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0%,1.15%,100% {cursor:url(data:image/png;base64,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) 16 1, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 16 1, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
5%,6.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE7ElEQVRYhe2Wy28cVRaHv1uPftjt2N0dO45jJ05kIMSYySjMDIPEsAE2LNDMAoGQRpolEn8E/DFsWbFgNRIDCKQkEgHn5TjPTtqvfri6ul636t7DwgyThw2GwGry21XVrXu++p1z7il4oid6ol+hRqUuLxw6LVW3Io+7l9rvQk958kz9KWZrM7xx4jWKIqcV3OXj65+gTc62Dkgk2/d++wbwlCdLB5dYbJ7ixekzzIxOU/dHKeOhCmG5vcxq9yZfdL7mQnyJoeS/CMLbnUrJ4doMzUqT146+zrHaLCcnnqKsfDyBklH44pDGQ3SuSeyQrSJg0rcM9S8J/6gDMj9+gmMH5nl57m/MVec4Uj3MqKrgsxPUE/CNZSVY5XznAmeDLxittjF5wEaYcTbcf1ofAPCUL28svMnTjWc4M/UnKpQYlTJlfHxx8AsH14JnLf/e+IxW4zIX7Fnee3kaWb3B5lrAx1dC+pnQKyA3EBQgQGj3hvoxBTNjRzg6cZzFyT9QpsSIjFA1JXzj4hvBNYIyQppGbFfXeOVfDd4/+S71ZIP1McOXm8u8tTBCog2XejlXA8vNSNACB33kZrY7xI8Adwa3uB3c4Lnmcxi/ihLBsQ5ernA1OIVFZYZWeo+vvXO8++w/mJn0sVGKrU/w7EKdhmPJdUFtNcCRmNAIsYHgJ+ri/iJUy5vfyNLB5znQqCGOBceA88PTVMiSlNSE/P3tv1BvNFBuhipXOLo4S5OYcjTE9iNORQWiDZqMi4HQ10IZJNul6x7ogs14k61kHW0XyF2NcT2sp3ZW+ZYoibg0dZFXF+cZn6iD7qC0hxqrMTp7EBmOQLHGiSM1ykrQSnFzmJAYqChQgqQPQTj3Xwx1qD6/8xlBtk0umlzliFtgPcF4livmGk+/0uTMn+cQ3UdMDrYABA5NI5UKArgiTI+XqPgOoREOeFB2d+/5R+5tp9tc613l0OEGxvMpXIXng192WJtoMVkfUDJT2CxGdIKJBtgwwA4i8k6f5G4fvyjoxwXLmynjvmLLFZSF4Q9fX+F/TjwCsBa1+a7zLS8cOo1WVcq4WMehJet0x9q889clyAaYqIeNIuzmFrQ2sMOMIogwYUpaGNa7KScPuNyLLbeVYO+LcX8anIcBALXSW+G7zjKZTSmUISZmzbZpPp/i2ggbR5hBBL1t6AbYjT6lIseEKVmSc289Ym2g6SaWMU/hKzC7BNrVAYB21FatsCXR1CKjbpmqP0InHXD+q7v888VRCtdQ9Pr4nmAzTZbk9NoDhoMUne6cPvdiy+XQcm1oiAyoPeamuwcYW/HmB0uTp2hUJvCVyzF/mnO3LnD91nnmexuk/ZASBjNIuH6ty431mMudlHFPEWlLKzKshIZWAts5aAEtfLgvBwByW3Cpd4W52mHKvocuYiadWVavXOSj9hrHxlxe+uM0/X7Kt7dDrm8XlFwwBXgODHIhF9AGRGC4x3G8pwOpST8wYhjoECkM4TAgjzM+3bjKnXhAteLSHWiubiScXc+4kwiRETxHUfEUxgpDs1NtK/Hes2Bfk2th4oQcVzM4OXSSLufNZbU4hjRLDr3Uou2OxeMenJ5wqLpgUHgOXAwM/+k9JsB/NUJFLJYUved782VkqgyTFYfCQldbzg1+I4D96ngJqXkQWriV/j4xflZNl8f+YX2i/w99D8bfl2CvcSr8AAAAAElFTkSuQmCC) 16 1, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 16 1, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 16 1, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 16 1, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 16 1, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 16 1, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 16 1, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 16 1, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 16 1, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE5ElEQVRYheXXSWhdVRzH8e85595335zYJLWNsdI0HbQtnakKIrjSoqFuKk4gtVZQWmy7kroRl+JKXIkIrhTtoBsRBGntwi6kRTtoSdoMzfiSvORN993hnOPidWmSl7QK4n95uff+P/zucP4H/sslkRawd3ePZVZCuvbYnoPsW/skd4Nwltv8yK5X2d6xicdXb8ORku/6f7KA+McBCeXao7teYXvHBrLKI4XLwc3PI4Bvl4FYEiAhXXt098vsaN9IVqXJ4OIYhVIJDm7ZjwDOLhHRNCAhXfvO7pfY0b6enEqSxiGhJY6BGJDS4fXNvYDhbP+5phFNARLKtcd2v8iO9vVkVZIMCs+AqzUykkgXpCsQ0uHQll4EcKZJxKKARvMX2NnRQ85JkLYKTwtcbVARyDBCoZDCIpwG4o2tz4KwnOk7vyhiQUBCOfb4ngPs7OghqxJkcPAsJLRBRRJZDxGhAasQwkUKEEIihMPhrfsQGE73XVgQoeaVSWVP7D3ArpU9tDhJMiJB0ki8WODEoPwI6YcIP0agERKklAgBShqkhG0ru/HjgOszw+8vOYGUk2BdbhV56ZFBkTRQrM6xWuaRfsxUpYjnW7KhpKINQSxppxWBgxIWgUAqhwez7QuFPD+gPZmnK5UnacGJYy4WbnDk4mcceuoxkukk3/df5eFVnWzsXsOfhVH+GB/h6ZUb+O3yJJ/seA1rLVprutIrFgTM+2xy0rPvbXyOh3Id3KwVOHnlFF9/uI/e/U8gvTyzVUE630Yy20Y9CPHLM+TCW7z17pfc+Dnigw291ETM6du/8unQ+Xn7zLsWlE1AX2GYH4YucfLKN3zx9lae2dt5J7cU961oJZn0QPt4VGlNRQhH8fGbu1mzbpYT177idmmSab+0YALzAnK4XC8O8/n4Lxzu8Xg0a8BqTFTHBrMQVyAsYmsj2NooujKM0SGxlBx/xKMlPcZH/T8iYr0gYN53oEwkLuhRshLrWEOx6LN6bBw9PQeZPHT3gHTBhOh6DTtwCz+IqI6OQxizMQOXpyY4VZxY/n8AIKVgrBIz3VegmFa0rW3DhoNopaCzE6EUulbCVEqY328xOVljcLxKFBryEqYXuf+iACEgtBCHETP9BUpTFTq7WhAD/QhTR2ZSICRWa6LQUJ4oM1KsM1IzqCamjcUBQFIJbpYNkjqtgcaNInKhhmKN9P0tSNeBwUmu9U1zbaTKpWLMWGipaFjhYGfi+b+2RQHdGcn2VkXWFRhXIVMupVLIwOQoD9yeI7WpA5H2mOwvUBovI6zFj6AUwnh4DxajwFiKsaVWMcxqjR+HjFUi2jzBiiBiZrCISThMT5RxJczF4BuImxzSFgWM+JZzk5qU0hgierKNNLqSUNc+q0sRCJiaDRiqw9WSZjbQDAb3aB6YCBF+bK0joCsNxdCgkZQjGKjFrA8MnrAM1aEYGIarmkK9mdZNAqARp6caL6RA0OoJBsuGkdgQxIZWTxJYUEoQWsGcbuSfEdiqvYt5ACCvsK4AV0JkoBAYqtoyF1mm6pbpUNDiGlwlmKobqjHUNUgazV2w0QJrTlPPKSOxaQUZp3GBK6AUQ2AgrSDnNHDlO8fmdPNDaVMnpsCmHEgqMHf2QkaAr0EbUAI0ICwsFvmyKyexrQqb/JtdkHuX27Ol1L/W6P9TfwH44yrITJFPTAAAAABJRU5ErkJggg==) 