@keyframes rwdcur136468 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 8 5, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 8 5, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 8 5, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 8 5, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 8 5, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 8 5, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 8 5, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 8 5, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACVUlEQVRYhe2WQWsTQRiGn01iIx5K6UHFBhHEYqBIjgtKQS/pD/Ae0kAgBxHxoFB6FMSrh0AgpgHpwYO3YiN4EZH1trdCetHSxqQHD1EoK23Gg85mN5nNztqNJ18IzMwO8z7zzffNBP4rRMJkRpicm9b6xgTjjODGc0HqFmJmMGD25ZlPbx/+M4CBufjGoL0yHFkADh4ZFs90Fi6Xy0K2a7VaoE9CNShMrhh8v+MfPeBE3Lwfp3kgAHCsGkwavTlhcknXXEdKAMNiH75+VHC1DYuOrnnY7gMB/kDchoXXcPXHIJEBLrbh84Og+YVCYWznqrExn7AJwmQWmHtxnS+lDfV8r1E6nQbAcRz3e7PZjJaEPkKLvmGx93MCqtfAcRzXPJfLTTQHSIUBeNWulwTAYqk+tujj/GVff7s3r7VmaASkKo1h+FVnu92bJ3nUIXnUcc1XLnyLDwDg3Yc6T94fB0Js9ZfY6i+55k9be/ECgP+8JYQKRsccNKpgVNUiotLAGM38bDbrm2fbttvudru0Wi2lV+QISMlIyLLzGnrbUvl8XnknRKqCIAj4fQy2bZPL5dzva8sprp1PsXuY4d6rfeUakSNQaWBUiwTecKrdA/Efga52D5Xv2vQBNu6e1ZoXuQqkZDXI/qSH51RvwWkV9hZMHSBMCWH6M1r2hYmQP1U/rBq0AbymozKs4RnLtncsDiXkokEQ05abA38D4a0ClcIS0AcgIbz9qEBry8ObXcc8drXrJbGzuS50/oxORbVVRLWI2Nlc1waILUy1VcSJxzYsP6R+AbJ27pwMSmraAAAAAElFTkSuQmCC) 8 5, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 8 5, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 8 5, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 8 5, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 8 5, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 8 5, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 8 5, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 8 5, auto;}
}
div.testarea{
animation:rwdcur136468 2.6666666666667s linear infinite forwards;
}
