@keyframes rwdcur21798 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
90%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFLUlEQVRYhe3WWWxUVRzH8e85984+XWbo0I0uVEpprVBqaavgAgZxQRNsUKNGo0YfxO3JB30wPJiooPFdfdBITOMaI6IRUBFEakQqIrTSlduWaafTdtqZznLvPT5MfXML08YX/4//k3t/n5zzzz0X/uMSw2eOVfZ2ffL6wc49ZQ7NxrQ1tt7zrNF4/X27llfU9S85YPfDG+6p9o7vq/cMMS/A6wQjfRklG5/+ZWXTjTtKKuvOLyVATg78gHt+iJgNJwZgag4uL+hj5MgrjcOnD743afSsWlKAqcAS2eCgB6bj0D8GzcFBprv3No0bhzsj4z01SwZQNtgmSA2CPmipAfyQLIOr7x0gktjTPDHydWdkpHdJELrTAQ4XFLrBWwlV10MoAKcHQc5BQ2s/vWdfbjFn5bsXI707S4pWDy8mQJYHYcUqKKwFrRy4AnzlsHY9TEzBjyMQq+/j6PhLrRciRzsnx38rW1SA5gGtCkQTqFC2aUuQPnA3QfcE/DgK083n+TL8YvvQ9LEPEpPnSxYNoKqBYrCdkHJDEugDfhLwsxfi6yAaBmMMJlp7+Sz6YvsH/d991B8eDS4GQMcGJISBQUABBjAKjAlI+EA2g+yG7lmIVPSQ+b6z/Vl9+f6BiZFtK0PlsdwAfjB0iC4EzwIRYA6wAQQYHjAa4NThTaBriBbBS8c+bxe6+5v+6fCOmsLiwUsGDGswpcCvw7zKQtTC4hgQtqBrqBJmVoJWCR9OozbVcKbaxZsnDjTVB8rXkt28SwMIAXENToyBIwkV6+GignMG9OqN4KqF/SnIeCEooHoZxJKoYD5WKo7K7tMll+5zgScPTsYhqoK0EqWrvwDeb4aWJqgJgH0aeU0D/vTVxI/3YRX1wVAEabsRUuYGePs4eFdAtNAJ1la6eqeg2wtFBZCwYF4nP7MJ8/kJGn5ppHFc542HDkFREpbVgqblBjDyN4IqhpQFZy2YKofVIagohicGKAoUUvDtrTww4uJkcBkzwRnkOzr2Licqt+wsAOGERCB7I6WmYE0JpDUCXauoO34Vbckr+S2gcc4ZxzmTZMZfR0fiAd6z95FRNraycgSohSGqKoXqEJgKvjpP6NUKigPbYWYQK15GX0hyx/wBatu2Eb9QxcyvcW6+vSNd4PYbuQHcbjAioAsQEgbCEE3hi06S54JzeQFa1xyivnI9JcNeRnv24MtEuEXLZ6erdmd5YenJ3ABOBRNJuHhhoWOC04epvFTOxmnf7GD8p324+95iPq+UUz1fsMVMkmxrwbT0wlzCswAhQbNB6tmOFEjTRsk0ZbNxGrreJxQ7xYXELDaKNhy4cWIr9fdv/rcAl5KYpo3lyM6CQ0nu3ngTa769ltT3iu6Lx2knioM8MijKUHShSCEQmDkD5J6OXbGdbTekvboLr+5ix4bN6cfbbn9tXVU1EsEcRRzEST8SA8EhHPTiRSEQOceD/mTrrZ8eHup+7rra9XcB1AWKP1o1V/axkZ562tbSCEsyjAsLx8IjCicmgkU6AoAtVev2Anv/aMYM07/2Qf/heJ+5ZeJnDzom4FqItxFIlK1QizAHf/ohz1+hz4XqXE/lrZRkNAuBjsJCYSHQyAiF0+dBCJHbTfRXAADdi9H0iPsTxzUJUlJHQ6IhUcKmal09tz12/5G85cGjuQL0v1rwV8jpzOxox3Y69ilid472DKBQ5JcWsf2ZRw9Wt63tKKguzelvCPjnQZ4zws5wz9ALqVgiqLBxeDxzy1dX7i6sKY/mGv5/AfwOVf4CmDy4L7EAAAAASUVORK5CYII=) 3 3, auto;}
}
div.testarea{
animation:rwdcur21798 1s linear infinite forwards;
}
