@keyframes rwdcur103752 {
0%,2.1222222222222%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADdklEQVRYheWWX2hbVRzHv+d3z7n3trlprmtpTFvSdawSuhFR6vw7GDNIhIHDF18cY4ooFB8FfZY9y/BhWBx79UVkSKEPKn2QMlD6IK5i0NHOZiwkaWOSJvee5J7jg2QMTWtvklnQ79Ph8P3e74fD79x7gUMWA4DFxcWr6XT6jVqtBs/zkE6nv5+enn6+W2ByctIG8JH0/eeKpdLj/QIQAMzOzvKtrS2Tc27m83nT87zjeyOzRzX0O0qrY/2W3weYm5u77DjON4ZhIJVKlVzXfW2vQMvz0NxtwPe8QfT/CRCPxzfK5fKPjDEYhlGNx+MrewWEZd3hnK9xLi4ODOBBMcb2DeTzeUWGsQzG/pbtRTyM+bRB482h4fO/el6WiKVGR0dz53Z2hn1AfqbUWi8ABAALCwvnCoXCKSklcrnckWKxmO1mPqnxgdduX9FaP8m5mAMgi0CmBVzopfw+QCKReCUWiz2zubmJWq3mbm9vX+lm9hgrS8MAGQaU1lNaysauYWzXgZ5vBAeAbDb7U7PZRKPRgG3bsCzrXjdzgeiJhtY2NwhKa24STVAQEAOuZ4ncZaUqPQHMzMx86vv+zWazCSEEIpHI3b8a3yIaXwfOKM4RBAGIC9XifL0F/DIMSA9qCkBogP1H/gG9S/T+uhAzt2z72K4KPrRM81IsUHftev2TW+32nbNE14eAN5eUUmEADnwLKkDCIvp4iLGNlmnxIAiWKoaxUm63SwBgASkGJAFsPBSA34BCzPfvTSj1Utm2XmYaAJHzlOOsfFevb3DgSwXUw5QDXV5Ee6kO3L6hVOkHIda00lJBX6OgfTki5QQAxIDbS0qVHhrAGFRygWjkhEFvCyG+hkaGuFhdkXIVAIKwzWEBHgFNVgGKej5ppeqmaeZ8Kd97kfA5ABR7BDjwDFSBo0tKVU4DN3YqldXOfpvoi9cJqTow0gvAgU+gCVwFgJ+FSHb2kpHIq4EQN5tAVQKyF4DQijqO3VmPuW6ms84SZbon9lfoTyoDMtFI5CwASK2GO/vLSn31rwAc0XqcMTbmuq7JlL4wT+T2UjwQRR1nZJ7o5KEB/H8VjUYfG9SzQg/hCds+Ba2OA0DUcZL/5B8oQIboqACuMc6/BYBEq3VmnijUj21fAB5QcqR8tlr5vQoAo0HwNIDxfgD60gu2PXVo5f8Z/QGzdjyC/xe7xAAAAABJRU5ErkJggg==) 3 5, auto;}
2.2222222222222%,4.3444444444444% {cursor:url(data:image/png;base64,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) 3 5, auto;}
4.4444444444444%,6.5666666666667% {cursor:url(data:image/png;base64,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) 3 5, auto;}
6.6666666666667%,8.7888888888889% {cursor:url(data:image/png;base64,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) 3 5, auto;}
8.8888888888889%,11.011111111111% {cursor:url(data:image/png;base64,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) 3 5, auto;}
11.111111111111%,13.233333333333% {cursor:url(data:image/png;base64,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) 3 5, auto;}
13.333333333333%,15.455555555556% {cursor:url(data:image/png;base64,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) 3 5, auto;}
15.555555555556%,17.677777777778% {cursor:url(data:image/png;base64,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) 3 5, auto;}
17.777777777778%,19.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
20%,22.122222222222% {cursor:url(data:image/png;base64,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) 3 5, auto;}
22.222222222222%,24.344444444444% {cursor:url(data:image/png;base64,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) 3 5, auto;}
24.444444444444%,26.