@keyframes rwdcur9629 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 7, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEEklEQVRYheWWz2tcVRTHv+e+nzOZzLwm03RM4ljrkAxlNLH+wmoTdKHBRiNoREprNxIUwS5ci3RRpBTU4A/owk3xL5AiBV2oK0EXEqGI1VnEWNrYpskkJtP33j3HxXszsdKMb9rMyss7zIN3ud/P/Z5zzx3g/z6ojbkZAPWJ2QllSH6Iri1Xzx4/u367ACrhPBfAqJNziqmuwnHTou+NvDc7/tF05nYBjITz8gB2l58brQw+vOek+Gwx8z4Hxkbxift+qH45F9wqQFIHPADq7gPlFyzXVplCFpZrg4C3u1wcnpidsDsJoAB4vUMFLzvo7SdFMNMWcv07YKdcmwknLaP3eUxPJ91M2wA2gEzlxQcetVzbU0pBGQpW1kFusBe263gKdGrygPVUpwAydsZO76oMPEmKQIoAisLpceEN5GE6dlEZxqmpjw/v7wRAz/DBkbKbTZeIKD64BIhARJDq64ogLLMCRe9OnT5U2W6Awl1j5aeVqUwiukGcNUNziNTOLnh39IIMY4zIOjF5+khxuwDMvkqh7A14D27uPhZnhmgGhzFEPo3czh6QUs9YhnFi6v2jXhKA/+oD+dEjj72xc2jXPiICEYEazVOk6YSwQCCwHBvEUGEYDlFK9VRGSl+d/+a8brnDlh9TZrH//uLjpBqiAIuAIBACwADRZlEqMJxcCsza9a/7r+Ce3BUA77TSaJmCkZcfGUt56QIkUhdhgCP7OWRwwNC+hvZDaD9A6AcIOYTV5cC0rQwZ6s3pM6/O3DLAwEN7nlVKKRFENsfiwhLlXzNY6xgmAmE/BLOG6ZgwLNMjQ73eqlNumYKRo+Ned1/W9tevz9VX6j2Zvu5BEAGQ6JHot+EOEYGFl4UxByCqEZJ1YXXs3LFz/lY6Sa7jLIDXXvps5i2n2+1rCEtcgA0AN5VGKOEvZyY/GE6wZnMk6QM1AIvrV9cWmmmI7Rf9j3cWANg9+flMersBAGBhbbFW3RSLgpkhwk0oAuwd7Ax1AuDiyu9Lv0pcgBw7IQ0XWKBDDWEGBNveigHgysWf5i/okDkSjZ2QBgxDBwFEAyxybycAapfnFi6F9aDGDeubRzJ6D4IAYIH29d5OANShsVZfrc837GeJxSUKZoYONDgMO5ICAKhtXFutNsSiIpRmiDDCUEMHuv/gJ4cSXURtA6xeqlUlFuNGS26GQGsNYdiGkfwktAVw9efLvzUaUGS93BDMGswMIHka2gFY++PH+XkdhvX4Jr4JAEc3pEbik9AOgO8vry+HG8HCVhNEBAADkMQnoR0ABrCkQ55LMLOUdNGWf0huMqqma30owksiKIlwCaB+IvrXRuTTTgHUv/g6+HZ87+J3duZO9RevqXQ6nXVtKoGMsggNM0l25c+F95Iu+DcqTGy9n0J9ggAAAABJRU5ErkJggg==) 15 7, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 7, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 7, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 7, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 7, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 7, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 7, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
}
div.testarea{
animation:rwdcur9629 0.6s linear infinite forwards;
}
