1 Answer
<p>You can try this calculation with Custom code:</p><p><img data-fr-image-pasted="true" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAh4AAAFGCAYAAAAl9pZNAAAAAXNSR0IArs4c6QAAIABJREFUeF7svQl8VFWe9v9k31gSQpBFlhABAUGQPYrELSAINNBiA63YKIwTHZ1xYEZtu9uZUdv/yDvvtK+mHVBcWqDVBgUEWRSCKIiAICgIEQICARLCFgiBbP85995TdevWrTW13Ko89fnkk1TqrN9zqs5Tv9/vnBOTn5/fAD5IgARIgARIgARIIAQEYig8QkCZVZAACZAACZAACSgEKDw4EUiABEiABEiABEJGgMIjZKhZEQmQAAmQAAmQAIUH5wAJkAAJkAAJkEDICFB4hAw1KyIBEiABEiABEqDw4BwgARIgARIgARIIGQEKj5ChZkUkQAIkQAIkQAIUHpwDJEACJEACJEACISNA4REy1KyIBEiABEiABEiAwoNzgARIgARIgARIIGQEKDxChpoVkQAJkAAJkAAJUHhwDpAACZAACZAACYSMAIVHyFCzIhIgARIgARIgAQoPzgESIAESIAESIIGQEaDwCBlqVkQCJEACJEACJEDhwTlAAiRAAiRAAiQQMgIUHiFDzYpIgARIgARIgAQoPDgHSIAESIAESIAEQkaAwiNkqFkRCZAACZAACZAAhQfnAAmQAAmQAAmQQMgIUHiEDDUrIgESIAESIAESoPDgHCABEiABEiABEggZAQqPkKFmRSRAAiRAAiRAAhQenAMkQAIkQAIkQAIhI0DhETLUrIgESIAESIAESIDCg3OABEiABEiABEggZAQoPEKGmhWRAAmQAAmQAAlQeHAOkAAJkAAJkAAJhIwAhUfIULMiEiABEiABEiABCg/OARIgARIgARIggZARoPAIGWpWRAIkQAIkQAIkQOHBOUACJEACJEACJBAyAk1eeLRp3QZj7xqLwf0H49r2HRTwx0qP45ud32DFuhUoO10WssFgRSRAAiRAAiQQ7QSatPC4+/ZReGzGY4iPizcd59q6Wry64FV8un51tM8D9o8ESIAESIAEQkIgooRHQ0NDwKAI0fHEw094Vd6f3vhTQMVHTEyMV/UyEQmQAAmQAAlEGwHLCg+jyAik6MjKzMK8uf/j0tJhHGRh+Zg1++9QXlEesPE3ig+KkYChZUEkQAIkQAIWJmA54SEFhv638X+N5Tlt4jSMHznOp2KWrVmOhUsX+pTHVWIpMsRv/d8iPQVIQBCzEBIgARIgAYsSsJTw0AuM+vp6iOfyt/hb/jSW5XOzn0OHtu19Kub4yVI8N/c5n/KYJZZiQ/6OjY1VxIb8TfHRaMQsgARIgARIwMIELCM89MJCiA3xU1dXZ/utFyGN5fnv//JviIuN86mYuvo6/P4//+BTHlfCQ4qMuLg4RXDI3/L/ektIoytkASRAAiRAAiRgIQKWEB7S0qEXHLW1tRA/QnzI31J8SH7+xn08+psCv4bgtbcK/cqnd5/oRUd8fLwiOsRv+bd4XfzQ8uEXamYiARIgARKwOAHLCA8hIoTIED81NTW2n5YtW6JFixZISUnxO/5h8ODB6NGjB7KyspSFPtwP0cdTp07h22+/xccff4yEhATbj2if+KHVI9yjxPpJgARIgASCQSDswkO6WKRrRYiOq1evKvEc7du3VwSHv4/09HSMHTsWbdu29beIoOc7ceIECgsLcfr0aSQmJioCRLpeKD6Cjp8VkAAJkAAJhJiAZYSHtHQI0XHlyhV06tTJJjqad7sVN/dIRc1lILnmMIq++BFXuwzFHb3TUXO5HskJl/DjV1/h4EVHevfff7/3ouPcZhT+8XNcaJUA1AMt+k3Ar0f2QAvV6xHUhxAfv/vd75CUlOQgPig8goqdhZMACZAACYSBgCWEh7B2iDgOYe0QoiMtLc1RMAhXhHC/IA45t96FzB9X45uKOMQJ1wyA5D75uLlhAz7/vsaGULhXRowY4T1SITw2tEPBhGwlT8kn/4Hve/8OY9WnQX988sknED9CfAirh4j50O90CXoDWAEJkAAJkAAJhICAJYSHDCAV1o7Lly+jY8eOSE1NNel+HK6/fRTS9qzEDnmWV0I6et8yFGnFq/HNMXsWn6wdIpuD8KjB/iUv4cBNv8PYa0vw+fwl2FlZi1pkYtC0B3FH+wvYteR9fHboAmoBdB1VgMnXHsIH73+GQ5XKfzDq7yejXwvvR7C0tBS///3vFSuPcLnIYFOe6+E9Q6YkARIgARKwPoGwCw+5k0VaO6qrq5VAULMFN67dYNxx/QV8teFHXALQod+tuL5NcyTUnMSP23bgsM7V8uSTT/oWSKp3tSAVbXMnYNrwjkjQj+GpjXhpcyc8Neo83n7rPMY+MgKZmivm8rdv461LY1EwPNOvURfia9asWUhOTrZZPfQ7XPwqlJlIgARIgARIwGIELCc8hMWjZ8+eTpjiWvVF3oBk/LD+G5wU/hXdIy7nVoxqU4KVW47a/jtnzhzfUBtcLbbMFbvwwZIvUNUiG5lxR7Et/m78+4RsXD71Azav24j9db1x9+QRyE66jJM/bMbnm/ajps/duO/mbKT4GB8yY8YMxeIh3S0UHr4NIVOTAAmQAAlYn0DYhYfcRuvW4tHseuTd2hYnvyjCj4YAUoHYTHj4ZfHQxXjIoSv5aC5+vmU2RmQBOLgU/7i7P/57fDYgRUXp53hpa1c8pfvfyfUvYXPnpzAxx/sJIC0e0tUid7fQ1eI9Q6YkARIgARKwPgHLCA8RXOoqxqPbiEnom16DGu1y2uqjW3AgcQB6p9egsjYB6YmV+GGT466WxsV42Aeu5uBq/OmDXahNSkXX3tfidFV/FNxxHgv/vBqqfSUTg6Y8iEGnP0DhOs3ikjEI06bfgY5J3k8Axnh4z4opSYAESIAEIpeAJYSHx10tfvD1eVeLH3UEMgt3tQSSJssiARIgARKwKgFLCA+9u0We4+F6Z4v3KH22enhfdEBT8hyPgOJkYSRAAiRAAhYmYBnhYXZyabt27Vxsq/WOaCScXCpcLH/+8595cql3Q8pUJEACJEACEU4g7MJD8JPHphvvahHWDyEeeFdLhM8yNp8ESIAESIAENAKWER6iPWa308qbaYUoCdTttH/f/CxioUWqejkV6hGDP1dmeJnaMZmr22n1N9Pydlq/0DITCZAACZBAhBGwhPDQWz2kuJCuF/lb/l/8buzj8WYVuCZOnDDq/eNUXTxeuejf4WD6WoQIkUehy8vg5G/5f97R4v24MCUJkAAJkEBkEbCM8JDiQ/4WgkMvNqQ7JhDCY1LqeYxKFmefev9YXZ2GJVUtvc/gIqUUFfK3FBv6e1l4dkejMbMAEiABEiABixKwlPAwig+9JUT/WmNZto6txSutTiLeS3dLLWLw+Jm2OF0f39iqlfxSWOgtG/r/BaQSFkICJEACJEACFiRgOeEhGRktG4GwdOj5j0y5iMeanfFqSF692AprLjfzKq23iYxWDVo5vCXHdCRAAiRAApFMwLLCwwxqoMXH3SmX8GjzMy4tH8LS8VplK3x6OS2gY0yREVCcLIwESIAESCCCCESU8AgG1zZxtRibUonBiZfRKb5GuYLlXH0c1lanYcXl5iirC4x7JRhtZ5kkQAIkQAIkEGkEmrzw0A9Yblot/tCmCu+dS8Jfzvpw0UqkjTrbSwIkQAIkQAJhIkDhoQPft1ksXs6Jx3un6vCXk3VhGhJWSwIkQAIkQALRS4DCQy88Wibh5T6ZeO9oJf5ypDJ6R509IwESIAESIIEwEaDw0AuPzGZ4eUhXvFd8Cn8pPhWmIWG1JEACJEACJBC9BCg89MKjTQZevr0/dpedw5z130bvqLNnJEACJEACJBAmAhQeOvA5mekonJiP3SfKMeeTDWEaElZLAiRAAiRAAtFLgMLDMLZr/vlR7D5WijnvfxS9o86ekQAJkAAJkECYCFB4GIXHc7/H7iNHMOetd8I0JKyWBEiABEiABKKXAIWHbmyvadUK7z77b9h98CfMee1P0Tvq7BkJkAAJkAAJhIlAkxcebVq3wdi7xmJw/8Ho2OFaxMXGofpyFZavW4kV61ag7HRZmIaG1ZIACZAACZBA9BFo0sJj1G0j8diMxxAfZ34sem1dLV5d8CpWb1gTfSPPHpEACZAACZBAGAj4JDwCfUlbGPprq1KIjscfetyrJrzy5itRJT78uaQumsbeq0FnIhIgARIgAbcE/FlLRIEehYen6+kjcUHKyszC/7z8uktLh5G0sHz83ZxHUF5RHnHT0DgxPD3XdzAaxz7iBpANJgESIAELEPC0dvgiQtwKD7nw6H+Lv/ULUiQKj6kTpmL8qHE+DeWy1cux6KNFPuWxQmL9ZBB/yx9FdcbEKE00mzCexj4Sx90K48E2kAAJkECkEtCvGfq1RPbHk/iw5c/Pz28wg2AUG/X19YrgkL8jWYA8N/s5dGjb3qexP36yFM/Nfc6nPOFM7EpwxMbGKkJD/jYTH/qxdzXukS4+wzk2rJsESIAEIoWA2Voi2q5fQ8y+0Lrqn5LWTHgYFx6x+NTV1Sk/4m/5IwqOxG++//4v/6bsXvHlUVdfh9//5x98yWKJtHLSiEkif+Li4iB+5HO9+DCOvRxz49hH4rhbYkDYCBIgARKIUAJSYOjXDv3f7qzoeuu6k/AwW3jEolNbW2v7kYtQpFo9Hv1NgV/D/tpbhX7lC3UmM4UqJocQG/Hx8bYfvQARecR4yt9SbBrHPdLHPtRjwfpIgARIIFIJGNcSaenQf4k1ihC9wND3W+/qNxUeUlBIwVFTU4OrV69C/M7IyEDLli2RkpJiGhvgDeDBgwejR48eyMrKUhZDPoJLQIzjqVOnsGPHDixduhQJCQlITExUfgshIsZAP8H0okOMufg5ffq0Ijxp6QjuWLF0EiABErA6AbFeiHWjRYsWNuu5qxhC2Rfp4ldcNEZXi5nouHLlirLgXHvttUhNTfWbSXp6OsaOHYu2bdv6XQYzNo5AaWkpXn31VUVIJCUlOYgPWbIUnEJsip+ysjJFoAixKSaNfiLphYi0loTidTnxhUgSD2MwrFTd4Wof61eDlsnfHkJHHpwP0fJ+EGtEdXW18mVUGiH0wkNaz/XWD72VxEF4SCjyG69ceEQFXbp0sYmOhGsH4Na+bRF3pQYJcRXY8fkOnKzTlpuMfhh1ezoOLynCj4Y18v7773cWHVXFWPfuImw8WqOm7jwec2YNQsvGra+Nzl28+Dd48cxMvPZoLmxSq3IzCv9pPtLnvIWpPQDUncfeFW9j0bZyQKzHid1w52+mIu/aBADFWPTycYyZk2fal6qthXj0i174bxev+9yBM0WYu6YDZk/p5jGrEB+//e1vkZycrFg+xI8MFBJzQEwqYeUQglOKDmHlMrpjwvlctDmrTRskJiTiwoXzOHfunNJuvbsonO1jO+xuO46DoxuTPMgjWj4fxOfu5cuXlS+oZjGDxsUoKTEZcfFxjhYPae0QwkMoGVGYEB3NmzdHu3bt7GXEJSABNaipA9JvGoV+l1ajaL94OQ3X3zoAbZNicXKdo/AQ7pURI0Y4tqOuFOv+YxFqHn4Co5XFWizmAHzyvhzGstcOI+9R8wXe4yrsIkHx4hex6nQiek2ejbuuURNVbXkDb397Dul3zlaEx+Hlz+JvzZ/A7NuytAR7seiFInR7qgCDmrsRHpXb8MbyvUgo7YxfhEF4iMauWLECy5cvt4kP6W6RwkOMvZhQQniIsRduGVcPvbo1pnH3mr9jIyZ42/bt0bN3H2S1bo36ulp8vXkzTpwoVQQTHyRAAiRAAsEnID5vT5w4ga7ZNyA1NQ3JSSlISEjU3PfqDkr9o7q6ChcvXTAXHtLULr7xCuHRqVMnly6WtoPH4PqzK1FUDMR1vRl5LQ6iPOt6XDUID1Nrx5Fl+KcNnfGfD/aD47J2HkUvr0SHOVOhfH+X3+Ynp2PbwnewqvgcxPLSbfxjGFH1Cd756By63NwZvYbfi0Gx2/DOm8tQfEnooG4Y/9B0DMoChJDYltIBh/cU41xlKu76VS6OrNyIw9U1SBg0Hc/8optDG4oXz8XxLt2wsfxG/GFcFwDlWPdfm5HWvxiH2wvhUYwPH96G3v8zFb10Qql8w4v4MPUfUTDkuAuLRxW2zfsQCQ/kYu//M7GIlG/DO68vQ/FVAJl34ol/zEN6ySoULtgM5fiyzFw8/MhodEkGavYvw4vvbkNNcgK6dO2Cw7G5eH5KN9To0qfmjMfM+wchyyDmhNXjd7/7nSI8hMtF7nKR1i4x9kJ4lJeXo1s3cyuKEBUijXgIC4RwxzhOsmplB5QoW9Thz0M/caWIiYuLR8fsrmh/bSekpCQjJ7sLUFeDpUuWKO3lgwRIgARIIDQEiouL0aVTT6SlNUdySqpihRaf0dKKbtYKJ1eL0dQuFpaePXuaB5I2ux55uS3w4+ff4CQ6YmheOxz8vATZY3rjwkpHi8eTTz7pHEi6fxHmnhqD2bcaHSsuhMf4cyh87RzuffIu3UKqtyxUYdtr81HzwBPIbQ6gehfeeKkc45+7C+cW/xobe7yFh29KAEqW4Z8+ycIL/yDcKOUoenEdOjyjiRyNkiI8Rk5Hzdub0e2J8ejy8zLMPZiLmYnvYOU1qvAwc6Wc/2Iu5mMmZt9aZvp61dY38GHydEy/8bDJ66L9hbg0eTbyNCMKcBjLnvsON/5uPLoI8XBsFf5tfRc880AqVj23Gd2emopeQoR8+wZ+s38E3puS4JC+9NN/Q1HXP6iuId1DiMuHH35Y8c8JUSBEg5go0tolBKcY+4qKCtxwww1OLgyRX7zesWNHJeD4hx9+UOaIdNtUVVWhWbNmaN++PY4cOaKkFfFB0g/oydQomhorduGIwNfYWNTV1trOkElNa4Zu1/dGr17Xo7auDmWnytA1uwt27foWO775xlIuIU/95Ot0ydD1QtdLJH8OiM/+jtd2R7NmLZCSnIrERLmeOG5a0K8/HoWHWEB69+7tLFqadcHQYV1wbksRfrwIZA3IR/ezn+OrQ60w2ER4zJkzx7mMnz7Eb7b2xlvTehlecyE8pnRDVekuFH3yGfbW34jxD9yFbql6AVCMRb/ehkHvSRFhLweLf41tN72nLsAO8RCGuhyEx2z0/34uPm71BEb8NB+Hby1Qnkvh4bPFQ7hYPkrA9AeEhcdMuBjbr7X1TWCmzSWj5XsImK//v+zTyOOY+y8f4ly7DBvTLvfMwcNDnKNmHnzwQUUM6IWHtHZJ4XHmzBncdNNNDsJDFFxZWYmuXbti4sSJyt/79+/H559/rpQn3HSdO3fG7bffrgiOw4cPY926dUoEtAxEcvdGk77Ctu07oFPnzoqwqa66hN3f7Ub1lau4/oY+GDZ0MHr26IFjx4+j6IsvcenSJaSmpWBz0YbGC4+WgzF22q3o27oZUA/E4yL2fToXH3xroQ/IvlPx1IRuiC9Zixfe3aIbn0GY/tRoZNcXY+nLi7C7oQEdb56GccO7ISu+FrWx8ag9U4wvPl6ILcdj0CDKGQms/M+F+N6wpVpZEJOG4+HZt6P1wSX4//76fQBjaG7AtH8ZA6x5CYt2W4irbks5BQHHJZIFQajm786dO3Fth+vQLK0FUlLTIOI45BfZmBj7ZgSfhIepxSOuLQbf2Q91u9dhxwkRlJGFfncNQ6cU5XsqYhPigJqT2LP8KxzUajO1eNQdxrLf/w0tH5+NPC2OQk0uxMDHSP/H6eiXoPs2P7mbPf7j2Co8u6kbnp8CneXAYDGo3Iw//Z9LmKpZPPwRHnkJm1G4cC9Q1wsPPpqLmi+k8HAV47ENvX43Hf2SnYXF+a1v4OVPDmtErqLsxCW0GfYg5jwkg2ldWTzslg1hrfmXTd3wgmLxsFtCar57B7P25uItxeKhS+/C2mZm8RATVW/xEKLz7NmzGDp0qEMp4s0ogopE3I6whly4cEGxlgiT2/bt2xXXnBAdQrwIUSKsJl999ZXi1hFBqp4eoqz0Vq2Qd/udisnu4qWLaHNNG7Rq0QIny8rRvdt1aJOVhWPHjmHXnh/w08FDuFxVhRYtW2Dvrh2eivfwem9MfHwcrj25FguX70BFNZCceQ3SLp1S/vblkTPhcYy48AoWfO5LLi/T3jAZ/3RHByCxAltffhebZbabH8A/9U8H4k5i7Z8+wMHBU/H3I5ph/8qFWLVX8T+i95hpGJ1zGqteWYoflHKgpP3BqeoOuH3GZPRIBpLL1uL//s05hZetNUnWG5OfyAc+/7/44Hv/S2FOEiCB8BL4+uuv0aF9Dpo1a4nUlDQkJbkTHnFI6ZjpX4xH1oAxuLVjAmq0rYyo+AHLv5ISI8vU4mEa46FojL1Y9tYiiI0hiE1AQu5U/OHubji//R3890fFavxCn244d3kQZo8+hzfmLoO6dGchd0YBRmdXYfNrL2PVyQTkzvgDRrfahUV//hvUz1h9jId/Fo+8VjXY++6j2HbTa5h+QwKEK0W1eOh2texQ4wquxnXB6Ien23e1PPzf2GuzPORi+n+MVmNWlIeL4FMR46HFqCTkjMc/PjgIqcfWYf7/bESpyGYa45GKbjd2QfmlQcqulhpd+oTEbhj9+HQMMqz3ZjEeUnjIHS1SeNx6661OwkNYGIQAyc3NRatWrWw7YYQgEc+FeLh48aISoCwEibB6tG7dWhEfnh5q8GgHDB6aq1hjLl2qwrkL59GhQzv079sX9XV1+HH/Aew7cACnTpYp9Yi2xMfGovzkMU/Fu3996BQ80fcSls9bjhJDyhH3/zM6Hf0/+EuR+oL9eXvc8qtxGNBGi2O5VIwdx67BgF6tEF9fi9qGMux4ZTG2dbsDk++4Aa0SRe4rKPt2FZZ++TOu9JqIR4bFoQLX4Jq0JCTVlmLX97XI7tceaTFAXcUuLH1PG3/Zpl4T8Vge8PO59kg7Mh+Lv7oCIAm3TJ2JjudLkdkZ+LxwKdr8+p/R8/xSvL5C35tsjJs1Dmm7/4TFF9RyRNp9hv62v+s3GJe2HV9hBEbgc7z6sSFF834Y98tbkN0iTtnVdWbH2/jLF2kY+IuRGNqphRIjXldZgi//thy7KoGkG0Zjal43tIgV/y/DpZRMnC96FUv3JqHPmKkYkaPmuVK2A8v/+qU63/kgARKwNIEvvvgC7dvloHnzForwSExKRkJ8ghbjISwecUhp0wF9+vTAdZ3TkYIyP3e1+IHBdFeLH+VYNkt5Eeb+dynG/24qunleW8PeDbNdLaJRwuIhhYcQF0JI3HXXXTYTu2y4SHf+/HnFlTJgwADlMDj9WRoiOFWKjpMnTyqvC9Ehg0WNu12M+75T05qjT/+b0LxZM1RdvowrV68qAkNYO1KSk7F12w6cOX0a1ZcvKfEfcfHxqK+5itpadVeLu/Ldvd59zEzckbAdhR996xDXJMq7Zco/4Npjr+L9L9Xybc+P340ZdyZh2/yPsUcs/0lJirXHMX1njJw+GlmHP8LCL06i4Zqb8atf5ODs2nexNnEsZt7eHAc+WoSNJ5PQ/xczcHPz/fjbX9bjJLpj7MMj0LBpHj7Zb48Qb+hxD2YNj8HG75JwR84JvLn4S1xtnYdpEzKwe1Mdht7SgI1vHkCPh+9A3PY/46OdaiyFfNx832PoUfkpFhzshZnDgaL5y1Gsez3x+nvw66Ex+HrxCtTeORMjUIT5K4tt+RsaEjHo3ofQ/8pGvLtiL6o1F0XSoF9ixo1XUPTucuy7moxeY6ZhRMpuvPlhOe74zWi02P8O3t9ShcScu/Hru69F+br5WNHsl5iZcxQLP9iKKqRi6OTp6Hrqr1i08ayuPsf2+zu+skDmJ0+zwHXOD5WAL+8P4UZv364rmguLR6oUHslIu6Yj+vS9Ht26ZCAF1ag4cgwHDuzD/qPVzsJDLj7CFO/qHA9/V02XVg9/C7RYvvNfzsWcb3Lx8pO5YT+HxB0aV+d4iDz6Mzyk8BgzZozpRBSTU4gPcRiZsHyIGA4R3yGPVT906BBKSkoU14vx8DFPwkMElnbo1AWdu3TBlepqnLtwQYnvECKjQ7t2+H7PHlRdrAQaxAFi4sZkecuuemCTL28cffrrRj6IEQnf4o0V3zkJj2G//Du0L52HpVvU8u3Pr8HQCXejd1oVjhfvxtc7f8TZK/rXRfqhmPR37VE6bym+1tpny396FB4ceBVrF69XvuWLNtyCTXh7jWpFHDrpQaTvfguri3XCo9so/GYY8OW7pbj+wetxdtn7+KH3fbgn7Vu8d+g6PKi89hOue2AE4ne+iRW7HReaoZNmIfvsJ1h8tK+SdtM7n+KgFB6J12PUhF44t2Epvi5zbo/KKwd3Tx8ObHkbq4vtvNW2f4m3Vher/LqN0so/hxsd+m/P/1PXB3F7xzjUybOAxNb1I59j8XrplvR/PLmQ+L6QNOb9Q95Nj/fKlSt1wqMd+tw2BP26t0dGYi3OHi1FcfGPitjQvb15cqnFtEvQm+Pq5FLh3hCLqbBkCMEpLBZ64WHWMJFebF8V6YcNG6YsNMJaIoWH2N994MABZeeLOAvGuKfbVWdFuviEBHTvcT2GDRuqCJudu3/A1dpaVF2qQkpyEs6Un8LVanUrb0AfQyZi1nWVWL1wHX42FCwWayk8VEHg+Dy1Y18MHHgTrk87jvXvrUNrh9eHYuIsu/BwyC+ER99zeHuJkCRyof8Sb6/5SSc81AXe9tAW9C/fXY2k0Q+i78WvcbrjQODL97AuUV3sxWutJ8zCdZWr8d5n+t50wl3T7kLqvjexrNKeVq0NwODxeKh3a3td4lJB1KGubDfeXL5N+/91GPXALTbhIRNL4SHbLoXHl++eQ1+H/tvzC+FxS+zXePtT45GDAR1ZFkYCJBAEAo7CoyfufnAospPqUXb8BA7uK8bBcuezlXhXSxAGwmpFenNXi2izK+Ghd7VIS4IQKCJoVIiEm2++Wckr3C7yFmP5W9wRc/ToUcXVIrbXetpOq5z/37IlBg4ciN69euNYaSn2/rgf5y5cVPJevXJFsYBUX6rE1SuXA7jLQtvWmdgPE6YPQ4sgD8VtAAAgAElEQVSjX+Jvq/fgknAhJKchpeESrh9dgP7Vq7Bg9RE0KOluQdK+/4f3t6mvX74qdgH0xLiZg3Bl9Tu4lPsPyClfiHc3nEVDQweMnD4OrUuWYtGmU3ZXy5p3sDZpHGb2O4P573+l9KfHPbNsrg3VpTMLGTtVV4styl5ztSgukuvHYeatbYErR7DqnTU4Lp4rrpZPcPj6ezD9tpY4+NlSrC8WvFLQ486JuKPzGXy+4FPs15djtqvFpD1qtHwiht37EPpcKcK7K/ahuiERyclXUX3DL1HQ3+5q6TlmGvJ0rpa0fW/jb1svo+Ga2zH93hycWTcP61rcixn9avH14o/xbaWdt8qT221DtTuB9XC++fN+++yzzwyulubI6NoNg/rkoFO7dCQ1VKHs8M/Y+8N+mwhpkrfT/n3zs4iF/Q4Fb4RCPWLw50r7FlVv8oQrjd6yIBd6T7fTirYKMWFm8RAnzuonpEgrdrIIt4oIPBWvCeuIsHaIeA5xlodwu0jLh/jfzz//rJzpIc/yME5w0U4hOoR1ZPTo0UhOScHGoo346VAJ4pOSlS1aiIFS5+VLl1B57gwaGoJ0RHr7gZgwciiy0+NQWxeP+Jjz2PfpG/i09g78evQNaCXipWrPoPRCSyQfexXvHR6JB8ddjxbKgNfhwpGvsWzZdlQNnIiHh2cjruYMite+hU8v3oJfjRuANlpwafnOVViy6Wdc7T0Rj95Ugdfe+0Jh2XPCY7ij4XO8tuxH5XneA4+h1fZX8dE+3Qdjzwm2oNAfY7pi7MwJyDz0Nt76rAIxorwRwOd//gj7GhrQftBEjBySjVZx6nbaujPF+Hrtcuw4GYMGUc7doo21tulavvMVLNpkX/CN7bEtUBqnjiK4VByx963Il+gQKCqCS79asgI7LzQg+YYxmJJ3nRZcWoJT6IS6raJfybhh9BSM6N4KcXWiHRewb9lbWPczFwJ/FgIKCM6bUM4bNbjUGOMhg0uT0LxLNgb0zkbHti2QWHcJZYcPOLta5Ddf/TdgeZqlXEjkAqVPG65F1p96H29WgWvi7B+03pRxqi4er1zM9CappdJIESLPxpACRJ5Uqr+jRUxWGdujd7WYbacV53uI+3vEj9j9IgSBiOkQh4WJ49XFaadCfIi5IrbUCpeL2EorLgo0PpTts+np6N+/P/rfdBN+PvIzPt+wHheU+1fqkZCYhGYt05VtWrV1tbh04QIuXTwvTDSWYm39xiTjxl/Owui2x7DqjaX4zsftwdbvH1tIAiQQagJiO61r4aE/xyMBmd16oE+vNHPhYRQf0gSv/y3+Fj/yof871B33tb5JqRcwKkXst/X+sfpyGpZUqd9pI+FhZvUQ/5NCQ/7Wp9NfDqgXHvoDxOTcEBYOcUiMEBgin3CpiPgRIS7Ejg7xIw4RE9YPsTNGvJaZmakEmcoyRBuESBG3FQ8YOFBxx+zYvh0//rgfVZer0KBt11baHR+vCJD6WnGPkAgyrXEK/mSUui74VHNR6N+fKp9umPjEVPSs3ox3/mcd5OZjf4NxnctX/8PyuGuE70dv3o+R/3759ttvHYRHq74jMGZoB6TVncPONVuw7wIUa7b4UisfTq4W/aIqxYT+dyQLDtm31nG1+FPGKcR76W6pRQyeOHsNTtc53kUSyQJEtF1+MEjTrCvhIU+ulenkwiIEhXgI8SCsHuKEUSFGRDrhihHiRAgNIUKE9UO4WfQPse1UiJNevXuj+nI1du/ejfLyMsV6ol/QZFtl/VLuire1XvDq2yfz8HVey277sNNiWPhcJcD3i+qS4Xxo3HwQR6bbLR4iuLQ/EvbswaGM/ri1bSkW72qJ+wZewkdLv4fcDuBWeMgFxkyMGBeGSFiE9W3MT7mEx5pVeNXsVy9mYu3lNK/SWi2RcSeJq+fSmmXmapGXxBk/qERaYRkReYX4EEJCvpGFiJEXyMlL4uTOGclInOshhEdNTS3Kyk4pZcmr7eUHoyiHHwyN+2AgP/Kj0KDQCpbQFAdE2oVHX4yd2hb7lu3GqdgOyPtlVxxbchxd7r8OZX9Zr5xzpMzF/Px8rx3lkeRO8UYAjEq5iILmZ1xaPoSlo7CyFVZfbuZNcRGTxmxbqzvhIcRBMIKVhCCR4laWL4QGg+MYHBeM+cZ5xXnFeRX4XWLKxgFbcGk7DP3lrWi+bSO+PtMWedP64Pyig8icfh0q3lmPXf4Ij4hZWX1oaJu4WtyTUonBiZdxbbxq4j9WG49vrqbgk8vNURaB7hUfum9L6k54tGvXLijCgwsBFwIuBIFfCPi+4vsqlO8rsWtRLzxuGnMbhnZujsuV59HQPBPxNTFoXvMTFvniavFnEWOeyCPgTnhEXm/YYhIgARIggVAR0AuP7oO6ok1SknLBp3KcQ/UZ7N1/Apd1R5f65GoJVSdYT+gJuBMeffv2DX2DWCMJkAAJkIDlCYhNAd5tp7V3hcLD8sMamgb6KjzWrl0bmoaxFhIgARIggaAQyM/Pb3S5jsKjL8Y+NAAdU1KUHY7y2AagAt/M9zO4tNEtZAGWJeCP8GioOG7Z/rBhJEACJEACrgnEZHZA4IWHvJ1WPbk0qUVH9LvjJlxzeD1W7LKfnUWLB2emQoDCgxOBBEiABJoOgVAIj5iYWCCuJ34xvQ0OLNiIvRpeCo+mM8/c9pTCgxOBBEiABJoOgZAJD3TA8Hs7o+LDzRQeTWd6eddTCg/vODEVCZAACUQDgdAJD2datHhEwwwKQB8CKjxKW+DJPgnAvCr81yR5SG4AGmmxIsqXLEZuyRAUz+7qRcvO4sMZi/EMhmDzggHI8iKHkqR0B2b22QrMm4L5kyLjdmRvu8Z0JEAC4SMQHOHhOrh0x/z12NXndjw01MeTS8OHiDUHm0D4hUczFGYmouOeMxjbPti9DUz5duEBvJS5Gm/qis1zEgqBFh5qeQcLCvDUwMD0x+9S9r6KmA1/1bL/CpsffQzD/C6MGUmABEJBIDjCwzG4VInxcHgkoHlzCo9QjG9E1BFQ4eFXjyNdeGxFzp4puFcRTYcUIXIwqFYKqwiP7/HCa0W4XRMbW5bfgly8joZxN/g1C5iJBEggNASCJjyaXYs+/Tqg2dUz+OHH07hq0h26WkIzxpavJVDC47u5mXjqj2p3x66pQIHt27gQFvHoOC8WhbPU66J7aq4YfR47qDq8VHEON7olJxbf1UBBd6wduRVFIu14uytj59xCTNbaAnTFBxWj0B+A0UWify7+fgbdkTNrq2bBsOcTxStpZ521t+rpUSieLSweeuEBYPtqdCvMUt0q4u+Rh9Q8Snq9a0azhCzTd1StE7r2P7TGbtlwaoOSNQMvSuGjuWcUHqZ1BnE6CuvH9i448cA9aKtUU4ZFM/pjGl7FiQUTtP8FsX4WTQIk4BWB4AiPdrh58ij0TL6Cy8kZaFa6BYt/aoP8Tmex9mv78QsUHl4NUfQnCpTwUEmlYMWMVBwtMAqPJKwYX4O3FlxAWyUOJBbTbeLCH4uH0X1htwKMLCrEZNgXeWWxXtldEQIwxGYYhYcQFnKhF+KlMFuNr9CXIWI0HF0tBuGhLP7lKNDEjk20GGJCFHFka6ewlBjKgSvLhmuLhyhzTZ6PLhi9OLJNd52Y8fItICweczOWY8nwVloOCg8v0TEZCYSUQHCER1+Mvb89SpbuwpGE7rh7YgZ2f1SFAVMzsPcvm3FQ6yGFR0iH2rqVhUZ46GM4jELDf+HhHOegWUKel64PGaSpCoFrPQkPnTiwi4sMp5iK4AiP1YDOugE/hIfNIuJkXQnu/Du5aQ7alYzQWTuCWx9LJwES8J9AcITHdbhzak+c/WQbDjTI22l/QPq0G3BuIW+n9X+0ojQnhYe6O8W1G8ZH4aF3tWhzxnQXjMHS4Coo1VxceQgulWXr3E8up28jLR4UHVH6wcBuRS2B4AiPNLTNHYm7O1zCD/tOo/XgPqjbW43sAfXY/JfNOEyLR9TOJ786Fn7hYeae8dQV9+4GvatF79JwcJnIeAjNOuAu/sPBLSIXarMYD63MHAfLhXNsiWrNWA3oLTNOXXbfR+kGck1KuG8OYKTO5eOJqq+vKwGl555yaenYMrcDcv/4r9hc8Th3u/gKl+lJIEgEgiM8eiL//gHopL+r5WolDn+7FZsO8Mj0IA1l5BYbGOGhiodCh0BJGWTqhWtlezruHhmnQfQ2uNTVt35D0KbDt35114m6/bUrPlgDTC7q7sHiIQJCdflEeQXlyFXyGbfTOsZGmAaDSjeIiaVBtXpAPffDwFIfZCrP+FCDSGWdzsGqDnkCPUXLPsGkD1/CUkO5z9/2JX7bS/3nySUz0W7WKjy/5jh+G+6tv4HuP8sjgQglEBzh4Wk7rQqLMR4ROmkC3ezACI9AtyrayzOxZihCBLYdOFFBYPsriBkJWjyiYjDZiWghEBzh0Q7dB3VFm6QkxMXFIyYmRvlxfFyg8IiWSdTYflB4NJagP/lVC4o+mNS4c8afUq2TR9vRsmw0Fu6Zj6kRcjCcdfixJSQQPALBEh59Rt6K4TnpqKm6jOrYVGS0TMHVs2U4e0X2hcIjeKMaYSVTeIRpwJxcLY7nhoSpVayWBEggygkES3gM/eXNSPzyS+y8FAvl5NIWN2LS3bEoen8nKjSmdLVE+eTytnsUHt6SYjoSIAESiHwCwREefTF2alvsW7Ybp2I14YE2yON22sifMMHoAYVHMKiyTBIgARKwJoHgCI/rcOf9gxH/zUZ8VdqgWDziOg3BfbfFYes7PEDMmjMhjK2i8AgjfFZNAiRAAiEmEBzhkYZWA+7CxGHtkVTfgIbYeCQlNaBs2zqs2MXttCEeYutXR+Fh/TFiC0mABEggUASCJTwSk5KRkJKODtkd0Tr2Ao4cKUOl4aY4xngEahQjvBwKjwgfQDafBEiABHwgEBzhkY5WbVshLSEBsbFxiI2NNWlRDbfT+jBOUZ2UwiOqh5edIwESIAEHAsERHiYnlzqd43GawoNzUSVA4cGZQAIkQAJNh0BwhAdPLm06MygAPaXwCABEFkECJEACEUIgeMIjDc27dMNN13dERsxF/PzjD9hbWuNobcnPz2+IEE5sZhAJUHgEES6LJgESIAGLEQiW8BC7Wu4dkoXL568gpXVzxFyNw5WD67Hk63M2AgwutdhkCFdzKDzCRZ71kgAJkEDoCQRHeHTFnb8eivht4hyPLORN64Pz7x9Fu1+1wYGFPMcj9KNs8RopPCw+QGweCZAACQSQQHCEh3py6f5lu3Eitq0qPBb9iPRpPXFu4Xrs0tpPi0cABzKSi6LwiOTRY9tJgARIwDcCwREePXH3Az1QseRr7FOERz9c3VWN7L7VWPPX7byrxbchiv7UARUepS3wZJ8EYF4V/mvSZSd4383NxFN/1P799BV8OvuiLo16o2lJwXH8dmD4uSu3xZYMQfHsrl40Rr3m/hkMweYFA5DlRQ41ib/5vK4gqAm3zO2A9XnWGK+gdpSFk0AUEQiO8GiB7sNvQZsT3+K7U0J45CE77gz2rtmIb8rqbPRo8YiiidSYroRMeGxPx92F9XhrwQW0NWmwWMRysRwNswc0pjsBy2sXHlCusH9TV3LevCmYPylD9x9/BYSrfOr/DxYU4Klwi7CyTzDpw5ewVOntMCy892VMbSO7vgMvZL6O7D3zMbV9wNCzIBIggSASCI7wSEOzzGuQVleFqjpxSVwSmmcm4krFJegPL6XwCOLARlLRARUebjp+ckkr/KbkqsHKoWXY/gpiCjvixIIJpqIkHDwdhcdW5OyZgnuVxfWQIkQOOomPQLYy8MJj59xCFGYbBZOnNn+PF157B9lSbCgi5DBmP/oYhsmsFhw7T73i6yTQlAkER3h0wm1TB6Nu3ZfYWZ2KPmPvxsDWcagr241Fq36CtHlQeDTlmafre6CEh96NMnZNBQq0b+qK4JgVY6DdgII9ZzBWWchduVjE4rsaKOiOtSO3okgkHa9zZWxfjW4jD9nKfWiNah0wukj0z8Xfz6A7cmZt1SwYXfFBxSj010pR0s46a2/r06NQPFtYPPTCA4CouzBLdavo26Gk17tmNIvGMn33tTpd5HNqg5I1Ay9K4VO6AzP7aDzES051uprYWlt6Gdvo+o1wctMctDs7HQ3jblASKc93b8Hzt32J3/aS+azlIuPbmgRIwD2B4AgPXXBpm8GYfGcM1r9fjn7TsnFi4Ubs1ZpE4cHZqRAIlPBQcaZgxYxUHC2wCw+J2bXFQ5jrv8LtFY/bv0UrmYxuCJ0VAEJ0wC4alMX4APL3TEHeFsfYDKPwEMJCihS9FUBJt7K7LUbDtcUDgFJfOQqMosUQEyLKnwy50AtLiUHAwFkoqbxcWzxEmWvy/HfBKG3a610sypblt2BuxnIsGd4K4u9cvI7NeMT2P/vYzkS7kkcs4ybjW5sESMA1geAIj94Y++uOKPloF3DnBAy8tA5Lv8lAHne1cCqaEQi78Cj9CJOeBV5zcrO4XnxVy8UoXZyFPe1DRzwID504sIuLDKeYiuAIj9WAZpmRY2EexOq+74pVxmtLh/Ooq1YV2K0oLt4aqvB4HZNKHsGSbLsAkWLElk24W4pupvDgRwwJRACB4AiPVrhp/D24qVk94tMb8MPSjfgudSAm58fhy4VbUUqLRwTMjBA2kcJD7FzxUXjoXS3aWJkKCIM7yDko1XeLh32x11xNeveTF/PGF4uHs2vlDBa9Ow4lA/WuFuF6ovDwAj2TkIAlCARHeKQhMSULOX07Iq70MH4+Lw5Gj0NKaiwuV9mPTaerxRJTIPyNCLvwgHtXi+nODmVB17ladM+v1btMZDyEZh1wF//h4BaRgsEsxkMrM8ej5UKLUXleBqWaj7WrbbveBYMK980BjNS5fFzPKN9jPGAMJt37KmI2AJv1waUi9mPJTDyKF7Bkkm27S/gnNltAAiRgSiBowiMpGQnxCYiNFbtaYp3qrq2t4e20nJMqgcAIDzW2o9AhiBJwCjI13dXiLrjU9ZZSxyBMXfCltutE3f7aFR+sASYXdVeCPt0JD7lbRcknrAgF5chV8hm30+rr0iwW+oBUkV+6QQwWD/GStHqYBpHq3ScOQaSyTudgVRmv4mk+eydkTEpRxMZftRd+5SQ6XAcHe2oRXycBEggHgUAKj6qqKsTFxSk/quCIUX7MHklJKRQe4RhwK9YZGOHRyJ5F5ZZMkzgNo6WmkdgskT0qx84SZNkIEggKgUAKDyE4EhISnISHXoAIQSJ+RFq6WoIypJFXqCWEBwCrHSDW+JFUz/vQB5Mad840vo5wl8ADxMI9AqyfBHwlEEjhkZycjMTEREV8xMfHm1o9hAiR4oPCw9fRitL0VhEeqsn+t8DzUXQKppOrxfHckEifUjwyPdJHkO1vigQCKTzS0tIgxEdSUpIiPBSrhsHdIp8rv/Pz80XYKR9NnECghYcINGw3axXwtHWOP2/iQ8zukwAJkICNQCCFR4sWLZCSkqIID6PLRY9cxn1QeHAiKgQCKjzEmRx9jmK202FghE0CJEACJGAFAoEUHi1btkRqaqpi9XAnPES/afGwwuhbpA0BFx6mh4FZpLNsBgmQAAk0cQKBFB7p6eleCQ9aPJr4pDN2n8KDE4IESIAEmg6BQAsPEechXC0iyFS/rdaMKF0tTWeeue1pQIUHT7DkrCIBEiABSxOg8LD08DSNxgVGeIhtlePwLANKm8akYS9JgAQilgCFR8QOXfQ0PDDCQ+NBi0f0TAz2hARIICoJUHhE5bBGVqcCKjxc3jQbWUzYWhIgARKIVgIUHtE6shHULwqPCBosNpUESIAEGkmAwqORAJm98QQoPBrPkCWQAAmQQKQQoPCIlJGK4nYGXHj0WYVJe6Lo2PMoHnt2jQRIoOkRoPBoemNuuR4HVHgA4JHplhtiNogESIAEbAQoPDgZwk4g0MIj7B3yogE75xZi8h+9v7BNuVW2ZAiKZ3d1Ll1/EdzTo8zTeNGmiE2i9f+hNQV4aqDnXrhlWboDM/tsRZEoZvwQbF4wAFmei2x0CtGmNztP8ar9ja7MrIDSK3i/TwP6VSSjR1AqcFNoU77mQJlv5SioGIX+3nD3ca7LIn39vHHflMZfpknh4c1gM01QCVB4eMbrdrHUsnuTxliTkmfW2ZAusp5762MKHz+MveIkyizM8kl4+MNSybOyOz4YU46fOmdh7cgDyN8zBfe2d8NgezXeGNmAXntSkCvSKaKhDpiXiPsmxXuAV4NVmbVIl3llanfCQyu/Uldy+zWpGO2FyPM8kur5O1hzHL/Vl7f3VcRs+CuAX2Hzo49hmK6gLctvQe5R7R8dX0fDuBs8V2PVFDrhca18L9raavLFxMe57lF4+DHPlTIbKRYpPKw6IZtQu5qi8PB1eL1ZLL1Jo69X+RaEUdicvVVZ/EL17d7Xvgc6vVecfPxAbhRLaWXx1sKyvRrvFwHNs+MxelI8KpZUY2tJAyqzE4IoPHTWEKPwacQAbZnbAXOzd2LJpDa2Uk5umoN2JSNwYuBhtNsAB+GhvHZ2uk1sCBEyN2M5lgxv1YhWhDGrUXjorJqqkM3AB95aQ/zpho/zXF+F4tIueQQNswf4XDOFh8/ImCHQBKwqPORiYndvnMWHMxbjYIFq0lfNl3YaNlO/+DB5FigYcwCThTUBQN68KZg/KQNwa8o/hJcyV+NNk