@keyframes rwdcur21726 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH70lEQVRYhb2Xe2wc1RXGfzM7+/Sud9bPdeokbogTHNsorUySCvNwVEJdEmgggj+oKhBVFalpqoBSWkgUUoSgpAURAqRpKUkhVZEKrppUKaGteQQlcVyI42CH2ETYdfxYr3dn37szszP9Y9de25gkUIkjXc3o3jv3++7cc893jsAXtXbz0uMtwhda7spmF0BtgAhI+ed0MwA9/1SvlMylZxSAHXlQ2zTwuQhMklDzz/TliHz+SA5cyoM7ANt93mhDo0NrdcIKOywCSvKzQxm4kIKO7rT1yMuR4rN5Eul80z+PxNy9OfBJYMdmX6i5zmZutZlm9XhofPDdd99etbjIFRQSsWIAs8gT7U8ky1puWn2iRC5doArCUK8q7NodLjk2jUR6LhKf7SmAu6otqry1LPa42zRv+LD7w+HBY8cW+6yCfOCDHh769srCGQgiT7x1nEe+eyOqICmOuvr+mkVXV8cF4e0ng55fjGRtUSA5F4mZ5zgNfLkt7X+0LPZ6NhZd8rvdz7oG/nm0yZaJyVoyCkoALa6gp6LoqShGOgZKADGr4jAycvajrqauv7c5hGRiyWNlsbbltrQfcAGO2bdImgUuAY4qi1q8yZc4OBwYVf/0wr55TjUhRy1ZnKKBoWsQC3P6PyexiDn+giCAEmRs5CKy7EO02hCzKfnc4baKhTd/Z3iTj4Pbg+L6kawt56Tt5pRPCLMIuAH3s5UTz2Rj0SUv/vqZCks8XC1pSQRd5WI0QUjTQUtDZAKSsdy3Lg94S8HqoLHEy7UNS/AUezEtNnSLc/jqdd8bNV3u8z8dK90CxIH4JAFxttNt9oWa3aZxw6+ee2FRJhqu1lNxMskk3UmdkMNDTX0jWx7eruMtBZs917ylbHl4u15T30i3JvKHUz1MBMcxtDRGJj6v469vLHKb5k2bfeHmSZzJo5juAxJgW2Yzt77X2TE8FhiTJ2IRNDVDnw64fWzYcDvbtj0alcv9g1jt8aql9VQtrQerPS6X+we3bduhbNhwO7h9vNrVTziskE7ESE2My6e7PxxaZjO2UoglAFgAuPdRG+C8zxtd/nWL/oNf7tlbSSLm0NQUNkEk6XBz52230LpmXfD3f9zvfPXPr1kQxafioeAP48nUs3h8kbePd6wOTASdd91xt2K1ZF29nwwixqMU2a3ohkno4oir4dqVzlKLfvx0xj4GZDmwMyvlf4UISI0OrXVwZGSQZGIVWgZ0nXHJxYKaGlrX3Kq8dPAV94mevg/Y+ZfW/Fka+Y08Cew58ZsfvSkcfGX5/fd8XznV1St39X1MaSSKxe4kldTkocDIucbKea1EOQ2ItJtTRyABohNWnDnb7UbXwDRAksBq57ZbVusDw0PK8TPnkjy4bx25wGLQIkyGWQNI8+C+W4+fOZccGB5S1q5p0bHaGY0kCChRhpUIZz4663ZCEwU9mSIgAqIdFp091+dH1/IHJIHVyrLauuS7x9734y3dSy7EqjMCSu49119csvedY+/7G5YsS2K1MqEaTCQzJDJpenrOV9hhMdO0ZLaglPSNjRfP6BEt2F1Ftr4LAw5v3YrXyYnM55nO0qa23k8GHHZXkYRoIW2aZAwDwzAIBYIyBf2Y2vmVmHH5KV/OZhMI1VaWR