@keyframes rwdcur69635 {
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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE3UlEQVRYhb2Xa2wUVRSAv7n7mG1Z+tw+obSByqNFaEVJESFExURAQogiEcQQICGgiDbUoDwkQiAEIT5iJE20ESJGKSAiCEKzIAhSsFAMz0or0HZbuqXdbl+7M3f8sQX5130U76+ZuXe+fHNyz9xzIIJx6i+94KfT+sxIGEq4L5ZVSDtQUVmN4/odHv9imbgTDkeEKwBsA7Jv1hPX4mVHUbEMCxKWQFmFnAYslAYIBVramXSznnf/F4GyCukAiu/faxI6uqCxhQ2z1suRj1wA2A6kQuDrfX6QBgC2Zg87Fm6V5kcmUFYhZ0uDB7te1xWa2yBaDUh4u8i71cjqUJhBZ0FP6K9IA0eXDw6VQ20T7CvdCY6XKBgVi6aD3YaWHM9T368SF4LhhhKBbdLAISWcvQaTRinkZ0NW3lxAUueG1HgwmzC3eCle8qkMih3UorIKOVEazJUSzCaYkKvw/tcGxyuh5sxGaL+KzRqYyxsCms6TtxpZ0icCJy92m4FPpATRs3rDLoMbl5xMHwc4poBt0OasFD6PiUZmpsAzI6HLx7pZ62VcxAJ+aZkuDfIgsOurXeCs6IC4cWg6IGxgaO4jm8RbowfzoiNGacnNBKuFhBoXb0YsYMBU+dBPrsYFtqhoECqeDkARDziFr4gjKfHGUbstkB2ue8zpjR9MzibDf+H3azDQATYr1LnBnvgY3ta74pdyabeaWQ7M1A2DqloQgoS+EBh+/6LTBycvQ1oCpCWCIwY2LYCE/knvaTorAbtJQFUtNDW5wZpY1xcCg4QAKeHVDeAtnw9przH26ckUDIfsNAWJESMlaDr4NNh/Gmi/jNAcWb0dUcGkoQCorAbvoRToqoHGPZz97UeKD8GNWtA1BdUSWFzjAufhXeCtxOy71Ss/GAGXlLDlB8B/F7rrICpbEvOEz+eHM1cNbt81qHfDPS8s23QeGr6Dzhr6q2291gjBCDg7usFVXwu2LBi4eKtjVGHSwY8z1q2bB5kpIEwQ208JpGXVqoCkoZGZ1u/PvhC4okvAmgxDN+/hemFhU6lotlmQqQngvAhZyQr9bPBPA+A+DJ7zWKOSyUmt8/WFwBHDgOfGWFi1/OWJ3x4zCnqeS6EE9oamGwhhsPNYz0zcBAYMGUOi6dqpiAWezRfnolScU8fCAIfiAI7v/91Yfv/d/lFgNilUu6Dq6CIQKmr2O2So5a749PzdvfGDKh78GivSE/lDNSMAq1DYBvgA1swBw4AFa06BrwllxHaSrH8zIr31gw+L5nh6Ywd1Gs4YL84BX7Z1GahWsKkAWDVdwWZVmL3RYNDQ8Yj8vUT7LzDMcftsbs6wr4JhB10PCMFKXVLX0GLg6QjUYGaTwYBE+GwpeDvBdGkmGQntvvyh1kXLli4KihtSX/DNr3JKRzc/azpEWSHODp/tA+fBYoT7AAnRXqZNylxfUlISdFkWUk04b7I4CJRoOrR19hzNh3ch3AeIVVsZkaFX5uTkfhQKM+Sq2G7jbaFQ4/MHwq5adGLVVtLi2n3JyUmvFxWt6DX3IxKY+7zwWC3MB6TVAnGqh/SYZrIyUtaWlpZWhsoLqzNaPE047VFsEQp4fDE0GONOXFU3bg6HFVIT8fCIiWa16x4vdJqHDe6y2N9o2js6vOYwkrH7hMyZsVbOjoTxL2b01jexXNB2AAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur69635 0.8s linear infinite forwards;
}