16 1, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE9klEQVRYhe3WSWxd1RnA8f855w5vurYDdohTR2kGypBQyICKyqJCrUQJi5YybRAqU6UuoKVIXQAbxBKxZMWCVZG6AcoCCXVXKCpdFKgcCCF2ZtvJe36D37vvjud8LB4LNrafEyq1Uj/p7s493+/MH/wvh0YLIFfXxxVGoH159vZHOLbnTq4G4V1p8qePPMxtM9fz49mDeNrw7sLfBFD/cUBgfHnmyEPcNrOfhgmo4vH4gXtRCH9Z+GDLiC0BAu3JM0cf4tD0fhqmQh0Pz2mM8Xn84L0o4J0tIsYGBNqT3x99kEPTe4lMQA2PwCo8J5QIWhueOHAP4Hhn4e9jI8YCBMaTZ48+wKHpvTRMQB1D6ATfWnQB2h99ShuePPhzFMLbCx+NhdgUMEr+Kw7P7CHyfGpiCC341mIKQecWg4dWoDxQ2uOpW+4GBW+f2hyxISAwnvzh9vs4PPOtkYsQWIspNDpNUbkDKVEqRCuFUgqlDL+55WcoHG+d+seGCLOuTBt57kf3cWT7Xia9kLryqThFWApeCSbJ0EmGSgoUDqVBa41SgtGC1opbt+8mKXO+aF98acszUPUC9kUzTGifOoqKc3TiPrO6gU4KWoMeYWJp5DCwkJWGaSZR+BgFCoU2Prsa1240yesDpisN5qohFcnwyj4fN1d5+uM3efKnd1BtNHhv4TNu2rGDG/bM8mWrxYmVJe65bh+ffXKZ1w7dj0iKtZa52uSGgHXXJtJaXrzhZnZHDRaHA16Yn+fPz9/JLx/7Baa+g85qk9o1c1SqdVIbkqxdIhqe5Ld/fJOv/tnn5Rv3MkTx1vklXj93Zt08674Ffec41Vrh/fNneGF+nj89up9jh7cjZYqUa2ybDKmYElxBRWdM1hSEEa8c28X3tg957vjnXOivsZrGG87AuoBIwRe9Dm8sr/DrG2vc9YNJZKoOCErs6OAjuOQSbrCIW1sAMvzdc/zupioVM+DVUwsoW24IWHcP9AX1YW65uYZM2ZKsMyTq9Cj1WSTq41+3C5emuKyHyxNs3EMGKXnzMtsmQuaq8Gk34cQwufJ7AKBdwlfdgpULXSbmzxJElyiqVTgQo3fuxGYxttvCLV6gd/Iii62Ei+f6OCdMmdEJuSpALlDzFCcX29TFEXqanbsmKRohpmLAaCQdolod8pUubimm1UmIS8Z6DTYFhApKgWYqnD7fo1LxyErLnNakRUl1egrKEhN4nG1lnGmnrAwt7RysQE0jQ7c+ZVPAhK/QCtYKoaMMs9bRb8V82stonO5y/Q93ECg4/WWTc8sDernjeM+xOHTEFjZKPhagYoSfzHi0nSJBUZ0I+ddSwpTJ+D7QObFMvR7Svdynm1qWcogtaAUD+x28hrGFv162hJ7i36tDjjdznBV8LVR9jSEmdjEXVlPaBZyLHUUpLGfj1QNjNdoZIhUNnoJrQ0XkK7b5itmaZl9k6GaOS6nQzR0n+45eITQzaJeb9z926RRpZCaE/XVNFCg6ucPKCDQVGuJCWEks7UxYzmCtgPy7KEgAIoMYRrV3bAWXQzeHZi4MSiEuBK0UcSnEFlrFKLH3TblebgDZVFjXiFGjO7vug69GRUQzB+cg8iHyFL6CXinEJZRudJOOM7hNGwUKyQVVUUjNgPnmj9xB4Ua7PdAjWGxHydMtLO1YDQ2Iz2gTWiARVEOPpnewyTn/f/zXx9cY2C3Pul/gygAAAABJRU5ErkJggg==) 16 1, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 16 1, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 16 1, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
