@keyframes rwdcur46144 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAELElEQVRYhbWXT2gcVRzHP2+aDUu32N1ZIho8uS9QIUoPzUboQQmooIJERRCRHvxDraSR9iievGpoEgkB48GLemoRLFJLA72kaeqhhEgtO/GkaWud2bVtYtlNdjy892bfzu5mZ4t+YeDNm5n3/f5+8/v93vtBcjwMTAPXgLvADhACNcAHrgBfAm8A+3pYtyvGNGnYw/WPFiO7LS52eZYFzgFFM1GSEjcIohfyejy6PIufT5H3awBcfnrCvLINnAI+Ae73ImAMOIsQacIwIrbJA9eNBMjSPIGbip65QY28X7OFrAGvAL/FiZw25CeAC0C6VCjguy7S85rIuyFwU5SG9iJL84wuzwIMA78Az3cTMAZ8DiDbWN0rAjfF7UyIlBIgDXwPPN5JQBbldqSUeJ7HqOsSuO4DC8hubOKMz+B5XlxEup2Ac0C6uDTNzumJnkSY4NuNvH7muP07Po0LGAOKCIGfT1EZzHQUEbgunpS2qCrAUGkLN6h1JK8MZvDzUaB+hE5RkwXXgAPFSzOUhvY2WbHn1dlooR+BIc/b1RsjF6covzPXQm7gBjW8oaMAC8B7AlXhbiEEhetzTekUF2FhDVUVfwDuabe+DbwP9AFtyWMC7gMDDvAxQHFpuoUcoDKYIbvwgbmtA28CT2oLbmoBy8CHwAjwJ0Duq2Mt5KAyQ8dCGnjRQeem9X9aFP/87Elz+xbwXdsXFa4CLwDbV545EcVEHBbXcw7wmLkTobriY421LuS2iAVonx0xPOUAKurqITm/Ss6vNo2tRaYTkBt8bQZuUIs8YY81JCTf4R7pQcC+hGvW+qJPRId9KQzbz/9H6APqCOEUrs9Fk+VcilxZuSp/u8rK4UmAl9H/NgGGobFNg4p+2/06Fe84wJaZDNwUgZsiFGpczjVlxmQPhh0BFe1mTXt9C54D/L7bSlbKDKOOW91wEHg3odBVB/gJlKtjaUcooJzv59DiZ2bq2y4iDqI2tb6Ri1NtCxs0ped5gYruG+1KsQhh/8Y99rz2RZJSfARledJSvIUuxTeBXwGoh02FaP8fDXIppe2JYdSh8wbqhHwJOGosN7uoMz5DdmOzk/XfAFsm98aAC8YL5VxKkb/eIN85PcHfj2YaxaQemuyoji7P9kMj6Dptx5b128AT6CAEWARWQMVCRL6+HpFXBjOEQpF4srFlA/1+Xp0Bze+rDGaonzne4gnL+lOAB82n4qx2aVpKqcgLhYjchggh51dZP3AMaD0VRwvGPKHjaBUYRR/T7SNZBXgJUB90IO8FcU9o0nGsHiF+Kl4ETgJ46+sM3KXjlpoEblBjYFPY5C29QV+b76aAq4Th2ZXDk2mEoLg0HQVYUmLTmOjkXUVZ3tKY7NaaPQScx7RmWgjouv5XtEcgS/PRR7GOqGtrlgT/a3PaC7q155d5gPb8X1ecJxLzecYMAAAAAElFTkSuQmCC) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur46144 1.3333333333333s linear infinite forwards;
}
