@keyframes rwdcur48563 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,53.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFoElEQVRYhbWXW4gcVRrHf+ecqr5Mz/R0nJmeSdbdhJio0UkyXpJRg0R0vezuS1iFiEhAo4gXfDFvQUlE3WVZlkWQBMTVBx+WPCy7+yArCrIQhCTkwWg2bGZUoiGj42QuPV19qa46nw9VPX2dRCbmwOnqc6qqf9/5vv/39TmKq9V0RkDigTTmReKxgPhKXy34yPQ4oOKJ+rUOt3EH52rAV8+MN00oljwg9Q8bewJW7oF1z+5J3/EvYd2zezrgCnBUDK/3dnhkwBV4IChosQHiz3eFO6rLOxbE0ghFw7Qra81wo8BVKKO4kPgIyIAWkBAI4+uSKC8jwqF7B1cE1wrv36tI3fo32PgC2FgHIp2vLw/fmc+se+adlcAxsHBkM+4vHiHVdz3g0ZKKTW3lIbgEXClFcsLhq13jMHccpj8min/d/Y0QrMyA5eA6+sle5TAgPRxLfYi1QQzuFCCgls+CjkqmwJbUErwObIOnlOZanWOh4mFt2DXuLZim7+uBPcCjQFsli43QPdF87Op2eEIp1ugsQ/QzU67HvWXFHS32wPBbKhE8ZwbvAakRzBzF/3S+6bHIkJFvt0d5YwCnFe4qxbDu40bW8l34A9VqeMmVNxvwlM7mn0vf8U90cggAW/qGud2/BeuBzgDCyLfbwVVRzJ1WwSXQjOg+trCeIVZxvHQGqYaNiic1YDi2/EJrCHR29O3k6J+W4AC651ckNx2AzK2AYvXsnZDSqIReKjLKUbhKc41KsUmPcDdb2cZWChSZLZegWhccMHQ/6fHDpO96F1Y/3OoBW5zEZG/ucI3ObkbJHL8PH8Nay1RlFtdxyCdypEnhU0Oh6KeXYQZZTZ55FjjlnSXwQ6TWiLub3YSTvw+AxPcf4DcboHs3EBZO4wzsaDHAFj5HHhxitrSAril83wdj8ZJlFh2PRVuhJkEEYBIjmnJQZbriRfCgYUCtcAZn+mMwPfil8y0cFWlg89vtGih9+jukfI786R1IyYJvQYNKmSgcSd3QQv0fVwSxAlWLlCzTt5yMNeAvp4F6IWrNgvDiUXr+kMfb9zUgZN+/AakKGIXpdzBZB50xqFRkBFpF2aHinwwFqVqmx07SkopdClFzoq8Hvsy8sQEGk5i0prDnTPwiJPb9Ep0xmOEkzoCDybnoHhMJ00TCbGQISCBMbz5JtPNZ3oDmQvQVoLz95/AuVin8I8QM7ADpB0L8P58jnKpi52qEiyG2GGK9qEs5RKoWAgtWouxbWtqlq73pnLLH9LGBx5Puftxrd6PSg4g/g1SnsScXce7ORatWKspz24TRkScEwT9dITx6O9Zq8KfitXZUxIMdBui+TRPp7X/HGbgLnczjDNyJBAXCmVNAWQX/LRxwf70q0l1NwAqouDaYSJT+/6pUXt1F8qbXcK7ZRq02B8WzXQ1o3w/kkACdua5l0sk/gBncEo9CVdr3JeILUrZYz2K9AFu22KpFfIv30lrc9c+jtIvJjeE4vRCnbMeC28bzElaQsNIalOIkYfmH/yxNSHCdd3CY8it9FA/lKcwF2EqIVCxStSSfnsIWvogelRCCQlc