MFN:
7678
Identificador:
dc24eb77-d9a5-4023-9c11-a71e717eca36
Formato:
UNIMARC
Tipo de documento:
BOOK
Criado em:
2021-05-04 17:29:31
Alterado em:
2024-09-27 10:58:32
001 BMO20210504162930
010 ^a972-26-1545-9
021 ^aPT^b134196/99
100 ^a20210504d1999 k y0porb0103 ba
101 0 ^apor
102 ^aPT
105 ^aa 001yy
106 ^ar
200 1 ^aEu, Amélia, última rainha de Portugal^fStéphane Bern^gtrad. Daniela Carvalho Garcia^gpref. Dom Duarte de Bragança
210 ^aBarcelos^cCompanhia Editora do Minho^d1999
215 ^a230 p. ;^d23 cm
300 ^aBiblioteca João Bártolo
606 ^aLiteratura francesa. Romance histórico
675 ^a821.133.1-311.6^vBN^zpor
700 1^aBern,^bStéphane
702 1^aGarcia,^bDaniela Carvalhal^4730
702 1^aBragança,^bDom Duarte de^4080
801 ^aPT^bBMO^c20210504^gRPC
859 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STW6Jsxa64huckAHWnJOXMCTURpyaIUFiB8k34Xn7vGlZdioSb3HbaMsjVJ3cPypVhvfcSOo5hZi7avRNNviXiPT414mcFhg2oqSZSe6KkpORTdqmGpeCgojcAPTQ8gHFpgblWWDOi9QKJ6LVC26YA4Mqwact40KfMtxT5Wbmw0oEqRFE9hNT2VUgJM49tg/CH/pXPbVXpsPw4+S+hxcnvvzG/k+A/TkTpkd+zVQ6n4M/L+UBH3kdLxOWeNuB664aNDBCidB6KYgd+iKFpJ0q9ibvkVkGr2oFJlrGKMdtqGUEOhllGh1s3H5Yn37Ous049jdCXGrNiZAWJSodfHwpVBqVczChrQMYmJsZs2dRVwyUU4cSAP8ACgN1M9c2B6ouwiVIUCjUe96GTTW5Ixa5GxsPEgSPCkWMaA9ptA9Iabx20yMg8b6CfFoUiBPRUfRvFOg0xqaaGOGP6s33j1Ut8xUnuUFQ41aKuityJF6hIzVlbixpUQMssUylTJWNLUXFRmlmcuRYNnmNaHjF8Uu55OEKTQuRFfc4rtf4w99K57aq9Vh+HHyX0OfP3mOvJzH6eifmO/Zqper+DL76oqCuSR1HELSkxb3JtXERrbfugrmISNL0XCC32B3lSeiL76tNdQXF3+Urcwq1aJPhRKaRcoXVEm8AQbjumO+DQubfInAk7YccGSBEd5/tSrrma8U4rZFuzFOz0dOul5HFGtKzYmGydTWWUi2glxoUF7lRbAncODV8QZ7D4EVHMjaQwawdDuLeQk7gwReiVgKe5re1WCExEpBkdX5U7HLccpuO4qGLVEaCn8CMk9Q2V5ialGdzkwplnroJMkb7hrWGFBdh0FpYgRQvYKKLG0bqDiD4St5uq4glA4Ftv4y/9M79oqvX4PhR8l9Dk5PefmNOQI+Gt/0u/ZqodX8GX31Kh7yOquMpnTd/euDbNTPc2BoKu2DZ6Os1YDZaOyhYaZnm/wCWg4guEOZwt44ajhO49dKySpGjBG3Ya22BurM2b0XAUNkJCqITQxNTcFzoLQyBV0JcrLKakAQeUN57qLhsidCDaDylHKE2mLXJnTsq4xSCUzWNoYdba+kCAdJi0RaxrVCSktjPnjTsxh3KqQlMaYddZ5GiCDWzSxlFoqFlqF2iBPGhaLsqxDhI6qpIviPn/bfxl/6Z321V7HT/AAo+S+hyMnvvzY38nnx5v+h37NVDq/gy++oEfeR1dYJNuA++uBsaqZMYcmq4kicDYSxhRvoHksZHHRdzQFKbbGqCJtoBMSAOP3VcLJKN7IlhSMub5xPoJEeiqzK2M0/5VTCUGazs1hDbdqAByLQzV0C5hCQBRVsKdsypYjh20a5bFUwNzE3hPjRJBUAuYqVBA03q+4UVbFMsxLCQjMkQRcHfPE0KbTIo2JduILiOkAFRII0PZwpuN1K0FkhxRo1dYUiCdCB6RMVr2kYMmKUIqQfhcRpWecS8cxsw9SGjVFhKXaqi3IsQqagDZF01VFpnA9t/GX/pnfbVXrsHwo+S+hzMnvPzHPk3E7QbH8jv2aqDV7YJ/fVFQVyR2UsgHuH315xyN6gkZmgYxKiRXUologQashQ+o2jUmKJNDcUe4SyyUISlRsJ7ZUZM95oJPidjOuwVs90ZgDYHT7qXKFhSew8Szap6vazM57lDijMDX1UFW9hi5WyxKbHw9+NMjidWwHLcD2tKWY3gT4ET6KY41sHjdys1dnaaVmyrDW/vailjaCaLWcf+sAFgeI3RuqONKxMlvsPHnJTHv10iTG4kAYpslrS49XCri1YyWzNaxzconeRpobm83udSI4792yLSdCnHig76i7BuxTMkUzkwlwjfDv7qyuCNMZsObHXS3sPjuFNG9LYytyvEkwZnSriLkjg+11TiHjxdc9tVeuwqscfJfQ5k/eY+8mR/4g3/AEPfZKpWt/8AHn99UFi99HZn9e4es15q9jopFdQKjBXVAtEwKhTZ7ZzYW4c1oBI/238KOtqH7qCCMQg5Fubki08ePXGsVUFYaatIVl3QiCZsNZM8PGiofa5GxtYpV9e7f11npp8zM4oWjHFTirKsrTTTed8b47qYoUE1sNsPtMARdR7Mo7p3eNOjPhQl4rEu1toqdKkCIBOl5AOsnsoZSt7jseNRRo7Ryuqy/OMDvNuNbHvBWVOrodMPhKwtQBKdANxO89f96ztWqQufId4N0uKjvNZZ7DYPaxriWITFLTJdnOtv4haVFMwndG++811NPFSVmDUzlH8q5AuEBNXk2MsEM8Lr11nnyHQ5jNlzdGlKkPiwpvEClOI3jJPupIV7xVJOyrOD7X+MPfSue2qvX4Phx8l9DmT95j/yYD/iLX9Dv2SqTrv/AB5/p9UFh+Ijsz4v3fea830OjdFClbt9SgWyCnaJRBcjyFTV0AtyXNqHSTuHiI08KG1ZrxT24WBuJceSA44Uti+UWAHFR406MlHaKsc6juNNmbJZztruEkjKOMgAE756UjsqQfFLhl1FTnKnRsrmz403UU9K1yERzWLMPgAc5+UTa5BB6j30mEH0GymA4rZ6UiS0qRvSde2ap2hkZX1E+0ceEoISnKmL7yrqmrjjuQb/ACq2a1h28xJOuv51tlsJW7CnFEiCQTqDEz360pJJ7FtXzHHIV39oCSTmnrg+5pOsjyaKxvZo27ECU1iQS5nP+VmGvmro6SXQy6yP5bFWAMgU7MqZhxvcZsJ6Vqyv3TQl+bYe4XDVnkzSkYfwZBiopFUyLuDVkUb6XqJ7ko4VtX9u99K57Zr1uH4cfJfQ50/eY+8mio2i1/S79kqlaxf/AM8/0+qLxe+jr+Ocv3bj1mvOJbG9vcCLvXajURUpl2HSVbrcfcVGqKTvkV4FhT+JebzqbbYDchMBTinQVA5iCQgAHS5O+ujHHiw6RZpR4pSbq+Sr+QE5TyuF0l+4w2cpbCHTilJShLqubJOY80BYqIFzqeOs6UjVY8Wb1a0yuTX5kuVjsTljcnke3QX4vDBIDqnE8zKSnTLBjKSd8yI7aCGKbfq1H83bqXlzppS6DnnSpMRcTbQyN3Vw76zcLTo0cVOx7szaQWgAkkgXJBv1k6Vrx57XCxOTFTsT8o8YtAPNRzqgUtiR52UqkzuSlKlHqTTNNhWXMk/dW78v98heWbjHbn08wHD8oA5h2VOZoW02pSkwSVZBntb5U1NdgcdRLFHvsFpsl41NmqbV2k24rNmhsmRM3AVl9BsTpNqLHoc6biou/v6jJ6nG0m5bEGsoXzZs4JAG+UiVDtAvHC9C8Gb1bycL4epazY+JRvcliEQLmSowABcngALkmNADQYYSyS4YKxk5qCuTPcnNooZWogKIJOZSrXSmcoQPNF7gkm4uNK0a7T3GONRp9+9/sc/BqP6jbfP+DcMBiVjZzbrjqQ4WErLjnmhSxmSVARYZkjurNrcGJa94ccXw2lS5+NX1H4MkvUcUnv3YHyjwqeaUVqACU9JR6ImLmDpfdWaCfr+DEnz2XUfkSeG5vpz6Gk4LzgkTPSsQQYSnMTBG5JB7CONdLNpsqTco8t2caEqdDjBqBXXOkmomyDuRtGAGlZJG1DJ7DgkHrjxqqIX4nDjmlDiKKqKs+ZduD4TiI/jO/aKr1uD4UfJfQ5eT3n5jXyfKjHNn+V37JVDqvgT++qKh7yOnY3FmY4x17zXDjEe5hGysGVnpChyZK5FwhfM2ljBpEAbqV1HpbCDYg/SljGKUR0loaQg5RzaFkDniOkslQJyk5ROhmuvrJx0eJaZK20m2+77Lp58xGFetl6xvlshlyhdCMLiXAQShp0TwUURHb0h41z9Hjn7Rii+Umv1Vj8sl6uT7CzlDhwhnBYWfPXhGsu8hBbCj2AJPjXX0snk12XJ0XE7/AEpGPLUcMY96L8G/0lE7ln0n8x4Vw5u3Z0o7xoLykLKQTxETobj+3dS22t0NVNWwZtTinVq5tSwkFtJCkATILp6ShwQiepwca6mOKhpqlJKU99791cuS6vfyowzd5rStL6izk7KWCg25hx1sg7sjmcacA4nwpvpV/wBWGWL96K3/AGA0u0ZQa5NmuYgFOCQhIILyCpXBSnXVZAeMJUiBp0lHeTXTnNvXQxJ7Rr9l/ozxpaeU+/8ALGjivhiEDzGTiCkcA204EnrJUoEk3JJJuaywzSlHPkfal+r/AND3FJ44Lvf38xUcSSt1YIhLSUA3JTzqumUp3kpSUGSLKPGr00Iw0jb24pb12XQDVzbzV2X1F+OfSlgpRmN1KJVAKlKSEwEicqQAIEkySZ0AZimsubFjiqS/6Y5bRbN/246lWFTh0n98xhY/pdQg+hJrn6ROfpSU304pfJOjo5GvZUl4L9wvlCAvGYJpQBQtx5xQOiiy2VISeIzXg8KV6Nlww1GoXvJbf/ZhaneWPH0v6Gv7baCcY8QZKcMSq+inHm0gnrylfdT9Jln+HTlLrKl/IrVxj65cPbcVbGZKM0mZWojsJtWLPNSquwvGmmbfs90nSudPY6MXaL+UG1Sw0leUkFaEk/NnQ9k2o8ON5G0u1gZcnq0nQ8U7mRPEUu2xlHzFtz4ziPpnftFV63B8OPkjlz95jLkL8cR/S59mqpqPhS++qA6o6xycwiXyXJlCd+4mT6BXCz8UHwmnDU1ZsOz3m5VlUhSxPQSpOaxjSbXI1pSwzSUpKk+rTofxRulzLcBiySpDjjJdJJ5ts+YmEwkyZUZ1VlTqLU7UwhGKliTru1s34FY226k1fYV4TYzWdbjLjiULUSUtuQ2pWiiIBgyNUkaU2WtyKKhmgpNLZtb1/K8yvVQbcoOr50xyrZTbuHUysQ2tJTAMQJmQTvzGZMybmZNZFrMizrPe65dvLyGvFHg4K2Yq2vslKUNkuuqWhaV86pQLhUgKCROWAkBS7R8onUzWuHpWfG+GCSd2u9833sS9LHh3bFuBwoLq3LglHNoTJKUiR0rm6uikT2yTNqnql6l46Vt3y5eAWPHWTj7D5l2Ui5BykSNR2dfSrAqTTNXdEHUpYbCEklYB1ItmUTJNt5J7ya05szzS4mq2rbwEKHAtuQkZwqUh7pHpkkmZlRSJULQLAXp+TVSnCEWl+XlzFxjFSk115i5akZW5CQhrmsskxDITlnj5qZuJ76ZHVZXqHmSuTvbz2I8cfV8D5IEaW2tefOFKhUpSqAoKgqCiDMGBoQbUUMmbBGUXDZ1zT6cg4xx5ZJ3urqn3F2PalxS9c05spICgTmgxukT3UzT6mUYOElae9PuZNTifG5UAbRxQISDCQIQhKZhNyQBJJJKiSSSSSSTT8eafrFkXT5UZa2o2jYGJS+4EOFSOmlxCkq6QdQoqzyqZJJO6OAAAjFm1E8OT10EuTTXgzVp6neKXmvM3naWyW3ktg50lpQUhaFELSYgkKvMgmZmZrn4ddkxTlKKVSVNdK7G6eGMkk+m/6gON2G2lRdSFZsoSZUSFwrMlS5upQVfXgNABTvxTI4ercVw9NuXl989yLTQvi3v6moYdtKBlTeVKWVTMlUDKn+VOWO3NpoHarLxxhHhrhVcqb8TFCKjJ0+o72Y9BiubkNcBvisOh5pTatFCOw6g9xoIScHxIucVNOLC2eiiOCYoU9xnQ+bNufGcR9M79oqvXYPhx8l9Dlz95jDkRhVO4tDaDClodTPAFtWY9sVeaahjlJ9P8oBxcvyrqd/2bgU4dhLSRACAPXc15rJNzbk+rOhjgoKl0FnJFMjGO/PxJQD1NNtp9oq8K6XpBuGmww/8AjfzdisG+ScvEXP7VcDznMgFJcUFubkoYZbJA687i/qmpLGvZccZPd268W6X0FvJL1r4OXV+SCtiFTWzmCkJJSxzisyimAsKdUZCTfp6UXpFQy69wbrkltf6B6e44U1v1D9j451GAQ6+AcuHDhVzhUtcoz9IFIymDxNZ/SGnxPWerxOm5JVWy/wAjNPOfqeKfa+YHjsUGsGlSG4ShhK+bUs2SUBRBWQSVDNv16hVvTvNrpQySV2laXN8lt9exbnwadSivGr/kEXtNTasOS3+qeUkJVcuklIUn9UBMHQXkzMRBL16M4nKCmuNb10rxYtalxSfD+V7ePyLsLtJxDzjS2spS2l0FKg5CVLCTmgAZpIsCRY3MXRm0MI4fW458VPhe1b+HdDsWeUsnq5Ktr/6AubUK1LS2jOEkBxTiinMpUkITAJUuATFgLTqKLFoksSzZp8N8tr/XyJkySlP1cFdc+hnZaedaU4LJzrSk3uEEJBjWTe3VQ63A9NKMW7bVsVgfHFyXcp2o8lCTFiAT18bkGladOWSKXVpDslxi5NCz9F59htlv9Y4llkICT0ULWgKUtahZAClKlR4RrXem8q1zm9oJ7t8mu3iZIOD03Bzk+XdPuPttYIIcS02kLccJyjzQEpErcUYOVI1sJvABrkYMPr8k5p8MI7t+HRGzJm4IRi1cnt/s1fF7KKnF2AWygLUBMFRWEgCQNUkqmBpETWr1ahg9apXFul/vtv0MU4tz4ap1bK8CspStaQBDjaZ1USErV0eAFp45hwosuOXqIp1Um+m/bmZralcehvmxeULjqXG0NJU62rKf1kNxlBC1LKZAJsAEkk6SASMGX0THGo5ZZKg1zrfnVJXv8/4Ojj1byXFR3+9xhgdqc9hefUnIQHcyZzAFpS0qhW8Sg3rJqtF6jURxJ2nTT5bPkOw5uKDk1VWaIcycPhFgAoKGkkz0iXFZlFKQLhK3CDJFwQJgx6HV6SOfVSi5U/8A1VdEuvbwOXGTjijJK+78ww4lTaghIzuKVkSkGAVCZJUdEgAkq3AVxsGjeebjdJbt9l98jW8/Al1fQO2dtVRe5lQTmCFrUUlRTAKAkpJSCQoqIuARlNtCbyej4LBLPCdxTSW1O+t9uld7KWd8ag1uPG8RINcqtzWmfPO2x8Jf+md+0VXr8Hwo+S+hzZ+8zZPJGmdqM/0vfZKoNX8CX31Lx++jue1Trf5I9Zrzj5G81Xk7tNlvDqbdcShxLrxcQo5VSt1RSQDcgpKYI1rseksGXLLG8UW48Maa5cjJgyQipKTp2yO0UlrZ7xy5VKQ8rLEFIcUrICNyggokbiCN1Ukpa3Diu+HhT8+bJXDhnKquw/bSkp2biCghSQyWkkGQQEBuUkbr69RpcISl6Ti5dZX8n/oY5JaZ12IcsMUE4B1LZBTkDaVAgpIlLcgi0C9+o1Wmxyl6Ui5f3N/K/wDAeSSWkddq+/mLuVrgW0tCDKVkNII0IU4GwRxFHo8cn6QUpd3L5WyZ5xWmpdkvoRx6FHGt8JxTgvoEtKSj0rQKZpp/09Rl8K+b/wBC5waljj438kUYdbrjr6QoB2GGwPlFAS8tVuE5ZOlqjgloIUtnKTf0/gOMktS77JE+T4QjO06AXUvuq5v94vOlsoKEjUEJ10ATeBR6zDPPDC8Xu8NX0XexeLIsc8ilzu/PsF8mklzCtJREAFS1C4CnHHFZQJ1gieFqV6Yg457fJJJfog9DJcHjuz3KtpCMK7YBSk5BpKlKsAI33rN6Mg56qHg7+W43VyrFK+qop2o2jD4sguJS08MilGyULZnmyq+9GZHhW+5avBkhVyhJyXinzRnv1E4z6NU/PoVh5trFFTy8qF4bKlR6Izc4hZHUSkA91Lx4pvQ5MUF+ZSTaXOtgp5Es8Zye1OmWYHpPYsAdI8wEIVAWUJbcWVlJuAcw9A1tU1OCWPQ44eLb8PAvDkU9RJvskjX8gLasu599Sh80HmW0T3pVHUTT9UmsOLsor99zDOuOVd2MOT20iw0lQvncecI4gENp8C0rxPGleksXGsWLtFfNjNLl9W2+42YxKU7EUEqBIw6sxB+W+VKKZHygXLjdIotTilP0tC1smkvKKv5DcU0tK996f7hfKnCJa/REmEoS/h0EmAkJavc6AdCO+laHI8muyz50pf4DzpR08I+K/wAmtOnmn21unKFNOpClWAU4gESdxUmR30WjjKWnz417223Wt7M2T8s4yfLcv2U58IdJsSy0lsGxWlbhWVga5RzczwvoRV5dPPH6P4a3crfhS6/fgXCalmt9th7hnOia87I6MUcK258ZxH0zv2iq9bg+FHyX0OdP3mbJ5Iv/AFRn+h77JVL1nwJfp9S8Xvo7Vtd3URqIFrze4rzja5HQS6lrYTCVECQBff2A61ccs4qlJr9SmijEuJV0Rvpd1ug0rDlKCUZTcARG6I0jhQOcpS4m9+42MexrL20kuozAQklaQDGjaygmBbLKTHZW7PgyYZpzlbaTve9wMeWMoulsnRhhpSlBRBVEXChIG71cd1Lc5Xdu+5KQW42kAFJM6Eadm8yJ474obdVZS5l+y9rArdSnDuFTYRnILQELkpElYv0SYroR0jjhU3kXC/P6UZ3lubjW6LcJj23gpwA70FMdOUwShSRuEg6wZnSKVlxZMP5W9nuqez8g4TjPdc136GX3FAZZS2DfKLqM9SdJrPOU2vzP5jVwrkBPNAalU9ar94TcCgjKUeToYvzEcPiG0lMiVLUAnogSq5ATmk5rffR41kbbhdrfbou4OThVKTC3wtRnKBBmVEkzxkb6Wpyi7TdkqPICK1onNEHWNTeY4m9Tik1w26CSViLaKJBTxM6wJ+dGk9dPhklVN7LoJzY1NChgzEkmLDfA4dlaJtvds5K50bZyd2gUQknobuq+6sWoc5NSt2vE3aeaj+V8jYMbjkFxpkglTocUDaEhoAknfvAEb6DT4Ms4TzxdcFXzvfsaZTjCag1zFasESVWm8z6ZmlxzSi+JPf8AcLJht7Ajz4bBNyVWKhck6md+X76YpzkmuJ789+ZTUcbSolhEdEncSfXpSZcy5e8cK258ZxH0zv2iq9bg+FHyX0OVP3n5mx+SUxtNr+l37JVL1nwJfp9S8fvo7JtnFQ4DwAPrrzdWzoJ7FSsYFQZnfQtUWtyOGxASqVd1U1aGxVCRW03HW1YrnVAEq5lsQEFDaimXLSStSVDWw0ubduenwadw08oXJ1xPqr7eX/TFHJPIpZFKkuS8u/mLzieYwbbhE5WkqA4qeUXBPe56KfqcPtGv9Un2X6JC8eT1Wm435/qw9kK5xsNuLcSnNz6xdowk+YfNCs8BKU3jWbmpkw4uHJxwUYr3f7m/5RUZTuNO317V99hxhVFSp4eBkXvwrhvbkb6A9lOKzYtSEr6WIy2CIPNNoEZlqA1Uqu1