Eksempel 7.4 i iBog B2TUZOV3RLVWI8b2I8Uj1NRExDZE5GWl5cXD1BWzxKOkROTkVZVEJCYE5cXEBOZFxcUWdxeGhYSmZIb15YV1lhUDx1d1xcVUo/TVFCZWxgYEw/XUx1UE48aE0/RHI8aFdvZXdiUXVQPUw/ZExmaXFRXFxYZ1VxUGlwPVFvZWBvYkBPPGxMZkBrP0RsWFFMWkR5SU1QTHhtSURSO2BVTFhLRll5amF2c0hxXnRQbXV2RmFxbXFtc1RQYVF0cmFZeERqO0hqO0h0TklSQWlkPVZaPVZsV2B0Sm9lWG9lTWB2ZlZfZVZ2a0FpXmB5RG5kb0BdUj5tZmFuQF5iOnd4aXl1SXdjSXdvUHhrUmBjYGZtSG9ja0hnbk5daEdaUj5dUmw7TFRndWxoZFVEXVNGXW9QYHdwbFdWQVlrUXY/TVRuRU1qSVc7RVI7TFRFQHFjPFZaPVZsWGw8bHdYaXF1QXlrWXZkRU1nXFxOXlxcdl5Jc01Ac09pTEFdUWBobl9IdVVZdXk9eWpJSkhITUZsSmhNS1I8TVJgd0JhWEtVb0Z1cDtnZGJhW2txY2xPaGxOXnV4dztRZmtgYlZhZHNZd2JBXWs+XnRJXktZZVhAXFxPX3JdSWo9dlp0XmhiQWZeX2ZOWGxNWHBgZ3NUeFxcaW5lQnB5P0hqO0hqQ3FjZj50Yl9wZFZ0Zz94cFB4PkldXFxvb2Zhd2Y/aGpWZExPZGRodFZPTkVCaT93ZUF3VT13REF3bWFIW1tSaUV3PF1UW1l0YkF3YkFiOj9CcjtZbGF2Q2Fpc1V4WnlSa1VXOkFyYk1yWk1TYHlWSkNIP21SQG1Vd09ZT1tlSkVVU0VVWj1HWllmWj9mWmtIVWdpeGV5dF14UGNpeE9Zb1Fnbl9obmlzVXdIU0dlU09lVE9lYmF2cXl0TkdkS0dVb09XT2liRXNESGFlc1NyW0FYQHFjV1NpdGV4ZGljVXNIWE9Jb01TUXVUcXVzWGdJQG9iQD9YbGtGYGtSWXVVeVV3UGlncG1YcF1ZWztmXnN5dll4SVtVdjtIajtEYnNXSGFlc1tTYFNYdkF5a0F4aTt5dFdlVVdFZGNHaF1FUjtFUkV1T3lyO2diUVVUTVVUWnFGWktFXmtpTFF0THFoaXV1SFtTXkt4WUN0QVFkTE9kSm9pdW14ZklFS2V1bmdFRHdGZkF1a1dGcjtJUjtDRWVUT2VIeXNJeXF4Z1l1PXdCSWtCTE9ibUlZc0VZWHF1WGlZdGF4S0F0SkFiWT95dGl4ZUFiO1NCWllIallmYnlicG13VklDeWliPVNWXVV2eGl5dVlyP1NZcGF3c2tXVkFpcGdXVVFEcktTRUdiO0dzaG91Om1lXTt4RW9ocG94eGdZdUF0Q1lEYWtTaj9VZjtEWU1GYVtEa1FFRFdyPGtFeFtZcmlJU0lCVUVnYj9nOnd3c0NXTGFmd1dZcVF5c0l5O0lTc0VZc1FyPFFScXVYcT1Wa0dmPXViWGNJdF14b1l3UXFIcGtIYml3W1lyQXdJeW15Rj9TUFtSVm1XaG13b1l3UUl2ZUF4cFdUYW9TOklYaj1IZF10YkdVbVBSRllrQ3FLPVQ6b3k6RWg8c1l5dXlNeWZJVWJCUWJdPVZ3c0VZc0VKaVZqeUc+eUdCT3g6P3NKeVRoeXV5d3l3aVg6d3RaWUJaYVc8U1U7aXQ6SWJPQ0RcXFtlPnVydEtJdDtjQkF0VV1SWz1GXkN0T2t5cll2SW9EZ0tVbkV3TGlCT0NDY2FSblFjUUdFXT1WWk1QcHlPQ0RrRlxcWFZFU0NFU2ZdV2Z5bkl1bVh0UXhdTU5cXExORVVDRXJhTVNFVVNZeFF5bWtYcVF0XXhCQHlobFI7cVZtWFZcXE1WVHlwaXV5UXlVeWVxdXV4SGx1UEVYUEh2ZD13ZTxzXWVMd2hqZVRuSUhKQ1F5dFF5REB5UVxccFhAb3I9VU1JVlo9VmxYTFE8T3hBVmI9V2J1V2l1S0hcXFduXVhucG9ocFdRcW9XVW9yQXBjSXdjeXdZeXFBdVVDZVNHZUpIXW9cXDxxOklLV0RQXFxdSkxkWV14Uklwb3Z5b2RcXFRfTFlFcEtKeU5NTExMbFV3UFk/QHNoUHhpcVRgWFNGXFxbUkRrP2Jeb0Ryd2VRc0dYXXVyR1hdS2RvTWZvR3JieWlaU3dyX1VoU1JCO3hwRXQ8W2REYUU+c3ZfZVZfRXZaQXVrV1Zxb1dXUVVuP1dLP3d1T2ZKS0dcXHVoZFt1QW9HbHdYaXF1SGlldXNoZGV0RGtZUWNZWEVUS0VobFdkRUdiO0diQ3FjVnNTUHlyQXlCcnVCXlNVX0F0Pj9DQ0lzQ2lkWXFZWVNmYlNHZVNSaUVST2tiPl9iPmdiP2dld1NZUEVVU0VpbHNXXFx3Q0JvVEJTZnE/c1dlSW9Nd05hYkNTREJPU0VveUZhc0ZhR2Zbb1RdcGtIcDtFeFldcW5ATT1UbmNJamtgV1NRUENNWWxAeERMcUZJc0NJV15Bc0tAUmtkbG95TFRFSnFIWW1xdj5hcj5lWG9leHBld1RpVmBtVmRQb2RwS1dMUU5keUVkWUZRc0RRb0F1a1g8TkdBdlJJdEtJdFBxdFBsUWZ4b2l4V2dlZz9pcj9GcFhWaz9RcG1YcD14cGROX2Q+d2c+XFxTd3l4aXk7SXl3eXhZeWlRd29YZ19UZ2hGdmRARm9yPmlqQWZHZltHZmF3ZmFyUHB2YHF2RmphdndqPmBUYF1iX2RVaG5kWXVxeHdMaF5Fb25Jd21oaXdnaVtWQHFaR3I8WG1xdmdcXEZkcGlhZE9laV9lTT5kYnFwbF9jPVZaPVZuU0BqY2ZsWWdvbGZyYE5iQ0djQ3FvV1dxVHFwZ1dlXl5icXBnV1FuXVhuO0huZFZsV05lYVBeRG5tRHB1XFxIYXJGXFxxaWR1cXBgTm1NZndcXGhvQ2hkaz5gaj5gU2l0QWZgZ29yPHZbcWhoZXF0PmduQ2ZgZ2dnZ1FfPl5kX2deREB3Z2djYVlvd1d5d3hpR0hnSFZaXUhnPVB3dT5ia1FlSl5bRl5rYEhjcGdgZ2hsPUFyOkFyYl9paF9fQFd2PEBnZU9baFBbRE5hdz51aGZjPmlrP0FuQmB1QFddWk93V2hdVFZqPj9uQUlkS1FfOlhfPlZfdV5bbD9kVl9lVl9kTl9eXVZeXWBuXmByWj9gZFFxVnlaPWBlakFpdl5cXGdXc0Zhc0ZRc0RRZEtHZEtRdExRclBGcl53altub11gYGI/dFpYZXFwZzt3dzxHbW9wXFxpbmVGUHR1VmZCV3NcXF5odGZpeXF5d1lfUF9vcld5cGlfRF9tWz9nYj9pYXFzV2Zob2dodm5bW09wPUFveXh4VHZcXFF2dmhxd3hIZj1xaml2ZXhAYllWW0ZeWz5YeDp5aFpJY1t5bk5GYz9RXnhvaXh3WkheXVJgYGNPdFJJcF1XZW5AZztuaENfY0ZfZEo/ZFo+eF5pXWBWYUZGYFdwbnBQYjp4b05GXVNSeW9ZVztHSTtzSHN4ZUNDPWNjaEN2W0l2OmFYeXV5d3lYaXF1d0d0PVlqZlhYbE1YPGl4TVVNWkFKP2xyST1zaFB4bWFrbFBwbGBwb2hwQ1xccXhJVFxcQUpgWHZqPVFbSG5bWG5AZWs8bG5dUVhzQHc7UE9aPU5WZFA8UXNIVGpGcHg7YVZ4eFl5cVFfZE5fWXZBeWtVeXBpdVRRdVRBRFg7XXR2eEpAVG47cGpWPG9qeXJJeE1haXZfaUtTTFA+RFhZQHc7TVlycFlqRHVbPWxKeXJOZExPdHNZeFFZYGxOYGxLSGxLWG1VWE1WXFxNRnhtQ11Ocz1OV2RrWDx3SFh3WVBPXnVqTmRYT3huO1FrTGFWRFBuYEFNR1BKWmVwVmBtVkhLTWxOZm11dkhxckBxcnF0Z1hVd1F5b1lZd1FpYkF3Yl9dcllsdj5kVFZrXFxQblxcXmVPZnhmd3Neblt4Pl9xXl1aUHNtd29LSV1uYV9CXmFRWXRiQV5EV3lmSXZbSVxcUG5cXHBfWF1IZ2NHR114Zk1YRkNjUz9ySkF0SmtVXVF2XFxBY0R3dj1lVFBpWVJLRExtWGJdZUFjQnFNdj5JYz15YklzaXV1eGhhc1NXSGdRdW9XQmNzQmFZRl1TRnFtd1ZJQ0FTdGBnU1VfSXNNSGhfeEBBdz1FZlFdZFNhZEVpdkxjWEltRkJHRkhfckB3VHdlWXdxR1dNaWZXVXFvV0RhZGNLR2RLR1xcZ0l2PXVES2RNbVhiR3R5Z1l1cXQ8UXJcXF1zUkdIbE1YbFVGQW1jPkVHPEdyQj1WUkdJbW12PmNCP2NDVWtIRmtjUXdHWW1TWmFpYWljZFdlW0dlQTtIZVl4YXlzO2FZcHF4cEF3S2FkcmtSW0NTWm9HbW9Zd1F5aXdVeU9pdE9pYFtGXjtjcEF4Oz90QElCU0VTYlNJPmFYc0dpcz9WOm9DV0tJPnlyQVlyWnljVk1VPD15Wnl0Z1V1cEdiVll4cHF4QGV1XUVzTGdGWmt3bl9obj9oaDtXTmNFRkVTQ0VXQXFjV3NIaW11ZjtHYjtTR2VTP2tmdWtZdkFJUGdYTEVFbz1yVjtUeXloaXV1cGl4b2loa0doO29TXkdnY0dlS0dkO3N5d015bklnQG