2884kPoGQxB/srVeGaZSJCBFw3fjF0tqA7tNFnc5LfuYAoPszpEuwqzVS4uWUIwXw0UdMfakUYXiDoe5jwaxxIuPpADzdLZ4rEVOR5cRhVLLuMzxKNjST16zI7D/rl1yMyuxy6owkO8/tGsBtssaq5ZQvbPrcIm3XxVE8RiuHCvaBaPjvMasFfLa7NqOFlDhNWkBtCsHo7l6sp7FrhzQRIydR8YIu3BPM1a4ulbs2L10AuP7/HCa+8g+96XMVXRKeL5I3i2+VM48cA9aOvnB5MY0zV5o4CR8r2nszTo36/69zHE/NqKHNt7UPcc6vs/v9dWPKPxdnADGsoE1PoUi4eDO1X/eeNurjt/Ftk+H0RbTF2HxveHBs/mqtXXJ14zcwsLa9XryHYK5Pd8ijSFh5+TldkCR8CqwkMVCTr/qzt/rCY2XhQxAdoHCxzEhsGP68U3DVVsjFIWZmnGlx9gZiLD1f9kGWLE9GXKEfRJeDh9aKqleI6vcPNBbXQr6FkqwkMVXaowchR/au3Gsp3npq8szYSHkV2jWeqa6UuMhyo8EnAnarG/cwzOHYnD6M61eKMoDg/PTjB0XoiEOuTYYjfcuVrqUPl0glqGsGoUxmCCEA5G4aFYPKAIFggxAy0PoIqelbGYsCAWW7V6W2vtvW8SsHlGDfC85iLydMqwUXiUfYJJHx7GbOF6Uf7eiEm3jcCSDdr//PxIMsY/2ATxsEOY2Ufv+lIXayjC0IPwEIu9XMT173Xl/aMr043FQ3RHL85dzXXH96/Z+wNwJaTd/r+ou8d4MTOLFUDh4edUZLZQErCs8NDe+GvyVAuH2cKjxEfYHtq3Am8CxkyFh/FbBgDtw8tJVDgszmoDnIWHSXkioSEA1Sfh0YiJ4cBP9F/3wWaLjzCyNBUaxkaYCY/GsXT+QLYOSyk87pvUYBcVQgxI4aEIg3odpBh7PAi8jPHQiw2nGA/NqoFaRyEharTli0eFJjIyt1TjYEkMhsy2ixERwCpM9Y/iBQc3i8PIuhIetwG50hKiFyN+zk3nxV0ryDBHHYXAWfcWDxdfWJysGkESHmvHaBZWycTVFx1X/7d9wXAfAO9xDF2MCS0efk5WZgscASsLD2UBUhbIDNXk/7wW+Ofmm0t/P4WHUQDohYT/wkPXZhdD5pPw8NviIRYl1QQtrELHFPO2tgvFHUs/hUdjWZoLjwCz9PMt5OCusC0sUnjAwQ0CJ6Hhr/Aw2/HiTngIa8hlVEyNx7lFwJDsOsU6c7TQ7n7xuGiZuloMrhWRZnuXRrtapMvPYUjCLjy8tO4Z35NmO9t8FR42ENIl4+zaFUk8jiGFh5/vcmYLOgFLCw9l4duK657PQuGiDMyX21mV6HLYAr8czLV+Cg/HmBLtDe/C4mH2Lc3M1aKUudf9tlCfhEcjZ8POuYvx09QhOPjsWTwkt6q6Y+mn8GgsSzMTtFVYuhUeU+vxfp96dNR2rajxHtBZPIRYuIpzBYZdKUZ3ipPFw3yrrRLfoXO16J+LureWxAB5yRgNNSAWiMN90h3kq6sFgGMw6RksencclmTrg0s1M//4V3FiwQSv4j5cWjxMBbF0k+jdLjLGQluclbgKFy5ah7kuF3XzGA/z+eZs3VNjVDxsJXdr2fC8nddVHcLVsj7PsCMJYrttf0yD6zGgxaORH6TM3ngC1hYemgtjFgzBnI6m97x5Q5AzqxwjRQS6O+GhP3NDopMBnw7fXDLw4rwMPFOi+lmdXBG6bzXObgq9O8XZReAQJ+LgKnJ2wzR+dA0lmG4HdMPSrfAwC5DTf/hrwagiENdLlorgGHnIsdG2gFxrsHQpPLSYjNP6INKn49Brb709rkL0zMEV4xhcajvHw0vhAcXdchV7lYBncfZJnBoXIuM9bKJHDUit1G/5dRVcattKqxsGWwCpKjamaXt7J/Y17mjRFr1l/4rNFY87bMN1NZddCg+FleN80Mcy6d93efNGIX/lVtUi6k54aO5bNShdzNUhONjngPK54bSd1sFy4e1c13qpjy9xOZ/VtA4B0/ovOvrPBtPzgVwFlwJCkOT+cTQWujhBmsIj4J+sLNBXAlYXHr72h+lJgAS8I2AenOhdXleplG2eK0d7bfFoXG3hz+0knIyWmiA10d12Wk9jQOERpEFhsd4ToPDwnhVTkkB0EXBxgJg/nVQsKI9hqQ9uFn+qsVYe1QrnEExqcF0Gpb0ut0Jrri64tzhReARlVFioLwQoPHyhxbQkEGUExCL2LPCalzEZUTZhvdoAACAASURBVNb7xnfHKeDbPBC08RXJEnhkeuBYsqSwEWiKwsPXuxNcHQ6mDFpTvaslnPeLeHi3iDiMXdkmR5iLgMrCjsF3AxjPkvH07nYbEO3+8CpPRbt63Tww0d/SmC+SCNDiEUmjFaVtpfDwPLBuhYeW3Zs0xppsAXLeHtftuanmKUJ8v4jx9E590KO/XfAln6nwUMzTqzDJRcCdL+V7TBtQ4SFr83xQm1O7bKLYl5MvPfaOCSKcAIVHhA9gNDS/KQoPX8fNG1HhTRp9vY26X8TXDoT4fhFFeJTEayd5qjsvjo7x5hI1Xztmnt5ZeKi7LUoKjFsPA1Nfo0vxZgu4FyfE6tth26ZdUI5c3dZzh7aGygLUaEAsIJAEKDwCSZNl+UXAqsKDd7X4NZymmTzdL2K8R0TeE+Lv/SKOwgMwPW/Cdm+JPIlTO/LbJlgcnyvbWLPjUDmrDspuTt3WUfHU2FZ5R4oCxGyBNdt9oDtvAYbbSm33/dhO1DW/X0S/PdJ4lL1f9wvZRtSFxcMQY+B0fL7bYEdXgszzWRCBm50sKdQEKDxCTZz1ORGwqvDgXS0mk9XPk0t9ul9ExG44XDDm+/0icLB4mFxqZnq/SBIc8zkLj01/lMePOx7EZSZs9DEerk54NG6FdH2mhFj01fMe+tvOXrC7L5zzubizQz+kJvcL2e4XMbWAmAkPx3ap9+bY26mKLsfD9oyzynxbJoVHNC8VFB7RPLoR0jfLCg/e1RKwGeTpfhGnmAx5a6rSAt+P+RYXk+lvaLXdtOr2fpFkKPncWDz0YsLuThF3ptQiXTstVFo/9GldBlI63LljWLSdDjOz71Zwe+iVwsxceLi8E8dJaGi3AssrApQyTYSH2YFrxpuTPW3v9HSCacBmIQuyCgEKD6uMRBNuh5WFB+9qMUxMPy0evhzzbb9oLBniMjG/hYcmIByPDXd/v0jIhYciELQ7YEr1F+c5HsltXPT9Eh4+3S/kg/DwdIsphUcT/nQ37zqFB6dE2AlYWnjwrpaAzA+3wiOvznbNuhAaaqyEPe5CHsvty/0ijgLC8bhuT/eLqNe6y+vg7VfFGwNG7c/Fde/24FVpvdHHeLi9TGv7asw8MgQFJavx01TzSwhVS4X92H6/hIcv9wuZ3u1hYvHQhGiOclW8i6nihavF7JZa9dht748+D8hEZSEhIUDhERLMrMQdAWsLD97VEojZ6/5+kTjs19330XxeHJrPakBOhbR4+H6/iNFyod5PAgxXynR9v4hqXalBqdLpWAxfA2zSrpt3LTzitevgtaDTpxMwIbsWnyEB902KV/G53b3heCGg5O14h8YQvLj3gO12ZNfCw/k+GVGeGvDp6X4hebeNyKHf/urmnpD2zveZQG7Ndnvvjeyl690+SuzHrFV4fo1FdwIF4o3RRMug8GiiA2+lbltdeFiJFdsSqQQsvp02XFjdCTLx2kh4fdlbuLrAen0nQOHhOzPmCDABCo8AA2Vx1iQQygPErEnA0CpXt5vKG2Zd324aEd1jI10SoPDg5Ag7AQqPsA8BGxAqAtzBYSPNI9NDNemsVw+Fh/XGpMm1qCkKD97VEsBprsUSOB1c5aIKtye86nftBPsYeaf2eXH2RgCxORQVzntvXN50GqzOWqhcr06M1bXXx7kuc/r6eeOeUGAviZOf/55GJTY2FjExMQ7Jdu/ejfT0dKSlpSEpKQmJiYmIi4uDWVqZMSY/P7/BU2V8PfoJUHh4HmNvjkP3Jo2xppDd1eK5i/6n8PHD2CtOprs63Dex0SwdzvRwU1eI771RtzdrgbNas+znovg/bGpO9Rp1GANI976KmA1/BfArbH70MQzTVbNl+S3IPar9o+PraBh3Q2MbEb78OuFxreGkWscAX62JPs51j8LDj3mulNlIsai3eNTV1SE+Pt5JVOgHRawRtbW1iqjQPyg8wjd1I77mpig8fB00bxZLb9Lo6w3pXS2+djiI6b3i5OMHciBYet4iKxefarxfBDTPjsfoSfGoWFKNrSUNqMzW7aJxyc/Lw9j0+Y3WEKPwacRYCXfL3OydWDKpja2Uk5vmoF3JCJwYeBjtNsBBeCivnZ1uExtChMzNWI4lw1s1ohVhzGoUHiVDUDy7q9IgVchm4APttNqgtNLHea5vg/mJs9610ig8EhISPGasqamh8PBIiQm8JmBV4cG7WrweQo8JbReGLRiALC21fqF1eYeIPGCroDvWjtS2e9pcIO6uazduAbVvDxVteQZDkL9yNZ5ZJhpjPxHU1hEXH8gO7TRxxZj10yMcJYHJUeMuMnq698Z4Cqw8T8Tfe2/MD3SrAdakYvRA4x012vkrTsfeq51x2Fbt6VuzYvXQC4/v8cJr7yD73pcxVdEp4vkjeLb5UzjxwD1o6x1op1RiTNfkmd97o16bYN9mbL8vx3imie45dmDms0B+r614RrsPyMEN6HQInzo3FYuHTng4nj7rbq4DxvePbU6Ltsj2O8xXsy3SAJ4epQkf47ZsX24XVq1Yzz69HA2zB5iOCoWHn5OV2QJHwKrCg3e1mIyxnyeXOh+37eaKdQeXg/YB+L9CYbMiWsziIDxf166KjVGYPylD+yZ5VjvbQvtm6fCBr51NUZil1aly0Jdh9tz2LXVld4d83rxTjGW7y+PTvTfKuSR1ujNRfL/3JtPU4qGeiQJx2JvpvTex2KrVK85UUc80EQet1QDPpyBXOf/jFcQU3exycYJReJR9gkkfHsZs4XpR/t6ISbeNwJIN2v+8AW2Sxhj/YBPEww5hZp8DyN+jHeqmiMPVgHImigfhIRZ7uYjrRayb02OdhYcqKAqzpyjzVn04z3VHsesiTsiVZcPd/z2dSAvAzGIl3WcUHn5OSGYLDQHLCg/e1RLQCeCwuIoPPN0Hm8s7RFzcOeLYMDPhYXKQlrYQOLlazGIrnD6QzQ/msn9DtIuTXJ+Fh2fhpO+vp3tv1MPS6nVZ5MV24l9eulr0YsMpxkOeKuvu+Pl4VGgiI3NLNQ6WxGDIbLsYESfUuj3NVTTVlfC4DciVlhC9GPFztrp0cRnmqCjenvYsXsrcihwHUaI9V6wM5SiQLhI37hT9l5tACo+1Y/RixVxIK7hcCQ/bFwwzS4cdtMcxdDEmtHj4OVmZLXAErCw8eFeLYZz9tniIgDTVBP3iggE4ppi3tWO23d0h4qfwMLo89GLDf+Gh3akivq27ePjlajFZ4Ny9u9wePz8bysmr0g3iLDT8FR4N6Kc/SVZpoPt7bzD3MiqmxuPcImBIdh32d47B0ULgTnEcvT/Cw8y1IsTJ9i6NdrU4WhU0+mEXHl5a94zvSZu7RDeLfLV42LJKl4yJO9KbMaTwCNxCyZICS8DSwoN3tQR0sHfOXYyfpg7BwWfP4iEZ7+HuDhE/hYdjfI7jkeRG4WH6jdfkg1opc690+Zhj8V14mF3G5h65LxfuOV6QJ8XCVfhy700PN1ttPd17s7UkBshLxmioAbFAHO6brQUS+upqEaZ9h2DSM1j07jgsydYHl2rxBeNfxYkFE7yK+3Bp8TAVxNL14niJn+qu0RZnNxaP/g5zXS7q5jEe5vPN2Tqmxqi4uSvHo2VDZ51xMfVc1WF+Fot2ABxcjwEtHgH9WGVh/hCwtvDgXS3+jKnLPKbbAd3cIeJWeLi5Q0QfVCeCR+dl4JmS7krgnJNbR/8N0e39Is7uFhk06Owq0gfquSHox64C9/feJOG0csmeVufTcei1t94eV6EsQnpXjC4YtI/OquHkajGzeNiFzF4lSPd/fRHj49QL9gA4ih7Hi/qUtK6CS21baXXcbAGkqtiYVqm+NrGvcUeLPPXU+8vl3O4mMswHfZCofszz5o1C/sqt6l067oSH5q6ZrIyPECpDcLDPAYyUwaWzzto77WC58Hauy3HXgkS9uC/H8U4gNZ/b94itha5OnlVjP3L/6PrkWQqPgH6qsjB/CFhdePjTJ+YhAc8EwnhgmOfGhSSFeXBi46pWtnmuHO21xaNxtYU/t5NwMlpqgtREd9tpPY0Bz/EI0qCwWO8JUHh4z4opSSC6CLg4QMyfTioWlMew1Ac3iz/VWCuPKl4dgkkNrsugtNflVmjN1QX3Fie98ODJpUEZIRbqiQCFhydCfJ0EopiAWMSeBV7zMiYjikn41zWngG/zQFD/CjfLFdgj0xvTLp5c2hh6TTxvoISHYt6btQpwc3BNE0fN7pMACZBA2AnwkriwDwEbECjhoZJUg8tKCo7jtwPJlgRIgARIwGoEKDysNiJNsD2BFR5qRPX6PAqPJjiV2GUSIIEIIEDhEQGDFO1NpPCI9hFm/0iABEjAToDCg7Mh7AQCLTz8PcY37CDYABIgARJoAgQoPJrAIFu9i4EWHqK/aqApsHDPfEx1c8S11dmwfSRAAiQQbQQoPKJtRCOwP4EWHrR4ROAkYJNJgASaDAEKjyYz1NbtaKCFB4NLrTvWbBkJkAAJUHhwDoSdAIVH2IeADSABEiCBkBGg8AgZalbkigCFB+cGCZAACTQdAhQeTWesLdvTwAoPHiBm2YFmw0iABEgAAIUHp0HYCQRKePDI9LAPJRtAAiRAAh4JUHh4RMQEwSYQKOHhrp3fzc3EU39UU4xdU4GCEBynrtZZh5cqzuFGY+NKW+DJPgnYp/y/AQV7zmCsftuvy9sfgz0aZuUfwkuZW5GzZwru9WZrsnZpFeZNwfxJGd43WLlV8xAeWlOAp0IwPt43rLEpG3+pVmNbwPwkYCUCFB5WGo0m2pZQCA8VbQpWzEjF0YJwCw9P7QjgVeEBmVM64VGqigP7w+QmzIALDx+FT0D67HshW5bfgtyjWr6Or6Nh3A32QiwlJH3vG3OQQCAJUHgEkibL8otAtAoP1zCaoTAzER2NVg4tg9gOPDd7J5ZMauMXz8BnMgiPwixsXjAAWaIixUpxFi96aw3xq3HWFx4nN81Bu7PTbWJDiJC5GcuxZHgrW48VV2DJI2iYPcAvCsxEAtFCgMIjWkYygvsROOEhFvQkrNBY9JxXhf+adFlHxoWlYXs67h4ZZ0vnkM/BJeKlm0afZ3wN3lpwAW2V0h3bZ6vw6Sv4dPZF9amrb8ZigS/qjg+wGpM1l5HdJXEWH85YjGeWaSWOH2ITBjvnFqIw2+7y0D8Xf6/JHoKDs7aiSGTV5QPEYr8ab9oaqVk2hMVDLzz+N5uxTOf2aYVorhT9VM1T3DHQtd/RgiLKluXZ83XFBxWj0N8mfOwWGLU8H9w7AXnffI8XXnsH2fe+jKmKVhTPH8GzzZ/CiQfu0cZe/F9Ysl5HNk/TDQh1FhK5BCg8InfsoqblgREeQlSkAM/LWAnjc4HLTHiYpZNohVCIx822GA3jcw9DIARNYb1OeOjLdWHx2P4KYopudv5WbIx/EM8VAdAVRTMWY+0YR3ExGaNQPLurgygQtTuLBLnQq+LlYIGIr1BFB2yxFm4sHgDKlyxGbskQpT71oS9L+5fifjmAfM0y4pxHpHNl2XD1f1HPauB5L2NPtKaYihlNdB0zEzoOgsxkzMs+waQPD2P2o49hmPL3Rky6bQSWbND+p8tiPWtW1HyMsCMRRIDCI4IGK1qbGhDhYbBMSFaOgaTmFg8ZeOpkITFYQtQyTQJBXQ2MH8LD5XHvNqGhuThsdYpF+QBGSguA+L8urVhI3Vk8TF/rvNVg1QiS8FjZ3e6yUfrjq/BQhZSwiITH0qENghQetwG5G4DNNgHiLDx4nH+0foqxX74QoPDwhRbTBoVAwITHs8C/2NwaZk11H9R5ckkr/GZWDCBdH0I4FNXa3SC+9r6JCA+jO8fU4qFZQWzuIOjcJQ4iymz3jOcYD8WCMuss8LRq6XH3CLjFw8y1svdVxGzvYnC1qJcXPooXLBS/4+ukZnoSaDwBCo/GM2QJjSQQEOGhxU/85BTXoW+cp90kIsaiBZ6UAkazolzn7/ZbP4QH3LlaDLEVas9Ut4bd1eL4XFlkNbeLGgh6yGYdcBn/MeyQzi0i40fMYzzUBT/DHnOha5PqttH4azEq7kWBO5eKdAO5mWzCnfMs8KIMfG3kvPQlu2Mw6RksencclmQ7BpeK8niPkC9UmTZaCVB4ROvIRlC/AiM8NNFgOxtDAJBnaKiCo1AGX2psVDeMMeDT4EoxulscgkVdQDZz0TgFmbqI8XAXXGoqPEQbDIGg+m/92tZWGTz6wZgDKMQoJQDTXeCpzYIA4KE1U5BTqMVSGLfTOsQ/GIJcNTxqEKzZa9LqYQxkFRkN23QdAlNd5TPZ2huy94EqNqZVqhVO7OssOhhcGrLBYEUWJ0DhYfEBagrNC5jwiBJYURmA6BSjYrTURMnguekGt9NG/xizh94RoPDwjhNTBZEAhYcRrtUOEGv84CsWFIdgUuPOmcbXYekSeICYpYeHjQstAQqP0PJmbSYEKDxMoIiF6lngtQUTdOdARPL0cXa1hHUnSkhR8sj0kOJmZZYnQOFh+SGK/gYGWnjwsrjonzPsIQmQQOQSoPCI3LGLmpYHVHjQpB0184IdIQESiE4CFB7ROa4R1auAC4+oclFE1FCysSRAAiTgkQCFh0dETBBsAhQewSbM8kmABEjAOgQoPKwzFk22JQEVHq4O4GqydNlxEiABErAWAQoPa41Hk2xNYISHugX12aeX89rxJjmL2GkSIIFIIUDhESkjFcXtDIzw0ADR4hHFM4VdIwESiAYCFB7RMIoR3oeACo+oO/8iwgeXzScBEiABAwEKD06JsBOg8Aj7ELABJEACJBAyAhQeIUPNilwRoPDg3CABEiCBpkOAwqPpjLVlexpw4dFnFSbtmY+p7S3bZTaMBEiABJosAQqPJjv01ul4QIUHAB6Zbp2xZUtIgARIwEiAwoNzIuwEAi08wt4hLxqwc24hJv+xKz6oGIX+XqRXbnctGYLi2V2dU4sr50ceUv//9CjzNF7UEXFJSq/g/T4N6FeRjB4Wa/z+uVXYlZ2I+ybFO7ZM7Loq7IgTwb78r3QHZvbZCsybgvmTMjzTUdKXo8B0Puov+MvAi3um4N4AWBO3zO2A9XnH8duBnpvHFNFFgMIjusYzIntD4eF52NwKDy27N2mMNSl5Zp0Fxg/B5gUDkOW5Kf6l2F6NN0Y2oNeeFOSKRUsRDXXAPJPF2amGGqzKrEW6zCtfdyM8KpZcxkezGuwljY/DhAVJyPSv9T7nMhUeyj1CIXIDBlR4yO4fwkuZW5Hji/CwiWIzkS3O3nkd2XSL+jy/Ij0DhUekj2AUtL8pCg9fh80bUeFNGn29itUFo7A5eytyV3YPuvB4vwhonh2P0ZPiUbGkGltLGlCZneBsFQiU8CiJx8OzEwDUYvOMqzg6xhuR4+vImKd3Fh5lWDSjP0oKLPoN363Fwz/hocxHMa8KypE7EubWvVBZgAIzrCwlQAQoPAIEksX4T8CqwkMuzHb3hmpyPlhQgKcGAqq7xN7vh9ao/4f4EH8WKBhzAJOFNQFAnjR5a99Ei8Q/nawM4hvlarxpK9L+LVF8iD+DIchfuRrPLBMJnE3eroSHQztNLBu2BSKIFg9hgfgM8ehYUo8es+Owf24dMrPrsQuq8BAL9SYdy/ZrUjF6IJz+r6KJxXDhXtEsHh3nNWCvZt2Q+RSLh014aOUgQRMixnK18