nx3p8MOJLZvfxZhxv+pOVXv8AREVJcYbCUuA4nEvk26SEFYSCSd4Qhuesk7qOKxamcYJ/kxx3ff8A6wXx4k3/AO0menm3UpS46tLgWCXCCStDanMwygQClChGlxwM5Zeq1EJuMFFxVqu11T+Y9cWOUbd3tv8AUFwnOuOvtIdUkJbaOexCFrC7JSY86N+gSTMwC9Q0y00c049Wq6yruA3leVwT6fIlisIsYjDIU44ciHVlUiSW2cuYWMEqV1699Hp82P1efJCCSpLr1fLn4dCskJcWOLlf+i1xz9dhkhaoUtQUJnM2hpalFU/KlPGBa1ZtNjw5ceVuCVRvrs72rcdmlkhKFS5uieMVGJKASlKcOVkWHSU8hCLg8M++k4sEfYp5Wt+JJfz9QpZJevjBPam3/Alb/W86ouKSErLaAnLJKUpK1qKgbdNMC03va+mWLFpsMJSjxSnv1pL9OorinlySSdKO21fyCFkywyhQCnEoJWb2UnOt0jgEXA4BO+Sdfs+OeeVqowVtfx8+ZzpNqknu+v8AIwwAjEtoSVFvK6vpKlXQaIAUQAD0lIPUZ3RGdLBm0+XLwJNKl+vJ+ewyNqcY3sPdmqzY65s1hT4uvJt9VtVYorg9GZH/AHTS+X/TbGTnqIrsmFbW2iUkIaTK1GBOl65ePGnvI6MpcKE2KUA5nUskIJgAAZiNYA3SO21OinVJCq4nxSI4DaWZSgQRv8N3bQ5MdJC5ztnGdsn4Q/8ASue2qvUYPhR8l9Dmz95mweS4TtFq8dF37JVBrPgS/T6kh76OrbQfkwb218a85RvsFaVzSMx1J6I7fN8aprjdD8caVgGKxytReFEH1n7vTT4Y0ipNijDMOLw5ZkJS0lxCFEjpkqWpMDUHpQSYAAJuYFdzLl08s8dRJ9rXW/8ABzYYskcbxJd6f31GmOaU4wlCAErSGsoUZjmggAKItcpOhNiN8gIWox4tZ627Tu67MY8U54OCqaqv0GaXlLJWsFEzCcwUqSeKbZQJ6yYsKx54YlbU+J9Of739B8HN1aruWF2Bbw3nqrGo26H9ALZqilrKSM2dxR+VdbilTI/lKR2pPVPR184ZJR4HaUUvkZtPBwT4lzbZHHLVmacQJW0vNlkAFJSpKkg7jBsarQZoY3KGTZSVX2L1GOU0nHmnZcy4Z5xdlZSlKZCsuaMylEWzQMoAJspRJmAKlLHhxvHB8Tlza5V2/UkYynJSkqS6FGEUUc6r5TjoNvmNthKPSpy1XqMsJafFij0u/NsmLG1knJ9aPM4lf6Tzlo5lSM1uiecQpSinU9FBFgbkaa0eCeP2WeOTptp+aXYHJCXroyS2SZXjHl8804EE9B1JBKUkF1MBcqgEQVDXfU0MsaxZccpcLlVN8trtBaiMnKE4q0r2CGGVIcdXIUhxDQKwRAyFwraSkwq5UmCRBgkxMUzLk070qxQlybfi9ufbn+wMMeX13HJc18jXcTgh03ApSVed8nmoSLBTcHMNZkxBiI1fptfGMceJwun13dvt2Az6S3KfFX0279y5/OHW3iCpZSFqQTBh9gZ0ydCnnCBPCrU8ePLlwze0tuL6GKSbqSGWAw60P5yQUqZKJBGVol1CjO9RKUHzRqY06VJc9OtLLCp72m+e/gg4wmpqVf6Gmzm18++ojoOBnKuRo2HJTGuYlY3R17jjnkxS0UcfFTTba6u+Q+ClHK5LwL8S2ES4JKz0U3m5tInv8DXNj2Nam3uylDIiJtw0nrPbc99R8wfWyqkB4tOWY1OnUOyrW4Lk2qOMbT/bO/SOe2a9Rh+HHyX0MUuY68nz2XGoI+Y79mqg1SvDL76lw95G/rxg5xIUdYt3nebVxfVPhtDfaI+sUGRxeNBeEqJyyQkQADutqTwqQx/k2XM6Em73MsFRF0nzVE2MlStw7JqNJPmSO4XgsKQhIUIIGndQzlbdFcIUBFAWZg1dFOQM7iO/QR7+NWo2U50RKjaTUKTPc7USJZWt2rollRXOlXRLIZ7wNfu3mrS2tlXuVLVCgru1NFW1BWFoxFopTiNUhc8pDc2zRGUKKlJHAZJykCPNUCLC1dDHqsjalSvvW/8A3xMWXHBJreu17FuzUFUrWSoqJJJ1JJuT11lzz3MsI8TsdsYNa7aAb6xzmkaIQbGWHaSIQmSTSXJ8xyguQtxz2Z0AGEpMD/T5x7SZFOiqjuDN9EFlYG+lvcHhoVuSpRPhRPZFx52cd2sP1730rntmvUYfhx8l9DHP3mN+QKQca2CJlLojj+rVQ6n4MvvqiQ3mrOj4zZyCUg+cLjKYGpt1j+1cWOSS5GnJpcc1vzI4fBxZIgDXS5tqTVOV8zRYewxGup1oHuRMtCKoKyK0moWUP5iQBeNb6DfA18KJJdQLKsW8rzAkWSFbgqCTKhxSIv29dOx4bjx34ftf/O4qU6dJAaXCYhQMwb2MGAPSQO0ij9nmm01VFcaq0QL3zTfek2vMeg2qR083JRkqvqW5xSbTM/piCk5hBE3vaLGRwmh9nycVJMLjildla13y3BmOwx6NPXV+qnXFWxOJN1ZBbiZgKOm4fOMiBVOEoq5IKMk3SKsMgnQGOhxMlckAbyerrFPy4JR8en7JlRyJ8wxx5KEyTJiQBe1+l2WN+o1njp8s3Si/kFLNGK5kcFs1Ty5ImLRuTob9cEeIqskniVcjJJvI9jbGNmpQkSBaufObY+EKQNiHjon0UKQ2iAWplCnCekRCRwm0/f8A6TxoopTkkA3wJsH2fs/MkKM6W9/fSiy5KdIqEW4pyCXsOEilp2EyLTPdVtko4htkfCH/AKV321V6rB8KPkvoc+fvMf8AkvKf8RbzaBDx/wDiVQ6pf0ZffUvH76Opv4JK3AZyqAtrIub68OquHxNI38xjhtnBKY13zMyaHmRIsGzwalFnv8N66qy6AMVhwDAIn39++oTkCsLRJCipMJAsmQQSSSeqYpjqhadsExTKQpJkLQCCm+hiISubDqNz4GnwypQca3d/r2vy6UC4tyuxSpCUqAUSBlSAqLgpBCVRwueu1iLVqeotSpc3f7VX/Cli5b8iaHUphL05khJSpIB1UFnQ9IFW/qPXRyzxUrx/dRcVXzsWsbrf73sEcsekriND0pWTabx643VMepiq2e3C/wD8qv8AZcsbfJ9/3LBiZUReAVKk9beWPCKUsqUKro183d/wM9Xvd9f4MNYYkJF7DcImwAMDWyRcnwig1GpWSVlRSxqhhhNlrMZRljLcibJSR5sxcG5JvCbWuWT0hBybav3v0utl4Kv3YpRdUvD9h9huS4IVmUYVAuNwEAQIEQTbS+lZfb5cUX2bfny/wH6i078hxh9nZc8GylZtL+aBrv01rJmy8cY90q/dv+R8IU2UbQ2Y4tMIcydcTbsNKhKKdyVknCT910U7O2XzSCVrUs7yoD1AVWSam9lRcMbj7zsWbWVzqwjRIt/f7k0zF+RWDkXF+UdoKQMqRIFppDHpC/EqlXZRJbCpPc9aoUcG2yfhD/0rntqr1eD4UfJfQ58/eY68nCwnHoJMAIev/wBpVVqfgy++qLxq5o6ugLlMqE+dabCba9U+NcB10Oih2yq1t+6qTIXtKNEgbLCbVT3LQhxwIzDWB49VRFSYPsplSokgEgqHEAKTrxmaKQNb7A21sGUkqaOUxdIsD2bj2VISXJkNaxbhUDAGYA6ACRvBA37+6tMKT8C7FjWNKxlKrJkp3xPHq9UnjWl463FcYUnEggDVXAesm9qU4tO+hTyxiN9kbHUq539VZsuZckUpylyN02ZsdKRp79dY3JsbGA1awwHYKEYkEoRNSO5bJKFFIiPLRQOJdg/NBQIOlVwojYpVhGwdJjjQpsjS5mHX7dXVUSI5C+bmmJiWDvrg1C0cP2ufhD30rntmvU4fhx8l9DDL3mNeQrRVjEJHzXPs1VWeXDik/D+UFh+JE7Xhx+rAi4EeHCvOs6EnuWYN22ulWA+ZNl/MscJNuPROtWirDlKqFijaSzmiNTGo7reNRURmdlqSkFNgR1a/lpapJlRWxXjwFan8uugDS6M1nbAi0BKiYKgLkEHuB64rTiYD2dGuqwIz9HeJ7Dv9+utqyvh3MmWNSNi2Ns9IBgCwKlEmAAkEkkwToKyTlLI6HaXAss+G/wCeteA/YxSmwDzCymSLSdI6R6Ohmx30n2dt7s6j0MUmoTTaSdbK/wBb+Y/2djucSTlKSFZYPYDNwONIzQ9W6TszPHKPvqv1T+gViMTlBpXFexVUXMK6KT1CmLYp7kA5ehvcvoTxDtqqciJC5/F2gWqrI2L3XY31KBsEcdsb1aQDlsUF+i4QOIHxDtQhxbaZ/Xu/SOe2a9Rh+HHyX0McubNk8maAcYniAsjuaWY7yBStX8KXl/KG4ef6/wCTr6ElIubxJ6prz9m0WoxUEiO71TTAWi/Zz2k/On61vUajATGa8yxKDY0NhibGtrSFAgHfNife9WmRgTLpEZpCs0DiRAuR40TJ1CMe+QJ1B9dDFWy5OhJtRyAJIMTrEkC3hrT4LcCrW4sbdTnSAN3rp7T4WzPldSSG4cKUykkHiCQfEdVZk9zpeh0nqKe+z/gftco2A2BzboWEEWXKVKKCkZpVoJzZgJkDv1+thXU6stBlc/eVX23Su9tv0rkEck8QVNqKlFRzm6iSfNTvNczUu5Iz+koxjlSiq2/lgfLJx1wtYdkmVKzuEbkJ49po9NwR4pz7UvM4uoblUIm34c9BI4ACkyY6K2BUPQsdcj76WmMaMY12BFUU9kKiujoVYO8qoiMBdcjWjQpgxcE60TRV0VPKnuj/AMVZTORbR/bO/SL9s16XF7kfJGd8zZvJYr/iCBeMjumv7NQEeNBqVeCb8P5QWOVTSOsYtfSkGTFh1317vX2V5+qNrdipLRBmdQdeu9Gtymw5hkJTG41LACEY3IMtBQxFD2IQR5pJP8x7qtIjFDajKp1B6vfjRSWxIssxr4ySInRSSfOHV4a7qkY7lSlaNe2ikHKU9KZy9QM5gocRatUNrTBVMWNEBwkbq0P3dzFmlctjYsKtKhFYZRa3H6fUzwy4sbpjLBYNtXnJ9J/vSZTl0OhD0pqXzl+y/wAD7ZjKGxCRAJnUm8Rv7KzybluysueeV3N2wttsSTFzv39VV4C0lzDm1aDqq2gkapyrxq2X8Msfsy7lX/qFqdgxKUZrrVoRmm4yi+gzxL876zpDZSF7rtMURLkDvvQPzqktwm1QA47xNMSFuuovxWPTMExbsinQwurEzyJspdx4iQQb27qNYnyAc7Oa4tUuLPFaj4qNd2CqKXgUHcnNsqwjweSkKUAoAEmOkIOnVPjUnHii4vky1s7NlHlGcmeZTP8AUeNZHocfiM9dIifKGsmSwn6yt/fU9hh3ZPXSLVeUhZ/cJ+sar2GHdkeVkT5RVfwR9Y1X4fDuy/XyIq8oJP7mOxX5VfsEO7I80iocuoVm5mN0Zreqr9ijVWUs0kee5cZhHMxaLK07JFRaGC6lPK2CtcqkJkBkwozGcWPEdG1G9KnW5UZtFCOUDYMhpf1x+GjeC+otpBGG5WJQsrDSriIziLb/ADdaCWlTilZEqGDPlBy/uf8Ad+VJfo+L6jFNoKHlOP8A7f8A3/lS/wALhXvMP177F6fKuR/yw+v+VT8Lj/cwvaH2LE+Vsj/lv9//AOan4ZH+4ntD7AO1fKMl9GReG3gghdwQZBHRo8fo9QlakBPLxqmjx8pA/gH6/wCVD+Gx/uI8zZUrygJJ/Yn6w/tV/hy/uB9YYPLxB/cq+sPw1X4bH+4P1z7FL3LRtSSOZWJM+cLdlqKPo9J3xAyyWqoXr5QtkRkV6J953U9aauopopd2+jKAG1TxkCTxIj0US0+92ThESlk68SdBN9bitBZioQxUIZqEMVCGahD1Qs9UKPVCHqhZ6oQ9UIeqEPVCHqhR6oQxUIZqFnqhR6oQ9ULPVCj1Qs9UIf/Z^zImagem de capa
920 n
921 a
922 m