@keyframes rwdcur50073 {
0%,4.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADwAAAA8CAYAAAA6/NlyAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAoElEQVRoge3PIQ7CUBBF0VtkFYI9kLCCqgoUm+jq/iYIgiAbdoEGga4omGJIGn4TPg3tPWYykxHvgSRJkiRJkiRJkiRJkiRJkvpk0Z+P7QoIQAHUQEV2vCXKlcxiwG8AdsCymyFJosSGFC4+7H8hvnDTnt8u9Xej/EZs4ZL1aUPTHoA7sAeqdLHGVQLXbk6eZacqBy7MpOxLPnYASdLcPAGJvhZYMexQ8AAAAABJRU5ErkJggg==) 6 52, auto;}
5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADwAAAA8CAYAAAA6/NlyAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA9ElEQVRoge3UPU4CURiF4XeMMYGaBdhpYANUFFSwB1iADb2JVBQuRPYgoTAWhBB7qWisbagpBpshITZexrn8vk8zc7/kS85JZi5IkiRJkiRJkiRJkiRJ0l4luy5Unz8BBkAnGw2B/vyxVmCseK5z7AyAp63z5r3//zjxXeXY6QTOjlKewictT+Fh4Owohf/D62YFeJnTq99OHhal6f1NkiYp2aUVK2DRwm/pdfMVaG1NRiRv7cITRbbLJ13/43wSwguv0o9fk1mxUfYjtHCDu/cqq3QMLIER0I0X67AawHf2PHuWPVdl4IsLKbtRPnQASdKl+QHmWyYw3WQ0UAAAAABJRU5ErkJggg==) 6 52, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 6 52, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 6 52, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 6 52, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 6 52, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 6 52, auto;}
35%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADwAAAA8CAYAAAA6/NlyAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACsklEQVRoge3XX0hTURzA8e+dc9CEuImQlYwlataEQDIsVEKSJATxJSh86KEefAlCC4T5UJMkEnoLoqBEqYfAJyvyIdTCQsOe1IKoWVJESf5BqzXvevAqa43c7s5a6e8Dl+2ce3Z+5+yc3d8ZCCGEEEIIIYQQQgghhBBCCBEbLVkdv253A/iAerOqC2jJbfInK2RM7Ens2weaN6zshRBASxJjrsqWxL7rY6z7q5SucF13x2GWtnHhwtsbdmdwQmX3Sihb4brujhrgLlAMOMc37nVEadalKp5VKlf4XHjhtu4BYOfsUMAZ9L/HfGgpjGeJygkXhhdCwC3dw7F9aZQV9NmB48AMTbQrjBk3lQ+tF5EVdXlvKCu46ABbjnld+rDICYUx45bwhAfKqxkor/YdeTSyNfLeHveTaB85nWjMRKhYYR/g3fbsZfbRvmFyZ+ZIN4wAMKI7hwNR2rsVxLRMxYRXcmv281fU3uyheNPMQu+hrMxp9kdr71cQ07K4H1q72kYh7MgYeHhBd3ybWrk/1FzF+dJ8HdAHggepTb8X2cVly6NVwMoK+wAvS1vTPZpXpYff7N/tWnnfuJhPb7CN+VB5EIxJMBq3pHE9kQEnykpa+uV4eM1VwkkwdkwMGvYfc7NTjnQboMNSamoIFqEFiybnM/q3KxhvwhLOwwZw1VViw1ViAzKnpj/2kP21JqJZyk9Yy6xs6T8OPvPO5lwNWjXwm1cr/8AJa1ns/4dDlVlAJ2il7scNnzcMFjo0Q8vh9y9tYazZk6FykCrFs8KdQDWEdH/Zlbzxs6fGiHK6IsVpZzXxTLg0Sjlaiklp2llN7BMOGEMRNU/Hmj3XgTPApHk1mnX/vQrcvOP7gQeEKr8Qqrxv/qbXpArgk/m65slk1yonMME6mewyZ6oHIIQQYr35CTNiqFN5BmFTAAAAAElFTkSuQmCC) 6 52, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 6 52, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 6 52, auto;}
