@keyframes rwdcur74940 {
0%,1.9%,100% {cursor:url(data:image/png;base64,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) 15 1, auto;}
2%,3.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACaklEQVRYhe2Wu2sUURSHv/uazexu3BgNiWA0IjaKoBBELMRCK8HKIDY2Yq2FIAg+wMZasRILa/0L1FIISCwVwYiPRt0QE12zm83OvcdiUxhJsjOzUQnkdBfO7zEfl+HCOh/p1kCvRYv/VUD6zl+HLimsWwIycO4aAKULN6ALCrkJ6K6vX/4CMjJ2FR0WT1YTXb4NOSnkIqAF1GJeAILOf5WyKuXgySuYRNABdAClFBjg1h3IQSFz9SgJOBFMEJQsUjAWXD4KWVQyduIiccsTtzzGL4Zb3SZQsLgH9yEjBZtleVM9QRXBtxQNH5jzBlGKEEfokiUuJLSyGJKegFzaO4abm2FzrcU2EkrzHhMEcQZVdpSLCVujn4w+vgkZKKQm0Fev02paGvML0CzBlgqzC5Zq0VLZ5BkuTDNoZqmYOhNpTQGVYkfuDg0gSuGDItH7SbSmFse827WD8bMjjPZ/wPGRomoRKY8lcO/Us1T+qQhUdKPdVguacawKnJlswCTwFB6+3M2n6Zhay7AghqDSfFd7Om3Ko+0xBsEoj3VQEM/x9+FPrcx+6We6EVP9ETHbcMzNa04fe9MxoyOBok5w2qMVRCZw9O2yxVXf0DdpTlWoOEc9ifjeNJ2slzX6feTJiEY7iAhYB0ded9b4r700gqORGOaDZXjn51U1qxLocQHt2kuHO4cDKDNYk1At46yhsOA7rK9sKM/30A5XcOhVqvAlepnqxXtFE0NpaGZF/Yo/IuvARrnCAZQaqGGM0KOSjFKQF/uQiQMI3b96RaZ6JVTLmbzWKnxJibR+ax2eucTfCP8X3huzMfnnF0Qt5RnsI+g9AAAAAElFTkSuQmCC) 15 1, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
6%,7.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACiklEQVRYhe2Wz28NYRSGn+/H3M6d0eZWI9om1dIEIcXCTkgkVhaWRIikKxWxEhIJEmuxsCTURiNasbX3F1hIERELUUKKqtveOzPfd2yaJkTbmblFJM72m/d9T55zcjLwj5e0aqBXo4u/1YBcGeqHFim0REBJyxMo3YBc3dGDEuHClkFogUJpAsYsZNrW1qiMWm7urqFEUAjew+mhg1CSgi0jMkYwIiivEKcQZcrYAMUJyIN9IYFxaPGLS+iM4fSeEShBofAIKoHHIATaoRBEKdABmQ2KWhVuQB4fgtBmtFmHNR6jBe/70DZivqLZv/csFKRQaAfCEMDjspRGZjFGcEZD0M6H1DBD8V3IS0Amz1Ro6zBE7RDHjjhMCZQjsZaZyPLBWb4Glt4DF6EAhdwEor6IbDYjm88wYYon5VO9iei1vJgLmA4D5qwmKXgXVI5v5P3DTfgE8Bk+8fjZhObnJm+eplyaOsWzjphGZHE2QJTCo8nunc/ln4tA8CIG8aiKQllBVR21y88XXq8RXr5FcyZFnAMHeJ/HljwdypcbW1GBoAKBqsfUHPGB1z9rZd2NMb5OZ6TfUiQVJHFwfWTFjBUHprsyTHeK6Umx/cmvwgHUx5PHWD/QRkdvSNhZIajluwvLdSf1RxuRqqAiQccZ1e1vV9QM3r9Lva5pzHqSxDN37sSymuUJdHl0zWM60zzhAOrVkePU1mS0dxrijpXvwlKGMvdkA7riIfKEA1N5wn/Qbxu/Q91FJA3Pu+GjS+qXJKDjDBW7MuEAavLwMGvsPNW4qBSk8bJXmu96hNb/emVoYlQ2j48V8pLGVPdqhC/67ZwYze232uGLvrvGb+fy/R3hf8L7f/2v8vUdaF8BIwexv5QAAAAASUVORK5CYII=) 15 1, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