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADXUlEQVRYhe2WQWgcVRjHf/Nmdme3mc1O9sVsE6RprAkhyKJQitioKDmEGhRE23qT3kqk3hTxWlEQBfEghIIX8eZB7EEvWoqIYkDQoiUEa0JSEpPZlZ3dzOzMzhsPZmvRpO7Obnryfxl48/3f9+PPN+8NJNCwlOkh234wifefMgAWFhY+KJVK51zXxfd9SqXS4ujo6Mm9DO9CZiMMvv8wkz0C5LsFEADj4+PG2tpa2jCM9Pr6etr3/fv3M/wuxOHNOH4gDEPRbfNbAFNTU29YlvWlrutMTk5u27Z9Zj9DBH4YhNUgCK5LKUd6AlAsFn9zHOeapmnoul4tFotX9jO8rdSGSqV+Nk3zVcdxbvYE4HZpmvafphrx+4Nh2LshbFfPCTGTh5crnj+hWdY1KeUG8LXjOKtJAQTA/Pz83Obm5okgCFhaWipsbW3N7lVchPMrMPOHYUwEqZQFXHEcZ1UODp7qCmB4ePiZfD7/8MrKCq7r2uVy+b29iuvwwyEgYxh4mvYIuwkGjUbiL8IAmJ2d/cXzPHZ2dshkMpimubFXsYPKeoiMrusQx7Sid133clcAY2NjlxqNxree55FKpejr6/vXdEspp9br9ZFjQUC92URLp4WUst9xnCrAWDZbuuF5PyYCkFJWgW/uVCiEmLOEuGHC1W2l3jSj6PWmrl8ALgKMNLwzRwW/fqWodQzQjlQUrU74/uU6fOwIUYvD8Pp2pXKx9d5GWDoMguoIoP3h0bSrl5SqbcJr9wXBZ+i6kFK+KKV8rFWid9J5V20n0Dr1IlSzFmvHgyA4Hih1zjCMkwADsAWdxQ+dJAC8JET/UYRVj2NEHGPo+lqlUmnNzvJHSm0fGMA9Q0OnGyB8MA4J8ZZnmi9ESj3aZ1mnARzD6PpiuqMKhcJZgOeFeOX29VwudxZgTtc/TbJv2wmEYbgIEMKtc79/YGAoBYsAURwnug/aBnBddxkghsy0wNo1P1n+e/2LAwVoSYPDWbgAEDWbD7XWP1cq0XHcMUD81+MJ27bTGjydpGlXOgGlEjwLkMvl+rvdr+MEylD14XEA13Wrdx0AuKnDT902TgywDEFeiEKvADr6JwR4SogjEeR6BdBRAqcEdoz6BPgOIJfLTfcKpC1NC+6dEbxzV5v+r4PWn1/7Lcmah8phAAAAAElFTkSuQmCC) 3 5, auto;}
26.666666666667%,28.788888888889% {cursor:url(data:image/png;base64,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) 3 5, auto;}
28.888888888889%,31.011111111111% {cursor:url(data:image/png;base64,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) 3 5, auto;}
31.111111111111%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 5, auto;}
33.333333333333%,35.455555555556% {cursor:url(data:image/png;base64,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) 3 5, auto;}
35.555555555556%,37.677777777778% {cursor:url(data:image/png;base64,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) 3 5, auto;}
37.777777777778%,39.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
40%,42.122222222222% {cursor:url(data:image/png;base64,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) 3 5, auto;}
42.222222222222%,44.344444444444% {cursor:url(data:image/png;base64,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) 3 5, auto;}
44.444444444444%,46.566666666667% {cursor:url(data:image/png;base64,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) 3 5, auto;}
46.666666666667%,48.788888888889% {cursor:url(data:image/png;base64,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) 3 5, auto;}
48.888888888889%,51.011111111111% {cursor:url(data:image/png;base64,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) 3 5, auto;}
51.111111111111%,53.233333333333% {cursor:url(data:image/png;base64,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) 3 5, auto;}
53.333333333333%,55.455555555556% {cursor:url(data:image/png;base64,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) 3 5, auto;}
55.555555555556%,57.677777777778% {cursor:url(data:image/png;base64,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) 3 5, auto;}
57.777777777778%,59.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
60%,62.122222222222% {cursor:url(data:image/png;base64,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) 3 5, auto;}
