@keyframes rwdcur172305 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABAklEQVRYhWNgoA3goaZhKtQ0bKAAB6kaUHy9ZMmS/9RzyygYHABrmuimtyuQAV2yWsh/ZqolZjZyLUd3BBMDeaXWLwYGBhEy9KEDskvM/wwMDHdJ1URqFCgRoeYjAwODG6kOoQXIIUXxw4cPMUPi////cEENS1V6Fb1vmWAsRkZGRnJN0dPTI8nBSJ7lI9dO2oD/////T0iPJ+gbbKn548eP9Im2kP/M/ykt0bAmwoMHDxJtKDWLVLIAsQ5QV1enjUOpGQIkZz1ky9cw/iU762IAmgXXUAI4m86WruY/6eUIerSMCNphQEPLaWk2ao06YsF/KKY5OMnAwPAWi9hsUg0CAFlSUvvBsdKzAAAAAElFTkSuQmCC) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAlklEQVRYhWNgGAWjYBQMDOAYaAfQDoT8Z/5PinqmgbScJoBER/Aw0sryNYx/qWr28AIPHz4c+LQCBW8HxNb////DQuD3gDiAYkDN/E5yQUQNyylOhNQMAZILi9HCZsiBAa0hYZbjcwRV2wPkAHQHqNDBToJ2GFDTNrTgp6rZGACpkhm54D8U0xycZMBsTJxkYGCYTapBAMgmNlXB2r6MAAAAAElFTkSuQmCC) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAATUlEQVRYhe3SMQ0AIAxEUUYGZCAA/24qAAUMZerETK6E/wRwPw2lANCo6gCk0dQBnzIzVzeEKVl197jAkgQg0ycEcOgZNsbF8Ztv41Ebx7YN5VM/zPcAAAAASUVORK5CYII=) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAKUlEQVRYhe3NQQkAAAgAMcMYwP7pfBtAUNgC3EUAAAAw5YVHLc432zzVsG8Aqa+DQBUAAAAASUVORK5CYII=) 15 15, auto;}
32.5%,33.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.25%,33.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34%,34.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.75%,35.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACgklEQVRYhe2WTWsaURSGX+deRbKoUIuEkAmBFkE64wdlumiKrcVfUBktgUDJoqtSF1qabRdd5Tdk1YA0i5JlCEVBXFgXMXW0ScR0YyNdm0VTuenpIo0kdRpNHAOleXbD+XjPcO45HOB/h1mcTwJwB4AHwLdBAmwD+Hg0TXvJGHMUi8VFAF9NE9lsflVVP2maBiEEKpUKyuXyTQBfBq3eVDwWi1GpVKKNjQ3SdZ0kSZo28XOoqkqNRoOOMQyDQqEQDSMOTdMWS6VSN+nOzg5FIpGMievDZDJJfzI3N0cA/GdpSGcZGWMOznn3m3MOxpjTLA9jvc/pdyzvMZyDCV3XaXt7m3Z3d2l2dpacTqfXxM+pKAo1m83u39frdQoEAn1b0PcRSpI0HQ6H33DOxwqFwquDg4O6mR9j7K7P5/sYjUYhhEA+n4dhGLeJ6PNQBZwTB4D7ADoAigCExfmtx+pFZMYkgKeyLL9ot9seHO2F78dGq1twCrvdHne73e/i8Ti8Xi/K5TLW1tbQarUeEFHeLEaSZTmKo14Oy/T4+DjVarVTuyGbzZIsywTgWk9EOp2mQqFAqVSKAIwNo263218vLCz0LCciokQiQQCeACcWEefcH4lEMDMzg/n5eQSDwcfDFODz+aKKopjaFEUBY0wFTmwpIUQll8vB5XJhdXUVm5ub74cpYGtr60O1Wr1nZqtWqzg8PDTMbNLU1NQjXOIbuJQp0HW9OwXr6+vY29v76xSMgkkAz2VZfgvgGYDrlyV8haVI6HO8jJTl5eUfmUyGMMB1s7KyMrG0tHRj0NwDnUtCiDaO5vZnP9/9/f1Op9O58B1w66KBVmoERyg+ytxX/KP8ArVBMbwgIn1XAAAAAElFTkSuQmCC) 15 15, auto;}
