@keyframes rwdcur72633 {
0%,0.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1%,1.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,10.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD3ElEQVRYhdWXS2wTVxSGvxk/4nccHMdxHjh1SQgiVWWxShdRKkokMKibIqQu2JBIXVSqumJX0iAW3VRddIEI2UTddB0ioURIJRIVCyBIRQokYJyYKHac1/iJPZ65XURVFeXpcauqZzkz5z/fvefcc8/A/9nOyd+JWjXkWpwdUoB+ebgmiJoAyiaBQ26uRcI4wEXruHCHK+hyTWswDmBzurG2WsjJWwzUjRpOgyGAPutdUR+yE9NUMtYCphrSYAjAbgniazexmt/gnbmMVkMpGfL01Ac44YnT1xrjzHUfqmmds85JQ2moGiDqHxMtoSwN3tsMDz3nyhc/Ye+I4XVLRuJXD9AZtPDhyTRd/QWc/hJngiVOXZol0Jg0BFA19tenb4gWt49c7jG6w4zuMlOnBZEyTcSLi4y//LEqzSN9HPWPic6gBUkkmM88pxEbVtmKjg6AjIxuk0kVFTrdHyOkdhZWVCbT1w7VN+/3os96V9gtQTz1AVpCWcIn0+ReusnlPMQLcaZTD3aID7R8JkJ1IfxON65uG+JVO5ctT0RGSVFUV5gpD+4Js+vhReu4sDnd1Ifs+NpNnPDEafDepqu/wK/fR0jn7Yy+HdtTbOiDa8LvLHLlxizzvznY3PqK15kO1hMaymKR9/ks98pXd/iaYftWc0iB7d4e3sDammVOU1lNbtBnijH8ZQmnv7Kd87y+73bq6OgOM22hCg0XSgyPPmQmmaDJe4ywz4K8rHI+9rOwahIFkWJaH5FkgGl9RFJEGkk3k4k5iD/Kk3u2xcabConeCFPdCks9Crpr34z9DeEys9SjMNWtkOiNsPGmQu7ZFvFHeTIxB5JuRhFppvURac8UAAzUjQqT3IyGjGpax94R49SlWRy/95BcSh6YgubjzRQ+ecHcRIRiPIxF82FCR9OTTJWGdvkdWqVnnZPC65YINCZptGRJV+Z5u7nA/XdTO3yjofPiuCeM39zFmuomtdbMVlbwIB89MEZVZ3bw9HWRVhdpUp0AO46h2WVj05LHo7Zy549bR9atuhF9+9Et4Xe692xEycpqVcHhgD6wnwmpHVe3jWh0lrZQhaUehV9u9lKc+Jw7L76pekFVAyysqIhX7QSdDhoulHi6UsfcRAT7mrGZwNAVdrnliTj36SyP8w9J9Eao3PQjC9+hBbeXGZoHMkqK15kOZpbDPP1hHYtmLLhhgKK6wnpCo8l5jLaKFRP7d8d/BWCmPCgpi0XCJguesgNNNzYLgIEi/Mve57PIyyou3cv98u4Od1QzPE3eK1+VsjEzsm58+2sCALBqEoUatr9m+yd+Tv9z+xPekIQKsNcBOAAAAABJRU5ErkJggg==) 15 15, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43%,43.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD1ElEQVRYhdWXTUgcZxjHfzPOzGY/Zj+q7q6mYY26aBpDm/SkVJoe2ot3CaQkJeoh50KbQ2lFCAQKPQU8qNCGhAbpNVBID6EfySWJLUqz6e5atzbZD2XX/XLdr3l7sAQkGt3Z0ND/cd55/s/veT+edwb+z/r8Q1k06yE3E+xzSkyeaQ6iKQBRacHvbMrCPMC1i5qoad3IxisC0K12yj09ZEoqMxcsppfBFMDsWU1Y7QHm3TUybT78FvOzYCqyw6EivEHCQR8PKwK5bjq/OQCfy8UdZYABuulVA6RLMrfG7KaWoWGAuYl2kXcFiDoGcV/pp/NrL/E1C5JTN5O/cQC1q4M1xzHyC3mGFBlvrZd8SJBwtpkCkBoN+OKz46LV5yaRbMVW3kItF5HtBppvi1ikxFdXQw15HujluYl2oXZ1sFoXLCzmqNtA1WQMY3tclkHjEOVsibcGdI60SFRX4ozNrO3rr+w1MHtWEx0OFZ/LRd4VYM1xDF1+jOwuEF/Z5JfbyR3m73zQKToDFnSPk0NGH0e6HnH/E1Uks1nihSrjNyq7wjz38NpFTehWO1Z7AOENckcZIOoYJL+Q523bN0SSi8zP/Lmr2ejEUdHrO8GDzfPoJ3V6Cvc4XVtCSoUpFWPkS0XOTe8EUWD7VvM5JUSlhbTUTfxwD/PuGuGglQEE7itphhUZ+raeTftuMgywlbcYjtS5G0rz0yXBNFaCYR+jG4exRKNcHV8WklYnmRNMXTckBWDquiFNnpGF32mgVZYpP1zl/TYfrff/oFf9i86ff8db6yXTVdw7+79Sy0U8P/zKkBLh6XcpHNUYpzQJ1pPYrFUM2SCRFkzdNKRnMwAwedOQYLu8mQuSeKMSZ7gO6UKK+JCF1dBtnPZ+5NLeyWUZZLvBqncavV9iMFNmxGpgVCBhMZiYfX4f7LtLb43ZheTUSTjbyHtUfgvXiEQz/Pj93zti3xsJiKNdTt4MKuiZKv7cOiKXZ2Su+MIcDZ3ZTz8+LlaeVBF6FWDHMXRoDupFldfbq1z+cvHAvg03ostTJ4Tuce7aiFJPag0lBxOt+EiLhN/o48HmeXg8jmf2XXLfhtAzjVVuGqC6Eqe98Aj9pM7dmkFKiaD3S/hz641amQMYm1mT9GyMnsI9Ni6FePpRio72MiKX/28AAJLZLKdrSyyxTKQa4zWrse9uf6kA8UIVKRUmGE5ySpMwWsy4NAEwfqMilYoxRjcUPOtJEuUX9Od9tOdtuJ/ypSKWaBSbtbprhzuoTH/OnpuuSEplGUM2X31TAACSVieRaw6gKb2Mn9NXrn8AAGqCfYaKQ14AAAAASUVORK5CYII=) 15 15, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61%,61.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADv0lEQVRYhdWXzW8aVxTFfzMwQ8yXAWMDRg7ElBoSuVYVVfImyc6y5D8hUlTJ8baLdtFdnUbKst20O8dSFSmrri1Z7iqJKmXRtJUsuXYIBOxSoMaADRjDMPO6oFJrxXXMUKnqWT7NOffo3vfu3Av/Z0x+JotBNeRByPaARPLeYCasg5CHhAWCBmCY1jCdgRuPVBHsTqLIAyXRvAGPy8GYJYaoWri1YjNdBlMG5h6qYmIogn7sxtZw4wuaz4Ippjek4JGjZPNtRjQHygBVMEUNBIZJpRK0T64zVTFoV2RurzlMlaFvAwuro0KqRxCZefJPF4mmvkDZ9YPkMhO/fwOGEkIuTZMrxFDLTtZfxxjZmqVa9JsyIPVLmF6+Jpx+H5d2p7AJHYuk03QUOPSW6eZabH653ZfmhT5eWB0VhhLitz1B7ec62N3IquWv/iPDJWRahxWGZ5yMT0jIWoG1xf236v9jJ5x7qApvSCEQGEaqR5BL09Tcv3DksXKcPaT0XeaU+PjcO8IW8WB3O0moSYyJTT76QRGl0iHVgsbG3c6ZZt44vPFIFR6Xg4mhCB45SiqVQGTmyRViOMOfk6294PXKT2eKXVl6X0Q912nkl4mE0kiT68Tj29SMLHutHLV6k2d3ThuxQu+vZg9IDAkLnsokY4cxjo/dbOXbtE9c5J8mUMtORj7Uz2/7BtiEzt6Gl5I/Qfjm9+zvyETDScbsYdDTfPB1RrQkneOSIHPfkKwAmfuGlLwnC4IGB2qGcjWHreFmxO5g6uRHoqEE6ycx2pJ+TvQeLJLOe85XzIfSZFlhxy6TbTRpc4Tk1cEw0Iu94GeWAODWik34gjKKDO2KjLLrZ2Rrlp14hVy+fG4JImE/UykfB1efo10uY/MZaAZUigZPltpv8N56S2+vOQSSi2rRT6Gu0H2pUk1X+XX95SluZCEp3FE31nc7hFwa3mAZRJ3HC81zY/T1Zmc+vSZauS6ay947+NszdKoqSrOLFO7w4sHmhXX7bkQzD6aF3e05sxHJv3f7Cv6n9/4wPiExO5qkkV/m1TdfYfv2Y6ZSPkIure/gpgzIWgEjsEkklKbjbzB/Jc3B1ee9mptA3wbWFvcl4cohTa4TvrlKNv4J2uXehTMDU0NpqXRIPL7N/o7Mjl3G5jN4vNDqO/1gciCpFjRqRpZo2MaB0kQzPxSbM7BxtyPttXJY7Ee0nUdUiuYdmN4LavUm6Gkkr86TpbP/dBeB6XHy2Z2OVLRm0IwB8s+Am1FL0tGLA6+H5vFvLKf/Of4AKjd6SKmyzHgAAAAASUVORK5CYII=) 