@keyframes rwdcur72643 {
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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+klEQVRYhe2WTUgcZxjHfzOzu87srBq/1o9VMW4qNq3oQWm1KSYUaWggtEVzkrYggYbSQ8nBY8mlkEDwUEIDJZAUe9HQBiHFIpJKU20xB600bWw2FT82ump0XXdn3HXm7SGxpPixwqqH0v9p3mGe5/k9f555eeB/PdMl+azoUM6Jg64rbzw4JQcuVK462sV1x4UDA5GeP1x1tItVOU6eyMIla6i2m3cSH0nbBe+F5OcPKm68cjYPDj8mIKZYly161RuiT+vcN0c2ddfluizsmjRGrX5WQ07KQhVUyC+QLefhwkldtGlPHdmU7FvnFaHoKvFWk0DtRR7dcnJo9DXKZqt4UakgS8kj5l6i/vGpPQHZMkmvekPYtU6CrV3MVvYgfi1g5etGPONH8Ikc8jM9WOkRwto87w9/lhKIvNVLRVLQAipZoydQdD/WS2EiFHHXJTMghRk0R5iUp4jZi1x+/WxK87ElQJPRKrlWVHLvl5M2+Rb9r2Yw0VDHWKSE/mUv3Qt+EmlRItYQIXMklfpbAwC4cKIHdMoHGlhaLCZ2YpLD72Yi5afRVmVhrQ0xuR4jZKzsD0BdtElyRlRy7x/i5N2TRKVJfI0WbZXTKPZXzGAQMkyiRnR/AABi7iXM4CJv/lKLkljF/8Mgnic3CUomM1EDG+gKTKc0hEmDb73cIdZK1jHlMHNTPcxgEIyZIGy6AzMp/4qOZB+EtXlioUUi1hBTtsGcYSCAm1sUbzlSIoSQ0O0iMjxePh/rSQq4qw4+rjotVlZDROUgkiTofji1Ka7ZXyxkIF/TKHFopCv1uOWcpPdEUgeApJ20+H0CSaLQreJDI993GtXOJG0qefodh3A3avYXC4GET9fwobFYdZwrbdNkV1TgsfMZKry940WVEsCZZ7b7dI0iobKa3UzgeAOW08P3r9xDLcrBHcvaMUdKALqm49We2m7J73Htj2JmBhR0UUrvsV4Wji6TSDcZ1vu2dSElAK+WQanDjZJWz7UxBTG3xl/fhHHfKSUrZ5pHjYNE/VHiJLbNsash3BZArcFtyyTWdFpyA0zH85h12ZQNrlLw8wprpd+xcLSc7PES+uxO0WS0bhrmlBw4/+OXklvOodQuoUGtoVFkcixuk04Q5bdMrGiApeo7GH4TS1hb5tiz7Wao8LZwx7JYsub53RpnomCM5eqfKH87gf9eO65OFStqbtox93zhHNb7RJwET+x5xu0/mfCO4/EmqFbeQB5Z40z8/P4CbKhP6xSWsIiIMA/EQ2JlCSoni7DXbT5Y//Sfuvu6csPTHdOUY8Rtg3lpCY/t4sP1iwcHsKHrjgvCJIYl4sQx+cT64sBq/0sdyjlxSU5tj/xv6W/lH49HihXq3AAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAECUlEQVRYhe2XT2gcZRjGfzOzu9mZ3eymMdnNZrOxbWhTTUuEGqyCCC2V4qGtNCnpn9TipUXwoIKCB6UnbaEoeKkXqTSlpY0Ye5BCoSBiW0gLxhg1rdti9k+SbbvJJtmZye7MfB5qJJC/sEnw4HP6vg/e933eh2de3oH/8Q9OtcniswOKWO268vTB7ZLwAGfaXeJsu2vViEgzL2faXWLSkKnWBB5JxiscXr9QlOYLXg7IMy9eIOSXGSisI/5YYAmZq4e84lqHumKKzOru0iGPcELP8dsji/HhJDEpx8agTKVbxiNDS2d+WRWZlezbA26hKD6s5v3cSQ5hD6ZQsn9R59F55imFNW4FXdN48cuhZSEyZ5Krh7zCqX2eRG0T/ffiBG5lUBJDyOssotWCcCyIXVlOrkzljY97SiIiz/WoyBJqNk4NFvcDJrltYaLlJ5mKfs4v9kFuxE0GdRnd5XD6xMsl+cM11+POc4b000FZVGT+JFRTRWfbGtSPdlB2K4uaiqJmd3BQ/xTDPUU2Z5ZSf24FADwy+LJx9nmjNJa/hAgmGX1tE7ntjTSNdWNXTHFvUCf1cHxlCLR05iW3PkFwcIDm3jQuZwxNH2R71yk2h3qJpw0eZUwm8/mVIQCgaxqmmaZ1OIvPmGTr6Q/Y4vmB+0MmQykDx4HuS8mSTLhocPeHm8VUIIbpkRkpJoinDYbTJgKHK5dTJX+Kc5pwJnJlKrqdYdwqcj9pMDJiIARc6ZpdfE9bTEhCIqgqBNx+vviqb1GCS+rg7Te3iPHiJDnDRkiC7y4nZsXtbq0TsgzhsMr6mEqg6Eaz5EXnxKIKAIt2srstKiQkwhEvDbUqYVcMr+NQlk8smntBEy4Fu1vrBEIiElVpqFX5cXI9nxw5QqVvI37T4eaxyIKDqiQCe/c/kT0SVVkf8dJXeIU7750kr/rpqqnE661F0/UFc5REwO/zURV6IvuvmWaut76PrtVjyRX0NteSq2+kqJXTc9g3rwolEYhWB9hQr6GMldFfsZfg9QHWfP8HUq6OgYkbfGOmyFc2UHDmz7EkE86HkM+LVnQoGlO8evst8so+/OoLrH3Xpm9XkgcBg7FwI4HMXa51OGLnOWOWmUseJF+faBHBKQMlO8FIIkfqoYTzwIUdizC+LUTThgZi6X7k9G12nTeXn8A0bh6LCE3XGS3a/P7YJlnQsCufRqmPsrUugqv3Eradn7VjLvvC2XPYJwoOZIsOd3MOCREkUFPHs1Uu5MzP7D9fWFkC07jWoQrbEUzYgoFRge5fyybvII5tcfSi9W/dFV254cmOaUoyBeHwUJfwqw7HV5PANM62u4QJ2JKgALxzwZZgGUbxUnH0oiUdv2hJBaBorfof4H8YfwN74JVja/cj2QAAAABJRU5ErkJggg==) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEAklEQVRYhe2XW2gcZRTHfzOzl5m9Jc1lN8kmIZcmTUpifTDaaEtDq2CFImpbEARLCsUXEQnSpz75lGopIkIRUvIgCK1Va8EG2miL1VTzYpvSNImJIZvdZjdJm+x1spuZz4caqeSyhU2CD/6f5hvmnPM7Z775+A/8r7/VflIWx04rYrPryksXFquEaoOOMxZxotuyaSDS44uOMxaRicvkFws0m4xDNXnvtYy0WvB6SH584VChwCsTHqpmclRgLMp09aii+4q2YRNZ1l3nOZtQzaf54ZaBNR6hrirC1nqZogIZmw32tyTWdSLLkn3yjVWoipN0+i0+ildh7btAa/4UTVVT1DUqFG1RmEs6eLX1/rqArJikq0cVNvMZLoT28t3WNkpuX2V3oJda1zCFfoHLl0fMcDM9r9H5dn9OIPJKNxVFwq6NsmfLNLWGm/nGfZQnwNpnI35D4tYvOpMTMrNJk6Ondue0P1YEOPJSSrLbolQX3eWV4ASe/p20jL1JxUAMb+8cdV/PkMjYCcUyTEX0XOqvDABgs4HmHGWn5zqFw7NcTdaQV3kcu+TDaG/mvrFAeCJJJBLdGID9LQlJtcbIL7rLy/4bjCUkHvi3MdnewDXJJBxMkYjoxBKJjQEAmEs6mNZDvND2Kyklw53aS/zmeEAkpBMLpsCEe+cmc9qEWYM//rZJLC5UENVlbocDhIMp4iEdA5Ph88GcP0VLtgem5zVmkxFCsQwzgRSxcAoEDH+1vHjjoQohCwmXU8HrcXHp04GsgE/UwYF3m0UkGieeMDAlweD5wLK4hoPlAhk8Po2iCo0yt5VCh5z1nMg6ASBrJ/WH/EJCwlWq4vVrPOWrwKOaWOyBrLnX3IRPooaD5UIWEm6/hs+vUT3bzI+fHWVbQT1el8nFvtI1D6qcABoOPxq726/hLVN5NllA0+gBNMPKz9eeo1gtI9+RXDNHTgBupxOnV8Xn12gTMuVn71EQHKLGKegJ7mJuZjt6xs3lfueqU8gJwOv14Kt0UKrYUc4OsCDCzE908qJjjNn6Qm5G95BK1JJOr54jJ4ASr0qZ24rTusDI60VE9uUTaHbTX/Ml0ZabfO+v5