@keyframes rwdcur137442 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACCklEQVRYhe2XPW7bQBCFvzFcRXIaEnDukBsoF3AuExUurTJylcY6jOXekc/iAFQjm42bSUEuOfvDJQ1YAgLkNdzZFfjevLdDQKK/UEJ87ZfyHYnOPxBnAFy3Gq61Ib+KNR1XwIP0XV9pU3P87gHQLephi+o2EcuR0Dtgnifp3BNwatsNzoFJ5PrcxyJfkLAG2B3i6L59HmloSub6HNyToN4d0N0h3nPPrIAxeGQjxKlaVfWmGhZxPkYOwJ/Wxcv+PU8vwuJCuzXg1YsL7eoc8plfpl8QEob7929N/bNQVvueYl1OvOBR5pmsc/shUlGIJe06+TRJZwfX8VSsmTWLshax5CcjNvDmd+jS2MyfXoT7tybfHFz24e9kP/fqs0nSDd7Tte3YIy7rLvrsGAJdxwALs7/ay6ALDZlPrsVr8rejDoQjNWa9RUga2k9x6wtwWTvYGU4hdR6S2O49QWUtyFK6N+wO6FC+rmvrwGovyVvtoMVr0nphA7KUvjZIfShCcisisjRDLmzaxTJv600Vf9HsHtUsOs/toXeK3vXrKQhFhAS2pprF5y1hWKcEJMdwXSJUokMZO2utzbKfQ3HbnPNjUqODAjoR1F0t1TxSb7NOzbnL/T2CpsFGkLDb5u7tJzD6JUyirEV0047CUkT76XHddrceEH6P3/4Pg3MAQB8VfTzd36z/+CfxF/Tqdzan0zwLAAAAAElFTkSuQmCC) 0 0, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,42.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAByElEQVRYhe2WzY3CMBCF3yAKCS0s192WkgNbxnIwfaQKcg0tENHI7MFOPLbHdiQgJ56E4hknfPMXA4ENoyTqqLj/pHYAwGihXbfQDgAIl8XBaL395uwd0bAU2DD4Wm7LCxVUgDAA+ALoZ4PMRQC27IP1bAgHAArKXYLzlXH7tusjEUb2zx3JPid9ADAA6KiSEF/rPR85nBPFTnzGX8sB1DSGoBIYxoNfE8ToIaUq5MDBfkb5/ozM/JV56Gav8T5dQpvbyFedBwlXpFVCq0BOOKWVIAmtBjasi3/Ro7J/pszr826w0F4a2Z67AGRPufJ7Rb/uvj/dDwDo3Um4hQLwmQi9XVYDiCe75k9gzl4q0Yd7NoAB1T7P5ecWtscr+hxD6ZDeE1QgzirJMoLGmWo+OgB8dwHdxcZEhInEwVA4reaBk6XU4It6C5NwGRAmz/UV0E6pRwrPTfcMzsHpkMJ1KScaTvp68TV5H5povUoRpGRLQC6g2TZIA9hrfHtEFmZingNRZjnhcd/NlM9VD8AFIU0Cc/wOy17HUAC4uG9oX/4XtymX28B+pLTyPx3EMlSNB0vgGni+BTXJ18mtOwAgC+tAFKw/+iijf92olGNOrgRkAAAAAElFTkSuQmCC) 0 0, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB+0lEQVRYhe2WPU4jQRCFv7J8gCG3JRNxBI5g7jHOQBCYY0BgxGb4CBuQ4dsg2bm5QRH0tKf6b9rix8FqnzSaqnJPv6p61S0LS1WG8Cgy+Ps3MQLQB+fE71NAbAc8sdx3gV+u3mGpAViqMqvI8oMYQV+xnAN/gfdTVG4S0IeOnNOSA0jQ7iHymerq3Zl3iKzov7vDfWdjABfAFbWCZnXNV4RzkvPj2Bv9eziBCuzGNeI3euJjkxhsT9zSW+M9Se9vul3mxp+btRspS1FMYIXqbSHvJ0kTsol4zDWM1efBkOeQ0zrX+hL2GSnEktYSuzgq/R6Xld/PkPzx+W1ii7F1SprbIYsHroSPbl2j+ThA0+7cTXgKWOIzRJp2B1BPIJ7sWjwm877vhCf2GMNxGvv2zzUlKCEkncBil6wJOhBXFfvxcOUSSWKLHbxMnO3fgKynIuupjCC8IDbSPx7xwNnB+pDwAVdxoxF5AUG+8Z19aci8jlbPuNqDvi+TlLxrv6ynwwLmbrQ9efuAdluOtdvAjvmSU3CFyNCQNfEQZgarpDu8JkvHSQR3TvdSvh0PM2CJbCKJ7q/AdXavbAI+CevvRTU+w4HWuWFb/OnW5cm/jEDzWP92q9o+uyeIP//sP20/XNYOSCO7tE9RghrscbK2grrYjVj7qzz/8e/jE508KQzmeIWwAAAAAElFTkSuQmCC) 0 0, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur137442 2.6666666666667s linear infinite forwards;
}