2dCZ8kkE/rSqxamPec772R69PysSXzcub7uqoXpTDKhY2TRTRPVhCwCJRVlChCai4ABGBm40HB17SiSNdeb1UHT6Onrdd3Q3DxaI6gbmR5IprfJ/nh4443N142ePd/jQtNI6BoRwyAkStTV1QYy0E8hd5gioANGCjquaWiMI1lBEEHXQcvwtzf/Lc2vqpZrv9Houv9fzxwiH7IpSLYbcNfu3XLoWw11roXzquXDR9ulyauMIIJk5Zr6xngKOikkLki0CNBuGoDenbYeafZX3YWrSEHNyOgq6CqDAwP84+hhuXXN2mDP8XeWP3Tqtx+nse0NyTVtAJ5g//poaHxjpGGJ6/b1G+JHjh4uG/z0U9DVqauMq0iZX+lfcCxl3TG5YVqEvBgVhKj4xcqJtpOnToj7D77WRCwMmXRuEbePDWtvpnXNWkVRgkqg75xfD4cdAKIsp8sWLx0tLamQjxw9LL9++C2Ih3O7tzvA4+Pee+7uXHXtKmPjWOl6IEpekKY7lA6ovaqw6/qmlc+1HW1XIrou5/xAhXiYtw69SUdXr7xuTYu7vuGbSburyADIJBP6R+d7qp9/6YA0ODAAyWjuG6sNnB685RXK9U0rq7tU8ScU8kXgMnL8wONPVRCZqCYVy+1GkiixOwiJVlbP92OKlmTeWV3tQ2OUmxrj6fTUXJwe8JYOP/3Iz0YtnuI55Xg2AQlwV1lU+bGyWNvFwKi64+k984hHciSyemFxy6zbOHvM6QG3d3jnA5uGvlbht20PetaPZG1KnsAcCUmBxFRKtsmXOBiNRY2du59fFBkPyGTSoGVyOjGXCWLO4ewOvOUVyo7NP75Q7CkW94SL7jmtOkaZIy+8ZFJaZVGLf14We8Jtmje913lyaP8bhxaTTMjoGlOCNQksWXPNVaTce8e6/uubVl5RUnrFafkym7nVahrV/x0bHew4+f6qvsHRQN/YuAxQW1mu1C7wV6xYed2J+ZX+BZogDvWo4q7dYd+XSMtnkphZmBRHGxqdWqsTmvKqNr0w6U9BZ3fKeuTl6P9bmMwkMfk3vuLSbG4iX3Fxemkyc9sXLM//B6Z3xQB3titDAAAAAElFTkSuQmCC) 15 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH10lEQVRYhcWXbXBU1RnHf3tzc3dzd0lulphsQoiKIYQAESkNlEYUtEOmCNqiptPptOg41TKdaacwg4yo+DIgjmOxKq1jhWLpB7WMClrAOk3lRSTKWwgQILw0CbsBdpe773fv3r23H3aTXQJR6If6zJy5u+eee/7/8zzn/J/n2Lhea7O+/v0s23VNd22jc6AiIOQ9880EjLznNZH55hEZcCkLOtCEYQgMgA80/ZtIDP82AyxmwSVAekwJTxzvSM11QJMEtYA7OzqoQ7cG7ce0wo//pBZ3AnpeM4YjcvXe3KodgLTEHWweK1nLCi2r2h+40LPj323Tb3EV+W2xSDGA5RwRPhVNlM2afdcXpaVlNSmbre+kblv1UtC9K0tAG84bV/bkwOWbRb14cVlklWxZdx46tM97dsdntaWSoPzly8M83tI8+LHNZmPl1p0sn38XKQrUooZJ3TW1DdVxm+1fq/0jlvYaUhSIX42EMBz4NLtW/mRZ5EMjEq578+WX5NOfbJ1amIwqejwCYT+pWAgjEcFIREhrUQj7saV17