@keyframes rwdcur42313 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE90lEQVRYhe3Wa4icZxUH8N+8M53dzK6zszEm6WbdpCF1jW5sUsWWtLbihyXUgiIFBUUqWEHyQfNhKCriDRQZCn4Tr+AHtUqklxQrJChEkVpvbYWEeklzWbPb3c02bva+03f88JzJzq5pi6AI0gPDO+/7nnP+5/zP/3mel/+xFf7bAA0yVFBCjiYW6vG+9DKB5QjMI6D5CkC9qEbOJUxHbK9UhLiW4zrHSzDQSMBbOgKbmIlnS5isr/fvxva43dLh90wUQfLpxgoWMFen+S8MRLKhAG9GQAl3h8s0/orzHWGVuNawJ7qsRlG/ivhah/8SzrBhBEFjKSplbQyDeE+AjkcRnQW0c20P3890UVvm2/H8VAcT69i4WkAjObbvm+FQaZE9x+Eit1d5qj91NLkBfA4DWFnhyJ3USvgl7+rwvYzZ+K2I8WYdSUpxXw2Kqi1qp/ncMocu0TvOW/DbSNJpK8GKebasYir9r0TO6fCrxnUhYtYVUMFubEWpxcUnuC/jnWVJgbM8jD+g0lgbk/oaaxOznHwMRzHO9md4G8aC0TwanaunItIqaCSBbJbml7XIT3Jknvf2oJjAjx7i/iwlmLGm5t6I3YxmTvlpvoTRvqBqK08N8FDE/AAXo5C8CKO8QVJ+tUV+ms/mHCoGeD8/P8jDGdejJ5hbQF8UMCQJtlRgcRsn5hjpYqiILravsnMTT+LpaLyE64qNNJeD2NSicp77L3FbngIN8OQeHi8wIq3v07gOm0IrXVFE26YKrNZ45PcMFti7msbRf46locTE1RVRHOWtuAO7z/G+Am/viYFt49QA3yiwCzsCdEFS9GK49YW4VqKzK2hmLO3gJycZusC+1cTm8Fn23MCjnQUcaNE9xT297O8LLpf49SBfL6Qu23v5mRjrYgDdiddESBH/iN8ClkoY5mcVbtnFrlpy2vsLBvfxOBQajEzzvR5uznEhkCpYxYS1NdcTLV4KtJvwIsbIm9L2OJvu7Q66XosbyWrSMpnEH1Our32AL2T48zwjefD6UCQpYz74HQygywF+NpI9h78l/2yS7BTZWBJoNkC2i6xIdkmS/YUQ0EAS0UehVGfl3TTnKFckmRfwp+i6PwqZkDK3k1WCBaGoCWs2JC2rLFiZCZ/VyL8Jm9PrpSL8hb4XuO0EDsQAWxHwrLT3TgV9VwJkGsshhrEoqg2+LeLbqlxKgIbifxG9PLKVH7X3/k+dY+v13Pt6vJACH7uVT0Sei/X1hwnSqbTRDieGy8gKDOSUf8ORFndn0dAWHhzhI3Xyzu+BbDPfuZ17S9JC7+LEPr4ljf18FDNTd22Lj5g2+82c6hkemOTg2WBxjO/iPtFQsSO+tcixeXbOsf91qY3dy9zQl7Q4JU7I44mkjeDd0ni7UW6x9wJf7OfWHD/F7AbwjQVAa5ZjGTsH2d+VHAaukPUlXfagPMr48bQw2uCs7YaLL9Jzli8vcMtyVP7sNcCvVQC0Psixy9x0mTeuYIUdOTdWkwZ34InjHd+Io4nyLin78IMcybmrJQXMc/QMH94Izvrj+Kp9k/wgH+/i0StSqzPsn0gfGNPiLO+wXGxGv+PwIh+axvMp7sc13n8t8Fe0z1M5wPcHab2J1h0831h/8Fy1Bt1fobaX8WFad9F6Bz+85yWa/Hcsw1fxd