9iQGtIRFVyTGdFREdJZmtVdj9lQ2FWQHFyQHFkUG9kbD1JVmtIVWdVUG1UQGt2c1l2SXdxXFw8d1l5cXlMa1dYeXJBeTpEdT9hcj5BakRZcjtRa0BFdDtxS1hcXFFyUXdPWW88UXI8PWxkcXRQcXRgbVZgPVE9TGtOZHM7ZGxJbG1mPFNmWXFxdXdAaXI/aUxPZExvcFdXUXVLSXRLZVVXZU1VZG47SXNIPEtFPEtoQXdLWW5deFJJcHhxeXh5VFhgYUtqQFU6PVI6PVdiPU9FaHI8RG5hPVZaPU5lVE9FYFJycHBwcFBSWU5jRE9DQHJtUG9HYEpoTFJCcHVcXHhSdUh2OlVsbkBKV3lKdFhNTnlxbUBMclBSXnRScD1TaWhxckV4XFxZc1F4T0FwS1dMbWVcXHJfWXNReFZHUW0/bFVJPHF5PG5rSHRSWE5UcHVAXFxWYXVWUVF0aEB1dlxcVGphVktZVHg8VFRRWVZgcVhNd0pIbEtITEdcXFE+ZVI6UEpJeW1ETVJTSUpKRFlnYFVzUFg8YWpDPHY9cVhmQXVrWXJBeEtlbXRmSHVsaFZFUHBsUFBGXFxSXFx4Uzx1cDtUS1t4UlZ1dD48eTpMd1o9dnREVkRZbjw8Ult4TE90TFlVcXBlb3JAcVJEWUw9cUhdbmVsd1p4a2JZd2VZVVNFVVtRdUpgUFNfdl9PZlxcT15MP2hwb2hwP2s+RnJBaGtHaGtPRmhQeXRpeGU7aFtvZ0h5RWo/VVhtVVhJaW11dmxZeG15ZXZDWTxLRktZcj1ZQlVDU1Q9UlV3c3lvVl9leGl5dGlrR2hrUz9lUj9zUndBZzptWFplQkpbQnFxd1dZSHFzSEFJUkNDQ0tnRWRnVlpdSGJRRHlpeXF5ZWVXT25tUXdkUVdsVW9kUG9UcW9Vd3A9djpJSnJVa3BBcXZcXFlyQUxYRVRMcGpUYE8+bFdpeG1ZeFVyPVlyWG5dWFZpcFV3QFZKVHJoWGxOPWpkbVFfZHZjWHF1dVhQYGtGUXNiaG1IWUpAYWxsTWtreHJeZHlIVXNeZWtrQVBVZXF0ZXg7WWpBRFhaeFNsXVZBVGpGXFxLcll2QXlrWU1wXkVzWklyPUhSV3VZdGF4Y1xcT2ZcXHNBeXJBbHl1PFdKQU4/ZEo/aFJFcExnWXVxeEt2SXVaQXZaPW5qVFdlVVdcXHB2T01VXFxIbER0bz9ZbHRUdFdNcXZlbkl1d1hleUFEWUdxa3JcXFJdWFA6XXBtQHVsPXFsXW5FPHdRZG52TXlWeXVdcFlreU1sWXlpeXFxPXdKSUpFWFFDRHFrQFdORWtEUGtEVVNFVUpDeHRrWFZBeVZJcW07VG5nYXVzWExDWHFdeXJJWEpDbFV5cFl3QG5aQFJPZVRvYXhjWXQ+eUtRRVdDcHNdVXlDZUpiSVJNPHJuVVVwYFdXUFFvTXNOeVVheUtTYHF2YHBedHlleWpRaVdGXFxPa3VxTFBhQm5cXFZJaHNOZWdnaEdoY0ZHYlZpZ1VxcEdWa3VGW0toXTxWbUdxYXlveXZpcXV3eExOXFxMXmNHZ2NXaG1XSGRRQGp4SHRxeGdZeWhpcXVXQ1dNVE1VVD1zaE5jV2BtcldrYmxPZzs9d19DSGFtc1ZkeXRXcnBed3A/d21ObTt3XkRYY0RwZWBmYWJnb2lHY10+YlhJZlVJY0teYGo+WlFYZG5xeFNZdmtZYFBmX1JwdnFgaXNReFBoX1VPdjs/Y2xfZkFQeUNocUpeYj9PRGNCP0l2djtFXV13UkloT3dzXVFZYT9GSj1JPFdyW3FDWFt3c2V2RGlkd3NmaHdobXNYXFxXeEVBVz5TVEtlU0VJZ2lBQ3Q/cmg9WTxxU1RhV0E9RGxNY2RnZVZxQmtjVl5laG5vdjtXVE9rRFBrYj9pVWc9UkhVdT9VR3c9dExHRG5HeVldcmI9V2tPUnM/RHJVdGxjVkttVFBtQndndj15cklvZFBvRENHY0N3RlxcVWRVWWV1Q0hyaVZubWJaPUleaWRRZ0RfeVZdUVVcXE9jZVNzXWlEXnVZY1N2S0NCTXV2Zm11dkdJaXNHSVNIV192QnFTPllXSkV3WXlSWDtUbHVGZnVDZFNIVztpaEd4cXl3VUtFUjtnZU1XZ2l5dUloZFVzcGFDXFxfRWtjRXJpUzphWENzSGlLeHJBZkdJWE5BU1RhU0FrV2ZFU1tZYlV3RDs9V3FVeG5ZVms/VVVtaGZFRmRLVENNVkI9Y2ZBSFRzVUlJdm1JRE1pZXJDWDxxdUhxV0pBZFtJVnV5Z2w/dWxhSDx3Ul1XSD5tWU1faUxPZ29XU1k9d1c9ZlpJWF9HU1dpY09HZE89aGdxSDpvU2pJV2ZDSXlJU21TRl1TRnNbVWhrRE07ZWZBSHhdcm5dSVhzQ1JvR2ZbR2Y9d0pJZm15ZEBnU1JNaE93c2VzeVhfdGJhQ1BPYmRvQmhHSGRfWFRtQj1FVE9VREZfclpXRHdvYklNR2JbR1ZZaWF1Q1BzWFJfd2pLZ0FLQ3ZPYlY7eHF5eFk9aWpFdkBnSUFpSUB1eUR1dkVrVmhBY3lpZVFlQnlHZ2pzdkVpd215UmpXRUVFRHFraF4/SGlxdlNZQjxTWE53ZGtfdk9tUklXZW5PWW9RV1xcT1ZXO0VAa0Z1W2N5eUJ0TUdCbVk7RWJNV2RNSXNNd0ZJX3l3eVVBdWQ7T2ZqXVJva1lNX2U8b2VjZ0hqPUZHc2d1Q2Y6V0VFYWRbVXdTZ1hMO2U9b1NBQ1hxO1dGeUdjSXdjSXRLSXRSXXVbTWg9QXlZO2Y6WVdkWXNRb0ZAcXJZVWhsd2NYQVNoZWZhRVNpP0NBXVRFQ0VTZWJwb1JQQXdLXURyT0Jfb0NgU2NnV1ZMSWNAPUNhVUVyZXZsUVdnX1lAbWNHY0NHY3JcXHFDTWdFQHl5amNFTUdzdkdETVNWZl1WXm1XT0lXZXlVcWFETmVoWndySkl3RndFcmlTP0NJWW13Vj1JRmd1Uk1jckdoVk9mdllVYW14bUl5PGFpVTtmaEFXPndTWmF3XmFuUWxPVj1OanFRRV1TcD1NXFxAcmVxd1dZcVdZcXF1S1ZgUV08WV1JU1pBUVs9dm95TkdBajthVmNIV3Bgb2pRbmpcXG5mcXJMSU1GZHhQZG8+VFhEXFxQW21RdWxRSWVwb3B1OnRTaWlMZWxUSjxZdU1MYFRxYG1LUmR3O2B3Okh3YHlzWXhReF15cmlMZW1wRkBtS2xSalFzYlFyRnlreWR3V01YRFBvQHF4d0RNbl1xYFxcbUw8VmtodkdNUXFxbkNwclhMTTtMdmhdVkpheXV4WGlxdXRoWEVkV1VNcm9gakNxb3NMSj9YTkRJWXZIcj14SkF4akF4d3ZsWGNYc1pASls9dk9IVVVIUXI8eFVQa21ZcE1wd1ZdT2FJeGttdkhNTzpYVUxdeF5xdHNcXHg6WFNbYGw9bG9daXBMWXBqVXdLWUtDWFFGXFxTcGVzTkh3UlxcS0BtUkB5TFVUV2VZUXFtd1hga0NNdG1Id1BVVFppcEBFVlJtVVhdbFlYVTtlWVJMVFdwa0pcXFdRVE9pXFxKbT14eXl0UlxcUFxcXXdOaUpReE9ZbVNCPVM6VVlxRFhXRVZsWFdAPVI7eHRBdWtZVE1UTE1CUXNjXFxNdlBsYnB0UFd2QUhqUVFnV0FlP2ZkR1d5WFdeanFbRE4/U1hqZ3ZPT0lxaUVHb0ZmcWlXX0RGVWlsWUlSPUlTSUlubVJbRVVmR3JrQ3Vvc0dgV1ZsQ2VhbXNWR2hwT2hsQXdtO1ZnXXh5S0hsUVNuUVN1QXJkdUdfO0k/aUJjRUdrUUZ5R0M9TXNQZ3ZsbXVgc3JPZWg+P1hIR1ZWYXBhbFNWQFlLUG1EeG06dGpDcW9zPVl0ZExDPFFRcW9XVXdjSXdzVE9yRXVOQGx3XFxRWEVRV0BvYWBQZWRPY0xZUVB5Pj1wUElKdUhwTjxYXVVzREVRaXVtX2xpbmFiXkB5PlhbRlhhcG93Z09nUElgVj9xW1BadU9wUmB3VEBhPld5OnFeSF9tcnZmSGFtb1h1SXZ4VXZwOnBeQnZiSll3cWBeUm5xXUBvYGh2dj5mRm5oXUdfXFxlbE9DRGlVQXNjXVd0ZG9nbEN2bVFzRUl5Pj1ybkF2d1l5cXlZckF4O1NjdVtTcGVTUztHalFVTl1UZnF2YHFYSjtYaHFob3VYaW1CRFtpREdoPm1DXl9SaHlkbl11aT1nbGtlT3dkX2FWdndnQHdCY2FDYGNlaj14aklXV3FmR1Fpb1V3aj9pPWFWUWFWO09yS3NXWXFpbVNIbWNZUW94eHljUl92cG9ScF9YeGV1PElET1F5R2VyP0NpQ3dYaEd4a3FDREtXckdoVlFkXFx3UnF3R21BeU9hUls7UlZpZGtBYzpJV21xaGdVdVBnZVdXYj9pRWBTaWBHc25dU2BTeHBpd3llQ0djQ25hQ0ZvWFhXWVpfZktxUnJXdk9ddUdRZDw/V2ZPaHR1RnFHQlJpY18/Y1VTc1BXVGp3WFlbeXdXRWVLRHFtZz1zckRZc0V5V1hhaUNTY3Vba1RwdEp1VWt4S2ZBdjtZUmhsT0hZbnd5TmZkdXhtazthVktRd1g8WWdIcD1IdGJRUGZFWVZldE5ITnZMUUVtcEB5VlRNanJYdk1JVXhJUnlwUj9lUk90bE5Adk5BSlJgd1RwS01Jbj5cXG1FeExpbE11bFhGUWxqQG9rVFhRSUtNPFhMQXNMRVY8YFlwRXFTeFhpdHk7WEw7PFQ+aWtfYUxfeXl1RVB0UFVxbExDWFFAZG1qQU10RGo9aXZoUUx4RHROdHZ3TXJedXRiSWpYaFc+THFlPXlqSXZbRE5bVFVJdG1nUXdXXFxUZ01KSEVYd3FOc2VOXVV3aFxcUFRsdV5tU0N0UFBoclBoUG9IWGB4eTphTXZQWEBgb0xBbTpJT1tJdlthUXh0TUVYQW9yR1tEcmVzRFFzbHdobVdpbGVweWxvXzxNU1lZTmlYWTxVZ0RyXFxVc2NlcHFEeXlpbWFBTUxlSj1IT01RcD1IdUl4blc8UlZpS1JkUWdUTl1UdmpJbj09VVZJVmxYVz5BUjt4dF5hdk5UTl1UbmxtTXlBc09hTkdxWGBkWFd5SlBVWXlIb1pUUV1xUERZSkhodVJNS3JIcF9kanN1eXZJcUF4c2lIWUk9TWJsUVhFcWZQU0VIdnhYdlBtb1ZFU1phblhoSz5tWEp5S2VgS11kdk88cjtITmxQV1JIc15teXd5eFlpTXVMbXNEcXB1VXldeVlFVV9kUHR0bW5AWD55eEpcXFFJSHFnVVlmYHdiTHZAUVBSYG9QaFdvRVR4ZmB5b2NKUG9qP2M6YW9heXNZeHlveXRZX1pIVnM8V2BgRmlSSVxcYGZjdXltU1lqeWlpUEdhdnNtcUlcXGFUaUt1QWtoY1V0YEd3Okd1RWNpYGNHWzt5X2FIVHN5YUdDcmNyY2lVbE9DRHFCcGN1PlNZR0l5UnFYTHlCRWdHYV1WYXF5XUloQT1lTVloVkVVZWd5WkdGPVFSPE1SdmNJd0NYeVdGc3diOmNoZ0V1bGdWcXF3V1FmSElTYVd0aWNVdF92X2l2X1l2XVlYXXFyR0NiRzt4ZHNydHF0Z0tFRW1mRUNodFV0WHVTO1N0T0d0P0dTb1NFTnlXZEtzRVFTQmd5bV9lQVdYYz1UPGljX3FEUWtJcm9ZbHl2c0VFPkdFVXlSRk1lUXNFWXNjdG9VbXNEcV1mS2dFbGVVcW13VklJb013Tj10V1tSP11naktGXFxLZkl1ZXhLV2RNV2pxdFdpdXd1d1hpaXJPdGV5VHc/SGY9WHNnZndXWXFxdXBnV1VxdU1JSHBlaUBNY3l3S1dcXFBfdEtNYU1PYE54ZU90PUxEQXVoaHRYYW9hdXd4PVFjeE5jXVZBYFlPYWo+YGpqQXhqdVRRdVRodGxlPHFuZG14UXY/WWtzVWhVQXBbV3JYaGF1b2NXUGE/XmFyZmdUYXB2YXl2P3lRbnRCZnBBTltBX25heGlqQHBqdmNIR2NzRlxcVVB0aFhmYU9pPWFaWFdvb1dmX2lsb15ndFhpW2FwZmFkOkB4Q3FsRHBwd3ZqUFF3W3dnPHhiSkhcXHhYZFA+amxYa0l4cVlhc01QaUxYYnBfaFthaktBY1teZVZfZWxYcG1IdHNBd2JBZ2JpbnhvaXg/a1RRWj1WWkVQa0RQZlxcT2ZCXmFXT2VRbm49dnRveXF1d3hGXltuaXBUZ3BTWWlrSWxEcGxIV1o/bmVlT3hVQGE/R3lpWFxceWl2W2FwZmF0OkdfcWB2X1luVWhwa2BqakZvYXZvV0htPXdmYXZsSkF0Sl5vZkFzaz9mO0dyO0ZsP3BqQHB2X2l2S1lfYFZzaWF1c1hmXl9mXmBvZmBrdEZjQXBbVz52b0l0XXhiPmdfbEZvXFxHXFxbTnVBbmhmQXVZbmtIbltYWXJBd2poaXFGYWxLWF5rd11SZ2d1d1xcYUB5PVltUV55aV90QUheT3FkO2ZhaGBsVXB5dEl5SXBsWGBkc1E6a1lNUWJ5YXlteXNhd1NZZ0hhdWZEXVVsV1JIW0dCX3ZiP2diV1ZBcWNDS0lARVdjP3d5d2V4Y1lMYXROYURLVWVcXE9mXFxfaXZfeVF3R1ltWWpFUkhzYk1vZVhvQ0g/SHZdZ1o/ZlpHdUxtZWJ1RVI9U0I9c0JHRD1ZYlF3Z0g7VW5HVXJ3Q0ZNdHVHeEttSXVzdDttWXJDRDpjUlZBVVNlQl91SGk/UnRld3BbaEJLZHRNdHJxRnBpSUZpR2dvVGdPQ2Vtc0hlRFddc0hDQz1jUmtFWGs9Ujo9clRnSGVNSXFtd0ZzRlt3WVBNU0d3eXlDaFFtaUpzSVh1dUJzVHVXWXFxV0NFU0NZeXF5d0tZZj1NZVtnVD5FQ3JzckZHRW0/WWtRdkdXeUhteFJDST1feHc9Vm9NVHBFRWlxZV1FVEFFRE53ZE9vWXhVeW5vQ3dhVGpzeVo7U2RJWWJBdFtfaG5faGBVZXFJU2ZLRzttQ2Y9VVI9dVV3SGk9ZlhjZ2ZfZ2ZlV2dFUllJYmJTQklnSHhrSVhhdE5hRD5pZUJ5Rkdpc0dpQmhTdEtJdHNJcm9jVE9lVHdnaXdnVE5dVGZdV2ZdVVZdVVRHdnBzRE47WUdZc0V5YjtZdmlXSGFNZmljclVHSW95VkJNR1ZDVGdXRT5JR0R5WXRBeHBrc2F1UktzSFBoUUNJeHFEWXZRdWhgSjxFTVVZUW91TVZxb3dwT0JQbGBVT2hhcmR5UUJVbkc8TWo8UlF1VFFcXHVJPXdfQFJMVXFwZXdEXVNGXW1rVFZAcHF4cHF3aHF3SWxddFJsWHBtaHROYXRaWWxjRE9jPHhkQXZaQVJOXXJuTG9PVWtiZVdEVXhueEpUYG51RXhcXGlqZVhvZVBtdHByS1l3Q1FYRFFtbkRLQFhOZGh4VWB2T11QVmRRdj13bkxKaXlPXlBqVVRzUHhUZlF0YT1xSmFNb2hsc1FqRmh3PlROak11dkB0P1VQUWBPU01uW0huS2FLUXh4RWh0cEVUX0VKc0VqVVRRc014XkFuWkBOalVxZmRPZ0RqbHFWSGFtQ1xcSnFcXFZCQUxyQXJAaWtVRHRheVRpcFVHTGtJSXVTSXlBXFxWQXBvQ1Vub3RyT21LQkh3aGhVeXBXXl1WXlVWZUFwX2F4eU14ZExtbk1qQXdscHFyQG9xWlZaaG5eVE53YlhhWHZvaG9dSU5jZEl3Vnl1UUdlP2dmPXFqR2ZzTV91S0BuUT5sRFZaaE9idUZtRGdqOmdlcWhldXBoVW9wZkdtbGZmRGl4ZXl0bVBwbFBkTVdkaXBld1BreFB0dnZeXVFnYFZsaVd5OnFoZmF1c0ZnXFxhckNXdGF3W3lpXk5wcmFJWz12b25HZ3FhX1xcQGBpVndbeWFhaWVAZmtNXmxBdnJiXm5nb1tIR2g7X3VfWVxcV3FqRj9uS2ZoSndmam5la0FnRkBqY1ZwcV5vRWZtcXZneFBqPFdwRXFyRE9aU0l0P0BcXENoYEp5aFhwbVhgampOZDtmaVJeXFxZaG1XaGVuX2huUHF0UHF5eHF5cHBwcGBEVmdacWRVR2luQGJPRVhrQnBvWGc9c3Rnd1dtQnJJRHZPSDs/Zl0/YnZnYkw7c2M7R1VHdW9VRF5ZaD1xV2ZjQkZJclxcVXNTV0lwdWdNV0V1aVNWSUQ+V3lKP3JnU1c9bVhmQXV4WXdpd2k8QXlUYWdsR2ZKR0lNW2JAQ0VlRUY+dVZad0ZVWUNbS2RqO1k7Y1VfPWZAc3JnY0dvcXhuYUl5bXl2cWddeVRuZWdWRXdMWUNBXVRZUVNeXVZvU3VkSVZdRVQ+W0NgU2c/b2g7ZVlORUZpX2VoU0Z5a1g8YWhCP2NCR3d5X3k8YVdgRVlZP3NZO2c7Z3Vkc2JKRXRIY2RsQ0ZqU3RPVXNudWV5c1lwb2hsT2NJd2N5Q0RVX3Q7UXNPR1Jra2Y9RXlmcVdYR3VJV3hTSVQ+YUVfY2JzRUhhd1hRcUlUU1VDbWNCS3JsZ1lBbVNHcXNIcUlqd1l5Q3RGUWR0TWRJbVg6cVdPXWhrW2VbTUM7R2VoT0hKcWNReWJDQ0NAb2JAT2NETUd1eUdhS2dxb3RdPVNvO3hUVUQ6eVdMcXRtQ0RoWWg+cUROb2lVU3NeRXNieFBneFNQYFlbTVRJbXBMUHlCSXBdWXI8YUpFXFxrVWhsVVRrYUBWXnBybj1yeHlueWF5bVhsR2hTWUhKPVhOSHRyQkFzY0xTeHVNUmVPdXVMVW1VY2hZQXVSO3VzPFlyT2RQYGVMdDxVcmR0TVFMPGFuWFhqd3lWeHBZd1F5XklzTWhzRF11W01wTUBxVUxUSzxZR0BrQkBNXFxpdm90VktRa1podnVEcm95bk1cXExXYWtfXFxZdEB1UXlKUXFTWnVQUFBOYEF2TnRMVllxdl1TWlFyUGlZXVxcajpdS2xZQ091WFVyQGViPl9iSmNIaUtCPWFWQUdGUFtSdUFyQHljWXNJaW11dj9zV0d0d115YFFTa3VFUmV3dT1DTW1iV0VmbUFIXl9HbkdyeWVWO0dJZGlXRENWTHVzW1VEYHFGXltGVkVpbGVmc2F2UV9WXFxxdF1DSFo/WD5FUjtFVnlvWXdVdl1ZdkljZXlXdFRBdEBPVzt3dGRVWVFfaWxPaV9XdzptQldvYm1bSUtFQmxLWERrdGhVYmVlZElxZ2BDWEFZdmM9V1VjeGN5SWJlckRnRFhrRVg7VVNJVkpHQ05rY3JleXRpY2NHZ0N5Ykl3ZXhBY0NFVz1bU0FFc2pdcnFxWU1FU1