tag:blogger.com,1999:blog-30485602995321291592024-02-07T16:42:27.466-08:00Além da sala de aulaGiomara Gomeshttp://www.blogger.com/profile/10125124688242029187noreply@blogger.comBlogger21125tag:blogger.com,1999:blog-3048560299532129159.post-57893312403003914332019-02-21T06:11:00.003-08:002019-02-21T06:11:56.987-08:00Slide Hífen<div class="separator" style="clear: both; text-align: center;">
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" width="400" /></span></div>
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" 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" 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GrF2fei0o1XdvJKJrLMXU6zzuXWqZwUqltDvi1pzGUHP/cFBjeFlqv1lYSroR7A5EIzt4d4OlGFI1jW42Jh3rbbs8r5fTqZ992u9xsp9oO27q2SnKts2/iVPuxs11PaiNTYJ5u/vtfsj11nPvb7s+93lcpNsZEaO7RfI/9eVivzvttdNPx99rv0uTr7zIuvsbQNfJ/15jTmt1RmQvvlSx/7vbfcuG2H+7t7e1UrTlm+c5P7KSg7EaqvbXRTaB9q5scYdS6lT0rVLd8zvm7yfSYpVCZi+Zmb76XPqF0d9QBwE+wIQjNXFpXJ9LbdXpyMbCOrHWcfsoNVa0LWUjZfp3glfuq8fttuL0ZqUrPHyxnYfXmS+n2qON2/dzshX4eDedtuzctqNegYy/XFTuC182NqbvrY7886JfYCPfczQPaCxHc85cejv08nb549zOfB3/rme+w7rTdLPQCgATJpx1LT1+GQ/FQNoC01wtUKN2nHU1Ptb/VeBfUAgAa02ugBuB6tdrDkiyw1vqxxNdQDABrQYqMH4Lq02sHKnSz45qgHADSgxUYPwHVptYNlU+l8hFdHPQCgAS02egCuS6sdLPsSVVOjV09PdLCAGlps9ABcl1Y7WM1SDwBoAI0egLGNOY8XRqAeANAAO2lfM/O3ALg6tz6P16+jHgAAAEBr1AMAAABojXoAAAAArVEPAAAAoDXqAQAAALRGPQDgCn3s98YYY/5+flZbp/1ife6bho+LhXnbbs8+gvp1OPx85f43elwszLHrzPtupx4LOFal3rZb3j5umXoAwJV5XCyqzzVjO1e5c2XZhteXanb6bo2dDoP5xq4fxyqN+fMapx4AcGXuZ7OqDZ/bWfqzXkeX/7NeBztX36eTeZjP1fNIi/wobGgZe2L/zR3Ra5BzrH47OliNUw8AuEIyPS4Wg9fzslr1Hn1yZ2tmQsH/sbduYyekWz1p2Y7483KpHstUx+q3u9WyikzqAQBXqEYH62E+P+ss5TyL8rxcnm37N49W+eSctG9xBOthPv/Zr6/DQT2eqY7Vb0cHq3HqAQBXqEYHS3auvk+nrL+xX5U3hgdffVo9acsOViv71uqxqqm1Yw6HegDAFZJp6Ft79sH2Y9dlj0TJk1Irt4pqavmk3drJtuVjxTFHFvUAgCtUq+F7Wa16ddDk24a/eTqGsY/LNWpt31rbH/IIvakHAFwhrYbPt93HxcI8LhZ0uBSPyxjc4+rum/295CULjtUl+5zjNdyCv9Y8QiXqAUzMvqnzutkkl7XPwwypiM/L5dkkkakHbu2kknIE4/t0Mm/b7WS3ivrEfD+bmdfN5mJ+p6/DYfSYQxNw1nzbLtTw/f38PNvu+26XvP0Xe+j6ZbW6yMNYyimLQ4+Nfa3ezcfHxeLslfvv02m0B8jttuTza1+Hw8/UFqHjkpvfsfKUW/dq5JO8fZaTUg++a9THGsdKI365Dftvf9brs3+X+zFGGbL65NGQ7dhzWG7+3c9m5th1Z+fHWHl3Y/nY70fLq5ukHsDE+hTo3GXvZzPzslpdnPTdFPr7nMa29ptFJTG/rFZnjWoo5VS2vmITcBpT76rUzQP3jUCZjl0XHV2K5eeQFIu75NjYJB/Ij+V37eMrOye+5P5eWm+H1r0a+TQkjXHMtY+VRvwy/Vmvo9vOefO3pP3OzaOaZTVGluPQOh4Xi+hFYawN1jjXqVIPYGJ9CnRq2fvZrNeVqPv3sZO2L9X45ERpzO68TqlUcxg+1bmyqcboikw5xyk2IhrLz9To1ffpZD72+x+xUbrSY+PGmZPftUYN+4ziyRiH1vGSuueuf0g+PS+XP8c0lHKOu0Z9rHmsNOLvm0LtSY32W6YxyqosXzl11W4nVN5jkyDb5OvMaZzrroJ6ABOTqWTZUIGxQ5324ebQOuxQrEwf+/3ZEOnDfH42ulR6MiuNWX5Cxph/rjTcIV174uiTzznciv2+2/2MGt3PZhcnudLnlWSSefa62fysW06pELu6TuWFvMU4NN9qHBuZ3PyUt0LlsajREMp8tNuWefIwn3tHTIbmd2ndGyufcvZNuz7WPFZa7Ykvufshj6vvc1m12u/UfpVuR3ZgUyOAsryGyrtM36eT+bNe/zwjGNoXjXPd1VAPYGKpAp27rNuIuBXUCr2q7DYaoQIllyt92LU0ZveZp9B25DfIan3Lz+3kpPKqz/MTqWMfOka5n9TJWWbIsrWPTSjFTgy5tx5C3DyMNaxuZ2ZoHpbWvbHyKWffah9zzWOl1Z7IdOy6YLsqR+rcfa3VfqfyqMZ2ZNsZO4fY45FqF45d521fQ/uica67GuoBTCxVoHOXlSn2YJ69gpCdAvfKLdZQ9Ym3z/70jdmdYdw3QvSyWl08z1Xjdp28soqdqGSMpc9ruCm0HznHp88xHHK8ax0bXwp1VIfEmTq2Obd/SvO7Rt0bK5/6LKtRH2seK832RKbYCyqh/a3Zfsd+r7UdOeoYGkmV24o9OhDLM5tkB03rXHc11AOYWJ+DGFtWprft1vz9/Mzudcuru9Stg5qFrlbMsgLez2bm7+en99ZjzpuaOXJHpuQVdumVrkyxTl3O8alV5sY+Nm4que055NjmvEFUmt816t5Y+dRnWY36WPNYabYnufksOwfyGNdsv3PzqGQ77sijrzMrt+X+LlOs/bV3SOQyWue6q6EewMT6HMTcwu+m79PJvG42wZ6+vCpLNVShGFJv8fgKdEnM7vCt+0q6TceuM2/bbdU5m2Rjm5oSIZRfJeUk1gnN2V6fmIbEX+vYuCmW17XyWR7bvsdlyDI16t5Y+dRnWY36WPNYabYnpcekRhmaqqxa8nanO0IlO2CpN1775nXNfbhJ6gFMrLRySaErLZmGvjmSWjY3jRGzb1qH2vNQjXXMam9TppyOyxjx1zo2MqVusU6dz32Wjy1T41iMlU9Dl52qPtY8Vhrx1zomNY9pbh6Vbsd9W1P+Jp9xG/Igvkb5vxnqAUxsjAP+MJ+bP+u1ed1svK9dh+YmyYkh9MB5bATr63AwH/t9dDi3JGab7NVl7nf2rumY1VqPTKGRrrHjr3VsZEqd3KbO5z7Lx5bps71Q3Rsrn4YuW3LMtY6VRvy1jkmfv099jzE3j0q3c/d0PgIpn2Wz/x56FKLvcR9zH26OegATK61cudzJ8+Sw7LUWutyYx7y69Mm9NfEwn/8sV/Mh99zlrqGDVXJscvalJM7Usc05seZsN7ZMn7hzOlg182noslPVx5rHSiP+WsekRhmaqqxKvqkn5IP8JS/y1MhrOlgNKK1cfciHJOVD130eFpVvgEzx6mooZnkPP/dzBvZNodI3f+RoXawhlkPdpQ/E5h57mS9Tv0lW+9hMWTd8x3aKtwhr1L2x8qnPshr1seax0mxPcvNZtoVyRL9m+z12WZXkBagx5uwtzdhLQX3K5dj7cHPUA5hYn8ISWtbezx7ayOROUHn3dN6olXQaasYcmzvGcic1LTlm8vmB0DC223jUnGg0tpxsQGpcAfZZtvaxGTvO1LE1pt/cSkNGDGvUvbHyqc+yGvWx5rHSbE9y81nGKNvNmu13LJYxzhOhz6LFzgu5+ZXKw6nOdVdFPYCJyUrqayAeFwvzslpdzFgsl5HJfsbCPaG7MxDLjoE7N8jHfn825G6/E+hWhpKpB0pj9s3G+7bdnjWM97PZzwej3e2VHjd3UkK5Xfd7YqWf03A7a7Fl5ahZ6DXk3HX1Xbb2sRk7zhD30yvuczjPy6X38yxDOlg16t5Y+dRnWa36WOtYabYnOfnsduhkXDXb71gsY5wnQp+6Gfot1RSNc91VUQ9gYrnfs3OTXEefb/nZ5N4+yplmwZeGDo/XiLnvd8OM+aei1Hho1a2ooVQ6s7hvW7FlZZ7U+KBrn2VrHxt5YkyNAA6N08d3ss1JoRGUVGyldW+sfOqzrFZ9rHmstNoTmV43m4vOn/ssqq9DV6v9lmmMsuo7fm4a+43hqc91V0U9AAWlHyvt+8HkUEFJFTz7SQLZEA3t2deK+XGxCA4zu6nmh57vni4bPjd9HQ5VOnOxV5p9+ZpaNnddfZetfWz6fKqiJM5QPubUS7l/JbdkS+reWPkk93GqY659rDTi75OOXRfsRNdov2Uao6zmrG+Kuj7lue6qqAeg5GW1uuhwfJ9O5n23My+r1dnHJ2ONg2+ag2PX/UyTkLrCfVwszNt2e3ELLDR6VHpvukbMNp733e6iceyzjiHsh51T+VXK5k9OfttR0VA5sbcRU+sKzRw9pGwPOTa2jOVs2+7zGJ3o993urCN97Lqfenn39M9zHbGRjD75PaTujZVPdtkhb9Rp1Mcax0oj/tz0fTol4y5tv2UaczvuuuTxSuWX7RyV1vWpz3VXQT0AAObu6bzhS31WAsAwMr1ttxcXm6k5BGuyneqpOxPPy6X5+/mZ/QYnBlIPAMCPr8PBHLuOhg8YSe6oEVBMPQAAACZCBwuTUQ8AAICJ0MHCZNQDAABgInSwMBn1AAAAmAgdLExGPQAAACZCBwuTUQ8AAICJ0MHCZNQDAABgInYi2tqT5AIX1AMAAABojXoAAAAArVEPAAAAoDXqAQAAALRGPQAAAIDWqAeAJj0uFubYdeZ9t1OPBcDtedtuedsPt009ADTJvgrNXDMAhmC+Ktw89QCU2A7A389PtjOC992OxhHAYHSwcPPUA1AyVeVtbTu5Pvb7q4oHwG25tjYN6E09ACWtjSxd2wgWHSwAJehg4eapB4Am0cECUIIOFm6eegBoEh0sACXoYOHmqQeAJtE4AihBG4Kbpx4AmnStjePzcmmM+V1z63yfTubYdeZhPlePBch1rW0IkE09ACWxh8LtFAMvq9XZvz8uFmfTD3yfTsmHyvs+fP5nvTZfh8PPNr4OB/O62SRPjn2387hYmLft9mxb36eTedtuzfNymfX377udOXbdWax/1mtz99S/cSyNJ5dcfyzP7X7kxv19Op39vVt2+pQxNx8+9vvB+/u62fys59h1P//+slr9xHzsurMOp2+f3ne7STtoL6uVOXadOXbdWR75jlUqr0vdz2bmdbM5267ddo3yaY9R7nruZzNz7DrzutlULZM+f9brs9v9tjz22eehdTunDbGTkebWV2BS6gEoiVVe2QjYf7MV2ZdiJ8CcRsJyG/CxtuM2mL70dTgE/152Mn3J/X3seIYe9z/r9VkH0bcfsXXFyoQx8VEym2wZe1wsosd/6IibPMkaY8zDfB6M23bmQ2nKUTB5XL5PJ/Mwn4+SPym2o5dKJZ1guZ85y8vjV7NM9t3vv5+f5n42i66npG7LlMo7efEAXA31AJTEKq/7W6rRMuZyJCJnO1Kqc2VTqCHP2c7DfJ51srDJ18HIjXOqeEqOe04KjQjmlInY38v0Z71Orif35Jva31TnOJVKOhIlceeUk8fFomoML6tVr7wZ2smTnZCcUSabF259KC2TVk55tClULmvUbZlCscoLiCnKJdCLegBKYpVXJrfRkrdKZEMUOvnnNBLuSU8Odz/M52efnQmtJ/W7va0gkzvU/zCfnzVYbmPvjm68bbdnIxoP87n3BD5WPKXHPbQf8pj7rozdE9D7bvdzJX8/m12UGd9Vfih9n07mz3r901lI5eOQ/S1NU9fP3BS6ZTbE42Jxtu6vw+HidtbzcnkxQjNkW7Ijl+rAyrLn3jqVaUiZ9O339+l0th17uzS2z7Xqdk6+2rbxNz1TiRuiHoCSWOUNpVgjELqSSzUS9qHr2Dbunv7XCOeMiPh+d08Eoe3I5eSIwP1slvX3d0+XV9JjxFPjuB+7LrhOOVLnxiZPHqGTuozb93yIm45dl1yudH/d7bllT/5my5mvwzzFbcJYsp0Ht0zWHF1zn18KLScvfkpuU8kyFSvn8rm52mXS3e+hjyTUqtuxbQA3QT0AJbHK60uhBinVCKR+lw1ayVVYbDvuVWmscxRaj7xCzolz7Hhq5FOsoxDaX/nvsdt2svPiO1G5KRSLTUNP3r4kn6Vykxz58JXw58QAABWVSURBVB0rY+rfisuN2z0WvuVqbNvtePpGe+RLAjaVfEVBjgqFRsPlsRijTMrfY+XtYT4P5nnNul37uAKTUw9ASazyuqnk4fLY77kNWun+yBGl1HNMofXIq82cN4jGjmeMfJLkiUIe/5xRgLun8xE/37GVKbYeO4I09C0pN7kPqrspZx1aHSxf5yEn/r5k+ZQdmfvZzPz9/PQ+W1R6e9IdjfN16mRc8vdaZVKuP7Y/bicqtI7Sul37uAKTUw9ASazyuik20lHSSOQ2aKX7I6+0U52j0HrkSeUa4hkjn3KWlfmQulUW21bt/cqJwZffbspZxxSvxPuSr6zkxN+Xe+vKnZ7FJju9RepNulzytrQ7Uic7R+4FX60yKbcf60S7z3vJ32rW7drHFZicegBKYpVXptRzHSWNhGyMSp9ryd2foevp29iNHc8Y+ZSzbK3Ya+9XTgypOEKxuM/UTPFBcTflPOM4RhlxbwMaM97cW+5bi/I3+ayXu+0++59bFmLriL10UyuWvusCrpJ6AEpyG5pUQ1rSSNRsQGptJ/QNwb6xjh3PGPmUs2zp349x7HNjSMURiuUaOlg5z0COUUZssqNVYz/gL0ejZD7bf0/dJp2iTMbenOwTS6pu1z6uwOTUA1CS29CknjdJNQI1GrSa+5NaT6jR63MbYop4xsinnGVzb5XKB4FTD7nXLNex7aSORSgW31QlY8bsiytUD3PiL9n2FDPFh/LaPiclb8n5OrdTl0n3GbQh67h7ooOFX0A9ACWxytunYqeWjf3e53mFkjj6PKAu32aSJzX5DErpW4Q14hkjnyT5IK98TV/mQ+zEK2+j+J6vy42j5v76tpX63d0XY6aZbNRNoeeccuLvSz6LlFsv7QsrpaN77ht67ieNfH9Tq0zmPLLglgV3RK1m3c45rnwqB1dNPQAlscrbp8FOLRv7XTYwqZm67dtLQ+bBkttJnRxlYy0bYff5kD7zYLmNZ414xjjuoRhlh1LmQ2wWa5lSE41OVc5920r9bsueTBodrNLl+nC/35jq2Luzlpdu3/fclzHhC5taZTL10o1vyg63LNSs232OP5/KwVVSD0BJrPL2abBTy8Z+d2c8tpNNysbPN99O3+24DePHfn92hXo/m3m34zZa7mdy3GdSnpdL76d03BNUrXhqH3fLPWG68buTUMrf3e8bhk6KOXHULue+baV+Dx2vMWPOjavPcn34ZiJ/224vJt59Xi4vLiZq5E3oUzWxtxVrlEn3OMtRIbkOOUrl7m/Nup1zXH0fbweuhnoASmKVV1ba1CvYqUYg9Xut752ltjP0G3RyxMx34slJvtGuGvGUHvfXzeai8+R+5NZ3wvRdyftSbFRSpqnKuW9bqd9D+ztl/Yxtb6y4+tZLY+p9DNudE8uYdMetRpm8e8r7nmFojjirVt2WKRQvn8rBVVMPQEms8vb5