gAY8+mfizYezI5D5aw6VCrj52hFMfahud6aY7bAKnPhAPL1FgRhISjMUkQgpDVKmw+2OfS/VYsxXZM3Chgp54t9rujH2zYntTL8mrO2+ejC4qGf0wCMdUKxergQHnAlyNT/T8OrwXdL+f/RxZx+EqDw8BMcswWOgFWFhyIg9H5vd98KNbHxoli8jWZus3y6BcaVe0MVG6MUH710icgPdTOR4ep/sgwxYvoy5Qj6JDwMi4wsw2mxMUwPVXgk4E7UYn/nGJw7EofRnWvxRlGcTQzYsghB8Sxwp8014s7VUofKpzVBIdw5hTGKSwUOwkPkrwH0YkYnQhRxsTLWJJ+jEFGFRYzmLlKtKOcKdALJIGz0MR4i4PlRvIAlk9o4kBFCoDDbHodhfG5PLBb9AxipxWAYY4Sc8zmKZNN3q8mcLZIxQqZz3Ux4OLYLMD4H3AsPLRi85BHDVQcUHoH7hLVeSRQe1huTJtciywoP2zdL1ZJhXLRt8RFGC4U3ZmtT4aEP4tMK1RYCJ1GhXzS0pM7Cw6Q8kdYQgOqT8PBzdkrhcd+kBqzKrEOOsFgIoaAJD6eYDGnVUOrzMsZDF/PR2hDjIS0hqtulBnheizURxRvz6SwlRouHXkzY3SmiT44xKEZXi8tASodxNCza+qBhhYPdyuVaoMgBMhce3s9ZkX818Lw+kNREeDi10bGdSmvcWjzE668gpuhm3rHk53srErNReETiqEVZm60sPJQPzaLuKJ6d4fhBbDST68WGn8LDKAD0QsJ/4WFcPJwnj0/Cw0+Lh+KmyFOtA7aHFB5T6/F+n3p0dAg81e9W8VN4aAJCFTXQWSosJDygW+BL5VwTO5dUtxuk+055bg/s9Et4+DRnfRAeyvvDZLeVHGgKjyj7xG58dyg8Gs+QJTSSgKWFh7IwbMV1z2ehcFEG5ssPWMOHqYPp20/h4RhTosV7uLB4mC08Zq4Wpcy97nes+CQ8/Bxrt8Ijrw5vjIQatwEZf2GPu5DBodKtYWuCcVeLS8uF6mqp1GIuFJeJMd5De653u2RqO2+kK8doxbA/h0PwqrTe6GM8XLlapEVg5pEhKChZjZ+mahYGg0hQLRWwbWX1S3j4MmdNLXImFg9NiObYBJLJBPEgPFyxEVai3D/+KzZXPI5hfs47ZrMmAQoPa45Lk2qVtYWH6mLRf+irg+PoxsibNwQ5s8pVH7w74WFmmpYBnw7WhAy8OC8Dz5So3yadTOQ6d4mz+VzvTnF2tzjEiWjBr7YJF6RzQFwKDyUmIw77Z1zFXiVoFmg+Lw7NZzWo7hjbt2axHbdee+YYXGo7x8ONywTKdl4pbtT4DFmfY5CoKlJKlZpiMXwNsElzB7kWHvG27cFK0OnTCZiQXavEtNjO8XC7e8NRZMouOwSCPj0EL+49YHN9uBYe5u41dcw9zdmtUIKelYd++6sx6Fm8rgtuNs5pOZ/dzXVbPa53+8iDAJ9fY9GdQE3qUzqwnaXwCCxPluYHAasLDz+6xCwkYCBg8e204Rovd4JMvDYStHiEa2yCWC+FRxDhsmjvCFB4eMeJqSKcQCgPEIsIVK4OENN2tCwbjYU8XCwiRtLXRlJ4+EqM6QNOgMIj4EhZoFUJcAeHbWR4ZLpVJ2nw20XhEXzGrMEDgUAJD14Ox6lGAiRAAtYnQOFh/TGK+hYGSniooOhLj/oJww6SAAlENAEKj4gevuhofGCFB0ATbnTMC/aCBEggOglQeETnuEZUryg8Imq42FgSIAESaBQBCo9G4WPmQBAItPBwe1hTIBrMMkiABEiABPwmQOHhNzpmDBSBQAsP0S410BTcjheoQWI5JEACJBAgAhQeAQLJYvwnEGjhQYuH/2PBnCRAAiQQbAIUHsEmzPI9Egi08GBwqUfkTEACJEACYSNA4RE29KxYEqDw4FwgARIggaZDgMKj6Yy1ZXtK4WHZoWHDSIAESCDgBCg8Ao6UBfpKILDCgweI+cqf6UmABEgglAQoPEJJm3WZEgiU8OCR6ZxgJEACJGB9AhQe1h+jqG9hoIRH1INiB0mABEggCghQeETBIEZ6Fyg8In0E2X4SIAES8J4AhYf3rJgySAQoPIIElsWSAAmQgAUJUHhYcFCaWpMoPJraiLO/JEACTZkAhUdTHn2L9J3CwyIDwWaQAAmQQAgIUHiEADKrcE+AwoMzhARIgASaDgEKj6Yz1pbtKYWHZYeGDSMBEiCBgBOg8Ag4UhboKwEKD1+JMT0JkAAJRC4BCo/IHbuoaTmFR9QMJTtCAiRAAh4JUHh4RMQEwSZA4RFswiyfBEiABKxDgMLDOmPRZFtC4dFkh54dJwESaIIEKDya4KBbrcsUHlYbEbaHBEiABIJHgMIjeGxZspcEKDy8BMVkJEACJBAFBCg8omAQI70LFB6RPoJsPwmQAAl4T4DCw3tWTBkkAhQeQQLLYkmABEjAggQoPCw4KE2tSRQeTW3E2V8SIIGmTIDCoymPvkX67o/wsEjT2QwSIAESIAE/COTn5/uRyzHL7t27kZ6ejrS0NCQlJSExMRFxcXGIjY1FTEyMafkx+fn5DY2umQVEPAFfhUfEd5gdIAESIAESaDQBCo9GI2y6BVB4NN2xZ89JgARIwF8CFB7+kmM+UHhwEpAACZAACfhKgMLDV2JMbyNA4cHJQAIkQAIk4CsBCg9fiTG918Lj7Pmf0bJ9TzQkJJAaCZAACZBAEyQQU1OD86X7kNGyk633FB5NcCIEqsueLB5CeLTo3DdQ1bEcEiABEiCBCCRw4chuCo8IHDdLNpnCw5LDwkaRAAmQgKUIUHhYajgiuzEUHpE9fsFo/dXqahzYsQNlpaVK8LFVH+KsgDbt26P7gAFITE62ajPZLhKICgIUHlExjNboBIWHNcYhUK24tm1bmB/dA9TV16O0rMxjVd9/9RVEOf3791cOA7Lqo76+Hjt37sSxkydxw803W7WZbBcJRAUBCo+oGEZrdCIYwmPgoIE4dPAQzpw5Y41ONpFW/HLkSGR36IDU1FTTHl+6dAn7SkqwsqjILZH1H36Ihx56yNKiQ3ZAiI8333wTt997bxMZZXaTBMJDgMIjPNyjstbGCI9u3boh57oc20JXVVWFLzZ+gVF3j8KOHTtw5PCRsDO7sd+N6NKli3KUb11dHQ4fPozvdn2HVq1aKW3zJI7atWuH8+fPQ/StsY/OXToHlck/P/igYqVIcLEDSfRh244dKFy82G1XPv/gA8yaNaux3Q1Z/nnz5uGOyZNDVh8rIoGmSIDCoymOepD67K/wEKKjT98+OHvmLI4dO6a0rnXriSqO0QAAEmZJREFU1tiyZQsmTppoCeEhRMOw3GE4UXoCpSdKlXsFqi5Vobi4WBFHp0+fxvZt212SFZaDQIkoyWvpkqVBGkng8WnTMHDgQLflF23ciAUff0zhEbRRYMEkEJ0EKDyic1zD0it/hYdYkGtra/HZus+c2i2Eh/h2LU3+paWl+HrL10o6kU/+/8KFC0p+YQkYMGCALY+wTAhxsPeHvUraW0fcqvwW/79y5YqtXrGY9+rdS7FmiP9/u+NbnDhxwtYeWe6WzVsc/j/81uHIysqypRNiwKxd99xzDxKTEpV0oq2iTaKdUjwIl1KnTp2U56Idoj2iLeLx448/Ku0XDyGABg8ZbHvt559/xvFjxyGsMZLFz0d+xvbtrkWQN5PjkXvvxU033eQ26RebNuG9VasoPLwByjQkQAI2AhQenAwBI+Cv8BDiQiygZhYDKTz27dunLPBicZaLv1ighZVELOhiERcuGfEQf5eXlytlds3uihYtW2DZx8swbNgwtLmmjW0RF1YWIQI2f7UZd+XfhbJTZYr7pPcNvVFXW4cNGzY4sBGCQtyceOrUKRzYf0BxrUhLiKxPuITM2iUsJDk5OTh48KBSj2yzmfAQIuX8hfP4qfgnNGvWDBUVFTY3jhAXAwYOUFiI/lZeqMRNA25CfHw8Dv50EKlpqUo9jXVPUXgE7G3BgkiABAwEKDw4JQJGIFjCQ37jN7orhFWgZcuWSM9IR4sWLRShIQSAEB5FG4qUxVrvlrjzrjtx6eIlxYUjHuK5eEjrg7CsCMuLEBfix+jKEPULUdH2mraKcJDtMgond+2SgkBaUMyEhxBI7dq3Q1lZGY4ePeoUy6G3joj2i/qFoBHxJuLhjevH06BTeHgixNdJgAT8JUDh4S855nMi4K/wkN/wN32xyalMY4yHfC4tCCLmoqa2RrGE6IWHXND1C7xxQZbCQ1gphPVDliUb4S5m47bbbkNSchJWf7paWfilxUa4PITFwVW7vBEeon4hcNq3b68Iqj279yjiSD70wsMsdsQosPyZqhQe/lBjHhIgAW8IUHh4Q4lpvCLgr/CQC6n+W7vcteFKeAirgnjo4zo8CQ8RjyEW8g3rVRfKbbffZovnyLstz8FqYNw1Ip5fvXJVie8Qi72IsxDuDVG/XnhIMWNsl4jDEMGpRuEhLTMin2ibEEyib1JoCFEmXC3SSiPaLcWNFFcizcVLFxUrj3T96ONCvBo8QyIKj/+/vWsPjqq84r9795ENYRPyfkMSQgIBITQKUadUq8bROurYqbW109eMbdVOZ9r+0cf4V+vUtr7qaLVOWzu+pzPVqVREizKKPIQk5AEECAkRSAJkyYYQNtlNsns7516+ZUk3ISR3d+/eey6zQ/be73HO75zv3t+e73zfnQtqXIcRYARmgwATj9mgxGVmhcBciUdk3kJkR/RgnY54OB1ONUpBByWK0tHX1xeeaokW8aBlr0Q+RNIm1aP9KIgkiIe56F8kq06NMojvVLe1tVWdBolMMKVVOSUlJf8nF0VPIpNOKVIiEl2FDiSX0DlaP+JcpB4kp8grEXpNlX1WxptS6Ht3343yJUvgdrujVh8aGsKRnh68ycmlc4GX6zAClkaAiYelza+v8nMlHpEPVHe69qDzDHjUlSkUaRB/0/nI7/TrnnItKMGScjJoNYrf70duXm44L4JITbTvFL2gJFKqI6Z46IEu+o+2b4joL1I+ITvJRQfViyaX2ONjauSEZBPtCTmFzNH6Ef2JMqQ7tS2+i6jMfC1bVliIq6qqoIRC0ZuSJDQeOIDTg4MzdsX7eMzXElyfETAfAkw8zGfThGk0X+IRa8EpqkG/4P1jftgddjWHYr5TErGWOVHtq7a8EEmaTgbZZgO942Smg4lHoizI/TICxkWAiYdxbZN0khmdeFC0gZJQKTqiRhM8nvBKkKQDO0kEZuKRJIZiMRmBOCLAxCOOYJu9K6MTD7Pjb0T9+F0tRrQKy8QIJBYBJh6Jxd9UvTPxMJU5dVGG306rC4zcCCNgKgSYeJjKnIlVholHYvE3Yu/jfj86m5sx0N8P8g+jHpSrkldUhKq6OjhdLqOKyXIxAqZAgImHKcxoDCWYeBjDDiwFI8AIMAJGRoCJh5Gtk2SyMfFIMoOxuIwAI8AIJAABJh4JAN2sXc6GeJhVd9ZLQyCjoJqhYAQYAUZgWgSkYBBnPV3IzFgcLtPe3g56DUZaWpq66tDpdKobPcqyPO2SfamhocG4k7fsAHFD4HLEI26CcEcJQ2Bo+HjC+uaOGQFGIHkQYOKRPLYytKRMPAxtHhaOEWAEGAFDIsARD0OaJTmEYuKRHHZiKRkBRoARMBICTDyMZI0kk4WJR5IZjMVlBBgBRsAACDDxMIARklUEJh7JajmWmxFgBBiBxCHAxCNx2Cd9z4kgHqdOncLw8LD6llk+GIF4IkDZ9xkZGSgoKIhnt/Pqi8fLvOCzdOVY+jsTD0u71vyUjzfx6OnpUZdfFRcXq6+F54MRiCcCo6Oj6Ovrg8/nQ3l5eTy7nlNfPF7mBBtXuoBALP2diQe72ZwRiCfxoF9utM11ZWWluhU3/c3/Mw6J8IOuri7V94wc+eDxwvcHve6PsfB3Jh5zfuxyxXgSj8OHD2P58uVqpEOvAWXVdg6uCiB3wI7s09pmPVbFYa560y/BQ4cOobrauJun8XiZ2a/tCrD2uAfdeRnwpjp5HMxwH4iFvzPxYP4wZwTiSTzIUdetWzdnWZO94mB+EDtu9eP6D1zIPm1T1Yl2bjZ6bvy2D9WtTlS3O6YtPpam7RGY6pNm06TlyuzZswerV682rN5WGi+Pb2wM26FxcQ5Opi/A7iW5GLfJ09rHEQzhd5ua8cL1y3E02z1tuWxfACMux4xtGdYJdBRMb39n4qGjcazWVLyJR11d3SXb6YpfrAJ3M3/35oew87YArtucgqzT2g2ViMeu28bD52ar/7vfHUNViwPLWm3T4vnpnQHkH5NR1XaRnMy2fSvYo6mpyfDEwyrj5cl3m/FBVRE6cxYizxfALUdOoT89FS/VVUzr385gCI9tbsHz11ah+wLxmOrfjskgfv9+K57YUIOT6anhyKAV/Jt0jMRDb39n4mE1tqCjvvEmHmvXrg2HRIUaYqrA7N+9BQp2f2UC9e85kHlSi0KIc+s3aeSArmcMShjOVuAIAKu32ZF/woZzmSHsvn0CEynAghEJo24Fy/baUNliw6H6IHpWBrXoxoiE+s0OHKmdRG9VKOwpt/3diYHFIbRvmFTboHJ1H9rh9kqWtUdLS4vhiYdVxsvT77XgzasWY3dJluqP2T4/HvnkIP6xtgzthZko857H/e3HkTMaQE9mGl5fvRjnUhz443/b8Vz9MnRlpmF9rxff2Kdt/0/tvFVTggcbu1E+5Aufoz7q+7y4r/1iubdXliIgX4wKmvV+pLe/M/HQ8UFstabiTTzWrFlj2QfdUKGCPXcEse5dOzJPap528Zw29ULXiztlFHdKOLYqBG+hgptedeCTr0/CMQ6s+kTGwBKgqy6IymYZS/fK8JQpsAcA14iExgv1844BO+8RbclwDwLb7ptEUaeMkiMyDtYH1fZqt2gRE/IDsxO/qfq1tbUZnnhYZbw8834b3lhVgs+KNeJB/vjT3V1oKViEXaXZ+MWOw9i2OAf7c9Nx69EBjNplbFpWgCc+3I9n1y2Fz27DL3d24oW6cpxJc+Ghxm68U12omvz7rcfwUu0S9LpTQVESUc6zIAUPNx3FxuoitOSnm97/9fZ3Jh5WYws66htv4rFq1SrLTrUMFQJNd4Zw9UY5TDwo4tF8l6Keo4Ouf/ENGa4RIiUXy9P52g8k5PRAxW/LD0NY2iShvAk4nyPBs0TBSA4wVKTAPSih7j9amYpGCUv3SuG23GcAR0DCWLqCMTdw81+0iIc4rDQVs2/fPsMTD6uMl+e27MfrNcXYWbQo7I8/aD2OE24X2vPT8atdXWjPS1cJRv5oABVnR/GzL9fgqa0deObqcuSMjuP+jj7sKsoEJGCZ16dGQbYuzsKvP+vGY9dWom+hS412fKujH7uKM1WXF+VeW1msfjez/+vt70w8dHwQW62peBOPmpoay2afDxdLaL4LqHsHyOjTltFSxGPv3RI2/E2BL1e7fv1rQMo5BaJ87XtA6+2X1vvoQaCiEcjpUbDnXgm5R6FGNfqXA6nngLXvKNj6kITyPQoqmjVi0n67hNI2qJEOcYMta7Tuct6Ojg7DEw+rjJfnP+rAayuKsKMwQx0X7sAE/rD9CF5dUYiBBSn4efPn+FdVAcZsEuifAgXN+Rn408eH8PQXylAyMoYbeofwfll2+PpwigNnnXY8sucoHl1XgX63CzceH4xa7kBWmunvS3r7OxMPq7EFHfWNN/Gg5bRWPrY/YENut4LqrSFMOoHDN8kYyZVQ/0oQZ4sktN4jo/LTEEraFHx+jYTeWhn1LwfRdJ8Nbo+ClZtD4XJlu7Ucjs/Xy7jhuaDa3mffsWGhR0Htv0P4+Mc2UBkiF363dk20TfWov0X9F6dYrGYXWk5r9FUtVhkvL358GK9UF6Apz42S8wE0nPCq///mmjKkBEN4fGc3XlxZhL252uoVujaQ6sCznx7Bk7WlcIQU/KS9F4+sr4An1aHWSR/X8p4e3X0Uv726DL0LU7DS64tajuqY/dDb35l4mN1jYqhfvIlHVVVVDLUxftOnV8jo3mDDZIomK+VmrHlrEmlntAhH21ft6jlxvXpLEPkHQxiskHHgDi0PhK7TUdxC1xTs/aY9XN51ToHrHLD67Ul03mzDqRptCof6oCmZ7i9pbdCxqFdRy1n16OzsNDzxsMp4+eu2I5e44Y6CdGwqzVJJBB11Z87jRx0XEqMA0PU3KvPw5+1deHxNCTozUnFvtwe39J0Nt/NyVT62F6Tj4QP9qB3UEkwf2LBs2nJmHwd6+zsTD7N7TAz1i0Y8aLOZoaEh3W/KtCFSXl4e6P0Bc934yQz1gi4JvmyJkjWQ5gnCPq4l050rsWHf1xyofyGgXrdPAAsGQuEQ8HiGDP9CwHUemHAqcIxLcA6HIM5TeZtfAbUv6g0Xaf2k9wbVdijyEUiXaa4FGf2KZe1A7wkaGBgw/AZiVhkvxecDYT/vWxj9/pAxGYI7MKmWO7HAAVmSUHQ+AK/LgVGagpEk5I6NIyUEBGTAk+oM+ze1P2GXcTrFPmM5M9xfom0oGAt/J+KRmZmpbghJ93Sn0wmbzQZZ1jY1jHZIDQ0N1o2xxvBBnmxNRxKPiYkJ+P1+xIp40BbQ1H5OTo5lH3gz3dhGSm3Yf28KrntqjPGJ8Zb6Z86cgcvlMvyW6TxerJuDpOeOxLHw90jiQWPJ4XAw8Ug2ApAoeelBSJ/JyUkI4jE2Ngav16t7xIN07O7uVhmx2+1WHZWPiwiM5sk4dmMKVvxzjGGJEQLk4yMjIwiFQli6dGmMetGvWR4v+mFpxZZi6e9EPLKyspCamqqSeLqf2+1aRIkjHlb0tivQWRCPYDB4CfEYHByMCfEg0fg131dgIC6qKwKxfE24roJGNMbjJVbImr/dWPo7EY/s7OxLiAdNtTDxML9fzVvDSOJBUQ+aC6SIh8fjiRnxmLfQ3AAjwAgwAoxAQhEg4pGbm6sSDyI4FO1g4pFQkyRP54J4UOiZiMf4+LhKPGhOkF5fTw7FByPACDACjAAjIBCgH6hdXV1qvh4RD0osJeIhEkt5qoV9ZUYEBPGIzPMgp6JVLUQ6SktLGUFGgBFgBBgBRiCMwIkTJ9ToOK1qoefE1PwOJh7sLJdFYOp0C0U96EN5HmlpaeElsJdtiAswAowAI8AImBYBsSzX5/Op+R0U6RDRjstNsxAovJzWtK5x5YpFTrdQkqlY4UIZ0cPDwyqzpfN8MAKMACPACFgXASIXImGVohwi0hG5f8d00Q4mHtb1m6iaizeTRu7pQeRDfIh00IfyQARJEQ1FvtWUYWUEGAFGgBFIfgQiyYNYpUL5G0Qw6EP5HOIzddMwJh7Jb/+4aRCNfBDREISD/hbEI25CcUeMACPACDACCUeAyAQRD/ERZONKSAdHPBJuRmMKMJV8iAhIZAJqZISDox3GtCNLxQgwAozAfBGIFvWIjH4IMiLKzRTpELJwjsd8rWLS+pHkg1SMJB3iu0lVZ7UYAUaAEWAEoiAQSS4iNwi7EtLBEQ92rRkRmBrJuNx3hpMRYAQYAUbAnAhMjWRc7vtMKHDEw5w+ortWPJ2iO6TcICPACDACSY3AbKZVoinIxCOpzc7CMwKMACPACDACyYXA/wDlALNglZbW5gAAAABJRU5ErkJggg==" style="width: 300px;" class="fr-fic fr-dib fr-draggable"></p><p><br></p><p>variable1 is your variable to be rounded, roundDigits is on how much digits it should be rounded (0 is not allowed) ... I have not tried it, maybe it is not working or some mistake can be in code ...</p>