@keyframes rwdcur135336 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADaUlEQVRYhe2XIWwbSRSGv4nqytBwEslSwLlK2YSZWHLZhhkuOFdLLBkaLtyS08JASyW+pGBhoUuqnEqCqoFWcsBVJWtKKpdtk1P2wHo3u+vE3o0L+yRL9puZ///nvTdvxvALbNBpRoNOM3rK2r1fQW7Jp6/fScCu5ACi6oI//3gWAdSlpGGgrWL/pYalhNAYAN79+18p7GdVyZVscCjrAMwJgfi7lCFtWQcpmZsQIX5E59e3W0WUjkCRfJt9+fYTbZZsE7EWgdcvnueq+ezqRmTJjxwPKePEa63Rk1MAlDNCqTgfxhjE32+ABrCMzq9vRb9VS3GFEJxd3Yg1Aa9fPI96qlhVJrq7uwOgYQ1TcgClFNL1AXJ+KSXfrCGsxPVbtRyuEAIw0dnVjUgFJORdd5yjn48cPi++p7/39vYwq0KTUnJwcHAvNePPmpKNHK4QAvwhYKJcBLruGK010+nFvVMqWHxkvgxRwGKxYOyOWIYh7mlerD8a0qjXGfrxzufLMBYmFf7KB3By8oquO+a93cunwBiD1jMcx84B//X5I7tYEe/Dh3/SKD3aiCaTgMkk2Im4DN6jfcBx7HwqIK3y3sgF1nPtuF7q39/f531mTEqJZXU3CzDGYFndHHFSWIfdXnzsHkhRUeBkEnB8/DJeMw1SjAT35ORV6ksFnF3dCHwvclwPpY5S0Inv5Uj0NECvxotjSQT0NOD4+E0OIxlLNjXxPXLHMCui6Ev6P4Cy7JQ4C5oVpKx8hM6vb3O42UZUuhX3W7VIWXYuOptM6xl6GmxtxZVuw6SdFne4Rj6Nq73MZVTpNoS4qyUEG+eYZSm8SikYKslYG5RsxETOKHcZJd+1WVIvHNG3n74+yFUpAmMdH522rKOGHrRt2vYoHW8fSvTYYzUN2xmilEJrDYyjh0SUepINOs2oLuX9zg/r0LbhMgBPxZ/LANp2PLYyrWdordP+8JBtjcCg04xsZ4jWM2b6IgaehyivADr1Yeqj52HqSuZvsspFCKtU6M1z3n76KgadZjTTF8z0xaM1UKoIs2/+5NEJUHy8zE28+zJPsUoCEuu3atFpcH/FjOzeo3PLCqicgrii14mSTgls7RNZq/TH5Pz6VhQvoKwpdVS6VSf2pCLUerbmy144ZcP/ZOu3alH2mf3bdrH/AbOtilw+K38ZAAAAAElFTkSuQmCC) 16 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 1, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 1, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
}
div.testarea{
animation:rwdcur135336 1.0666666666667s linear infinite forwards;
}