18%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACnklEQVRYhe2WO2gUURSGvzs7M5u40SQ+ElERhAg+EB/YGRVtVISInZUI6TQBwcbGSgu1EAS1UUSE2EREEbGwsbAQrSOiWBijRKJmk93szs59HIuAEDHZmdmoCJ76/g++e4a58I+PNGrgzUeLv1VADj8YhAYpNERAKb8ReUMFpOfaPQAOPrgKDVDITMA6Nd1EuawWmQvI9v67mBiQHAC7H56CjBQyEdBVwdYEZQURi6g4i02mAtLZPUBtStA1wXPTV2CI2PxoL2SgkJpA9ZtQLQpRGdAgYnBU0PnxtFapC4hquU40aaiOW6KiwxlwnkGrMrZ1km3DKyAlhVQfsmiNLsJUk6I05qNLFtdWJfbGyLfXCNqiNHZAcgKS9y/i6QiJalRGY4rDMZUJMJSodY7S3FHBbzHss62QgkJiAq35KbQN0C6mUomZfC98eRfibxqmZc0EhYJlofMpuHRrpRKckfXLzgDgHFhRaKso6Rys7KDr/gW61pZYLDnyeARAIIqzTZ8S+ScisKRgQQk5pfBzQhgIj1+dh7fwYiOcK67jq2cwnkMrIZbke1ivoRzYcJrAgyAnhKGjOW+5+ezSz1q59nkjW3yo+YaqEjRwaNGbuhl1L6ytYFncYljaZuhs178KB1DHO4d4HZcZikM6TEi7SbZec7WT3h2nCAMhHwhCictPbtTV3BpZReQvYHeumcgzbF0yNKdmTgKFZkuYr+LsWJJwAHVs1QiFuMxzM8lLU/9POZuhnNzfhzNTOFPmytPBJOEz9LeHl4Mfor0mepfPvguzEnDxBC4ezxIOoI6uHsU3Eb6rpJSC9O85In3dPULjr16582GZ3Pq4MpWX9O3sno/wGSWS+smJXTvmM/yH78D7ZCV+R/if8P4//yf7fAcsgi1t2yATRAAAAABJRU5ErkJggg==) 15 1, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
30%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACfUlEQVRYhe2WPWsUURSGn/sxszu7cbNEk6Ck8BtRFBstgv8giI1gY+UvkJBCJWITElGIhSD6D8RGwbW1shGVQAobid9RY6LZbHCzM5u5xyJaREx2ZjdRAjntzHnfh4c7w4UNPtJqgF4Liv8FIHsn8tCihQ1rQHa/3QbAgZc+tGChaQOxUs2utgwguz7vRymF+gVxeExBkxaaMuCpAKcMi7IEINL8OUwLIH3fDuGpArHWoEFwiIMjT5aerzcAZRNz0MxidYBGIw5wYF3apPQAsuvHUcraUTFCRhWJ0YgI1oEXaXrvZyClhVQGYtVB1eSYMnWOmTqiLZ4DE4GtWjJVmyYuFYB0h2eJdJG66WTO5Jj0QjAe4sBbMPjzHkE5y6nr2yGFhcTIdVNAu3ZiKRDbgHe8J7AFsuEXcjMBbV/b8CpZbM1PGglAkr+JFNwVIPqNgpE6Jq6yJXzGzkev6Rrvwp8PsJHFojEobt95nig/kQFVt2hnUbGAy2JCw3TnIDPAG2Cg9zRx/gMuALECOvkn0YhQOqeH0IsWGxl0TeFXNBPH+v/clYv7LhDnK7jsAs6PwMaMPr7bsKPhIcx+z5KfsuQnLe1vgr+VA6iRV1eRchFb3oY3txVbKTSKphGd7HlxAxOC98PDj3KM9Z1ruNPfc4mMD+KHOD/i2vjNVXdWNZCZ1QSzeYKwI0k5gBr9OExY00gtg1nIN3h95UA5UrqFJYcnAU9PnklSvmy/f8cg1hOMEUZeD6+4v6IBTxXwKTZTDqBGPw1RiyCqp783yPHSPektPRRav/XK+e7LMtAzmCpLeh+W1qJ8GUTSPDnxYE3LU0OsR/m/yN6czWl+fgI6qOfOqT170AAAAABJRU5ErkJggg==) 