@keyframes rwdcur172502 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 11 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEyElEQVRYhe2XzUtcVxjGf3NwrsZMvBPRcdCSqESps2kXwVUpE4dZNYEixVUgkJjoPlB33bix0FWWBvoHGHAhUogmJaG1BCuhH2RmTNtURUeZmU6MDjqx9twuzjl37nyYGrCb0hcO3uu99zzPed7nvOcdXyaTWfD5fMErV658/uTJkxywA+SBHFAAioCkFBbQCDQBLUAzEAQC+pnQ7x/o77c98+0Ae/oZAD7HcRyAra2tXDQa/XJ5eXkVSAMvgIz+yEuiEWiSUm5yzBBCfASsVZAoJwCwsrJSiEajX62urj4DEsCvwJaHhCEQBM5JKRfy+fyRwM3NzQghvgCeAc81iW2tDAB15iKXy9HZ2RmYm5v7OBaLtayvr/trzHngvRFC3JRS3hVCVL0opUQIsYhKVZ33Udkc5mJkZIRcLkdvb681NzcX7ejo+BB4D7gAhPVEDfr1Q61IUQhxR0pJV1eXOzS4ASp6xmElARwdgDM4OOhks1nHcRwnkUj81dHR8RgYBz4B3gfaKZnvXeAy8BkwL6V0BgYGHCmlAzjALjCvn1/W7wcr1Ci/mZ6eBmBycpK+vj4xPz//QTweZ2Njo1K1IspIxuF5IcSalPKcJx35ilFApbB2CkykUinGxsbI5/MuiYp0tKCMiJ5wD9iRUp67desWUrrz7+hR0O/UTEEZgZ6eHs6ePcvm5ibj4+O8fPmyFole4B0gpCVtklIOT0xM0N3dzcTEhCHRpEdAE27Qipdhutuwq6uLcDiMbdsEAgEaGxs5f/48t2/fJhgMkkwmZTwe/3ZjY2MRWNYrC0gp705NTVUKydDQEEKIB8A3wFNKW7qglSgn0N/fj23bnDlzhtOnT3Pq1CkaGhpob29ndHSUYDBIIpGQ8Xh8KZ1O/wTkpZSfLi0tVYGbuHjxIkKIO8D3qLqSRvnG1JQSgVgsVgZuCNTX1xMKhbh27Rq2bZNIJIjFYi/S6XT3kcgVIYS4qQmsoQzpVkJ3F3hXbYAty8KyLPb29rh37x5DQ0NEIhEePnzY3dbWVsxms3ktp6B0FqBXuAWsaGBXcio84N54V2yALcvC7/fj9/vZ399nZmaG3d1dIpEIjx49amhtbW1HmWtbA30HfA080NdPgd8onSlH7wIvgfr6ehfYjLq6Ol6/fs39+/cpFAqGBKFQCC3rc2AJeKzHAvAj1eeJV41SCgywZVmEQiGuXr1Ka2trVT69EYlEmJ2dberv788Av2swc+IVUXXiQF+bQnQ0AcuyaGtr4/r169i2/UZwE/v7+ybf6yiTpSn1EaAklxq4KgUuAQN+48YN1+3RaJRsNlsL9xCV1zWU9KaHyKHSsVMJdFS4BMLhMMPDw7XA83pys30OKXU7OWAT5XZT78sk/qdw68CrV69qgf8ApPRK/6C8nptzwNtybVOq+29HAPCCF4FF1DZKagV2KDeRyak56w1wldHeFG4KUqnU4aVLl0xxSaG21M8oeTOU5DW59f71GuxYuXcJJJPJlM/na47H44lMJlNESfkLtXvCt5r8OOFDdTudgA38qQm8qSs+0ahDGayAKqkHVP8uqOpiTjJ8qOYigCrLhygzmfGvghsCAUpm9Brq4KiPTppAZV9YuWJR43//x4nFcVLw346/AbgONUwoMBfYAAAAAElFTkSuQmCC) 11 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 11 