ttVWRZYlJRWFZ3c0hPRWJjdk5zSUl3aWhrVEBpR1RDQlxccVduYXY/c0hpbU1xbE9oSG1eZHg+YVZhRE5gWFZsRG1xdFdYUVBsTFBuTFBjQXFdYXd3ZVJvcVQ8bG5deFBIQFVSRU1RWHhfWXZ1TFJWcHU/SFJYQXU9WU9pVHNyQXhQQHZNZHhYTFliXVBaUVFYVVVdcVNIaVVXUVJUaFNAcVhGbVhHXFx1blRPTDxYaHl1eXhxZXVUUUlwO1hsUXRXd1lLTmFNb1RKaWhQc0hwRFBXZ1xcbUBcXGs7SXlmQU9cXG1LcGBxTFhvYUFxdGFPd0RvPFFtPkR2cWRQcmF5c1l4Q0VTQ2VzW0RvYWxXdWhLQkR0bUFyUGRPVF12aXl3eWBXb3FyS1lwXVxcakM8UWNla0VoUERVU0RwUXdQUzxJbURITzxQeExtd0F5bENQVlRNUkp4eENAdlVsWGRxVmdVVkVwTV5odV5pUVNdU3BlS0JhWGJdcG5JeGtJakBhcGdBc3N1TGlIS055S3ZwVGVASnJkcj90T0x0eV1ZeGtZbk5ET1tta0xtV0NZcEF1WD95UEFAUFFwT2tsV3Q9eEtZbkF1dXZIWU1hdk1QWVxcTXBlPW1reFRSQGptVHhleVRVVVVVQW1SQHVdeXRZVE1UaXhaPVR4PHhUVWxZYW5aUG9TaW5JQUtmcXJMdXJHaFhjeVBUcFNNdHhzZE9iRG9haFRRSUp0cUpASExLRExHbVVWSXZwWFN4PFRaaXhDTVRMSGxbSE47dVZWbHFwYVI9dXJCSHRSTEppaFBEPUpYRVFCWFFmRVVkQXU9YE9tPUtMUFlsQWs6SFdteVhpcXVXSGxLSHRuaHJXbF5eWWBXVmxDYWF5R3Y8aGpzSGlRd2hJQG9dd3BTUVtkYGh4V25DdmJOV1dlYnNFdUlLVkhJdldbRE5HZU89R3Z3WHd5R1hDRW1PQ2JDZ2F1ZHhXRm9bSG9TZlxcT2ZUb2hyV3JedVJYVUdmP3VBa2h4ZXlAR0J3WXlJQWV1WXVGP2g9W2JaQ0Jhc2VQQWVxXXZCa0RPU0dkT1Vzc3g8cVdmY1JGSUZdU0dpVXZUeVR2dUhweXk/aUVZb0RqY1ZIcXZHWWVtUXhtWWVqTVc6W3VwRXM7S0N2T1I9RWV0Y1hkYXNTV0hcXGtoZnlFckN2cUtSakNTQXVXPENpWD1FRm1kXFxPZVBraGxjVHRjRz1HZ15vdUxfSHBhRERXSXFzZ2tdQ2BTWFVxdGdfUk1pU0c7YkNxYz47ZmpdQkFXcmdJdW13dmhnVXVveHlpeEl1ZlhXclNLYjpZR21HQ2ZtRk9bdm1Xc3NReGlpYj1BdUdnZkJHSURNQ21RR0xZQ0xXSHlvQlxccWNAYWRveWVyWXNUaWhlRWlfZ2ZHZVRWSVZsV0RRO0dWQ2RwcXl3R2lzdXJRQ2djd3JdTWRvXVNXO3d2cVJWa2Nib3NpTVRKaUhwX0RgZ1ZBSWM6W2ZpbUNgX0N1V2JjZ0hHX0Zxa2RiP0NFcXhYa0VOPVRKPWhxdXNYb2Zka3dqQ3VDV3NuXVNgU3hoXVVWR2Y7R1JVY3dwVWlpW0Zic2hKcURoQVlnTVRdVWZGX2U8VVVdb1NvcXVzbWM7bUdSX0dwb2NDZ0Vjb2RKW0ZvYVZjO2dIb0VxQ1dvUXdPYVJNY1NkSWNDcWd4T3N5T1ZZO1VuXVhudWRIaWVBZ2NsWVVrV3lpbUZFbWhLY3c9U2d3RmZIb3Z5d2xIUGZxbmxcXEJyY1JzeVhpW0VcXHNYR3dIREF1eDtYRmZuX2hdd05pbkhjRFhhRm9ob2FmdG5dSXhaRndwdkd5aVluQGdrVF9wXFxna3k/eEBGdng+cGBIXWlgbm1GbURPb1RmXFxYX1xcQGBsV0Flak9hT2B0bkZjWFhkSm5mZndkSndnZ1lgbF9nYj9nYldsTnZoUmB3ZGFbbkFsVk9hV3BhdF94YmlmRXFsaG9hak9xdUF4Y2dra3ddUmd3dXdsVlBuZEhvXXhqaj5wRkhzSE95WkdzRFltb0d3PW95ZlBqanJjWURyU3lDWWRhc0Rpa1VeS2VWUWV1W1NwZVg9S0N2b3ZeYXZyS0l0a2V5c1l4QXdfeUJgY2V1cUhMaVlaZWhxWWVEV3htTWRpcVU8SXlmQUc8a1dDRVRMaXdFW1k8P0ZCZUhBP1ZiU3ZtYXRUQXdJO3hucVVbW3N1YXQ+cXJwS1hCcUNHPVZbb2U6W1hKZVY6PURzc3lHZ1lQO0I/a1VZZ0l1bVdmXVdWPVVOXUV3ZUlTVWc9R1Vdb3VBa1RVRUhVbVVQPWRVZ1Q7ZVlSS1RYU1lyYWlsYVlqc0J5R0JGR0ZGTXdzS0hibVFxbXdWUXFvVW9DaFZmdU5BYHc+dHNiPG9yTVRcXDx0O2V2VkFVYnlvbm1zPjxKOjxcXENfYjtfZExXZW5fdWJ4aFhJbmpfck9YX1FnY0Zfa2dhXVdwYFdQa01YZFBBZ05ZeTpRZ2lxcmQ+b2RPYXBxXUN4aEo/ZD5hXWZTY1dTeXNVTHNkWF9UZEFzPF9mWGdnb2lHdUdpcWFSSVd2Y01TWnNSTF9ZdGF4Y2V0ZGdUWnF0Tz5mXVdmTW5dWG5naG9nSHBdQ2hbZG9bZGdnWXFxdz94a0BuWkBuP1ZbUF5geEhwblBmWT51cGhnVXFePW5mRllddGZ4cUdiTmlwS3h3PVZvPXh1Tl9lckl5V1loZ1dmVUZyPT9famFwV2B0QWl1TG9zQWB0YU5hYHBwR2ZmQ05da25oZD9oWnhISXRdd1JQbVRQPUdTRUVQbVhZYUlNaWZFdWRYZ0l1bVhgYXNTd2l3cXhVWXRhd1NXZ2VXV3RMUXRKQWhNO0RKO0J2O2lcXGVyRHdVeWV5bztJcjtZeGF5c2FSXU9lcmFEXzt2VmdIZW1ESmN1REFnV29JTXVZUVt3PVNXcFNob2FZO2FGS0V2VXdWSV9CZWVFaldFRUVCbV1ka0VJaU9UWGtISk1ZO0VSZmljWll3U01JVVF1dUtmal9XTUdlYmdEUUV1W3NETzt3RkVSO0VSQG1SQGtjQVtDUjtmZXR4WklyPVhLUT5baHdhVj5aSU5yQ0dqOj92bHd2R1ltcVZmQGFrcGZnVEFeV3lia1F1O3dzPVZqXFxXaXNHaXdpeXF5dXV4Y1hXZ2lHdkZ3Z0xJdkJQZ3dxXj9ncFBuc3dpaWNhYDx2Ym5Ab1pvW1NnWl9xb1hweTxXaG5eY0lOXFxKWV1nX3VuQXZjcWlYd19Zb3FOeXRReWdOZnFvSHJPaF08UG1UUF1id21sUHBsPnQ7Z2dVcXBPZ2RPZ2NJd2NBWHhBeWtZdmROX2RuQXhqQWI8PnRNWXRNbmVdV2Zdd2labndkdmNwSWNTSWVKbmpdbmF4T3leR2djR3lqRl5bYWZmT3BoaGptVm5TSGBXeWBMeV9nZnN1UXlDVmt0Tm9yV11faWZzSG1ZVl1KeGM/WHFBYXN1YHhrbmBrZmJVTl9UcGJSUGpuSGpUXnF0X1xcVEBpcXF3V29jSG9rPVhqPV5tdj95akleRlZbZm9gVWZbRT5eYkF2PUZzQ0lzeT52bEZ0Ok5eV0lnPF5cXEhAcXlBdjtIbjtIamRQcUBxeUV3a09XZWNxYEFAcmVncHhXZEtHYkhZdnl3b2pJeEhOO1NoRGNSQ3NoeHF2b1tWUF9ZW211YUtGWk15PGdZdXF4d115ckloY11Gb2FGTT9USl9ZRUNDQ0N0TFF0VGtIZj1FVnN2YHF2ZD9nYj9jYmdTSD1DckN5PVdjXmVWX2V3WXlpWTt3bGtHaGt3bGl2RVFUU21yRz9laGF2Q1lUcG1ocFdCQFN5Zm9JamVlP3FUYk1ZdUFyZHhXTHhUTFVwY3F0WXRSXUVPXFxtS1NEUT9UcWhZamJhcEBcXFVBdGpscVFzbHhUbHR0aFhVQHNCQXNgSE5oQVNlVXFfaG5fQFJKVFk/QFFuPXdKPGxUXFxtPmRTQXR2ZVRsQjxKd1lvYDxKc2xrVkRRTEVTQ0VzVmF1dnhUaXBVTGxvXFxFVFppWE9Rb09tUXhsdW1xbGZgbXJgWHV0b2Nxdz1Ub2dVT1s9UF5lTE5IUEtBVD9hTW5McT5cXHM7THZoYGtBXWtVUFFxVXNQaE9zRFFzaFM6XXVLWHQ7SGo8QVVmbHRDWWxhVEo8TEpwcFdXUXdbSXZLTWQ+bnNlSXdjaWlyQXg7X3ZWcElvWV9BWHI7WEw/Z3NFWHBbdGNfY0ZfQ3ZPR2I7R0pLZFdHaT1dckRzSXdrV1ZBaVpBdlppeHV3eWJpdnVTZ0Nzdz1TZ3dGRnBzP0FXVkBLOlBOYEFPY0xzeWhYeEFQaUhqWWx4QGByV3V0O1VWX2F2XnlQaW11TmFKPmlNV2BMSEBKY1xcWHZBeWt1TVl0bVdUUXBdSj9kSjtJTVpxUXJ5VElxbXd0dUREamA8dmhpdXV4SmlwU0htUz5lT3BNbkI9WVJEUnVBckRMS0RkVVZdVVpxVUh0VUZYUHFlTU5hUT1JTFlZeUddV3NlTl1UU0FNTUdAcnVVVmNAVkhsTFVtdD5RcUVgSkZJWldGckpIeElObUNubWZHY0N2bmt4bkA+XFxRYHdKUWo9WXJBdD1xYkdTZW1zVkhbaXhjWXRhSG9jSE9jUl11YklzRWhvZmBvSHVteGY9SWg7R2I7ZXVzWGhkdXRIVVI9VTpEbEtNV1NQTkRcXHF4YFlvUXM+YXJyVHZFbXZrWE1DaW9vaW9iaXNsXFxNS2VPUl1Xc3BsV1xcc2J1dXRRTUBgbDtBVkRhcExZd2JESkU9anJYVkpJS0lIbk1EcltUdXdYWVFEdEJ5WHZNa09JbUt0Vl9tVmBtU1dQUU9sS3Bxd1dZTU9OW25mZWtHaGtYaj1YYlZfZVZQbExQdGNZVEliPXNCcD9XS1FCSG1YYkF0OztXS09XTz1iPElEa0doa2dJdF14YnF1bXdUal10a0tJTW1iQHlXYEd2Qk93V0F1ZmFjPnh5cE13eWxUSmRuO0lQRERXVVhqTV1seXl1X1l2aHBtOzx4aEhyb3BQaWBtY3RuXllNcmRWb1F3T1lUYGBTZ110XFxxU2ZMcD1lTGdQb2RQbUpAbDpcXHJRTVVLaHFYXFx2WExrPD1yQz1sbEVXY0VXOmVOaklQYXVWYV14O0xrclVSXFxAWD5xbXdYWT1USjxsckltbWtMV1BRVztkc0NMSmlAcUV1VGRlTmxcXHdQZG9uPUtmYHdiSHZAUVBSXFxzUGRXVFlTYHRSeEBOY3hOR0BNWllRZ3VzUEFvPXlqSUR5dFF5XFxobHBpc0hgd3hoVTxIc05pdE9pb0NoSztAeU5dVE5tSkdMTT5Acz9QUUVFcEthV2VcXEx4RXI8aEpqTFd3cU1rSHVTWVBKbHJrRGp5ZWthbW54eXBxRXNkPG9STHVwdVZKSVdyVHJNZFJgZUxGYHd1PVNibVQ7PT1zZlxcZ0hmXWh5PVdiPUdKZ1VdaURxXWZfP1l0cUVZcVk6PWU7Y0JfaVlcXEd0Yk9oWV9EP1dGcl1JeHdkUXdEamN1SFdmUWNldlNCaz12b29GeUdnYnNHdUN4YElJVndzSE9GWnFkTmtJSGd5TV94dm1Yb1N4Vz9GY3d2Sj9iU3VzWGdJdVNYYGFDS0FXPVFoXmFTOnl5Uk9yWnlpTk9FRztkSHN5bGlGbXdSSXN4SXVleHNlQkdZXFxvdEBBYkhXQml3SVRbc3JlZl9fZURLdz1ZYjtfZEFxRTthZEtzZGVDaFZfQ25DZnJXVGNFZ2VJSV49VUI9U0I7WWNEV0ptcVNpc0ZFbjpZV1xcTVZcXEhuW0hKTW1qdz14RE1udFVVPWxKSFxccXhBdEdoVEpFdGJhdmhpc1pYdldcXExOQFBBVFVIRXRIWVZSQGpqXU5ATVE8RVhxXFxZTGFxdXV4aGlyPmFybkx0XnBtR1lvZ1FuOll3U1lwYWFPZ2RPdV14ZHlwaEF3R21wPFBQV0ByO3h0WUBTQ2xTS215VXhOcV1KR1lNdUhwTj1XQGF1THhUSXhXRU10TDxPXVVZRWV1SGhRdGV4Z11xQ2VRVVhLU0lrPHRvS0hsS1hqQGRLdmlYO1F0Y0hudUV5dmxNV0ByZGV2YUFPX2FMYXhxeG1Paj1uam1RdUxLRmhRX2VuVnl4aXBtbEl5TGhVcnVPSkxsPnh3TmhKUXFvV1VxeXV5eEBYRFlxS0hrdXBWS3lzP1V5OlFqPFBqYGVzVGhgcFhid1laPEhnPEBoPm5bdnB0ZEhsZU5vY0dxSE54PUlrOj5fXFxvW1NnWl93YGlAYnRgZnFecFpgblhod3VOYXRuaGtvYkNnYWtQcF1gXUo/dm9AcXJgcldpdXd3dXhoaUFuc1hRcGt3eFs/W1Jwa0N4dlRZZ2l5YF9vbnlQclxccGtkZmN0YG9uVnh3WWNjQHlBP3hcXHlhZz55bkl3TXlzWGhhZWB5YkhdRm9oTj53X1Byal9ydXhoY29mYG9uaXh1dkhhWFZsXFxoZ2Z3YmFZdmpfYldheWBQbDxhcV5BeVJfbUlxa1xcbnZiZnZOdl5AaWVhSXhfZnF5X2VKYHRNcHJxRmhiSXVLYXVsZ3RkaGQ+Z19QQW46eVpaeFtQeGQ6ZnZxaXJed3RaXmNBYWZsdnl3WGhBQXRKQWJRd3Nad3RzeWpET21nX2p1bmVrP2FcXHBneFdsdlBrQFhiSXdnZnFyTF9yVl5nc2dyaGZxQUh0X0hsUUhqaT5lZUdfQk93cz93SklucXl3WXl5bnZ3TT5veT53PWBrRD5ya2BcXGFWeVRwbjpJXFw/WF5Idl14XndlWXdleWB4T3B5YXlCT3ZVcWFqXnNuZ3hmUGRWR1tOT3RxT3Rrdmo6X3VLXmpXd2tbTmF0dnFnSGVtcF5kTl9EPm1lUHVPX3Bid29OSWlbTnRNWXRzYGVoUHBsUFBlV3dbV1JBSHdlWXdFZ3ZDaEZvTXBVU05oWGRFd0xpbjphWEVYUlFpa1d4TEN5TF48dl5IVltNVHl0cWNAT3FZd3dYV2FAWHhUYWt2WmFAb1pxd19Ydkx4aF1XXz5pbVpGb2E/cm5IaXVuaGZBeVRobE9XbHJYYmxpW3hWcHdXeXBxdGdYZVVGXVNGcFJfX3JuYGo+YHJpeFF5ZV9QcGZGcWNIX3VeYFxcP1pjaGtSRmBcXEF1a1hmVW9bV0hgbD93P3hoQT9rY3lgQ1FfYlZtVFFxRE5cXGJIdmFYa0s/clZeX3BgZUF3WnFwWnZPcVJ5Yz5pbVp4X3NgW2ppZEh2ZXBIaD1xal9Xc1BodF5udzpeXUh2bk13bkhXdXBoZ01md1BmdXdYaXFBeWtZdltBZldRcW9PXFxQeWhHT29nUW46WWdQb2hwaHF3aHVfWXNReGtXZ2liX3dKWVthPnZeRmZCX2xLaGdbaGc6WGJRYVxcO1ZqQ1F0TElgTnBudGB2T1h4Yl9jeUlzeXBnUkFwW0BvYkB3QVZtO0dqSEF0PUhdSj9tPG5lPVZaPXZ2R1ltUUZdU0Z5bGl2RUdbSXl1b2ZdbFhiO3h0TnhuSWdrR2BrcmhuX3lqaWheb0BnaU9rcUlqS1B2cWZcXF53ZlZhYXV4XXVIcE5yS01UUndEdU1ZcV9oVkFVXFxPRl1VWUl1d2tIWXY8WE5Fa1RdTm9hSllsTD91TlpBdVF5dFFsVWlddXJIUkJtWGg8cUNAbFdMS3ZwVXRgWFNhc05hcG1YWFFpS2Fsd0JJT2NYdGtNSkhNbDpsWU1VbXBtSnJUVGtkUlZBVUBUU2Boa2hIbG5VcF5ZS2BEclNRS111cklla0JAa2J0T2FpdGxUdEFMT2pVd1Bpb1tpeFdZcXFleFpUcURZV1NNbVdEdTtlVltsblVhcV9VU1lwUXd4bkdRVWpUT1xcQWtqbVhDeGtNPFhMaHR1QHVsUVNXXFxPV0h4bTxPYlBQcEFzQlF3VVVxRHV0TExqXnBtbk1uWUFvY3hVbVBwSGxNdjxSTmlOXVVRbj1VcmVsT2hsZ3hSYXVvdnBsX3BzbUhQR1B1ZFFuPlxcbW1sVkZBdWpIVj1Rb0dUWWZZeUZQTj5UbG5dS2ZIUkJdeFVQa2x1cWBgckFhWGx1eEBJV1NJb1ptS2hFWDtZblV4TGZpUUBIckJwT29oeUhQcnZ4U2ZlTkdIbF1NSlFtb1ZFd2l5d1lVTXBJUltga05hZGpfZ1tHZjtfdF9GZ3NOZUVReG5Jd01paGVxdHc/eWpJcjtJcltveGZJdWJJXT5oY1lHdVtAaD52cG5gcEl3bXhWZXBUcHFldEdCRnVSQVl5OlFFXkdWTUFFRm1EO2d1Uk1nYmVXanNCTU15YD9EYF1XWVt3eVN4X1lzUXdmSGVlZEdTVklGQWVobl9oTkNDdDtyUGlnVUViXl91VmF1QkN2ZFd2VFlIV1l4YXlzdWNYZGFCeXNWY0VXc2V3VGloZl9nZk9Jc0tyR2dUU0lGUWl4PXRNV2F1dGhMT3RMWUBrQ21UTFFXQXhsUmBQSlhNZXRvZnBXT2lYSmxTRXFTS1RYQkFzYzx1bnVNPFVOQkR3YEhwSmxud01PUU1XW1h2b1xcV049U0I9c0pITj1tcWFtT3JUTl1UTj1gdWlcXHhZQXRKQXRddFJIYFdZcXFXRVNDRW9weWttQFJ1XUpIaE11bEpOcVhbUXI/bFBVaE90PXI9ZXdvSFZdYG5AXFxybnV4XFxZdldRcW9VcGxIcFdtcWd5U1Bgbzxka1ltUz1hU1FBUHhVTGFAUGlkd3NNajtoWFFFU3Zsc0RUdmE9T19hTHlQWUx0Vl5Vd0BVbHRNdmJFdnZAeWpIS211anFBcHRQWW9RV0lxbXdUb2ZkbV1FcFJFT2NET2VsVGZASl91bFBwbHBFeWxpVmpBUlF5b1l1UWtNdj49VmVQdUlZcVtwVGFlV2dlVUxNVGxUV1Bhb19Vc1BocGJFdFxccG9JXFxwWz1yUUFPYmFQO1hVZG1WYG10d1hZcVFPb3VOVHlKcF15ckl4WGVxdEV5RkBNbXRPbEFNPUhyPEhQQHRKWFVNSFxcbTxhdVF4U2hJd1JEVU1BUFNJVFpddztMcHVteFpxVHVUbEhdam54TU55TnJpWHh0U1hlbj95blF4a2hoVXdgUWhddXJQcz5cXEpBRHFzSHE/aGo/SFNDRVNpbXV2SGpoVVFkXXRiWEpBbEtyWHF1eHRvRVFrTHNqUFZmXVdWUXFvVXdqQXhqaWxldFQ8UHZjSXRdeFJXUFNVQW1eQGxidU1SXFx1ZFFuP1VrUFxcT1VldmtMV2A8S2NtalpJWVo9WVBhcTtkeWBkUm9kT1FIang9b09JdkREbHRIUV5lTE5YcXNlSlBdcU1wWTtAbkpUbmF0T1JUUUpJUWh5cXlhTVdcXE1KRGxbbE9VYE8+ZWxpXXRpVXY+THM/dFFjTXReQGo6QGpvVFdQYU9WPXFKXFx4SjxwYWV3d0V2QFV0cGVSQzxRd2F5dkFqY3FQZmlRS1lYTmFTdmFRakRrc2lTWXBVYUB4eUhLRVxcS2NUbnZga3VJeE9NTD9dTztVbktJVz50U1VhclBJc29YVWJ5WFNUdVtYdVxceE5FTG49PGxdPVdzQVN3cVlFZFlLXFxVXWlKRWxMYkBvYmBReF15UkBXdEVKRFxcUlhJWXNFWXdYWXFxWUxgbG5ddmlZWWdGZVpBaD5gcnZxXkhHZHhZeEF5aG9gaEdHeFZoXW9edVJRbGFIW3lxcGZBdEtQX2BBXFxIYV10aWNFbm1uXnFJT2hsT2BCbl9LWGBFb3RQeWQ+QVplcGRnUGtJeGtxYXhuYWF5b3l2PmFCWWJAYFtjWHRJX2A8ZmZBcHg7aG5gcHE+dmt3VmFhdnhSaXhecWQ6YWhyd11SYFp3cV4/ZlxcR3Fzd3hqXWFpcF9cXGt2WlVvZUNJcVlBX3RmZlBBaUVWeHhGeEdQYXNIZVNXdWZgZXNQbGI/akFWc1xcbmJtaHBvaF9iPl9CYGtGYFpXWVxcVVZdZUF2WkFkYWZtQmdoeEBaYFhsT2hsd0hoXXFiSXBdd15hdGF4WXhdU2ZjYT9wYmd4UnlaQHledUd5X0ZzUV5edV5vQE9na0F5dlFoaEdjW2BrZmBhP2haSXZtTFlwU152UHZrSVl2UFZqc15cXEJpX1xcQGFnPmRyQXluT3VySHdFdmZHP11YTl1UTnV4aGl1T1xcbU5tOkZbQk5wbUh0Y3FdPF9keEl0dEZ0d2ZtPGlzPT92RFhaTWl3VGlwRWlVdWVqY3hRaUJVa1NCS3g8VUNMO1hMWXdoRVNMV1k8c2VOcWc/Y3JdWWRWUVhjXUZwTWJcXF9pZnlieWFlYUNISztCWV93Q3lJbGdzO2V1XFxJQ2BlRERXQ11ZVkhBZFI/Qzp3R3BVYks7Y3VLSVtldWc9VkFjSXdBY0I/QzxfdFdreWJ1WVI7eFQ7SW1fRUhzYmVbQlxcPXJ0Z1Vhb2ReV0ZrO2ZHY0ZcXHdFV0dJbW12dGl4ZXlZWVVoP0lZSj1CS21VZFtVbWdTZVdXSz9mRG1lWFlpaF1XVWlDdnNVa3dXQUtVP2NpalNxYXlYaVxceGZkbTtNeEJId1NJS2JZakBBU3lFbFp0blpgbktxUllATHZoTGlYVmppSlVQallwcllVUGpgdzxRVkVZbGx1cTxJTk5wT05gTHZNamhsdT9EdkxcXFBAeXZxRHNqPXVMdXRGcHJpdExxTGxIZFBAdVZ2QFlKVG9dXVZfdG5iUE9eWFZUQHE/WVlXYEpnZG9fVVlNTGpeUHZ3dHFZVHRYYW5NYG88UHByaXFDPXFUWVJabUs7VVBbSUtmSU5wYHZeeFZ4eFk7XFxKVHFySlFtSlRud1R4c2V2dk1NbV11TklxS1RzYFFqWWx2YHF2YHBuYHBqTEF1Q1hSP3R4aXl1eWRYZGFMQkxRXVVWXXFUZ1BVa0h1ZlFzWUhKdFlSWGBPRG1sYWxPU0lTcm1VOkRTWT1xQ1F0TFF0Q1hMYUxqZlh1dU1RQFV1ZlhwWklUUGFLUHRxeGRtTz14cUl4V1lTPXFTV2VqXWlwUnV4PXlMUkFqWmFsTmRWdl1ZUXFzVkltSD10PmFvWTxXcUB0WlVweWBZZnRPZVRUY2VTamxxP1B4P2lPW3lycXVvbmVzVjxNbEx2WXlvWnV0PkB4Tz1Sbk1ydWhMZUBZOml2Sl1xdmB3Rj1RUGFXQT1LbGFvRGhZOz12TXhzaXl1blB0b2RsSzx3TUxRR113XFxpdmBlWVtYUFJMTXRsTl5oTGlkeUdVTXdVWFBAbnJNdnB0cXl5UEF0S1dhb1Jock08bW90UXFUX2hvZEVnaWVHcFRZYFdIW1lhaGR5d1VRaUFfdHZJeW15d3k+aTpAdV1wdVFeYkVOY2ZnZ2d3bGhmZXRQaF9RYz9nYj9xW1dOYVJHZVNHdVVZdVVBdVJBbVRQbWRPZ2RvdGNmXTp5c0NxX2dmX0dPclhZb1ZgbVZgcXZgeWRoZGVgdG9eYHBvXXVgbmc/Z1N4bWtxblxcd2dgZ3FAVmJqX3JETnhscXF2P2pFQGtVYHFZeHNhT3NqWHh4cGloXnNFSV9lTnNjRl9EWVxcbUdgbV5rQVBwRE5fP0ZxUz9kQlF0PGF3PFBuPEZoTWhwaklpRm9cXHVAb1p2YGlWeD1gbVxcUFtpYHFGX294aVpxWXNMSHN3UWxYaHhfWVxccUBeRW5yeUdgRXhad19kUEdiY0BiQm9oX2dyc2ZeP0h5XFx5ZUpoX2FAZFJ4bVV4eG9ZXmJvbWxRcExHaGh5XFxPdl95dl5NSHJaT1tnWWM8R3heX2ZfSW5vYHZfb2lePmlfUWZQdltGSVpYSWNLb2lwPm1dQGFpWWNTdnA+X2NbSV9yeGVzZ2JqdmJbb2lIR2lrb2c7R2ZoQGFnSV1UVm1cXFBrYHd3O3B1VU5ePG91d2hpZXBvaHBbTGhiVmZgOk52SD5vWmdzVGhgcXF3V1lzQkFzck94XkljXFxPZlxcSW49d2paeWVkTl9kPm5vQWpvYXdmYXdmZl9nRmpBRnZhcWlGaWl5dmhDRnRQcWBDVlpneHJLeGxRP1ppZ2F5dmFZXm1wR3h3WGZMVlxcOld4P0Bea1FqXFxgbk9hXlg/bER5eEVQZVdGcXFZY1xcZ1o8eGhCb2d4Vl9MaXdVV3lPYHBMbnBpXmVBTmllR2NDR1t2UGt5d3FqZ1paWGNfZ2Y7WHlJXmE6UWZrYFpVTmhzYWlodmxVc147ZFdBcjtXQkFdY1JDdF9XU1FPeWVTSVphVENzc1NJYlhld015Zkl1d1hpaVFbR1I9eHNZcF5AcGdJeF15cndgcXZAbmxgclZgUDt4b21IdWZ5dGl4VWFcXE5eXFxLVWxQRlxcS1psVk1EanVpSlVtVXZAWUtlU0dlcztJcltAblpAUkZZSzxFS1twckhgTXNMdGl4VXk8cWxlUWxdTVBFcVRcXFRUPFVbcXZHWW1KUWxEUGtEYHJ5eFVfZE5fQG1SQE1ybFhtVVhdZG48RFZqeVF0XXhiWG9lWFdFcWxnZHJRUExKXXFVdFBoPUpPYFhnUXVPYG9cXGlSQXVSPWlzcEBXS1FSRlF2W3R2aHRQcXR4TGluRVVOQW1rXkFYckxWWGVLb3VwdXhYaVFyb1R5cGl3VXhsUXhOeGl5PGlKSV1tckRKVFhvd1V5cFFWUEBMVHVvZFBvZE1TRE1rcXhwcWVWSFhqeDxvXVhuXU1WXFxNVmNcXGpLSGxLcHBwcFBucHhZVFg/eXNDcUtWYFZDVHFrQFR1PHZDUVdjRVdvWFdRcV9wZmc+eWxvP2pVeXBpV2JfQGJ5aF5fQGlsUHBseGV5cGlvPmBqPlxcYEFnT1Zva19sbUFpRk5hV3dkUXdcXGh5dEpBdEpfaT9vakQ/W29xZmhvZ1tgb2ZgYkRIZG5mYG92ZXdQaUduZT1AeT9ZYlE/aWFebVVGakReXmVRamdncG9YYXBfd0JeZkFPa1xcbml1cXhnPmhERms/WXRQblxcST5zSGBcXG0/WmtGaj13ZmRPZ1R3dG94XFxvZlxcaVZgbVZcXFRZcHhwcXhOZ0dQdnF4dnBoZ1VRWk1GYmVwXFxhYGpiWXE/aGo/cHF4cHE6T1pacW88aWBnXl9mXnNHaXNbeG5OWWpTPm1vSG9IRltNaF1uWGBueHE+Znl0Rl8/PndTWXBhTnVFX2NEP2FGTmF5WGtFWGM/YW5BdmNGWV1gXmpjYV0+R2tVZ3J5eGViRm5BeGpBYG9mVm1OWHk/UGk9RnBNaXF1WF1LR3B3RmV2d1pQYXNOYWRucWxOWFtwd2htV2o8T2tZV2lZUWthb2ZAQGFIYG9cXElqZlhad1hiUEhoW0hvclhxdVhrVnlja1lrQV5wSE5yPGZxYWZud1ZiaUF0SkF0SlZwPkBrRG5hd095Tm5dWG5nZVdnRU5aYllpZE9cXEd5W0pYXFxHaGxqWXBmZ2JtSGFcXGh3YF5uTj5aPnBvYmhvQnhpb2ZeWz5rREBqS0B5OkhsWWB1VHFqW3hrPll5P3ZiRm5qd09cXGl5cE9Xb1BPXmFga05YW1xcUHZLaGQ7QHdbRlteblxcST51PmByXFxJak12amZZY1BXZ0tGY0hPcGh5ZEl3Y0lgb3VpdFFOYm4+eFpGcUFwdFRgdE9gXV5wcD1QYnZnWmhmdVlYXnFRak5oX1hAZ1JvXFxzXmhOYXVVVl9bcXZOYXhGSWJTcXhmTltYQFtMaWZFeHI/UWRVSWJbRmpgSGtMZl9CcGtDX2VXZmtMRmFKV3BwPnRnVm5fcXZeQHlmQVtiR1t1ZmZDZmpUaFpNZmE+Vm9sR3hKb2NAUXNBXmRqdmpyVmBlP2dnYWJfcWlLZ3ZkP29hbnRpaGBcXGZaQU9zd05jQUd1T25cXFBuZmBvZmRPZ2RTdG1VQGVJYFNlPnVyT3dYXz1jeVt0Sj9Fb3lGV0VSQk9zQE1zZ3NZdGF4Q2NCSmNSUU9CUXNjTj9kS1V0QEtnaHd3VUlDTF9