@keyframes rwdcur25894 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADyklEQVRYhe2TbUxbVRjHn97b23sLJS1lhdGRllFqKSsLcSNsSTuSjQWjzmDWyEJZxkKcb4lffPu0uczEaZyLb0SzEY1R2IySMFiCcSoUiZlugS3YQQulG4VeJGvpG9xy7m0fPw1XnDF+0S/9fTznPL/nn3POA5AjR44cOf5nZBsXDAaDgqKoWoqiOEJIKpPJzIRCoci/FZeUlFAMw9jkcnkVTdPlFEVFM5nMDb/f/+sDA5w8+Y62tnbn23r9ljatVsPJZDQsLCzAyMgPcOnShcVodHmUEHJFFMVv/i5QaWmplmXZQwzDPMlxnL2pqZnbs6cRtm6tAIahIR6Pg9c7NeV2f/9MV9dHI+uFp069WzE5GeQJyWAmg+tIEmIymUafL4Td3f14+HAH1tTUCCaT6TO9Xm+4V6/X67Xl5eUf22w2weU6ij09A+jxBDEWk5AQ/IvT7+fFzs7PH10PMDUVvHL/IUTE8Z+G8L3WBjxzrAV9tzwoSYjxuITDw2PY2noErVZrwmg0PlFWVvawxWLhDxxoxoEBN4bDBAlBDM3P4/svPYdvPW7B4d4eTKfTWf47d5Z4s9msgLa2juJkkmRt3v19EQeeN+Onz9rxiMOGx1seWReIIqLffxedzhasqqpKVFZW8g6HA69d86Eg/On48MRr2L7bhGfbHTj8ynac9Uxk9ZAkxMuXR/dSu3Y5OLmcznpLMZWCokI1rHJbIIAaiAa+hbW1NQAAoGmAwkIN6HQlQNO0iqbpzSzLQnHxZqDv0yzP34aAWABBmR406gIQErGsHjIZgEql0tBe70TC6XS9oFbn5d3bVOar4JerMyD5+0C9GoT6jk7YXlcPoggQDqegt/dr6O//CpLJ5JeiKHZLkrRfEFJgNFqB45RA0zKg8gtg7eczYKR4iFDbYHfLMVCw3HqAWEyQBgcHXwYAgK6uiy+Gw6tZn4WQNbw1PoaeGx6MRkUMBJaxr+9HdLnasbq6WjAaja/m5+dTAAAGg+Epi8USbGxswvPnL+DNm3MYiYg4+ds0Tly/jivJZNb1r6xI6HaPv5E1hqdPf3CioWHvcZOpQq5QyCGdRkgkBJie9oHb/R0MDQ1CJBKeEQThC0LIJzzPL22YewXLsk6FQnFUqVTa6+rsXHPzIbBat4FarQKGoUCSMrC4uCT5fN7XDx7c/2ZWAAAAk8n00L59jz1dVKSziyLZNDcXuD02dnVKFMVxQsgoz/O+B83/RnQ6XR7LsjvlcnltQ0OTeceO+k0Mo0jFYtHxc+fOXpydnV36Z0uOHDly5PiP+ANf1DyDl9v8FQAAAABJRU5ErkJggg==) 16 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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div.testarea{
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}
