@keyframes rwdcur101878 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB80lEQVRYhcVWv0vDQBh9iY7aTCIJHaRFxb9BkM7SyaVTB63UqYvobJwVlw6iVBycXFyUzqWQv8GqtHQoDdLJH6vEQS5ev9wldy00b8ndd5f33n333SVovH0HSBEmAKRpwmSNtEyYfCcNEyYNzNrEPGvsry4YsxQOkfYpiKx6++YjAIBmxZJmxPf9WNO2bUvfpfyGaJAHb4Rl6+X2HIe1A6HARf0K67tHAMa3VcYtdEonNyuWwcd2tuaE4gwP7R/pu3RR0lSVytUAAO7vriMEumhWLIPn48diK79UrgZfhbOw368XtYRXak9he7F1HBEHuGMowqDXgVX4F/8cdQEAbuv171lYG5tP4/16MTQx6HWEGpGLiIe19xgR18HnqBtmjXFpGZgFUjcQW4R89dMClG1JZik/1ucLUXS5xRahjIgZoiYyS/nIvCQoGxAZolnRFQcStgAQX6GTQPZt0f4Eb25uKRnyvLYSt5aBy6tG8D4c4Lk3DGMbOQcAhDH31E3kVz6GTJwX2Mg5WHaykRgALDtZuCduYraUi5CJA3+rpVcrizEDNFNTG5CR0biKKA+tGuAL0PPaBi1IGlMtRC3Q3zHf9wNRTJVPyyFPbNu2QYVoLO7fUNuAzqqoqbhx5WNIiUTEKnOmxqQ1MGkGhST0mTQWh1/mshqXMdeUrgAAAABJRU5ErkJggg==) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB00lEQVRYhcVWMU/CQBj9WhmVToS0YTAQTfgNJITZMLk4uahxc3S2ziYsHQymTk4uLhpnQtLfIJFAGAiNYRJZTR3IncfX6/W7ktC3tH29vvd6fdcW/OEyghxhAgDkGcJkO3mFMMWDPEKYmNh2iALbuTjYNbZpzJH3Ksh012EYKkPbtk3WjXVABX+4jPzhMup43cQxHa/Lx1E0pUmPHr/XLn4/twyRO27uKEVf+r+J1zIuMUCaeRaoQiif1cnpZfTTuuPHE6+tZbx/9cb393rX8Pz0EPMrYELEdDwAq/VvvpiPAADA7X2utq3DtfGYn3htHmI6Hkg9lCW0zl5j5jpYzEd81piWVoBtIPcAyhKKzcUFTHokxVJt7Vgsorj8GJQlTBJigXCIYqkWG5cGcgBZIDwruuYAhG/Bpi8hBtn0kwJgNBpNUqAg6JO0tQLcd/3oazaFj/GMc/WqAwAg5dxbN1WfvAyZuWhQrzpQdioxDgCg7FTAvXFTZ4tcQmYOsLpb/GplHAuAZ2rjAElimKeYitDqgFjAIOgbuJCYoxZRC/h3LAzDSMZR9bQSisK2bRvYCHOUf0NyAJ27wqFU58nLEAvJhCljNkbWDmSdQakI3qadU+EPi4ERtIgrObYAAAAASUVORK5CYII=) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur101878 1.0666666666667s linear infinite forwards;
}