Aqui é a caixa de pandora das dúvidas antigas ou resolvidas.
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Lembre-se de agradecer se alguém realmente te ajudou. Membros que não agradecem são INSTRUÍDOS a não ajudarem mais o membro.
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Criador do tópico

vschwert

Aprendiz

#790671 Falaí puasada... Seguinte: Tem uma amiga minha que cursa engenharia, nao a mesma que eu.. e ultimamente ela anda com um comportamento diferente comigo, ela esta mais proxima de mim, e agora ela me manda essa imagem no facebook... deem uma olhada e digam se isso é algum indicio por favor..., se for, qual seria o primeiro passo que eu devo tomar...

A imagem diz isso (nao tem nenhuma imagem): - Estudantes de engenharia sao mais sinceros e sao os melhores pretendentes para um bom relacionamento amoroso.
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NEØ

Veterano - nível 5

#790680 Quem, Quem ,Quem derá eu tá com uma oportunidade dessa? to querendo uma e vou trabalhar para isso.. voltando ao assunto, se foi realmente que eu li cara vai lá e saberá se ela diz a verdade, o máximo que pode acontecer é ser mentira... mas e ai você tem 3.000.000.000 de opções mais ou menos e se der errado você terá 2.999.999.999 tá bom pra você ?

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RjXbMk+SKbir+O168LoXIWyrvmULAEH+ognToaj8P4m0u8SgCpuJHX6STVfxDjea0mHDZlyic6+a2RvBIkECRp6etKsXQuEnbMwYxuBmB+wrcdD6vQ5zVjr2Nxdm26hGCKIE6KfNJnqF1q44vxDwrlsWbSsAMrZpCARALkaCN5PY1F4Kir419iWZ2MMRByDQadJ/YVXLzFctsxhSLrFCGEwBv8x+9Fvk0l0CMeCbfZDwmKbNmiCwy5fSZIO2m9FGBxeTCKdR5lDRvBMMB7jSfWqjE4S4L3iPbKLdW5et5hErJIj5xVtY4c93D5bepAzR/VGsD1NLke1Y2OOmhGH4/ZbwiLL24uKmbKCO5DON9Nfl7UUW+J2LBteKwUhQ0mdyIEkDTr9qAF4lDvkzApbcw2hzEGf1j51oPJOITEYa8zJ8bR8YQ5VVVEGZ0MkdNa0tV6EcaA/i2I/kWySYzZmI6Tm1+9Qb3AFXDtopBYENMuW1UBY6GZ27GdKNuXuDo9m7burmmbTDpExIPTWDPt2qFw7kZrd3NmzqhJtqfzQdMxmMvfahBum10XcOVsobGKm6mYaquQz1iGnXrDURnFfCNP5S5AAQQJ8x1G52G/Sq3jaBXRBbK3RnZyJykHKJE+y7frSsFgBctgK2UQNt9NhSyloChW30GzchjG4N7luBeUwh6OoAOU+vY9PnQc2VbITIivbNwGBDDowYf4hOvWaLuDc7XEsLbsqpgbsGEk+tDN8m7xFzcylnRWcIuUZgY9zpuTqaZ8eKp7JRUuTvwCVuybVw23SGcKwJGpVtRB6diPSoli+tvGgsBA76jUda1LnDlZTg1xLsFuW2VFB0DqZzKPUSCPY96GMLyN/EG2SdbrC3mU6odB5hsy/ca0bp2+0FO1rpg/zLj0LKiW0tldjbmMpltpj4jv8A3qz4Fw18ThiiEAhfKTsGG0+lRcNyX5rtm6PDvIxQa9QO2xE5T7MDU/ke7cwl9rV5SCYIB6j0oyWtdGvf9GeY8PkgIjL4pmDIyuNGC9GWSY7a9KpbuKFjEAabpr6AAbzp6+1fRlvhtq9gEXyhiM6kxKsdR6jtWNfiHy9Z/hBiVHh3LbpaZf6w4YkCeqkfQ+gp1Gmk+0R5trXTNF5LxqsU1EFhr96o/wAUuB27eJsNbYAXS8p0UjLJXsDO3eqblbFG2VTabaspB1giDHrINU3NfFGt4y1nuO4Akm4Z1YmOggCPvUo8eLh2X4tTUui34nyb4qNdsZ1azbBbw+o2zabkDf09qGG4ecPYR7pzgHyFdQpLKSd99xJB61sPJ/HbWHss7yc0RlUses7A6bChHivDbdzEMltAtm7dDqrqQFzRnUj+ksCQOxAoxpRVsW3yaoRieWFxuGt+HAuqQ9tj365j0BB+woIx3KOKdSxsG0LcswbyzlkmAdTEGto5bspaxxsmFUDxUHSJ0A9A0/Sp/NmDtyx0Nu6pVx0DMQpmNsyk/SjBSjDkvYHJOXH2AfJAF3Dq0A5gVIOvoZ/SpXEvwrt2btt0zFCA4tucyZu2uvyM7jtUexgG4Zi/Bkm15bqltxbYyZ9RBE0c4rnixibZS2jv1zAQEI2MtAn0FBY65W6BKbtNbMv5g4RateEbwdLas4fKDMQWCydNSQM20GqXhFtL7ZTLLJB7neProa0bmzmvD/wNyzdVi9wFkaAIcfAVM6EGD8zWXcuYr+a7JMiH+nxR+tDjWPTKQm3J2RsZwNkzo06MwBIGwgg+xBBol5BANxgwMkCQDuQIEz1gbVpPA79i9gsuKA0ZiCTAj4R11Bjb0FU+GxmCts5GRhbtlbZDed/EYAExuqn8x02jequLcVfZG0m/8AjhcPbfHsltR4fikQdQQCM0+h1Pzqk5s5HuYLLcIPgXCTaPr1RuzAajuPY1O5W4pnx9wtC57jOCSAFDGN+gGlbNxzFYG/gGw964hQpo0jRhqrKehza0ccHyZsk7SMew/DxhcHhsYIL3HLnQCFIFsL67E/Oibku8lzxGJk3GZo6CWJ2oG4XxUvbt4Q2zdyXGdVGpiCXCr+YiCw171O5bxxsYtrTaZSV80qTB3IOoO2m+tSyQdWPFrwGXFPw3W038UtvxFceaNSsHWR1n+ofPuRPB8pm7avJqHQ5UUyJOYQD7jT51rlzm3w8OqrZe4CoWRk67k+baZoUbma3avG9GXJaQkXIXO8HKQCe+UeuQ01LXF+hIt7tA7y5wlrJezeQ57bFSrjr0nodOux0NWmM5TsBkUoi51U6axckhTrtoIPfY1T8H4z4uKJzG4zak5tSfUmrPjGFxruVSyfOQQwZYAERrOkR1ocUpytnbgUZ/u60d/E7iQaxgLSsviILniBRoCcqmfmDp6UzyQRqtw6gxHtQJzRibhxbeMAGDEkAz8Wu4+X1qx