35%,36.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEx0lEQVRYhe3XSYgcVRzH8e//vVfV1dsscWaSyWTMSqIk0SwjLpCAuEYEiaInQYjG5ZBgFC+KoIgHD55E8OJFb4IaRRRPXqIYSUIiiSbjJJktk2Rmepae7q7uqnr1PATBy6yJoODvXv//hz/F/70H/+UowQHuumos9UNfK3fo/jt4ZMtargdhltTcKHfgvp1s62rnng2dGKP4+uR5B8g/DvCNdgcf3Mm27nYKniZrYN+uzYiCr04sHrEogG+UO/hQD9tvbqPga/IajKRoo9m3ewsCHF4kYsEA3yj38p4etq9po+hrcgZ8LIaUREBpxbP3bgYFh48tHLEggG+0O/ToteaFjCZvIKNSPGdRNkZpDyUe4imeu28LouDLXxaGmBfgG+0OPdbDjjXtFANDznNkxOJh0WmMkgitQClBxCBKsf+BraCEL3/umxcxJ8A32r3y+B3sWNtOIdDkPcgoh49FJzFK1REXgXaICEoLogQR4fmHtyIKvvhpboSeVaaVe/WpO9m5oYPmrCGfEQIvJaMTDAlaQpQLkThEDIhRKKUQLWijUJ7i9nUdhFHC74MTby96AlnfsH5FkaacIu9DoFMmy1U6mxSKkPHpChlCCjqiEloaktDWCqJBa0FSUErT3V6Ya8izA9paAlZ1ZAl8h1EJR3vHOPDRUfY/0UPge3x7ZIhbV7ewaW0X5wYmODswwp67DKdOn+XDF7bjlMOKZVVHbmmA8akKv57rZXVHkQtXarzx6Wk+e/sh9u5/BvHzvDl2iWyhmWxxBfV6g3BqmCY7xouvfcJLHx3nnac3UouEcxeH5wTMehbMhCl9Q2N8f2yQNz49zXvbcuxaFeCiSUgtLU1ZMgZojJNhiuYgIpm5wgdPrqGTmFc//o3hUplSOVzaBIoB/D40yZFey7tbM+ztWUFTVyuuUcW5S9jaOC5OUNkCOsiCs4gyXBmc4pFiwuvna7z/ecTm7mBpgJk6cqTXsq2A25hX6NQSXxhCREhbWpBclvTyALR3ISaDs5aJP4Y5c7yf74YatBoYuBJy9lK49D0A0Owrlvsw0nuVeiNmTWmC+Jab0ZkAuVrCNbWRTI2QliYwA/2cGZ6hEqVUEygqmLFz1591D/yV1QFvLTPQ3ezRCGNsbMktb0ICHylXkLES9fFp0kuXkfEpOm3EUDlmuOboq9+AVdxfcwzWHZusUBDI5Hx0pYbgSJUgI6MkpSqRbygWfLxlBXbfVOHXCQeV+aovAFC3UIkdgQbPKPpHZpiOHV3r2/A6ilRLVQb6xhmJId+S43jvBD+OJvTX5m++IEAKlK3jxGiDMIGLYZWdrWXunqzQ2d2Cf8tKZHCSCyNVvjlZ5mrdUbdQTm4QIErhYs2BpAxVUwpGMDjy/WXwNMuihLbWLLmBKjXr8BRkNfSFN+g+EDvorzgmo5SNRWGwljKVCFpbzp8s0Vn0iOKUUuSIrBBoqMYLv6POCxCBmgWTOFo9xboOjx9GY05MWjIKzFjCba2GUiNltO5I5drUbhhAy7UfcbqBTMTOnavGnCojm/LOFRTECNOxYzJyxECpAd7C+y/+Gv33rPRxoYWOjJAzjqEQxuPrqzln8oK7ycz+COn0F/9AWZQ2LzhPQcNCeJ3T+z//mvwJf730ts1eq2MAAAAASUVORK5CYII=) 16 1, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEyUlEQVRYhd3XS2xVRRzH8e9/Zs7jvvqQFosUrYASA0YqoEbZGGOiKDGaaIwbExQTTTQiK2PiI8alj4VuWBhXLlyImhijK9T6QFSiAVqkUOwDLe29be/rtOcx4wIXbOgLjNF/cpZn5nP+ZzLzG/gvlxIc4C5qjOW+6Bvl9uzYxo7NV3MxCLPcyZ++ewub13Ry64ZVGKP45MeTDpB/HOAb7Z65dwubezopepqcB7vu2Igo+PiHpSOWBPCNcs/s3Erv1R0UfU3