@keyframes rwdcur250756 {
0%,33.233333333333%,100% {cursor:url(data:image/png;base64,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) 14 2, auto;}
33.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 14 2, auto;}
66.666666666667%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+UlEQVRYhe2VXUxbZRjH/+ejh9PTj1UsoUJx0/HRSaG2wmRkA1w24lcmM3Em4qZZlujMYuLF4sXixeRKjRfqBYlmFyouJotLdMlinAxmsgzYBoyGDsoodOtaYf1Ya9vz0dPzerFw31OEK//3z+/55cn7Pg+DMvLKli38Rw0NXTZVDftFkZTDWAujt6DDVM0efNJx6KXOzp+NshJp4PnA1VSquB4JXXm9qsoR7XnhgXx3mUT7+shZl6t+PTxab0FGEVVNLUpUoQBGMEFgWOumCuRlVVE1La/JChirBRxN2dYjwOot+EeSFE0jWcgyWJMFlSz3zlWvzweaom9L0m/HZmfnNkygDqA/bm49oBLNTmQZtNWMZ4z8EdLTDbK0DG4huGfI03Lq7Vv+mVKZun7BN27PG8+9uP+z6oqKrWxLC0giAQQCMBx/D4RoqHQ6G2l71Y59kjR/bnU1UgpT1wS8An9w6/5924rhMIgkgX5+JwrBIDRFARFMMLR60LB4p4eMT3QBGPvPBYqEPCSiCFgsIKIEY28vIAiQb02D8DyKkfugZwMwAI+VytQpgAwRJTAeDyj10e4xep4FDBwolgEIQSG8BBaUuVSmrm8Ykgsjy5M3b5BcHry7GRRFARQFY3Mz+CYXKppcYDo7QdGUUCpT1wQO+ad+/4kmapHjBp5WlA7zrl2PJACAEIizs7h3aXjuDtEulMrUfQvOr/wd6k5nwmaGredoutZQV0eBBtLT05j7/MvLM+MTJ96cmhzWy9Wdb13uyuDJk+NKPE5URSZ3T38qn2n17dXL0T2BtVyIr4pdihKozOVfM/m8gsFeySQmJ/84uxD0b4oAAJyLRu8dzmS3WWtr2o2798B0/aalJSOe/zW+UiiVofsYraW7upr9a2fH6Zo231FDexvUVBJIxu15WuX1cMoWaOQ4OmEWbGz/W7yh1glxYVFaDi0NnggEkno4uq/hWl7dXn/M29D4gbF+O4qZtJYYuzZzKZ+7WC6v5HzvdrMj/Ud6o2PXFgu5LMmHQoXQ4OD1rzo6HRve/IfqVvpGz94PE0NDOVWWiDQ3T5ZOfRL7oqnZteHNAeCy12sLv398RVVkIs3PkwcH+gqjvrYB5zrekq5CSSqqNCieohmowQUko7GJM7H7AxFA2xSBl2/PZJOJ+J9FWQLlrIEIZH6MxZRym+sWAAA5L2bUaAyM3Y643R55dx3jB8rYhLtZjnK2t/WZ3S0sl4w7YunML8ORyMNNE+hyPGHdQeGw4GnlDPbHLcLIFUVi6FF/KlXWO9C9iCqIOr0yeuVrJZ0+WrBas1o2N2Wy2dRymgMAVU7Rd0+5WYOJdeQ0JW9jmEy/31+2wP/5F9MUp3W5uMNjAAAAAElFTkSuQmCC) 14 2, auto;}
}
div.testarea{
animation:rwdcur250756 0.75s linear infinite forwards;
}