JaupI4cmNqx+T0H8WjdM2WRLdPsWjkgA9LQUyQOWb8IOEaLuuvR0tg73gs+beOa16qLUnElLFoUFYBl6BAJcWBfOwWCMOgB1ADnfedQSt0IooQtrSldH/7dc1PLPX2PlvKO1y/M6zWk/I06JAQZZjIgv+YJvGJEwnWvr3zBUxBTq8VUAsFM0ReKEkwZoOsQugB6MvOtZIeScpAkJo1UaJpUz4jiEqyCQgzB7h1/3wNeZNeJX/eP/E02FPGBUAhDXC8tcQebZdO8c/XLa2qTYbU6nYiS1BJ0RHSCdhdjJjay+KkVBiXlOb+VlLP4qRXGmImNHE7CW3s68PsvYuoaZjJetXfTu7WyZc1e4r7UPIAzEIr8PSACUp1kLdv15R6vz+dTAtEQup7kZNIEl0Jr6wKeePr5sFLu6UEUo1UTJlM1YTKIYlQp9/Q88fRzamvrAnApbNzXxSVVJRGLkAhcUA517Ourk8yl5DQFgAIAFq4QAftjSnjyaMFYuOL3r1YQjzpSSQ1JEIjbnTz443uY03Kvf936Pxdt+OvfCigQX4yELj0SSWiv4FJCbbs+nx0IXCy6/4Gfqg7RlI+cPIMtEsblkDBMi0DvOXnCtBlyZaGx+yvN3g+k2fCMKWZdIQDieEdqbp/P20MsOh1DByPFxUInN90yhjkt89T1b6937e7o2s/KzXOAaJ73VgJ/2L3qF9ttb6+f8tDPF6rtBzuVQ8e7GKmqiA6ZeFRTzp33dY33VM0FDgICbdZgCERAcEDToY4OGdMA0wSxEESJ+S0/MHrO9aq7DnTGWbZhLhlxyWh97lzrLNswd9eBznjPub7gPXPuNhAl+kMxzl8K4VXDdBw+JDugiVw+GSQgAIIEtUeOHq/C0LMBEkGUGD9uQnznjp0eit1rGZDXfEHJ/M70j3Cv3bHjs6qG+glxRIlAMk0gphFLJDh29LgnK+GDuWRoQnF3+fqLL+sRbNhlp3Si+7TDPe677/E1ug4YjJ2yqfPkGYdDdokINjTTImmamGaai77zCrn8MbjyazHzsn/fVBNchw0lEKyv9IQvh7ZIxmNG/dgxmqt7/wNcqZ75JnJy/4KJY2/WtHjUwLQwsNBNSNsEbqisUIHg1QiYgKlD94SGcV5EKdObNsDQOXb8iHz7zJn9NWJqEflCkt8G+qPqopkz7/Ae7ToiY+jEUilCpklQKKS+YVy/Dt3kaodBAgZgatB+a2NjHEEEQQAjBYbO5m3/FKurRivjvnOb/MgnL35MVrLJ1QoyII99ddHW5tsmyjWjqt0fbf9UHDjKCAIIBTRObIxr0E5ePhCZZYM2ywSMY1rhx00VVT/B6VIxdAVRh5TO2dNn2L5ts9LSMt9/bHfblMf3rj2lIa4NFddsApADpxeEg/5F4Vsb5Pn3t0a3b9tcdvbUaUjpg0cZp0utrqisadcKnxhYMLNs2WSUS0SuNzyBLXv37hbWrd84lVgIkonMJC6FB+/7IXNa5qth1R+8cPxoVSoYdAAUlJZqZWPrve6RFe7t2zYr737wD4iqmdXbi8BZwsMP/eyr6dO+b/yyf+S9ZEQszizbZRvKAPSTum1Vc9OMP36w9VM16E0rpA1IaRBV2f7+R7Qf7FTmtdztamicGrfLThMgGY8ZR7s6a15/8y3x7OkzEI9kvil0QJELt8ejNjfNqD6qC79ioETL2tek41Ddb5963kM4UE0imlmNWIjb7iAoiNx1YxWWTYgDWOm03Nbr4wbL4KKmDY6lyAXFI71rnl3uFUeUXDUdX64obZYIyKNFvfiZssiWc+d92pMvvFxNLJQhkTZykxcMOY1D3xW5wFnife7x3/WMqqh0PO0fMa/XkMJZ8EEPDNUBA9B6DSn6xiVn66iKSseaZ5f3u6tGqThLMpMWOa8EhyyocwAYd9Uodc2zy72jKiodb1xytmbrQi3f/Vd6IBcKKesJ19KyyGrZsmbvav+8b90779cSiyqYGX3AzAqkIGR2uiCC06U+3Pqj7uamGflFaZhhKuNrLsvrJGupaJo1fed9Pe17dk7v/o/vQpevXwGor/SotTdWljd97/YvqisqawxB6DmhC6tfCpb+D2X55SS+pYvJ1b3xf76aXUkCvpXL6fBkrm7XeT3/L5FXtV7UdcY0AAAAAElFTkSuQmCC) 15 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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85%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHsklEQVRYhcVXa2wU1xX+5rHj2RfYY/BrF9u1Y4cstttYUCxwQhIwSaHSFgpp1ZqUNqWlASmlKVaVojhUVQRuCKGBYBVEi0J+JKRBVktIY7sEYoh5JekaDJjGtZ1dP9fjxTuzOzs7j/6YXTxr7EIipB7paldn7r3fd86953EJfBU5qU+tf5T40lvd/QoDlEwMmH6Topl+tbslc+dZBjBtAqWnnwwAUExklDsRmf7rhJvpxCC3Z4Uq8iyqlwYWUUApAC4xh1eBLgU42x+nmuqH030JEkpiTHs8U2snrCYB0A05fPVsSq8ndb0wNDLY/VHz+9Vfc9iGNeFmOgCQjpmh/wiRrEceX9HmzMwq0giiZ0QlttcNcm0mj0zpjds1JvCHbJLjRxniLouuL++82N7X1fxeaYaV4Q6dOofn164AkVhOkAR+/9bfUf+DVYiD4GeUz+/KnVteGCeI9w/w9i3nomxkOhL0dOBPzhBnrXRKTcL4Te3wrh0sh3gVQ5GISSowPoZYJAKKogAAJEkA42OAroIhSC7iO1/V4bvEl3x7jecZDs0FYdX79rg9CIDGST2FxFQXilxolWwrnVLT8EBAPvTiC24r4hzNWsBaKGiqCsREfPrpJVCkEQgEQQBhHoMD/cjIyABJWQBF5Trf+ktOsfd7/pWZWU29caom4YlpjmDCeuaga3RfbPym54/PbckhY2I+rcdB6Ar8wRB4WTXmh/nUnZzGfSzPzcTCyq/DOWMmQFBQCdo/7/vr+ym7s/OngcxNAGTzUZhjmUbiwll0bXnDC7+9LyqM5ytyFFI0Al9QAE+ymFdZibqXdipJwCR43Us7lXmVlegYk3Cw+QyCIyPQlDjUuORuf/PQfRZdf6IhZ2wRJqLKRGAi5MgsSq8/33a6r/eLADcqhCHLMdwQZMDmQO2Gp7G1Yc94RnZODwCh2ONBsccDAEJGdk7P1oZXQ7UbngZsDrxx+gL4MR5RUYA4MsR1XmzvyaK07ZMxjVu0/kUSALU9K/SNDFL9+fPbtmVDiljjcgwMQSJiYVH7VC2WedcGjzS+Zj2wby8Jht05FpU3jEXje5BmHWv9x4nHhBBv+07tj0