@keyframes rwdcur98813 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACWUlEQVRYhe2WPWsUURSGn7lzd91s1qgIASMEwa2yWphCsNC0wSpgaYiFf0FIIZb7GwTTaG1huqQS09gpIhqbCCrxg0TJ125m5n4di1mjpJoJrIXuC4eBy73nPOc998LAQAP974qOdOreu2mGG210bYI4XsW4u8yPLh8llSp94s7zOZRfQmQSpWpEapJKvER7fa7/ALefNAnZAiYBb7gSW5o2A28hlgXmXzf7C1CN2ri0istQWYer41VuXhxB+Qy8q9KotcsCFL8D1x+McnbkK5W6on6SKK7Sqg1zfrTO003HXqUCJgl8/HGGh9c2iqYt7sDpeIYQFETgPSLCmsl49WWXyFvwDiKlGDs+UzhnKQBrprApBA+SRxYs30IgkQDOgjcgMlUGQBfeme5NgEDNgQiEgEQKI45IonzNWXD2QhmA4g5k6TmcgeBAwkFIEIIIeJ+PIdjxMgDFHXBZI7e558CBJB8LgDgIrtEfAG9zi8X3uj8MEXIXxJepX2IEznWwGfkYfF5UhAMHxOfj8aHTHwCbfCDbB5NAsL2i8vs+OJO/Am8+9Qegu7tKZwu6u2DTfCTB96x3+ZpNwWVv+gSwucL2OuxsQLIDLvvVMdgEzD6kHciSlTIAxS9hd3tRf39536lYMXwKKkO9FnTeebID3gQ29hfLAMSFd3Y+d5VSLbX1vhWiOhxr5P6ZBJJt6GyBTR+zPP+oDECpHxKtdRN4C1QB3MQNGDoBsQZdMahGi2fttTI5S0trPau1lj+DscvCpVuzfS18CGJaa/1Ca530vtN/rfhAA/1z+gnWDDhCrPZfaQAAAABJRU5ErkJggg==) 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:rwdcur98813 0.93333333333333s linear infinite forwards;
}
