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7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADm0lEQVRYhe2WTU8bVxSGH489ozEg27GNFZlGhgRwXASqxKaU8rVEbLKIuqiqECFYUKkhq/wARCSzQEi08qIoyKtISDVL03qBgKjppl0gUUsRMSBi2oZGtpMCthnj24VNw4fdgOOoqpRnM7pz57znnXPvPTPwnv8YfYlxhvxVlMvIO0OW5SrAwmvTJ9CVqCsB2dNjVVUtqVRKBUyAE7ADHwDXgJ+A74CD40IFXZ0TQ96EE+gETJqmXQHqAafL5TIpiuJobGysCoVCiqZpEhAsl4EsrysQBR4C9Pf3H7a0tFBZWSl1d3djtVqJRqOoqrobCAQiiqIcHBwcFBV9a+bn58VpYrGY8Hg828DNQjFSOQ0sLCxshcPhE/fi8TjpdHoHeFHOXMV44vP5tOMV8Pv9AlgCGgsFvM0mPMPg4GDj3Nwcsixn2traDE1NTezt7WWBHSBRKKasS9DT00NtbS1DQ0ObMzMzW8FgkNXV1axer39qNBpT59E4qohUijmv1ytsNpsAfgQedHV1bTscjiTw5Xk1jic1FDAhAQpwA1iy2+3p45MWi0UAj4DbgBWYJrf+twponcuMUmTOAUx3dHRsnwiQpCfAPXKtF51O5yB3/JwXTQ65FnojL1IIK/Dg1L37QAUn31ahxLf/nFz5pvPJbgOPzGazmJiYEKOjo8LtdouamhoB/Jl/7nIRLcOp8T8UO4ZZwFRdXf2xx+OpX15eloDrNpvtk5GREcLhMIuLi8TjcRKJRBT4HvgaiBXROkqc5eyH7Cyqqlr0ev39gYGBw2AwKL769I/kF6zv3froZ9H+4V1xqfKqMJvNwuv1CnJld1J8v/wrBSuQ/6TWNzc309vby68/vFT/ksPZx798y2/pZa5cNXPnjpe6ujryBvZLSQ7FN4cJcFZVVUkAcuU+67sPpWepECYbjI2N0d7ezsbGBsC5GsxFDVx2uVymzs5O9vf32eEbNp+HuGRXmZycpLW1lbW1NaampuBN61kiNxsaGn6PRCJifHxcuN1u4fF4RCAQEJubm2J2dlY4nU6h0+m23yx1QWRZrgDu9vX1vVxZWRGxWExEIhHh9/uFz+c7HB4e1vLtdYlckynpnB9xZhNqmqYA10KhkKqq6m44HH6VTqdfrK+vJ4Adg8HwNJPJPAN2gcdA5piBCy9HoZ9SA/AZ0A5EgC1y5zsKJIxGYyqZTL6iyI/pRQ0UQwEsiqJUlEvwXXO63b7n/8PfachKx1Kd+20AAAAASUVORK5CYII=) 15 15, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0klEQVRYhe2WT0hjVxTGf7kmj+cf9JE0djC2QWYM+ETtoovaQuLWhVBBuuhiGETbMkuLU7cuhLgvEhDBjZtQH6UtsclCHHXapZRIROxIM0YKzqhh8F980dtFEqqZJKNRKYX5No/Lu/f7vnPuufdceIf/GBVlrrNmv/K2jNwZbDZbDaDxr+lLsJTJK4Dz/LGqqtrJyYkK1AINwHtAI3Af+B34ATi9SFTQ1RVhzZpoALxArWmaHwAPgAa3212rKEq9x+OpiUQiimmaAgjdloFc9FbgY+Brp9P5SU9Pj7W9vZ3q6mrR1dWF3W4nkUigqurB7Ozsc0VRTk9PT0vQlgGLxVIPTHq93u25uTmZj729PdnS0rIN9BVaL25qQEq5A3y3uLj46/z8/ItYLHbp//7+PqlUagd4dVOtQhBkKvwR8AxYn5iYMC9mYHp6WgJPAU8hgpsUIYAKfAX0OByOT3t7ezEMA5vNlu7s7LS2trZyeHh4DuwAyUIE5V5ECvA+8K0Q4mFdXd1HIyMjdHR0kEwmGR0d3VRV9eDs7KxueXn5bGVl5RdVVRfS6XTqbcS5jAiK14cCtAOTQogtXddlIBCQ4XBY+v1+6XA4JJntmPL5fNv19fXHwOOrRnZR1FrExD1gEnjpcrmkYRgyGo3KQCAgNU2TwBKZmrBn5z0FHpYIqKQZJW9cBYwJIbZcLpcMBoMyHo9LwzCkrutSCLEOPCFTmLkj2kfmsro2GoHPsyRkSZ8IIdZ1XZeGYch4PC6DwaB0uVxSCLEFjGVNXoxWoczovySTvkky6XwELGmaJgOBgIxGo9IwDOlyuSTwMjvvXhEua974SvjG6XSmvF7vNjAFPHM4HNLv98twOCwDgUAu7VtZ8XYub1m+iZzw24++qqpaRUXFWH9//1koFJLDw8NxYH1gYEDOzMzI8fFxqWmaFEJskEl7QwnxkijoJttSH7S1tdHd3Y3b7f6wqakpbRgGCwsLGIZBMplcBn4GvgeOyhEvaoBsP6+pqREAuq6j67rVZrOlBwcH/yJzs00BPwIn5YqXgtftdv+xsbFxqbOtrq7KoaGheFbcfhfCOfQ1Nzf/vbu7+0Z7DYVC0ufzbQOTF45o2XhjC2w2W5Vpmo0ej6cqkUhgsVjY399naWmJo6Oj82g0er62tmYHPFJKL/ATkObyE618A6ZpKsD9SCSiqqp6EIvFXqdSqVebm5tJYMdqtf6ZTqe3gAPgt6x47ohd20ShR6kV+AL4DHgOvAD2gASQrKysPDk+Pn5NkYfpdQ0UgwJoiqJU3RbhXSP/un2H/w/+AdLIkpsrhFhsAAAAAElFTkSuQmCC) 15 15, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur142180 2.1666666666667s linear infinite forwards;
}