4dFNIZuM7Tv+WJ1Njh1AmhS1OUj6xG1ucGAeOA1mdu30htfVNTHaUsPAFlc9eJP2XCm5/lJ4oYfbltThTGQgKBFPHQM123ZB07ge8ib0B4H1y25PoFEq72OLEb2I4kHnIXbMLkx0FwGRHcdfswpt6j2wyHbk1bRj443ku3nsixiToEn9guW25N7FXYC+QE5hvu5tCJ1pndAL2TyLvjWIlRKygAxODWRYOlz+YtMMB74Pa+SPYclRSbfkCtfNHAIYWn/g/UhOsFxLM+jSOYF23Y1fUxszgTtG5bWIGdwowtnRHudJ7+Cbp+euNAkaiQ4GKO+39KjXlSPr1jZeDC/xcJ6OuzchPWKz6EWtZiXdXLFfIAAAAAElFTkSuQmCC) 15 15, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFdElEQVRYhbWXa2wc1RXHf+fO7Oza6+wa5+GHQjAONCYQkgJNILRSKwRBghYofAPEQ5GQEIIvIEVCUPgAQsCHglSpEqKKWj5XQkq/9CWQWoEiXgo4CZBQp4Q8bOJ4bc/uzuzce/gwu96H14Ek5Eh3R3Nm7v7POf//PfeOcKHM5BW0fqNNv2r9XkFjMRcKfGhqGyB1R+PaAHf1Af6FAB/+dluLQ1isgDZ+XL0ScO4VyK8L8tfufpv8WLAEXABf6uCN0Ql+vgH4Aw5b+T/ZkaQreEa6THKgjiYVzdDOz1rBvRRcPOFY7n2aWVvA1q+LovwRRNgN3AhaUtj4LKzcTlP1unT6Gf/86tcK5wKOB9G+fvrWPQiDN7dx3mnnTsEZwEWEvsTnxGhC6finIDM0aWgL5hwpWA7cpDnl8Rnwepmffg/MbCdomy3fB5Z0MgFXlkXwBmAruAg5Maw1/ZSqIc7Zrry3wXQJyCztZPUgTG/qr5e6EzwQYcQUWE2RbythS+bLB9EIYIyBbSXJrqlJdo1l5zhaSVpeS5vJ0NdbU9I8wG8Hz4gwaFYwziWEtkIU2TNm3ppxQXpHD2cvfRR/+E5Aqb23m+mNb4ALweQBZejrrWlz8aQJXhdcgGHIrOBqxljNRewtH0Aj265+bSTUrnsD+Z3+8B1kRu5CRBAxBKMPYwpXLk4YnrkBcgYJzGKTEV/IiGFAclxhhvgFm/kZm5ljgZlKGSLXAt5LMP4c2StfAi7pqEB+dIfX/9MlpfH6ryH55p/cbe/BOcfx6gwZ32dN0E8POWJqCEKRPgZZxTBrmKXEvvALktiitRbeB28kWP84Ynyi0gE4OtkSQDh5i539mMzIb9sCsLMfs3rvT5gplzA1IY5j8BxhtsK8HzLvqtTqZc1wCE8NlSRiqhqm4ElLACf/S3z4dcTrgaPvdmogLCbH3y7V+q/FH74j1cCR3bi5z5jeOsHEhIeWHcQODEhuKqUja5paaOy4qqhTSFx7OaVMfPC5rhpo3I1R3HpYqkdAHbpjLcVHoPTr/YBSeGsDGil4glf08Qo+Ju8huTQIjKSrQwARsIpGjqktH9K2FDt2QkAajegrSntFQfN/3oQnCXoaIG2dc/fuJ3jyYkzeww1m0cji1TKYXi8VpifN4df7q9c4B5xdI5LwgYPMzSfMfVVOl45awBG/egR7PMKdrmHnLW7B4sJ0aMWikUtL7zRdfYuVPvN20+1pQHF75BfW463YQHJiD3bmf8BJQMj9bgxvVYAp+Jheg8mmVJisQXJmkRZ1yvSmSeAYSGZZCpZuRvl1z2RHbqVnyx8I1j9Ozw178AYurT9UqT4/icYOLVtsKcHO13Bli8YuVX6iaKSc3jFCz/Y/EVz+FOjAD6YA+q7Y5Y/c3SyRCfAHbwO4P/VYKT95GI0VrThc6HBhgqs4XOTQ2BHvr5IZ3Ym/cjvBhqdh7a1nEUB1ao9bONjmsgtfADSdmkj4xAHCXT4L31SxkeKqFq06NHJ4QwY7/S9UHa70Ccx/umwA3TRwmSlu/jK74RnMinGSY38lOvn3WWb+s5LGYX7g+r8Eq355nz90G8mJvxH//B8UfhVjej1M3sPkDLWjltKuTSl46aNUB10OJMtJ9DKKW14hN3g7CwdfJjzyPBA3quYP/8b2XPfW4suVD+4nefEQhcBgch6mJxXmqZv2NUpGtxMxLX2g0w5R+uQuSl2f+UumiQ8PTaC7r8KpRZ1iEq8F6PvPA2djcVI79U48+SaueoJ48k2S2ql/AzL/0OdoTXGhJZmJaX6Cdc3+PC0/+hiDOybIjz7W5peM9v1xo/b+flzBUzAKUh90jgtk4mvPC5d/H7jCj/Vl1NU8/QHJyneu3nv2aqcqIQAAAABJRU5ErkJggg==) 15 15, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,78.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGO0lEQVRYha2XW2wcVxnHf+fMzHp3Z722E9/bNJDaxJGc0pbIoXlJ0wBKhYSiPLQPlSoFlYcIgSJAPCABygsgVMEDKhGIIoQKL6VQeCBqS6uKtg9OiSLS1GmTGpGGOPgS1971XmZnzvl4mJ2195LErvikI83lzPn9z3fbs/Dx7CmdnxR0WnR+UoCn2mZoX9DZ+sisD5UWVJegUvIx2UPP6PxeyRw4I7kjH0rmwBnR+b0CQz/bCB9eekTaRSRwT1CuAKgt0sdUavuV7MNn0V0DjYc2WKT8+hRSu3kv2p8dWdoPwI3+6foMiYcIYAGTXCt9B2Bvy/0Bp/9QExxAdw3g9B8EiOEKcFV9f8lIhNg6PI5AZwH++LMqs0N0bvwj3b1HgCP1NxESdpZqQ7a9ObUO9zo514JYGh7pKMAff9bt+fSX/UPn8A+dI7Pvd+jc+BlgCvi7ufkGtnytednyh5jlt/B2psFR4CqU07LzJvB6/jmtfOX6f84+9BeUk47vU9tQXUNEhcs7CBdPY1JB9N8XPqe6BkE5mKXXqZ7/Cn1/GMXb7YOnUFqBA8VTKyABqMT1tgkOnGr1QK9y0g14Yjo3hpMZqIdh9UdSufrF6uzPFypnH6O68zT9b47SdbCvCa6Uomfvt4FcU8xbzW25X0F52NIs2r+38TCafxlTef8nG+b9leKlweEk4RzVBu8Wj9r8j0EX6wLoKKJTphzRufEzqd3fQ+fGiBZeJrr+PLZwcQBYil3iy0gnuAaUIqdctkuW6fRLWBuBGDolYDy7s03hj087mbswSxeAZdBZsGXVgCfAFnhaaT6ht7FaLXHOf6UOtbcU0LkMtT89fHUHZvlt0FXQmfgjnZXhhTrcaYenlGJU5xmgh6VKiU5Z34bacN0P/pPgy9DcvhZpcUkNX5uKnzvEpbYB7inFkO5mgp2UTIUgMLeEbrQkCe/XvZ857939ONgaixMvMvCOz8Y6Hr42FTeXpM43JFwKzbDu5j52MUAfZ8uXkMDcNvubBDj9B8+n7/8FOjMKgDPwCPMnv9sQMLL8WcRI3Fy8uMkoR+GiyKsudqhtTDLGp9jFBWZYrpQhaKn5vv3gpGHxtXYBEpUbcAAnP4l+rUg6m+HR4lGstdyoLuO5LoOpXjKkqRGiUPSQY4h+RhhkhVUulC4T1QwStux87JtktENl8dUWAdoX5WaxlbmGCFO4iH24m77f3sdyeRUdKmq1GjiWUleFoluiaKuEEgHg8QGOaCpRwEK1FMOjFgEfPE3FydS9uv6uEWTduw/v7sfA1gjnXmT7Ky6L+//J4DsPImULNQsaVNqBtEZ16fVcSNYUQaxAYJGyZeGBczRVQocyTJJQ2ZV/iPv9NfAU6Z0ZbCECsSxMvk3+ud1IIOAonB4XJ++ifQeV1oirQKu4OhRxa7F0bnEdbGOxqdI3ZnF6XGQlJJwLAAMYCk/MEMysEf6rTDgXEC0GmJUQW4iQNYOUDFK2SFXWY9/0a7g5ASChKjz5HnbNEC2FcRnVTzG1p69ibgTYj0JM0WDXDLYUD6kYJLAQWbASf9Jg315EeyeUUK2dmKH8VhZ35EvAdpK4hb+8jtQsUrGYNYMpRrGQikUCG+/eCFi5TZe/kwCA0WPl7PxPST/4K1J7vgYM1Xciqnrq37GIssGsRphiiC0bpGbjzI8EDERXXZj4Dgx+/rZe6CQg7zrZrNP7AEp7pHZ9FXfkACD1VYwqf2sWqQlSsdiSxZYibMViAxsLMcLyM4fpHjtJ+q5jILUtCSgQFRCJe7ktXCQK5p9rmiGRKp28QunrV2JvBIKtGqRaD0Vg6Tl8nvD681SL790Szi194+856ubH/4SbJzLlNeb++EmSs0BiI0df8rL3fCEsXIIfXCefdtBZB+076HqfWHxoGvBBhcR9wLDZ80BieaDQLnDiWGbyhy+4g4eJFv5GZfoE3b8ZQHkKnXbQmbhH3Dx8IXEZWzsPrFs7HMBN5XGy8bWThZ6h48Xj7yOhYCsGU4qrYzPnga3+M0pMc88T76a8/olasDjDf36/F7AoT7p/vbuxavF4Ev+kn7SJ2WSxbsWUJ7nT49iqpXzySgu0zRN3DMHWTUK1duIyUmpNuM5h+P97oGGObCIH1P8A6dHpQ3ytLVkAAAAASUVORK5CYII=) 15 15, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF5UlEQVRYhaWXXYwbVxXHf+eO7bU9G2/qZJPdFEiTFJK06TZpyQeIgliBVCSK+hCJB6RKAYEIKlKR+BASL4g+FKm8wANSEbzQh6ovIPFeaAmoFAWJNMrHpkQNbbLK7sa7Xntsz8e9h4cZr+211y3Jka5Gc+fM/f/PPf9z7oxwb7YTWBn5xPgKmt1ob141u1fQSMzd4VZPm8qcejs/v2wqcwrV05vBZ5ZOApJNdK9dcJeNu7MjXvWUTj75vm57al0nn3xfveopBY50wWdr8zpbm1eMn42yYkqKFBUpKOIpGAX4/3fAP/DN/L6zSL6SxpavkN/3bfD3fwPj6+zKSZAsPhekY2AHXF8axhOoAEeHfeIWLhqcsiEEjee64OG5NZZmL+FNzyPl/VB6AFw7A3f0UtGjNmhTcz/Jlff9zFQewd75G3