRYoz9Q/P85eLhvPn174gOzmTimgVtWGNm88YyIrtxVRGyrjr/JOwPDoX3/YKU6aP5cTuLTEtHb9iYQpC3REJg7jZfn0WXA8W13WrbCwsY+nXG7ls6lBUjwh+BLg1Mvr9JpKQI+4dRceyo9SURSmxkujSujmpQV/Dg0zJQJtgevhu01bWrFnDhWeMpFoA8EA1rVuHaBL04KgeVMEBiouvaIhUZvXeKr76PAFA8QPHbACg67h+/iJKABomr8z+ij9few6GN4gnGiOmKnj0MH0m38qQnu25eEo/yUs++tI36Goarz14FYriR0SAwl1LoCdqhcL1hc0ox558A+NHdOOi00fiUMmOvTaP/eNjXp95I6++N49bLhiNx5/EhXe/yfSzxzKqXTqa7seIWDh+QQhoKB4bXVApv9IMCVGEbdsIMlv8tzG/jCUSgENQdS8ov2EAihOjeDQqCyqoclLp0LoFKSF/gv4SVQ7hiU0sx+K7jbtYu2oVF04eQVVtTAKwTatUMtKCWI6GR8Z+kq+WFuL7HUUs+WIZtwoLaAjnLCygcMH1GfbhV7A+SK+3gK/MWcbN10xHiSs4qoataqgxk8Vrl/PB0o1onmQqDFBj1dwyZTTdu3XBdqKoZhKKHsNxRHCRUOE4bnVj8tX306pPDkZcQ1XCVBghzIpC3rnzam6b+Q+uv2g8fl+Q8//0GANHDCR30wFMalEJcM74nnTv3AmvJyY5xF971H+v+mrK5oIKlny9gcumDEHz+eSNKdx7+m+DhjnytCmytlteVkt1zEvHnGzSkkIylhOEqUCg4ALF/b5s8w7WrVzNjCmDiFcY7K6I4fWHKKyOEdAtYhboIhFRFOKGQd9jO/LUrLe46YoJaCLk07zYVhRLUfBqfjYc2EMw7iWnbVNxDfB4ZMQm39uMG7zy/lL+dPU0FDUg3Wq9fMqOe1j24w88/sYSvDrcdPkk+h/TCkPX0PGjOHFZAzY8Bl7TjyI4O0vD8MexIhaL127hxbc+w3FCHN+5HRdPG0F20zRu+fvz3HzJBBRN488PzWHqyYPIM01S/H5qo1FaBJP4fsUmrj5rKLpb4ZOHtIS/aA7dX9YLIbYWVbPk661cMqUfmtcDpg2aStPfpgvWUBST4tIaao0AnYQLDgkAuumesBoCgI5l8O2WPWxav5EZE47DtExefecHtpWWoigaPtvEcLREzVWQ0V78RpirLhxDdlob0KOS6N614wAvfLWNwR0yMP0ZVBblcdkpg7BCouIickX3ylpGnOdmf831F47i27Ul+MwaNM1PXF5ISWsTF64r7qD4FTxGKqYdBl1HFe4OiIvEx6ug2yqmZmNaGn7FwFKDoNbid8CU2kGV/se1477nP+PWSyYRj9ay5WCECkuhoLKcmLxhLNqmZZDh02mfquBNSpKx5b+iYA5BtL6yApuKyln6zQ4um9oPVXxdWcYUAPxN6gEFaOoB6KdT65YuABvqZEIxouBYJks27Wbdmg1cMrkfkZhb8RB1Yl0TSUMcxePDicbwiFKc44pVNUVF0SxMLLZsK+HrlVtokqKT62+CHo/gwUM8HOa2yQNRPEJ86lJAlmHy4vufs323yV1/msGXK3+kTtwMcY1JI7qx6PttnNDvGN5dvYVpvY/j283bGNGzEyu37uHYbl3YnruDrq1aU1BaRkazNkRraiTFpPh9HDiQz6lX/AXHqALBbzom9111BhWKlz9fMJ66KoOt+4oZMqwnsbDAagQjlEqyr47VG/bTMlMhNSSEDgl4/SoUCgC6j99cVMESAcDJfdF9OrZhoegqTfv+BgEobImqWBSX1VIX99M+pyWpgYDL+quu3Er+Zxgs27KHNau2cN5pxxLUvcQcV+JkWI4sFau2iSbAZxqu/EpKt3RsO4JXDVBeV8GZf3yeNk2bMnnKMIptaBKuY8Hy7Zw6rBsTRnRzXbADlsiCX5/P9+UWV582jAee/wTT1FCiYW67aTr3zvyQW64/iUef/ZqbLjuJF16bx5UXjOWDz1bSs18vtu/exeBe3Sk4WEA8FCJVcwlkw9Sw4tUUVNXx8hOvYSkxLEvh+ktPQfc05fbzxlEZj7JtdxUjB3aRSUxNtUFSUioWYdaty6V9yyQCMkypPxTUw7jTw8McW4Qy9b93HLbmF/HlFxu5bNoANJ+GYirYmkLm8dN/bVj5Hz/u/wwNI9yvYgXIrywlGm9CXm0lfl1QA65WSpwYK27isUPUWWH2bd3EuROH4HV0YlrcLXnVl+ylWvpQFUXGkTKik36GuBFjw55CXnh/Pc/dfgqfrc9n65ot/PHM4bwybw1XnjVEih7cJMTk6bcWsavO4vmrpnD27U8QiysYisbsRy/izCte5ZOnLuKcO97llfvP5Pr7P2DWLRN56M1vufGsEby5eA1njunF95vzOK5jM/JK62gWTCKmqwjoNOuYwxefL2Panx/BiVnceOEEVE8SN194GpFYHdv2VDFkYA/hGYlXRvCmBYVZZsWGXIrNKMnepP8ZCBI1aXE+WjXx8fmidZw7uZcsFYqcXZS9s36LFjCGQshROFBdLd1RWR0YkjQWJs2h2hKUgwqmxYAeHZjzyZecccpxeAwBNg37F4vyh6qgIm4zbRsfNuf+dT7P3XMG89buYVDLAAFCNEn3u/0eopSnqpKGeertL9heE+Wl66Zw4S1PEDV81BgGn866kpOvfIrPn72aM259g3fvO4crHpjNC7edxf0vL+DG88fxzqJVTB3Vl1XbD9KrXVPyyyxSAwYeT4A602T15oNMGdeHR95bwiMzX+C68ybJ/pM/X3wqphXj9fk/cu15p6HYOvHKMnzpWdiOw7NvzqX4YD6O/s+J558gs95FJ0BoOl76dW/N2BHdBAMjv/dvFoCmUC+rOj7L4YXPNlBZUYIqZfBS2uLSHwbooQBqLMpFZ/bHr3pRVK+kPJRfpCMOVTvE69mOJrPkgooSCqo0tpXXUHcgn2lj+hBKFSSbaGNyg3XDMHj6jcV8V2Hz4Z8mcOHNTxOOW0QtnY8ev4KJV8/i/VnXMOPW93j7gdO57m8f8fitk3j4xSX84bIxfDxvI6eN6s7qLQX06ZxMXpmJNxnS1BT2lRQz7pKZzLptChecOpSHPlxKuLBKFn9uufQ0NI/GG4s2MKZvFzrlNKe2roaUYIi9+ZXMX7SE6WeOQG2oDf+6RKShuKkomJqBJ6pj6IIx0GStWtBdWX1/Ay5Y2qRGpV7RG6GoMTQliGpp2E6dK0CQGZ6oq4qSVn3zjkcqk4VbEmIDzTrUH9IQDTWOhST3loh/HA1bE0bVVcRc8ueXueNPZ3LDIx8y75HziViWVNRIKZi4SKbBc298zoc/7mV4z5bM/+YHHEwwHKaOGcXbi7/l9PH9mf/VRk4c3Z8vv/2eYf26smpLLn27dGNL7m6yW2RSXWnhDwnv6RA1qolbqaQnWyz5erWkUi4/dyrfrNnOwC7NZRx3y6UTUbweYpEwr3/4LbFAGt6QF7OsjkhNJVdOH0sooEsC/H90NDovqinOn2C4NDxCuCFCFcU5egFYump2Q2wlM8xE15c44baIuRL/c8u/opPtEEIPSebrO5MSok0XJ4gAW5H9FK77bHy4l8gN/oU03hJeS7PQLC/5xcIKmmwv2MuMQcdRZcZo4g1hqTq6R7jgOM++tYghx7Xj02VbMcIKfr9KnSIUepZMfAKajzosvJbQKKqyAiPqxbrlwXa86N4YVlxED7UongAexYvjRLEcj4y9HLMOXcSyjs2kcceyYMkObr5yHB/OX8eOvEJ01aakWqFVxywKtmwnKSUNjyrAp6HIuvfPH4qUrx15HDo3juOh/7GtGTe4G4aoIMlis01m37P/R5j+Tx78v5qECADWA0mkBZbst/XLCyl4tXrRppTIH5HNSal9YwFNY4wl+idczaALNlleawBiPfXgilkF6eUx4xiagtdWOeG6mfTp2xu1qog94RoevmASWRmpBHSVOhNefGcR85fv4ZNX7ua9JZs5e8RxvPH1cmaMGsD7365k6qh+vPf1Bs4acRzzf1jLiQN6s2zTFgZ3PYZNefkM7NSeyroqikqr8fiSSfGaqB4vtZEYyUmp5JUV0DGrCS+/t5i3F33P2B7ZXHPxKfy4pohTTxhOXSzMy7M/JdA0hXhhGdNnnEZqSgqaVYdiJxK1n0HBkbZR3qCNmWo7xsOvLeDK0/pheASdJdoebJr2+w0AUBgqYQG/31VOUFGICum6qF4kXLMoih86RCKSEKgKXk/8U9EOI/2ltUz0CruitwZnLIUAbr3XtbGoXjQrRgSbkO5jZ+4BHn3hI9p2aIVt6tQVlXD1FefRPDNAdTTC1tUb2FBezpWTxvCHme/wxI3T+cPf3uT5O8/msrve5al7JnPjIwt45IaTuOfJz/jT5afw6pyvuGjKaD5YvJZ7LxnPog27WLZpLx1aNqOpD2w9QKS6kqZZ6axfs5POPbuw/LvVlJTV0L1jNp26dqSZo3P6+H6UVVaybuMeurdNZW9+OR06dSEzORVDd/Aedp5+ztr9VMTfcGZUmwdf/pjuXXKkxG1Yl2ZSHXT0SvKFC04Aw5LF3TibDkbISQ6geENoElzC9dajUMjOhQjVLaJLmboUuQtLJgRc7smVggKpgE5YQGlmD8n93X5i8RxXfCVaIx0liuJ4MHwqZ158LydMHcf6r3/g6fsvQVOTE7o7lbhl8P6Hc9laVcMLN5zJBbe9zj/uP5/Tr3uGTx6/glOueYF5z17ItBs/YPbD07nmvjd56vazeeDlBdx0wTjenb+a6dOGECsOs2RrLm2aZ5MSqAGSqQxX0rpZC1Zt2suw41vxzty1fL5uB11bpHPB5NPYsSeXyeOHEXdsLr39ZUoq8wiGmvDGA5cS8KZii86+I5PgRniTwu9Ggba8R8U5lH01Ivaz+duzbzNpdH92V4UZ0iFd0lnp/Y9SIrp81dsNalwhmxLucE9xjIVfrmX0kA6iZQzFk0JEjaHbBrrhA1GVsKMyxhMCT/E8qatrSGwTbkX2b7pXQ1o8TXdjPiOMLeT+njimLdTUwvqJpiQRr2kymXC8cO1z75BlQ0rrdA5sP8gjN1yCosSkAPWrHzawvTDMazdPYsbDn/Kq+PO6l3h71oWcfsULfDDrUi6+cw6vPTiN6+59i4dun8YTr37J9ReMYc6CdUw7fRB15WWs25hPi9ZNSfKaWHqA6uow2c3SWL9pO/17H8u785fwxfrddGmZxfghA6iuqeK0kwaTl1dHpK4MVJ/83C6fKeJdcQ4PxXkyYTvMCIrHNYqjMTAULx7LIqVJGllZqTz23Fts2FzA9AvGM7BNCqoQ+x6tWXBjAIpRGjHbZkdplLydZZx1yihsp4qd++sw6qro1rkditfBsQMYajl1VQq5+/ejqq5qI9FV5J5ueeaFm01kJIqKETfQFQ+pTUK0b9kER/OAE0OzFPbmlVJQZ9K/a0tszSsz4lfnfI5pqazPL+S8sQPZtX0v554xgVg8xgNP/oNttdU8feUEzvnbh7x6xwymXfsM7z15GVOufZEPn7iUGbfN5o2/TecPf53Dw7dPZObz33LThYOYvXAD100eyZ7SMpZtzKNDVir+ZAWv6aU0XEGrZs1Ys203Q3p05qMvV/HtlkI6t0jjL9ecz8Jvf8BMSybbjsrhCZppYgjxi+joq49vRR06ES+7dr9RkuHKYA9BUpL5cRwtALqDJymVld+vp6KshiHjhzOobYp8Rka/3wANI3okwrbD7iKT/Zu3ccronsx89RvGDe+BP+Th9Q+Wo6UlYZZXShK2XesMJozqi2iRFEV7jWijuzuRZAgLKBMV4aaFuMFgx95S5i1bT9DWmDCqO2t2HqBzu1Z0zM7khfeX88CVJ1ASruGqRz8mPTuJvE37ePOxG2gmMmAtgGnFmfXqHOZ+t50uOZnkFZXTunkK+fkVtGqTzb59hVIMm3+glqycZpQeOEhmVgYlZVVkpDahNlJLZpMkaurqqKqLEQgIPjOA6rFk6c0X8BOrrcEfTKYmHKOgqoYxPVtzw9Xns+qLb/C2b82bsxeT7vdi+IIQDzckWoIqOhTqJspw9cAUoYzsYz10CH2iMJyq6ZAc9HLiqYNZ9cNGSkqrGHrCaEZ0PMotYOPpWJqiETMt9lTEyd1RxPiRx7Jp6z6G9OuPapSys6SKsvJyOrZsyqpNhahqTLZkrtu+hy9XbiNuRQmIwgg6Xtsm7ihomkLEVvCoKpfPOI00LSwlVKam0DYzCUsLsnzlei6dOgHbNiiLRckrKOSjT35g8rhevDhnIasPVvGXc8cybvQYbNHWGQvz2FOv0rdvRz5euI38qiqyU4PkxSI4dQYtMtIk/ZIftWgZ8HCwLkbrIBRGNSzHxudRSfEHiEdq8Xi8UtHiE4mDahMxHHw+D9FwOUF/kuwrPnN8Lz79dht3XX8u8+Z9ibdVFi+9upR5T92OqkRkCFEvopVRR8Lq7z1QxPbcPCn50lWdUYP7yFCl8SG4UEtUTiIOl972BOddMJoflq2hvNZkyMiBDGufdnS74LIf33HLXIlRGCKe21lczd4t+zl19ABJQVx05gkYto8PFi7l7c+XE0lLp0vrEHpdnNyiEqoq46hxQw71MVUDy1Dx6iblEUgLODihAERitGzShAMRhU7ZAbLaNqO6oJh9B/IY3L4Xd1w9UV7sxd+upXObZrRqnkm1Eefse+Zww7kDuffvs/n89VvRHD+OGeVvz73BR0t38MGzt/H+N+uYNvZYXnr/OxQniSvP6CWJ6xc/X8r0ccP4fOk6Th3Tiy9X5OLVDJJTU+nRJoMDBVU0zUqhJhwnRShlPbr8e2ogRFFZGSlNmtE5M4lL739SUjI3Xz6RhYu+J5iTzXMvfcP852+WXKmmiupQPWXlyB5nHZMPFy7hzU+WoGtxkn0hnn/kJnRFKGzq2QR3wgNEMW0Pl900iwsuGMXyb1ZTWR1l6LihDOvQ5LcDQBHDxB2HXcU17N9WwPQzR3LShfeheIPURML0H9mHdtnJsuTlmBavz/mC2X+5iuXbSzl3WCdJuVi6B0X0fqgqFh40K4qqO7J5+4tVuaSm6syc8yXj+vYCv43X9lFrVbNo8UGceB0Fe7eycd6zoESJxnz89fX3aKo5TJswipaZmVI8GtUN7nv8RbaEFe45exxX3vM6/7h3Buf+ZQ5EDD5+9AJicYdzH/+UV646heufn8sdl5/AQ899SpNQgEByMlPH9WLxxiIGdMxkb2ENGckqtZYPwwhLC7pi/XZOHNKDLi0zmHHve/Ru5ufua85h3uJlZORk8+Qz33DBqcdjaW6s65Kp7jgRR5Lawg6KGNhG0R1UR7Q3CIlaIv5LlJ1EBcglpx0WL1/FjHPHsuKbNVTWRCQAh7b7DQFQnDzRK7a7pJb920o447SRFBRXMPO9r2jWLglB8Hs9FlUxnWSvw8rFG5lxxhgmDe3D9n2lFFWV07NNa1JDPqkOiQU1lLCP/Qd3E8ahV5tsth0s4f6nPqD9gBw8Hh3FjGEZGt5QgLpykxM7tKE2XktxRR0ffbWaQT07sLe2jnh5jGfvvxDR5h43FB6Z9TSEEqQJAAAgAElEQVTLK03eu/F0Lr7rbV68ZypTbnoRXUvi3ZnnYphw3n3v8cEdM7jikdd58k9ncv8zc0lJTyUrlMTk8b1Ys7mMdm2TqaxySPXG8HhTOFhZSU6rdNZtLKRvz9akBL2c9df3OCZN594/Xsqni76gOpgJ5bmUFglpv8COiH0TQ28EFSUmhCleWb4TjfO66sNRDBwrhKNGGvW7CIpLQROtCKpKy3bpNMtpy8pv11IdNhkhkpAcoS20jt4sWMSAMkaW49HEOA6FXSVV7F6/n45dupAbqWXWU+/TvF1T2qX5CWoKUcdL0YECjKQkZkwaymm9e2OZBqYtwLaP2rhCQSyKTwT0HosB3bohWpFMTWN/wUGeff97vl26jJP6dsFUdQwrxq4qg7ziMhY9cCEH8uPc8dxcRp3ah8EtM9hZbTJ/+Tomds7m9BOHEIvZPPLyW6wqsnj31olccMtb/OOhc5h49ZOo3jQ+eOR8bMKcdc8c3r3vPK6+700ev3kSDz7/OanJSaQ1TeWsscezdPNB+nXM4kBZLWkBDyYa4Zo6slsGWbWugMF9WuP1B7jk3rdol5nO1CnD2bNuH/5OTXjl8a+Y/dwViBpi/RDY+qKQKKeJs2k6MRmvIjoHPRZ+PQXFcttTGw5VIW7bMjm54e5nOeeiCaz8YiUVYYMxpwynf6v6LPgo5QHrASisnwCgIFh3lQoXXMIZp47GMSvJr4zzyMdzuWnSGDL8ISKYrFqzjcX7ahnVuyMn9mqPYQVZvXUnHk0ju3lT9hWV07Z5BnkHS4jGYhzXpS1JKX5278vn7aVrKdyxjwf/eDqGIjrmDB757Hv6tunI+N7tefT5t1lVXMslU0chmvBemruWVi2SiRZXMqrvMZw8tD93zXqRLcVxHr5sPBff8wav3Hsm0254EdJSmfvXC6g0LC6961Vevvs8bnrgHR688RwefGEO3qBO87RMxozqzI+bK+nZzk9pqYM3JYZlJhOtqSAzO5O8nbn06t6TpFQPtzz7Id2bpXHH+WewcPUqQi2yef65r5n/wp/d7FeovxOwEhbRxkJTLR5/dR5/e0bc4CoZXg8bl76NRxOJW/2jFWKWiUj+bM3iqhtnccrZw9mybDWVEeg/fBAjOqdIduvorYQkLKA79080V8Ou8lp2rTvAxPFDKI3U4dgRHvx4PU1qSqTUSDD9QhQ6d9lO7r37PM4ccDx786vIztBRPaqU2tt4ZVYrSFnFUjhQVk1OVjL7iiqZdP0sxnZLQhddX0oqCrUYrVozolkqx/fqyvoNW/lwSxnd2qcxqEMzquuilFRH+WLejyQnpfDgTZN5/KW3cIRcSUvCjtehOmJIkOjzSJaz/QrzN6CoyWQ16wJWlFgQvGEhbTLwigZ1kX16PahihJxHfiFMnw89Gpej5LBjeJ0mRPW4JInLwjVMO+0kdm3fhtMmi7ee+4zXH74NTRej4RJNRXLEhpBUJWRUpiDNhcVz+499umiKSpDxiXqRrYlxdnEZL9/84GxmnDmQld+uobwmzvCThzCkTfpvCYCKKEKwq6Ka/VuLOOPUMTiWRWlNBZOvf4DPHr+TpKSA7IaznRhX3P8KfQf14pLxw+V8ZtGULat5ho2j6/LOFo3VJsloSjU1tsnSVZt54ZPFvHP75Si6X8ZJjmlw4e1/57yJ4xkzqD93PPQsPY7vxPw1eah1EaLxOCccm8MJg3vy3Ptruf/Gyfz9yTdo17GdbEsW8VV9RUa0ZwbsCAd3z5XTuOqqLcJeFa25B80XJKfpKehxE8vjoBleNE8YMx7A0Q23gKGLspiKbURQvH75d12Nsmb9dm6/+gI5Bq4m2cIsr8OoiMjEQkxGcEUborgokg6bmMjDxeRVDJdb1PzYApxS4lHPBYrBMuJ8hqUkoXmL5iiZmeSt20p5WGfAyP6MPCb56AZgqZiSn5h8Kkx9XFHYWVrD3s35TJ84RuZx5UUHmb3gK64952xsJSgmwRC3ajn9ur/z1xsu4budO2mWmUl1bS1NU4PUGipatIq414dX1+U4Dz0eI7eqliHtO/DYOwt4756L0PUUVE1ME7D5+POv0EJJnDxiIJ9+uZTFS1dx9YxBWE4QRQmzvyjMgmV7+PuN0zA1H4/Oepvb/zQDxdKxHTGfRmfdumXUFi+le8sMCvbupGlSEtt37qNphzYsXrOakkCQOy+fLceDOLrmxmNSzyimd4limrixrIaYToxZk2DUHW68+yUevO1SVm3YSUFRBYoY6yonINRnweK5wo0YKKpHehM5Mycx/sOdmFU/IaxRPVj8XBMiDhXFI8bgaXTLaco7n37N0DED6ZuTJIF91LpgqQdMcIDCDccUlV3FVeRtK2DKhIE4ngCFBcXkl+ynd/eeKD4PqrjotkNpRRUbtuXy47a9LPtxM1dOG8fzc76SQtNJJxzH8rUHqCqrJhQwOWHEQF7/9DuuPnMc7Vs0oWfPdu5cQbw4pklR4S7W7y5l7JDBlJcV8NAHX1AcNhAjrcSEALu2knRPUx69+Szi4SiPvPwO554xClVJkWPjSvauIytpKx37jEWk6zu/fJNWpkGNolMVsQgGmzN7Zy5nnPoXWbsWmaqmKziGcI+HqweE6kcSxgnS2DYMnnvnC26/7ix8YqSbcNGJIyIHXgZJJoKl+aXVk6P/ExXww1hnCdZ6UUbiEUfos3bmF9GtZXNuefxdRozpy4C2or/kaAbgj7MbcjKxH8PWNTlbZf/OMqZNHCVa0CgtKWHPvu04STn849UF2B7R7WbgFTVb0Tmm+4jUxgl5HOxQECtqEq+LEPA7ctqUUhfGDtfJSaOCqBa0RK3hwZuShFZbwZiR/RnaJcTG/XWMGzYI26pj3ZZiHntzHlXRiIzTzjptMGeNGYLi8cgpcfv2FpJXHEGxaqUbT634jGP7DsTwd0UJWET2f0F85wbZOCUmoceqvGzWUgi2Ppli0Y4pOcU4itg1cqQUvKGY5ipUDEelXYtmtG2Viq160Ou5vESLqBi47ug+PLLsLXal/EJPiKQcGteG3fgwoR+itLKIzIwW3Pngsxw3YggjOh3lFrC+FCezYAViGORWm3w6dxXDBxzLiO7ZVBQX8uOBYsJ1ESb07UadZZFbZZCVbNI0FMSJ63y5r4BBrZsTTIwQnLttLyd1aefOhVZg7vp9nHZsKxzFhxOOsCyvmLHtW8iLtf7AAQoPFOFPasKJA46nxo4TEFbPiMpSnqBqKqorSG2Sjh61sHUflmbhi0ewfSH25n5BVkYamTkdqDXicqyZx4niFOZRvGUtnliUgr1VeDI70WL42dRGYySnJuNYMUzTQveIZOiQrfIIt9xIwyLlaGJaoKrgd2yMRvVcU8zERkVMzBHKSV0V7vyfK6IPe6OETLex0Le2LkxGUgp3PDabYSeNYHA7dxLFUe2CGxTRIkhWFXLLa9ny427OP2uC1KKVlJYz+sqZvPHI+bRM8uElyObyYponhUgKePEpGsv2FHB8TrrbxKR6mb9lPycIMaVwWYrGws37mdC9BablEEVj5Z4SRnZoimXbsqHo3Htf5aZzJnLK4L5SXaKYblwnSmqC1pBFfl3EXaLpxI0ZhIZOtLWvWzibfqMGQfM06qoq8KshFF8SNRU1pFq1fPf+G+i2n6DeFKfbALoe31viTZTQKivKSU1NO8JTHhLWikpZXMwpVfTECDV3vFH9Ud9aIOAnWgU0mXz9kiLanakjY08B68NU5CI0cCF6x0OvMHDMQAa2D6KhHr1E9OGSfDWRhFSyYvFarr3kTHmSykrKuPH1Jcw8bwDBJB8RC+qqwiQFNYIe8W+bHfnldGmRhE8PEjMNluzIZ3jnDPxKQEq8vt6Rx+guLfA4usy01+4v5fj2mRiKgz9u85fPvmdk+9aMHTgARa9DF3GmHKGb2Coiy10e2ZAkuEZTBPSCEtIUfvhqEdHSMrzHtKB/zx74vA7Llq5hzvyVPP2PV9j9+vMs/uhT+vTqRqxrH/oOGZAYnWETDUfxBYOHk8ONB4/LPMPEsd2xa4qmoze2jgKJUvDjyJEhcsiQ+s8BWG9ZxWupuo4ixrbWm1/pi90p1vc8/haDxg5kcPskuSLiqNUDNgag+KLi6+8uq2X7xoPMOH2MPPllRRX8dd4SzhnWmZyspuhxnS1lBWSGfKSlpaKaCt/tOsDxORl4Az4xWJAvt+xnXLdsSdKahsPirflM6Jkj7/C6SJwV+0o4oXNzGaOV18Z4dfk6BjfPYdixvfjw2+9I93nkxZbEpKIwdmQfhOZEUeKyHXR37j7at20rM9GPX3sLW8R1449l7LCBOJVlKH4/D818lRnTzqF69Wq6d+vOjvUrqWnWkWP79U4MWBL1WtH5d8RAzPqSRsI6WWK4uq6xedt2unTugqfRHruGnEJOzm9ErzTYyMZyaDBNE1X3EIkJ2scmGDwcrLJ27Cjc9dibDBw9gEHtQ78dAMrxFAKAJdXs2VLM9Eknyv7e8uJa7v30Y24cO4SUVK+cB5hXWUZGclBKm0Qct/pACb1zsvA4Brbq46vtBxkpLJ5oNFJ8LNyax0k9WqKaceKOxsr9pQxr3wxLNeWM6Me+2cqw9Cw+XLyN6y4bhlfxYgtrp+rEDZi74GtuvPIcvKpQ3Xioqy0nGEqWturpmU9z2Qkn4+/biki4gECySjwWBdNLfH8hSpVJnSeLuYu/5LyrLkMXvaPS1Wk4YrmO3PVx6KgfgiR+IuO/BIUSrq0llJwEh/U7u/JS8TryReXulEZJiDsFvSGmFP8SDILUiAvVTCNrKT+HSGJUlTv+/qq0gAPaBY5+F1xPw4gb21IVdlWISshepkwYJnsUqksrmfXNCq4Z35+AmFdieTlYVUlWsuDoTDyal9W5xRyb00TSDJruY9GmXMZ2ayktlKr7+HxDLif2aOnOdkFlVW4JA9plyksj2i0fXbiKnl6VmJLMeZOHoxhiXmAAlGoUx88Tsz/hnPGDSPaL+QkmJRW1pGeIKoFNPBLjo5fmcuF156B46tiTv53W2W2I1zrECsuZ/8lyNuTVcedfLsLjcUEn+jAk9yZiyfp1DQ2BXaNOtfpCuUwy5DMOn5MtGsdFT7KQ5EsrKGLTxAsJMYJUhYs0RYBeSPYP513qB5S4Xtht1RI31f1Pv8eo8cPp0zYob/CjVhF9OA+oSJ5+R2kleduLOev0MdJllheV8tC8r5nUtxPtWzdFtzQ2HMwjzeehZbMsRDP1kp376dkynYxkP4alMn/TAcZ1zybJoxKO28zbdJBTj8vBhyXXKny7o4gJx7ZBc0yKa8O8s2IfXUIKlRGdiyaNkamHYhiYXrH6S+HRdxdyxcRxhAJBd5KqGI6euKCyu85WicUNub7L71Mp+XQRyV26obfPwbQsgn4xltc9RBlOKFBEW6kqxKBHgOLIgVaHltIcnqu4kDm0VkxWdep7oRsk+YlmI8FnqmKccePuwMPl+q4FFBMlvNz68BsMHDWAIe1Fz8lRPKK3MQDFDD5TgZ3ltexZv4+pJw+VCuKqknJmfbOSy8YMIugXK1Y18mqryQwl4Zf8jYc1B0s5tlUGuh1H1fws2lHA2GOao1oxHM3Pgq1FjO+ahWbFiTkaq/Oq6ZuTiseKE1U0nvp2Cz3kPMYQ004dRqSmSk