@keyframes rwdcur3402 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 13 19, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEYklEQVRYhe2US28bVRiGn7l47CTOpW3kWBENwWqRyKKitip1waJS1xULNqzhn7BljcSeblmw4y+AkICCkyYNjmOPEzseOzPj8Xgu58ICURWUqgkxu77rc/Q85z2fPnibt3mb/zHGnM5cKj2+NnfpmTucVnKMdShsnhF4Ludnn/L9SY4S+oJ79jzgA760NePqB+TbkuX3l+Ex6EpOuf0M77tVinFA6mcoMXeBffaJ+KrksHTHofBkAfmogLFlY5ZDsnUT+3iN0uEMEV8kYF5f4DmSk5Up/S3FaMdC1RysmzG5GDFzuvgLReyyiWFf9N/XbmBn8+PSeHZ7rTxbW8+yqp2qdzJYzXxk1uTc88lmCi0UqLnPQO8znIFPZfGst6Pd8LYYxfZ4mo612s7OKMQSe9wj6iSISF5Q/7UEek9xOsdUlwLqxqK6b9jR5sQQcSB1O5kV7FDfij0muxr6M0Qk5inwtIdz8APV5W3q+EZDW3o7FcoeTGfeaTTy/HTh/Eydeyc6dw8ZdGaIWKHVXAS+6OGkHarpBvXF2Grktq6J1CgNR8rvLGl3vxC/aNtH7iBbHp8Thx7Cn5EncxF41MMZDKmuL1GfCBomulZIzJJvSL9n4f4S02wZeesFsj8lixJIcpQQr1lCVxPo4Qzyv+BrmobOqKWZKuWR9r1Au7+7NI8jWvsT3FCqMNUqka+Z/FdjXQ7+yGF4o1q0qGsnbxha1nRCKejjDzq4e7s0W8e0Dru44YwwFSQSLqz86gK9pw7DW1VKhbqydEOqtJZneWlyKvywjdv+laZ7QKt9hBtGhFlGIvXl4G8W+KbnEOZVlhbrWFZDGtR0Lkpxf+rHndQdPNPN8wNavRe405AwS0mUujwcXjsDP8InGyWC4wrlcp2p2cDQNZXkpcgL/NQdu5Ofp017b9bKn2tXhITiP8DhXw08pGc/4ENHl52VSSXfkKur93HsOpg1clXCi3x97Lnqp35THkxb2fPMFYEOZUKi5dXh/2jgc06dBQaV1H6w9Z6RrflTZ3PYNe8qy9wi1Q5G5DOZuByETX0kW3I/dwl0SELCf4S/FHhIz97A2EpY/Ugp3bAMe2VloEtR0ViMZaL00Btjnbqc7Dc5OW3RHrqEeUiqrwV/KTBjn4h37zgsPLG1c28lF2Y1yLLcnYbjyOtMl7p9me3tEXRbDI5dpnFIJhLkxdvtygIPuLupyO7Awr2iLm6tpUJlqMgSmSqGgfIK7qmv/+jIycEJ6SQkzxKUujb8pYDJpGJz6zHY6yaWs6i0qqTmoi1ypxAnCGM0juh6SkahlkmClnOBvyJgb4JRtXDWcqZJRqSkGkdFHcTC7J6gh2OTIDZUmmnm8/JXBAwi+h6oVkZ0M2Zoevw2LmDFUz1qTWR7P6DV18SRRgh403a/soDmnFHfY/dbE7sdcFTKCJOIs66B4fkcdhJO+oJZoplf9X/HALBwnCKrayVuVCycskYJSRoJ0kgwi3PiWDL/+gH+BNdL2CpZbReyAAAAAElFTkSuQmCC) 13 19, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
}
div.testarea{
animation:rwdcur3402 1.3333333333333s linear infinite forwards;
}
