@keyframes rwdcur19724 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEC0lEQVRYhe2VPWhbVxTHf+9Lz5KfLCn+EgQnBApxJhPSyYsXEbIIPHgpDa49xVQEqiwZTFCUBEwHkzTYLgYTatGlc/BmyOYlZNDkuvUkmbQyMrGsr76nd+/NYKTETZS2UOhQ/Zb33j3nvvO/59x7LvTo0aNHjx49/gIZiahP2X8DtQsf9cl3GX8fM5PJqGw2q3Vz0GybFy9e3CmXy182m83PAMc0zVooFMIwjNeNZJIm8PTp0181TesLhUJxpdTvJycnPxTv3OkaOJPJKACt/ZLL5SiVSty/f59KpYJt24yMjGBZFtVqlaOjIzY3N0kmk68Bf3V19cLHfjw/P1/I5XIXbty4QaPRwLZthoaGcBwHz/N49uxZW8BpBtoTR0dH0TSNaDTK+Pg4Qgii0SgDAwMIIZienmZ6ehqllAmkgZ/+HHxubq7QarW+n5qaWtra2iKdTuM4DtFoFMuyKBaLHd9sNksmk0F/+fIl+XyewcFBBgcHGRkZIRKJYBgGruviui7Xr1/n5s2bDAwMFHRdz62trX0QHEAIcc/3/a9s2/7x4sWLPH78GMuyUErhui6VSuWMfzabRbt9+7bSNI16vc7GxgZXr15ld3cX13U7jul0mrGxscLx8fEvDx48SHQtLDAzM5Or1Wp6s9n8/NWrV+O1Wu2MfWJignw+3/nWHj16pCzLotlscnR0RKFQYG9vj/39fXzf58mTJ1/Ytv2dlPKPVCp1pu6Li4vbrVZrstFo7KysrHSEJZPJnz3P2zRNc2lra+tTejHD4TDhcBjP83Ach0AggJQSIQTFYpH+/v5vTdP0dV1PGoaRF0IAsLy8vP314mJCSknN8xKxe/e2Hz58mAB4/vz5+Ozs7JKU8pPBAUzDMOjr6yMYDGLbNqZpIqXE930Mw2B0dPSCpmksLCzk4/E4QgiEEFy6dGmyb2wMdJ2Q53HlypXJYDBIq9XC932uXbt2poxdBei6jmEYGIaBlBLLsjAMA8uyCIfDxGIxlFJEIhGklCil0HWd4eHhHc6dS6CdtpB4PL5z/vz5hFIKIQSXL1+m1WoRCATwPK+7AKUUSimklLiuy/HxMeVymWq1ihACy7KQUnZEtkmlUon19fVtYBLY+ebWrUQwGOzY28c3Ho9zcHBAt3KYnufhui5SSsrlMgcHB5RKJRqNBkqddlJd19F1/YPJCwsL7Y2X0DQNTXvXUNtzQqEQw8PDlEqljwrQT05OOqsulUocHh5Sq9Xwfb+r6n+CZVk4jkN/f/+Z8aGhodMMZDIZ7e7du8r3fQ4PD6lUKriuixCCdnmAzvPv0vaXUhIIBIjFYtTr9Y49lUoB0MnZzMyMqlarvHnzhnq9/q+s/n0xrut29ha8uwv+U9oX4f+bt3aw4rBsh8SsAAAAAElFTkSuQmCC) 16 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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}
div.testarea{
animation:rwdcur19724 6.6666666666667s linear infinite forwards;
}