blrcMQXMmePmi2P36tdPwVTHE3rnOb9j+/yvS/fMx9ecLLAfUvC6XjryCFKqqOaOEFopt/gtZVUEufKGUUgUpu9iv14uO/R0TQqEbnwvdIFv/Q5+t/1qs+8rraNuKVqP7FkPtoETxh6YGAiSMv4k3NbXirOoLXHkNb17OYewRyIwg8aCpzSMZNClXQeJNL8IatvSmAztbm0zU9gbzg2rcw5b0D3iIGU/4YtnV9CGyUBi7YO+fQqAZAsvJXEhu8OfymPwQuRtBnZkiWXxtw1egOrnF5BNRWGsA/lJv94mU0ScGX//w5oKe8PrX3g2PAriYs7b3GxEPPk5uexwXvEl78AXb1ItCmX4BsoYENkMFOJuBasgGeAfaDI0JRDPev+lz58U1WXl7ElO7H1v7eXXSIwOgyHOpkGQlTTueNgDcMXhBhj6mwZ8cuyj+fRMMl7Op5kPwWchulgSzCQWoCCDPvnUjnPSA3CJ4XYbfZxiH2Etg2YWi33NytCFTwj+nUq8dwTiEnG8AAM++dgLykOe+CeyBGmBDDHlPhKAeYYQf/ba2goR3oeB9IIL/3TN0/8RviX77A7WdnkAmzQWC29ikoGqRg0m33BMkJeTFUpchhM8MTPMpxHmWdJrV2C8Juxxtv3cSoFKYxk59IyfxjCpUVyuUSX2o8jXOOxU6NfC7HrsJ2ShSJiBGEKSbZzU5m2cUadS4ECySRReNN4OqDvxOC65sIGF933/gktc8s45rXUNshPl6HjuO+xTlqrTomFqIoAs8RTLRp5AIarkOsSUqYd/DU0E5CljpBCp5sIiABBI2hHcjaXVGrb8wRniuQm0woPGEwJcPtw+fZ9fZjaMtB5MCAFL00HROmp4Vud1VFnULo0JZj6dh5emWnQwcRA31ACrr9jw8jIkhBkLxw5wtvA0rl5YNoqOAJ3lQOr5LD+B5STElgJK0OyZa0ioaOpaMfTKBXBRrJ2tMXsfWYZDkivhUCFrCsf+0S4aUm8fUW8a2QZDnErsW49QRtWjSwaMuhHe3l3utV0Dgb7AMay/ozV3BNS7ISp2Wk6UdE9OIN7GKIW42xDYtrWlyQDm1bNHSQOHCavrKBPZ7EcCPSWJrfWUBb3XO7N+KXbqKRQ9sO27TYRpISaTs0dGn0VsHp2C4/ngCAJtL+9UkmHnoeqqf6IlHp/PTdlETLYusJthHjWhaNXKr8RNPMDQQ/5sgZPT01V/rIaQoHnmVi5qlsBc1WsdL6/n/QSNG2wwUOFyS4tsOFLiXS3YVjv4XKw2N3YPQJQf2KXXkdgLB149zQY00keO6aAvi/+jiaE1zeIjlBs7NBMPDOL6B+dawMxiWqAFOHoH5hjI9BcnbypYOYosGUPYzvYbI+sfzpf2duWflpv65S/HFfxdFY8P3f/WHpxKuWfWd/1PzWAmoV18kqo+Vw7c01P/pcuMs/I8Dkd5CbAlOYRmNpnLmKxoprW2yQVsdgFY22D1crW5pfhaDWWy2v2353cGPVxpnul3y3nwyRudt/w671gQNoLI2vX0U7DruWZI1s+Gek3+6RwAjTWJpnF9Bgs+BGp+EeUzDOPP0QGpD/Aa1Q446MZ3+FAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur48563 2.1333333333333s linear infinite forwards;
}
