@keyframes rwdcur68726 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 1 3, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 1 3, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 1 3, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 1 3, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 1 3, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 1 3, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 1 3, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 1 3, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 1 3, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 1 3, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 1 3, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 1 3, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 1 3, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 1 3, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACrUlEQVRYhe2UT2hURxyAv9/sy9vXJG1NavyT4ENCawRbK8UIPeQgNfvAg9BT1YqIohe92UMRD/ZQ6KEgpYfWg+hBNEd7fApCLdXWKChpq2iMm6dGTBNd18267pudnwe3515218t+l2GGge9jZhhyeXs5SnQ7bwiDsE6dPREluu+NBAT9maCcn/LV2R+iRHe1PKAyo27+t3MUrl8N1NWORYnuaGkAAp8cPoDX2UXl8SNfXe14K9+EATG3TsVUHs/w9M9fKefv+upqJ6JEd7YkoHcFdA2uAufAWpKTP6LW+lpLf2rFSUhu2qULd256HT29PL81gVar+H1LqT6ZY/HIZ2XJdOyNQzndrAADzppslqB/GfeOfc+zG+MsGl7Pu+uGmf/jYmf9Or5qYoB46hwI4BwDW/egKRTGf+flzANePEx8dbVvo0Tj5gSImPTJvyzcvcc7H6/HFgv4fbBy9xbUpszGZ3nxYNpXdFMz/gnJTbu0OHHN6x76kMK1yyzbvBHxYPlbkM9bh8kACgoIJRHzQRzKbKMCDDhXKxUp3hhn8chGXAr542eYmqzQ0esZ44kRMWNizJiI+byR8nqAICZD5+AqXNVaW3IVv+c9Jo8eoTgx5VxqLwJfAvuBC42UA0guny5oWuvsez/LXKIXRKRUK5c2P/plzEOVgW17qiJmKA4l32g51B+hZLPM3ddJERkFvlky1O31bBjh76/3kc7POtC9UaLN8GN6wkwAlAUJgQC4Ppe4v0w2cF1rh3l2cyJ4e4UcAnJNCSjc51OBgTiUbBxKGTAi5kqwfMB+9N3PLB0dpfv13i+aESAAUaKrAROH8k993q/qzgODwG0Rcxs4GIeSNDrAq49FwPy3GIcyA6yJEg2BlcClOBTbaPn/EiVKlKjfcnGbNm3atGklrwCBNCdEEwbNiQAAAABJRU5ErkJggg==) 1 3, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 1 3, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 1 3, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 1 3, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 1 3, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 1 3, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 1 3, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 1 3, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 1 3, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 1 3, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACkklEQVRYhe2UzUuUURSHn3Pn9dVGZ0bLzESGKAsxVNJSEy2CcFZBBC36cFMI/QO1ijatahW0MUKiTURBRUk1ZYGJmRRaA6FQhE2K35pjzozOvO9tMQpC0WocW8yzuavD7+Hccw5NQ1a/L6hPsk4oRJdpbd9eLwmF1vFQ4IOhrdjN9ZBQAFY4TDwcdmrbupVqCQWi8moaiQS/Mfu+20x1JxRo28x34KnYg7lxM9Pv3qS0EwpRxlBrG/0tx5kfDDDd9ZKf/b2mtuJtqZBQiUcAcJdXY2S7WBwfZaKjPSsV36HQdjw2M8mvLwPMvH1NhsuDkePiy9WL/OzrdS6v6Jm1EjBAlOHOpe5xD55SF5FxiM2FKbt8nbzaBiIjw0ZWYdENX1BH/V65k2wBBdrOrT2Aq9TF7MdJ5gcGGWu/j6eqDmshTH5NMVOdL1buxLlkC0jTUCwSC4WyJp49QJRivOMJ2dt3UXrpCnbUsgE7oaoUgi3ITiDq98pYMgQMEBZHh3G4PHjKq8itbbRDnz+pmZ5uPJX7llSG2Qq8AlqAnkQNJb6gHvN7JRkC2p4fCOAur6KoYQcxUEuTE+RW1xMd/WFmbS0+JqLOk+iEAr4CQ8kIXxYA5XTi3FYSt8CIhsC9u3Lpe9s1s6DpqELrAoRiv1eerqqLJyWd5VNccPhIXDLMiUgIrDlOqA3Zxsb9h4jNTmEvRg3QZ5MV+KeAEBKH45GRTVF8jlN+r9wFhnN2leGu2Et0dMTQmgu+oK5fEwERx24R1WwtcHBlz0WkWYwMO3OLYG7Kt1WmmEDnWgj8dZJ8QY22rS5EatA6IMrxEOjze+V5SgRWiZwmMXAdfq9MJTsclrfgH9wDCoE1CU+TJk2aNP8FvwH3rhRUbM1wTQAAAABJRU5ErkJggg==) 1 3, auto;}
}
div.testarea{
animation:rwdcur68726 2.6666666666667s linear infinite forwards;
}