62.222222222222%,64.344444444444% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADm0lEQVRYheWWT2gcVRzHP++9ye5ms5sMOyGTRGnIYkoacNVagmioRQtGrIgSUWoveo29eBZERER68iQGb7V4sQghetOIB1uwikqhIUZtQxIbk9nWnWT/zJ83HrqhQZK4O5v24vc0/Ph93+8zv3m/eU8RQ28qlT8k5ePtIrq5GLERZ40tGQBTU1MfFgqF11zXpVqtUigULg0MDDy2k+H5rq7ujlrtQuj7Pb7mWWCmFQAJMDQ0ZCwtLSUMw0gsLy8nqtXqfbsZ1rTO/B5FPX9EEX1StlL7NsDIyMi7mUzma6UUw8PD66ZpvrSbITSMakWIUhG0huK+ANi2fdVxnMtCCJRSJdu2v9nNcOHGjev9vv+tQpentf5uXwC2Swjxn6Y/k8nPBdLohfy+A+ylXru307btM1ekfMeE1CH4eULKs8dSqSMtAUxOTp5YXV0d9TyP+fn53Nra2viO2YKTWutZ2/NudgrB35BZ0frUSjJ5uiWAvr6+50zTfGRxcRHXdc1isfjBTslhEKTQ+rSpVKCANikJgMDzZrPZbKyRMADGx8evVCoVyuUy+XyeZDJ5fadkv1b7UsH7gdaJAEAIPPhFSDldfxkdC2BwcPDjWq12sVKp0NbWRkdHx8q/E7u7uw8LIcpdQnxS9v0XcmCmohAfzv+2uRl7HA0Ay7JKwJ4jJeAVoujsphDFkhD3F6Po0xSMOvAwQDabTQGe67pNdcFoNDHU+nshxIIXhm/31GrpABbWNWeC2ylHgDlgvRmAhjeOEOKq4zgbnuel59LpcxE8elDKZ44qZQIopTylVKaZ4tBEBxzHuVh/TG+E4fFVrblHyoPVKPq1Hi9CayfjnrIsa6zXtjsty3qvv709Oipl9KKUUavrNvwJlFL9Fc+Tnu/LB3z/aQteLcLMU1KebxWiIXVb1ssAlmUd2x4/IeVHALlc7o046zbcgZrnXQLwfD+3FTslZU8CZgGCIJi+owCu6y4AEEWJrVgAT9TgR4BSqbRwRwG2GTay2ewBgAge+kLr+TiFYwNEQtyb1XripJSpEF4fk5itAKhmDYlE4idPiB9M36+68GRRR6U1uBwXoOEf0ZZc1w2A4CvgsGTjr7iV62rpWlvVzKWhfNcB6icfIWxeg1jjFxugfvMZBeiVt47iuwZQL/4W0HlcSsNAHhiTze+j2ABAGjjnuu5MEhIh+sEQJloBaGoMvVtyAPJCCIlIburosxUotQLx/9Y/s4RTtnwsVwsAAAAASUVORK5CYII=) 3 5, auto;}
64.444444444444%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 5, auto;}
66.666666666667%,68.788888888889% {cursor:url(data:image/png;base64,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) 3 5, auto;}
68.888888888889%,71.011111111111% {cursor:url(data:image/png;base64,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) 3 5, auto;}
71.111111111111%,73.233333333333% {cursor:url(data:image/png;base64,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) 3 5, auto;}
73.333333333333%,75.455555555556% {cursor:url(data:image/png;base64,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) 3 5, auto;}
75.555555555556%,77.677777777778% {cursor:url(data:image/png;base64,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) 3 5, auto;}
77.777777777778%,79.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
80%,82.122222222222% {cursor:url(data:image/png;base64,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) 3 5, auto;}
82.222222222222%,84.344444444444% {cursor:url(data:image/png;base64,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) 3 5, auto;}
84.444444444444%,86.566666666667% {cursor:url(data:image/png;base64,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) 3 5, auto;}
86.666666666667%,88.788888888889% {cursor:url(data:image/png;base64,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) 3 5, auto;}
88.888888888889%,91.011111111111% {cursor:url(data:image/png;base64,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) 3 5, auto;}
91.111111111111%,93.233333333333% {cursor:url(data:image/png;base64,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) 3 5, auto;}
93.333333333333%,95.455555555556% {cursor:url(data:image/png;base64,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) 3 5, auto;}
95.555555555556%,97.677777777778% {cursor:url(data:image/png;base64,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) 3 5, auto;}
97.777777777778%,99.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
}
div.testarea{
animation:rwdcur103752 1.5s linear infinite forwards;
}