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0%,9.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE30lEQVRYhbWXb2xTVRTAf7c8NubiQMZkZYQ/21hAy5a2QBlENmKiEuKSxUQSzfZB40BB5QP6wT8JfKiJyhcNuAHDhCb6wQQlQzITQpjIRkfXNzYqGql1NDKm3QYbUiIOrh/Ke3uvr/8w8STL7j333HN+595z2luBQYaHhyWA3W43qhFCCP4nUbRBOByWJ0+eJB6Pc/Bgu8lISilTQTidbpnOcX9/MCdooQWPRqPU1dWx5709KAUK/jN+pu5OARC7MYaq9plOwul0S3vx/LSOh0dHuHBBzQohwuGw7O7upqmpCSklp06d4tjXx1DVfgDyZ+aTn5dngnA63fLuxF9pnS4srwDg2tgfWU9CAYjH47S3t7NkyRL8fj9D4SEA/OfPibVramV+Xp6+oaG8RjIxBcxK63Qo8us0iNMtM0EoFRUV+Hw+FEVhZGSEs6fPosxQmFv0CGvX1EoAZYZeKjQXV2ZKCADfWNgEkkkUgOPHT2Avns/45HUAigof1iFu3Y5ndZIsGqQGMpjB1qYNtILznz8nJm/d1OeFBQ89MIARpLm4MnFt2QAgUXDasf99585/DpwKJB2EgESfu1yrKJlTDJjvHBLVrKp9fLi8jidXOAG4cvV3k014MgZAZVFJWhDfWJiOyICpIBVIfNJpEKlEVfvoa9xpcb64bKEOoq2FJ2MZIRrKa6QRwkQjpUx5TH2NO4FE1sag6SQThFaYGoTprIUQoqG8Rhpbzejsyo0R/f/iOaW6TfL8QcSWabEzGjIF14Jcmhw12V2aHKUzGtIBK4tK6IyGTH6MCeQMkBwkGc4oLd5Wi41R0p1STgBasM5oiM5oiBZvKy3e1pQQyTpNjMHXzZytt6WpCI33b3T05uGv9PHtkTEKSov18cF3X7XYfPLy8/p40yKH7m/Z7Pn0TE2wbuZsev6ZoCMyIMwNn0L29nyBw1MLQNeJIAUl04+VghI7Ld5W5q5M6Oo3uwEI9Z5h17oXLb56piYsuoxX4Gr0mOb1m93Mm3fL9Fe1sYj6zW49uCZbvK9b/D39VI1Fl/UEIJERgMOzAYdngz7XdMl2maQjMiCYvmqZUxFqgVMFSYYxAmUTKWXubZgquFGfS/bb23ymohdCYHmpJHeCq9HD6vpqfX3Z6vqUzi8HuvRxoGsQ9ZtevQOSv4S0GEdGL1tr4L6hDjFetpRA1/STItA1SNXyxaY9v/x8xTQfL1sK9KYMbhQhRG5FOF62FLfTBUCwX+VOlbnix2/a9HWA8X41rS8tew0sI0CscBaH398jvA1NMmjQe9wuml/Zwd4PdvNoyTzUYJCgIagtECFWmP7RCnDv3r2EbarFjsiA0L42vQ1N0rXtOWyBCFtLE1n+0H0OgF3v7Cb0408AbC11YQtEWOV28trnHwHp7943FubboYsiLYAG4XFU686M2T2xvhbfoX34Du3D8fgKbIGIZf+R89/hcVRb9JBoP02y1sBnL71t0bnXPwNAmX0BV68N0/KYU19T246ith217DFmf/y3Qf1UMgLMWSBYtmoNAL1/XudAbBDb/cAAV68N6+MDsUFYW8WOLZv0/V9+/KkleHJHZP3ttn9bs+mZ9sJbb+jOt7f5xP5tzdKoM4r2wfNsebUUCKSUpuxzAjCKp26jXLQykWH0Yie9358WqXQP4vNfp3s9C1zudgwAAAAASUVORK5CYII=) 0 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur236502 1s linear infinite forwards;
}