BgFEWbTS77tiECHx0cGmIRQN8o9yz922ld20HpUCT98CXDCOWVEAZxWN3bgSBj75fPGJRAN9ot+eBrfSu66AYaAoeBNrikaFsglIeCg8xisfv2oRo2P/N4hALAnxPuz0PbuXGtZ2Ucoa87whUhicZ2iYoF6MVKBEEg2jF7h3Xgwj7+wYXRMwL8D3tnnt4Gzeu7zz35T4ExuFLhs4SlJpFshiMQ5BzCBHEF57YeT2i4MOv5kfoC8qMcnsfuZkt166kNW8oBELoWwIvxZCiVYRyEZJGiAExCqUUYgTtK5SnuOGalURzKf2nK68suQM537BudYmWoqIQQGgsU9UGq1oVSiImK3UCiSj6MfUoY86ldLSDKNBakAyU0qy5vDhfky8M6GgL6e7KEQYOY1IO9k/w9BsH2f3QTQSe47O+Ma7ruYwNa1dzfGiSgaEx7t7u88uRAd55thenHJlkdHfllweYnK7za/9vXHVFiVNjTV7Yd4QPXruHB3Y9gnPw4vQ0ubZucoVWZqMGzalhWsKEp/a+y5Nv/sSru6+lOSccPzk6L+CCZ0GtaRkcneDz74Z5Yd8RXrohz22XWbLpYcQEtLcVCE0MWZOABq1hSjp5irdub+fKJGbv28cYnahSrkbL60ApB/1DU/QdzXh+vWH7VUUKgcOlMbZxBjfXhCxBwgKiBJwFZ4nqDR7t8Xn8QIXX3z/Jxp5weYBahPQdzdjeLm5bh2HtigDpWoGL69hGRlarYOszmBVdqLCE+D52ssqZ36f4+nSNNu0YHI0YGI6Wvw8A+EqoRhkTI9Oknx6i65rLUT3dSKiRP8q4tk6SZgWZaDJz9ATvfTlG/9kE5aDdQCOef/wFAXkNrb5wohLTfngEW66yKmcwLQXcqRFsGEJnC/FEhcrh0/TmLT87OFy/RGfB6YZloG5Z32KYzRzGN6jJKnpqhkwgO3aKOE6ojtfoajFsWlPg/thSj2P3U21hxIKJKHZwvG7RSuguGaQxy+zvEyQopCXP9NBZfjk0wp+ViEYQ0kwdZxPwLrjHLrEDiTv31BJLf8XRKNfpGW+yTgxd7SFGCyONlMlyQn2wRl85oxplDNYXB1jQqeHlzlCwDr74I+HoTEY1dqTlGi05TS70aA8UB8ciDvyZMNq0JBmMxJdoDaQOhhuWemqppcJM4vC0JXOQ/HqWzpUlpmdm8bSQIhQ1xHbxGXXR0anDw20oCTkNA1XHlQWhqIVQw7qiZnzW8u1EhigYii5hJDPgUpDJBLnFF6cQWr2MOHOciBxFI+S1pZw4ahbKc5c4lKbndelQxTL+97+9wsclDuasY6RpkSUH8kUCzq/x8xbWmfMXmXOuqJdxKVhOBRd5Fbuo0v/m5P/b+gsIAPtnIwPo7wAAAABJRU5ErkJggg==) 16 1, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 16 1, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 16 1, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 16 1, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 16 1, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 16 1, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 16 1, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE4ElEQVRYheWXzW9c1RnGf+859965ng97nNgpIR/GCqKIGBGTQGkrIarSSiQgSiXY81EkpIIISGxYVahLdvBfVOVDFaLqIhskEkIkBAHjxDEOduw4dmbGM+O5M/fec94uDAsWicc2LBDP7ujonvd3Hl2d93nh5ywxKKA7OcNs98MgMvrUyfu4//g4O4EItlv8iRePcujIKHf+bi82MHz8/iUF5CcHCCKrf3npKONHRgnKFjMADz9zGBU4/d7WIbYEEERGH3/pGOOTI0Rliy2BBJ7AWh5+ZgIVOPPu1iD6Bggio4+9fIyxyRGCisUUQSOHBh7NQYzhj88eRoFPtgDRF0AQWT1xcqN4WLaYEviCx4cONRliQsSEGDH84bkNJ86+0x/EpgBBZPX4yWOM3TtKWAmQouILDg0dajNykxJYMEYQCbBieOhvd6MIn74zsynETQGCyOojr9zH2L0bP5yUwBcUIgc2o2u6OEkJUAoi30EIRoQHn78bFTj375tD2BtuBEaPv/obDh7dQzQUEJQEjT2+kKNBTtcmJCYhlQQngBiMMSCCtwaMYf89e8iSnKWp2j+27EA4EDB8qIIdNGgJ8tjTrq8zsNeQmYTGapu8kKDlFGk7Or2coREIBcQKImCNpXqgfDOTbwxQGokp7R/Ax4oPchbOrPDei2f469MPEMQhpz9c5MCdu9l3qMrixRaXL3zLAw/dwieXVjnx9iRGFXWOyv7i9gCaq22mPr/A8FiFxmyHU6+f51//PMETzz2LFAapv9Yhljqx9OimOUknoWLX+fsbH/L+C+f4/Rt3oB1hbnrhpgA37AVZy3NlZoWp/37LqdfP89aDw/xpNMfVplHvGR4eJC4OQTxCXBllaHgXdvAAb564lXuuppx69StWF5q0ryfbc8BWYHmqTvMjx5N7DcMuozu/hJ27TDx4AEr7ENng9y7B1S6Rz87xxaezTNJl+quMc2+mDB2OtwfgWkjzI8efd4seqVpuKxr8cpP06jzh+BUCa/FZB/UOsg7uwgy1jz/jm9OXWe46Bi3MTyc0vk62/w4AzHSUiZ4nCAzddpd8ep7ixHW8BZ92yNaWobFO54tp6nPXmW3kfN5UzrX6e4o3zQMrPVjswZVGj06SU43BfX2e/No8rnYVs9Zm/dIC9S8XmF1ocbAo3FIQDlekr4ywqQMtjziPdnNlTzWiMbtKmEJ5qAwuR9YTomYLuimVUGjkwuSw8O6y//Ga0Xzi+GARvmxd57dVYWQt49e3VgnLBbq1Fm6lQXF3iZnFHv9byrACj/5K9D/LuvNmBHC6gSwlTq/1lJIJeOyuErWLy/huxoW5BrsDyJ0yv+4ohYbFjmM1VfZF6JV0B80I4LYYNQKRQCBQT5WzU6t0nRI5T0GUmVQxoQURYuNZy+Gz5o+UB9o5xBZme8jtg6KLXcWu9ogMXGwrdw0KmQdS5WwtZznxtLJ+Sm+o7+hUMejEkHCwZFCFXQVDPVVqPc9oJFgrzLQc36wrRiBXuLaJ/dCHA7cPoGs5rGTISk/Vq2eiallY9yx1Pc1MSb0QB8K1nuIUOg58vzfbTGMxujdCywYdkI38P1ExOh7/cBYYK6C7wp0NKTdUxW4AfL8uGnRPiA7ZHxbcF20dYMuDxPcApQByD/V8e2fsWFX7E9n9i9P/Ab5hJl8PBnPQAAAAAElFTkSuQmCC) 16 1, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 16 1, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 16 1, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 16 1, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 16 1, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 16 1, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 16 1, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 16 1, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 16 1, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 16 1, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 16 1, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 