3zy5RwblG/m08OMv5kHPvYfAH/VXrX/f/snV7iDvmIA0NgAAAAASUVORK5CYII=) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE90lEQVRYhe3WX2zVZxkH8E9/PS2npS3QQaHA2q2MCQ3rgDkyjVkmYWfGZHox45UXJsuiThOXLSdb3M0SE6OexHtjoguJXqFmkhhjg8LiHzbZcDInCozh2KBsKeXQwnbanuPF8x7O6bEVLrjwYk/yyzm/9/f8+T7P833e921zk6RED1aK3yo+QBnTReaWsmu7ScHzWJcA1KWKqfSUi0vY5q7juF9klMeVImeXUK3rNEuW1sspzqJVaL9O8D5swHaMFMjGOdeqWwi9fFNCnVgmqnAF7QVyBYwz34pyKelOv+ub1u5YQreSnioGks0ARjEkKtGN7lLD73UB1KXc9H9qCZ1pkWlOoxV1Mval9e70rbPUFHdRAElhNcZqZEd56CCln/PxxfSLkf0Uykf59CF+dIyHcV4Q844mcJkm7i2YglKDOCNYXaPyGs9epPBPnAqHg602xchUib4XOJEx0IlhDm7hRZwRY/k3Qcb3pbblkmFOEGcg+S1gw1k+NcHO+WSBvU2B86lKuVI4nUQ5Y988j89HhAfO0D3MT1MlLiRX+QQk314KkqzFVmzGGoy+x2c+5K65VNuTPI9vNFVqUGOKMnRhZopfv82mKmNzkdWGq6xayRG8hYtNlZ/LpSxGca8gyn01tvUljVpA/dlzPPZco/L1XjZLhu59lL/Fo38mP8sXLkXE+97k3d0cx51iP5kj5nOTmPPleDDPljlB6XmcZt/DPLOMngK9BXZhlWB+q1weZ/ZzDI5w4E02tjPahWVsnWHklgi+LVViur0QDN2Ce1ewY6tg4dsB4sgOvpYFydowlrLvSf2sNQWvYKoQbVmZYRMvVdmRsbEfswzPMdTDxmQ7US/jnoz76yfJGvQyfSvfzhpbaL0rnfh36ueUYPc6nE/TMFdvT8aeEU728Wq9bzXGZiLhT5DmscLITmF9Knmdp+cwL0ygA7txIkX7S2piP+6h2o7fJHS/xy04mcp6G1kbroo9fHWorcvY3sX6rMjvjpI/k2BfwIfJYHkKXsHrGpt4vWwD4TDrINscy9k02STZFbIq2TvJrr4j9ab344E/l8FrzJ3GsdT79xOQ+VS2CXGydOAfqf7Cib+K+bs7rZ0T87YiAZ9NiXRiBu/ikkZf2+FjbKiw6w9JsSuVKktt6RSUf09Qd3lan01ge8WBsUrM86r0rS8FqqTv9emaCYC/XMtvc/B5fnianRf45FVB9w7KQ/xpiJexH/+ycPar4rZTPYzv0JP779Myq7Ly7zx7OWjkLE7xYzyGagbP8PogD77F85cECS/Tdy6O1dWiX+tbnWu6hHTQ05bAp6enRvcRnrrK7ot4oyX4tRbAQWbL7M9xeyd3p56tLTPbz0uC3BMW3mzaxoOzCvHen9Y7a2x+ha9W+OxslNwMeyd5tB58AYAktUl+dYLhV9ieizRvnWFwTbTivGjpNf06gHEqhXTAVOk+xjc7eahLHDT9vHo/XznQcqdY7E5YFSjl+PKKKO8Db1Ad5ZEW3WYwisHJyU38ZIw9KxoOXx7i6083BuiaLHUnrGH/Lu4pc2cZV7j9MPltHKoHL8Z20SrfvcjjvYI8yzl8Gz/IODC+cOvG/76SVXdRXM+LwyLScb4oJnKqGBO1mHyJ2C3/yN6NPNLGL4pNfb9hKZF9n8ITHLor9pgnbsDsSbyD77mxO+eNAbkpjj6Sj+T/Uf4DQatyJ0gnAdMAAAAASUVORK5CYII=) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAETElEQVRYhe3WW4iVVRQH8N93znFuXuY4OjMm5thYjolp5Vt2hRgIysoSiqAkIYKwB+tQQU9FdDlEbz0UU5FGBN2o6KJSEQURXexmIGJUTloO4zjOjOOk5/Sw16nBcMZIeqkFH3t/+1uX/1rrv/e3MydRymmYhyLG8GOJ0YlscicTAOZgNgpoQudkBicbQNMx73Vl6v5NACPHvI+VUiuOK4XjfSgzDYukDHaW6DsBAHvDZ1Hq/e7JDLIJACyV+imcfVw6AQR/VyZqQQWq+ITbSuxZwJ3HgCyUKZaZXaYB1lBewR48eDzH5XFxJ6pAU5XOD3lgB6sWoIWBc2gvMRbk6hSBA3DfV3w7SPELTOGZW1lXimTCpiESz2G0EIs1phZKDEApEeqODlYVQ7uRD3AkdOeMCy7m80d4rY8bZ2OEtRvJlVkXLppCr2Y3I9/NLEzFeejqpn0lP71Pz3zWzpUUirx9Fo9k5Lo5iFPRnHBpkkhbmMvW72k9ypI8Rlnez5JO+nGatCv+2Bn5blolsi1Ae5Wu77hnhNXTI8023l3O41kKNh37A1d9+GmszTMGO3mjjwXtLD4loVwyzMKZ7EIev44HUJS4thidh7h5KktPCYVZbD2LZ7OEvi3KtxtHo3X51G5VqTKFHFM7ODCNZfUUO1Iip1a5AoP4aDyAFkyp0ryfWzLm5fAbZvLpIp7MUnXqpD1ekFg+EM4OBS/GcG4kck3GlAamZuQvZkYvOvALiwpsCv1KvjshK3zL3ViRS+RRx/a53Jf90QUVHIjy/RrzMSzDXFwUrTkfl2VcgK/r+Pxrmkdp2ZlKV7+N2aezGSNZmaXbub/KVS1Rx5FIbzhVQVukeSBS3htjeyJPZXqa5ypRiubEBRWJef2xfigQHsBK3lxITw4DQ3Qfjo8D+AlD0tYQa7PC4Uz0BgkOprUcciOpvL7Bx/g+9GtHaRbz+UGYXVyIHYUjDO2n0iZRuTlYVhiHvCEYdxjPh8OrgknVsKnDPmwL4NeFXV7aHtNjHAu/b3NkM98UUOnnqWZuHw6kU8KgEs0eimx3+lNejXGfv0p9ANsXwAsxjobPxqT2BGRlDNO0jRcyLm+VTpQ829t4Ea8E8EH8XDtWJ5NHWJ1xUZWWL5kzwqUzoqJ9vPwOa1DJb8H7/Laal3Zx5j6WDCS0rbs5OI+NCaNRaduObTkBAN38UOXQDlZ9xiVDEfwwL6/kpvdSR//yM8qhp4O1jVHGRjbdwPpxOkdKqSuTSe4Mns5xY22hkU3Xsr6ewVol88cYVfH6lVzQzml7Eupl3zFvGW/VHHczOkkVcniyPxKJC+Km1dzWwHApUeL48hCnX83rXVRrz9lsjH9/sTzxPSKHnkim9vT4u9e/e2k4m+e6qF4fIFbwWJkZk5g+/I+D1+Q+ptVAdFFdTG95gntkSO9JCV6Tu6hbzKPz6W1lwwmYbAgQD//j4P/L//KfkN8B3+NEgGUjtP8AAAAASUVORK5CYII=) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE1ElEQVRYhe3XXYiU1xkH8N/77uyqq