35.5%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,36.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37%,37.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.75%,38.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.5%,39.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.25%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,40.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.75%,41.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.5%,42.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.25%,42.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44.5%,45.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.25%,45.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46%,46.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.75%,47.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACQUlEQVRYhe2WTWsaURSGn5nroohIaIW0UoqLMossbGgkhCitKy1ZBgNu8jOyC+R3mEUgixBqtlEIXbjIIKUQGhSKDt0UCXSTGqQaic6cLmqD9aPa2qQt9dnMx3nvec9czpkZmDLlX2Bra0tPp9OucbS7u7uvdnZ2Xo6be6ykfr9f72jbo7RKKe84uilTvqG6znXgOfACuAuccQvNpHWOjxYXFz94PB5CoRClUgnLsiiVSk+Awk0XoS8vL0sqlZJustmsGIYhgPs3+fiGBZ4uLS2J4zjSSzKZFGB1UufNzc36/v6+bGxsvO2N6YARDAbRNK1vYTAYRCk1N4m5pmlGJBJxJ5NJDMOYB+50x12AVSwWEZG+IgqFArZtv5ukABGxTNNsVKtVt2VZp0CzV6OHw+E/1gN9U7CwsEC5XL61Kejecx2IAHPAe8BkwHb9t9wH/DeRuH/2vmcmFotV3W43LpeL8/NzcrncA+DjEL0eCARWbdtuViqVw4mrW1lZkePj4+vJODk5kWg0KsPM19bW5ODgQPb29mR9fX2Ybmy88Xi87+2YSCQEeNgrDgQCiXQ6fa3b3t4Wn8/3bJSJ/oOY4zhO303btmHAV9K27War1bq+brVatNvtkVPU+0/4mK8jCPBZ07Ta0dGRNx6PA2CaJvV6HQb0QKVSOcxmszQaDa6ursjn87WLi4s3Azy7PQY24Txw2jn3xGKxMxHxKqVQSpHJZO4Bn4Y90ezsbPTy8rJZq9Vej8j9U3iAmV9ZOOWv5wsxDSW9vVjDPgAAAABJRU5ErkJggg==) 15 15, auto;}
47.5%,48.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.25%,48.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49%,49.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACgklEQVRYhe2WT2saURTF74xOKQhFEpRxjChldCETaRbJIpAqNePGRrIKLkKRQt2ku2bXMP0Kbl2aL1Fwk0WQWrTEgCQxoRRBF0Iw2roYQp3TRTNSk5ki+Cct5Ld73PPeOY95774h+k94SkTifRhvCoKAhYUFeL1eOBwOMAyzPTNzj8eDw8ND6JTLZYiiCJZlX0/dXRCEIXOdSqWCubk5EJF1mv4+t9t9x1wnGAyCiJ4ZTdzf3w9ls9nAqEZmu7BaLBbTSTc11qjGcdxjTdO0UQOY4nQ6USqV7uz+9PQUdrsdRPRobJO/wTDMtiiKODo6GpifnJxAkiRYLJa3UzXXYVk2NT8/j2AwiMXFRdjt9ombMyNorEQk0e9vXiWi60kG+HfgOO6FLMvw+/1YW1sDz/Mz63jEcVxkaWkJ5+fnAIBms4lwOAxBEFIzCSDLcrdSqQxdt8vLSywvL2MS66fT6ZfZbPZTMplcMRQEAgH0+32zjjd2y83lcjUAyGQyH2/XrEREXq/3e7VafRIKhQaFdrtNNpuNiOjnuAEKhcI7VVXfF4vFD4YCozMQiUTgcrmm/+r9EWJdlmWIoqjfglczM3/gPjF/9G/w+Xzr0Wj0syRJe6qqnl1dXZ3NIhgREfE8/zyVSqHb7aLX62FnZwd+v3/TTB+LxbYVRYGiKAiHw4mxA2xsbNRardagMfV6PWxtbf0w0yuKMtAqijJSFzX8rdIBcN3v9wdjTdNI07SJPse3z4BIRG190Ol0vlxcXLxZXV0lVVVpd3eXCoXCZqfT+WoS+LherycPDg4on89HG43GNwPZkIcRQ3+7TqdzJR6PHycSiZrb7Y6MtK0R137gASKiXz9yddiuP0L8AAAAAElFTkSuQmCC) 15 15, auto;}
