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QoLTAFOkS3b+f2vdugETBhiEJTZIZsYQEMEYiY8VChHvHc85caT5BsYFCFBSzwAi/i3cvuvbMOp1NcBZVEnZBSAA7CEyAe4iFm/QqplwotAoyimKhP6AGghBo0Arn4wKejWFN3hjeKEx1+5td/tzBhYwzXwpGV9u1fcff9t+3clj2j5CTWFStuUAOBEIS6i7nVS8ZUmEKrfpmI0ID2xh948tj6scvjVWtdOy8mUb3+4XtG3rzu4XutqxGLQocubkb9yGefMgdUPa4zhfCbbhWl5ySCfSxz9uI5iEE716mnSegYeSOIIB3ctn2bBzu/ZvzsA+ktDJQAXeA1Og3jyTPnSyRoKlFabyCdaQsMp202597dCyCgWgSfe/a5wgXIkBwEa2gNqVyq0IxU7z+w06M/KhUQ31p+x4MIhdcXLkzOXtiE1N4DXAlImJhbSF3v2LlTCGgN5MOn2wYj6qBrzUlIShpAUKIS2b9n70oNcYVVKMgmYqmP1m40LY65RTgASlAuXFkLZORhACFZYUT0k1yJ3H3bnRqEV8mlcpWS1JgD8EC4AilCYQrrcauiEUyMCAogoIBsiSm1gZgAJKIAHZ1hpSF+6Q8ePbO2rhJaDFFHjAbD4Td+xUuByiGiatZo1RMbIpAMpjDFVLBhZAeBKIT9IS8M0ntyxsw/9djhMQcxGFAcaQgZ3HfPHQvS3X/XbUwr8EEwwXWwuPKJT39eJIX5dRRUfAl8RRrAOiikUxuv2bZn1nbAmuwbHQcdF2gNjYUtPXZVfu+uQbZVYOBSA3mGEChbGegQrafKS5E8ObK28PmLAQZ8NSRVRnRoq0WNdVvaFmO9Y8f2IYCwtUl67sI6dEGmG0hVJ0BsAm6SUHD3vsHtC1DnWGsF6kBy35JhsMmYmC589NPPjjiYtOK6gGhgY0CBAWRZyuU7d6cEwBuBPPX5s+4E17qBQmp2V7qoM7oOe9zlG16+Y0+0LslVFR2CxsSt8BCRocWRFEi+5rp0PNLhC5ZlvetqxChhs5Wl3G52OgqVRbvwxnv3KjNS1wEO1AQxMQyZs6NPHY6zTibFJdFxpUkrZ7GyRDBSghIu7DSkCoZIU9wVEUPFMAk7rSzwZ3/26Ql2TLhNYzPjXIHsWRm+4e47BhEASEEaANDrGTYmMAGogcI+XuogEawaSIpIaBhcT9UHHr80gYKd2U4NG/rRVz/wtbDFN98vO8vjl3Q/HUM/3UwHHzzFRy+Xl67UEQChURBTcHDTfQX7PUQB86U1v7J25ZoPmMNikqQf2LenzgAEIl8YYm9lH/YcuRDuFy+tTXo+afZHgvOUczNJ8N07dpgbRM+eX7PiCE8pRQQMKVKKigUkdy4OMgA0CiQAMiFbYXzBTfgX3IIaqI3yyBOfayRCC1gIlwBD6AoPwndtXyEAUTiePHw43CNC+3SSCABRRWkZdt99L0H5K0WBsweP+YxzbYK1jc3ZbIi4w4GISFUVXbt9ZfHAvhG/aG6lD7b7qIlpanBJkmowN2lpDVhzrAWuOK+4XvR8MfRCJxdbeBIEah8nTCBk+GaDoydOT9uCcAqpGWFf9cbXLo5exDPp7LP0nxIDVpxsiI9/+tEsQGmJti6X79w5eOkde9BO92wfvu7h+1OzGXCjuNna2sav/s6fGZCJBJDsDe+m+4oICkHQZXD01Lmm7ZDrq86qT3d6kN694oGHBYDZdeHZdW6NN4Ty9Bm45PMXLmoetME+i9WnEBHuIGka7f69u4XiEafOX4RmhEPEzCBqBronFYn29r0HdUZJuaAAHdifVjd8bCLqhvLZo0fanCAtwiSMQYcGFPBEP7RvhwAImUAPHzkmmsK6CIU7lSQ8CPqwirtv2wVt54/Kv5JlAJACPHd6vDmZAjXCegoECFKatq2q9PIH789z38wZ8O3NyhFFWAXRsUYaEvDOUI0+/rnnvvxb3hVwjT6HAmPqmCNiUV2mF//Rt731e//W16XolEgoa+vdpXGr9fZgAFJA9fL6VzygZi/0Dn9hACkzAiaizzN4AB0YXeDdv/noahdMhFN8WpcLf+frv3apFFQaUb7z7V/7sUd/6iJqQ1ZV0H7ldz/897/pyw7UbRIEc6Dml4KDAugekE3q7/zJJymC6EUncxYa4YEBmq987csYQJ85mk3AHO/xxkjBASFIINVPnTy72UX0+kfAKQECFmD26aEdC3u2DwkvkCdPXTJNgBd3iIQyEly6wnAb37F/yUGgAoRIiIWIkQe/4I4+XLju1gK4nLoyPbm+1jDAQIRESEhvpUDHZuOuW5Z7CcmljfLM8TPmTlKoEAlzkiUE0d6+e6HK8GB/ZvcRmmxtAWKuDepBSAf86SOPF+h8owPUcFdNIuLd+I2vfjg5AAaE15wtAUN0hAVQUBnrMDIMxUtavqK7Lla3nq8OXsgHzlf7L+QDq9WhtfrW07Fzc3BgkhYgVEkOMNoLl1cbjgyZVoqFu9QJr7pnqFt7Iu8D4iiAGGiA0uFTwE+v2U/+0gc28nLLIXxBaa9+4JZvfctrK0axIqJf8eC2b3jtS5VwSWbFtTq2wT/45NMiQLQOtJSgfCkQlJc2iDHx6OETQgFiTjHNGB2KLqS4bc8SI6B5RgPOTrmYc1E39hUAwiOgl8eGauQU9nM4ywA7IamM7zqweyGjlOLE6dWuc9FeqqUZKKgc2UNtNMAt2wYBBCsCcEFUCEG/y//yGwb6hbX1tuegmSVEPSEkALAANkxxYPf2SmDBUxdXO2SSiChuEJGe6NSUortt56IC1DzXcsrW3YVf5yqC2gGPP32suIT1VG1QhASoXkqd+PD9d85FweQ81+EzDDXfkyQClKgk0E1pRUBIAlXEEyKhAAVhw7rquq4XKnl/SLk1TeuS3SOpSFJQBbEtQ8JejO/zmENw9sSz5EeePHaxTc5K6kVgKGHf8rY3b8ukmVY14EPHD3zH12tMI0jV4tJWK3/y2SPm/bacZ3VuPoKKnLUNf+6KHr+04TEg3dkLdmMm0KDsWqru2gNxATwkzRK37B9+i4eImkMBgx45ed6813oGQhwUEOEEapu85mX3qFvOuhk4enatgzAspap0HbKydLCWktiOb7tl5xyEBcIACJVbWbxoPfLRk2eLJegQpmIJKE4JMbATUy2TA7t2wNEFj5+9YFpHgIyrBLyHhWR6c9uuBQbsmpy+H9RWfUW499GdQS5O8KnHD4euaATJLsJJIbuuSB4sD/O+bdJLzx2UuGpODGiPphSQcMCjdGAzUIY3dbdOdCnayhtFCUhhCiZp2mzrgjCg8ahJqEYEwjUlK50zkNVKjLsXta/ieraICDB1qD/2+PE2LcCJrkOJncv8ytfcPxRDSAeRsAp+aJvcu3/l0TMhImZhkR558sRGVCtisyzANdh489SBJKyEVE8cn6xbvipgB5zgzGl47N2+WAMqAoiXonkeSUT0/uKG4zQgCWjuSGevbCB0lr4iQEGQMJF6gPa+2/cl9iaJ06uNMWsUc0NOME9mmam4VGH7d24zwIkcLpyC4qxkC+d0VNUU6ezaxDFC1HAVFIBOgg66hC9Usnf7UAXjjmcvrxfJ89zlVTU6I1jTDu0YVNcEOr0ChnxRp1q4UI1y9NTm1LSECFpCZmrK2day3StLKxXoxUODvG7i6YCS8wxUgZeclCHNZONNr7r/J/7nbxgBClSAxswvW4DAkJCCJThojgTIwmiI0kgdTkUUdE2IHL+AQ7tfjEYvBELOkry0NBxT/uATT1mMBGXAMI2H7j6wXAFQp06BITOsqVj/tXsOPXr6mJlTqzB58tS5Dz524q2vPKSIBDhEvwS+gl5M8ic+//Sm9XAWQUrAem8QQMoHd2+rA0A4qUn7LcvrToWtzhW5Nmmfv7CGtDvcOEt0cLafAss1X3n/IUYXbiWl42evBGTmuKjSB6QM02ow3DZY3nY50BE1pOawgN2WdOSYOjri2IW2+ICSAQNaZ/RyMDgF5eUPvCSzwENzPnZu05BmgHEm9Hc6oZLht+5e6M1er50RsUWBvQcS2eciusBnHj/cuMy1GD7zoPSUUpC37N5eAega5CEguJYQ4bUoEdDowOggjpyHgunlncCumK1nHwcjGBHhs5Q6nF4KUwLzytJCFdPOW0OVk5QonfPRp0+8evf+rXCicg1bz5gxdx8zffSZK8cvTWFJUrRtgeP22w6eu9Redu2UnqRqy5A+0enB2w4lOVaKhwQUrJb/7Xt+6xUPft8tFfRLEGvPrEKlRDz65JEWdWLbr9R11JKj6/bsWKnp5jCwIhHxRSHjjbFmV5BENqeblzcmgIIzhqWH4xIO4NZ9u3eOiFJIXZ3i8voUUolNAUV4MKTK06bxVK9G8/Xf9t82SBNZGPhGFePCqpNK4sbDoYZ7fcWXsXAoIklMIE0QkCGg4prF7rztoCIiPIAz59ecOtdsXsX1BFja8d7tKzqHvNwyVX3dfiYiAhHk00ePF2jPBc/88DwcMyu7d25TzHWZV3lC9kUAsw0pgPYYUpKFBrphikVA4YAY+xQz+v0qKQB0jkJBhcrdmBcXZddivTlukUZWpqrukn7j9z/0997wjhdBqHFWDsEwiHTEz7z3/WuWNauVhjpCJe/9zd/9rV94D3S0mpLmajju6nq8Uabrvo/D5ZSr4g7INNIjxy7+8WfOfOur9yTQbn60nSxCEGZx6sz5gFy3stcJ/yTdsnsF3oEpZv//otW8DqgA7keOPNeV8oJgZK4xJuXhlz5A9PQKnzh8xkMgDDhImIVESUFmaL3e6oALE10e67bKJ7U3jQwKa8X4hoPJMQmqVdtLR4gBpdeTAoEQ8SQ6fdUrX86YsWznLlzuOZ+eZZzL0QOULDywZ+dsvhjXmMkXBTYABFqLx5867Mwz0X3MacAAAE1p3+6R/HkHEa8nd4HZeRoCzV6KWasI+CZYkUMH50pEUwQiFKkjiqFCOLA01IO37D5xZIyAUBJtGvLkkZNHT165/9D2Ldu6zHX07iF/+tiZjz92OHRXuAnVWCOw4VUe7ptwea1KAKY1Qy6XxRK2T2yV7Jlnp2jLxZ97769/88PfnbO71DfbKiSg0MWLG+3lKyeRksVSdk9RiibQk0/Fhyt2Zv+ubWCt0YI2BUpfqBRNTzNsxXgTSiWTTuI3PjueYgd5OeFKpxl0cAOIEjvE19/w0oMLEY5qTaoPfeaIRZd8wyWDA7DKBmsGbkO0U3B0Pt+zKXsiUsOVVd035c7C5SYt3PDelJ1NWnRMEy9IXHGw1R3G7SiRvIX4S+yx2w5sWwuFYL3Fkc0RI1XWtFwAM9AUVYXRx6J5Zef2ZGsDaxwKJMINCohEubFFGIwIttJdPDPlJ85ZqzHsGti2Li9A2+wulE4WB5w8vM3EO3BZoBU2rWeXAh18DDg7YNICq2knuKTw1KxBVrrYMQgW3RZSCdqMUsErFAAN87pUnUg9ubRgZxFt9smCxFve+Pq6rNdcj6RTjKCLl5r0C5/4nDlIlq5FlGY6dqANdIA5EA4bo7l8EXA3tOuKFl1BqaZIP/7+T5/y7Y5KYgztgAmaS5qXVlmZtnWznrtxx0nBAO2ilLWRedcKdHHBJ7lbnwz2fPjY9Mj5BtfLjW5qviIizl28bB4gQ3j1qLvqvyXKrp3b+uNJ+FekxnrLKZRnjh7F9Rjs2sv5IKV9t9zSl+B0gZOnnp9FHXNKI1ggm+Dm9R/JTeEGuUaugeta/IZ3QCJ6jeMcE7mH92QYAdxx6MDObVTRMEw7XLl8KRDzMD5myBwg/J67bq9zXMWBLwRQN/YYMutZQeTqwqWJasYX1BJcJbWi7Nq587pXveaRNFgHxAlDBagXshVMiDGwRt00OtCrJ9HnECJc0dLdC0oAg0Uwu9bhkd2+5ateenBH7WbmymqIbpqV7/vg4Usbm427JA0rdZ1gTWaEhwu6oKHyvDgAwhyinWuXUifx5PMbH/34p2UwREBk5D5C1Bhum1huZTTBoEsLnSwUHRUZFRl1Ohwkh7VAnvgQeSlaNxn94Sc+51WdePPVgQKAPPX8+fjZYqIAACAASURBVJA0V272jJ/0NCSAxRyH9u7unaHMQqirFcfEPO91I6sIQJqizxx9LoAwu57X74HC4mJ926GdJB1cneLzh5+9trfialIk5uSVAU4W0MmiKIo2RaPBG96AOCWQEDp78XkK2QkHHrznnu0JShjTE8+cnLQNGH5d1MAAKIzu4fvvTfM8Jv+inPVfAjVm+T564NSZM8WBkGBcFzj0z24s01v6VeCf6/F7XX+vtujCJ25TyUDylrYJT05GxagBFQhDUKzqmpFAgIgKssMokCpHOTTCO9/xtTVahMa0S0p3f+r0le/+kX+zKnIROtZBawHCve35u1Y41TSRvNBBk0JVKc4yVvvUU08iJBcjSzfxBZ9u9zM7pyf32Jntk2N7pid2Tp7b053Y0x7f0x3f0x3f2x4frD5z21KDGCNXXgzWQOQjjx+bUtQ2bnpcIYQBJy6uBzOsIFIvc+zVwY5QxM5RWh7O9iXhchUxvZi4h0AEz61OVycNxJHo1ySls0hmx2I16EuI3E+cLecurXu9MHdOhoiIHNB5zn2WRGWEI4hggIh2C6qEPlvn7InUEITPtScRrogH77q9CsC9U/3sU0dAYjZeB4RBCQ+i8nL/nQfIazrAeQH8XPpxI8OwgBJwGvLZy2tXS/6jF8lGf0hRfbptQbcvjWa5EHlBNNGzS6ogte2TepIDw+KOCaE7NyItAhEzGS2AQVAlIOqIEmwctXg4W9csMYrmHV/58H/87Y/86Xk3S47U6bAYPnxy9a9/94++6x9+61c+eKtJvYCpRAfvBswB7QIi6h5jstKUSltnNsgf+fRT2aVtJ8zZBXv90q/95A/t2z3KiCRE6aDaZ6z7ckRGJMSzm/rWH/jx0xsQKVna4vzY4bXn1nHvQnXzfQVhwKkLG8hDEBQGdbas7ONee+nd+xdSf0jLC1vdMLbedcEtmE9euMxqIEq4A2TwapcLwm7fsy31X6l8+okjlkb9r4gZdxnR/8Rsd3r/+0PUqUY16QkK28IdoAZyQCR62wCoPXOSE1/38ocWiFqlAz75xDMBAzEXNF8NpWSU/WX37Ffp696v0vnkCz9vhbIJqU+en1IqUJ2zA2gmhwnkmL7k0N6VkV4nJpk7FM562LlIsOrmI/QSiAocgoubwCngFHFScIo4QZxUPSuD56V6Xnjeo0nYkKaiMdElw3yJzfe+7TWDK8eUU0+DlrXkNB3tO7LK//p/+pl3/tP/cIXY5GBaSFakkkJJk9ZPVfKzH3rsR9/z29DEqNbBR566tNllVksmAwxHt99+y0v2jpYFi8K6tHX4CLEQthA+gi1EGaFUbG9bxMvv2uHqbTUIpQ7r5zfkF//46YncdM1sgkdLnrw0aaz3DwaKR5kvl0vEA7cdqNin8PtmJsG5xvXFUFHm4NFzl9anZqkwJS8hZETMSRg7sCMLACuu1SOff2Yq2efZAaIgxAmII0zg3vcaoWImYkSAEf033fAq0NotKCmKIZzSj4IIX6h0+9KiuDt5ruETx55HWgA8IKD3RslwprygfvvumRvkC6ai70vDLdZAwbWInLm41plA4XSBMaJP0wilxvTe2/ZUQThj5oyuOepezyiRSCVQW5fKVJUWjQg+9dlH3vz23225IDAHC7OJaHQ52uII6iInP/bDf+9rXvsS2Kak1AKShxLdN73xoUcOn3j37z26OrzVmsLcTbAMyYXD9z124be/5V137t32lq94Ra0oTiCOn1n90Ic/NlFuxPD7vukrWitJ9UOfvHj0IriwNO0KqgXBxpe96sHSe0CGSBJhz+ZdFRAhogkh8fqX3f5bn70IXSy2mawNqX7pfX/0PV9zz0J9s60CHqKHn18zqeCOCAuwhyMBoedov/p1r8jR46Vk4elqshXyIqzCowievTButAI9IiDCvlaGhEDC7t230PvQSeGjh09OfACVoCNCowSSYYQCpSWfJvTlRjTSIYFeYxhbMYoca50LkNycHlWSjuzzZRXsrv27BnUSdCX4yacnZ8dfKPsKAPTO4q5DO3dnCIhUv0A8HDNBBm9sETMGvAGOnrkI1kDjaize6zSDCqfY2lu+7GW5j/x6COk9Zw0EtNfCUpykoApPsA7JJYdwkpe6lM23pWglOmfqJAeFPT4j2JzOHIghJCdvyNxSyDys7Ee//+3v+Lo3/qN//1uPHF2FlWKo67prOE7bWO/4zGX7zG8cDivS4wiKy62Jq47tx09cYLLjVzb/yb/7uc20rFxHoPK8ND71Da/7mxlQQnpv3/tFBPpucXDAM5Xd+je98t4f+/mPnvWqInNzWXKcuXThA596/Ntf98BN9xVTwakLm8AIdAVKhMhMBCWMlVG+69Z9jB7vqM8Kx675ii2z8hbAifOtSTWnVzS8EH2NmDNs/7ZRABC5eHH83NnLNtgLeq+sEPQqKsBb8elIplW3CvdUVUYx5Llazu2qovsvvloX88o0iWbtrJTGNUMFCLVyy8pAlCidS/XIE8fWuxzaN8BSogR9Vmgtaf/OZRpEwkmdiWWuEzhtyU8UIgfUgFPnL0cs9e12Q1wiJGhCAMNkL7v3kMIZYuz5EF4rgxF4dEJ2Ij4rgVFwEExgDkpHAqtdNBIl2AUN1AAg2YhJmU5z0ylqZPWxRhgHHWDB2qYPH1z5xf/l7377D//kZ58+ubJUnzl/cmH7ns2ujTygVNE2fT0KrBGyytWGLYurSHWFg/f80QefXm1Qm2nkrDHdvP/ALffePkvvGFQQCPp1eVGB9soAarr7wOA1dx/6nacMqQqOitrEuw88c+7mWwVx8sx0s5tLEh0K5SynK/Tu/nvurTjT9liQsxYr1z1MxFwHcWPF2JmLG6EZ1sANFAT6quSIAH3/7h20gPjq2rqnASQjWoQAIdEHIpM6bSyw/Qff8bb79o3qHkDPpbACSAR54yzBb33u/H983ye60rkLEEmTRcxgvDUHdy0WIDOceOyZ45EXNdz9mnAehEcQsW/39sGsDJNzIcC8f9xWrSJAJ3h2tV3dbCJWAOnVjoyYxfGUe+88uFRDrCBV5iD7OqXZqWR98USEBQwY2JWF9mKWAUIkwpiL1NBGZ1YhhYlweARzCY7AMp0ziqwQnuCAuAhYZZSdbu/9l9//R48e+cOnnvvAHz525spmlUfmDShMQesSTRRmpXTtCHUVa7bWjcfl3b/4vsXh3qmtLXSbUZA0v/1tfyNHpL5b1kxhQ0JiRiAE4QhvUIllEX7XO776w//kPzQYptS6dYssj3z8M/g7f/2mW8VnP/ukBSEZXhBGSYCHFWgFt1c+/NJaRWcRLtF3EsD1XWZji8LpEjh1/lJ4CPvGA5ReJg2SUuV8cO9uESDi1OkzJQSNzXpSspfJuYDJ2yjr/8WXv/Tulb6GoI83pHc9EmFb6GP5J0fOh01ksOIe3lkwKDlE6UXD79i30IVn4bTD5586ahhpTHs3watsAyOK79uzTcWKCWbSsBed8p+VzQeeevZEWxyagGYWfs/L4QV8+MH7BtfKMb6Y92VChWilNMtV/e7/7Z2bDiNSYGAwopUZ4y7oa8CRAqlvEZ+QCnYn5HZqeWDMQpfoKqD1ZKqBKsdkxfG1L7/zq15557ve8eYJ8P4PP/uvf+KnN6ZdBLIQQGue69GuXXve9QN//1X3D3d7Yx0/+PP/ph2ABQMDMprALkXuWkkKXpNP8Jr0ZXbQdgULOTHat7x815+99x9aTgSqwGL0jXluclyxSn762ZNqHdkEwlNGhASBGkgV1u8/sCiBiGAfyl0Hnq8WIs7KK3E9yz7X287RhEjaLLiytgELSalHYhHG8KQkbGkwXBnm5B0kH12d2GCAoFj0PKpRHAzU7mlnioOL7CvHFQoywF5oGBRBF0wOSl+4AxikZ27Ycwng+QvGtOBtlxJDNMIS0YWBlYseWqw0ApS1zbK6seF5idAUrYMhGXCGB9IQ6zu3LZhD6B4a85LC6A/4iBna/svl9UheSmF67Mi5lhUwlmj6INsogQA6ielLbz9Y928e4FCdOSYJS4igzlmQNMgoZisiy8IAEk2lCdCQda4mnKeYDGGQXFxFId5CiyBsVs8kQGThrGOfpMQYhi3GBBau9Xe+4a53vO5fUmARPVDwQAGEWCCraAVN0uqA5jag4ioAUWjiHVPuRWVzgcys5OWqvoiUxQy4i8QQ49tz6lAETLRkBq2Am6uaTWeoT564QG/E1Jh68TAD0BqSlgb6ynu2y0zvPR8L+QJ1JK6VSV5XgyTXI2xBFObjF5qNyQQ6QnSYCX28SgiUsO6+u+4dDZJ0DTB6+pIXEijqCKIgOlG6BFM1HL3i9sXtCi8G7RMFMpdwI6ji06sdDQUzq4jZaA2gBU6dHxcOSIoX650WDMFIi7B0267lLPDQs5cumztIz7V0YzI5BwijN8G0U67s27U9JGuU+WOH9MtM5bwc9AZW4UnUzf1jjx2zVIOtWmuuwWS0nnQdVv7QnbfXIFUi5twWIRF9ZnyuIxMASV9odBgRVws/5AXqPfYZq/7LGqivfWffSfHql5L7oApY7BuACpD1i/Lv1+SOFVj1M15dl9dKkKuvPN9Ifz6zz1mGuQaQgXztDMGX4JLzV3Ds9PNGpeb5/o4ZOLIyyrpnZcvSz5jL+6H9TFzdswwUVp95/HDXlr69D0VBiKg5SjFaeeCu2/u6cCcuXFzr26RcK+ea1yGU6eZ9L7kHgXzd+r+gMQqvm+iYrcnVplUGOnj67DlzD8JAVbWIEt43gFGU3bt3etChp86dDwrcwn1W7zIPpyVAm+7ZtZ0RCCevtnR6cYIYiQB80vHYc8dnsfO83Vb0SxE2zNi/Z1RKG/0xzqvU1Ze0J/FfkJv/wgv/37/k2PN+ebOFVB5E34XZiggQRvj+3du3kjLh9a3me6ljzLdOQOCMaMnPP3McktDvsL7q0gNU0VQnvvqhOwFCUiHOX1nrY/HAFzRVKhnllQ/dr0Qx5xfjk+vSBvODkSRgTngfsRfiwuqGXRU09V1A+jx0me5aqrYvL4B06vOX11M97OvNvU+MXIcSt4+qXdsqZUQ4+4ToC07PLSlnVQwRVzabcdPn38LRW8WsTxMRt+xYXsxQEZDmf45G6v8PO/H/VVbx8c8+PkXqQnz+piJI6nBYF6W59ZZdaUtarGu93WIee/NqlWIEEJccn37iaFBgfUwhfRG/Q9wjRfvyu8AA8mC1xYnTF1ACqrPkQJDRp9VtZZgO7duLcBWJL9JPxnw7foHiWuhAIdEBR05evLyxKSlDpK9bEJFe8aVsH7hj/6Cigx1w9Mxq1zncABpy9M3D56Kpe27bt6B9S/B5Le+fo/LeQj6Rcvzc5bVJywhIilkjM8yItfADOxcRPUE9cxS4ClWv+fb/fP2ns4rHjxyPPHTJpGStEEHVcJekWWPXymhropMAS9+S74XvR+OA9Yt72fD0qfMlBElmOKdpclWVthXRPSuLywnhXsgrU2y0Du9TsT7rI9XHst7u3bZw694E6/z6d4KabRQGriGoOSMg0Zd2hCFiEnj8yGmmgUcAlFS7lQgHFZAU7V37tvcJ8w64tN6G9rIvd85z/zPxbNx3+76qL7cmS+n5Ir4QU25hu5bOqOfXN00GQcBnI+n9XgACO7hjIRFkeETfUOFqbxAE/7NV/Ke3iqOnzrZ9IaCzlA5kuLsIVbyUg3tX8pZKAq9C6qunt5tN8P+wd6fhlpXlve7/z/OOMedcTfVVYBWtKI2goqAEmyixS/RoxKjZJhFjGptjkh1jGnc6FY8neycmNjHZl5HsLTnHqGnViB5NIBYaY4wWYhQUkIISpGirW92cc4z3fc6HMdeqBYWCBsru/n3wCqRYtWrVuOfon1elRBSrRvK/++hXDjTJvFLbWrfkUapKKfLK3R+wYWaTVHkah7543e4DS43qnnXDqCZXKV1Sz8sjT31wX3JX8oNjfe1OtxPT8pWAcvCDtGQpijybPnnZF9vuNMOslOwpTT5wzfoaP/6M05JUSuvSrQcWSrdCSlhMThNz9yatpB844+HVyhSFysvK898HH3U+ZG7WoTu3VC+EPn317sZq5WyeJj/CWL5iEe1xRw6SFBHdaDZb/kKxfB/dDsfgi++nKm7es2/cPb7sqrvXHiyFIiuqXrV53azdq2G3K3OYV94NaFPlYSpej2WLxd730U+0aTpKpOReuhFMOUqRe8nNsUduHBQpLJsu//I1jXqyFLkNhXzl2E5exqef8qC0fMl11R7p4ONHB1dQiyL56u8+3OeyLr9qV6yaAuoqk9e+SvRjfMoxR7rclbO0f37cXT3vHg/rboks35Tw47Zt8e7JVrPuTCnueix3N+emqwuJiHFUrelTV+5uqxlzRW7krlKWdwZemW1dP9Pduo+DV/bLnc/rqeI+raLJRXUtmXJRyYpQzvKkEk3TeLJuLal7cQnKpBQrayLIFFbCRtJ8aMdV1127e0+pZ4p55EYm5ew+ecrUpAcdtbkXo7AYSVd8ZZe81rhUKXWfu9a9naFIVh52yrGpWyQgr/rkvZsXtA6eluaYvN1TQrfsjVvmxtGd03T3BaI7bqnkaf10/+hNtcmTWUjDtiRXFW234op1DwUuX+aquww8Rdi4rB6a/fV2FXdz9ab16oqvHfjCrttbqxVKk/vaxVRkqZuleeyWjb78rnbEwWn1k8n+kzM33HdVZEk5S5YUlZlFUVV1hx5eV3Zvf9yuqFbddF0Zx5KKFKYPXfrF0lvTFDdFtK3Z8sF512HopAdutRgptFR02RevyFk+mCo5r8rOpFgzMzj6iF5tsersxVdviavuI042obLquDvcr7j2ltvmRpPXqSb3qYuiKPVkvm3zpqnubbwYh6SqMkXlsbyYVzdbu3S/cTI7+LyYd0+33btnZJd/qhGxZPoff/ru+dKPkrqJ4oriKj55etTcfdvmDZFXjeW1b3LEL77ZKtauXaeUzFS6U4DuTQY3uUWxufmle3nZWquv1a86nmila3ePtn/ysjZPrttWlXcXU6IUdQOMVR5y0rEq45Dd+LU9ozZnT9Fku/NQJQtt3LC+nxQlK0pK9/YxbXV7g1CRrr1uVzdP22P5KCVk5nJXW7ZsWp/bySdvkqYG01HCo6y6TXHwKPHmW24yrUyS0Tf73mRENE3ztre/67IvXhXeV6rNVHLjK9MNSnH3wWCwfu1sN9C/TN630yHPWbGvuE+rOOmYY2u5ytiqMopcvG/qTTWjejhUjs9ee+tcbyo3S1aaaEZRSsk555InVyhbxUixpNJ020V32z9HRImQlhT/9B/X//hvvPWLzdFTTa6jhLypprPqfrFKSZ6qfNsv/vhjj18rWdXE4vs+fdOt5ehKuSp3FLfss4oo1oxTClWnH9HfKBWvss+aVEfRZOM2WZJVve5ds26hMKsl70eppMb78l4p+oftn9nfPzrMW5/yGMnKKE2VyCnvl+fjjz9q2hZTjGTjSjpqw0zOg+IbqhKKheIapWRqeqVVGfz9Bz+8JG+jtpBludStb6KyaHneyjhyiawcGkkjqVEbsRTtMHKZa7TP7IKLP/57/zx3y9RD1A6rfKDIW++FhazNVU9eVzE889jpI6dr+ZSs15d6JlktH3Qjz9TdLT4sk7q/j6o4/YQjBnkhuWdLliopR87FqyaS1YPPX71rKFmvXspZdT/CzZOSh6IoZ3mxvjRVrA6XmWqpLk0q8+bD7PWVXz3wa6+/8Pb5aJWblKJbzjmaIms85YhUlk7ePPPic8/opySrw9NVV1/THXDnnH1l4lm3XnzlR2zetPqg4eBdklVv4dxpksDyO4XdGcTCUuw7cEDj8eT4buWQz1MpRbnZsnF2+XitknTExjXubY7SmtvBm9p1McnyRz6367oDyqmWWW25muwje0rT8qnwXshNJVnr6h7nqtT2LExJUeu6/Xrz//uJu9vpmplNTrgjn/7Q09hMD3cVzz775Nl2rytK6ZZubt2jicr6Uzns2pv2/t2/3rC/lNwbjCe3mcOjuPLKChe5ezcisqKobdQsyvOiqqvn9Jq3X7SnbGjSbEql8ZTldclVLjIr7t5La8rcq1/07KMrpZLlPsy+c9eN1t2em7zL0Y1Vkakoj7YdsXH1mWV83dOeO983iEguWXXDrXsWh40Gve74I2wyPqSEJUWK4TFb1slTRKhUVejEo2atLGXLxZJknqWosuoil41vKBsvvvzLB6QSpbLWy9gjWqmVN5YaqahRjFRyilKHqpB5GueYD/vLf77s5/7bH9/YbD7kqqqXnLsnJ2UlRfvI005mMz3cVZx5zNTJW2e9tKr64ZVFG1GK96JVtDG0wev/5D3X7B4Ow7IkG1qZMy155BRehVXdy1wWFq0syxv1p8e+/tr5/vNe9UefuOaOBetZ3bM8kluYPGwyB9baaA888kEPOPcxx6/LqlTk1R1zZc/+A568REmpilIURVakSBHeLG7bvGH1NuSeJle/Vt3IWp5Zt3J327tXoIv57r37lWq1d5kkXIrJVfp56chNG1S6ubd133TyMUf2bKlEI/duOUBFHVYXc1mzWG/8yw/taKXcrR0R40rjWiVNHkyUp0ZVltxLnYpM0XhZHAze9c//8YY/u+Sq22yUple+84N/AK/MXFEUZWDl2AfMsJke7io29fT8p/+Q8lheKzxFidzITe5WWVG6Y1y94lff/MXrblnq5nClkTRSkVpXlqI1zbvGbnWRhpZubuoPfeHmnz3/vdfsnRrXU95XaYe9Nrol3rNVEbWipFiYLnMvePrZgyLLjVSKyu49+xeWxt0JcJ48mR4pVVK4tb0YHnXExmQmTV74jsmAjkOfOLrLPxYztdJXb98fqaeSl6/m+vJlzaTSTNvo2C0zkwcuorLQKccdcdTGQeUjKdvkjXCTKplJ2T1ddd0Nv/Y/3n3zko2iJ6+kIo1NoxTjKpocqVG/eDcJQiPZrqXy+3/9T6/9X/94a55p0ozd6SG/srzyhecSimyet6yfurfT+nAfVtFT85xnPGbaGqtdJcui8snu20oTEW2aumFhzave8O47Qvs0GGu6ycvPCbuKqyi3Kovme6y+at5+5OWvf+n57/zcroW2WlcslW5QgFWyoojivWaUe97O5n0PO2bd05/w8NSdEpiXMr7u5lvTYCrnEiHvBrmYSm7M3XLjzcLWzWsn67x3R98+WeRy9cnE6rWnlq/pFkXJ0vW3zg2zdY9/LD9e271BZcrtURumt8yYuZu8u1m3YeDPecpj+s1+i5F3N86aprunUEy1xziqD3/6qt/8k7/bk+o5G7Q2yGUylCQsDa03r3pBtpS0R7puXj/1q3/6tr/97O1Wtb1o1aYyWRdt1YMr1l2pSynFaHjE+pk1Sd8zz6J+t6hCadr0w499+F9/amf2WrE8q185RWOh1vr7B+sX9s09/rmvedGzHvusJz3uxGPXJClKtxxU1cbaW/YufPjSj+2ZK3/70U/dPqqHuVa/KJaUTdZrpZJCufGqX8bRXzOol24884Eb3vCqn571ycolVnKVqlsOLAzHxfueLLXjrLqKGFpEKVFZOWrTmg3T3QsM3+hxVFs1UG2yoUV296XQ7v1ZVV9tK/fJ5KYIqYRVvRQPO2FbPyIsqYTVihy1xQuf/tiP/9vln7txYRTTSj2r6lBWm1OvbpaWvLdmIdZ84HM3X/6St/zoOac/8fQHP/q0Y3JW90RLaxpL131t/yf+9bOXfPJL19y4b1+ZGtUz3Qh0WbecjR+8cNDdi4hi5iW3VSpHbV7XZyM9/FXkYn3XM8469uJ//+Lt41p1vfJcf4pu80rj3LbTm8p4+h0fuPLdH7qsWdo/6LXHPXCru9/8tVsWF8YaTC1af9xO57SlVFb3c9su1JEiprN6kVQ8p4i8uFBNrx0duPnEzdX/fP0rj5mVNTnqVJJVVpccN+4bet0fNo1VVfemu6K4qSiS8onHPGB28qxi2De6gZW7meq2auRGlDZ777qb9rbhKXXD1aTJ1htFHrl91GkPrqNb8a5beUuW83Fr69e+7IUv+u237q+mlyKiNFJjrjZ7vz8YZlP0Gpv68v65r/79v73zb/7J83Cq32+bsfLYLC+1bX/tkfubqXFvXa43te3YZamtTamYSmqWB9Kt7rh70KlUSUcfsaHHRnr4q1CyOrdPf+SJ79w69eldC8PuFrWFYnkImVzTVRkPx9Yr1briM7k/WEjj225YdHOLjap7IRvnsHqm5CqlarSwtxrU1g01Ve4eGsyNVVOzNrz9yMHCK897/tGz6ufuek/rlkrIrL9r91CprrxuSqhk9XpqSvfIkpXy0FMe5NHdXU6H3rta/YCRVr1J2/1P977sLfsXc7YqRbHJQigrO5Re8lMeeLRH03YHWKbIuXJLbXncyZvOecRJf3/57uhPKVprx1WqmzaFN/IpyeWm6I3ylOpeW/seS0qj2RnPwzkN+nPtoKnW5jarKqoqy/LSk1yew0eK5Z3B5PuxbtG9yk25OWLDIEXTvb+Gw3dekYuStet7o7f//i9t2zjj7stv4nlYKpZkyWKUPJtGbVlaKtlmNoyqjSNtWdLmRd+0lNYNy3RUs21uio+b8cimNrSxtrXpYsV8wbXkuVWaboejtb3m5T/xI88652HToVSylbHbKNk4pLZoz9zScDjKOZubUqXSLWsSZurV6ZEPPXX5XKHc/T3suzvTntwEdr99TnsOLKiqorRafuh8+T/xLZs3nXjcUaZuEo/G0XqqLMLLaKrN5517zux0XyXLSrJWJXsatONhVRq1C5WNB2qT8jhNjWJm7BvGU0fuLzOL9TH7bdswrS3eypuqrtX2I6aL6m6SrMehS3Lb8sONYaUcfeQRfv8PG8Zdq3BJSp6qB/T0v/7vXzxhbdPTsFvILKd+KHm7pNYiopTGaw/Lo/FS5GJeyXuTpbJTFWHmlamkJDVj5SJL3ZpJSZGiTR7FuwAAIABJREFUmS27N/kdL3rqo37x3MeuUS6liWThtXKV2+JWSgyvu3GPVTNWTZUm15ZTaWRT2daY9QdqH3TsljSZ6PqNRgS04dZdnpKKwjRWlCy7fveB4WjJS6kihZmULZqiqlidYnTMpsG6dRYKV9uGklXRvUmUWqXhY0/b+ovPPWdDOTAoJUpdbFDkPugVtd7z3AyzV8V6WZWqnqmkZuS5LSF5pSSVnFK/NKosRS7FU06D8CqpqctY8rC+pH4sWYxUSlhSO65j/IBN6xUlePjvMFdRu+R1idQv+cwj7VXPP3swut1iqLoqS2Pz1K8tVBVV8qpbmcWVkzWmscfI1EglVKK7zh/muU3WJBuXZknF2lbNqDHLW+Kr5z319N/+2adtMvVK9tRN3agj95NPmaUDC/Pz49zIi7lZ24vFXiwWKWxgeXzi1nVHb3SVsMkZ6sFXi+58FUrZksXkCfLurR3JG0ufufLaRkruFqmbCZsiivpF/V4ePuyBR9aajDWYjDwzmbs8yWza9V/Pffhzz37w1NL+mbouqlX3m3HpFqcLt/GwicFsCVkMFUthTZiFt7