PEuqEchpJB4Xi+BtAZtitwdzt5Nq+OwImjy5uFeW97NZ1gef5f6E4q4RT8lxT6Vj1wU72G5HzE1fh0PR/Gm1yGNVMlFn7nIyf4wZfls39xt/fePqI6de2lT7BO/WjZznD0vLZGjbMtm6bFPohYcadVumMesIMBr1AJTYKx/fCcBW+pzhfnvFF2pgY9vxbfdjv78YQcl5iyl3O4+LhXnbbi9uKbgPiaZOkC+rlXnf7S5ucb7vdj/xvm42yav6WvHkyk3fp1PyZGQ/opuK3ceegMa+8n5eLs2x68yx65If1I2dyNzjnNpu6TNJsoMV217fuIawZd3tbH3s9xe39GuRo0R99qukTLr7LI+B/Ni1jC120Vdat3PKJXDV1AMAJiTT23Z7MVJiT5racU5FnvxiJ3I7OhLqqEl9v1vp8zCfm+/TKbm9PnHdmufl0vz9/Cx+w7i23A5WKXvxWuPlFkCFegDAhLgqPpca4RpCdtqm+G4hpiXfKv1NFyNAb+oBABOigzUu+QFzOX8Y2iGfr6IDDUSoBwBMiA7WuHInvcRtct9w1I4HuGrqAQAT4uQwTf6mpgPAbZLPLE7xySTgpqkHAEyIDta47EzejF7dHvtQ/ctqdXHr73m5vHghhNuDQIJ6AMCE6GABfn0mEWb0CsigHgAwITpYgF/upKp0roBM6gEAE+LTGoDf/WxmXjebi1uBxvzzRqj7PUYACeoBAAAAtEY9AAAAgNaoBwAAANAa9QAAAABaox4AAABAa9QDAAAAaI16AAAAAK1RDwAAAKA16gEAAAC0Rj0AAACA1qgHAAAA0Br1AAAAAFqjHgAAAEBr1AMAAABojXoAAAAArVEPAAAAoDXqAQAAALRGPQAAAIDWqAcAAADQGvUAAAAAWqMeAAAAQGvUAwAAAGiNegAAAACtUQ8AAACgNeoBAAAAtEY9AAAAgNaoBwAAANAa9QAAAABaox4AAABAa9QDAAAAaI16AAAAAK1RDwAAAKA16gEAAAC0Rj0AAACA1qgHAAAA0Br1AAAAAFqjHgAAAEBr1AMAAABojXoAAAAArVEPAAAAoDXqAQAAALRGPQAAAIDWqAcAAADQGvUAAAAAWqMeAICb9bbdmmPXGWOM+ToczMN87l3u2HXm63BQjxcAJqMewI35+/lpjDHm7+eneiyApq/Dwbjp2HUXyz0vlz+/a8cMuGjTMRr1AG6MTNqxAFrsSenYdT+jVu+7nTHGmPfd7mxZ++9v26163ICLNh2jUQ/gxnC1Azz93BZ064H99z/rtbl7ejKPi8XPyetxsVCPG3DRpmM06gEAuDkf+735Pp0u/l3eDpTpY79XjxkAJqUeAICmPC+XZ89ncWsQwK+kHgAAAEBr1AMAAGUvqxWjbQDqUg9A2cN8bt53u5+Hc49dZ953O/OyWnmXf9tugw2xfVtK/u39bGbetlvzfToZY4z5Pp2CcwX1jScWS+5y9jf5ev39bPazL9+n09m2/35+/uzLsevM62ZTfAw+9vuLh0zdfLP5cD+bJdf3Z73+WWduHqYecH2Yz82x64J5/bJanR23nLLkelwszPtu97PPNv9zH77ts98um9+59aDWdn1/q9HJkXkeKn9v221W+eubJ7XLfx99j90U7cXQujS0/c1tR/ueK66lPFxLHfuV1ANQZK9aQ+nYdRcVQCZ3fTbZh3//rNfe9bqvsQ+NJxZLTsz3s9nFb7Yj4Sb3uRqZSjtZbgwvq5U3BpsHofX8Wa+Dfyf/XjawOeu9e/pf4+1bTjZeoZTqWKfW8b7bmeflstp+S6FjLv/WdyIo2e7DfH7WqekT7xhket1sBsdVUgaNKSv/fQyJc4r2oqQuyd/tPvqS2/66++Qz5FyhXR6urY79SuoBKElVGLeQW6F/d3+zV0U56xwaT2x9OTHLV+jtb6nGIHd/+pAplW/G+Eebcv7O9/e242RMeBoBeWJxr/xCJxFfCr1Jl7sOX2M6dL+tVOdKplrbzd3mlDO/90mh4zg0T2QaWv77GBrn2O1FaV2SqU/7m4pr6LlCszxcYx37ldQDUOAWvq/D4ezk+jCfB4eNZXLX60sf+/3PyEPob4fGE4slJ2a3wZSdjdfN5uJ3uz/3s9nP3DE2lVwJhdLX4fCTd/Jq1G1c3VjsbQo7fH4/m5013jJvZeMZurKWjZzcT7fx+/v5eTZkb2/5hfL/7unp4nd3He5VeK39tuQVbm65K92u/M298nf3N/f2aik3ube63JOsu08leRJKueW/j5I4x2wvatQlX8ppf2PrHNo2a5eHa6xjv5J6AArkMHTfHnysMrop9/bi0HhiseQs52sQ3bhlkg3Iw3x+9lvJJJK+5LuN6tsP97ZF6NkC9xkb33p98zrJ9cuGzN2unVjT/Vt5UnDX7+ZhqKEba7/lSSD31lPpdt2Oiq9jLuMK3U6vTabQNmUnQHbGS/PEl3LLfx+lcY7VXtSoS758zG1/Y/k6pG3WLg/XWsd+JfUAJuY2En1HXmKVMVUh7FVFbNi9TzyxWIbEbEx+o+T+5nawUs9SyM6Km0INmS8WedKLNYCx/ZANt/vQqGyI5D7K53TcK0j7QKpMx667yCO5jlAj7LstU2u/5ZV56PkuV+l23VEP39/Kk7HvRDqGWD75joU85qV54qY+5b9PXatRZtxUo72oUZfc9ee2v7GYh7bN2uXhWuvYr6QewMRk4R/