16 1, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 16 1, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 16 1, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 16 1, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 16 1, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 16 1, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 16 1, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
95%,96.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE7klEQVRYhdXXT2wc1R3A8e97b+btzO5sLAfbSZpAGoFCIwfZJoGqSKjqAYn2wqXqgQtVgFZRISEgIQRCAiEuSFxAHCtV6rUqFCEqTj00Qk2RKgVoQoLXYOyE+F927dnd2Z2Z934cDBIX22sTJPjd5/0+89Pvvfd78GMOjRZAvtsaO4xQWzl51xnuO/Qbvgsi2MlHVlv547HHOTo6yS/23UOoA95tvC2A+t4B1lg5eewUE6OT1ExCRMxD4yfQKN5p/GPbiG0BrLbyp+OnmBiZomYSatQIfUBoDL8/uo54u/HWthADA6y2cvr4E0yOTJGYOlWqWGcJfUBJidWaE+MPo4G3toEYCGCNlTPHTzM1MkViEqrERL5C6EJ0oQhChQnBaHjk6MMo4M0BEVsC1pOf4s7RCepBlapUqLiQ0ClMIegcDAqtDDoIUDrm0TtOgBLenN66JzYFWGPlybse487RCRJTo0aFigRYpzGFQfccKtcgglIarQKUAqUcf7jjIRTC36c33x1mQ5kO5KmfP8axsUmGgjo1FRN5S6UMCEqNyQSdeVQmKDxKC1orlBKMFrSGibFxsjLj4vXLL267AnEQcWv9ILv0+p9HPqDZabJPj6EzYbm9RCWzJHlM22X0y4IRbkIBRmkUFm3g5mT/ZkXeGDAS7eZAPEYkhqAUzi19wOPnnuXR++4nSmq8O3OOI3t/yu2jB7m0NMMn12b59d67Of+/Bd6YehkRcA4OVPfuDLDcXuHDyx9xsL6fme4cz338Cn977bc88MA9ENR5fu2XVIf2ElUq9LKMbrrC8FDEyaf/ysl/PsNLh8/QVX0uzV/aFLDhXZD6DtNLDd774l889/Er/OV3B7n/1io+71AuXmaXWcX66yAOq3sMRSXF2lVef+Jubhu/ylMXXmZ+bZ6VbGVnFahT42LzEmfdeR48YJgs2uSzV8CXMDYMgYEgRvkSfB8putBL6X46zQtHDKfnPuXVxp8Zj27bGSClo8668wCIKGmsFtyysIjEBoxQ9joY7yBKAHDtJo1/X+CL9//Phc9b/CyGD5nhbDqzM8C3495DVY4eGcHEFiUlMncVXzq4pYvs/wkohZubYzRdZLXok2cF7831GQugkW1+EG14DnwT44mSPbWQw4km75eUS2vYIkdda0EUwHCCwqAWFgjynCEtrCx3eH+h5IP0BhzF023hP3MdXKfPzVXFvYcSbFZj14Fh0ovzqMITje5CdzN8p89ys0deOEYqAulWqw8A6IOaz0Rsy9HKNfFsyvVWj9udEFpD//wsvhoSxwHddp/pz5p80nJ03dbJYcCRbLkHrcLTd0JaKmqhprXYZvHKGpHySLdPmfbwaY9GM+fymmO2A/vCrUe1gZowMLA/1hwe0uy2CuWFVregjab7ZZtazWK8cHU1JxXFtRxCA8pDXSGpbNwLAwEqBnZbxXCoWMqFoO2YzzzVQFNv5ZTS5p1rjiRUfJY6VvqCAfrAZskHBiQKPu8Ie2JPzyk+WitJC09sFL8a0fy35bnS9VzJhNxD7tfv39TfgF2wxyKJheGKItaK2a5wYdWReyHQikbbsVZA5iH6elNfL2/gTLiQozSIUR4n683YzIVmAbERIr0+iq3m0HLriesGSd1giIGl+yyiFZQCrRxqAfQ8iIdsB++B7y3sNl9JO36abRQ/nFL8WOIr9W0a9wxyP2cAAAAASUVORK5CYII=) 