49.75%,50.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50.5%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,52.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC4ElEQVRYhe2Wz0vbcBjGnyRaxFaspVbBCkMsHoQ6E5wSGuxqqLb0IJWB/0RPvSiMIWxjp3nYBmUHD2MU3GA9LEwYO7TdabCCqLDTeikRDzIYEqqwJu8OUtffui5TED+3pk+e5/nmm7wJcMVwJvsNAvADGAHwE0DRDFPR4/FsjI2NvQYQaKKxOJ3OhM1mI0mSSBRF6unpIavV+gQA23by+Pj4K0mSKJlM0ubmJsmyTF6v90OtzuVybfh8PlJVlcrk83nieZ6sVuvjdvNFn89HpVLpzNQwDAqFQsQwTKRCd8tut9PBwQHVks/nyWazEQDnX6d7PJ6NZDJZZ6ooCvE8/6lCuhwOh+t0ZWZmZghAsFlO0/1hWdbCsvV/cxwHjuMsFYc6GukqfACgo8VamxKQZZkMw6jagqWlJWIYJlqhG+3r66PDw8O61RcKhfIWuNopgImJCSUUCpGiKLS1tUXRaJQEQfhaq3O73e+CwWBVif39fRJFkRwOx/O2wsswDBMWBOHj1NRUtmbllXQPDQ29sdvtFA6HaX5+nnp7e6m/v/8lAEuTc079/6ldPSMA7gAwAHwBUDDZ33xqR7Gb47gFIvoF4MelFvB6vQ9mZ2ffx+PxewMDA7HOzk6vqqpvL6MEADgWFxerHrlYLEYAbpsV4Ha7uxodL08Q3u/3g2H+3JNzc3MYHh72mxEuSdLg+vr6cSvNlV2B8j1wbLFYKJPJ3C0Wi0gkEtje3k6pqvrMrAJHR0elCxXlOG4ZwKhZwTdcG7oAdP8P43NfRpFI5OHk5OR9lmWxt7f3IpVKxVrpA4HAgq7rxWw2+9mMgh2rq6tns2FtbY3Q4krIsryQy+UonU7T9PQ0f5GA8z6ZDcMwzn7oug6cvmobouv6iaZp0DQNuq6fXKRA7bfaKIDvlQV2dnbiKysrT1mWxe7u7iMATY3T6XRG0zSBiE5yudy3JrLajDoajV+2Qdl2MG2033B9+A0z6onCjBIaRwAAAABJRU5ErkJggg==) 15 15, auto;}
52.75%,53.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACm0lEQVRYhe2Wv2sacRjGn+95ehrhlOQQkRpKEwmnpyk6JYuBptAspTqUUFqHDhVCKP0DrDibIf9DWhylHXulEHAJgRwZpAEr2ZpAjRQcSiK5vB2iYjT+qNWEgJ/l7r48PO/z3t33B3DLGEbgOQvADuB3P2LWh0ZijC0D4IlIBfDrWiPGXkqS9GFiYgK6ruPi4gJHR0cRAJ/6Td6G2Wx+IssyJRIJSqVS5PP5SJKk1VYdx3GvPR4P7e3tUZ1cLkdut5sAPBu0viTLMh0fHzdMy+Uyzc/PE4DpJp1pcnKS9vf3qZVcLkcul4sGqs4YW00kEm2mGxsbZLFY1pqkQUVR2nR1agHud6rDdcnAGwzt/yjP8zAajaZmD47rbFPz6FanIw6fz0flcrnRTaVSoVAoRAAeNOlMNpuNDg4O2rrf3d0lh8Mx2CcAAFEUnwcCAUqn07S5uUnBYJCcTuebVp3RaHyrKMqVEJqm0czMDDHGXgwcoMa0xWJZs1qt73C189YQ63a7nfx+P8myTFNTU8QYi/Uy72cd+BdMABQA5wC+1653Cx6XHZh6CYdFY5653e7lxcXFH7FYbE0UxfcGg+FnqVTSbioIVlZW6PT0lIiIdF2naDRKAMRR160vEPe8Xi8EQbgc5DgsLS0BQGBYhba2tr50FdzWG+DrN/l8/nEkEvm6sLAATdNQKBTiACqjDnBdoBudBWPG9NyMwuHw03A4/BkAdnZ2Xqmq+rGbfm5uzqnr+nmxWDwZSsJkMtnY45PJZNfDhcfjcWWzWcpkMiSKYl9ryEBHpU7oul49OztDtVqFIAh9bcV8y/MsgGLzgKqqjwB8Y4xhe3s70s3s8PDwJB6P2wRBOC+VSn86yNpqtPKwR+j/YZTeY+4ofwE/nFTX/yh/xgAAAABJRU5ErkJggg==) 15 15, auto;}
