@keyframes rwdcur231399 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB8klEQVRYhc2XPW6DQBSEh8htqhTIipTCyCiRKCxDFyli75EyF6Awh4CCC0TKUewmnbFcINlyRFqLU5AmbMx63/qRYCtTLeax8zHsn63R2K/B0OdHbnHqOms09muOuKBdNWga4YNPFi02OcrdEo4b1H0nMTi8eH9+0xaFDz4Wm7xPXz0AANy/OLK9fS3PYmoEaHQTPuHxu32utycBbsKnI1PHDfD5kVunBmPXMXIEsH0t5Zs7btC6Nxr7dblbGjt03KDuAkJ+AlWNsRCCVccFkQCLTS6n4mH8qnGWZUaApo4LYgH6aB03QLlbso1VRVEEAJjP57I/HYT8QR1cd7fXvzI2geggWhdNEkKIPxvrQHQQrQQo86IoAACe57HMqHodxBXX/DdSn82yDEIIlLul/OTGaVgUBeLZDPlqhaqq2Mae58G2bfjTKZI0NSZ31bd5o6qqkK9WiGczY4pagL+ad4EgE0jS1GjeTC+1rYNI0pS8b51z6lE6nA1kApcSezMCzFEfqkuSbIAoimTHk8mErFuv163aU2ptRtxxQA1O27ZPPquuhqyluC/pluL/sxnpIIALb8cqBPBzwonjGAAwHA6Nhvv9HgCQJIk0BhgHEh0EcHwka0Ao6YyBE0cykygQSlxjNgAFQolr3BlABaHU9Y/JF7nudy++qKtVAAAAAElFTkSuQmCC) 2 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACDElEQVRYhb2XP27CMBTGv6CuTB0iVKkDEahIGRBhq4TwPTr2AhnIIZIhF0DqXqlngKUbQQyWiqjSFeUU6dA6zR8/x25Jv8lRHv5+fn7mOdZw5OXQ0Md7YunEGWs48nId6YKa6koMlhOPDNq+JUhPOzjjeX7pTFyVH14fnqRBy4mH7VtySV85AADcPTrF+LhOOzFVAghdLxe4/x6XV99WC6ZbJAW4Xi4aKXfGcwBAetopJ3TG89wEpAFwXKfFyoVp2ZgxppxQxOmCkFtAGcdxrIwXcbog1nDk5SJYHEWRfmc8x+1NX8u4Lt/3AQCbzaaYSwZhAV+FVd9bYW5qrAKRQRQP9ep+eV7/yVgGIoPolYPS0w63N/2GOeccnHNtM1l8HMdgjCE97SqL7QE/W8AYa6TcxFgG0gahPAWccwSrFZL9HlmWaRu7rgvbtuHNZgijCK7rkrE96sVvzYWyLEOy3yNYrZRZlAL81dwEgsxAGEVKc3G86mMZRBhF5HtLVYBdqXwkyQz8l1p7QVmqVJdlkkltAN/3i4mn0ykZdzgcKrFtqvQC3TqgitO27dbf1v+SK72g62KU9YNKZ+oSgmpGjf5chgDM7wEyY0CjHcsggJ8bThAEAIDBYKA0PJ/PAIAwDAtjoOVCQkEAzSuZAKEkMwYUVzLlbAoQSrrG2gAUCCVdY2OAOgilzr6iu9Invhpv4KGN5mIAAAAASUVORK5CYII=) 2 2, auto;}
}
div.testarea{
animation:rwdcur231399 2.1333333333333s linear infinite forwards;
}