JYmFJdDtnTT9DdFF5b1lHbmlFblN5Rk94dUdiQUt5d2FWUF9iQUdFS1VZYm9oWT1kdT9XQz9EXUV1R19mVWVnYmNURT1TQj1zVklpbVVyPVlyQ2lVa1tUU3NDWFtJQmNDR2NpeXV5eFtUcXdocXd4bGdWRWFkT2dkQ0V0YUFUbGF4blhxcGV3THhsYXB0WEF5XFxmYkV3bGhmYXFvd1ZeW3BwW0huW0pncVRRdVRpeHBJXzphYHdOaW5BY0hvY0Bwd15ObWNvY0I/Y2pGYGtGXnFnXVlXdD1OZlxcaHdVeXB5aXhReWVaZ1pFVltFRnROT2lkT2dkYXlzWXhNVlxcTUZ2cj95akl2eWh5cFllZ29cXFFHbmhPeEV5X3lgXXNOaD5eXjxOaWxGWkp2dUNYXFxhPm5nd2BWd150SV9aWF46d2h4YGhjUVxcTm5uRXdsaD5oZj9mWj9eZE9oYkBmSj9zR1dtcGZvU1dwQHFzSHFjdnFsTXd3dWZsbkZ1O0diO3FjeW95c3luSHBrSEl3TXluUV9vUkdkX1dwVUZrZlB3ZVl3VXFvV1NrUXY/eUdZbWlGU0NFU1NDRVNzP1lrUWZyYVN3V1ZBcUNqU0VCUXRMT2RMO0Z1S1NHcURzTVl0bUl3SHdwaFdVQW55YVNVcFBHPG9kSXNNeE5vcVVqVUpxVG1LSGw7ZE1sZXdUaXBaYHJLVU5lQXRbWEpbRHhqaFRdUXRuPXRYPG5DaVhpcXV3dFF5dFFhdE5hbXZGSW1CYHc6cG06RU89QU5eQXdiQXFxdXdYeXZJeW1BbEpAbFlyQXg7bFJHUVVMPUpWZVNJdVNpUXdPWW9iZVFgXFxYX1xcVkhEb2pkTWRxS21xdkdZa0l4a1lIUF1tSkFYckNAa0JAWG9laHZuW3dYWkdwa2pJWnJoc2NWZGBgaXNReF9pd1V5cDpvaFxcYVphR25cXEdiVXFjWXBhV150QGhrR2hjV0dpTU9uXndqRHZobXF2R3lkaXBlZ3l1eXhpYkF0W0hwa0hwd1Bpb1FnQkZtOmZwRnZcXEFGbElgY1xceG9peGF4X3lyP3dzcXZgcXZvWXlzXnBnRl1oQFo+ZmFoX3VyPmZkT3duQ1dJRGJtZ2V1dGhndXRnWEVJdVNJRUhNYj47aHF3aHlXWGFxU1FxZ1dVd1dVckJJVGRVdXBnV0VxZGdDaHFRVXU9WHNfVWJBZEpxaDtlQkVfSEhbVFpbSHVRdlxcUVZSW3dbXWNBU0h3XXlySURWa2NHV0VxS0ZnYXlNSVRNa0k9S2hIO0NIT0M9XUdcXD11R1NFcDtiPWFiQFt0eGNZdGFYZkF1S1tYVj1USj1kQl1XdEl5c0lZcj1ZOm9zYmNHZ2NEeV1Ec0V4XFxpUm5dWG5hckNXRENPaWlVRExPcmxPRGJhYnRPaXRvSXhrSVprd1pBZWI9aD5RR0JHd0phRWo7TXZQcmpRVGl5bT1lV2VdckJITFpgWDpBWWpsckxlU1dBbmxhdmBxdlxceHBiQVJHZVNHXVlNSFZOaXBXQE1VVE09QEpzcXE/QG5nYFRaSXhbeHBTRVVTTW9kUG9iTXRncFBeaVI7VVhiPVdiPW5uaE1KbXBwaXdVWWpFRUpUZWxiQFM8dUp4ZUxydEp5eHl4WVlwbVhwQFF3aUp3XFxOdHV2SGldVl9lWnleWnhbZE4/d0RoW1VaS1dyPVVnX3hDcUNkY0JEbUJUP3NVWXVVa3U8c3U7SUhGR2JHW0Y8SWREb1JPXWNMaXQ9VURmd2VFa0I/cUJFaUJBc0I9U2I6d0NFa3dDY2ZUbUV0V0ZFVVNFPWdMSWhddXJYX0lzTUhoa0dIW1lBd1V4RXk/W0ViQ1hgPWM7PWJeY0ZfY2VzU1hAa2JNPVRfc3ZIaWU9YVhga2NIS0JTV0J0X2dZdWl4dXl3eXhZW1RjO0ltV2VwY1dcXEtXdz91UmtHPFtSQ2tjSztpRD90XldUTE1UXltpYHlpVHFVQGNnRWNSQXd1dkdZPWN1U3F0UHFkSmtWXFxfaXV1eGg9VVI9RUJLRWpRV0NFV1tZUkBfQztDRkNzSWtfVkNRRGppdldjRVdTd15RckVtc2tDUlRXeHRpeGVBZkM/ckdbYm07Zj9VRl1TRmlfVXNPTHlxeUdEUD1Ra1xcPWtqbGw8QXBNTExMTEpcXGBvR1VtcGR4aj13SlhKRWx1cV1UTl1McnByXFxIcj5QVERxS0NgWWJJUUhtU0g9UnM9V2xlV0hhbXNMVlRgU1htVVhsV3NJeW15dmpdVU5dVD5cXFl0PFY6QUpGYVVvTVRzTW5dPW89PXdwWVFwXXdiaXV1eFhxcFdXQVJcXElZc0VZR2RNdFxccHBpV0NcXHM7XFxTQXBuZUBuSXlwZGV0RDxVSWR3TXhsUHhURXBZUWRYZWh2RXlsPUBxPWVPPlhyW2FrVGRQZEV2PGlqOkVTaXl1eXhOPllVWFxcamR1S05dVmFxc1dIS1txa108UWJYT0tZUF9EdVVEdk9cXFJBPFA/XVI+XUpiYFVePVZqQXg7YHdUbGtbRWphQFJmQVJPWW5bXFxwaGhQSHBKaDxXUVhuQXVrQGx3aj1Yaj1qTUBXcElOaXRPSUVSO0VqRFxcbEFQdXQ8b0h1VmF1Vk1UTE08VEc8dkRdU1RgUENhc0Zhd0tZbkFNWXRNWW9Zd0Y8WGU9dnddU1hgUVNMb0hkanlBUHlFa01hTFNdT1Bpd1V5cDttdGdUVXBgS1RRTGJVTGJFbVdVcXBlamtdcFB4TDtEVWFdVl5dWGlxdXdQajxQSl5MV0pxU1hEd0h5dTt1WDpYVT1wUmxdeXJJWHJ4TF5QVWBwU1dQS2ZcXEtMXFxLdHFLRlRsPkBYY0BqcnlxP2BYQExuc1BxdHBUTFhXeEBUPzxYVXlWSXFtP2RsRXRwR2x0PHRvVVFzRFF3dkl5bUF3UmB4WV1SZEVMZGRNZj14WklyPTxNUEx3W3hNS2RVWGRRdF1QZ2RPZ3V1eGhZVXVwaGVKRDxqbFlyQ2VNV2RtakF4aj1Xb1BURlxceVFtT15ReW9Zd1l1cXhlS3dEUkdlU0dsV1BMT3BoUkVwTFpwUjtFeV14S0JYUERFa1hFeE1pcj5JSm5wTGJ1eUV4TGlsajtZVlpBcjt4ckhoTT1kbHFFdjxpSlo9clRhcFxcPHBdVG1HcUpMREpIWG5CSE5acVI6SHdIZE10XFxQd015bml5dXl4XWhRXUFQUFFyUzx4XmVwb2hwS1FsXT1PZz1SOj1yW1lyQXhPWW1xZmxxeVRVeVhZUUBMU0lOPU1qPV1Kb0B4YXlteU11VVl1XUh0WnlteW15O2RReVV2QGlLalxcUWNJT3RATE1pd1hpcXVETltEclZhdXZwWUVIakt5VEBkS1RcXEpMREtGcUo/YFRRdVRZWXBhdVNSPVVSaXBldXRaUXA+YGw8dHlZWUpWaFNadVBaTVFuWGtKbEs6aVdJQXNCQUxNSVNjYHV2QFBNSWtzdFZBVG5LTFlIaFFMTXNidXRhbVRQbVRXcFZgPUtEYXdYWVJlSVdIXFxNcjx2YXl2cT14WklSWXVVWV1Uajx4UElSWD1qdWRKd2lKYnRLdGVRak1ZYj1XYlxcWUZgbGtRcHhFeUpkTmRRajtlWG5oV1VxTFJwU15oUldgbVZAbnlNcnNxalJQU0JMS0RMdWxoVkVcXEtYQHhdQFI+dE9ZbXFmaFllUG88PE5yVFNFVXNITVI6VUpndXRoaE1OdXBXaG1XXFxMWFBRW01LSnVKWXhReW1KXFxsUkVVeFtxcjtla0hUTXBcXFNGUVc+dFNwdE5hdHZvQExjSG9jQE9yVGpLdUs/XFxSQnRMYV1Nc0xYXkl4XUdkTFhtb1hnUVFqX0BkRFZsVGFzQUBrVFZlZ3ZtdEB0SmFjQWZyOkZgO15cXHBgaGNRZEl3Y0k/d193b1hncTxOZ01IbEtIYG1WYG1IcGtIWlNWWzxAcjxRcjxAXFxgdm46V2xgUXZGb1tcXGh0Pz5fQ3FeZFBkRElfdV52PXFtc1ZoYF95ckl4YmFbQkVnX0lUa0l2aG11dFhcXHRTUGBMXFxBUkRETG5ZdnBpd1VJUmdZal88dlxcQXRwUEtFVEtRbE9WPUs9WVN3cW5ZQGxLYFJsWUxGYU9gbVVGTXRPVXJiSFRdQG5RZEpAbEpocFV3UE1nbHZGREtDRE1sXFxWQmVxcXlwW0RNRWxvQUlvTXVuSkhwOnlZWWlwZXVMdmFqTmlRcXFSPlBzSVhrSFBrRFBKaDxwcHBwcFBwbFB5bGl2RVxccENZWGFxc09xUWhtUlBNTFpMVHZ0TmJES0ZwblphUTtVU1JhcGNVTG5hT2JhdD9pcj9pdXVuaXdReW9fcDpIYk5IcEdAXFx1ZnFPTm9AZ2F3ZmFpdl9pSHVtdEVxZGdTYllFZ01xZEZLZT5hYkNzZEVpQlB5QktnYmBfVD89c0VZcz1TeGVRd2RRZmtvQ2NfdUhnRXVLeXJBeWZzVXhfaVhZeFxcQVhTPXhaQXRYVVdOaUdbQVJNPUNreXc/Y1VWS3dXT2I7Q1ViX3N1c1hoQVI7QVJvc2hmRXVMXVNpR3ZnWXVxP3ZGP2NUVUVOSVZlcXRnZ1ROXVRqY2JPcUJfZ2ZfP0ZBZ2hvZ2g/VXVEQ2RzS2RMT2RYY0l