No Microsoft Excel 2010, em sua configuração padrão, para q...
Próximas questões
Com base no mesmo assunto
Ano: 2020
Banca:
VUNESP
Órgão:
Câmara de Boituva - SP
Provas:
VUNESP - 2020 - Câmara de Boituva - SP - Agente Administrativo
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VUNESP - 2020 - Câmara de Boituva - SP - Agente de Contabilidade e Finanças |
Q1721733
Noções de Informática
No Microsoft Excel 2010, em sua configuração padrão,
para que as células copiadas na figura A preencham
corretamente a coluna “Idade”, como demonstrado na
figura B, é necessário:
![Imagem associada para resolução da questão](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAYcAAACgCAYAAADnwKBEAAAgAElEQVR4Ae2d7+tnR3XHv//GPlFhC/ZBiA80D9Q+2La60EprnyQGwUViJLRqRCVrlxCSaENstobUKK22Szcqitgv2pZSUlxRSCnRVdvadt0+aK3KYhHBsGIMy3LL67Pf93fPzs799blnPnfu3TNwvzN3Zu7MeZ8zc9537v3e+ew1EUIDoYHQQGggNJBoYC85j9PQQGggNBAaCA00QQ4xCEIDoYHQQGjgJg0EOdykksgIDYQGQgOhgSCHGAOhgdBAaCA0cJMGghxuUklkhAZCA6GB0ECQQ4yB0EBoIDQQGrhJA0EON6kkMurUwJXm0v59zd7eXv44ero5f+UHzf6Jo83eif3mUiUgrpw/3RzNyHzkxOlm//yl5molcoYYoYFUA0EOqUbivFINiBzua/YvXalUxpvFukYOx5rT5y9fL7z6o+bcqePN3pF3Nfs/eul6fqRCAxVpIMihImOEKF0aWBE5NE1z9eKZ5vje0ebE/g+6QEdZaGA2DQQ5zKb66HicBoaQQ/pY6aXm0vMfb04cOXgUdeRE8/jjJ5oje6w+Xjx4TGVXIraPg/Ijv9eceOtt1x5lHT/TXLxyqTm/f/p6mzwyOnayOdvyiCi7cjgkh1c3J8/9ZJwaonZoYEcaCHLYkaKjm6kasI677bGSJYerzeXzTzbH9m5rTpz5bnO5sUQxghz2jjTHTj/fXL56qfn2t/+7uXDmzmbvyD3NmQsvbABdvfRc8+SJ25q9I6eacy/c/AYhSw6bx0pvao6d+sfm0s2XTFVUXB8acNFAkIOLGqOR8hoQOeReSOvu35LDT5pzJ1/d7HG3f+iAX2wu4tzHrBz27mzOXHyxA55t82bSanshzYv1IyfONhcuHwrX0UcUhQZ2r4Egh93rPHrcSgMiBxFBrhFDDlfON6eP7jVHT59vrrvsq80L506Ne6y0IZLrLdDr1Uvnmy/v7zf7+19szpw8fvDfU3m5siuH5oXm4v6p5hgEcfJcc20NksMTeaGB+TQQ5DCf7qPnURqogRxeai6