50%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADwAAAA8CAYAAAA6/NlyAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZUlEQVRoge3WX0hbVxzA8e+NGtM43NUN5p8tpJ2utrEOSu0UtAyZbRilmy/7Az50uLL5MhiydYJrsZHKQNjbxpiydY5NJu2TdbQPY9Xhhg4HA6Mrw0YnlK2VpenUmMSbPhglXlONuSeR6fnAJfece+49v1/OufcckCRJkiRJkiRJkiRJkiRJkiQpaZRUdtbgyzoNnI8UW7uy575MZf+QwoQbfFnHwXRtba12oit77nqqYgAwpbCv5jjrkio9WQ+e7LADuIB6gI6lO3mLaeualSWr/4dJWsKAC5SWlYJZgxgJp1wyp3T9ysmCtYzg0ulYbX5PYv8xCR3huiuXXmR5GpfMT3+Rbg1NAfBd5Qf8psEBvtLf0i6y/3gIG+G6K5dOAleBw4B1PPuoeeXaYE4+kyE7kwuXCWinCGin8Ph7/+v3/flG/sxti6gY4iFyhFujC9+qDgAO+IYDz937J+R+7CnrePAQE8EOwstNHgFeU8ALNAqMY0Mi3+GS6EIY+EZ1MH6ikjcPtnnfypz2FypLfsCvu++kwBg2JTLhCX1FXdEtqp75yGw19RW8nVtp6cuzWZ5WgvqEU8pwwgPVTgaqna5XBkcL9NeO2H9e1/5Vy01NV9VnNIatEDHCLqCl8Nc/8l7/cYR99+6ToWkBYFS1jgT0jV9+9KxFgR4F7irQA7wrIIa4Gd5LD1Q7bwH21QoTDJ1zel0Vxd6RzE8LcpR+89o7NHd+Gg6j/SZqy1/pg+1jELVlDPxwUTX7Z1evDzfXcqGiWAXUgdALvJTRr3/ExwlHK0AiU9oFtLA8qvaxolo1+uKNZ22r501LxVwPtTMXrg6BNgNaU34anUYCNiqRdbg+uvC5rZwzoO2fGtLSg/d9s+YME6DC8tLUGCpFCZXOzGXd2CsgXsMMbzw04DNbuQlbuQnInfX+3Ufegn5t/dpoP6IkMqU3DD6394l9CrQp4IkcbcCHiYUnXvxf6XDN40A3KBX2nxrv7hkqMSua8iTr/7R5d7MjS2SQIm1lhLsBJ4RVT9UnRePvv+Mmxu4K8AiJLEm2knBFjHKsJWZbl53NxJ9wQBvW1fzibnZ0Au8BM5GjKVL3v3cMO3+x+Pw1wjX/Eq75PvJO70jHgDuR3x1PJrtTWYEpdkmyK6zbHYAkSZK02zwA29PlDUy93foAAAAASUVORK5CYII=) 6 52, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 6 52, auto;}
60%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADwAAAA8CAYAAAA6/NlyAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADyklEQVRoge2XbWhbVRjHfzdts5igu+sGNl2NN7WdzTIVdJ0ptLOUTYMOXWFMhIGDTrRfBCm+FDZBUxxCwW/qdDD2gg7F4Yc60Q/OtbOOdnSflsyBfbMgrq2mmWvTvNz4oUnIknRLk3tT250fXHLPOffc5//knPM8zwWBQCAQCAQCgUAgEAgEAoFAIPg/IS2HUd/uOgAPsC/edQo45Pj2qu62S3W3kB0PcDClnbg/pLdhg94GFmFfjn2aU1SH2wKW/W0By8hsdbSqmHZTKZrDbQHL02A4Bgbl9x3zGUfpuvWpi8XQUbSg1RawnANDM8Dc1AHcJx7EMXIBAJ+9kc/sTxBDeu6XlxvP6qlDt6A13K1ASiTujk5WzJcsjE36mjliXw/2renTPMDKdBjwgJSMxEYVEg4H/WsXm7NJRz2Avmc4GXXnzI8Sju5PDpjkmcXmXNNRD6DxCreeOf4sC9uybnb8WKk5MgbAVw3vcFkFBycA2OA4x3jfnmyvWDl5uPXM8V3Ad8DjgNl33zZjYqxvnZXhiMLw3DeE1OcpLZ/EuC0YjFrK/o7Bv8AQoHvAAm1X+L3UxpeyEwBHYCD05Mz1iHf9A2Zf+BGuhruJAdyLCRcmCT79s8rarqGO26LlGa5LbcSAL2QnvmcaOLC5y//qmvHgRikaBIJp83ZpqOGOaOlwRuXfWjNC46YPjWZDT+Vr5Q2mngqb6SEpnO5wUSnY4d4mN71Nbs/evqHK9LGtyq8Zz79ouqamdfUUqmEpaLHCHuDgxku/Vbz08yDVMzcoU9UQMCSbB0PpD+9e+7ZJgtMSTElwGnhDAw05U3Bp2dvkHgGUZIcB+t91+z2uWv/gmk8q10lnjbfOUL3WEpyF2s2XJUfpzYevQErJGPrpA9kYnE6OD3Tu5H1XrQzIvZEdvFCWkWk+ylutBuSzpRMf7wqgXKnZKacOnn/MlrzviNbyY+QwN2NNEVAnQO2wlnC0EMGFkk8evuVD/XNbPa+A+vBYv1oavhGYNpYZABkWUlN7ZAtSZMvETct5uwZ6C6bgwkMFjtjqDdjqDUD5tP+vHirm0nPrqULtaEU+W/q24su/vr9agi4JRuNXF0WokXMl9ygda9kAnATJpVxon7qnv84oqVIVmX/arLfTadFSpJYsZYVPAm6IyaONH9f43nrdS5bqChjVRJlOLMVhV5Z2thSzrGnnTuTucEgdSOu56O10HgXeBCbiV0e8b8WzHYU/mG/+gVjLP8Ravo+f6VXJdmAy/rvqEc6uVszAGHeJswnMyy1AIBAIBHcb/wEAxAVcLw6tEwAAAABJRU5ErkJggg==) 