15 1, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
36%,37.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACd0lEQVRYhe2WO2sVURSFv/OaOzGJwVxEC1ERNGIhaKEiNv4A/4CClbbaGlGbRIuAjXYWghZ2okLAwlYliI8mhSAEtVCDxBhDJjcz55xtcdNETO7MJCpCNkwxzN5rrfnOZhj4z0tWK6DXIsW/CiB7nj+FVVL4bwnI/nujAOwcfwaroFCbgIoKVQiiVF2J2gHk6MgoOizeGMOWyddQk0ItAtaDDqBCQJQial9HplYAOXH2ETaLmFxQvv3S0Rp6wyuoQaEyAfdD4TKFbrUJoANiQu1dqBJAzh++T3Pek8xAkoHKA9EaYuLQ5PT7x1CRgq3SvOGbByzNRqT1XWNnPWIiwUWszGHjXBU5oDwBGem6w4apgt7PBX0fPd2fBJcJPnEoleHCNDZ+ZXs2DBUolCZgWzm6UCSZxbU8KGF6oIE0PKmfxIUPJHESI/NlJQEoszlynRvoRVgRjVIKnyZMHOvh4YOCbhnDxmlMWECJRynPeP9oKf1SBILNaH93AsFEgsq5ND8ET4Ae2PTuOGmyGWu70bqBUeV3u1NCGU4vE3XE63mUisQkMDR189dZMW924rr6sMlGnOrC6i6+7njU0aMjgcLNIgbEFURXMPzp1u9EVTjwXsLLrRg3Q+5SjOvtJE2ndHKl/xxiAtF6SAqufrjdcYYXTbAO41KMScn3vV1xZsXDCo0FYrpATFtlzNvPD01BXhAWWhRF1qF9eUG5tO0MYiJiPNcm7pYxXzLPWBO0ax/ywS/Lzi9LILiCmOR1zNv9R6bAF+2rYsnFXadlcPdJYfV/vcLzpjDWrKQlgwOn1sJ8aYiSenJh75qaVw7xJ8z/hvZ6rVf9+gm+oATZ1LGlRQAAAABJRU5ErkJggg==) 15 1, auto;}
38%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACm0lEQVRYhe2WO2gUQRjHfzP7uL1EcyYhXNRoI6IkRRq7CCJYCIIQECvRQlDxRSAIKggWFqKgGKKNWomdCCJWaQRt7dTCQnwkYlQ0r3vtzsxnEUEixtu9i4rgVw3L/B/72xlY+MdHmjXQS9HibxWQ3YP3oEkKTRHwlGpG3lQBGdp5F4Ade5qj0DABZeffXnRzFBopIGc33UEb8L892DJ8Hxqk0BABPxE8K3hKECVI0DiFrAXkcvE2Xk3QieDr+U9gfOgffQANUPDrb1k4+YrgIsGvzotFCS6CpCOX1QrIRkCuq2t4VUNYsURVh+fABZokUtSKBVa9eQUZKWQikEiFIIGgpIhmfYLE4kJNXNDU1rRTXRFksQPSE5AL/imqeoaazOCVS+SnYsIymDyU1hcpd+cxywIK9iVkoJCaQCn3hcCGxK5EbCosm9Es/xRS6giZ7l+JbbX47jPazaW1BCDN/ZEzXXvnVw6UeCir8ZIW2qM+Lj0aYHZ9DU+m0CRAgpKYd9GuVP6pCNjWCqJAKUE8QQLH+ec3oQz0wcapYYzuwOkAUQEi6Y9WvYZysncQtEU8h4smsW05Lo09/lErfZMj4D/F+BGiWgCfF23n6mbUPYR2+Tim8wOmZ5ZkXfvPwgHUs+Jx5uIiYdxLaD7imy/1rKnXToa3DSAtAdIa4Frhyo2xupqe8RO0+F3kvScYHfKs89YvNb8kYDvz2PYctmDThAOo8Z6LzMUTzJgNONNfZ/vihjK0bzsuNLjQMHr1YZrwBfruN8cJ/TyRLvCi+/Si+kUJuCgmycWNhAOo92tHqJppym4qoxTk2OGtcujoZqH5v17pentQVk+cyOQlB5YmfEGJtH6y/8jAUoZ/L/E6XYnfEf4nvP/P/2l8vgL3GwpgKZKllwAAAABJRU5ErkJggg==) 