7pX18eZ0CbTGa++wnnjR1AckjERKbIP6RrU8V4ENkc5YJDlOIq8vaTsr+QAjNM62HDExf9UJwXt2y8mqhWuDGg6OVrTMO4Exgaccm/sJ9VVD/EZ5CEecLiyZpeQw+1iDE1YoYpwwlRjGv8Xo37pGXntNwmoHLPM3MYNmoQgzsmHd0zohsDUCSWQo61o6yKA1sKXQuoqpQVlfC3z77kxhP7EhAjem2dkupyMgQYRO3UUdl4oJQeLdNcN4PG0u15DO/S3K1AqRpfbz3AmK4tEQG9SEzW7i2hX7um0nIJ0D+2cB09UzzURBQumDqOVRty6drUx7pKi5Gdsnj6gy84f8JIQsGQW7oSm5sakyGy7qxASEEpP8D+FRtpNeh4IklJ+MI+tMTYUuHecg/spVXrFnK8uojH1J9krb9+tEY8bsj1DWJTgEyIVU2qXw59NEveIAcP5pPdIhtNDEhvTL002ggg4s09hfm0y27FHY+8wsgxA+jb7jcAQBF36LYu7z7TgZ2l1ezbXMBZp4+SMY3gAf/+6Vec1rcLXbOb4FcUluwrIzvFR05qEqpu8tWWMo5tk0qaPyBXaC1cX8SYHi1ks7qYkvXFunxO7tMay3SoMQ1W7SrnhO7NpPvbX2Mwd8UWOoe8VMZ9XD55dIJzExfPlbw/+8ECzh4/mFAwKOM3tXGgLy2YLekffyCMWVuJU1qH2iKD2oBG6b5a2jVr43aqCQu/Zy9t27WXdIplCCL68JnO7t6PxknJT11v/U9i8Thx0yIpEJDuv2FzZn11wxGbOG3yDuTRqmUrdE2EAo0z40YtnMC2fXvp0qEjtz/4IiPHDaRvu+Sj3wIKYlTybnJWqSJpmD0bDzDt1KHyUpSVVTLrq5VcNaYHST4Plh3iYFU+LVOSpXsRk0x/OHiQ3i0zsC2VkO7h8x17Gdk5G8tQCHp0Pt+Wy+gurXAMFY+u8OP+Qvq0zcQRdTVF4bnFa+jg0SmJebhq6kg80irVWyKVWe99zDknDMIfDMpasF/QPQ2/F8E+fPrx6+zM3cRV51zM+uU/0um4rrw570O6dOrF0MGnkJwYHGmK2S8CLGJTZjiMPyCSqcZm6ZdKaYePuZEjS0TmK2rKCa1zQyWufjKEWGVr2VKm5tZL6r9X4+zbfX9bFbJ+lXueepeBI/oxrONvDoAqO0qFGEEkIaOxVC/lBft4YN5i/nDaaNLUuJwCv686RsugD1WPy5nPa/aUcGyrLFAjeHU/CzceZPgxLeW0efHvBRvyGdm9FYoTwaN6+SG3gn7t0/FYYgedh6e/WE3XkI/8GodrzxqHJvonGmIvlWc/WcjZ4wbjDwWI19WRFExu7IApK9vL0y/cw8AuvRl5/DCWrV5Bv2N6sGLbRiqcOFMmXSwnHwhrKvabaLoq95bUVVeRkpp5xAaoxjHcESFbYs5NQ8Is4zZ3aaNMQqR9cy1q/YAmUbURkx/kuLUj2tQT67rdx0t4xhD7n2599E0GjRzA4Pbeo9wC/jhblobEsG5R1RQUyZ7yGnas3UfXPt3YX1JFpyZ+3vx+NaN6daJP2ywCDizcXURmkk7PZmJ0WZi5m0vpnZNCdrKgYsJ8uC6fk3q2IOhJJmzUMH9jPpN750jwFdbUsGxnCZOPbYWmqWwrj7Bw1TbaeW2Ka1VuOO90FEH+itUNirvC9YUPFnD6oB4EUoJyIKawvA0gEAxHcg3vv/40U3qPxedL4bm3X+eKM87FTPHx/vcLOWfGxVTVevFG3Zk0biFMZMJxdJGQHBaYCTVMozBOTmNH6hJ9Xu/h28rkwwRXKOYlutvWjXhcCi/cZT62DIuFVZMEi6zouFygK6Y+LCCUtJdIjO5/Zg6jxw/n+KOdhvmJJB/YU1bD3q1FTD1tlFxBIHi2v32wkBtP74fPo6EYKkWiaC4WEXoUOTtwfX4pPVs0letLRdvhF1sLGXVMM3y6g215mbf5AOO6ZeFXxQQuL8v3ljCobYacpqDZOg8u+pHjUwKU1epcOX0Me/cfICkUZGtBDSO6tOSZOcuYcVI/UkPJ7n5s2QPkzq2pUQp5eOafaNM6nVP7jcUTTOLlD97h0jPO4bHnn8GTkcytf7iTqBFAs5rgawReF2aHg+DIYRqSnXNUDhYU0Cq7xU8eLUBXfwh45xUcpHWr1rJU6DLe7uvXW0S5JkJy0bb7WRqDXSx1VDTu+LuoBQ84+mvBjQEorIBokMmtDJO7pZApE4YQM+PUllfw2BcruXx8H7kXQxTH95dX0TQ1gE9sn1S9/Li/mF7ZmWhKBFXzsmhTAaN7tkQ3Iyh6kM825jO+W3M8jpCf+1i+p4QhHbLklHziGg98tZY+IZ2KGp3Lp4+jMK8Ab9DHjzsOMmFAF559bwnTT+hDksiChZ1OUCVip7GeVsaLrzyAL2RDtUFNJAYZQXymIIZVyktr+NO19+DE/cRtHx4j+YjB4Uc2ix/+b0lA6xrxSASvx/PLk18dm1g8KrcBuBUR1+LVg1C2a4q1ZXExANlGE0qcw/J5MdlT1ILfZNCYgQw62mvBhwFQ9gXb7KmokwCcdtJgLN2hrLKOWfO/Yfgx2fTp2ElKj5bu3EG630/HNtmops2Cjbkc1yqD7PRk4vE4H248yMSeOXiDGnV1BvPX5zGlbwdpAfeXV/P17iLO7tcV3eOwK7+Yt9YcYECan8IKm2vPGi1VyqYTxVaa4DOreOq9JZx3ykBpFcVmJle97IC/huVrP2bjui9RAqLBPCTBWasJrtBCSAd0JY3pZ16B1wqiaz6iRlM8h2XRR2S5DbveElJxGbkldHv1o0b+aZ7slu7qJ4NJ61hv4RoyY3ezpiTSE0aykcOXrvrumW9ICzi4w1EuRjjMBQsiWlXZUVLJvq2FTJ9yEqYdp6J8P4/OX8HlYwcS0hT8Hp3cigqyU5qgifULXo1Veys5rnUGjh1F8+osXJ/H+J45UkyKL8D89fs58dgcMCOYio8Vu0oY2iUTy4mhWCpPfr2Zbkl+yquiXHrmOBzLg6rZGKaDphk8Ped7zj+lP8n+gKRhxCAlwxZN7yU89vxtpKTYmP4YalxBtxw5JtfWRXYvIqoM2nQcxLiBY3BicYx4UEzcwyvpF7d8dpgfFFxlvc+sR4ZIJGS4J5KjI1y2rL1JwlPGgzLjrZ+WIF1tome4wdvXW1gx6k4kPI3gJzJqKccSteD+DGgXOrprwY0BKGrBMU0lV/CAa3dyyomD0DSdefNX8NqGbTx52elkpniwDS97Kwslu79uW7HUA24vLKVLsxQZ/4kejZ1FtXRoliS1c6ZjsaO4hs7NUlE0P5kZyRDU6JPTlJAewDBiXD/7B1oadTRJCZKSlIQaCmFGYng9KhHbYsO2fJ66/nTicm9XEo4RwTZrSU3XefjFu0hPt6lTxVhdn5zcL+YqyxWuJmh2E9p1HsbY3sOlDk+1fGzLraRFVgs8Ph3LjDeMJxFQEPGlxE1i5+9PIsRGPxAcoI2GXGWtKHgcW25ekq8jaRh3tPGhrLlRlSUhdpC4TrxXWVUVzdOyuPOJNxh+4ggGtQtJTvSolWMd6YLF1skdhZXk76rk1NNG8NdZczhvXD886X7+8cZ8WqRDYaUf0zZo1zadqWN7Y6heKcMXsiax4Fp0iQluUCwfFDGPasVxPH7R/YGpq+zenc+chSvxhlLITnGoralmaP+BHNMuhyde/5DzJo2iaXqqtDSqGcHyJqGEK0nLai5ncImeD8Ev1lXtYOXOjXy/7nPSm8YJeCxs0yczZ0FMy8WIqoVheOmQdRwnD5lEuLwSqqJUmGlkduuImMIsrWBjl3qIpnN/eth868PLdmJrk9hV5/j1Bqm+lHgl3O3P7+s6LMVOxIiuoSyrKqJpeha3P/QKfYb3ZWQncR5+MwAUglSHPaW1LPtmK33698JvhRlwbDd0n4c9B4qJRGpJ9nr5ZOk2VKUOAy95eXmsKyhDiwvXY0uhpUjz4pqGLuI1RRCxJif07YGuqmhigJESomfHDNq2zmHB0lVcecYoomqI2vIq9uTu5LhjcjBsHY/XgxkPs+NgBd1zWkhdScyEcP5e0rUIn21bx/c7v6FjpzTMeEWij0iU+4R6WlggMXA8ROV+g2tmXIcWjqAbXr5Zu59hE8e7hLTwhI34uXoaur4ektjqeijTbYSfqCHkZ16SbAtL9+KVljexoCcxnvgXSskNSXj9e+0vLqFD85bc8cRsho8Viuiko9sCirZM4a7qS1vimu0uqWTTqr1MmziGZ9+cz5XniMXQDs+8v5iv1q+maUoTOnXtjNerUBFHDvbR8GNaBgG/4L6E1k2MZhNttu66rqjoFbYUzFgMxWcTjlns2ldCpKCaY7KbcvdVk6UlePeTLzh5xFCaZ2W4jeeCnRQWzYrJXb9i6lRMZLnV1Xhr9nPf3Peo1CIEAwZpaR48moCSic+nS+4tEjUpKKzDMZIIl0RolhIk5MnC0TK56carqamqJEVwlz8hVw79SJTSBBspwCqnIPxULiPbMU1DVDsUFNXnvtohGWAjF5zoiktQSLKbuJH4wRY3MA53znyDASP7MahdUNaXj1oXLMQI9aU4RxWjxWBHSRVrl23mqsvP4PSLHqQmLU6WHaJ7rw7YIZ1w3CDJG6BpagjNsqWMX6iV6wwTr18QxG45yd1IIHg/2x0gFRdkrYKjaXg9btkvHnOw4haL1m2nqRNn2/o81n00090U2XCh3cyynveLRaN4fQGK87bz8BvPoYhdHWYUTXXDAAFBcROILZ4qXsrDMUJJadIihnxBYnUhHrnxz3h1hdq6WpKTUxq60hpVyRLuV0gaLUmdiJtKSLjkIqTD1DLu9zQNA01MRfilBT1qfeUksUOvMfRlJUUQ1yp3PvwP+g7rx9BOybLPJL3PUbox/TAAirVQtsOuijrW/7CdC6eOJWJF+eOTH8hVrT9uq2Z0j0w5z1mscvh8zQY0LRWMcuKGIJRF8457RiXrb4mT7Ub04iYX5a9QcpBOXVujecVuDoOasAeP2EkcMwjnFzHzmqlykqrf65WW4FAbrXth5MoRAUZVZff+fbzy3isYWi3+YIi44Rb+FTFvRqhSLIuA7iFuxqQ1NmNRkoOtmTDkBI7r3jWxNkIwPod8qtyFcqQ1lKU02Ll3Hx3atpNWvZFJkxyfq1uVtZWfPr9RfCl3pygqdUZctlz5RIN8w9u7imjx9vfNeptBIwczpKMQe/xWAKhaUry5p7yW3B1iRvRYTKeG0rIy5i5YT8seLdlVVEzYVEjSPPTu0Jo1323iotMH4U8Rbkwo6xKXL7HUpr72KZp6cC2iVUAAACAASURBVHSKK8N8+8M6OV8mruiI/Urid45qMaz3MWQ3z4CYgccbahieLu2LvHAC3DJga7ho4oLe+8QsV9cXqQKtljhxwqaDUxunaWpTuSzbiNh07NqFS8+aIW8SwdO54zQO1ZwPbWU/nBeUoAZqqqtJSk2VWfJhAKynbKQiOjEp4fCXOPRwcV5EvCi8gqriEWFGI1rHdkxUTZNJSN8h/Rh6zG/IAgo1jDjVeyrr2LpqD5MnDEEnxr3Pf87Fk4dTqvpZtWkXqs8kpAUZ2q0FS5dtYd367Vhe0YxkuAJRORNFVJp0HF3h4jOOp1tOjpygKi+6rN2Lepq42cUGc3ERfDjCCioB2YeS5JFjphr6NcSyFhmoi34OqWQ5vO/CsODeO9/EiUaxvV7uuHs6d9zzAsmiRVJROOW0wfQb0D0RlrnlLrlmQtwJCTAeQkmjbUYik5bxg0Z+YSHNW4jOvkRpLaHHEQMmLSEbEyM/RNbfsAnUvSXlJ5VcoKCkbDyqRlSA0LIJCNNcf0gr6r72/c++z7DRQxjQISQBmX78b8AF24rYbK6wq8xVw0ybOJLSmmq+WfYdPY7pTZvmAXx6iHC8Dp8mhi6azP7kO8aP6IbHI2SAYkhPgtYQ01LFnBUtzozr5zNv9h/R5T6uRL+FE6e8JsZdM9+goCbMOScP5tTx/d2ddGKllh1oiPvk5FUxvU9xWyMFBpEz+OoPd+rVHTc9RyDso8ayuO/JS1mxbCuLZn+L5lE5cfpABg87Tj5BSp4SYgB3l+8RAtRGi2bqhyaIBETMjxEb1+X7J3g7V5KfmPki15yJ1zukLxQaS8dxF/q4e1FEVi4SK6HmbliEdijDFt9T83DrY29x/ODjGdnRJ3uS0/tO+yc29f/7H/+vr+pqSEKwZMOhSEL2by3kzNNHUV5ZwIoVm+nUuTPt2jZDtz3U1VXhD6XIbPOdeT9w4uA2iElrQknjNvqIzjCkUliMqjjrpg9Y+NKVKLY/EV2JJMHmvmc/5N5rprJ9TxG3PP4+F00ZyoThnUEMJHKp4IYQXRhMxRR9Fe7oM5EwNT4EF/fDim18+fpySVzf+8yVfLdsA9/OWSU5y8mXjOa44zvLp4hliqIlUiY6crqVq1ipzyzcLrjG8K7nCV332uAyE9gVYJKLZhI7kY/8bBL0ghUQOb1cS6aI3gP5WqpE86H3s+WoEIe7Z82m74DjGNFV8IAaGX2PZgv4/9q78vAo6mx7qvdOJySQQEhYEiQJEBaVJQoJEASREdxRQd574zLPdZxxfeqAKK6AAuKGKIKgwCDjuIyjMooKIiKgKELIThZCIFsnnaTTW1W9795fdXd1BxDf5/P7Jlp/zEi6u3qpW3c99xy6Z6mBTD0sVeVRXFVBLWbOmITW9nps3/M9sgeOwIB0AhuY4W5vgt0SyxRt69/fixl5/eH0Uh3s4f1Zwr4RQpT2LhIcCi6/Zz3ee2UubPSj02FQ4Qv4sfDFTXjwz1ch4FVw24JXUNnsxKbFdyHeFssGRheVwJ5kageLijF0yBCo/oDYweBemw6FogJuTwCP3fYyTBYb5j9/HYfpebetgsFowqPLr2WaD7oDSg9XIC09TSyYM5+cDg6oLRZFGqBmXCRFplGYBB/3+LzwygribDbxGFXBUXvD1FmoOVKLfn0IH6nAr6osnigkyrTvobnagsOHMXTwIMxdtAr5E8/BmExiSO3KS0nUB2S/JfIXCjOl9cSQegxXXjIJrkYnCg4U49m3vsHaJb+HxRSLDlcDLI7u8Puacd+iv+Kxu2bg64oWZCY6hMK3ibIgGdtKGzE9Ox5X/M9b+GzVX3TLQUauTB95fhP+csNlkCwKjta58NCazbhlxkSMGzWK7UtUu0KHrpIgTr2TQ7mfYLQK90JkJUCiTnjsT6sgyyY8/Ny1MJsNmHvzSgQkAxat+G/O0eglVTVH0Se1D2/WEcxKeKGwB+wckrXSPlhfEGZPe2ufP8D6ekTERltvnJtGsG1RVJFw/HgdUpJ7iR5i6HF9wSJOWN1Qj9ReSXhw6WsYPyEHOWfEdm0PSKM4hhtxZSCIhMoaWlH6fRUunZqLuuZ6VNUehc0cj2qnCxePz0N14xH0TeyJZ9f/C9PHDURyr24oONaAkWnp8MEBm9EHkyUGO0tKUVRbjw2r38U/SFODiRyFfBcxBCx+fQvm33Q5Mx343G2Y8/hq3HlJPsYMy+LGt34i1ubzIMZi5UUiKqFp3hx5CI69Zx57Cy1NHsxfcjVHuqUPvQ1Xmx8PLp4pPCCAdp8fdmsMVCXASpTkIfWN6OhGM8tY6Pt+Qcw9S9IKHT3KCESI5SCv+2i0FWeCu8MDO+Up/Jg+fQhKmYmXMPWIyYxHX3oLeZNyMY6KkK6cA+oNkFIfPxFUHm9GTUk9rr50KupaG1F8sAjZffujvPYI3vjHXiiJqVCaKjEpdygmDktFwBKDsioXRp+RytSyMQkOltNyxCXgna/2YNWKv+OzN55iw6FygphUA/4OLFjzER65dgq8igqPrx23LN2I2y+bjLFnny3Ie7Scii6Yn3TqOP/TrnYEzZkKhahwJRWPP7AWbU4vnnjxVvZ4T973GhqcHVi84uaQAdLExsh6dwpPQuISiJxIN1+jdQC9dUegZcJ9vmD5Qu/NO7/s3ci49DslCqc2ikbJIYqUiLNH5psS5bkG3P/0WuTkjsGErF+VATIPFcoaXCj94QhmTZ+AOlc9KspqkTW0F8wBCZs/PwCvzYokRcGo4WcgNtYCq9GMnaX1SO/dGxlJCah1dcBhsyDeYcI7X32LFS+/jw9ffoBhRXT5yFN0ePx4cs17uPLCXGQP7A1vWzuuX/Ia/njRRIwdMUzwEGiTEMqVqKLmNN5ggkrigCyQGL6QFILpNcsefgvuZgVzl87mxveyh99EY7Mbjyz9PVedXBAoBOmXeIfY525lb6iHI3DzPOLQvFTwhghRHwhbonYKsaIKrx1uHwWjuiIHIPEIj+4pDagQqq+iCh4qkCQVC57dgInnjcNongV34So4Ag9IUHEKwRok/8rp+ag6VoOqmloMy+yJurpWeOQO1LkVtNQ1YeyITMTE0MSCQqKCXUdakBzXjS8GJXHtPhkVdbV4bfW/sOXVBSSIjoDkx7pNH6O6tpY5Y8acNQQlZVWYMjYbj6zbhNsvn4YRw4cjyRoZFvUbcGR35Udq0C8lhfMjSuyDHAMLF6xGY60TT75wDxcyj81bCWdbO5Y/c3dnwW0tFEZhYSJCJJksmT5BBCurqpDev3/kJCSUOwqLov8tqjiMjAHEjUh/otZMuKLnc1Go9vvZw9sswXaSuDnI+Om/5j29Djn5ORiX4WCZry7bB+yMiCatODcqaCtu+kTUNtai/HAlhg9MQ1ldDQpqW9G3ZzJ2HyrGNXnDmfIiSO5DoqWqn1hHCY8nyLvJa826dy0+XjOf2w53PL4S9/7nReiX3g/w0yaZAg9MePPdT7Dui6/x0JVTMWb02bAwi8BJDglwtTYgJjaR8zyjoo3CACx+6kV0uN14YO6dMJmMWPDEcviNKp64/87wyaL5WaLbgFFvzG0ZSUVrSwtiu5Fy0clDKIlMtzTWI757IjevRTDXVeuUA9ICE6kIqICZqYC1xjYxK4B+ReChJeswavwYjMuKg8nYhUdx0QYYgIoyZztK9lfjiqk5qGtswJE6J4Zk9QIUIzZ9+A3a2jxISUrAjEnZ4q6l0CRJ8Gq7sRT6CMlsIBcg+3DVXavx4SvzIHu9WPTq29heegQTz8rGHXOmclX96Y492PrFLmz7vhhP3/tfOGfoIBjN1NY5yaECTa3tSIyN4XEWUcgFaXHvf3IResQm4d7br2Ov9cSzy2GwWTD3xttCJ+Pz6sJsNLil09objc0kE5pbXOjRrVsEeFWcVJ8/AvUu2peJD4VkvYelaRAP9gJevnkkUxQ9G/UGDQY8+pyYBY/NdDAouMuCEToZIPXJGlpQWViP2ZeehzpnAw4VFuPMQelQCP1rlGAmuBWBMJnYh+YAguJi3e5yXjMk30V0F/Qco0XBptc+xWdrn4Bq8uFf23djX8F3eOuro0iKtUM22NA/JQGHDpXhxmlDkUUEkqOyYPWGvdqJzJAmHwCtUwqwA4dKRcXDS5Zh3p9v5+kH/fXZVStwfv55GJ4pbha+Ydgj0acOQgeiTT38bz4vo2EICKExaUUAVCNfKyYfYjJC7RZhfGF4A1fUxKhFuaCRSJbCJkyrBqw7Qf3LxWswanwO8rK6eAiOYMci6hxFRaWzDYf2VeDSabk89Sg7XIPM7D68a8HhlZXBSd1cJY1l7rMdOeZBUq+e6O5tAGK6wxbXkxVCNu7YjbUrt+CDV+4hJB+27jqAczOSsXjzF8joHYMvvi5HTnYy/vpVNV6+80I4vUacMywdihIZgj1yADYjyXopsFqsmgiOdvGjVjoE/CbKbHX/9smimU3IeYOVWPqpPRR+frQ5nuJUgj+QqE0kkougAssAPzHwk/wWCfYYSIbCztMYE/UPifPaBx5dcqOdQrHsg6vDj/h4M3w+CRarhPlPb0b+RRMwNk2wNnRdPKCOJZ+uAmUg5aQTUtSAWRdNgNNZh4JDhzE4O4VVkkQrhQyQVV2gGDwwBCzYXdWCKcPOgPf4UdisCTD07E4wA7zz5Q6sfHkHPl13P9M7k6j0wpf+hutmTsbwIb3w1Ir3UNvqwcK7Z2Pbjv2YNv5cGMwEu4/UGS+uPIIBaX1gpAJH9glo/qmOExeybGgVR2rRp29vnkbIcgCmiKa2HocYcpknKor5b0RORCNuXtfkGbIXKumEKH4osh8tPgnxdosQX+Ibg/qVXn6uSiKG8ODmB1bxYysW/AeOtziRlpSGecvWIGfSSOSld+/aBhgSrKYxEgnnkV5wQxsqDtRg9mXnwdlUj6KiCmRlpzD4VG+ACvXLDAQSsGBvZQMmZGXC23AM9phukJLiocgy3v16D1545XN8+sp98KukDk6E4x1QiXxS8eO51e/AFmPB9ddcBgspZ1Liro3gwrNZ4MvCCuQO6guFpCE0bujTNUBhi+G29r7yagwb0A9mA/XnCKcY5fNCa5naO0QVHXr4vpu27AxW1glRzHaukEn3hFCrBLQ9//dPYc2yG2GKMUFy+5Ga0pMN9JFFG3G44Siuu3Qq6yKnpnTDnr2F+Pr7ck5PU5JMmDJ9Ckb1IQ+IrusB9TIN9HP7YUSZsw0HdxXg2qsuRLOrCcUllcjKTmXpKzFGCnpAAToNmCW0d9D+cBsG2BVYYmIgmR3oCCj4+/5ivLnqY3y4dr6YAlDuw6uIRvgtJlh8NP6jKYyHOWaUgA80j4ei5XchJ0QjOQqVRng9bbDbw9wwJzLEUFQOrUTqzJCQzRqooN3tgiOGqH6jCYnCLlScS6tmNSyh3mRFEaYwlpJ6L0YQi6sXRcUVWPT2LqSlJKD8qAcmkwpHawOeffQm3p2+7E/PYtS5g3FJ7pkY0CcR67Z9i207D+C5W6/Bmo3vY+Sk0ZiYQZV+Vw7BezeECkL6kQOSCWVNzTi0pxDXz74cjRSCC8owaEgKTMQfaKDGithnFaLMBLO3oaS6ARn905BgA2MDjQF63IB13+zH+lXv4ZNVjzNcnlEjPE7TdiE062EcDvfMRJVoCE1BdF6I+ZpluN3tcDgIRn/yg7wv5VukWacSBZsuyaNeG392A62WOBEXl8Dtoogj6AWZ38UHmIw87QiBIfRPZniYCj/rmhjQ5OrATY+sQVxqIq6+cBRstngcrKhAWVkNfp+fg5VvfIzWtnbcef00LFnzIWy9HRjSvy/2VTZiYmY8brzkd5i7dD0vJY1JCy6md2E0TKgjQV0TNkAXCr8pwczfTURrezPKKmqROTgVFtp5ZU01YYAEtSKaDUn24+uKdkweOQQkoGBUSTGccp0AVn+5E6+/9hG2LL9D8KHQhRV9EK1HplWBtEykqHDJMsyqAVbarNNVEjzAopEWJfdcldJc9WSH4AukCUULtWsSukMVlKp8aOu6fH6aUtDORWg3knGC+jm0JBTfZRUuVzu6JcTDxBof4gj5Sd7nIA8vwdnejPuXfojUrJ5ocLZhRE4m/v76R+ib1hftDW144KarYLHIWLLyLcyZMhyrt3yL9AGDkOJQcdjnQzeXG0bVi/wZ4zGqbwLnu10aDxgSqqGkWjGwAVYW1mL2xZPhbK7DwUMVyBqSAlIQ0hugwM2ZmDdlb1ktJgwdAYvZCp/BAIvczuuKa7bvxBur/4nP1z4mPK127cQOhR7VTPsoMoMhZG8AdiK61B/U9tFmsmIEd6qZqooAjdskoI5QKKlElq4beemK5GiWAzGrpQo2bGHsMaGioaERST2TBC9N8GENRhV0sEx+Tl9LbsVDz7+N/UfqkDqgNyYNSMSKjwthcphwx8wZSInxYd7z7yMlwYorJmZi+JAzYYo1YcHyzbjv+hl45Y1Pcd60HIzsa+/iBkhqmdrlpN/Nr4ocsOyHCvaALW1OlJZWcQimfI8nshrxIs81CY5utMIv+7C7vAlDUohwiJrDJvgCHnxyoBBvv74FW9Y8LtAwPA8VYVgPqyd+AdEfE/RmdhtppIUPQq7wQEujQCPm1chDn7OJvQtKEI7V1SOlF8G49EYj4P3BhnT4cwgmg5D1adqCCk10DBLqmxqRlEBqULrmMed/BJYQxOcU1sura3DXkk3o7YjHQ7efhztWbMei2/Kx9KXPocZIaJLNSE12oLG2HTt3f4eH/zQdMyeMwXfVNdiweQeW/c/NmLd8Dabk5+HsgWSAtJjeRUOwaESL3IsOn0IMqa2aB8xHc3MLDhQUYcjQNG4t0EWjTr0IhaIxS3+ki72jrE5oYGgAT+p70UVZ+PR7+JyKEP26IqM3dUZDnoMWO8zUwKYN4Mg+CjW1eZOJuVwEkfcpAjDnk7R41O4LIM5EvMzh87GxMwqaECxhscDOcVULs/T9/ArcUOAw0uhRp27E4AZqHhMWkPryAdzz9Do0uY1ArB8PXnM+LHYDbFY7bl/xLi4elY49u2thinFgdn5/bPu2Gn/bugdrF92MZqcLz32wB3fMyMWbn+/GuTkjkHdGd+69Jo6afdLv+3M/8ItC8vUGSLbkCxAi2oUjJccx+7LJaGpqwcGCQxiS3Q8S4ed480ssHgUvqvAknQdnquqDopgx6661+OS1v2gkjbrYpQ9lLPRMQtEC58eo56CNkY4xMV0RWWVwFyNifhb13ozTI5oQoj8zQyIkto4TkFTM6SbiRjAvOdHNoEvq9OfmpSTahRJIHtrnYABrsAcuwC+M8GG0C+WpREGnKFi86l2Mzk5G7tln4YPvivHld2VoaKjDyvtvgBxoxaovCuEsKcHxVjP+MGc0snr3wcubtuNPs3+HBS9uRG7eROQONPFn/FUYINWfJE1a3OhCBQFSp+fB1daKivJKDB6cKnYxGAZF6GnqiIjaMtxhC/8X/VE2+iF5VVx13ya8/9ytkIlYKHSQlehGXhJxEwZgoX1enThM8OlVR4+gf7/+bDQUTnlTLeLQeUyazpAKkVYB05qAoOsXdnO0rh7JvXppNicQ1xEFT5Q9M6OqNuVgL6zLJ/0BWuRSEMOzaxENZNkAn9yB59e/j9G5gzA6ow/2ljdj+abP4PAHcMH5ozB73CBs/OYwCnbtQ2mFC39bcguKjlVj3YZdePi+K/HkMxtx3pTxGJlOPNxd3gDJmYnJqE+lKrgVVcVHcfWMyWhpcuK+hWuQ2DOBNFAZGkT7vCafG0QjQVWDgUIpyZYaCN1ihkphKkCrijIMVhs+3P4Dvv3rohCzAStfspvTXWmN9oKYB9jANVhS0MZqGurQO1H0xMTubWePqw+hXDiQ4yOEidgA1Q4JxxvrkZSUBAPlldyAp5wuMkeMrMDFWmZwwV7/zmSA1HSWaNHcZBEKTKqMG+59