@keyframes rwdcur94319 {
0%,0.9%,100% {cursor:url(data:image/png;base64,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) 15 17, auto;}
1%,1.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
8%,8.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACYElEQVRYhe2WQWgTQRSGvxdK1RJDKKGkJS1SJEQQidWWUjyKHhTFi2fRU0GwIHjw1oN4tYgUD16Egh5F6kVqUfRgFQShmioiVhvaUnIIgrCF/B6yJJukNrsLiwp9MCwz780/377dNzPw35rUjXQHaRIp/jcApl2IBNK1sDKxkIuPAl8xK2FWBgpIPWEhwgDcRUp5+jGk82GkwmUAkpht1HpmFaAjUgBHTrai0huky8C7LUJKSMkwEH4BkJbOIK0c0ffrLQFSHOl4ZACeheYkZt2WbPKNBJUL9g9IGeCHGaeAx8AriaG6P+jyQU06jTRR7zIm8VniAgBF5fmizigBbrp7gGeItMS8xNT42loXr5WPEuA5an1DiU6JaYlHPNOJqBaPIS1uH8KExKJEJgqAIaSZdmE/xUWJjxKDfmSDVEEOWGoXFL+qJ8BZYKahQvwC6M9b6jDwtp0gm6zbJZWBc8BtPxDNALsFfYLuRodmkfb7EjmpvuqUWoUE3yE9ICkXoG36azZaBXAhEhJzgTPhAelU/95sWloT+NtkBuoAHoiHEvtCQQxLR4eleUHKzUp62wl7GgGaIBqub76qYBB6crBh1VYEVl2QnOBQyxHwq1XDjDIwCdzwjvu6RByGgU1YrolVH0WgKEgAx9zPsw4UDCrVk8maIT5olW/6RM6yFHwDHIBeYGUrn0EZeAngwowIS8J4H7Bg8L5hwgIv2MUYVAEMH7Ys3QOeDpg98BMPcAtlrmBx4CApYvTSRT9x8nTQz30bp+RXC0fOjCMn4KWz9UcMbY6chCMn1KVzx3bsn7ffaIoopBzdzBYAAAAASUVORK5CYII=) 15 17, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
18%,18.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACgklEQVRYhe2XTUhUURiGnzNIlIgOg0gMKWIRLSzIXLkQFzFQSAwRRBEWFS2iwEVLo2VEqyBoVwRFiygDiSChFtWqNtEPqVAU0iJEKfpjiJ4WUzbqvTPDzJU2vZt7z3fe+70v59zvO/fCf9QMVySRJVWHeHMSBhoi08+R4i3DPKeFN1wNJ5lcRGmF8D4JA9ErkGYHG5lhlrN8ZIN7GHE765IQXIwQFVTyQCoEbgK4kxQz7GWONM+8GKAJwoflMPTHQFY5tyS+lkbZPSx0LJt4iYn7GrFFW8wKOSGXhE65KngI9C+JtkKAu8Ar4YCQSDkugbJGGV0QPG4Dh22b50CDkBdW16oTuwIhMA18Vrrng2laWcX8yxfgR4BbQFZYX6uJWCi9yrX5wHm7YrnQJfSWxgoWOitplO2EIfAE6FJ6AMjQGsuF18C0MADwTXPAjUoGKkLJKdcBGLe3Ah2hWeh5qXfeFU2URTVnwV2gTRkgw/dK5ACfrmj6MzS1h3CvivyVofQpb5is7gQ8pY8v6CahzZoPvEV4KDeUHZV423TfIb38Z2yxQurvFe1f3Kc8VRrjOC2a6daJPl3Qqn+bqHMldFA5rYyU4Zxp0RORU3Vvh+5SmpQJjShH7URfoCtjU0C2HgP54oUhZSxi/j46WDZFsXXH9pJy4m1o/9/h5nHdv3WBOR2NfDYR6Cb824b1VLc+mCpY6EBXo1Ol88thYPvivf3p1yM//ZpHL6EHl0+8aGAII5qQ9qBjaDLNpoyBY0tEtBl9hNbxZldflwVKP+GLZq4CJwn1fZ5Xa2AWSJeMzwJjJHXYVISuQ4/+vh9Bh5NKHflfEGPiDJABbhPCraQM/HP8AloHLpUGrr70AAAAAElFTkSuQmCC) 15 17, auto;}