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEyUlEQVRYhe2Xy2tbRxTGfxqsa8dRfOVgy8IuiZ3UhWjTEoJXpShIWpVACcUrQyBxHvtA4703KXST7uxA/4AEvAihkFdJaFPS1IQ+iCSnbWobWzaSLDuKsB3XmdvFzFzdq0fqgLspPTDoPubO9835zjlzFMjn8w8DgUD4xIkTnz969KgIlIESUAQqwCYgqZoFtAMdQBewHwgDIf1O6Plb+vs1z3plYF2/AyDgOI4DsLy8XIzH41/NzMzMATngOZDXH3lJtAMdUsoldmhCiI+B+RoSfgIAs7OzlXg8/vXc3NxTIA38Dix7SBgCYeCAlPLhtWvXmgIPDw8jhPgCeAo80yTWtGcAaDEXxWKR/v7+0O3btz9JJBJdCwsLwQZrbnlvhBBnpZRXp6en6yYeO3YMIcRjlFQtnlfSN9HRdvLkSadQKDiO4zjpdPp1X1/fA2Ac+BT4AIiidA7p66PACHBFSumsrq66Q0rpAK+BH4Aret5R/V2bF99lNjU1BcDExARHjhwRd+7c+TCVSrG4uOidn9fu20bpuAasCCHuSimTQgiklAgh0O/LwIqet46ScdvnRe/N1NQU58+fZ2VlxSXR19f3EfA+8C4Q0S41ACbCS0KIeQ845rlnVFAS+iTwEQDIZrNcunSJUqnUjEQXKhDRC64DZSnlgcOHDyOlu35Zj0rN7psTGBwcpLOzk6WlJcbHx1ldXW1E4j3gHe2NMColR5PJJAMDAySTSUOiQ4+QJtyGktyH6abhwMAA0WgU27YJhUK0t7dz8OBBLl68SDgcJpPJyFQq9d3i4uJjYEbvLCSlvHru3LlaRzI5OYkQ4i7wLfCEakqbGPITGBoawrZt9u3bx969e9mzZw9tbW309vZy4cIFwuEw6XRaplKp6Vwu9wtQklJ+dvny5TpwY2NjYwghvgR+RNWVHCpuTE2pEkgkEj5wQ6C1tZVIJMKpU6ewbZt0Ok0ikXiey+UONUWuMSHEWU1gHhWQbiV009C7awNsWRaWZbG+vs7169cZHh4mFotx7969Qz09PZuFQqGk3SmongXoHS4DsxrYm3q+GHBvvDs2wJZlEQwGCQaDbGxscOPGDV6+fEksFuP+/ftt3d3dvajgWtNA3wPfAHf19RPgD6pnSvMs8BJobW11gc1oaWnh1atX3Lp1i0qlYkgQiUTQbn0GTAMP9HgI/Ez9eeIrRK4EBtiyLCKRCCMjI3R3d9fp6bVYLMbNmzc7hoaG8sCfGsyceJuoOrGlr00hak7Asix6eno4ffo0tm2/EdzYxsaG0XsBFWQ5qn0EKJdLDVwngUvAgJ85c8aN9ng8TqFQaIS7jdJ1HuV600MUUXKUa4GamUsgGo0yOjraCLykFzfps0212ykCS6hoN/Xe5+J/MrcOvHjxohH4T0BW73QFfz0354C35fKeem9HAPCCbwKPUWmU0R4o4w8io+mmHga4LtDeZK4E2Wx2+/jx46a4ZFEp9SvKvd4+wGjr/fUG2I60dwlkMplsIBDYn0ql0vl8fhPlyt9o3BO+1eI7sQCq5eoHbOAvTeBNXfGuWgsqwCqokrpF/f+Cui5mNy2Aai5CqLJsej0z/lVwQyBENRi9AbXV7KPdJlDbF9buWDR49r/tmu1Egv+2/Q3W1D4fIsBiDQAAAABJRU5ErkJggg==) 11 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 11 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 11 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 11 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 11 3, auto;}
}
div.testarea{
animation:rwdcur172502 0.4s linear infinite forwards;
}