15 15, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77%,77.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD3UlEQVRYhdWXS2gbVxSGvzvSjK3HWLYkW7JiS46SBuNQTAuBbgLetBCclJakJaQlm8SrQleFQhetMWTbTbqzswlNCIWSkAcpNLRpvSmk0JpA6sSxbEmObNmSXOsZa+S5XTh9GD9ijUpD/+WdOf/55p57z9wL/2cpn74tG/ZoJFgEXCjDRxuCaAjAJqsoQXcjFtYBtIunZLTmRFHMFwPg0h0cqvhQl8s0jZ6wXAZLANrYMRlx6AxMdvDSvB0lqFrNbw1A7XQSES34H1U4HO8GZe2/BfAEWljNTpDY/wuhxbdQs1Vct45bKkPdAO0XTsquopdypsKlxXZ+mhCEEl504bGSv36ATjXKvmUferqHXKqFGTNF6baKf8FrCUDUG3Dws4+kp72Dan6VpyVBrWAiXDaagwqVeIzJz0fr8tzVy+0XTspONYpMQv7X30BpQVE1MJ/1AEWhWYNKMYve34vohnkjxtKZK8/1t2/3QBs7JtVOJ55AC11FL/uWW4l7oNjkp5ycJf3DtxvMQwNvyKauCLqnlYgOzW0R1J+H5Eo6jzFfpnr2xpYwmwa1i6ekS3cQcehExPpqL2cq6Oke0q5usg8SzHy59TTvfX9I+vrCBEpJCoFZnH4HTb5+4jJPvFKgVKhQPX15Q6wd1v9qIuDCJqtEcxqHnrQyMNmB/1GFxH64tBhmKuVGe1P8Pe1byTR5WhJMXXfjDYV5p2OJ8GOFzIFO7vbauOdYI/bFu3JNaMh0CXPkqrADmCNXhTJ8VJpBNzGtTHI1w/22aQ4HuwnFPiQwISibKaqF2PbJn6lWMGmefpXATIhiv+RO8BrjbUmmlBqG04lpKsiF3zFHboq/ZgDAHL4p/vw2MXpCPuxTeaikUbPnCSW8lG6ruF1hyO2wcxUF4bKx/Mo41SMG34dzGD4NTAfmgkF16KtNpXvuKnXdOi514cG/4EUt+Kg9mGN5apq5777ZEBt5fVC2RHuw93Vh6FkywRwFuUJp8Osdc9S1Zw9+/IE04mkMe9v6wD+2oduloa6uYOxp4/6587v2rbsRvXzuE6l7WrdsRLXFVF3JwUIrFt0Q2QOBUpLq9RzaWJTijwkMPVt3cksA80aM6bYshcAs3lCevUoI1xGDTDBXr5U1gKUzV8ScO4fT7+C9jiVe65ekwusLzoq2bcU7aSWdp8nXT/ixwp3gNQyfRmVw8xbbjSwdSIz5MnGZJ3PAwXgkCabNio11gOrZGyJeKXC3d5GpzhrmgmEZwFIJAEqFCvccaxhO55YdbreyfCyvnr4sYvYyptnQ3aaxm9Ga0DAXig0BNKR/43L6wvUHU3h9SjlcOccAAAAASUVORK5CYII=) 15 15, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93%,93.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97%,97.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
99%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur72633 1.6666666666667s linear infinite forwards;
}