6 52, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 6 52, auto;}
70%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADwAAAA8CAYAAAA6/NlyAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEe0lEQVRoge2YfUxbVRiHn1uglFahwMwoQywMFMY2jBkTEiAL2VyjU4caDWaJUzQbMTFZiDoS5leJxASz/1Tmkjm3TOLiYgzOsBh1BZEAw7mEds6Er5EsjoF8t6PtrX/QNl2pg7a3sOF9kpvec87b+/7envee856CjIyMjIyMjIyMjIyMjIyMjMxdjrDSAuo2/wFgBPa4u04Ch2ov5UfEX3REnhocRqDWp+25PxQJZ3fCDPcDegAhzkm84QKqFLNDETt+HfgOOFD5yjGbVP5WZIYtu3PAncYtV2fSpu0aALRPtqNKveDRlQrsB7RAhVS+FVI9KEg8aazPjO/1/ujK+64Est0upeOVCtizQJGdcBjbwW5spdNYZ/WBbH+U0vGypnTlpGYv8O7se840dV+Uu1fE9EwjpgoFmU4FL17UoRtQg0sQVVNRR4ADUmpYtkWrclLzGChaAHa2JbLpiNo7tq8pHlPsgmQbQ+hIllrHcs5wjefm25xnsT38ALn9bQDoxmJA1+9vfykSIiIWcF+DHnwKigbnSMpNdxaPWLbRmJEMGVsAsP51DXQf+z+iPhK6IrloGUGoBUEPgl4povIM2MYTbjGMG9CR313FWmuGCAwALyN0nIuEqEgG7F2JrerN2J17vQMq7cQC43vM68k6/fpFhI4MhI4vIiVK0pQuP3P8cebTOGd26Fi02jEIwNdFB/ldhFy+BGBN7s8MtT4X6BERKSd9kWyGy88c3wV8DzwCqC3xW5WesdZEHX0OPX3Wb5gTnyI6aQTlVpvNqYkZc8E00AM88etLxWel0vNfSDnD7/s2vtLmAZA72Tn36MR1hzn5frXFvonL9gZcAPeiohCVAJ9dS9NVSajjtkj5Duf4NlzAKW0elp1FvLqhbnxf7JBtneC0Af4HgV0SalgUKQO+7N9RntVP8YMfKdWK5tT9SUWq5pR01XrBLtnJJxTCDthUYsBUYjA+39qT6j+2Rf/bAvsXVFdEv67mcDUEgxQzbARq13X/mVLxSxeZE1PEiOIc0KNVd835G+9OeFslQJMANwRoQuJaeTHCrqVNJQbvAR4ABbS/Yxg3FmaPd8V+mpoonFXe+g3RrIsiL1y/oRL0Kr2hvhd8Ssa5nz7UKm2j3vHOmh18UJitBbQmx3aejlmw0xwOWa0EhJLS3sM7oO/N2qH1HTyfn+69r3Zmc85Rz4yrxAHiMIjVuiiOhiM4XELZh/f4Nj5PL+A1EB8abBej7VOTo8oYBfN/y+ACqhwbERwbh2c05zMk0Bs2YRceItCYXqAgvUABJI2O/91MitV/bz0Zrh+pCCWlbys+6fTaTAHqBBhwX3UsQ428VJa+SrvK1gAnQCjUt1XdiGvPUQqikMbCH23WXJOnkVKklAQzwycAA7i0A8WfZFneesNMgOqK+fPsHUswARcGaAfaYlZ021mMpQc8J3b69XSYa/KOAm8Cw+6r2t1311OKnqvc3NaCq+wfXGU/uN/pVUkpMOL+XPXIwa5W1MAg/5NgPagXN5GRkZGRkZGSfwHNnTqhIxKUIgAAAABJRU5ErkJggg==) 6 52, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 6 52, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 6 52, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 6 52, auto;}
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}
div.testarea{
animation:rwdcur50073 3.3333333333333s linear infinite forwards;
}