15 1, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
58%,59.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
62%,63.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
72%,73.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
76%,77.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
78%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACqUlEQVRYhe2WO2gUURSGvzs7M5vdjW4kjw0mKoJCVEJS2CUSBBFFfKSzELFSIQqCFiLYi4igSSGIkkYr8YHYaGOhlY1NFGJlNGJEcbPJ7s7jzj0WAUEx7sxuVISc5sIw/4NvDpeB/3ykUQNrKVr8qwLy4NIwNEihIQIqpRqRN1RA7t7eB8CDM3ugAQp1E1CpaOGMGtvDegrI2J2t4GhwFh483DsEdVKoi4AnISERohQSCcqvn0LSAjJyq4AnPoGEkLIWPkFV86jvLNRBITGBWakyJ1WqeGCDaIGwn3SYT2qVuIAMXVfMaY9iVGXWeGAbrMCgQpe838rU6seQkIKd5OUgFIqEuKpM0Z4jckOsqsEKVrLKL9DidSSxA+ITkN6LNlXPouwLn4IK00ER3VSBkqZQXkNHZR3NOk+Un4EEFGIT8MtpLCciFRh0oHknJabcz/R82sb62V5yURvGzmKsTFzL2AVkw/l2jAHtG6xA8KsR/nzIczPF7i87yKk+vjZZhBYEwJvVHhs/NAlQ866ORcBEOZQoUAolDo5keHXhJa+pcI/93Owp0qotHGPhisKW+HtYq6FsPtuPhUNKXFyTIR018+zy/Z+18njLDBPYZLVNVhQOcHByZc2MmkuYi9po1gVadBerwnW/CgdQOycKdM4H9LgBM67ms61rWVOrnQycPoAjGRzJgMnx5MpoTc1493vasjYvMinS2uLcROtvNb8lkIlaSEd5Ir85TjiAOvK+m+n5gE0lTZ+pTWExQ9l16hjapNFlw9MbY3HCf9Bf65wi69qsaLIYnuxcVL8ogSBME5TqCgdQxz+uZdbTlComoRRk+9GTMnj4hND4X6+Mtr+T8a7pRF4yeGhJwn8oEddPBg6OLGX4d9+r7W9j+f6J8L/hvTzLU/98A8a8IzY9k7dnAAAAAElFTkSuQmCC) 15 1, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
86%,87.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