19%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACk0lEQVRYhe2WzUsVURjGf+cml7iZCwvRG0SrkDCpEIlwERRhEhEtooXYLgpaRARF/0O0ioKCaBUVRVH0ZbSIXFj0XYQGgS4igi4EEjKUvxYjt6vNHUfzQlAPzOI873vmeeY97zlz4D/+dYQk0svkGGUvL8gxwv3wkOFaGcglssvoZA1jfOEs46y0hT4X0VRhsbFWhuLXf6LLT+wsjxeBsEXYLRbAprT5f27gO83K8d94KMjNg0JzTQ0AKBc0MVIU1gjr50MnuQdivAQ6kgIBXgDDk8uSTxOIjHoio82zdqY0KhenkIutY8Gv9Zdyb1Rdkq/6PDLqqhavWoEQKAGR0lYmG1jKEj6Xc+LnHlAUftsZ17X7DZTyIf+omk4qlHblXJlYZ7FqLtRPN3FC+09pd5pGWg8QAq+AgtIKQENKLowBYxKfF1t14zvI7w/hTprGjJiswhkA9lSvQDkf6oRim97eoFtmyk+tAEypQhtLmJgxH74Hbf0B9QMhPJgpPxMmq/B6FhOeoO1Ckxk+MhNKckXZnkG8Fz1fHsY7JPWsyIRdz+xVXiqFFPFGdAhdPoWOTSRWInN5LkUMA7eAQylpR4AzhDBaSQb4CCzNqpWMETuVemVIE16mK9C36MI/E6qGcTtjHfqUGwkGLqI9tRHXBnTlryH9yuaKeCd6LnHuPBlox4qfkLQp75VGtB4dQOd0R0i8EyYY6AEeEMJ4hYkDwOqAJWCQEK7NxUA2aA+an0pRd9qjg+gNkm8umVCXMW8hIUSVRMAc8O0pH1rX0lLMxVutRtBt0yuAnkQ7Jiztm7B0uHbisdiOyiZEj6E7U2ZkRtaT8DGwYVL8IFAihKvzYSBbD4TwEV2FbgLuEsLN+RD/K/ATuvYyzmUc7eoAAAAASUVORK5CYII=) 15 17, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
22%,22.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACfUlEQVRYhe2Xz4vMcRjHX8+2jTG2Da1tG5K2JW1y0LZ+HJyQ02YvcpCc/AFcHPwDDpscJW0pSUuUkiy5EEqJ9qAlJdsmhDbtSvJymIlhvjPz+Q5u3vU9zPN8nud5zef5PN/5DPzXfzWQsF3YIiz/41wujL3VvixfR2ZAD6vp5kvAfaAsDAmFdgEeUVx6A/Zl+TozI/rpIfjGAwiYAhCWC4WA13kBDsNsrgB3UnAfh+rslacsFPMl9Cq6McuV2YKY5Asr6KqzV55ZoCT0JBYvAv1EPEkGAKCXNx5nTSYgvAfmqrvROEdFI8C1JNhaOUa3pznech30NW2J3kXXNXI3pI8jzLGUz14mc3x+rKscypLUt6za9xkippvlaCivU/Y2x5LWQikDYBzd0Cyuaf9iN7MsY5HT9LYCCJj/rfh6oETEVKvYpvIZq5zhaP5ATzcavVq1OsHEWmZYwkrnWZ2j+CCVb585ernlAn0+5lIOgPPoQMrSljsAEIt5zTueKkMJxYeAaSKep+RO1othB5Xz2rQ46AW0OzVvpCNY1tgOFCI42wDgADBPxMX0vLkA6FAmNOPNp0V0Ak1qa1sAlTrsUMYzAMZSxu53pdH22kGRrwAR3KyCDNcUHwA+/7Wxq9OAPQz440ak9Cl3lS60Ez2F1r+KE5R2CLda5l78cqtR9gCbA18CD4l42A5AWgtWZVqvAOuBte0WTwforzcFdgbOSYxo4u2obZ1ysM6mR9FB5aByS9u/NbfWpJu4UzPfegDd9vMjJ5UzmrijufXKbj5VZ1z3o7tr3Uqncq4KUdKFfwCiu9C96HC2mw7lhI5+0I/pv5x/Wzpa0IXsPzwZ+g5rUBvtSQaZOwAAAABJRU5ErkJggg==) 15 17, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