de6Q5xqOmk59q9iGIc//SnD9cjdxIIsDLkwMlByubzb/gjlJEVA4N7EQDQQ47UXN0Ml0DI8lBznfUY6XLzfnTx9ofO1290Jw5fiS52z9w8pkVBph7yeEG+aZrKVoIDXhpIMjBS5PRTmENjCWH9IX01ebyhbMH/2XEI6CXDh4xjXlhfUAExx5pzl3i+4Trj4euvccYunLQCuS25p7978eHcIVHTjS/nQaCHLbTW1y1cw2MJQcEtP+hxL+cvr85vXlHcPB+4Oql5vzZk5tn/9deED/efOqwPPevrrxvOPjvpM1Xz9ceL33xNP8em/+31NYX0sdONmfOXWzMp3E712h0GBro0kCQQ5d2omxlGjj4z6KWfztdGdiAExqYpIEgh0nqi4vr1UD6COhqc/nifnPy2NFr3y3UK3hIFhqoQgNBDlWYIYQooYGrl55vzh7+qynfRxxvTp59Pj48K6HsaHN1GghyWJ1JA1BoIDQQGpiugSCH6TqMFkIDoYHQwOo0EOSwOpMGoNBAaCA0MF0DQQ7TdRgthAZCA6GB1WkgyGF1Jg1AoYHQQGhgugaCHKbrMFoIDYQGQgOr00CQw+pMGoBCA6GB0MB0DQQ5TNdhtBAaCA2EBlangSCH1Zk0AIUGQgOhgekaCHKYrsNoITQQGggNrE4DQQ6rM2kACg2EBkID0zUQ5DBdh9FCaCA0EBpYnQaCHFZn0gAUGggNhAamayDIYboOo4XQQGggNLA6DQQ5rM6kASg0EBoIDUzXgDs5XLj4X80//fPzRQ5+yrFU23O3C7anP/HnqzzWbre5x06p/sNuZfxYKXup3S67/fznPx/MGu7k8I1vfqv5yle/VuQAdKm2524XbGsmh7n1W6r/tY/JUnqbu91b1W4/+9nPlk0OX/qbv8uSwNoNGuRQ5qaipCNa+5gsqbs5275V7bZocvirZz7TPPrhx4IcVvSI6VadiHM6P4++w27Lu1nB7l12Wyw5QAzvuf99zcOPfCjIIcghOwY8nJ5nG10T0bOfOdoKbEEOg59BDam47TsHiOH+974/yGFFpKDHZOFk1udk5iArzz5v1TG5uJWDJYYaVg5nP/3Z5q633N185InTO7t7ZbDKmZaK33bi7c0b3nj8huPed95XvN9dTUTshd3o75533LsT+5XG9vkvfHGDCVw63nP/exvGqKezzLU1BzZhBHdOJq+80tiQM2c78J38w1OzYVsUOaTEUAM5MPle+cpfbV73+l8rakQ70BmspUhB7UIMt9/+qgZC4IAs6Lc0QexiIspmTLw//djHG87ptzTBl8YGCdDHI49+6PBgXJK3dAeawyacX/ry3xade6Xtxtxuw8f4tHPfO92FbTHkkCOGucnh7//h2Q0xMEhRcmlDamDQl5x4qVirBtt+Ls+We6S7BqvwT4k/+am/zNqK1UNpgi+NTQ7G6ocxCi7w2Xzv9BzYvDG0tVcaG/3mbNcmj2d+F7ZFkEMbMcxNDpABymUC/tZvv2mzlPc0XFtb9OnhiLvagAhe+7rXNw89/Ojm+OCpB5uXvfwVi185QOSlSaDLbm1lHvltDoYVUpcT8Oi7dPtt2Dxk72ujNDb6nwtfF7bqyaGLGOYmBwhBd2QiitJLXAYSBu1y7B5lkAP92ANy+MgTHy3ad9dg7ZvEQ8r1nHpIXe86pbG1ORgel5Xuu3T7wkY/6eFtp7S90tjorw0f+ak8nudd2Komhz5imJMcIAEUy10oDgei4Lz0CyQGBv14EEBXG+nKgRUEKwkIouu6qWVdg9VjUmCf3MqB1R+HRx9tbZTGJgeT9q/Hnmm+5/musIExPTxx5NoqjY0+ZbsU25xjslpyGEIMc5IDToYX0XopRgxJkLcLg051wn3X594v8GiJiQJR9F2/bXnpiagVXvqCVg605MqvNDY5mNTBMS5zhJjWm3I+F7YpMg+9tjQ25Giz3VAZt63Xha1KchhKDHOSAyTAf7lYo8jApV9MY9Btne/Q61JyWMvKAeLGUbLSgyA4x17Ys/Sqr2si2nG0bVrjj+vBxTmY6HcXY3JbuYdcZ7ENqe9Zp7TdkHUufF3YqiOHT3/2c5uP23D8Q445ts/Qf7xg0HQQyvGk+Z7nGHSok9+2Xts7h/d94IGifXcNVi8dQgrYib508O5oFys+Lwy5duRghIl4F6SHLPSVk8krL4dNOFn1efWTa6c0NvoUvlz/JfO6sFVHDl6K6AI9tQ8ePeSIgXZxPG1lU/vV9WDb1ukPve7Djz1++J9KrBqefOrp4n0iW0m7SX+KZcfSpKD+SmPTaoHxx1HyEZkwKd41NmHcBc7S2NChbCd97iruwhbkUGjL8JLGxaBDnfzS6nUN1pI63UXbgS22BtnFOBvTR9eYDHJYKDlg1LUeYwb3kup2TcQl4cjJGtjWR3yzksNanVvgWi9xhW3DtrfSGBiygSp1FvdLcEOBLa3e2gfn0uwxVF7sttawFmwv/vKXDXfM9gCbPV9TugvblStXBg9X95G97ZbduWVtmreWwZqzTmDLaaX+vLBb/TbKSRh2y2nlxrwghxv1MdtZDNbZVD+p47DbJPXNdnHYrV/1QQ79OtpJjRisO1GzeydhN3eV7qTBsFu/moMc+nW0kxoxWHeiZvdOwm7uKt1Jg2G3fjXPTg588JK+W2g7D4P2G7TGGmG3Gq3SL1PYrV9HNdbwstus5DB22+Ec6P39/c23ARcvXrzBTg888EBD2VJCDhuyt+WD97nnnhsND52kuhrdyMgL2jCMbKbK6oGtSrP0ChV261XRPP/Kymfl2jwMI7WtFNL8nEFFDm9+85ubX/ziF4eI104O4Abj2IAOd02aObuNlbvW+oGtVst0yxV269YPpbOsHNhUSzugYqSUBNrOcwbF0UEMlD3zzDOHiC05QBrPPvvsxpk+/fTTzQ9/+MMb6n3nO9/ZlHENZdxZk6Y9SzjcqZOftnHY2IREDhvNpfmSp40cVJ6KonzaS8lBZek1XucpBq92a2gnsNVghfEyhN36deZODv/6b9/tdfZsHqZNqTBSGxmk+TmDykkSU65HJpYc7r333g2B4Oxx7NTTIxnSd9xxx8ZhUo9zYtojH1IhkKd6agNS8Qr0mwvKx4GDiXPJyDkBQhNBUkZaBIg+VKZY5CBSVHueeCwW2l9rCGzLtGzYrd9u7rP2wvcuDnb2vIzGSCkJtJ3nDCpyAKpIQI6UMpwj14kMqIeTlGOlTE4RIuBcjvWxxx7b1OOcfMiF9uRwKfcKtJ8Lyqdv5KZvsEBUwgBu0j/96U83sovEaE/1wEAbtIdehEmrIJXRvncQBu92a2gvsNVghfEyhN36dZb3SP3XtdaYkxzk8HB0OEtLDpQpqJxzBokcIrEdNCIe5VNmDzlntTsltv3adpQPAeDIFURcnEMKyAjJIbPIQXITqx7tUYeDNLqw56S9gzB4t1tDe4GtBiuMlyHs1q+zVZEDcOX0Ugep1QF1dKdNmkEi5ylnKrXRFgSgfLv6oD1LOLpm27htsCpfeNS+ZONcj7lYWUAaxJRLbvtOgfYo4yANPntYjOpraiwMU9up8frAVqNV+mUKuw3QUX+VcTXmXDlIUpw/xscBEnCs5OnOmjK9SyDdRw5pG3r8pDbU75S4bbAqXw5cfYjgcPwWD+WQAysCVhSUyeFrZYVehEEEp0dx0oX68YiFwaOt2toIbLVZZJg8Ybd+Pa1u5QBk6wQ5x0niLCEJOU6phkEih6g7bZXhRHHKuTZEPKo7NW4brMqH2EgjD6sDpekXTOQjU1rGObjBTz2uox5kYPUB2XBuVxlTMel6YdD5muLAtkxrht367TYrObS9eG7LvxUNajFDEDh7nDtpuyLA+UMQrAgo06oGZ0+a6yA/rhEZMjw4p0wrjf4hM76GxTD+6rqvCGx126dNurBbm2au5wc5XNfFLCkG6a1yzKLgwp2Gkyms4ELNh936FetODqV+39g60H5Yy6lhca09vRyrDJc0nMxwXdVUM+zWbw13cli7gwt8t85KJ2wdtl7jGOinhWs13MkhVg5DVX9ggHisNE5hldXGeaw1BLZlWtbLbu4jO8hh3IBK70zGXV1/bYuvfmnHS+g1Ecf3XP6KwFZexyV68LJbkEMJ64xo0zpPL6OO6L54VYuveGczdLBGm0mNgU2aWFbsZbcgh5ntbp2nl1FnhnRD9xbfDQUrOVmjzWSawCZNLCv2sluQw8x2t87Ty6iekPigcMqHcRafp1y1tFWjzbx0E9i8NLnbdrzsNgs5PPnU08273n1/84Y3Hm/uvOvu5sOPPd70vasY4mT4oIuPuYYEPiSjrj4sG3JNiToWl5dRPeREL/qiGrmsXtFdKrf9sM72b+vZ/LWka7KZt04Dm7dGd9Oel91mIQcI4fbbX9Xc+877mt/53WtbOnzkiY92EsQQJ4PT0nYXXWbgbhjHx4Z1bBnBdXMFi8vLqB5Y0A9fTrNqEBmwDQlBW3hACDraVhcWn4dctbVRk828dRPYvDW6m/a87LZzcoAEEP59H3jgkAxEFF2rB67R0abilBxwWKwmOFLnBUFQn4O0DThBtpxI820dr7QwKfZqd0o76Ar8IgMIAPmkDwhV+kn1mvYrXMRrDGvFha0C2zJHrJfd3Gdsl4PPlYksWEXkypUHYB1tJrPkwGMRnBgHd8HEkASBRyS0xR2wHp3osQh3y5RpZ1diOcm2fqfkC5PiKW2VuFarK/RCQBfIij4V20dOqQzCRbzGsFZc2CqwLXPEetnNfcbKmQ+Jeffw2te9vnnZy1/RkO66BsA62kxmyQGnj2NXwLnh0AjaoE5l5HOt7pC5KybIEXY5P7WxbSxMirdtp8R14Icc0CUHKwcO6Y9VA3pD9jYCFS7iNYa14sJWgW2ZI9bLbu4ztsvB2zJLDF4vpC05oCA5eUzMqoE8nBuOTHV1B8y5HJ19VALB4AxLBWSyR6l+praLntpIUuSa62MJ2HJyD80D31pDYFumZb3s5j6yLQG0pUUMvGsYQgy0k3MyOHkclu5a5fAxKfWtMxM5UIYz406Y+qwWIABLDmqPupRx91wqWFxeRp0qK/jRjx610R7n6IHHdZCldESM3Hpkl/Zt8aVlazivxWYldBnYSmi1fJtedpuFHHiUxNH3KMmSS5uTwdFrhYAD010+Tp0D58VKgHzKWTnQFk