88%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACU0lEQVRYhe2WO2sUURTHf+feO7OvJOpGMAsptBPNt7CxsfAz2KiI0UJ7C21UbEJMpRZJIYJiI2KtnY8vIEYR2UBIQnY3MfPYeywGNBGTndmNSiAHppid83/wYx4Le3x0UAOzGy3+VwF9GDyHASkMREBEBpEPVECfmFcATFUewwAU9uQ9oC95jcEgPpPfHHkAfVLoi0Bps0wUlf7vw6IF9C3vMRjCTVI1nsmxO9AHhcIEStZTweG8IxRBRYmlS2KTolaFC+jng28IAiiJpYxDvCHGE7mYtSDizIkrUJCCK7Ic1DYA8L5KJXZYtajxrLsNWuUOrcr3InZAfgK6dHKRsN6idGCNanWdmi1RxrFhYlbKLZZrbWQs4PS5YhRyEwiSBbyZwAzVMNUPqChDq2Xa4TrfDi0SHi8THTGs2CivJQB53qXaOfoCkTA7EYc3Fbyrs7g2z6XDz1g9Zei4NolEpCSowKdbT3P55yLg4uavxpqgGlFemMx++ArVsxOEaQ2rDhGLaP5vRK9NjRp3wcfZcreD8TFu+fbvWrX3jmGjEia12MRiCGjfeNczoycBSZYxPgYfIZpgV+//yVS6V+e1OzWOiR0mddik1MuaXu00rV/7GSw6h2m1emqYbkAaYlKHSYX0+scdNTs+hhnyRxg/myc8u36xCS7GhxE+THusb2+ofuQCMIcEiiy184Rv0TPTgNSCt3D5y7b6bQmIzvYbnu2fb4LrZkfBUR0dVh0dVgb/16vMNJTp8UJeuxW+tUROP/X1od0ML1zib4T/C+/92Z/+5wcNw+kUtLrTRwAAAABJRU5ErkJggg==) 15 1, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
92%,93.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACkklEQVRYhe2WTUgUYRjHf+87szu72yqV0UEjsKhLJ5EiEKJM6lARHepUZyFNOuepQ4e6BQYVFEVEhUFQWKco+jgEUUF00whN6EPNr9nZ3Zl5nw5GZaQ7M2uF0HN85/3/nj+/YWBgkY9UC9AL0eJfFZDpNT1QpYVFa0DcxhMATK6/AlVYSG7AlBNHqy0gxfquWQdfNvRBQgsJDdwEfMBHlI3BToZJUEDKTStROUHJT69Ap/i49hQksBC/umXAUmjjI+IDYLRD6KdioyCeATE7arGyISonYPXOHKoUJnhAULTpz52HmBZiGZCUoAjRgcJkNZR8IEXoZfA9C6+k4uCA6AZk8GA9E3mHYAnomgCdD8C4hFYGfyqN56XxQs0TLkMMC5ENfFieI1t2qCmWWJYusUQHWJ8vESqHqYkGJgNNQWt8JRBGpUIUZ9J3snkGGhgoGRzPZ0WhyOqBAsOvjvF+PIdrCYEOCJXCYDjkHo7Ej2TANNYitkJsTVksPmHTtrfv29Mujq7tpq6YJxc6aKOxRYMbhVy5oVy8vZsSGlcsprEZMtNc2Hfv16zsaWqnrpBnaZDBCdJkjM3xoe6KOyoaeCdZJkyZEZliMJzi8f5nv4OqOy/Pyc7Nh5kouuTLGbJBuhKaSu2k/dYuRsVjVDxGjMfr/a8qZra3dJAphTi+Ihukufrm9LyZeT/DATNGvxljOCxFWQ6g7j89QyFj42ZgMl2scH1uoGzqbcbF4Ini7YEXUZbPym/d0kmqbEgFhrvPz86Zn9PAuAjTJtFyAPXwUQ9lx6KYsmJGQdbdaJLV15uE6v96Zeu2Tmlt6YjFklXXmxdi+Y8SrZ2RedJwbeNCLv/O3dZ2JBL3Tyz/G+z/83+Sz1citRPMRlbpQwAAAABJRU5ErkJggg==) 15 1, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
96%,97.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
98%,99.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
}
div.testarea{
animation:rwdcur74940 1.6666666666667s linear infinite forwards;
}
