@keyframes rwdcur106285 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 5 2, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADyklEQVRYhe2Sy28bVRSHf3fmznj8fsRO6qRxHk1a4qSRqsaNEpDStFWqLtiwYINgy5Y9K4QqISEkNvwB7GADiGV3RRUCtUpJlARRETd2bdfx+DkznrfnskDdVJWI7bQb8i3vPTq/755zgf87/KsOxzKZ2UvZ7KrtedRQVR2A80YFciurG59/8eVXK7nV21wkcdnl+aTrWIat6yqA3msXmM5m1z/48KP311auzuZyK1fTM3M3vFjibSZIacdzDEtRWjilqbxSYCK7eHNr685WKhriw0E/uTiVkeYy05Mu9a0JibENGoyOc72eq8NTYNsWAHaqAmOXsrc2b966kY5HCPMASjgkohHMT47T0Vg0Jfj9ORKLbwZj8WWO9/m6jlmGbRunJpCcX9y4trZ+fTY1QggBGBgIIZB8PqRTcVw4P8EnQ6F4j6eLfDT2DmPwOe3mX67rqqciEJ+a2ZhfXr5+ZXqKBEQKQeBBRQpR9EHySQiHw0inkpgYGSG6boQMQpZcxtNOtfwQgDW0QCAWvRJMpjd126FH9QYqHQWKbkCkAuJBP0KSBFGUQAUe0YAf1XrL32VsvKt1dixFORxaoOc6Ylc3Vvfy+ehu/indL1axV5GxXyyjUJNh2i4kUYDruuA8D45ro1Rvhg1DN9rl0n0A9lACtq63lJr8WJPlI1vXg5ZjJxzGBM0DDo/r2HlawJNiBY5hgAMDYR6KNZlrtjqK9rx0z3XdzlACACzXNgt6p/m72pQfOGrXBGHnOY6PUEEkDiOQVQ15uYGmooD3emh0FMitRrdVrt5zLP35sAIv6PVsW9YatYeOqlaoz3cZHB+nlBLBL8G2LchtDce6Bd120JHleqPw94+OZZ1YgJ6wTmmUiz94jLmuaX1mNGtzgiRxjDF4rgdCeRCBwjGNumdZ7ZOG9yMAAHqr8uxnyzC0WPrcx6FQeIWjwqjb63EMBJzAe2ZHrZqm2ZfAf63gZRzH1POqrN5PRALc8sJbuclzaYEG/DBtu9EoHn5tato2AO+kDfuZwAtcwChxHtuZm87Y4eRYwC0fo1yrb5vt9oN/70/OIAIAAOJ5ouUxrq1oKJVLVfno8HvDMCr99hlUgKN+f1JlvFg8ruml/d3vmoX8T+jz9QDADRIeHB1dii4svVvSba7w58EvtSf5bwA0B+jVv4AvEpld2LhzV5rIXCsc7D2q7Pxx17KU/CDhQP8roKmZC+/547H10vajX589/u1TvdPZRR+//mVIn/WBsYvZT3hC4vVy4Vtb0w6GCR8ECiAGIPAmQ88444zXyj//nsuZMI/AVQAAAABJRU5ErkJggg==) 5 2, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
35%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADgElEQVRYhe3WzW/bdBjA8SeO47w1TvP+1hZWrWu7pWXN2k1oiA4EEhJ/ww4TSEPiD+DILogDfwAXOEzcEUxC4tCOFRhq2CqgS9e1y9omTezEdvya2Pn9bMcc2G49pG1yot+LpZ+s5/lItmQD/N9zH3WYmpiYnJ6+uGS7IGhj7LV8Pg9gTL683wGA3qAA5FGHk1NT83fufPEl12Tbdaahck223e2ibktuqfU6UynvlR8rPP/UkCQGAKyBA2pVRnxY2oKlxSuFc/k3iBGfF6IhP/gIEmRNwQ//3BB+Wl3dLK6u3D3c3f4ZAOSTAo58BKooSKWtp+U/iutCcXPTs11rhA5EhTIsG1LxpPvq/FxofnZ6ElPeNxW9G+i0+OeWZakDAwAAMmRxR6js/8q+2F1j9vfYWpNLlHk5ut1ouhstGcLBgGtqbIzu9HrzjCgjpcH8BQBoUIBXmbZpcm1R2FDZZhEjPYSAHGO7yF9ucuDu9SATHfXJBjrHC8KzrirvDBrwKstEBmMIXBEhA3yR+