OONMrmu3IVpBiG3ZoGRdUw0t1t8zz8mONBq3zqQ5EdBKDj8HY9JcPlWVTvgN/fDTFcDVkGVBUjCo0HKu7HMu+a0JHG1xwtp8+cx+vnagDIt27zSX0HgFdafrW0FcD82o2bQ5fOnU//zNeBzJkO0JY0RONhbmjA35aXN8cL4LMEpkaaCwsNLLr8yQUHtEQmpSiAYbBy9XeVQF8v33L64wh2tdZgcjwb/xW80rq05fTHkUBfb/Bbq1YpYBgMjoYwNDqGQJDH5U8u2migynwMKYWFAkqv+DryoCVuOkkDJIkST7lwpvWDPNidu5EsNreLobc5d59p/cBd6qkQQJIIijEEx0UIkoTOf/ncFDDXjDm5onHdPb3pKRqCAmt3sNcuX2G5kgffNlmcKkldccU7lzsus1aHkwFBQVI1xFQVmqoi0NuXjon6McHiLmQqi++JTCbAFxUWhFI0ugpJFGRP2TzJ2dPxJICpG5Kk7nPfmrLyMikqhGXoKhRdh6zpUAkSroL8EICUDJYkoAGACnTNqyjvB0kltAqgabjR2eFYXPN4f4GD3oJklTSTmGhWaETCWxYvXe7v6vQ5oGkQ43HcVDTwIPBARYVfBa6ZMUnzeSrA2bLKBQISOR6qCsgyjr/7VzrXXcCVVVfbNv5tWzMABkZhMUYihd//u1XNNUsW21z5BbNOHDtGJ0MZAECQKKucH1GA9iQ4HiVupUQNgNIfp5oKXe6nYHfy0DTO8ICCq9evo7XpaPoy79rgjZMn5m9r+0MgpmG3aM1+BwCY8cCaEB/cEllcZVtR+xOhpenorKvXrhseTIQy7E4+J89V1BOntsIUSYTJhTQA5s+u0eaLH31I7nt1TxWiIhCPGZvYHFi37odY6l0bEkeHgyNXfe5YcIgFACYzS+Lmlvlnzs6d1dJ0NP3IG28CEcGw3pIGWO3Y9Mtn2xc89Ii2PpBpJLFELjFXw2Qxejib1A7/5tnNzID/Cw4RAZBjAJOGmXYH8kpKsGL1aqXUUyGwdgcDAJIoyF1XfI73jr1LX71+HYhGbq2BzYFc9xx+x5698pBGrasbzGhLgCsTHpjkhYOu0X3SeMizeeMvchAJ50OKGNZQFLg0BjxBo6akADpBRgBA01TbP//dh9lQMSLFbs0FawNsTv/exv397Iz0KctxakYxSDALrZLtGU5sHhoIyHXP/doNScyHJBlnmtycnNTLTP7GsgBr9zfserkvO9fFvM7bkw2JbL74UyUi7VyUjRwPs97sXBezt3H/YK57Dg+r3bDIknY7OGDoLGnGHKsdue45/N7G/f3ZuS7meJj1mvrCFPmfTelCq2TbwIm7Lbr+xPm2Uz37/nSgFGKYg6YBmgooiRCjKYCkAJIE7E5+0882dH2zesldNaV33ZZnUXo9oWuFg/2B7gunWqs/7+4ZTtaNosKCUHFRYdaCJUvbcvJcRTpB9gyrZH3dYMZZfOm2PJVEksjkh0lVoqqZHybXFKD93jxMpvYGkh65w4p79DSbmsj/4XE6PZnb5Ss8z/8LkVWLCXw3mTYAAAAASUVORK5CYII=) 15 15, auto;}
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}
div.testarea{
animation:rwdcur21726 1.6666666666667s linear infinite forwards;
}
