@keyframes rwdcur14560 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 5 4, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 5 4, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 5 4, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 5 4, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADOElEQVRYhe3XS2hcZRQH8N+kIaSxhMaG0kqnNsmkFhRHSydozUrcDAlVxLU7QbCKi4pQ11ZEwYVoEXVRBcWFESQlG6W4UHEGCllES6MmJqWR+BiTNI3GJNfF/aaZ3ryGZNKVf/g49545j/93vse5s0OMejR1dBz5oVT6/Sqm0YgdWMSSbUYDWhFls7k5PI17cQi7A8FtRSMOIDp/vhhls7l/cBrHbxWJJrQjunhxopLEy9tNoq5Clp/t33/AmTNvN2Szx06hB3cEAk21JlG3xnMgcbYhm82dwsOBQGOtCawabGZmytTUX06ceAAa2toOPzMycvkL8WYtV6smJ6OSwBJMTFzR05PT1taxsHPnbd/Mzc0OjIxcHq2wu6lSW0UqyCbsw0/ZbG5+cLD4Aa5iBr/iCibDuIZ5Na7AEubb2+8aGxwsvoOxoLsWkv4pvpz+xkIieT2OYC+u4+fgUxXKFWhAs3ij7Q7vC4HAtOVZzwc93IcX0Ytdibjf4yzeC6Q3RH0I0iq+kA6Kl6S88+sStq8hqhjDuIDvMJvQH62GQDlwYyDSZPUjV4/PQvBFvIGDUSSqHHgMQ8FuFt3VkqiTuJQSeCUELeF4MvEqRD4M9n+IK7ol3COe9SK6N0peQWIgkPhkqwTOhUBvRZGoUIjXuVC4OWGhIMpkMjf04j31b/Bt32zyOnHZI2TiZFGUz+ejfD6fmPVKPT4Ovs+vFrgaHBafiLEoMlxWdnV1yWQyK4xX0Q8E+dBmCZQ30GhZ0dnZac+ePSsM19CPBbm3ynwr0C0u4ddrrfV6ejwS/L/cLIFDIcBv1e7+xEk4GfzPJQNXuwSj4obUmkp5sK8vra8vva5DwubRIC9slgB8FORLkE6PKxZXNywW498hlZITL8F1fJ60TSUV62Cf+G7fhacKBe+Oj6el0+NaWiCDH5VKlPWTk/T2uiTulq/jha0QgCctr+Ozw8PeLJUYGrr7xoybm6e1tNDZ6U5x3ziKS7hflZ1xI5y23O2+xRP9/aLh4UzU3y8S/594VfwxE2FEfBvWFI+LG0xlS55LvEf4FLfXOnkZTXgOXyWS/4L3cWy7Eq9HqKYfrP/jluA/eq20atF9kB4AAAAASUVORK5CYII=) 5 4, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 5 4, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 5 4, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 5 4, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 5 4, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 5 4, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 5 4, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 5 4, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 5 4, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 5 4, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 5 4, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 5 4, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 5 4, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 5 4, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 5 4, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 5 4, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 5 4, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 5 4, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 5 4, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 5 4, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADOElEQVRYhe3XS2hcZRQH8N+kIaSxhMaG0kqnNsmkFhRHSydozUrcDAlVxLU7QbCKi4pQ11ZEwYVoEXVRBcWFESQlG6W4UHEGCllES6MmJqWR+BiTNI3GJNfF/aaZ3ryGZNKVf/g49545j/93vse5s0OMejR1dBz5oVT6/Sqm0YgdWMSSbUYDWhFls7k5PI17cQi7A8FtRSMOIDp/vhhls7l/cBrHbxWJJrQjunhxopLEy9tNoq5Clp/t33/AmTNvN2Szx06hB3cEAk21JlG3xnMgcbYhm82dwsOBQGOtCawabGZmytTUX06ceAAa2toOPzMycvkL8WYtV6smJ6OSwBJMTFzR05PT1taxsHPnbd/Mzc0OjIxcHq2wu6lSW0UqyCbsw0/ZbG5+cLD4Aa5iBr/iCibDuIZ5Na7AEubb2+8aGxwsvoOxoLsWkv4pvpz+xkIieT2OYC+u4+fgUxXKFWhAs3ij7Q7vC4HAtOVZzwc93IcX0Ytdibjf4yzeC6Q3RH0I0iq+kA6Kl6S88+sStq8hqhjDuIDvMJvQH62GQDlwYyDSZPUjV4/PQvBFvIGDUSSqHHgMQ8FuFt3VkqiTuJQSeCUELeF4MvEqRD4M9n+IK7ol3COe9SK6N0peQWIgkPhkqwTOhUBvRZGoUIjXuVC4OWGhIMpkMjf04j31b/Bt32zyOnHZI2TiZFGUz+ejfD6fmPVKPT4Ovs+vFrgaHBafiLEoMlxWdnV1yWQyK4xX0Q8E+dBmCZQ30GhZ0dnZac+ePSsM19CPBbm3ynwr0C0u4ddrrfV6ejwS/L/cLIFDIcBv1e7+xEk4GfzPJQNXuwSj4obUmkp5sK8vra8vva5DwubRIC9slgB8FORLkE6PKxZXNywW498hlZITL8F1fJ60TSUV62Cf+G7fhacKBe+Oj6el0+NaWiCDH5VKlPWTk/T2uiTulq/jha0QgCctr+Ozw8PeLJUYGrr7xoybm6e1tNDZ6U5x3ziKS7hflZ1xI5y23O2+xRP9/aLh4UzU3y8S/594VfwxE2FEfBvWFI+LG0xlS55LvEf4FLfXOnkZTXgOXyWS/4L3cWy7Eq9HqKYfrP/jluA/eq20atF9kB4AAAAASUVORK5CYII=) 5 4, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 5 4, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 5 4, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 5 4, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
}
div.testarea{
animation:rwdcur14560 5.3333333333333s linear infinite forwards;
}
