@keyframes rwdcur86066 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 5 1, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
20%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGdElEQVRYhcXX22sj1x0H8O+Zu0bXkUayJVm2vF75VnvtDdmtE1hIIUkvJH0ItFBoH0LSpz6V/gH9E/rQvrWhUNpAIbTLEigtNJQQ+rB1so7XXq/l62ZlWRrrMpJGo9FczulDklKw46W73u0P5uXMgfPhe4bfnAP8n4ucGln4kQrKlkG8DWz+sfu0AfypkfSihnjh1xyvLDJtpgJ9to7G5jME5BdlfWLmZyPT068yXn7dGQYyEtMGUqU2Glvs6QMyS/JkqfTj2etzySAUjTlEetHz8RwbOC4yUw9xsuVcJEA4NUIIeMIQ4SkSXhdGQlN9NfKSH43PB0flV4LZ7/8SgbeGnT/TiwCcTiB5RVFG829LsWjqKmdgWuwDfR/9WDJMEpllniOv0L7VY1rxAK3yE6dxGjCyICnp/NtUlvVLMDGRCJxc2EfIbHM1X0I4X9DkkPKCbVopJCYP0NpuXjRAjmbyb/Gqki54LXTa9Y12u7UxOxHXcmQgG40B0eZmw6kRfZlZ9pKtjO1CKx2jVX6sLTkN0JbEVD73ViQWzow4Bnji3r/1z63fd7vdo0u5qFbS+LjxoMGnZkpCcb40SZzhN02zz7P45A5a5f6TAwpXuJHR3A+jyVg+0jmGKvqN3UrtuN/rJerNzsF4VhsWNWG8flgnUkrHwvOLMZFw1+pHRjxIjK+jtdN7MkDtrp+58vL3opnMFG1UkYmJGxuHtXWJ+EXL8cxKtdZPx8TkTD4ebuxXeJtJWLy2qBAiLjarJ0UvMrmF9PwJmvcfEwAgOfeNb+tj+cW+cYRSRm5u7VV2PUqsAZU2aeBLR0a7EpH5xsIlPWsd1+RDw8bM9WURociC2TRfcC3zHjJzNTS3g8cCqJdv3MiN51eGrTouaxw7/OxhQH1XBUcckQRpy+e3qo3egcwFwtzUaJ6abWnzqIf0dAl8OJZtHTUWArvbRHp6F62dcxFnArjxF69OXSq87JhN6ILj1Nu9e62+V+ZBIyIJihTE4aiXrzU7zbAi12cm0xNCz5TWd5tQCgX44Xh2aA2+Hgz6DuLFuzD3/P8JgNz12YWZ8deG/T5R3TZj1Kt+1rTvgBDmg28GTDgRiZ+njNLjk3YnJDBtbiqrxfwev3OvCic5SlgslaCOd4NaHReJ4ibM/TOb1pkAOnqtuDQ38YbtBrxk1ThFJNWHRrMXIu4MI5wdAAMwwrlEKgdBQFqmOYiG1UExlyykZI9s369jEIpB0HSZef5VavcZorO30dk+lcSZAJa5po1NZt9weElVzQoyqdjm1oOTT8GCeAC+KxP/skBY3Gd8lwfVbJ/sNtvWeizEZycLGX0s4vP9wypaHg+iZ1VG+BXq9ijSY6to7HmP3gJ9WQ6lU98N6Xqaq5RJPK4Ma/WG4Xi0M2DSDg+mUhATBLxC3HlGOM8ZDuPVhnmcCMvD4li6kE3yvrm7d1AxXQFqIkIE6Xnm+gFSxTtolN1HAOYUqIlvpQujRatcxogmyh2z6ViOQ3gwSUSgO0zcD8BZjBDDo+IqT3Dk+vR2a+D/JRUNZTLJWElS+Q8/vrPzLrO7Y4QXcowIV+B5XTS3bn+51Onf8edfgd0yOpW25cAOVEiCEEslNbrTcD8WCE1yhEVERiMDiOtWEFn1GNelhIfjU1r527tIaz/5KQVpZVPRlYVS+ucbO0fvU9v4AYLgJfjumwB+dX4CI4uUMmlJSOorPavPz8d9Qgjr7R231wio6kJY7wXK+x1fXh/efW/g1e8xv77BcPL50W1/81/dhnJ5NanyUY/BO/jwdx9BX/kHFOEmBPEDtMrG+QkMZBecc2CalkOlkHTSbEDXVV0iQQEsiDiQ/mSJQQXrN88OEMDe39+pgb75i1RUSQIAdv8AAOYXz3/q7ATaa0Dqa2mqJL4TyHI0bh5jdlLH/nH7o84Qfx0y4RP3zq1Hng/bh2vO0fZq+7w53Fe+IcMqs/tdBh5GHyCEKLlUWBwSYc1au3khx7HzARw16MAyaEDR8QDf87lcJkV7PrEuavHzAUK4gaH9CVwPlkfRs/rcqBabzieikWcDuPNbisD5FI4Dxw9QNVr7DMhkYqHERQK+og98UczfwMB2KaXS9qF5S4wmlXRMiT07ANgG3N4GPPu5nU7vwIu032OgT/li8t9FBBd2axV2e9YH3d394B3j3PmPUWf3gS/LWGNQs0n4dhIc9xt0Hlz4bfnfxmEpBVUWoDQAAAAASUVORK5CYII=) 5 1, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
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}
div.testarea{
animation:rwdcur86066 1.3333333333333s linear infinite forwards;
}