0XUJoRWJFdGxUbU9hbFI6VHY8dWtycWx1bWs8PGpIZUt2dWpsRUpaRHBDZE8+RVI7RVJBdVJhUHNiSEt3dU1UbUtjVFRtQXRadHl3eXhZPU1hPFJLdHRjdXFgYHY8XFxMWmBXR11TRm1xeXRvZlxcSmN5UVFBUlFwUFhcXHlkPUo6QEpWYE5cXEBOZGhsOmlyP0lNdEFWTlhKU0BqUEhQTFxcVnZEa1xcaFl1cXhSWHBkaUtKTVFcXGBSRGhsV11qSFBSTllyQD1WVk1TV0FObk1XS21OO3lNdW1NXFxgSkVgbnZBT0J4cnRdWUtNS1VpcmR1WVhdeVlYb0xQVUFgcmNtS2Rtcl9EVHhcXEteeU9KUHZsQW5XbGtcXFhRX2RRPWhSTXhST3BwR1BVWmV2XlxcbG9Nb0lNdFlcXFQ+TVNBPXl4eFV2dVU8TUx1WUtMeWs+ZXU9VGpGRUtxZXJ0ZG1hdHhhQXNnTU5ObXNmcVJcXGFXVGVsQFhrXUhwXmBwc1FZcTxZRGx0eWVsXFxkdE5NUmxVU1h1cVBsa0FFV0ZcXEtGcHZrPHhaUU86QXI6QXJedWo7SGo7SGpDcUs9VEo9VEpNaE1AbEpAbEpgVFFGXFxLRlxcS0ZtWFI8TVI8XVNJZlo/Zlo/ZmxYcjpBcjpBcl53ajtIajs8SGpDW0BuPkI9UzxcXEtGW2peXkROc3dGW05mdndQY0RPY3RxZHheeWZQZEZeW0Zeb2ZBYGpCRmBHPmZsXFxib2ZyeWFgP3ZfWWRvaGhxWWs6Plo6PlpDZ2JIX2JoUGJaTzZKXCJce1x9LSUrQU5OT1RBVElPTkc2Jy0lKUJPVU5EU19YRzYjJCIiISEiIi0lKUJPVU5EU19ZR0YnLSUtQk9VTkRTX1dJRFRIRzYjJCIlK1VGKi0lLkJPVU5EU19IRUlHSFRHNiMkIiVdPkYqLSUpQ0hJTERSRU5HNiI=LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYjLUkjbWlHRiQ2JVEocmVzdGFydEYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJw==Opstilling af udtryk for LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYnLUkjbWlHRiQ2J1EidkYnLyUlYm9sZEdRJXRydWVGJy8lJ2l0YWxpY0dGMS8lLG1hdGh2YXJpYW50R1EsYm9sZC1pdGFsaWNGJy8lK2ZvbnR3ZWlnaHRHUSVib2xkRictSShtZmVuY2VkR0YkNiYtRiM2Ji1GLDYnUSJ0RidGL0YyRjRGN0YvL0Y1RjlGN0YvRkJGN0YvRkJGNw== og beregning af tilbagelagt vejstr\303\246kning ved brug af bestemt integral.Omregning af enheder for hastighed: 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 af funktionsudtryk for LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYlLUkjbWlHRiQ2JVEidkYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy1JKG1mZW5jZWRHRiQ2JC1GIzYkLUYsNiVRInRGJ0YvRjIvRjNRJ25vcm1hbEYnRj1GPQ== :for LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYoLUkjbW5HRiQ2JFEiMEYnLyUsbWF0aHZhcmlhbnRHUSdub3JtYWxGJy1JI21vR0YkNi1RJiZsZXE7RidGLy8lJmZlbmNlR1EmZmFsc2VGJy8lKnNlcGFyYXRvckdGOC8lKXN0cmV0Y2h5R0Y4LyUqc3ltbWV0cmljR0Y4LyUobGFyZ2VvcEdGOC8lLm1vdmFibGVsaW1pdHNHRjgvJSdhY2NlbnRHRjgvJSdsc3BhY2VHUSwwLjI3Nzc3NzhlbUYnLyUncnNwYWNlR0ZHLUkjbWlHRiQ2JVEidEYnLyUnaXRhbGljR1EldHJ1ZUYnL0YwUSdpdGFsaWNGJ0YyLUYsNiRRIzEwRidGL0Yv g\303\246lder, at 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for LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYoLUkjbW5HRiQ2JFEjMTBGJy8lLG1hdGh2YXJpYW50R1Enbm9ybWFsRictSSNtb0dGJDYtUSI8RidGLy8lJmZlbmNlR1EmZmFsc2VGJy8lKnNlcGFyYXRvckdGOC8lKXN0cmV0Y2h5R0Y4LyUqc3ltbWV0cmljR0Y4LyUobGFyZ2VvcEdGOC8lLm1vdmFibGVsaW1pdHNHRjgvJSdhY2NlbnRHRjgvJSdsc3BhY2VHUSwwLjI3Nzc3NzhlbUYnLyUncnNwYWNlR0ZHLUkjbWlHRiQ2JVEidEYnLyUnaXRhbGljR1EldHJ1ZUYnL0YwUSdpdGFsaWNGJy1GMzYtUSYmbGVxO0YnRi9GNkY5RjtGPUY/RkFGQ0ZFRkgtRiw2JFEjMjBGJ0YvRi8= g\303\246lder, at 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 LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYoLUkjbW5HRiQ2JFEjMTBGJy8lLG1hdGh2YXJpYW50R1Enbm9ybWFsRictSSNtb0dGJDYtUSI8RidGLy8lJmZlbmNlR1EmZmFsc2VGJy8lKnNlcGFyYXRvckdGOC8lKXN0cmV0Y2h5R0Y4LyUqc3ltbWV0cmljR0Y4LyUobGFyZ2VvcEdGOC8lLm1vdmFibGVsaW1pdHNHRjgvJSdhY2NlbnRHRjgvJSdsc3BhY2VHUSwwLjI3Nzc3NzhlbUYnLyUncnNwYWNlR0ZHLUkjbWlHRiQ2JVEidEYnLyUnaXRhbGljR1EldHJ1ZUYnL0YwUSdpdGFsaWNGJy1GMzYtUSYmbGVxO0YnRi9GNkY5RjtGPUY/RkFGQ0ZFRkgtRiw2JFEjMjRGJ0YvRi8= g\303\246lder, at 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"piecewise" i Maple skal have parametrene: betingelse, udtryk: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LUklcGxvdEc2JCUqcHJvdGVjdGVkR0koX3N5c2xpYkc2IjYnLUkidkdGJzYjSSJ0R0YnL0YsOyEjNSIjSS9GKjsiIiEiI1NJKmdyaWRsaW5lc0dGJy9JKnRoaWNrbmVzc0dGJyIiIw==LUkkaW50RzYiNiQtSSJ2R0YkNiNJInRHRiQvRik7IiIhIiNDLUkkaW50RzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliRzYiNiQtSSJ2R0YnNiNJInRHRicvRiw7IiIhIiM1LUkkaW50RzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliRzYiNiQtSSJ2R0YnNiNJInRHRicvRiw7IiM1IiM/LUkkaW50RzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliRzYiNiQtSSJ2R0YnNiNJInRHRicvRiw7IiM/IiNDLCgtSSRpbnRHNiQlKnByb3RlY3RlZEdJKF9zeXNsaWJHNiI2JC1JInZHRig2I0kidEdGKC9GLTsiIiEiIzUiIiItRiQ2JEYqL0YtO0YxIiM/RjItRiQ2JEYqL0YtO0Y3IiNDRjI=Beregning ud fra geometriske figurer:Arealet under grafen for LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYlLUkjbWlHRiQ2JVEidkYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy1JKG1mZW5jZWRHRiQ2JC1GIzYkLUYsNiVRInRGJ0YvRjIvRjNRJ25vcm1hbEYnRj1GPQ== udg\303\270res af 2 retvinklede trekanter og et rektangel.areal 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LCgqJi1JIipHJSpwcm90ZWN0ZWRHNiQjIiIiIiIjIiM1RiktSSIvRzYkRiZJKF9zeXNsaWJHNiI2IyQiI08hIiJGKSIjZy1GJTYkRissJEYsRjVGKSomLUYlNiRGKCIiJUYpRixGKUY1Konklusion: bilen tilbagel\303\246gger ca. 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