60%,60.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACR0lEQVRYhe2Xv2tTURTHPzeGR6jxEYqUWCTU4lCk/kCliFUpdatQN5EMKgpB66+tHeoi/thKhyIdHByqi0MVBP+HTlowojgYLFQNUVqRGp4xX4ekoMnL4yXvlQz6Xe8553Peeffccy/8178us1GBJWLACHACWAEmjKFUaxfZAHBEYgx4ARwApoBV4KCbfTRk+AAwA7wEjhpDAUC/+EQkXJYbfFxiUeJI3dp7buoLCTe/wFlJdANzQB4YNIbvdUYfsc0OVoKyXOD2kMQ7iXRDm8f06wmZUMGOHKT5celsVmKXZ5KzTOkRHY3W69tQSgJ7gO1AJ+BUV8pUuqYMHN8LqUW4B3ytibAMQAFid4j/eD570ty4NMcSb5g0db/HVKF9wHWgCCwBr4AckMMYp9aprDW7RNSxjFVs/O2gq2TYwry5S4HbsskR5wOVHsmTB1MCqRPpGdJWr2DNSqexdZ5rHhYpqHRBBEiAy+4NojXSGB56WCz/kYxOIS0geW4ov9Igto5xpUkvDSNlkaaRugIlsJuLGiDegqcspAxSdpM03SP1NB1iG11KMdI8/O9EYklp7LD09oL04JZ0yLerzRlt9o/yHMejUnQnpHvhcj9EeuF+kp9PLWPlXeGwHygaeO0/BZ9akPatSjOOnM+OHNfBIjgXOrhWjurOpXX4qHCfeF5q+kJiGcsN3kGl9OFPPD8SDLUFXIX3tVL6dQW6EwosINHO0g+3BVyFdwcpfVB4QrRy1ocDtwV2WPF8v4yq0DjwzYR9d2infgNHouF9Z3keXQAAAABJRU5ErkJggg==) 15 17, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
87%,87.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACSUlEQVRYhe2WP2hTURTGfyeGEEIMJZQ0BC0IVUopolUEQaSU0qF2URAHRVyKIFUKrjp0FHQIKiIidamzu4jQoWBBFFy0Iv6h1Aix2iJRQ+jnkDRt2tz864sZ9Nveeeee7/fO5Z174b/+dVnZqAQwDASBGcxSzQLwOeKHgB/AI2AHvzTIO7U3A8DVgYOAD7PZYuy59jFPG0tMc9ZWvAJwdWAOGCqJHLCXpJkhQzdXFPQKwC0p6Xw3riinm7Ml6wEuIXU53x9TgMNK0CNXF7cMEEG6VjWvU3G2N74l/lJPEkAf0A22y3gxnBNHt0GkkPsdyJSWsNU6afJ/zpp+kmOZTyzznjQf+MJrO05q0+oVZUaMqaswGgNmgVfArHE7CxdOCbtoRq7ytygMBMAWi5Fv+PlNiDQJFuniK918poN5PrLAQ3tAPndFmSPSm/7ydXUHqbOyeTE5AIpVzTpPSINM1FhTe5Bu1JYMID8oAaqcBWfAPQfWZDYHBGrvguXAFoCAw9gnGAGma6sHIMWR7te+wFEG9gqG5ICrBpFE6m/QOC4YEGxheEntSI+RaqYXxAQJ5U/Vsip/GLkhxvKr7FYF0yAQLTymDDw7uEDyIz1FCm8wpfClCUGbd4blIQaRJgvGqy2ON9d0M8RkSDqhDaP8bwL0IL1FilZPbh7EGNLdVgL4kZ4hDbQSorewFU2+HVWGOBeUnuyuY0CtV32DyKH9UrIXwh0wet3quzF7cp/bCZf7IHgS7mWVjXhRs25NSb4l6WZW2fGWADSqP42X7C+13KIMAAAAAElFTkSuQmCC) 15 17, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
91%,91.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
93%,93.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
95%,95.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
97%,97.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
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div.testarea{
animation:rwdcur94319 1.6666666666667s linear infinite forwards;
}