6OoHPIwaYp02MmykoFi8vLqB6yoi/0h54gBWSTLtE5j+lEFJTZ1Zbt3+Kz+WtJ12Qzb50GNm+N7qY9L7vtnBw+eOrBjaOxToP0ti+k5bjUnnX6ODfycWYcOH8Cjm/T58Gvn0EaeuEKEai+6rQ5Pg9TS27FHm16tAERoFtLBGoX0qQMvaEv6rYF4SJeY1grLmwV2JY5Yr3s5j5j7d1+Ls1/Jz308KM3HVO+c8A5QQo5JwUh4MxSB698ruGwj1AYEpyLTEoOEQxpj5J9zdH2mrGhT6+JOIdt+voMbH0aqrPcy247J4ccYQzJW6uTsbi8jFrTkLX4apLLS5Y12ky6CWzSxLJiL7sFOcxsd+s8vYw6M6Qbuk/x6VyVdG5jyuy5TddS1id/m5xt+WCspWwjSIsN+sqsrWw6sN34hKCEvVPb6Hzb2J0c7ICI9M0DInRyTScasDl9UJbLJ6+Wsj752+Rsyw9s+bnira+1261t3th86aAvdieHIY+ItqmzDbg+8DWUW1ykP/+Fv17VkeLTuXSvcxtTZs9tupayPvnb5GzLB2MtZRtBWmzQV2ZtZdOB7Wby89ZJ2p5stW0c5LCt5pyusxOI9JrJwUllVTWDzdYaAtvyLGv9yVTp3Uf2NquCIdd4gp6qNM/rLS7SQQ6e2i3fFjZbawhsy7Os9SdTpXcf2UMc/TZ1PEFPVZrn9RYX6bWRA3jWHLDZWkNgW55lrT+ZKr37yN7G8Q+5xhP0VKV5Xm9xkV4bOVh8nnqrpS3wrTUEtrVadhgu95E9xNFTh4/e+DU4Pogbck2bk2FPH219kUJmW41ttr6gzba9gtI+pp5bXKRrI4dnPvO5zW9vWLn+4szZ5smnPnbDQT1bR2mLb6quSl7PR5SMFX1hr770sSQfRepQGTH4ag9gSsdziiv3wWft2Ph4lTme2gx78NFrW1ntdsMWjEVsln68i+yUp/bUGPScb+4je4ijZ6sMQLC/EjG/Btd3XRtobYXBdg42oEBdY/OHpGmTYxdBMiqWU60lfvs979jo0crz+3/w7kPdSm7IwtZRWuXEtQZszTYhGkt2w0ZtwdKGo2Zc6Jt5IGxW/xYP6dx4rxkbzhP5sI+2u5EjpUyYFVvspGvFJlwak+CzAUIkL2cv4QKbBz73Gdvn5Nlsj99v0F5K2mupb3dWAU5Ba0IzCGxggusam08aBedCW76u0eDLXbttnmRULKc6d/yJP/tk8+u/8ZuHOrTyQOYQhM1rSwsXcY2B1QCyERM0biQrZbk7U1uudG2xHA0YrDPRjRNxV6jVZsxD5rs23LTnzGHkVlkb1lqxgQu7EdKxyTikPLWntSFlOmz+Nmn3GdtHDpRDBNqRlZ8LBcy2eysx6HV3Zycxm8Jx0DZBjCvFoWTVpw3VFStrMrF8k0G4lnJPkpA8ituc7K7zsQskcOrBhzY6tP0jK/mPfOiPGh4x2bI0LVzEtQbrJDUWkFWTE0fDhLX1hKVmXKymGb9g0nhGbvKQm/EPrrabolqxMf+wjeahyAEs2Aq5wQTOJWITLmHRuNM45AbG2lNjkRjsOmz+Nmn3GTuEHFSH33MAyJ133T3psRKKYldVPVrS3YK9C9QuogwWDpEASuN6kQUThnMODTraIW0n1TbKzl0jQypOnevc5zwuQjbJARlI1qNHf2WThkRUnsaqS1xz0JhBTuxM0OTkxkE3IIwFG2rHhawaz5IbJ4rcYNJNEVjTsARsyMzcRlZsKGzMZ93Uacdli692bLKLfJqVHYzYNBfApSNXPibPfcbK8ffFeiGNYwFM34tpASa2QQOfCc1gIDCBGRAaKOTh3Lnb0N0SypeCie0AUptcB5FwDe2LbGjXK1hcpFPnOvd5jhxYVfDYCdke/+M/2div7Z0DdZYQZGdszzjinPGCrXUnp/Gkc3Cl47FGrHY8Ix9j2ZKBbpxS2ZeATcQgQpeNNEfJBwf2tKF2bIw9YcP/2AA2bJoL4NKRKx+Td6OnHXNlS90+UqBcj5RUlxVE3+pBgFOjauAzYSlDkTh+BoUGCqJqkDDxIQJdRxlpDSadk0ebumMkDnLIb+3BCgLCyBFZm91ahs8s2Vq20zlOBJnlPK1TYcJSRqzAee3BjnXJaglOuKweqFc7NjlPEQMya85bfOCw87tmbNjAyo7fsTeuwohNSwf3kS2H3xazYsBYOBPVsS+olZfGXKPDKsUOfJQoZ46CNVCoD2EwmBTsdaTt4FGZJo2cAW3mBpra3CYWJsU5BztnXrpy4D0Dsupdgx4zsYLIySlcxDUG3TSIBKzNGS/cTGiy6jGTzsFTKy6ra41n5TFPmA8K3PTYc+XXjE220dyUzNZ+5OFswZHefdeITTcmluwYf9Y3gYlzbJoL4NKRKx+T5z5jU6eeO2eVACG87cTbD/+dNV1NpNcJcGpUO/A10cW0lhw0mMijnHY0IWjDGkBtyljUp5z6XGfrjlF2rq7FRTrnYOfMS8kBWV7zmjs2BwSvdJuMFl8Ofw152JVDY0QTT/bnhoOynO3Jqz1oPEtOOVDlg0ErJdUhrhWbHD42EwZiOVXSOFXZE/tZQq8Zm2Qmlr9JZcf/gDEXsJmOXPmYPPeRnTr13DlEgGPhfQMfwvURA20IcDpgGRAaFCgRxWl5zCSQI2eiMwFQquoQcw3X2zsQ2yb5GIpD7x7U3xhFt9W1uEi3Odm58lkZpI+MyOO/lbAfK4ku2Sy+Nh3Mna8xwB10eoepcYP9SachHY9peQ3ndjxLHuHSHFC+jWvFpnmN7PawcxgfgD2Z86lzBWOt2JCNMch4w2452cHZ5oM859ss5JAjjL48T9B2AsydtrhIdznaJZZZfHPrukT/4FtrCGzLs6znfHMf2X1OfttyT9A1mdziIr1EAuiSOcVnz7GDPbfpXZZpPNj+le4rU7003qX89N3WX5/8XdelmHTedk2XHCXKAtv1R0iyjY2ln21jd3KwwkW623i3un7Cydw8Prx1IseQG2t9ZblryPOWcds2++Rvk7Mtf1s5Sly3LTZk6TvUdl/sTg7brgz6rrOA+0AtqdziIt11F77EshSfPcdO9tymd1mm8WL7V7qvTPXSeJfy03dbf33yd12XYtJ52zVdcpQoC2w3E4FsI91MiYMcpmjP4VpNOMVLJIAumYVLzsFBZVU1sVZcKDmwVTXUBgvjZbcgh8EqL1MRQ9qjy9EuscxiK6PBeVv1mojzosj3Htjyeqk918tuQQ4zW9o6T9JLJIAumS2+mVVdpHuviVhEuImNBraJCpzpci+7BTnMZEB1a50n6S5Hu8Qyi0+Y1xR7TcQadRLYarRKv0xedgty6Nd10RrWeZJeIgF0yWzxFVXkTI17TcSZxO/sNrB1qqfaQi+7zUoO7LM0ZF8l/pOpzcnwhaQtI81n521fEHZZVF9Pd9XxLktl73K0uyxj19W33P3WjW7ZIsP+uA9fSPMLcWy4RxlfS7fJZvF5666G9sC31hDYlmlZL7u5j+y+f0m15W944/GN89GvwtmyNN3mZCAH9k7hk3Id2nwvt91Bl7mDHK7vusrWGBzsraQf/NG23JACvxIHgegnQyGMHEG02a3LDksq85qINWIObDVapV8mL7vNRg7sqcSqgd+RnkoO6SZUkAQKIiawzwp7lbCBnt07h31L2H+F6ymHVCAbAnkq0/4srEaUP5Z4No1m/iCnPXIOdtd5OHoRg/pmhcAeS/r9BksG5D/zmc8FOWTsu+QsLydTow4CW79VZiEHfiYU4/D70awePMkBp42jp32cP46dNHk4e+3WiGrI41wkQD2RA2nKRCgQR1rXEk2/qvM16McecsY1xdqZlRUERIC8rBhYQaQkksptseU1sOxc8K01BLZlWtbLbu4jO30clDtntcB23ZR5kIN1QErj8Ak4dbuyEFlQRl2RQXpOmdrQSsS+x9B2wZtOJvyRvIpT5zr3OY+O9BgJWUQOPFZiR1beS1AeK4cJg6DSSxmTaw2Brd+y7tbPkYHN43EShoEcWDHwK3AQBE7H1kvTcp6pUXPvHLRlN/DtdTb99a9/fVOmR0/UhUREFtTVykDkYNvVaqNfxd01rEyk5yYD278lBjl/kQNl1CUfudu27rb4ujWxzFLwrTUEtmVa1stu7iM7derpOc4FMtDBewcIQiuJtL7O25wMztyuDFJz6tGQ8nnsJEKgTVYSCtS15KB6IgeRBfXTFYnaGBtbXKStc54zzbsFVgSsDEQMyJP+EpzIoe0/liy+sbpZQn3wrTUEtmVa1stu7iNbznxo7PFYqYsc9P6BR0I4eevUuY7HQzh9SAGl5siBdxcQB9faupZYth1G9GmPOQlBfePw9SiJ9w06WC2oDNLgXP+tpJWE2lBssW2ro5qvA99aQ2BbpmW97OY+soeSguqVJge9lNZP7vGCWY+HKOMcZRLj/HPkwBDRi25IgkPvI6YOH/q2h5zqnLFWB1Yu0rx8Ri6IgO8cyOO/mNoeKVHXtjFVVzVeD761hsC2TMt62c19ZMvpe8drdTIWF+k5SaFE3xbfMqdat9TgW2sIbMu0rJfd3Ee2NymovbU6GYuLdAkHPWebFt8yp1q31OBbawhsy7Ssl93cR7acuXe8VidjcZGe05GX6NviW+ZU65YafGsNgW2ZlvWym/vIts4g0je+Twh9hD5iDMQYmHsMDKU8d3LwXjGoPavQoeCWUM/iIl3i7n3ONi2+JdhjrIzgW2sIbMu0rJfd3Ee2nLl3vFYnY1PXH8EAAAYySURBVHGRntORl+jb4lvmVOuWGnxrDYFtmZb1spv7yPYmBbW3VidjcZEu4aDnbNPiW+ZU65YafGsNgW2ZlvWym/vIljP3jtfqZCwu0nM68hJ9W3zLnGrdUoNvrSGwLdOyXnZzH9nepKD21upkLC7SJRz0nG1afMucat1Sg2+tIbAt07JednMf2XLmXTG/AMeme/Ygr+uaPifDVhb6ytluoNdnXv1GQ189yqk75MvoMcaxuEjP6cjTvvkSmr2w+ALa7q+kepR3fR1NPYtviI6XVmeMrQNbPRoIu/XbYhZy0A/9aPM9Yn7jYVty0P5JOG62vyDG+F17Lkk12lNJ513xrUQO2n1VW3KzRbdIgZgf+2H/JW2pYctsOsiha0TVXRYOtG77tEnnZbdZyOHOu+7e7MraRQZpWZuT0e8zaAdVKQxHzjV2HyVtmkfMvkoEkYP2YFJ9ykizpxJtcQ1pW04dytK+xxjH4iJtHetcaW2uB0Egg379TT8Tyg6sEAPyBjm4T6HNuKzhz5hxXIO8Y2QIbP3ach/ZqVPPnfNjP6wWcCwQRd+qgTYwpg4Li1VD2wpBjhzHz8Z7bJhHXdrhnCBy0K6rlOnREXXJV33qqi9IgTK1S6z+qD80UNcecxFC2i8EoUdJ2nlVPw3KagLi4AhyGG7roWOilnpjxnEtMg+VI7D1a8p9ZOfIIM3DMPyGA+8cIArO+wiCOjosLJwyBKHAXTxOXAfnHNTjzp+gVQXnIgdWBgQ9kqJM5AC5cFhygBjUr8iHdx4E5BwahElx6qTnPtcKAYJIZQlyGGfroWOilnpjxnEtMg+VI7D1a2q4F+tva1MjJYLc+UMPP9o8+dTTh+8Y+MGfbX/sBweuu3kEwPErjwGAQydAEDh+yuSIRSQ4egXu/imnTO2oTORAGXX02xDUow3OCZQNDZJFceqA5zxn5cCjJK0c0pfPQQ7jbD10TNRSb8w4rkXmoXIEtn5NDfdi/W1tauTIwOZBCik56BGTrZem5TxTo+LwcczcvaeBujh0VgWkceK8o7DvKSi35CDHP4QcuJZ69kCGVMZULntOXXvMSQa2b71fUB6/28DjJJ0TBzmMs7W1+xLSY8bxEvBYGQOb1UY+PQs5sFLgkRIEwL+wYigcTUoI9tw6UAuFO33dteuZvx4BcQ0OPCUA/XcTTp0y6umxkspoo23lQP/0qcdInLNq0DntDQ0WF2nrfOdK824BWbRS0Avq9KdAgxyCHIaO89rqjZmjtcneJ48XtuFerE+ig3Lr0NvS/CsrAHjvQMxLafuYKXcd9XSkooggVK6YVQVOXo+KeO+ggzoQgogDZ6+DR1OELnKgDm3pGmK906DtoUGyKp6LENJ++aU33jewWmDVQFovqFW3jRyGYl9DvTG2XhrewLY0i12T18tuw73YQD3lHHsuDzL44KkHNyuHXHmaJ+fZBRwSwGmzIpCjltiQhMrIUx3qcZ3KiRXI51BQXZ0TQzBadSi/S0bVUWxxkZbjrSHmX1h536AVRCoTj55yZcJ2K8RjbL00fQS2pVnsmrxedpuNHFLn33cOYB3LNFleamFSnDrgJZ4LqTApVv6aYrCtNQS2ZVrWy27uI7vPyW9bLgfjBbwWs1tca0lLtyke5a8pXtt4tLYJbFYby0l72c2dHFKHEOfXVzy3ii40jVK8bflpvTi/9cZM2Hx3Ntc87IvdyeF/vv+/zVe++rUiBwNobWGNk0I2SrEpf03xGsek7BPYpIllxV52c/e2QQ7bDSQvg27Xe1y1rQbWbLfAtu2omPc6L7sFOcxrx8PevQx62GAkdqKBNdstsO1kCLl34mW3IAd302zXoJdBt+u97FWBrax+S7Uediul2bLtetktyKGsnQa37mXQwR3usGJg26GyHbsKuzkqc4dNednNnRx+/OP/a77xzW+1Hv/+H//ZXPjexa0OL9A7tNPgrgLbYFVVVTHsVpU5BgsTdutXlTs59HcZNUIDoYHQQGigdg0EOdRuoZAvNBAaCA3MoIEghxmUHl2GBkIDoYHaNRDkULuFQr7QQGggNDCDBoIcZlB6dBkaCA2EBmrXQJBD7RYK+UIDoYHQwAwaCHKYQenRZWggNBAaqF0D/w8+cneQpsnm0gAAAABJRU5ErkJggg==)