M+Z7SykPaxmanIC6Or4SSp0yJRXmux4XsW1S5BpTTPphLzBXkaVGNcfFrOQqsUwVn4L6+ZuLvaVinxHkpmHBiODBnfGS+ibKyHT+gYfuMax2b5ANxLLPOa6G87L/U6RTsPMA5M/hk1Gxr1kXF727lDQ5d85fji9sQBL6r6iCcMQzMcEo0OCxWQVpQ0TGOYiHx5Z/KfuhlpueOQxk7pMKm0yNy1hdZmcemcTAZZ0otsikjpkDIGehs/fNzat9r907LQi2k/Km/4L+N/VX1eYi/BBjwDQAAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD/ElEQVRYhe2XT2xUVRTGf+/Om857b6bTTkuntMMU2kIjRIJ/QBMNihJM/LORUAwrCSsjcWEImhhZuaLEsDAaFkQbN8Si0Z0k1UgkgLHVUEhs2tICHTqU/qXTmTdv5s2710WtQdsyJNM2LvxW797k3POd73w5OQ/+x1/Y2yZU60mfWu28Yv7D59cIlMGhU7o63K6vGhHt/sOhU7oqpAXhGoVRJjANyUevu9pSwcsBcf/BNKAyKpjpa2R0UCELguPnDHWi01wxRRZU915HmQrLx/jtVwvXGSbePMKGFkF1lUAvg4M7MsuqiPj3RcCvEFY/u55+nPy2LxkYe5/L5xsYuCpxMhodPRXq9OW6ZVNk0WqOnzNUSG5nePwoX2V3U2P3MTH4ITure1jfYBOsrSDjlTM5Y/LZm10lKbJAAQDh09DMQeJlP7OmN82ktYnpJw7QnXqWnv6N9F5yuDMsmLYlBz7eWZIa+mKXR/dktdMXhfLXd7Pb6ETvKEdVfECueR3TbgU5N4Lr3iPp5NAnnVLyL04AQC8DPTDIjl0/4F4aYjRxhymVI1AbYax5LUNejolhG18mVxKBRVsAc273+2dxy0dwdhoEPA+RtilsCjHEPcZGsthjDrOZzMoQAEjZFmNOksALW5CGgXi5iW5ZYDzpkBnJgoQbHbdLMmHR4GPfParIxUk5gmt3E3OVJx08JLfOjpQ8E5b0wDwmZ0ym7TGSsy5TiSyZu1lQcOvrhcmbWuNKKI1Q0EdNOETnJ9eKEnyoCva8s1WNp9KkMx5SUwydTSyIa9y3TiEgVGtSFTepL/cTsUTROVFUAaBoJetbY0pDw6ozqImZbK2NEzYkBBJF336gCR8GjfvWKaE0gjGTaMzkeZ9i06kf2VzVwpqQpNjYLolA4/452YMxk5p6g+1CR34/hHAccj/9QdSoJ2zZD3yjJALlwSBW1CAaM2miEn0gjQxZ5Hw+jAsO/tkYrltOe1dwSRUeygNLoSYaplCdY60vQPZ2gFErTmRjFZ4WYGLmCIXzs2x55SYFvXvJN0oiEI0aYEksN4drXGXCi/NLvpHka29T5b5IVa9NPHkFsbafE51SHd2TXWDmklpw5sgFLWIJ6hokm58x2NZyne3hi0R+P0O1PcDE5hCJ/HOobDPSW7wLy7bdnL5cp8KWzdS0x41ej77rDaT1NxBNL/Fq5TdkzC/IepkFO+ayL5ztXUFVyMPklORmvyQxGMNvNPDkUzYpcYW2/fmVJTCPE52mkp4iNau41afQ7A1EHhnGkwU+PVj4O++KrtwAx771q6wjcPKS1LiGHpJ8/tYqEpjH4XZdZR3Ie4pcHs6+661a7n+g9aRP7W0Tq/4L+N/Fn385lZ9S2kSSAAAAAElFTkSuQmCC) 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,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) 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,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) 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:rwdcur72643 1.6666666666667s linear infinite forwards;
}
