@keyframes rwdcur51443 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 13, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 13, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 13, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 13, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEqUlEQVRYhe2VW2wUVRjH/3PZM7Oz27J3utNaS1spwRaECkEgXiCYlBhiYuABQZ808ckXH3wzS8KjvonRGB/kCRQSEKgh3KKY2FpKwqVAQaC4l1J22529zM7OnnPGh7bQFoSttPrCP5lkcuYkv9/55vtmgGd5lv85wmw2n/4MYo0O3PSDb9v2Hwv0fdHpsyxjmUdFqyAIqmkLd4om/X1T7GZ63gX27weWjbR/GUC2QdVEyMQBFRyMpilShhL7mQ31x2L/TkCuZlPUeKM5JA7UKRqBopYgeQCVqPA2izh4tCWwy/zuE3w0egKqcwlxcETshhf86sux2K4D26ULjz1kVQKa4n7VJUL2+CzA6wFUPyApYNy2bhR8NhZ3vILin6tQzFOoFRt5WfYSYj0JXpVA39ed4gLEO90+CU6tB1AjEAQHjuMgdUX545p3XUOTFpTvqFxm4i2AFwCpAnfF+K2aw4lP2lD73BJfnVYMOT63xdSoxblscwfUkVz05C3nhhJ9v6PJC4TdIaAmAkElcHkUyvOZs9UIPLECe44PyaLYvpcrIo94DAykkFvTtprs3OjfOKj08mbdt3RMEpAsAYZLgyWI8Cowc9czA1UK6N0SwQfMTsZnPuz8sFO86MbqaOO9d5qiWmCUJBH15+ipofiN47HQ3paOt+T65SLK1wGP6qAmW4RFFlAhZ5wb+CHGq61AM7PRLRG9a6ZE84tuTSFkZ2O4oEZrKlrJY5qSrMqL2sTWmxvNN9fv23N2aGTkc0/Hjob2fFbTs7fNSnIwm8lbF0aroU8IIJHsP1yvr5wmseXTTaKddlppuKTmTcCqoaZLJMiLBkqOYnt73Rc6NpMNr5vf1BeS39/lTHLFR+rKei6zqHdM7a32QykCgB5diESy//BEJRrG1URSEbA2W7KRKwnImwxyqQ5+awlN3X4+Hi4V+ULZaPESu9En2CukstC+wLFWDDN/buuJ6r+O96dghkSk4uZqxeV0pg1qZXLcvDvGrEyWUVbQaP3Ywrtr3FYTHeWRYllFPu+Ri8VauZh2eM5xnZ/ND2baGE6R+GnwSDyglSvJcFo+6v5L+UorhfahHBzMl6Wc5w6PR2q8y4uGAiPjh5GvQWHYgTXimBmz3DcL/sNjOCFxol5feehWX7qLV+5NbcyDmzev8nXJpcUFsbzVkjTwioBylsEcoxCIYp4uXRmcjYAA6NccJ/Hj1EXOORKJFBobV2+RCB6ajm/XBomiBdfXQuiSyzQgibAYF64ZIKe2/zpw6akEOOfgnIMxhngihdaWdY+UmMyx9S0QJIgUwJhA+HtnrsyGP11gKpwxBkopEokUli7d8FiJp8n9JnwUnDGGUCiA8+e7p4/oXAv8E5xSCkopgkE/enoOHWY2uudaQJ4UmITH40mEw0FQShGJvLRlroEzIwKYBm9re23bse6ToJQCAJcItgLJjgfXPAlMwiWCN3a8+/HblFL09Bw6wmwcmGvoQwJT4ROdTvv7LyIQ8AEAlYi+ZB4d9IuAfn1qh4/f65evXr26+8yZX3YD+uX5osuT75XZDxbHq6DT4eERBIP++WI/PhLRveMn189JRK+bL87fscVzFLLhIDEAAAAASUVORK5CYII=) 0 13, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 13, auto;}
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}
div.testarea{
animation:rwdcur51443 0.66666666666667s linear infinite forwards;
}