16 1, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 16 1, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE80lEQVRYhe2Xy48c1RXGf+fequrqx9Aez8OMMTiEKBNj8/B4UB4KK1aAhIKIswAlSuwQ4YV5LlgYISHWbBD8ASBLbHglihQRkrBhAwgQhIdxPGYG23SbGU93T/d0dVfVvYdFI7HydM8QJJD4tiXd73e/e3TOKfg+y2AU0G92xhYVmVAfuOEebrnyJr4JRLBV86MHDnP91NX8amaOwFj+tvBPBeRbB4hsqPceOMT1U3uo2JgiIYf2HkSAv24BYlMAkQn13vk/sX9yDxVbokxE4AOsFQ7tO4igvLzw6qYgRgaITKj3z/+R/ZM/Y8wWKRESOUvghRyDMQGH9/4WUF5e+NfIECMBRDbUB+b/wP7JWSq2SJmAgjeETjGZYkIwoUVMyJ/33YGgvLTw75EghgIMzH/P3NQsY0FMSS0FNzC3mcekDovBiCKBICbk7mtuB1FeOvWfoRAbAkQ21AdvuIu5qVkqNh7cXA2RA5uB6aVIqqAGkQAjgohBJOQv1/wGQXnx1GsbQtiLkplAH/r5XRyYnqUalClLROwthdwQ5IpNckySIYlDcIgBYwwiYI1iDFw3/ROSvM/Hq4uPbTqBYhBx1dgMl5giZSyxFxrrLWZMFZM4VjoNCglU0oCOc/RzmGQbgsUKCAZjQy6vTG8U8sUBJuMqu4rjxApB7nhj+QRH33iKu2+6kUIp5h+n32fPjsuY/fGVfLJ8lhP1M9x86V7ee6fO0/uPoKo459lVmtgawEqnyfsnP2T32A5Od+sc++A4zz99kNtu/TUSVni0eyelSpW4NE4vTUman1ON1jjy8HGOvPoUj//0d3Ql55OzpzYEuOgsaPuEU8uLvPLZmxz74DjPHr2WW+YvRUQRG7B9fBtxXISsScE32FZMwfV48r5fctW1bR766BnOrtW5kLS2lsAYBT5uLPG6W+LgFRFzpk/eacGFz7DBCqY6jZgAVYemXfB98k6TrNngkfkKhz46yRMLf2dvvHNrAG368rpbYrtFS97Rqrfgf4vk4xfQYhk7s46d2o3Pe/ikgaufI2u0SM5d4NzJZX5xifBcq8YLjdrW+wCANRCIUl9qsvPdJcZ+NElULYIxuDDAFor4NEHTlHyxTrLwBavtlEyEygjDfihArlBLlEbf06m3CFSJZqr0un18p0Nh5ySIIWu1qZ2o8+7iGidrPd46n4LAeIA28os3oqEAu4swNx0xMxHTzCBuJUiakwOllQ50u2i5AP/9FNdKiLKMWidjOYOVbINONypApsKOEJYTx0riyI1gGz2cVy7r50zGAaYc0233aXUyrCpxZAmMZyX7PwyjZqa8UsvYUXIUDNQ6ORMhVAKhHKeMnVlltZOStHqkScZiR1nuKWvZsJNHBGik8HbTM9H1FAys58rOoiEywlq6ztlGn8B7UqecWFc+bHlqXUfPjwYwtE67itRSpDmoKSIDoRHaHt5pehZaOalXvEDiIXHKmUT54qv4Y9l4YR1pIZkI0chCOYBUBafw+bqnmXqcV053BSuCGDjf83QdhIKWDUOTGFokY2ZgXrJwRQzWCIGB1QxW+8quooBCzytdB60M2jlkCn1FiqDJBj5DE2h7pCooBhKFfjpI1ANO4XxfUYVeDinQddD1XxtuZD4SADCY7wJrOaQOEjf4E8kVVvuDb6rgZXDzzWjk9bksg6fI/SCVzdn8oO+wvgQo4zhzxHyweQAAAABJRU5ErkJggg==) 16 1, auto;}
}
div.testarea{
animation:rwdcur73826 1.3333333333333s linear infinite forwards;
}