CZ7uJgwY1AeXjxoOj9uNd7bswrclVVj76HWwW02oPtyMh1d/gOV3T0dRUwDf1hxDxZ5SvDT/Vjy4fB1y80YhZ6CD6YgTu+paZuOejToaMlXLAVtQvP8wrpw2AX5PG25+4i0MzUmFSwbsBhujlztgQbxBRZvPjwS7jLqOABLMDngC7TBY7bxGKftUmN1AZowFc1jdXKMrI1PXRGJOnr/oDAJARe1RDOjXFyA2KhoGdqLZPUUmFKZX4CfV1jegV3Iys2wRNoAUNzujlHVm1hkuE3ozXyDAnjuW4PbcMyR2CPqeMu5c/h6UQCvGDu+HMwYMREt9HUZkZcDpasfuJjd2fbEfGQkqHI443HDJJKzfugvpiT2Qnzscjy3bhHEXjGd6Nip6uo8i5dJf5viFc0BhgHR3U2rjpyKkyYUDuw/ihmtmIYA2eL0Szpm1EH+eNQSNx9sQn5IOh5UIg1QxciIa3GYnU3bQVtjrW/bixgvOhtPtgsWRhD9ffQHvfRiC7PEc8fTLObzFHlGU6MMzPd3H1ERUZUpoJ9FAR7TE6qkvjh4S5ecwToZnQEtjI+ITEk5AOnmS8+mrZC1w82IdCVn7fczmRQgfo9KOZo8Ldz71Jv5jZj6SLCZcc98LeOKWS9HgNmJERiyefmMHzs0ciDi7hN59U7F5x068es8fmLbk4SWvYFjuuZicGcsG2OPXYIAEh6T9rlIywD0FuO7qizQ78WHmH5/CCwvmoLaiESkDhyE5nprNBrQqrXhi0d/RJ1VUh17FgI+2/oBHb7+Ie3lxSSlIS6aBukWIz+iZU3SFi/A3uqo4qsoNqH4uYiif87S7EBMTe/ruIKKg1rwUqS3RKmdbC2Jj46OKKCEYKI7wCC/0F91nE5zPEks+UDVM7LDUmqLfsaC8FjcvXI+84X0w//pL8MXeIvzj+wLMnjIS8VIHSmpk7CwpwX1zzsfCDTvxzc6duHX2BZh56fmYu/AN5E0+G+emx/GNm9hVF9NDS0ka/RgJAZbUt+DwwRpcfdEUEHbIb6TEvQWVFUVwt8k4d9RY2LpLMCo+zH9yM4rr65DYP4XDmMUuwXP0GM7MSsMHH+3B+2ufJFosbliHt82CSBet76ah8xioKcvweDs0MnKdjQWrTv4TtWH0fcBI0kh+BkdBFcWl5cgelMV9wVCYJYaqUOERbEHpQm4kialgvFGAyupqpPXvTyKvEcYfTkdFd9GoigV0o+THhn9uw9qtJegV62FVpifvvQq94uPQ2urD/uISWHskoLWxBYlx6Rg5OAmq0cosq/OeWY+JU/MwOl2QwndZOFbEWqYq2Ay4CCmsx9UzJgjwgFGGL2DAvv0VkIztGHXWEEgBO77cuws7DpTB3iMWk84chO/rm9DR3oE2H7Djn9uR1L07Vj50LQyIhWqkNoWAm4sIHJl3sc4Gi74Yeexl5Z6f3gCjS9MovFVEG0iFV1VhNkhoa27m8VmkzUS+d1gQJ+jzdP5PpWV9mdsw7rZW2GO7hUCkoU8X8d7UV9S8pioxQ+s3hypRWFCMrTu/g8cWh8U3jAd6dEdZUQ1e/6oM+3aX4YuVd8ARmwiJhWoMvBMyOn80s2P9egxQFLUoa2pDyb4qXH7BOQw65R6f7OWLwFQWRH9rsOCdrV9xB+xgXQv+MGMkUpKT8W3hERh8LXhxwzYcr3Ni8wt/hEGJFSJgOjIDkXZqRiQaiYwzJEq1gN8Lq51GcZGIlAh7jArAenOk/2bCDUVCTU0N+vdP0zyg9j76rbbIyK+9pe5smpYw0UbW1dWhdy9SVYrygNGfhbGM3LJnPWUSwimrrsb+/Yexs6AUWwuO4nfTx+GLLV/jv6aciX5pPTFhZDasUjcEpA7mhnns+U3InZqHcV1dMT1yL1hQc5Q2uFBdVI9ZlxCFrY/7WoSZo7aKaHVR198PZ2sHlr+0CVdflI+lq9+FagH8HhUXTxuDbnFxkL0KLhh3phgAG6xsFGwCPIulSYoAGND8ihrHdGZq4FKTWEfZd/q5nu6Zfg31bCAVJFbW1E9dfuSUGhImuGzFla3RzGGV0ojg9/ixD0avD1CLWgrgh/IqVBwqhd3hxQ1L38OMy6aitqQMD1w+Cf/8phQP3TgTsskEiyZuM++p1cjJH4NxGfFd3wOGchiCWwEorXehoqAGV86YqIXMYAImwAJUDFBB4Qv4cPdj6+FWGjHnogkwSrRfq2DzJ/u4bzht4iCMHZAN1dQGKA5GxwSRdZ0g86EIq/1HlJehVxJjG0942XCFGegVx2knRMx8BQmkFuu5NxeZtNF+h5+rf7PJBEUm8IG+J6ndKMJh6gqUE5FPiudSXkjkTGBWVqGeLu5WBYpRxR/mrcajt0zB9cvexaTxZ8AWm4jjziaU7izATVdMwJiRI+GwGLkyN6omPLh0NXLPz8O56V2cIzq4lMS/IhughLL6FlQWHcesGfkRJO8ECPUZHfh+/wGMOXMQlICKVW9vwaRzBqHqeDPKWlrRQwLGn52F2+a+jGWP346+3eK5z8bL4JRPRoe8oGVoYTicV+lNRsV3RWU4K2sg87CoxC3KcDDNQpiH2g8v8RH6fYi10hgvUoJV/zb7SisxLCOdvSwDUalA0dtoMIQG77tT9Ly9hIgmmQbaADTbBEyNc12C3AsYPu3NLH7tH7gifxBave14dv12yBYbetpsuPWyPGzbW4yrLjkPdosVRUdrMLRvX/zlmQ0YP2kkziG51l8DS37QAKmnV0rsWIXHGY4VHouJnVUiDK8ivd2B6ZDVDqz/2y6MyO6LVqsfyZYE+E1eNDW6seiZDXjzmXthtsfAYogFJA+vdYavZVSpSfE4agarN8HS6moM7NdXI7Miio4gTZrIJmk05ycidFWG1UIsBSfeGaFnV9TQTkiyIGUivkFETkJY8TzCIk8ebH1+YvyXYGGguPa5eMIj3l8gf2SU11bj7kffwthx/dDXboRMA5TYeGzashPPzb0VfZIToZrMqD1WibTkPpi7eBXGTMzB+Ixuvy4DRSGsXgAABmRJREFU5BDc0Iqy/RWsFReR+CsKaB1I8QdgM5vhpl/R58er732FvLMykJWRBI9qwAcfH8LoIYnIGpAGgyRD8pO4DC3g0NnFKqdGjxo+PRug7t2iPCKJ4thNFvhVmc2FSCaFkYj/p0rRp8kiGAgYeopJCUHnzQYTAyqYDMgaJSKtF6wOvsVJbJAMjEK4xWLh6t0geyEZxFxYdHpUBEgyImDEq29vw6fF5RiUnYk4sxEefzuOlh/D0j9eAntMPNyyAnPAhxhLDOY98zryLpiAcenEjtWF2zANu9fzTJYIFImlgKJRmdOHysJqzJoxKQIbLK6B5rkYPU07RgH44cdnOw9iz75Sbn389w0Xooc1FsQMzrppTGpOgw4jfCYzrP4OAc2KkLaPvsJRbZaohwXqhEBbbZBU0inyswcxcL9PAGUjbp4ISD7dAwLV4nI2IS6+s0zDKaJuZDqp/SuYi+qyR+3e0FBDWjV9rKURL6z+AKrFjh5WO26eM0ljzQrOt32sIjD/qc0YeV42xvcXgj1JOXNO7oZ/5kd+4VEc8QPSYeCFGtLELT3WilfW/guDzugj9G3Z7gi9EqVrRru7FOoMhIejYb2XPY8asGnizR5+mRgBUwi3wizRSqIFt8yaBJPZLN5bA7hGXPRT2x9Xo9S4lo1GrHz9Q8iSBX7iqCbEDSNqPLrLwvOzSPfKrSWCbBGNcBheJeLmieFlp3Odg35Zf6NqgEnhsInIyCRDNtj5hqSiRTwuXK1iInCHDdu/KcCDt12B7H40cgSSxlxzOm//szznFzdA8Ztr8F/JCB8COFTmhGzwid5fMBzqYe0aeprxdORvDAEew5FYoUl1wGwOQPULBniG9kkSXG7iRpbRXO/BFZNHIsZkE7/7CdzNj6kLiaZ1AG0eHz75uhiq2YdYuxlmMkBrDCCTAQZPrNGaatbBDAeUr8kK3wQ+1R9hnkG2gp98NUUBruXNQdeoSTdokxdVssJi8EBRbOhQO2CRLKF7g8M5QbuIT9BowchUOyTeVwGSRnd1A6QYSYk9kTUSkJTUKqnvoV9XjJp48RBeoeLCwj2SQEBmHhMNa8XIZabrFT1ZSAEVFe1+lOyvx4zJQxFj0c1zIxAnOh2Gk1iBTCHXaIDH1YHP9xRhQEY8EuOssMokmWWHMWjBIccX9oDcDye8IOWB1COMbtPwv3/EBUfG9/C/GC8ZHPVp7lSXatA+CaGm+bdjMR793UdARsEKSwKIioE8urjBu6wBNu3dwMWnvtqlkMhtYebkO/khLlzktCLyL6JxG4ToEzdybVM7CouOYdq44bDbxWol3fnUuCBdOYLX+fxexMQQoXlEbyTig9BuCG12+NxubNtXjozMOCTHOEAehtq/vL0S/GjhuCiyiahvpV80F4//tOMnmOqJgOMneLPwJ6A2Dn2PLpsDkgFyO1fngULXja3p5D8vzSz1Ryd2+BDTqPBoVAPXOjtQeOgYLp48hokhhY8Q+m7U/pAVK+SAAqIHjDCETlZBtCAKOtpc+HjXQQweFI9eMTFQQYbrB1FtBo2JPZ7u9eSF9KcLIpmD34UQh6d96ND8p/Oa6N/sRExcEb+p9vt3YQPcGPq+eiMUV+8kCVrwFZ3kDCim6PIuasHwtRRMV7LBgKONbSgqPI7JOZmw2cR2GZcIxBovK/B7ZXg8HYhLIHb48CE8dOiNYTLKrHTgc/ux61AVBmR0Qy87iVnTyI92PvTDt07j2wjrFgRD4aNTSD4dyzrd55xAAkL/0shPHQ4wiTldNAds2hs2QDYG3vvQtt1+JBiJQK03ixNcBe0O5iqYDNDZhoKDR3HZ5DGw2ohNVRARkfdU/V6oRrtIGbkZfIqTU34pSXC7XNi69wAys3qIEMxdQsqdhNGfyH/zKO8UBqNbVTkts/opITv6N+u0WqBtGYZuTK0R1rOrFyGn9Uv/H54kFC4p8SY0s4ojzW0oLKzHtNzBsBK9BoVD3gPRHO5pJVSkjEQGJsHb2oFt3/2AzKye6MkekBAolP/9FLP4P3yxX/gliV29DfP/9XvqDZBSxprmVhwqOIYL80egyeliCBeTl7PXPfmub7Q75NVyoxHeVi8+/XYfsrKSfzPAn+ki/qJ9wJ/pM/92mi70C/xmgF3oYv47fpXfDPDf8ap1oc/8mwF2oYv57/hVfjPAf8er1oU+8/8CeHUReFwPuYkAAAAASUVORK5CYII=Reports a sorted version of the list in its first input slot, using the comparison function in the second input slot. For a list of numbers, using < as the comparison function will sort from low to high; using > will sort from high to low.ca:ordena _ segons criteri _
The second input is an "association list," a list of two-item lists. Each of those smaller lists has a "key" as its first item and a "value" as its second. ASSOC reports the first key-value pair in the association list whose key matches the first input.ca:associació _ _
This block carries out the given script for each item of the given list, like the primitive FOR EACH.
What's different is that it provides the # variable, which will contain the item number in the list of each item in turn, 1 while processing item 1, and so on.ca:_ per cada _ de _ _
1Takes a (possibly deep) list as input,
and reports a human-readable text form
of the list (namely, Lisp notation).
Will not work on circular lists.ca:notació textual de _
()SENTENCE is the main constructor for sentences, represented
as lists of words. It takes zero or more inputs, each of which can
be either a list or a text string. If a list, the input is assumed to be
a list of words. If a text string, it is converted to a list of words using
SENTENCE→LIST. Then all the lists of words are appended to form a new list of words.
If the inputs are lists of lists rather than lists of words, SENTENCE,
like APPEND, does only one level of flattening, reporting a list of
all the items of all the input lists.ca:frase _
ZIP takes any number of lists as inputs. The lists should all be the same length. ZIP reports a list of lists in which the first item is a list of all the first items, the second item is a list of all the second items, etc.
Viewing the inputs as the rows of a matrix, ZIP reports its transpose.The identity function reports its input.Takes as input a function of N inputs and N lists.
The function is called with item 1 of all the lists as its inputs, with item 2 of all the lists as its inputs, and so on. (The lists should all be the same length.)ca:multi-mapeja _ sobre _
Takes a sentence in text string form and reports the sentence as a list of its words.de:Satz $arrowRight Liste _
ca:frase $arrowRight llista _
es:frase $arrowRight lista _
fr:phrase $arrowRight liste _
pt:uma lista com as palavras da frase _
what's your name?Alert!choose!title§_objectsMenuoptionleftleft
righthey!open my definition to look at examples how to use the menu blockspt:executa no modo turbo _
pt:as amostras de som com _ Hz de _ s amostrado a _ Hz
ca:_ Hz durant _ segons amb mostreig de _ Hz
440a 55=55
a 110=110
a 220=220
a 440=440
a 880=880
a 1760=1760
a 3520=352014410022.05 kHz=22050
44.1 kHz=44100
88.2 kHz=88200
96 kHz=96000pt:π
pt:_ radianos em graus
ca:graus de _ radiants
0.5pt:o som _
ca:so de nom _
§_soundsMenuquickly plot the samples of a sound, a list of samples (single channel), or a list of lists (multiple channels) to the stage at a lower resolution.pt:desenha o gráfico do som _
ca:dibuixa el so _
§_soundsMenu1offset-2records an audio snippet and reports it as a new sound, or zero if the user cancelspt:$circleSolid-1-255-0-0 uma nova gravação
ca:$circleSolid-1-255-0-0 enregistra
pt:a nota com _ Hz
ca:nota de _ Hz
440pt:a frequência da nota _
ca:freqüència (hz) de la nota _
69pt:o nome da nota _
ca:nom de la nota _
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AQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==Do you want to change your clothes?YesNoYesAre you hungry?YesNoYesEnd of game! Play again?YesNoYes