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0%,3.025%,100% {cursor:url(data:image/png;base64,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) 16 0, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 16 0, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 16 0, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABvElEQVRYhe1WMU/CQBh9VUelEyE0DASiht9AQpgNkwsTg9bgxGJ0ts4alw4Gg3FwcnGRMBNiF/+AqIEwEIhhEl1NHciZ6/V6vQOjA7yl6Xf3vffu+t3XA2ZE7fXTnSVf+y3xvfXVqbimNsBb+bQmFlhgvuE7NltX7y4ANEw98EgNh0Nh84nH44G5LL/GG6RBG6HP/vP1GQ4q+1yRc7uKzZ1DT18I4uY6ZSc3TF1jY9u5Za44wV3rKzCXXlTgVhVLZRcAbm8ufQSqaJi6RvPRY8LWWSyV3Y/8qSfWswtK4slKHQCw1jzyiQPAiii5321Dz3vFx6MOAMBqvkye+Q1PDhvv2QUkK3X0u22uxpLIgL57zxVXwXjUQc8ueLikDfwF/t2AsAjZ6mcLMOiTRKJpzzspRF5zExYhC0JEG2JNRKJp3zwRlAzwDLG7oiIOSFzJZm1CBEH/FuU7XDabkzLkOC0pbiUD1rHlxowE3gZ9PHUHP/FMygAAX8w6sUL5pY8hLU6LZlIGYkbCFwOAi2otdLeUipCIA5PVsu2VxIiB5sNjKKe0AXp7w8ZEc1ko1QBbgI7T0kQx2UJcYL7xDQt1xRYNnUe+AAAAAElFTkSuQmCC) 16 0, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 16 0, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB0klEQVRYhe1WMU/CQBR+NW4KjQMhNA4Eogm/gcQwN0wuTAyKYWMgkcVFdhMXJg2dnFhcBGZC0p9gJBIIA6ExDAasozkH0ua4e3e0heAg30L77t37vnf97g6ANVHv22Sd+cqmyK9ODgPVCiwA6zyoiB3+NzjT6MbMNVe7oG7UVFhtlGCVCMuypHs/Fot5bmwPK0An0BPrfZvU+zZp2SFo2SG4rz2gAizLIpWbKsFqsA3ti7oIdSrQeHpUnMm6MSPP3Z+lnPOLa2jZ+PzXZBl0o0wcwnZBVXL5IrdyQgEAALl8kTQKqkJ3QIMVhEE3ZkREDrDiJMzli+Qrc8fFR7XsSmIa8VLTXVF2TLoC42EP1AxPPp8O3Pdq533xmzldyqPjo1oWjg7wXlETOlAvX6TkXjGfDuDzG984UgHbwJ8LkJoQcz9rQNEnCUeSS+/xUhM91KQmxBAvNTlBrIhwJMnlieBbACaIXRWv5AAe/hGJDiG/EF1svm+7dPrMkyDT7Hqq7UtA9XZxwUS1Y/iYjOFtOHHHUgnNfXbi2MnHwvM2ZMlp0lRCg6h2zIlx5sjg24QOOcCi0/Gwx+WI4msJoJc7yLgIvjyAGdA0u4ooHkjRDjtsG787odFN1DACIgAAAABJRU5ErkJggg==) 16 0, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 16 0, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 16 0, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 16 0, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 16 0, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 16 0, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 16 0, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 16 0, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 16 0, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 16 0, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 16 0, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsElEQVRYhe1Wv0/CQBh9VUelEzEQByNR499AQphJJxcmBsXgxEJkcbHOJi6dNDI5GRMXDa6EpH+BA0RDw0AghoGAOpo6Hbn2fnAtBJe+hfK+3nuP47uvBebE3ce3O896bVHmJ7vrobRCB+D98rAhIkT4VzBdm6uNXQCoF3VhRw8GA+nZTyQSwrV+fY1XpEEHqZ6bbqV8yhW+tm6wf3Tm4ehjKdLmJvXfXC/qGuEOM6vcAADw1PxlOHotzZFr4VblCyUXAB7ubxmBoKgXdY3Wo2vSyZUvlNyv7BW6lhHIcLv8wnAbjSpjDgBrMqGe08bozUDl8RUAYGb3PHWz8c7lu5bBhOg5ba7HiizA6MfFZNiR3cLFZNhhdk0/fg4eYBn49wDSJszVxq5/K0V/SSye8nznNSJvuEmbkCfUtQwmRCye4hqqYGYAXiD/roQ1BxTeiOYdQgSiZ0vgV6h0OqMUyLabStqBApBxerCTnHItpz+9pnkAMC/NmfrKx9C8MKfmm8ktxpR80jWyRgblJmw5fe44JTwJ8NnveWoLC+A3VeFUsJAmtO2mJuJDpYoQYZn4AzEdr2MWf/TlAAAAAElFTkSuQmCC) 16 0, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 16 0, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
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div.testarea{
animation:rwdcur101871 2.6666666666667s linear infinite forwards;
}