4NxrLctk7wFJ9joT65f0rZVySaJRSi3BML+LJYz3EZUEuQGgSNIGvYgwR6ihPB41baskYjTMoa265RlKkkKV0OXQz3+dHr8NRvOFUlhOYgFjI3k7fKqHF8gNcw4xdh8iZ/DvIZCyCsMsdCYBB2OorfIp+EXy5ISSpbG+F8TeyL6gy4OcA7kMM0adf7U/wAu8UvPfsjLcyjMHYq0AFTMmI3g1UcIxbHGvbPxIQoWOhBzzprqE1PpWhnPky6xSObha9i483GLil5A3mfjbX3FsoVNgHOcpBCjUn1nSO+lTuUrKXLMH595FKXg4xeLZGbKjwlwjQ+Hbh2APczl9JmmeHp/DYrEWVkLbcqFcmY7k7kHcehFB/aNglktqNdEm9w/wIRCSRoJP61TYBjbxyuxzFs6z7BD9JMVf47g9+4pu2Mt8dch8y6TBQwZ9pqL+GnAb13iZe/bZVtLmGdYzNmERPrJn0FNjxSkyMsiSD7mZbV/hxtSM6gGD32b7E1l/J/HGsXxacmLVxSSZPlBBB9dNK2bi3L1u4GOUBz1BiSR16b1kHMnAmtsWUEMc9vL2uCMvyOv/VXdmx3H+HFinTr2GvMvNeFxFtlt2Q91oh2TIQRsc2jnTppWdcTvYjE4uyQLZa3bgEEISqToZJLNGmmug96srNprdsZ8pI0MGfp1qPwPBXHxF17YbKiZWYbDOe3XT3jeuF5ZSbZ3LFGMS7tY8vbRyzwwEDM2g9pjSgzmXiID5VVbkmFVhmiNAQO+sUZ8dxKWbdpehnUem9D3LuLtjFteUgsgAWR8OacxX1iFntPepwbu2PWtF3y3hjZsg3oLRMduoA9qEOb7q3cTbYwFzBG9pn9JrSMdjEuoQVA0kMg1k7lhMfIdxWc4HhB8S/cuAXFtEqojyuWEzr2Uj5kdqaCqXIN+0EvLF24PDLQUvBntwZIVWKeYQMskaCpHMOPyMpA+EjfqZB+W1TuG4J7Vq0bttreVFVFbSABIH3n50Lcy8S+MwDr+xFJJffwFPlsveL8XY3bEkovni6lwF4bKcreXygR61Y3cXbVZVnnq5uOXPsZ0+UUKYuWvtocoUSPmp29hTmIvKRAYDb2rSk2LDGiqxXHsRdx6rma6ACoLDzR8XmOxijIPcgAQBGtDPLuEY37ropZdBIBMHUn20irw8aWYb2rZG20ZRrSKPi48S8lq6MyEAe2oJM9IANSXwdvDvbXD5QAzW2JGac6ENM/F71ScxcRE/wApjI/Md5J12FEHLfA1BF6WfYm0RqpyiWBnzmZ8oGnSelI6iFqPZPwfAx4SNetoWA1LCdv1qk5hxTXGKpoSVWNNQzKuX2gT8hRHzDxoJlWIEZo6x0oHvcYJNx1TchQ28P5j9cu3tSQT5Cv9SDw+2f4lTbUk7BRqTrr+9aWtq2bYN22sjUZlBM+k+tCfJXCybgvSsAlQC0HaS0HcdPr2NFXMmMKEC4hAA36GOx2NNluxI+jNMejW8bday4t5JaWEgZlggAggkyR865wdbuJxJA81y4SxY6AdyYGg22pfELSl3ci5FzKtqIGZgQCTI1AjYdSNRR7yvyyuGCm24u3WH82NlYTohMZlA69wTqIq7bUCXFcydbu3LVgC8NRpp1NZnjLpuYm+hZo1I3MFRIHtRrzTxtrdzIw1EED3+H60GvhXt2WxMjNfMKFOoBnfqCRJ+ncVHFF7ZaTWiLy7dYYm2EOpMfvW7WFi2CTqR0rLvw74E5bxiqdlzkg6bxoY9zRvjuNqAMoZJGgI8rbiVPXY0Mu3oKi2kZt+I+AVcQpG7SrT3EQfoftQ9hw2YAamQo99v1on5vtPiLX8SWTKrm3EnN2kiO9UOAwzG6gtmWkEdNRrvOkd66I/orJJXk0a1y0hbCw26jcemlQOM8zC1w67hyja3Q2YDy6lTB9dD9qkcMuvatG3lU+TNKsG20Omn71mfHeKNcuMMxyyDAOkiYJ9RNRxXGVotPHa2GPKJQlbrlQ5At5mgMygnIG7tECdyAO1FWI44kMDp0oV5cvqVtmAcmUQROkQYHzn5VG5lD4e4R8SPqnueg7/AOtJJcpFYYVLSZy7zKbGLe4pY28rqoCiCzZZksDOmsDsO9ReHY65exL3jLG55mMEawB3Paqrilq+GTDt+ch1XSQzEqBPQ9/l2ov4Lw1rFsC4jJ0lwRqN9TVXqFEaSyE27xV8Pem1H8wZSD8OusnvH7+tGHJIYvcuE5iwC5jv5RIA6AS221ZnxXEEtb9/2pNnmi/ZxXhJfuW0ZQYRoGbuQdJj9BWw5HFq/CNmw3HXlm68QDOAQ8CNRlH67/rQRzKbdtv5kv4sEEHKQV0J67COmtC3Fua76ISMTfnt4jR9vXWqBcSyXQ7XHuu+rs3p27KJj+1dE/yE4tJHND8dqSbLvj/CjE2r9v8A5c+ZCw300ImOk01ylj2TKCdRmJyn8xO4I6xAnsBT3GLwvYQx8S6j0NCvBsQVuP2Bj3PUn3NcapxdHXTumFnGb63mZLrNGUujT8LLod9wVOs/0jahHhWEK+IytmYGRGkoASxj9Kn41xcvKrfCASR32gH0mo+KbIbhUkeQ7RrII1+f60ylaoKhTtBJgMfmUR1qjxHMbWMQbYHlaNydCWkkDadANewpfAMVKAdtKrOPWQ2LtScoYgT21pYr7Uykto0PhvHzlYlpz7zqTHw6n/etQ8XxCzczWr1lHdoNt4ytE+YMVjMANZNDWEuQzoCYVio9gdK7iMXkuqeuVgPnE0FJpgeKLRe8KKh7jXJN1rgKkNEW4Ow+o1nYVcYnlfDXtA9yyzSRqrI3XSQIb0nppWcHjBGLE7ZQP3/ejjBYwXrRQncaa/pTXTTaFcNPixPDLIw3iWbbhgrSW6ltDrBjyn7j3qRicTYkjEW1ZWBhlGR1bcAlYlffb2oR4Tjit+9bbQhyQB2O0elTuYb82jO1BtqQOFoq+MeAoFy1abww4BZmkHfbTXXr+tEXAcSQoZBPUAmPqRVS95btgpAAiB6RtFJ4DimCgHSNIoSdqxlClRZ8WxdiLn8SA1wk5Msi4Q2sAgy0NO8xPtVJjcH4WF1UKTczZSZZcwESTrMA7evan8XiVOMRjuq6e5Ne5rOa2rDodadZHpCPH5GuW+KZGURImNemu9aPcT+W1wA3ZXzW4BBIG4B6779DFYthMUVuCOtaZyxzFICk71pXGVoVpSiZxxTiTPiWzgBVdWVRPkGVfKPSAJ9RWkcIx2VJU/EOm8ek7T9aDPxD4OLWK8VR5b2vs43+og/Wp3AcWfDWTTZHaUgY4raPcz8W08LKGYGfMoOVAI07SAfuao8bc8TC2yP/AMyQR3DBQDHoFUUS4lAbGIeNSrLPWAP7zQdwS4CpRtiCDRjJuN+jOKUqDHlHjf8AKCzELl/arfm6/wCJhjAHlHlA33ERQRylaJLnsaKMTfjIPWfprUZqpFoeE0Vd5hawV200FspzHeW3+xj6UL8PxRVgwO9c4txEu7kHRiQB6TUa2RGnp966FH67Ody+5pnB+ISoMzt/4kfuKDeZeGZLuZdrhaB6iCR6fEKseCYjyAdqc44FbD3JPmR0dfnKMB9j/lqEHUqLzVxIHLnEyDGxXQijvFXRdsI8AtbOYE6we/vFZJgbpS7Pc6+1aHwLF5lKHZtqbLCnaFxyclsGuL8YIxYuITmSAG00MbjTfXejDlfijMgIcz/zebvMht/9Kzji1s27txTuGP8Ap9qt+WuLZOtNJPiqAmnJplrirnkDHdWX6Gh3iuKnGA9iB9dKlcXvnxAo2qiu5mvR+YsB8yRWxR3Y2eX1pBbxd81tF6sQPuKi4h1W6FzaRBJ7t0+1SeMoVu20EyTOx7EihfH4ks5JPXppWjGxZSoO+D381phPT9KHeGArcug/1H9ancv3MtrOZ3kH06/em8BFx7zgaTH71OqtFfNMZF/+fm3Gq/PQ/wC/ak8fuQVA/NofkZqI2MDOAo/NPtBj/fvUziDhriga6/qDNNVNAu0xvl+8fHyjYjX5U/zeABbjcE1P5Twioj3G+Iyo9AO3uaG+O4zxLjN0Byj96aO56BJ1DZa8MxOZmPcz9aY4nfLXQR+UT8p1r3BcOVTOfza/KoN68zYnQR0AOmkdf1oKNyYzlUENYx5uZvUf2og5e4oVeNx2odv2yDlO+k1dctcPN28GBCqnmJP6fOjJLiLF/Ys+NWgmKtXhotzyN77j/fpSuZH/AJJ9BrULm3imZlsoZAIb2PSKm803suFhoBYARSV+ozdWVPDcVFoneAal8MxEoG2nX70OcMckFR10Hzom4rZGHsiTsImNCaM406FhK1ZVZ2uYhyuuVS0dwupj/fSr3GXA+GYabTQvwS6RemJLSI99dfSrLiN4ogtsBIkaUZR2kaErTbKuwPP8jVnw7HlHj5+1N8N4YzWrl2NF0/vXuAWDcxOVdyN+2oBn5TTOmKtBlx/BtisAdJZIuKe8DUfMTQ7wd8tlSdN6IeZ3GGw620Jk+Rde/p1FD/FrYtWV6zoo9SKl1Q0a8k69fnAuBuyn/uP+tA+HaM0d4/UVf8X4qbdpQuhhR9KontwM39ZLfKrY1onP9gk5M+F/Un9BTvHeI5RcjoAg921P2qdy3gSmDDt1BcxvB1H2FC3EseGDgjcgg9jIj5wDSJcpjXxgU916fwywT8j9qi3BrVvYwDNZe6AfigDrGg/WumWkcsVciz4BemRUbj90+IB0ifpVxwjg3gW87/GdY7elDXE8cHuTEgSB6muaKuejqbqGyOE800Vct3SFlgYnymhzB2szAGiLiOK8OwYGw0FGe9GgktlFzlilfEll7CffrUPh7wKg3nJ1O5NTsOP5Yq7VQSOeMuWRst3ab5Y9D+lVvDPNiUboHUn5sI+8Vb47hpt+K3TIrz63FXT6k/al8K4My4S5cIgtbN9T/wAtstH/AHKT9KlHSKTdv/0vOLLnv2z0VWb7R+9A3ERN5gP6o/aje952ssNmU/tQf4H/ANlZHxXAf+4j9qGM2Twi941fFqxkXTZQPal8CvDIwAAmDp7VW8ymWjXyidNfXX0ilctXpYr6D+xpOP0spz+9HcBg0m5c2A0HvGv3pHCrw8dQfzFv0Efqal/wR+D8skn2Ek/amuH4A3ijINVuPnPZMoy/cEfOit3ZvDVFjxTFi1hzHWY9zQhlm3/mP3H+lX/ODkFEnQSdO4AH71VcMth1ZepUsPcCafGqjYuWXKVF3auDwUB2OUfIwD9qp2c/xVwx+d//ACIH2qTdu/8A10PqKYw0teuEdSx+pmljpMeTuURsjNdafWiPh38mwWOg1J/aoz8AZHwpCkm9Za4Y1mHfX0GXLXeZQbdhF7xP+/ehLbSDB0nIqOEXPFxas3Vp/tRJzu+ZFHYMftQrwJoxNv8AxCibnFdGPYAD/MaM190Sg7i7KbhbKBZAAnNJPWrLm69NlB3b9AagcPwp8S1A+EZz7DX9qn8+trZgACGIjvpW8zQW6jRV8uaXswE5R+tL4mc9wsaf5ewpXDvcOg1M+g0/vVZhJcXG7Q3ynLR8yb9ATqKXsN+EFV4aR1IYn5zVNyLa/m3H/pUD6k/2qzxjeHwhTsWUD/qP9qa5XteBgnvN1LP8l0H6H60vTNeyu5i4p4mLVZkW4/6jv+1WWMthzhwdg2Y+yqf3ihbiYKYm5O4Kz75VJoqstnW0ff8AShJVQ+N3YLc2OPFCjoJPz2qJiPhUegFc43dD32I12Hzr2PEMo7AVZLSRFy+0mHzXsuFIHUBR89KAOJtF1lGwaPmun96PvBzWlPRQXP8AlWR94rNbtyXJPv8AWkwLbY2d6Q/YH8wegJ/t96LOC3psqvWST8jP60O8MKRez/F4YFv/ABeJbn/tzVe8O/l2PEbSZPyo5QYfZI4pjDczWgwU5S3yHT50J2LUtSbWML3HY7sCPYTt9KfwjRmY+9FR4aM5qeyx4Vam57VzjeMBDAf4f71ccP4A1rD+JqXZfEbTQBhmEHrpH3oRxr6RPST7nU0sVchnKoEMpNW9qxASdiJ+1QMARm1MDK4175TH3q7wRDWrI/N559hoKrkeiOKrNN/+OL121cW5p4kx5hKRATTaBA09KiH8PuJHD+BOECm34M5mBCaaaLEnqdzWsxFcBqK0RlkcjOuG/h9eS0ltwpa3EOpUiYg6NBiq7if4X3jft3QJW3MrKkmSWBXL+UE7ETWsCvUBvlZiOK/DvG3bz+CoAKFWNw5PiGUjUanrTnCvwoxlpiSikjUFbiAERJEGDM6VtVdo7qgPI7szz/8AhLxT4UUzMFgdCIILDb31qJwj8L8RYDDxMO4ZlYyLoYa+YA7benQVp014UEq0Z5ZN2Zhxr8Jrl++rZrKooIhs5DT0hCpEbzPao2D/AAauWrltkup5fiLlmWfRAimPdvrWstXMtFNpUBzbdmWY/wDBp3tlUv25mRKOB7bmB060zhvwzvWBkFlXmCbi3QZIGujhSNdgAa1oVwmg1qh1mknZl+G5Rxo1e2T4QKWity1/wydVyBS09fiAMegoX4hyNjsRcKLYu5V18/kWRMDM0T1j3reFavVkqdm+V017MKs/g3jgVcCypBBg3dSN+gI096KcV+G964VFxbbIcub+aQVKaghYhp2iRWlGl5aLdsVZGtIxfH8gYsYlcll/DZcpKlDAEnWCd5jTX6V3i/IV7EqoabbWzrmRyMpHmjKJJ00j7VspjalgUPHgb5W07MoxvJd65YdEssisgTKIA0AylUJzD2ImqZfwqxgwjOMi3MuXwTuUBzfENA8zoZ9xW4EV4ECstAeRsy/ivJNy7gUw4RsyNanoCqwGhjoDEnXtS+L8A8bDvh0XwlCqgBUtlygASR8Q06b1pjGuTWN8hgXEvwtxouKqKLwfXxEzBR0GcuNNPejjhvIbpaUMsMNOhntsdK0WK9Rf28gjkcfBkFv8DtnF5wwM5biLlPoSpke8Gk8xfhFiLgQ2RYn4XJYjQTlIOXsTI9BWwxXm0rW7sHN1RnGD5MvBDbe3+UpIIIIIjee1UqfgOS0tiAq9gmZh6FiwB94rYctcntQjcfAZ5HLyY5c/Au4twG3iEa3K5g4KvH5oygr7VecR/DFnsNbzL2TL0HbUCfrWjxXIotuXk0cjj4MMw/4KYo3SsqiRPiPBnsAqkmfeKeu/gxi8jDPaOUaZWJLn0BAj5mtuzaUkA03J9gU6Mp5f5cxP8J4Fy1dV0GUFlIDIwkDWJjX22qpufgpiblxz4ltEO2cMW9oWQI9+tbZXgDW5U7Q0slqqMQX8CsSP/wB7E9ou7f8AT9qXhPwtxli6BlW4gk5kcRr6NDD6VtZMV6JrOTa2LGXF2f/Z[/img]

isso ai vezes 1.000.000 só



"Os homens distinguem-se pelo que fazem, as mulheres pelo que levam os homens a fazer."
Carlos Drummond de Andrade