IzjDwYZWQPUxeAjSZrjOVWsVX8BAHMYgP8UlqWpbfWJC5mx2Pjrc9RoxKMYCHSEXLqmdKUmu2IjJA0NAAAAGOtGS9l1+7znkxdmz7vdHgLZFtjYArFa+Q1pyt5wAQBg20gy1NahN0hfi42/lgLHAcLr9UIPE22mVjRNsz1UAAAA7nR4V8+kA3TkOuUPkARBksFEesx2HGgJzRJgrA8VAABWJhHPpFLJDxVZ9DoYg0O4AuFMdhZ07JZUsS8EcQoAZFPZ+I3CZSpOEaCxdZAPK6Ax9WR4PPfxaDj6Vj8zTg6IROiZmZmlhfwl6p3CFU4XuaohtXqo0wbHtJMBOrTQz5gjvwX9dCmbXbxcKLzdFET9h3vff3PwZHMjEI1+NBJPLRIkSRhKmx0aIBhMpK8vL98SOkb2ux/vrjxae/AtUpSqrMmP/Sx71eMhKLPTedDPLNcxdxN+fyx9bXnp9lR+4ZN/dp4z27+vfqpJ0jqc8B/hOAA6NjGxeOHi3O1EOvfeYaNRe7Hx6DOVZ+8DAD7J8n4BFJ3KFbL5uZuRTO4DQN200uBKlWd/f97h+VMt7wswksq9O3vj/a/84dG8VNuXW5XKPbm2/7WuKKXTLgfo4yV0OQ7d2N06QJq2rovcWlsU7wOAcNrFx8kHAPGX17POOuusgfcvsujAAeku3B4AAAAASUVORK5CYII=) 5 2, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADdUlEQVRYhe3Wz2/bZBgH8Ce2Ezt2vPxyTZN0bVLatUqiroq6ZqyZqCYNtHQHDjsjLhw4cODEeScO4+/gzoFI2wEE0joBW9Wy0TJ1EJI4Trs4/hXHv2LHHCggJCBt07BLv9J7sV8978d6X71+AF5xfEPeY0cDAMA5Gv8HIBLJ5aavzuVzhanpizPBQNDpO5Zdq9U7+8/3fmpWq49lWeYBwB4VgP7zYxOBAIZ7HhonYrFc4tLC21fWrq+Xy+X18s2bN+LJ1Bu6O0h0xE7LtSwZALwzBkBf73YPDrj61o97u988fbK1t/uiGuY1I4lH4tHiykpmYTFbtDxfVuy0G7qqtgDAPUvAH/Gg39cMRd4T69XNdkfwONWcr6taMBKL4iv5fMZwvVyzxm1bhtYcB+BPiOM4kqyp26YoiI6fyHUBi6A4gaSYOPtSliJyi/vWcRx1XIDfY9u6JrR3B5btBRhmWccClAuAkn5/kuPrz3RJejZewBGja/Ze+H2+yQvJ6bzrJzDLdXGJ52syz30NJzwLpwEA2HbPUuVmiGFXaTaZ8BAUsTRVU2r8V45jKuMHAEDfNEXXsVF2dv4aQYeDPpygDandUg9bT+EEF9apAQDg9vt2JxSJXYtn5mZwggyiJJlWD7kdU1UbcMy7YRQAREJIcHFh6TZC0q+jBOHD6XAMp+gJ4dfG966li2MHsGxqfuPWrXd1Q2dFUQTEjyD0ZDI1sCxSaPPfgW3rw2ogI6yPzGTmlvPZ7HQxvwiIroHKNUCp10LhqcSdiUTq9nHqnxpAkgy7WixupNPp0PrqVWc2wWg9UbANRQJHtxgqGr8OAMSwOtiwCf+SQKl05Z1Saa1k6CZ/v1KpPLxfeSKD/4PwxGtLPhRDPHdAwDE+8DQAcqlQuPFWeePD59Wq8MW9T+/u7Gw9UBTFpBhGdUzroyBNsZrQeggA5rBiwxqSv2GJcHhqMZu/s/bm+vttSQ48+vLB3cb+/mfwV19ABCjqEgIYa/aUbQAQRgZQFMVSFzOlC9H45XA0WpqMx5cP2y+5n3/Y/kTiGxUAOPEP6AQAOpYu5D5OXS68B+DFunxT6woHm+3aL/c0QdiEM+iI/vMM4DgwVq87W3/8SLAMfctSlc8tVa6YpskBwGDUxQGGbwGJ4/jkABkwfQPjAYwDGENjep7znOc8rzS/AUjhhqPNCZtBAAAAAElFTkSuQmCC) 5 2, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
}
div.testarea{
animation:rwdcur106285 0.66666666666667s linear infinite forwards;
}
