@keyframes rwdcur194131 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 13 9, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 13 9, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 13 9, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 13 9, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 13 9, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 13 9, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 13 9, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 13 9, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 13 9, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 13 9, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 13 9, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 13 9, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 13 9, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 13 9, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 13 9, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 13 9, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 13 9, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 13 9, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 13 9, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 13 9, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 13 9, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 13 9, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 13 9, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 13 9, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 13 9, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 13 9, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 13 9, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 13 9, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 13 9, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 13 9, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 13 9, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 13 9, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 13 9, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 13 9, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 13 9, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACw0lEQVRYhe2W0XGjSBRFD1v7300EjSMARSArAjERiM1AG4HGEZiNABQBbAYoAuEIhCKgieDuB7bXMwZ5NHbN/PhVdSG9un3f4UHTDZ/xGb85gmvEzqHtFm5uxv8SeA9NA3VtGIbhKr+romlQ75FkXwwjyajv0fGI7u+RMehDC5cl6nskJeq6sVCe/1+kqpD3SBp1VY3W6w+CqCokOXUdKsq3Tb1HXqhp0Dp9J0RejMXbFqUTZuv118kCbTt2pK5RkrwD4qnd8YzJHMDT3L5HZYXi2F2E+GMqeTwi6yL2e3hor1spAFE0zkluIEnOF7WTAGEI9b4jz68v/hRtC9bBagWbTTTbhUkAax1N87Olx1itCBggjmEYulndK4C2Rcfjmap6q8Tb71fvwVpw0bzmFYC1cD7DYvFavNkUStNczsVq2xoAY6ycSyZpzh0EAUTuCgCAvofb2/G3c7GsdYJY+/2Wut4Rhgmr1d9YeytrI4bBT5p33XgNw3mAP6eSAyAMMLBafQUCTqeaw8F+o/NeQIT39eTLqse+GDMP8KoDxoANxvYBlGVAWbZEUfKsaduOsiweIfpZc2tHQz/doGmAYRghmmZ4zNwCjsVijXMXnOYAhtHzhwGiiCBZGHhumw0AttuM89l+LwfaWfOnZ+8vLJjpD5EdWC6grpePU78Af81YTJ8Bsgw5B30/kN9dCYCBLylk2eFF8rp9Zb2GMHR0HXg//0WdBIhCguUSsgyS5aXKh8nsboeSxND3Z+r6MujkMgQIQ4JTZ6T7ARNYDk0BJC8U/0zeVZqiNAUbBvxbw37/8/sJAF1ntN0iY1FRzG+tWYZ2O9Qcx9NT03zg0Uwyqiq0yVAcI2vHq3PjyDJUFKjvnSR7VfEfbo+EwPHw4DmdhufZoYXlMgIc3h/Ic7i7e2fbL0XXjwfQl6PrPvgk/Bm/Mv4DU5FrOxl17KgAAAAASUVORK5CYII=) 13 9, auto;}
90%,92.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACqklEQVRYhe2W33GbQBDGf2TyzqkCThUIVwCpQKQCxxVIqSBxBUoqMK7ApAKhCpAq4KgAqODLw8n5J8CS7Zm8+Ju5Odhbdr+73WMX3vCG/4zgEuUkQVkGdg4I+h4k+PEDjInI8+Yie2djtUJVhboulLQ4DispkhSpbVFZos0GGRPqVZ2XJZKMJKu6/u0IYLNBRYE6IQl1HXooUJryOiSqPZJSVRX68uVpo12HpFBVha6vX0jCO49VFMOG0nQ9KN/X/jS2W5QkzySRPyBpoTwfNzBGAKB2x3A8IGOeQcI5vwMTPY8AQNuiukar9TSBd/8K8hyFYcT9PXTN+DWVpjc2mxEYA2kCSRqNKp8QSBLY7RryfNL+Weh7mM9hbptRnRMCQRBSVf7xpQTqGowBa8d1TggQBjg3rJxlG1mbKss2aprDL7m16eARl6Wfo+gCAl0jDu7xw4W8cT+K4hZrEwCkDjDH9eEQ3976UzSzcQLvB6W9n9L0M0FgKMuvOLcAHrcS4J0uadsdfe8mknU6licEjAkwxj/f338K4E5pusQd41KWDnBA7Ln2yfH9FKuVP5qpC3OaAwjzV8ws19c3E3sYh537pO66CwgY05PEsMx+V7Wbm3rCzX50JV74+UICBHEMu7J/NDPhHOAwGOLQIGOgbXu+fb+AAEB8BasVZJkRzCZyqBhd+bYBaw3OQePG83CQwMwQfPwY0rYdZTl8x4+ag9LVGsUxNE3Hbjf+9ST+LqmtYCvY/DGGkWVoWyLnQt3dvbAneCSRZb4yOjdRHZdovfYdk7TQdnue8yf/9xLqiXjIG4oC9gdA/h/fNBCGkGVwdQXp0hAi9vueDx/OqyVnFxwJwYL9wXGoe0IgCDyRJImBjqZxWPvyIjaJtvMtl/5oRPf1KzWhb/gf+Al7VHkj2oaNlQAAAABJRU5ErkJggg==) 13 9, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 13 9, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 13 9, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 13 9, auto;}
}
div.testarea{
animation:rwdcur194131 0.66666666666667s linear infinite forwards;
}
