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MFN: 16028
Identificador: 03ac01ab-c0ef-4273-94c7-c8a33f16b5ac
Formato: UNIMARC
Tipo de documento: BOOK
Criado em: 2024-11-07 14:14:25
Alterado em: 2024-11-07 14:22:06

001 BMO20241107140902
010   ^a978-989-66-0620-6
021   ^aPT^b458646/19
100   ^a20241107d2019    k  y0porb0103    ba
101 0 ^apor
102   ^aPT
105   ^aa       001yy
106   ^ar
200 1 ^aTreinar as emoções para ser feliz^fAugusto Cury^ged. José Prata^grev. Maria João Amorim
210   ^aAlfragide^cLeya^d2019
215   ^a163, [5] p.^d19 cm
606   ^aEmoções
675   ^a159.942^vBN^zpor
700  1^aCury,^bAugusto
702  1^aPrata,^bJosé^4340
702  1^aAmorim,^bMaria João^4675
801   ^aPT^bBMO^c20241107^gRPC
859   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Mr7HpFtcocQlxtQWhQCkqSZSoHYgjeuJpxdMst90O1kZV8R8QW9iyXrlwITsBupZ+qhPM/LnW8eOWR1EzKSjyVvGuG/lDDHW2wSXGkutAgpJUmHEJIOoJiIPWqYJ+FlVimric+jjiFN5ZNmfzrSQ08k6KStAiSOQUBPxHI0dRi0TfkwxytGornNFXxNjbdlbOXDpACEnKOa1/QQPEn7zyqmLG8k1FBKSirZQ+ifCVsWCVOiHbhxVwsGQR2kZZB2OUJMcpqnVzUslLhbGccaiV3od/xV9/P3v1UVrrXvD6Cxdz0GuGyx53x3hTtk+MYskypIi7aGgda0lZ8QBqeUJVyM93TzWSPgz+xDJFxepG1wTFmrthFwyrMhYkdQeaVDkoHQjwrjyY3jk4yLRkpK0TqmM8/wDST/luEfzv72q7uk/08n0IZeYm/rio6BKQAaACmgEpjH66CQUrASlYDN5atuoU26hK0LGVSVCQoHkRQpNO0FWYMcCXdmoqwq+LTZJPq747Rqf4qjJHnE+NdnvMJ7ZY/dEnBx+Ud7DiRXdLuHNj66UuKUPEBSSD8Ky30y3pj+MfwbgBIeF1fvrvrgapLghps/xG9vu0mAank6ptaYKkNY97kbWuWmVMZj/Amd83ljcLs7k+0pAzNun/AGiNp+IO5BOtdeLqWlpmrRKWPe4kb1fiQd0PYcofXKXArzgJifdW9XTc0xVMcsOBHHXk3GKXRvFoMttBORhs8jkHtfATzmsT6lKOnGq/kax27kbeuNlTNcEcNrsUXCVuJX21y48MoIhKgkJBnnpVuozLI1S4VGYR0mkrnNiKAIg6g7jkR40JsDKcK8JKsLm4LLo9UdhaWIMtuyJKTsExp4iB9HXpzdQssFa+JdycIaXtwauuUoZvinhtd2/ZPJcSkWz/AGigQSVDumExzlIGvXwrpwZljjKL7onOGppmkrnKnNIBKBhNACTQBJrqokEUqASKVAEU6AKKAKVAFKgCgAoGJWR2FIApDENABRQCRS0gFFAJToApUMQ0AJSoBKBnJFZoYU0BKrrIi0AJSAza+PcMEzdtiNDovSN+Vda6HO+IkvHhdWaJCgQCNQQCD4HauRquSpzcvJbQpatEpSVHQmAkSdBqdBTUW3SE3SsbsLtDzaHWyShaQpJIKZB20Oo99E4OEnF9gTtWh+sWaCkAUUIKKGFIBKACKKGEUgEpAJQMp8V4kt7dfZuFzNlCu4044O8SEpJQkgKJBgVfH0uTJHUq+7SJyzRi6f8ABbjWoPYpYkUhhSASKKGJFKgJFdRIKQBQBkLppP5bYGVP+QuGIH8INYrujJ+6v/kv4OdpeL9jPYUzc+q4hdsvPLeQ7dMsthRUlCe0SVqSnmuAY6RAFdOSWPxIY5JU6tkoqWiUk9xnhi6WRcFm4BbFk4XEC4ffUHcpyuFTjaQ2vcFIPu0rWdL4dS31KtlwGPVv9BzDGjdOYcy4+8Erw0rXkdWkrII1UQZO+9KbWOOSSS+Zdh6XJxT8iKzjGfD7Bu4Wo9ou4BfcuHLdsBpSkpS4tsErJBAAP1afhVmnKHZLZJMSk9CT9Tm2un37Wya9ZdSTiLjHaJWor7ODpmVBUQCYzDkNNK1JQhknLSvlv7mVqlBK+56Liqha2LmVLjgaYIACz2iglMe2NQrnm3G9eTj/ABcyulb+x2T+GDPPOHcRKX3ENXUNuWDrhKHnrsNuJiFjOJ7RM6hM/dXq58dwTkt1JLhLb+xyRb1OvL6l36MbwFbzQUXSlDZU8h915lZ730XdW3DuR8orm9ox+FS452pJ/tyvUr073r9yv49u3BerQ872TQYSbcl95hGf6a0lpCu0cB+ieXnVeihHwk4q3e+ye334RPO5a2nxWw+5bO3F1bMXD7knDCtwtOLbzqC9FEQDrIJkDptpWYyjjxylBL5u6NNOUkm+xXcOKcCcJujcPKcfeW04FOqUhSE50hOUmNAn461TPp/FhpVJWtjGNP4JWxi8vlQ8pVxcjFRcENMhTmWM4CEob9hTRTJk/wBuowWyUV4dbv7b7+YN8u3qstsXuWjeXAxG5uGMoa9WS0txCSCkZ1N5Ac68+ms/hCEWsMfAinzd/wCcUbk1rfiNryI3EF6gP3nrdzcsvJj1FCFuISpOTuFsJ0WpStFT92m8MXoh4cU1+bj/ABCm/ilqbvsM8R31zntxeqLSTZoVKnnbZHrB9sqU0lUujTuHT5VrBDGlJ4lb1eSe337Cm52tXkJxFeOIYs13F0FqFupRb7W4ty8Se4424lIl7KAMqx101pdPGLnNQjSvnZ16fQMjajFt9vU9Ow53Oy2vKpOZtCsq9VplIMLn6Q2PjXi5FU2jug7imSKwbEoAfq5MWgBKACKW4BFDsBAKN3yKkEUrsddwyii2KkEUDpBSGIBTbYqACst3yCrsIRNNOgoaurhDaS44pKEpEqUohIA6knanGMpPTEG0t2JZ3LbqEuNLStChKVJIKSOoIonGUJaZbPuCaa2OXb1pLiW1LSHFJUUpJAUpKdVEDcgc6ahNxbS2QNxvci27VtcLavG1JdyoWhtxK8yIUQF5QDlmURO+hFbbyY4vG9vNdxVGT1FjFRt+ZuhFCd6SBpCEUK1wNqwpUMSigFoAfqxMKAEoAKQBTAj4gspacUDBDayD0ISSDWoK5JGZcHmGE4/cBqxfGIl9519tly2IbIyKJCu6kZgoCDmPUctD62TBBynHRSStP/PM445JVF6t2+B7EOJHhcB9h98teuhgocVb9moZsq0paH5weCjr1pQ6eOjTJK9N7Xf68Dlleq0+/oWFviVwHcRuHbpwW9q46A2hKVKMt6QTyTIIB0k66VGWOGjHCMfiklv9zeqWqTb2Rzwfi9x68lhx51xt22LwDy2HFpOYZVAs+yCD7Jp9XigsLkkk062v+oYpy112omekDEH2ltdm+pDYbcW4hpxlt8xGVwJeB7RA1lIqfRY4Si7W97N3X7Gs0mmqexTY3xJcOPBDT7zbYtGnmlJVbMqdUtM9o725AKRsUJ8avh6eEY20r1NPl1+hOeWTe3lfYmqvL+4ubNkXHYFyy7V7s8iwSF6qbIkSrTUGACanow48c5abqVI1c5Sirq0T/S22ThrhCinKtokCIWCsJyqkbAqCtOaRUvZjrqEq8/4NdWrxlPxBe3LFwiyQ+8lDdt2iVpVatLdWVHvLU7lQUp2KUxXThhjnB5HFW3Vbuv03JzlKL0rih9i6ddu8Mcey9qq0uiopKVJUcuiklJKSCIOmmtY0wWLJGPGqI025Rb5pla1iy04XZrF263cOdqlttostpdUXVDM4VJhCEgCSI36mqPEn1E04px7t3sZU/wAJb7noHDSFptmw5cC5XBzOgpIUoqMhJTpCfZ91eX1DTyNqOleR2Yr07uyyqJQKBhQAlIApgPCqImLQAlABQAUAN3DQWhSDoFJKTG+ojT40J07E9yrwThu3tUNhDaVLbRkDqkI7UjxWAOtVy9Rkyt29n27GI44x4RIXglqVlw2zJWohRUW0ZipJkKJiSQdZrKzZEq1Ovqa0R8iQiyaGeG0DtCS5CR+cJEEr07xjTWsOctt+OBqKGLPB7ZkhTVu02QCAUNoSQFGVAEDYwPhTlmySVSbf3BQiuEdX+GMPx2zLbuX2c6ErjyzDSlDLOHyugcU+UF7hbD2UOstOBPs50JXl/RkaUo5Zx+VtDlCL5Q56o3nDnZozpTkSrKMyU75Qdwnwpa5VV7AorkW7tG3UlDqErQYlK0hSTBkSDpuAacZOLuLobSezGr/DWXwA8y26AZAWhK4PhmGlOGScPlbQnCMuUdmyaKkrLaMyAUoVlEoSRBSkxoCOQpeJLdXyGlckVzArRSUoVasFKAQhJaQQgKMkJEQJOulbWfKnak/1E8UHtRLtbVtpIQ0hLaBMJQkJSJMmANNSSanKcpO5O2ajFRVIdNZNCUAFMBKQwoAeFbRMWmAUAJQAi1QCegmhAZxvi1MpzMrRM5gYzJIaQ5+iR3ozSBpMxVfC9TGslucRtAoGRwlbYcSBkkhWeB7Wp7h1Ep211FZ8Nj1HI4mZmCFjVUk5ABlyyT3uWYSN0wcwFHhMNaHLXH23FtoCHB2k5SQmCAhKydDMd6NtweWtJ42kGpDS+JEdml1LaygqWCdJSE84nUElPPQEkxFHhb1YajkcSo1/NqBhakyQJCATzjUxsnMdego8INY2jixokgocHeIHsGYQlcq70I9ojU6ZTmy0eCw1ofsuIUOJUQ25KQ0SmEmS7lyhJmD7Q10G+pih4mnQ1M6Yx9taVqShw5ez7sJCj2isqRBV3dfrRpqJBBo8NhrQ2OJmiNEO5oCskIzwVZQfaiJ8aPCYa0IzxM0peQIXBUlIPd1JUpBkZpEEAx7UGcsCaPC9Q1oVfEAl1IaUVNturyyBm7JZRlk7EwD/AEucUeFwGs5c4maCVqKHIROaAgwQUJj2vaJWNDBEGQNJHiYa0XDTgUJSZBqTTRs6oGE0wEmgYUAOimjDFmmISgAoAKQAaYCACZ57TzjkPtPxpWAtAFTiGJuNvZEtFSciFZgkmSpwpUBHNKRm2O/LnuMU1bZltoaVjqsjavVnSVh05dBl7PQCT9bcbaSfCn4e/I9XoLa40ta0JLCwFFesK7oCMyCrMlMTt4Ep66DxpLkFLcZZ4gcVp6q5rGXcCFFI7xIB0JOaBppvqQ3jXmLW/I6GPuZSo2rm8aSTEuZRGX2iGxptLiBOsheGvMNT8ju+xtbbpQLdxaQYKhO5CSDJEQQSBrqRGlCxpq7DU7olN4iS8prs1AJkZ4JSdEFMECBOZX9Xlzzp2uzSe5PrJoKQxKAoaW+kbmuLL7Q6bE6lNfybWOT7CC4SedZh7T6WbpT/AF2B45eQ5Nd0WpK0ZCmAlADopowwpgLQAUCCgAoAKACgApAFABQAlFGgoAKAEoAKAEpN0rYyvuLknQaD518f7R9qTzycMbqH8+vodUMajuylusbabWUKDkp3IQop1AVorY7geB3rkx9FkyQU01T9UN5UnW5z+XmpSIX34ju7Sso72umqTrt8q3/9dl3429fS/wCpnxkXDLxT5dKXR9fk6aWzuPdf53NzgpE9C5EivtsOaOaCnDhnI1ToU1ShDopoQtMAoAWijIUAFABRQBRQBSAKACnQBSAKdAFIBKDQRQBDxW4DbalKMAAknU6ASdBvtXle18klgWOHM3RTFzbMLiT3bKW41dZEZcoALw7whJJSOaVONkZYmIMgmPJ6fH4MFCeK5c/l/n7Pn7DlLU7T2GL65CluLRiK0pJMJyryI7rckFInZCjvHfURvVMOJxhGLwK652vv/wBfYUpJu1IXEXcylh27GWYWz+c7PQNJKSsAKEltR0+vtqZeGCUU8eL6S2vu+OO9fYUud5DVs5BT/fylQtpX+mAICYKMgHPUgTrudjO5wUov8Gtmvy/rfoJOvzG6wW+Q6kltWZMkTqNRod/dW/YzyYpzwZPLUv6lcjUkpIsa+gZEdFNCFoAKYhaBBQAoFABFABFABFACRQAUAEUAFABQAUDCgCHiaZSJ2kg+8V8//wDIE/ChJef9C+DllHf2ZWAG1hpQVmnIlUiCNj7tfAV87gzKMm5xclVcstKN8bEX8mO90+sDKAAQW0kHrqTPxJ+c9PvWPf8ADdv1ZnQ75OBhb+afW51OhaQYBVMTPTu+VP3vDppYv/J+X+MXhy/3fsSsNsVIBDjiXdAPYCSPrDQnQ7xXP1GeM3cIuP3f2Nwi1y7LjD0d4wI0P2mvS9gqUuok32X8szm+UnkV9acx0KEI6piYsUCCKACgBaACgAoAzvFL6zlbQqOa4kdIHz08qjmb4R1dNFcsd4XUvKpJUSkQRO4nelhbezDqlFNUXlXOUKACgAoAIoAKAG7hrMkiuTrumXUYHj79vqahLTKzFcTsAFtXYLdUVBolJVKEGZgDrMSeu9fLdA5Rc8UpqNdnXPH7cnRlSdNKynYt8rSCm1cIzlSkyruhOQlSUrSCT31Jykd4tmAZmu2WVSyPVkitlT+t8069fNEkvh4I62iNTZuyUKCkkuKhcrUqFZe8lRMzymQAZKbxaapZY+ny8bc79jNb/L/JbYEwlT5WphSFAF0KOcDMuc41ET+cVpr4HcDz+um4YdMZpq67cLh+fb0K4lcraNxZtZRJ3Nex7G6N4MOqXMt/t2Qss9TH69gmdgUGbFoELQAUAFABQAzd3KW0FazCUiT+zxpN0hxi5OkZC54lW5OU5E8gneORJ/CoPJZ3x6VLkZU8hTYOY9pJkk90gffUpSZVQkpVWw3h+JrQsQTyJ3ykbajmKnHM0ymTBGUTc2r4WkKHP7D0rvhJSVo8icXB0x6tGSDiy1BEJMEncGDAqGeWmOxbBFOW5S2N8UKiST9KZ13ma5YZqkdeTDqjZpwa9A84WmAUAR7m1Ctdj1/GvL6/2Zj6r4uJef8AcpDK47diCu0WOU+VfOZvZHV438t/Q6Vmg+4ibVZ+iffpU8fsrq5ulD9aQ3lgu5Lt7IDVWp+wV73QexY4WsmXeX7L+5zzzN7IlRXukbEigZ0KBC0AFABQAUAFAGN4jvFXTvqjICsskk7FQ316DX3zXLlm29MT0Onxxxw8WZnVYcWSWyoqykpJE6kHx5VFJrZncpxmk1wzoJPiTy6ctKxO0aVWXWEYD2gWqZUnKE7wQJJHKJNLHg1tvuc+bqtGldnZosAWAFI0BBnTny194ro6Wadx7nD1UXakW1dhykDF/ZEdZ/f41xdZKopHR03zMzdwlQ1Inc68+orzrfJ6caexfYFcrWjUCBpuZ+ERXp9NOUonm9VjUZbFrXWcwlAC0AFIAoAKYBQAUAIDWFIBa1YBTAKACgCs4hxLsGSoaqPdT5xJPuAJqWWeiNlunxeJOiJwlhJZbzrH5xyCeqU7hJPXWT4+VZwQpanyynV5tctMeEZjFXkLuHMqgBnIJM5fEkx1rmlNOTpno4oyWJX5HLYHmfs6A/v0qUppGqZqOEvZXqZkfD95+FX6N8nB1y3j9Cem1yO5xso/PepZIPDnUo8P/GS8XXj0vsWFemcxExHb415vtB1pL4OSiat87gB5nwOlcGO5SSPQnLRBs0jKAkQBAr2sMVFUjypycnbHKuZCgApAFMAoAKAEpWAGsuQGUTxm39Q/H9lcus7fdX5nX92Tf1f+cfhT8QXur8x5HFQP+j/5hT8eg90fmOnidEewSf0k/MmteP6GfdX5lXccV3Whbt2QATmzPZu7yiAIPMzWHnn2otDo4N7yKdWKLurkOOJkNCUNSUtkyCMyiImYO2wqM8jm7Oz3eOHHUXz3/wDRoLniG6gZGWR1zOzPloK3LqMj4SX7nJDpMP5pP9DJuBSXFBSgMylKgAqjNMjTfSf2VxSnpe7PUilKCpcEy0fOwBjrqJ/Sk7eHian4ibMyxmmwJ9xCfYTlUok97WIgR4ftrp6fLkh2VNnn9VCEny7RdKeJGsRy6jWqZs03HeqOJQSY6l8RVodZDTb7GHjd0Rbh76RHdHLrXDPM8k/EktkWhD8q5ZnfWC2oOQYkwY0MbiuaEtMk2ek4KUXAu7fHmSnMpYT4E+/TrXpYups8/J0k4uqIONYg4uENRl3KsxHkAOYrPUSyzVJlumxQi7mO4Ui4CRmd05CAZ95rnxy6iGykGd4W9oln64RuJ8tK7YdVKvjOXwU+CKMcE5ckGY1UNKq+pVbI17s/McXivRI95rD6p9kNdN6jScYPMJ9xrPvMjT6VdmRH8ecBhKUH3n5Vnx5+hRdLH1K9PEr6SrP2JGkDvJj5zWFlydzb6XH2slfku3/1Vv8Aqf8AbXVS8iDnLzG1YSz/AKqj3d35Ip6V5D8SS7jSsLb2Fqj/AIq0/wD10tC8h+LL/d+wfkWdBZt+99z/APFLw/T9x+N5y/ZCLwBwiPVWNv4V0/aAKTxX2Gupp/M/0Q41gdwBAQwkDUALdInnuf3isvA+1fuN9TBu23+wi+H7hWsND+kul7vMa6rGvMb/ALlFyFuFEJBMAnvfxTI2rmz9HNx1XwVh18UtMU9y4abTBGQEeW1cKpRaqyMnK7sS3wSNUqga7kzqekV6ODpZSgpWZn1fZons2EDVRNX9z23ZCWe+EPJtEjrSj7Pgu7JvK2VePpKUA8ifPl/bXH1mCUEvU6+jalKiswe1DhK1ahJ0E6TG9cal27HV1M3D4VyWF3ZNrSUqQkggjbb304zpbEIZJp8mUVDKyhSlEJgQBMoIlJJKt9CNuVdniRpM7FGU90jWYXetrbGXNoIIO/nWHOC2pnDlxTjK2dvO+FY1PsEYmQxPEyHSQ2ogaSAYMeVdEYujsjFUdJ4lRstCx7jPyp+G+xlxFGKBc5QoDx5+ArDWlm1HzIDzh+uqeh/fSmaUUV17cOx3VpiRoTHvGlUiDj5Hogu+sR1zAV2Hl0OsXQOoM+Xe+VFiaJAeA/f8admaHGnUnZQPwNFiaOw4P3EVqzNDiX6di0nfbjn8xRqFpIuLXWVpSgOg5czUuol+GyuDHqyJFEMZaSJUvUzA3MfCvHljlZ6Hgyb2NMzcJyiSPZBjfl4V7MMkIQSvseXKEnJh66msvq49h+DIT1xO1TfWrsg8FlfjCu0bKfePMfvFcfUZpZo6WdPTLw5qRkcKxsMOqbcjIeY1AUPLlXm6KdnrZ+m8WClHkvF4yzkz9okRuJHu0o0Sb2OPwJxdNGKvcYSu5S4E+3+bIPT6CgPP513Qh2Z6MMTjgfoWAfcQZT3P0dPCrJROSS1fMd/lN1UgrJEEcuflQ0l2EoI6ssKW9rMJ6/hWJZdLpcjlKMeSa1wmFqguQOfUjp41XDNzdMhkzKKtIvLbh63bEZM36WtdXhxu6OV9ROQht7aSns0AjlApfD5DvJzYosGP4JH9VB+6nSFql5lIxdqUZyEeJCUgeMgk/Kmpx7M24uiULkbKUg9AAo/I6/CtGaJjcAbfd86QjsNDx8ZJIoAktsqOy/gAfd4cqzTYtSXKH1WU7lXlmKflFaox4nkds2yUmUpTO08/idaOBOTfJzirIU2UkwJBPu1+6sZt4UawSqdmDXblTgSNQVZZnQnYzGx2+Fcklex66npVmtebI0AOnL7qc4NOjgjJMaDitvPx8qk7KaY8nLTiyBMzImIg+XOKxTG1HsRb95UiFfb0115Vt2bxxRngpXIkgqkkp8twPfWIx23O2T8iNcupBKsolW8ADUHkB91aUPIcW6qyMtYBBQlIPUATVoQJyyPi9jsXGYag/P5VrTRO0xi2fyqiDHj+2tNWK6N3glwksiNxM/GuOUdLZz5E9Vj7ijy0PWnG07Gku5MYWvKM6prthN0csoxT2Ir1ujeIPWtUaUnwQXbVbhypUqB0UpIHnB1qkE2KUkiEhgH20yNzMRPka83p/Z+PDNTTdo68nUSnGiDiN024gpKCCFZQSAAgggq74EAERod5FX6jPBQd8+Xf7EsUG5otMOuyG0Bapgbk94gE5SfEiKvjcnBauaJyS1Oicm6B5eVbsVFlYrJGn4UrJzSLRLk6c63qINUEADSst0LkYvxLa/0T8qnPdFMbqaMfhduDcpE65sx1GyToCBqDPyqEeUelln+G2ay5FdcqlyedB0ceqAjTSah4ZvxGjg4bGsk+Z8Z5VjwZLgaz3sRbmwkdB7/trDxstDKZqysEuoJVr3iBpGnL50RizsyZKaRUY9ZdnlI25eY1PzFbp9yuGakmSrXDe1bC0JlJGvgRuKqoM5smTTKmPpwYc/nQ4PuZWXyLS34aSU96BI5iSPwNSu3sZecW3wosGQuRzqqjGezMSyPsT03aB1nyFbWFIk5sX18HTahxoaVkZKlOKyp956URTb2HJpLcs0EJEAH8TXVFJI5nuYoZkyUhQ8okn31yHcVzQKO86MwAMlagZVuIkaCfGabUW77iV1uiRbXhjuQrWSUzCJJUrMraNfhrW249zFPgv2myIUFDyBBj3VJyN16GlsVHKNvhGmlZUrOeaVjryjuDFDkZSXDHUPSNaak2YcKIuIXMIJBiI1Gp3Gw50PYpjhciFg1tHekqhMJJEQlRk+NT72VzS7fqW7auvT99aqn5nNJeREvzroeWnu6msuXkUxrzIYuFaCTpvvz69Kesr4aQ3dKWUnKpE+OpHIac+dZlNvjkcIpPdECyYWlMEzJJKjCRrsdKeO4qimVxlK0V2NtBSQFLAGYiYJAkHXTxFObtIp07abOOGEy2oHQZiRGu4GlJZKNdRD4kaG1tkpidTufCozm5EO2xaOkbipaqIRTvcgPuDnWvEOiMTL4g+tCiEajeDAgHfXXauvHNtJg4Ih2dxcurCUBJHM5tEjrtrVYpt0YkopWTMQ4hLQ7JsDbVxJBhU6yOfu2rUnSpGYw1bstLbEFdmVu/mwIgqM5p57aVSPG5GS32MGy8Va5M3iTEdfjXGelQ6hIPdUQDmEDSNwdSdBtvSuhtWiTbugJXAMmCdRAg89II8PGsSY0izsr7KvUBRCQBGu4gbaaa+fWsXQSjaNNYXYDaN4k7DlJj3GKWqonPOFyY9a3O+XXvEakjn4j304mZR8xx27AmVRrED5R1rV0ZUL4Gbq5bgByAFEDUxM01I0oPsWCHA33BlgDYaR5AUnKiGly3YovAJkGAAZjT4bzQ51yHh+Q1eXYCM2UqI5CBzjntU1OzcMb1VZXJuArZMHcwqfwrWq0W0VyxnOgqkK2+HiI0nw8hWdSuzWmVcDar1BVlUVTJ30G/QmfgfdRHJuPwpJWV9882pC0BUKiYhQnbY7H9/Gm8iK44SUkxMCQS0rKPpkb7QBy99CHma1blui7zjxGhHlUmmmS0pDzN9GijptWaMyx27REvsRbBInXpFUjjbGrRnHmFvuEDY6knZI6nmPdXdijeyJTaih968SgdlblMZCpThM5jBEDUHNXQ9tkQW+8iRYWoKEPOpQlKUHl3lztmHPw91SrvLgo3W0Skx7ElPGCIQPZTy8zHOsudmlDSVjF6hU9oqVQYgabiEnXz9xrndndp8iRcEJTnSJGaCdo2/fXrSTt0DRGZuySkJ9kEmBJEaFRk7aST+ytNC2HWr1SdQYHe5kqIVodZ230rDiaVM0Ldwrs2xvKD5aLMKjQ8j5zWGKt2PIxbLCXdA2oGfZ33BHXlB30rUTDx72jtWOJWFSSkTl5xuJ0j7T1rLdsaxVuSVPBxUiCkczBJ3y/I8tq1tRmtKLe5vDKQkEiNTHd0HXl5+NYciEca7kW7dJR3lZCAZAgyNyIPyrNlIRp7KyMnEVZAkLRykwddJO3sHQnXpWI8m5Yldsb7RMIUpYWCAdISDJ72cfW1A8/I1WvMzTtpKi7YU2lAUB7YJHOPI8+tTk41ZFqUpV5ETELbtUwnur66yZ1gxpE9anH0Kwloe/BA9RWhvM5lkoVEhUhRBEFUQJBGnUGr6e41lUpUiFgCoUpMgFJUsg6FYAAga7yB8abTXcrmLFDCgnM0CVHbw69JqayIw6upMrbi/cQcqkDXn1PuqsdL3Hp9SE0lx1RQnfckzoDudq6IR1MnJqKLTELkWrKW0pjMlQDmpPaDaR08PGupPTwcjWttspsLwxIzXD4QlBTIGkKM+1AET852rS82D50xI1/iy3jEgIHsJB28T4/KubJLU/QvCCiipfdM6yKyjZUuOkHfffxptWWT2O03C5QnMrKVbSY3jQctPlRpVjbLBRKAcpI0I3Ox0IpBR3YOqLiZJPfQPcdxWJAu5oLp0paZymIR/wBRqLNQ5ZROLKlHMSe6lXiCHFJBB5adKqktI3s0dJGbODJ7quZGxVG3kKyafBe2Y/P5IGXs5gCOZHLwJ+zoKGvhslyy3LipGp9pI35ZZ2rmHRUrxB0lZKySlJKdoHcnbY786Iq5FXBJUh/Bxns0LVJUdzJExtt+iKbXxmJPcnYQspQ4sRmC9CQCR7fXyHwqq4IZvI0dukKT3hMLIHgI2rne/wCpCTqW3kV75yrEaa/hUHydK3juZzGcRdDryAs5QNE6RrkmRz9o79a64v4SuPHGk63M/htwtS+8onve/mNxtWcr2OxpU2enWiAkQnSECN+tTgko2jyM0m3v5lNjyzChp9I7DkTWov4i2NbEvA7dKWUEDUpEnUkxoJJ8AK9fGkkceVtyO3RJg6iRVkQexlOLnDnCZOUCQOU9T199QzN3R04VtZmELMn31iip04okUqEf/9k=^zImagem de capa
920 n
921 a
922 m