53.5%,54.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.25%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAKUlEQVRYhe3NQQkAAAgAMcMYwP7pfBtAUNgC3EUAAAAw5YVHLc432zzVsG8Aqa+DQBUAAAAASUVORK5CYII=) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAKUlEQVRYhe3NQQkAAAgAMcMYwP7pfBtAUNgC3EUAAAAw5YVHLc432zzVsG8Aqa+DQBUAAAAASUVORK5CYII=) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAnElEQVRYhe3QMQoCMRCF4d/OQuxyARG2C97B1mOl2yNsO0ewtcgNhO2FXEFsZWziFivornbyPpgqMy/JLJhuBRyAPbADNsC6nl2BC3AGTsARuM3IfmsLdDHGO+BTqvZ2dfZrS6BtmmYITil5ztlLKT5WSvGcs6eUhv4629as2b/uAQ8huJm9XPiJmXkI4fmY/tdtiIiIiIiIyP96AKQre2pvravcAAAAAElFTkSuQmCC) 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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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEMklEQVRYhbVXTUhjVxT+pp2KBRlK6WtLKYUphgRaHtJpMZEglGJ1UboQF6MboxvlWewis9KNkOykkQRUUimiBLpzIUUpRUiMUkoRmj8GoS0EJciUoaapixjj10Xufb35z5tOP3gQyD3f+e4595x77h10jh4AnwH4BEAfgHcB3BP//QXgdwC/ADgA8B2Avy1wt0QvgA1d18sA2Mkn1m4I22dGN4Blu91uEvv9fsZiMWazWdYim80yFovR7/eb64XtsuCyvOsUAGqaxkgkUuewHSKRCDVNk2JSVqLxgcPh+BMA5+bmmMvlqogP44cMrgbpmZmke3iA7uEBemYmGVwN8jB+WLU2l8vRMAwCoODsa7tz6XxlZaWKbCuyRYfLVna4bGzzlbciW1W2gUBAFdE0Et0y7IFAwDROpBP86OMHRUFearcDh8tWcrhsdA31F1PpVJ0I4aPhmViWYZc4Oo7zbcdbvPvyi0SlBDuGjMjRcdzkk+kQvqrQa7fbqWmamfNkOmka4t8Se2RBwLwUISORy+WoaZqsjqpUbABoetrX19dVEZsAuqxEwjXUX1SrQ/BsyDU9ssmYDr9eN3/v7OyQJDOZDJ1OpzSOAXjNiojtyHZVRIXPHgB4CNFkJHof3GfXvZcIgF6vl5eXl2YIJyYmpIjfADg6cP6OOJhlye/z+STHQ4hQMBaLkazUucNlIyq9/jEAjo6O8uzsjCRZKBS4uLgoCfIAPu00CrJPRKPRqjT8DMBsr8HVoBQAAK8A+F6EjIlEgiRZKpUYDoclSRnAF50ICK2FSFbatrD9CQCeQsm/Z2ZSFQAAdwGsCgPu7e2Za/f399XDuSrWNhUwPTtVW1lPAaCkCnAPD9QKkDDEbhkOh3l9fU2STCQS1HVdEv4gotZQwOCIu1ZAyYoAoJLvPAAuLCywUCiQJM/Pzzk2NiZJH6NBu20loF0K6rhQqQCOj4+bjSufz9Pr9aqhHawV0CwFrQ5hM7yKSi+g0+lkJpMhSRaLRYZCIXV306qAZoewWRm2QxeAbwQRDw4OSJK3t7fc3d1VD+dXAF5oVYZ1jUhcu21vPoFH0tnm5iZvbm5IkicnJ7Ln8437r9Pu7DX5axtRXSsWd38nUZD4HMAVAC4tLfHq6ookeXp6akZi/sv5qvzrul6CaMVAg8vINdRftChCl+Qej4cXFxdU8eSPJyQbX0ZAg+s4lU6ZU44FEW8C+BFilqxFq+sYEAOJYRimwdFx/FlEdAP4FkpKJVoNJNKwbiRLppNmOqyMZO9/+F5Zda6MZAm0GNPNoVQVQZLbke2Oh1L17ledtxtKJfqkCMMwGo7lobUQp2enODji5uCIm9OzUwythZ7LWG5GAs/3YZLoZOe1qHua+Xw+RqPRpk+zaDSqNpn/9DSrjcb/9ji9Y0GI+jzXBbn6PP8VQBIWn+f/ANHJayVoy2jPAAAAAElFTkSuQmCC) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur172305 6.6666666666667s linear infinite forwards;
}