9HRXb923boaY+yKxqTQ1mJKycdgpKSBfEEgFyWY0JsmvVgKzU1zEWgZJFDoRUmRWijkpmChpB+bgt2EtCGJiPkgRiNmzaq7Ubu7Mx3X3dl3e3HOTCbjurg0ucsDL3PmvOf5+D//5znnvIkFSjH85JD1ky1Uv1mSBTpfLDw1mUKl/9p1OaRCkNX5bOYW4LytyTlhLsNkXJOivdFukWo/5f87gOjsevOTcbx4Dpu5mLlJpM20LSSAG5EclsXfsYb5rTG4ySLnMFaj5poAIn95AVkN3QWfpbfSpNKIaAN2YTtO4jB643w56rfj/SLlfrLPBRA57MWq+KybZep17m3l/m6OdLO/wWnWFNCqUR7P+O5yLraHuVGhWGvAxhrBNWegE30R7c7ZAOPehD0rg6dCRJJG51NNHfDJBN9ZT/stfO0YP10dOreK26LuVRxHWxEtjdoFNqEDZmkZ5YdlvpEKPPyXlzYwgKv9TA80RV+gepbtZbafCQF3nqG1KwR7dwz6bUwHc5K0yUYF2Sy5D3l0nL4EE0Hzr9/khYi+PdLVLG07OJAwuEjgcJp9Q9yFTwT+00jDlDkycHWWzmGeb+NbSyLyJRy5jd8kbIk6ubj+ygCzDfozCflV/G2EvjIbS0jonmQ8Hwrzzzhf06nvhMWAcvNJDmFPWeibDt5dy4tJKKApoY3g/Zixc3F+i9CCE6hkLBvkuTIP7MQ48rzVw50aNrR6Bu6m8yi/TbirPUaW5/h63k64KSTCGLpiKmewXmi7W0P8kmh8KKHSw2vDdJ/k66MYpOtNunZzDGvR2gK/IH+CP+a4p4KVwfmpNaHgxoW+jmy4FXfgX3G+LSTKEnyKpTEzLSlLN3FigpXn2HoWW7m9xMaeUIzLkyJO85cSe5fiElZHa5eFnhErZ51A+IxQUT1COY+RzeBiTEMZrVgTU5IjreBETFlLAPm73fw6xbJpvpfHCN6NJIrOx0OArmAIH+OjYFSrelmn75G+QjoWYk0XkSZxnMeKCKx2NI7xEKq5fsq3U+3A2fjyfCR7KKJaEYmv4oOIsjdmSVw3FMcVLBd7LMqF+H8kZqxX/QyotsBNdK5m93+iwiah5M/HLJyOhofj+FIMrNYS76EUdS9G3Vp7LQ72tcTnuFBAp/jVS/whgR+TG+TQFR4T+LGGw3fyRAOQyf5rD6J5ZX8A03eMA2X2Eige4mB8nbXAG2Q/4u+n6M3YsQ0fsO0iN29mEIuwtEA6EMphXimyuMDmPGv/wXMz3E+g8AQHpxsOtPo+cISpJ3n5Q3qH2LkivOw7SdctvBKXLSow0bj7zSUFtmWsPcrPy/zgQnR+nt9fCFmtH+Gf24r/SXWUP11m4x529eAq2z9la1eovxJKA6ET50KeFuiYZdc7/GScvYmwYQxz8HKTc+Y+UDI8UeJwrZc3sO8MzwsFPDWHTk02Z2w4ylMphW71faTOebPCXAFA9jIPljiSCfku8+1hnm2+ATegb5tl2b95eoS9l4RO6AiHz5zOmf9OmHVz36scuswj8E64211PqlBiH/VT6vA2Hr6e8xuVFL8UtoFn5ltYZN3DHLiHke/z4s+uf5Ouy4I+TG5EirRN03aJyoEv4MvpK/lKvnT5H9u7d1Xhgs4HAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur42313 2.6666666666667s linear infinite forwards;
}