KlKjdVqXLxomh1YDDdhFtEFdWMSlTRKCSrQ17HyGIks0h1ZWVtrxy5YQ3b6LfhvKKEomQz77ks9Mxzzppr9cYLL94/zG2v35Z2KcKsWp6vbcsrpnZjJSJUFGVyfmhWZMW8m3vlEbUVT23l41OOP+b/+rkfO+2kYwah0pbo7hJYkcyShWkY+tJXb51fmlcaFGvMc1gbym7j4l63849++Gl9yS3f49STg+uymbKsUi1pUdpxxTWt9SJSSdVkMYwyWcXLczz2zLMqTYYl9UyVD7sHgSOmulsKPelXfuZpS6O5f/zUl9retrG5p+nIJZXipa17abx0oEqeLXWXZYu5ldJrR6lYsWLKYcWqGI7ne+6tBmmpUbWmlKGUFbkotd3Se9088oj10/2Na/uKIc/FHvYrsyZPqeQcbVOp3eL1S3/k7DNOPPYNb3//f+zcvdTbsNia23Qsn2msmmTVTUjrXqlupByRsteyWkrRjgeD1Fu47SmPOP4pZ5987pPPWpNybUpNTimVSKFwRUSWV21o5Pr4f1xdYkrWVzZZ1cY4l7FZ7fK6icc96mwrktI9biKTgSxm3UKIrSqrdPOcvnj1tebrI3ePp1s38y2pMWk6lYc+ZL2W7xwkSVqSqrDUqnvZKGbVnri2eturX/Tl3Qde9yd/85krd85X2+SpDRWrI7x4t8Lv8qlMZNOoeMnWL+pHN2nEwtOov3T7WiuNp3mbCatStFnK1hv5zORbC/fS/MDDTl5bRXjNE7GH+wgq2rEip1Rb1TNL1g7XlPYxD9r2rj98xZ+94VXrY8+sHahjnKKZrLbmLqtklbzunucrVrVWt97Lniyyl2Gd96/xA2sXb/jdn3/Gn/7Weec9+dEP8KWpGPXVVMkV3XiOyXKlK6fPOz5/RVKxnLsHn6KN2mrL4ePRdEoPOn6DXKXc84oZroOv6fnylMtrr7vpwN7bU57vp6Ve3m92INlC0nyt+Z4OHLm5P9NXKymZkrKHYloaqBuua9H92auwGemhR63989/7uec84ej1U/NVub3qDaNWm0upZ8JnZFNS34v3cpjUVr1cDcL7ip4iqSm2MLexHDhheul/v/U3jz12UzEzFY9WnrL1pO6h9+hZfuKjHl7bZEeMw7qvqKrlGfcyc68qU+RBNJuVnnzqhve++ZUf/fhnPvLp3Tt3fXUcqfSmlxq31OtGdSnCTRYlvPaql4dza22xP9rz4KM2/eiTzvrx/+NJm6diYKVWiRLJTaVVJJmlqtdGW1t38JYrT+243PTVnevaLdl7RclCFjnJizxKu239YM2UIuTpXoysjIND6dJkZdv2azuv2NRv1ewpo9z3WGwthbzI5KY4Zv2x3QNdWVIukSJb3yQpJ42kYpaU3ayuTQpttPLGV533C3PV31/00Xf/wyV72ulFrc05h/XMusWai0Ukr3ITnpTKUmr2DPqq0uiFP/6Ec056wOPPOuUT1yx+7at3hGpbGe5jabLCjMrGqepRpx1bqeTJ9AccPhZlKEu5e4pN8pB3z31aCauXVDfSrY327x+97FfPv3X/cDG8HsyOsmRVzrlKqeRSwtrcru/rZc97ys8+5wc39jRQnqxva5OvamokU6mkyZtmSa1KVjFZmpffsH+hXjvb2uSdpZWrrS6lcTlmyqtYrMy7j/BvpEiWZbY80LeJyLePq1uHqZq1bjnHpW5Q1fI1zzp0ZF89qdKo5JD1xu6mboGwVt1CGeqtDKdyjbo1R5eycqr/5Uu7Xvm7b963FDG9YdhYWOr1+hER7Xi6NzVcXJqOhWOP8F975Usecdpxm9x6OQ8tveoP3//ez+1pysjVRnhO04qwGJtZL9qnnjj1l2/42TVqW1W8PHH4qxhLXix101TS5IX98eQlffNQaoo1YSX5YtHuO5au/MpXdu76WpNzSr3SjjZu2HDW6Q8/ftvswCxFqc08IvnKwujWvUfWmLssdatoefcoXJtCarPCmzqNTD01RSmWZ4xPzppLqU2Wl+okRdI9LnWTJc/RzVkNSaMS4+yzY9m4qOdytRZp1fhoucKbRl6qbtUir5dcJtVS93j98rl7se5RxAiFtbmkqhq3imTDkNxuOTD6/FU7b9x9y76FBaW0YXr6oQ8+8eTjt67pqZZ6KZd2qU4pov/Zr87/1KvffF0cYZZNykqy7nGbsChr8v4/+D+f+dNPOa0f42K9xHZ62KvI0mSJxJWzVVN78DUGk5qxqjrn0spV9WKy+IBMykUlNGPjWo3kJYfqqVbWhMzUvS9m0aqMh2nau8/bUNjk/QzlqMzyaOSDqtjyBGOtXHR1lVa5hIeZlaZ4v3/PSwJkhXdzBbs7YI00yj6d5SbVMZYWpWlFNVnC0ibLMUrdeka1inLVdAuPrBoL3K2z1b00VCnUmDxUWtVVkZXSjr1O3e+XpaLkavsKtcV8kBeHabqvaGT1XKle/Pq/2P6lG/f21qa2ZPUmc2kjitWVla267WN//tvHzapSmazzjcN7DcotusVMY+WovHSXesK65XAseWmaVNWu6BZnkSxKSHLziOKhtnhVVeYl2nFVVRaSJVs56bU6T17uzoruhex6VKLq7j70+jF5R29gplXz7ksorDIrKt7LPeVQfe+2kW4MRiVJXqxqYnKkFLmxuijy5HnZbrBCd0s7lFPq1sqsimSlmE3Ge0jVZPZ6N8pExeRRVCIltTmqypX6pW3NrZLqbiBCLtmsSrXasOmZYR73k0Lpyt0HPv6FG5f6G6LJZrkbLuplnKKMrVdKOfVBR22ZVTcMyyeLh+AwVqGVOxHdB9zkeLta/oDsFhBKVqUm57qqohRP3V9XqG1lbu7DqNTrNUU95ZTGsbC3nhooklTLqu7m3qpz4dzd7UhuOSYLgnZPi46WVyM1aXKskiTlYjZUye738lG5uNOadElWTF6k0ipVlcpSuBellUVTIpStW1zUTFYiqjx5Kr0bCz453ipJ4d1HSGvqx6IU8r6luikWpuyp7laKKN2Dh7WSoqiVsqt4r9VSlj76ySuGacNSHpjLYp/cJHdl72ZZhU496YGpSE4V37YqWh1cLGRyrT/dZeUMl9RdCmm7Rdkmf0315Dyw361oOhlNUWtm/apJTZMvNW2Tm3/d3PWkNuku4zfr/iErdkSYVJk01c2nOXR8ZBx6UFi5ck+topLasZVW/apoUBbNh0UbxrZ50MqTpGyxpMiWK7eZUtRWSklesqqQyZX7k5uGRepWIOuWgXSXGq/NrbuKVXlIUXfHW+ZKHqFeydZEm1JbWd2WytWG35btPZdevlCvVdO6DUO1cpGraftWxVQ+kNrFM09/oClSWZKqsXrddQMLmUqYlWIldblHilbKMVk189vh0Mtj9/8Bn93PA/urcuhvYPfNN35f/QC+2V/gqRvz1jMrsuQaWKjuxhmHy0ooRTfySsWtNtVyqYx7dZXaJtomJZNNafKh330spOU7H8tn5zLrHneN1d9Gd35SJlcuXFKybH0viqG8nsv1f3/7h268eU/Uraq6RO1JVVjbDuvBVG6WptRuWZPOPOlYi6xUq1u4KWdFV+LkMZRSVv7wtaIKi3JPy8fY/bQ9fztOeu7vD4Dq5tEhP6xDP33tW/kIif/8Fznkmzl0ovGh3+18Sj0plsqRs9WMshclVy5N8ur2Bd9TpaFpVuFRQlVrViQ3TedmXb+ZSWOLUlRPRi4vbz1F8uXR+ctLfUo5Hfy2YuVhLFsZzpbNFEoeahejp0VV/9/lX/vbT3w5p6l+3bRtW9RrcriicmubtjLvNfMv/JEnHT0TPVlW5ZYtj4rH0rgMGx9ZrwnzNFlme/nytVmYf5u23vtma/kmHXV/ryx8xk/8zr07d73Hn7n9p7+I7sUB9D0vm9LM9kZ3jE5Y46//5Rf86NkP9aF6A+Wq3t/kF/zKG3bsL0tT07MHbq5LhKqxTbdeKZp1ccerX/4TP/P0H+xZm4tP2eSVv7LqrWqf/DHLZG+Q0vKAP2lyK8N8chojhYdUcncfcJxt423Sm/7q0tuiX1ceo8Veb2rYtlal0jTuVZTi3py0de1LnvuEqbyUqv44LOSVmttj6u1/9eH3/sNH97W19WfHufUoKbpVlevu7vjk7tB/6md7b/6O/Dtha7nl73/v/q1i0Wfvjx3rfXW0eY9f527myy4uTU9NLczfXqVaUawXkwXBqnTcQx72L5/56rgdzPd7qZhKXazfWpKPS55663sufdxZZ5yyqVvjvFhM7o4vL/w3mY9o3Wg/lWyLslRUaXLYP3myz7pjnW5cQvKiktPUVbc1r//zD3/x+ttV17ko2UwzlPUj2tbcW9WWYo2NfueXfnJDrRQlok3WM5mip6RhmZobD8b1+lFTmauORmqLrFWvVVXsnleOvb/2Fd8Rh1T3dRWv/rEfuBd/8nzIXtLuuhs95HGdu76Af2/engk/ZAd9l0Ooex7l2rZV8mbTwE7Yst4V6mXJSkl911kPOfLvtl+uwZGND1qrk5KFu0pE1aa1Ny0cePeHP3v+eU/0ZvJfKTdSUapVZF4fHKs2WaErpGyTj8/uGCZPxugXN6+6C8nzZXDLgn7sF99wW7umqaflpYRLfSWVGNUqpe7nYVSpfdSDjjz7IVtrqRv5m1SKeU5pg9qnPWrb+sET5jTdWt1LnvJiHeOQZfVaryziHvcVdo8/28kqId/cX9Dd/U7lHn6juJt9xbeytdx/Vfz6C37oWzmj+g5+MCeP5f1oi6aTqTShUQ5zpSQ94sTjtlTtgfHotqlBSPJSRZPUtqWMk/X66979kX971IM2P+fMU9xqj2LurlC0kcOs6p7DNesuB7lrsLzckFkUWSl5bG7mLgvJi8dcm3YvpFf+93d+LU8Nuydqc1JYSa1Cisq9bYYjq6enxgeec85j+t0FWatcRdGG1WPZVD7whIce8+hTHljq3riodtURVbSKKF6V5bXG76mKb99fiX3XbDyT77cp8a1UcT/tWe+L/XF386Fb46hSDg2Lekl1zmW+8lf8wQf/8VNX3zFYs3yI3Fo3EzfVknle3Bj7f/LpZ//mzzy1lvrSdORohqmuZVVZXhjWV54/jDtPQ7e2eBrlolQvFf3HNTe87b0fu/Syry70No77sjyKGESZCs/yscI816paz3kmFn7srAe9+VXPnY7slYdUqZWiqB7J+jmHebi1ZXIum5b3Vt0/5ruuHnh3JwT305Hxt2Nrub8fDOue+Pieks2b5Z1wHeHdYpCjxdSrF6L68qK98BW/9+XR5snaYr48Z63IVEw5ognlx2wavvWNv3n0rNZIqRn3k9wPVtEtoJHNJ+uLLd+LH0lDUyMtSh+4+Cu/96fvXKw3RDW70Fqx0u9X41EO9WRStB4lFTVh/Xr8sDVLl1zwG72mHVRVKMvKctcuadTdfS+RTG7eLScfy4/EHFww5D+/QX+3ML+fq8j5vviIsMP4OXOPX2d3aFPRlLx4WCkmU4o5lXH22YXU/4dPfuZlb/p0WNt4tKkn1VZsKrcaLVaD3pzXUa/ZtHDFIJUff8qjf/7cJx1/5IY6N1XyYh4yj25IWl5ws8lt78lU8oWij332i1/aecNHPrXryutva/pbhpEihp6s9unRqFEteVHpWalTNMkWRvX66bznT1/xtBc+8VTPxczMGinLeq1S9whztspjsvZ25FLCveqHuaJ7kKsc7PJ+/9l+Z3wRT/dzFd9Pb8qv/GGf8Bvv+fw1V48Gs2NfI00rRxWLplGxNtu0Yrby+ZybvkmjxbW99Jpf+8knnXXU2lAva8o17Yp2fMB64RqZDhTt2qN3/D8fvviTl498KlvVdktLqlhIUSv6oSpM8lbeTM7Rc1jx00Yfe/zZZ//+b/3yVFZloWiULGsyQK17fpgHPg73ruj7s4p3fuqq3/2j99yujeN6ncwUw7qMPYrkY6vDK7VDr+vIuZKqyKks9bQ08Pas0x9ywrFHDpJHSTfsWbz8C1fcumfvyJLqmcXGIw2K6pCFFVmkUiysmBerup2+q5R2qZfM2qakylN6zTO2/Px5z5+RBllesqUi7557oQqqOLxV7DV7zR9/+N0f/8pezarvKgtVaaviitS6t5NH84pblVLVDJdUWq9UJZ+sz+T1eJQjIg16pZvJ2bRpeiY3YWGyYtG6ZUVVVEuleCvPClej6apfq83DvXWVn/2jT3jTi55QpEHWTDf81nKY5ckMXE8xmVMCqrjfq2hCdxR71Rv/+v2fvqYMNoyjJ4WrteiWlPdugrJCkUtdV6Yi5ZybMDNVYcmUKis5t7ISKmYepRuG4pPRJypFU2HJNKpi0SxnVTmmUj1Vj/avz7c+76mP/uXzfnjzdJ0UfU9VkZsVFS3PReteYlSREm9YUMX9X0WEta4b54b/5Rdev2tf2l8fNa5n5K00spLr1pvZdbGwIHe5K4rlcURT1anfnxo3uRnn1BvUeTxuRnXtEdlSpfAmWyhFd1IxWUspW8l1aVzRWtWmWsPFdb3Fv/qDX3v00b2NNj/f+lRvYCGXl1Lkk6Upu+tLNqmCnQVV3P9VlNym5E3o1sVy4fsu/p8f/Mxt6Yim9OWVrKmaxVwPomlV1ZOVlixCWe7KIUvyfrfKr3lEaSbv8Vk1eXfL3NyiHXvVhhqVnqKn4p5KXfae9ID6NS979tMeevyMso8XozcwqRS5Vd1JRCw/gjVZzDtCzpvbVHE48lgw9aP1kTzX+t//+O+/+7b3VeuO3TPsq0oR+/ulqaoqh5Vs7lVbsjxy9yKedc9vd4u/ZFlR5MnS27JkNh4Oe/06onXP5j4qKXxKo6VBzD/7B054wy88/7jZXKttxm1Vz5g1Une/4eAR08FpiN1amM6+gioOg7wgr3OxSPWoqJH+9Uu7P/bpK/7qI/92W9tr6xnlpaqq29bc6zwZRxOmsvwkuVu3mrhJVsryW+YW5p4iZ1lrahQpRVSp7eX9z//hx5x27OafeuqjpsfjQZ2iZKvrsaLfzcI1dW9BLlcru9P/xXkFVRyOKnJRE8myaivuNnlD9dPX3PjS33rrfN6wZ3qTwpthlleSKyVZllor2VRSKSaFqtKFYj4ZPeW1xiPVledhv5Y3Y83v2TzT/vWf/OZDj5jpq0klZL1cpKQ2l8rbZMtLckjd2+B3Wkb7G67TAaq4T6MIldL4ZK0jMymXolSNPC1mXXTJZz7whds++anPtOoNY9B6r3i3QmRosq5H2OQEIJYfIZerpJzrMupbm9q5Hzzr4aefeORzf/icrWs1U6IfQ4si8zaq4pUiV5ZcbXitg7emi3WPosfkoYZu9gpnFVRxOLSSiiqTlFXGStY2paqmS0iuiLyglE3X3rTvnz7x2VGkL+0eX/qFG25ZaGVhyhZVUWUaS2aRj9o886gTtx2/ZWZ91WzbOHv2GQ8/alN/IFU2GX9Qcri5TCWyu0op7t2YQK0eEWorb/ktn1YsD2UDVQDfVnwMAVQBUAVAFQ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)
6
Zarząd Jednostki dominującej oraz członkowie Rady Nadzorczej Jednostki dominującej
są zobowiązani do zapewnienia, aby skonsolidowane sprawozdanie finansowe
spełniało wymagania przewidziane w ustawie z dnia 29 września 1994 r.
o rachunkowości („Ustawa o rachunkowości” – t. j. Dz. U. z 2021 r. poz. 217 z
późn.zm.). Członkowie Rady Nadzorczej Jednostki dominującej są odpowiedzialni za
nadzorowanie procesu sprawozdawczości finansowej Grupy Kapitałowej.
Odpowiedzialność biegłego rewidenta za badanie skonsolidowanego sprawozdania
finansowego
Naszymi celami są uzyskanie racjonalnej pewności czy skonsolidowane sprawozdanie
finansowe jako całość nie zawiera istotnego zniekształcenia spowodowanego
oszustwem lub błędem oraz wydanie sprawozdania z badania zawierającego naszą
opinię. Racjonalna pewność jest wysokim poziomem pewności ale nie gwarantuje, że
badanie przeprowadzone zgodnie z KSB zawsze wykryje istniejące istotne
zniekształcenie. Zniekształcenia mogą powstawać na skutek oszustwa lub błędu i są
uważane za istotne, jeżeli można racjonalnie oczekiwać, że pojedynczo lub łącznie
mogłyby wpłynąć na decyzje gospodarcze użytkowników podjęte na podstawie tego
skonsolidowanego sprawozdania finansowego .
Zakres badania nie obejmuje zapewnienia co do przyszłej rentowności Grupy
Kapitałowej ani efektywności lub skuteczności prowadzenia jej spraw przez Zarząd
Jednostki dominującej obecnie lub w przyszłości.
Podczas badania zgodnego z KSB stosujemy zawodowy osąd i zachowujemy zawodowy
sceptycyzm, a także:
identyfikujemy i oceniamy ryzyka istotnego zniekształcenia skonsolidowanego
sprawozdania finansowego spowodowanego oszustwem lub błędem,
projektujemy i przeprowadzamy procedury badania odpowiadające tym
ryzykom i uzyskujemy dowody badania, które są wystarczające i odpowiednie,
aby stanowić podstawę dla naszej opinii. Ryzyko niewykrycia istotnego
zniekształcenia wynikającego z oszustwa jest większe niż tego wynikającego
z błędu, ponieważ oszustwo może dotyczyć zmowy, fałszerstwa, celowych
pominięć, wprowadzenia w błąd lub obejścia kontroli wewnętrznej;
uzyskujemy zrozumienie kontroli wewnętrznej stosownej dla badania w celu
zaprojektowania procedur badania, które są odpowiednie w danych
okolicznościach, ale nie w celu wyrażenia opinii na temat skuteczności kontroli
wewnętrznej Grupy Kapitałowej;
oceniamy odpowiedniość zastosowanych zasad (polityki) rachunkowości oraz
zasadność szacunków księgowych oraz powiązanych ujawnień dokonanych
przez Zarząd Jednostki dominującej;
wyciągamy wniosek na temat odpowiedniości zastosowania przez Zarząd
Jednostki dominującej zasady kontynuacji działalności jako podstawy
rachunkowości oraz, na podstawie uzyskanych dowodów badania, czy istnieje
istotna niepewność związana ze zdarzeniami lub warunkami, która może
poddawać w znaczącą wątpliwość zdolność Grupy Kapitałowej do kontynuacji
działalności. Jeżeli dochodzimy do wniosku, że istnieje istotna niepewność,
wymagane jest od nas zwrócenie uwagi w naszym sprawozdaniu biegłego
rewidenta na powiązane ujawnienia w skonsolidowanym sprawozdaniu