yJkWoULu/5b7tUxJPLJYhMftGUGJ/Kxt296ozJ4WWDY2G+f5WXgXGOgmx/ZBXfO5+2E6I28jJfbf59rJaeU92H/u9t3FO3b67e7qcGb3Wfst97nPLqXS7slMXO2HFjtcYcrdnkxzxK80TN/Up/33qWo26IlOt9qJGXXK33edty1DMQ9tm7fJwrXXsV1IPYGKy8A95bihWKIcU2JJ4crdXEnPsd9kAuleFoavq79PJfOz3Zw2sTLGTvS+WGnkgf5fbl6NXsSv1183m4m2d79PJvG420YY+J3b3WY5a+y2vcvs8g1G63dK/H0tJXDXzpG/5v3vKr2s18j61jtjvofZCpqF1qaTMhP5uaNtcms8yDSkPpdtHReoBTKy0UMX+fsi6S+KpUZFsCj2DE/tbObRf8maTTH2v+HLzQDbuvt9lh8P+m70SzHnew6a37Tb7dltO7KEHe0v3W17ljlHmQtvN/Xubak1LUGu/xjgWMg0dWZri2OUcl9g2Qu1FKPWpSyX5E/q72uubqjzkbt+mqerYr6QewMRkGjJpX6zwDqmQJfH0rUjucqFnSnK3IUdXSt5skqnvkLbsKMTyL9XBkrfMXlar6OiVG8vX4TDoTZzU8XMflq2536lth5RuN2dUQN4Wneoj0bn5MfaxGPOWTmmcY7UXMg2tSyX5E/o7mfq0zdrl4Vrr2K+kHsDEZKGO3Vd/Xi69Mw/HKvGQCl4ST+72QsuVNpi1Xh0v2Y/YbUpJXj2n3taT6ww9AJq7XctOFiiPsXwGKzajsy+W0v2Wqc/tj9Lt5jzXIvPF90bZGHLKYOikVPNY1KgnYx27sdqLGnWpJH9Cfze0bdYuD9dax34l9QAm5r7CKudJuXv63+cQQoU3VviHVPCSeGRyh5LvZzPzuFgEn+G5eypvMHP+PkduvvmWc+d0cRu05+XyoqMSitXNZ2PCnTHfcZPz3Nhj8LJaXbwFZX93p0mwD7PKV9JlQyjjLt1v+VufY1e6XffNLHnB8DCfX3zSY4o2IbcMythk3KV5krPtPstNcexqthc16lJJ/oT+bmjbrF0errWO/UrqASjoM8Nun88q5FaMWvHkfFbCTXK7NRvMvvss5T4PFNrWkNmkfW/muA1q6vXlPsfNJndENBV7bCi/ZL/dk4CcxFDmhz2ByCvh0vzOzbc+z9+UkunPen02quc7kbq3fkrypLT8D61rfeMcs72oUZdi2x6ar0PbZu3ycI117FdSD0BJ7HtjNvnmEIkV6thvY8TT5zMnvrh83xbru08l+2zJjmJswtLQtnLywZ1pOjWpqDF5b9flHDe7Pd/6YrHbTo1N7kmtdL/7fJrEGFM1v1MngNzncL5PpyoTJfZJQz9NEsqT0vLfR0mcY7cXpXVpaP6k/m6stnns8lCrjqGAegCK7GcO5Inm63C4+EyDFPvyur3KHdrgD4nn7umfBsA9WX7s9z8V2FZYX8x2f0IT0qUqsW+Eoy87mpK6VZXaVuir8TLv7PMSoXWkHob3uZ/NzOtm431mKvdNqLft9ufh1GPX/ZzEZQNce79TH4OVKfQh25L8fl4uz0aG7HK5z4TZclPjNkduSn3YfEie1Cr/fevckGM3dntRUpeGtr+xNl3WlSFts3Z5KK1jKKQeAK5aTuPTmr+fn1czdC5vEZZ+5Dd1jN2UO/+QFts5rFE2ZXJPpMeuM++7XdHnoH6L39heAEHqAQAIkrcnxn7bx509e6wOXQ2y41njalwm7X0D0Aj1AAAEyVt4U42g2Lcbr/kbZXakpO/H2kPoYAGoTj0AAF7uNA5TbvvaOxv2AeJaD+rSwQJQnXoAwC9l5yl7Xi4v5vxx5y8b85mWY9eZ79PpZ4TM3n675hGs992uanx0sABUpx4A8EvlTrFx7LpRHzQPTddwzc9g1UYHC0B16gEAv1TOFAnHrpvklWp3mojUdAStoYMFoDr1AIBf6n42u5gSwHZwPvZ7vhE2ITpYAKpTDwAAlDF/E4Dq1AMAAABojXoAAAAArVEPAAAAoDXqAQAAALRGPQAAAIDWqAcAAADQGvUAAAAAWqMeAAAAQGvUAwAAAGiNegAAAACtUQ8AAACgNeoBAAAAtEY9AAAAgNaoBwAAANAa9QAAAABaox4AAABAa9QDAAAAaI16AAAAAK1RDwAAAKA16gEAAAC0Rj0AAACA1qgHAAAA0Br1AAAAAFqjHgAAAEBr1AMAAABojXoAAAAArVEPAAAAoDXqAQAAALRGPQAAAIDWqAcAAADQGvUAAAAAWqMeAAAAQGvUAwAAAGiNegAAAACtUQ8AAACgNeoBAAAAtEY9AAAAgNaoBwAAANAa9QAAAABaox4AAABAa9QDAAAAaI16AAAAAK1RDwAAAKA16gEAAAC0Rj0AAACA1qgHAAAA0Br1AAAAAFqjHgAAAEBr1AMAAABojXoAAAAArVEPAAAAoDXqAQAAALRGPQAAAIDWqAcAAADQGvUAAAAAWqMeAAAAQGvUAwAAAGiNegAAAACtUQ8AAACgNeoBAAAAtEY9AAAAgNaoBwAAANAa9QAAAABaox4AAABAa9QDAAAAaI16AAAAAK1RDwAAAKA16gEAAAC0Rj0AAACA1qgHAAAA0Br1AAAAAFqjHgAAAEBr1AMAAABojXoAAAAArVEPAAAAoDXqAQAAALRGPQAAAIDWqAcAAADQGvUAAAAAWqMeAAAAQGvUAwAAAGiNegAAAACtUQ8AAACgNeoBAAAAtEY9AAAAgNaoBwAAANAa9QAAAABaox4AAABAa9QDAAAAaI16AAAAAK1RDwAAAKA16gEAAAC0Rj0AAACA1qgHAAAA0Br1AAAAAFqjHgAAAEBr1AMAAABojXoAAAAArVEPAAAAoDXqAQAAALRGPQAAAIDWqAcAAADQGvUAAAAAWqMeAAAAQGvUAwAAAGiNegAAAACtUQ8AAACgNeoBAAAAtEY9AAAAgNaoBwAAANAa9QAAAABaox4AAABAa9QDAAAAaI16AAAAAK1RDwAAAKA16gEAAAC0Rj0AAACA1qgHAAAA0Br1AAAAAFqjHgAAAEBr1AMAAABojXoAAAAArVEPAAAAoDXqAQAAALRGPQAAAIDWqAcAAADQGvUAAAAAWqMeAAAAQGvUAwAAAGiNegAAAACtUQ8AAACgNeoBAAAAtEY9AAAAgNaoBwAAANAa9QAAAABaox4AAABAa9QDAAAAaI25uzN3//xHPxgAAIAG/D8qtlzgNkhpfgAAAABJRU5ErkJggg==" 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orzf3ZcStup0nLosX3bO/MAjGgu2n6iULLOVIkfhlc3OY3ztJQMni2KVUNxUi9OUPWJmXtBCq+bnmJAuK3jNkB3sZgD21XvY8V+5pZXxXGPJlil213rXKiOJ6+81XWyRftRam/HuqTtWGkfLM81N+EpbqdK62Bv7dsRmAdgwass/q+H8eIy/3/vBJ9VBvdv8kXl/sFbP1Rpx+26jVF2xSuMNXe7z/s1nozhi7LXdR/Yl2k978T2j0/0dk2DBEtoRK71wCmTecOds4+h475GeVUcd7EsK7e7yrnQsH49L+nyFr4/ep6udU4K9nasS9qOVfZhjXLw902uZ00SrMW+e7FKt+q6at8OwjwAA25l0D7t4GbgwcZW6u4N/Gqb1ncqVyx5yBzXUBxrSirpG/8u3HZL/iL29lMzruv6GWfd5O0tRQ/W80bFi0R47Fa8t1GKa5Xyqjju0WNYs901zoWm8SjLu+A8Xe2c1JyrezvWBW1Hq31YoxxmvTOhOiAkWKXt1CyZiQ7HkH7gDOG/H6l9OwrzALbmNgLqnqFwT8lcunIuK9i03VDFS5+AjWNNKehVkwZLL7uMI796xAtXuCFtlWAtj034uGmfuAt/bp3yKj/u3jEUL1AF213hXKiKp7C8NXVws3NSsudjrW13m+/DGuXgblPoiRISiKJ2KvHDaF4e8QTryO3bYZgHsDUpu4/Ku9iLCVasyz3Q6JS9rqQi1qTIE1RCozl7CkYapBraN9WvptQvvJoEK7RuuCG4fl/iwhFugNYpr+Lj7u+T0KtYtN0VzoWqeArLW4xb8fRk+3PyIMe6oO1ovw9rlINimg7hmlPUTil6e3QJ1rHbt8MwD2Bj10qQddtNM9dNOsFaVp7E+I2irtOKWDNIT2DO4yxoVHP2XTi26V9c6QQrdQtklQaoWXlVHHd/n2bnSeV2m58LlfEUlrcYtybBWvGc3PWxDtUtb1mc5833YYVy0NQRIcEqaqc07eL1M+W39/fdvh2IeQAbk36Zx2kGsqZvEUYfh088hqtPsCpiLSZ1k/uNcsatzqxfam0Gj0rbC5VlsMcsUaeSXejNyqviuPvrRxOszO02Pxfq4ikt76y4VyvjYx1rXV3VDQ5vsg+tykGRYKVvrWa0U1k/POWnX4/dvh2IeQAbK7vtFn/iKrrdxAkR/RVT+J6z4lhrpH79KL7r6bPPn0td3GJPgiYboVSC1TgxWxyLeVmvUV7Fx/1yGWK9MlXbXeFcqImn5jF5TbmanpM7O9ZRUjtnsA/55ZC6BRYZg1TSTmmS/mSCdfz27TDMA9haYooGMeOO3L+OPkWSGPMVr1yFr+EojVV13NITsEqN5OJvQpk8fWb+aG8wgXp4SD6OnPy+rARLSjxijyEH/p4xNqK4vIqPe2w/K7e7xrlQEU95ec+pHkZZo4xV5b+DY13ddqy1Dy3KwevZi50vkfkB9e3UvC1ZrBd5MKCr9u0ozAMwEJ/BXTpZNK/ICFTc1K+UaCOiGSAYUhhrhH7Cz4xxWMElNJ+VEP9t+Jda1mzbpQlW8kmq2OJvv3151Rz3eLd+xXZXORda1K/88g63JwWvFZotDX/B7+hYF7cdZvuQWQ6aCVSHQZGY6NbNa2va1Pf9tW8HYR6AkXSSFX/KIrTEG4GSOUDK58IqirVie9NhC/W0aRvm2Izi8+X+7ibawNbNdJx+N1go1vIkdI3yqjnuqXEThdtd7VyojaesvBefSZ6jlWX8HK9quMCujnVh27HaPqxwrmmSrOjTjjnr5iW6y4lEe2nfDsA8AFOhQk8P3lxe9DW/XFPTESS6zwtfI5AXq4L4ygTNdoWTLHVhEm5NJJ/CicxcrH/ZsxCLas4j9/DcpuvCGuVVeNw1L5nN3+7a50JmPE3Ke4ordwqNvDIufdBhJ8c6cj7K+7/uPqxxrsV+uIvllttO+XUzuA9TO3RNXrpt33bMPACgUNlErMABSY/eY98ST0Kic+YBAEVKx6cBR6N93yF2hwTr3MwDAArMxgNw0UHPit4+gV2g7M7NPAAgkz/Ykl+G6NrYC8IPicPpeo4npJkHAIRoH33m9iCAndK+KBmdMg8ACFElWDRaAPaLB3FOzjwAQBJJsrgtCGD3FNN8oGPmAQAAAPTGPAAAAIDemAcAAADQG/MAAAAAemMeAAAAQG/MA8B5XV8j0XASvqNsEwDQN/MAcFrujOzim+Y73SYAoHPmAZzK+IJiekJeXC7H6W2iBwsAkMs8gDNx3qxOTwgAAB0zD+BUxh6sgRe3AgDQM/MAToUEC1rPdYVXbADAMZkHYOpmeDWNX56WgovaS+e1edPtP2H7wUV6GWi7GPPjXzeW6+BxP9m83kp1j4mTnEa+U9ymb/GeQ3l8lXab7mD4qVjLEulpW89xObeXU/FOvGMWjWf8bOSYDzXvgAzEEqs3vMMNwNGZB2Al8iJh1cUktv71Iha4qMgrLROs2hhL9z90EV4hFvFN8853vb6NfHfg4qt5e/3L6K4s10tuc4Vj4yZY95EkXdpuMNmL7KObwL2+jdTbyh8fgQ0GE8VFgmnZVgBACfMALCx6AzIuRIqLqXsRil/o3K+SenEKYozJjH/NWK4XXv/73ATrLvbdy4uvuM2c8vDKIrbN4vJNUG83cMxL9lEq4zGBm7ZZWMYV+1DeawYAhswD2Jx3mytw4ZsuCv4FPPTLfvpMuvfE+e7oBbcmxpiS+NeKxdmuMqG7XmidBGx+OzOyzcB2/Qv3uB/z/8+J0yv3mukdFonwfNvyLV2vjGfl5f5NijW8r0U9SppkPrgPF+E2MQAciHkAWxMvzs/cC02kZyV6G028jZJIAFrEqNx3dfxrxRI7FsnxUVOikJNguUmJvldE3uasdyZ6W7UuwQqPiQs/MJGcFNW//aotx+t62oQnMF7PPUZ+GTPWCkBvzAPYmHSrY3lbJXF7sGjwsi7BqooxpiD+1WKJ9eZ5F99loqBIsGK3wLLKTtimIrGsGkckJULRuuQmNVJ5CMduNgYrsN74d20ilOgRe3Hxbx/SUwWgM+YBbGxs1O/vboRbUbGLYeSpQNVFW5dg1cWo/H5l/OvFEpmyYpZghS68UoKl2WZuvMI2kwlQZYKVSnguoVu6TqyKXtSsBCuXlySHtjlP0hnMDqAz5gFsqjZBmkiDd+MXJ02C1S7G+vjXjEWXYKVuS2oTrOvFPPtWVHmClX9bTbOPoTIMJFhi+WyTYGmSJxIsAF0zD2BTfsLQ6raEu934hSL1lNt6MZbEv2YsimRIutiLt/vkbaaPe2acmgSrZpB7MsFK3CJMzne1twRLGnTPrUMAB2UewMZynnh7+qzy4qh8z2DePE2NYyyIf71YNAmWtC1p3ZptZsapGdO1ZoIlfH+qvMTjsPktQi95F59aZJoGAAdlHsDWkgOoL4uxRvPxR+HEKPn01jNNglUcY2y/S+NfI5bLZYj1tqSTIelWq3KQe/CiLa0r/f98OgR5moGcYxJePzbIf7EvkfFrsx6jyJQTTRKaxMzz/i3qxT4mn6IEgJ0zD2BzOa+vmS5S+okf4xcoVYJVGGNsv8vjbx/LYrs1CZY0Z1d0vq7Eokzaco5p9q0u7eSui1uemvIKHNfWCVbO8Q6W85hEMjYLwEGZB2BCmzTE38sWXiU++Fs/Fqgkxpia+FvH4m2z4Im/5KSoiaci9fsQ22Ze8pmVuKgSrPRUDOo4VkiwtEkiPVQAumQegCnhQhRLfsSLhi65GHs99BeVghhjquJvG8tsCohgjIrbqMLkn/HjG9qP9Jg4cZvBGcvH7U1JWNMES/EU5zKZjJXxSj1GDfYDAA7JPAAAS8qHJo5imexx6w9A58wDALDUWYIFAKdjHgCAJRIsADg28wAALJFgAcCxmQcAYGmNp/oAANsxDwDAEgkWABybeQAAlkiwAODYzAMAEMBM5gBwaOYBAAAA9MY8AAAAgN6YBwAAANAb8wAAAAB6Yx4AAABAb8wDAAAA6I15AAAAAL0xDwAAAKA35gEAAAD0xjwAAACA3pgHAAAA0BvzAAAAAHpjHgAAAEBvzAMAAADojXkAAAAAvTEPAAAAoDfmAQAAAPTGPAAAAIDemAcAAADQG/MAAAAAemMeAAAAQG/MAwAAAOiNeQAAAAC9MQ8AAACgN+YBAAAA9MY8AAAAgN6YBwAAANAb8wAAAAB6Yx4AAABAb8wDAAAA6I15AAAAAL0xDwAAAKA35gEAAAD0xjwAAACA3pgHgGO7fT8MwzDc393YxwKs5Lu7B+o5gDzmAeDAboZXT9cdLjwlnpPTcXl9u/zMy/fDMAzvh5fWsZ7aVM+H97c7iAfAIZgHgAO7HV4PBgnWzd1wPwzDMDwMr26sj0GZsUfEX2ZJ1nU/SbBsGdVzAMdmHgAOzObC4yYnx7zgTcftmlBde7OmZOrl9b/oNdlLeR2zvgEwYR4ADowerKrj5iVOL+d3DBcJF4zLiwQLQA7zAHBggZ4YVPFvHXJcd+Ca0FMeADKYB4ADI8HCCZBgAShhHgAOjAQLJ3D4W9JYem67Hu6G78xjQbfMA0DarT84R9PQT8nPNJxHM1g6Z71lgrUcRxQbQzSu735m+f1+8na9jZbYn+CYJkWDGnzCT3PsnJ4OfTmFylcTZ2n59l4X8+pSqr7c390oEyxnKgdNOQafEPXibVpX649PT/VlOm7P8RSdu5ll3qAMdl/emDMPAFHhgc/XMyuYvEhTAMTWKVvPGfz7EFtXGBw8u/USaBzHxWuwpmNSsv+ReEKJjrdIDVLRMV806ro4S8u367pYWJe05fC8cviiW1JvnHVe30a2IV2sc7+z5vh0WF/cBOs+sqqYgJSUeU0ZHKC8EWAeAESaRMH/9VKyTvl6kRM3sMQanNDnppjmDeS14Q40Dqr9CGxTvV7o16Ki8Vusp72oe/tYWr7d18XCuqRPrgLrZq3vresmWHexbSyTuqK6Wnp8Oq0vpe1EVZkXlsERyhsC8wAQ5p0gfnIyJhnz//cSnlmj4v7NP6karReIc944JBocMZlwLzJOt7yfYCW2N+/Sd2JZNEZSnKEejPkxKCqnyN/nPVil5XSCulhblxbfNd+3cKw563t1J3EBdBOwWR0oratFx6fj+rL4UST8iPOPf8sy15TBEcobMvMAEOSe4Nr75MkJOP3bEpXrzRqwWK+JtL7bCES7xd1GRU6w5EYx8Bln3dlFNNpDFe9N0M6RNEs6E7es2pTTCepiSV1y1omVnXhLWkqCNDElxyaFk+ziulp0rnVcX1JlJ7VtNWVeUAZHKG9EmAeAJffkUN/uEXpnZkKNdul683XjyYXwLrfU4+/j32cNhPReOKdBFMcVBJKzVEN0if3a03xnQTkFLwo15XSCulhQl7S3SdK3blK3dALb9xKsZXkF9rOmrhadax3Xl+SPkfAPuaoyzy2DI5Q34swDwFKkx0SWl2BMjU3pevP/T/1SDb72pWh+IeGXpao3IrCuotdHbMRKeow0F6DgdmvK6QR1saAuaV9FlBoLOH/S0F0ix2yWYCUeIBn3s6aubjWXV0f1JdRzWVXmuWVwhPJGnHkAWLieNFm/LjS36xKNVNZ68/83T7A0yU4oCdOsJ3SnFw0U1SSCweNSU04nqIubJ1jCI/qK7fn1LnWrqUVd3eqCe8T6khxOcD2WlWW+QoJlXd5IMA8AC7Gn5GTSrTNXops9a735uqvcIkzEkptgud34ocHE6cRs/iuxqJwye9qCtwizy+kEdbEmwUrsmy7ByhvLEqyLQj3J6W3VDHpe84J7xPoSPldCtwjrynyVBMu4vJFgHgAWSp/wEJ9eSWy3dD1tgiVeTFa6RRhsbKUnmzS37IRGrPrXenJCQmmAc245naAuFtSlZJKziEl60ix9bJ4+O30ufVwD9byirm7eg3Wg+pIcrO4c65oyzy6DA5Q3EswDwFLiMWfxl1tkXEf0ybXS9bxfdNE4Q+sXNQKKQe7+9sb9e3gINEbz9RaNrVcWeQNlE/Ev9mEZT5PyPUNdrE3WNc0Op00AAB2YSURBVGURGYO3qBuJ+pNOREI9KBV1dasL7gHrS+wBg8U+VJR5fhkcoLwRZx4AguKzIDuL9ISdvEKgQV9zvcj6TROs1IR8D8Or20RPlGqRXz2xbGyFHj7NxKRu3NK8TcnPn6guFl5Q8spe7sHVLVPdyUqwguvlfd+WF9yj1Rd9jHVlXtvLuvZ3YQXmAUCUbqjiTx+FFvlkK1lP29gIF5HGCVbsmN3f3USecMprNKV5eOKHQJ6zK7VEJxuNxBb0fAxyx2jtvi5WXFByLmLJXlrt8VE8bRe+NVlYV2svuJn15kj1JS/GijKvbe8Ui1V5Q2AeABJCjUd6cGXeS5fL17vOyvxeaFGjT9eM+1Y2XkM8+YVu/ORTf8GepeUTRPHZ6sOLvpGfjkVsP8vKt3YQ/J7rYlldmggXsve3zt9i2xYu8lkvexbqo/rddLG6WnN8SuvNjutLKsEqfbl0rMxryuAQ5Y0F8wCAjaReEt1u+5rG1gCzN6NEj/VGOYv/KfVY3lbMAwA2UTLrepmypwvXpnmkHfB1Wm9IsM5V3lbMAwA2MLuNt3rDobmltLGiGbZxer3WGxKsc5W3FfMAgJX5Y6SaP1UzNkrXxK12PNAKxgsKv0qRo9d6Q4J1rvK2Yh4A0IJ26oM1btuJA2YZwwDsEtMYYAvmAQAtqBKsNROexKSUAPaDBAtbMA8AaCWSZNGIArgiwcIWzAMAAGBTOxwnif6YBwAAANAb8wAAAAB6Yx4AAABAb8wDAM7KG5QfGmz79PodpnsAgMMxDwA4IekF0bMkS/NCYADAPpkHAJzONGfWNaEKvGD1+vJoZlUGgOMxDwA4necEy0ucXgan8aL3atMy4bF97A5187DMAwBwtfp7ExHGu+mwV9TN4zIPAADMOa864pYsdoW6eVjmAaBjzw3DGi9YBq5a1DMuYudwxDaJunlY5gGg3uIdfJp79f7LibUnr3696XbXczxOV7c+zpvhVeiBO7GBHONzxy4tY47degs+4ac5NkX7Fyq/2P7Vlh/1LFqvgos8Dk5fV+rrZY9lVx5nelzSOKbRva3Wpk3KKPfgk8De8Vmc6y3qZm67iVWYB4Aq4YHR8ZNPmiIgfsLmr+c2ZveRVcWLSuTlzeK6s5e4Bhr6cQk1NCXfV3NMF437cgmNuSgtP+qZu16kbmhiza0rNfWy47IrjtM5/uFz0kkwnGO6eZvkxymtPyv3jesm1mMeAIrFG7Px/LutXmfV73pacdlIKJKP4LrCemODMsU0X08da+hXqqJBW6yn3T/vgltaftSzYWhV5kXrFdbL3suudN1FT9Rim+HbajVtUlG5uwnWXeycn+9HcXtU2m5iHeYBoIx3Ivm/SMZfg9Ff7bOT0/2bf/IVrrdIPOZ/d3+xzntqvO7tQKM8res1sH4DIyYoznqLRklK2kKN+fzYFJVD5O/z41JaftSzcZGfwnLqXCxBLa0rJfXyDGVXGGdpglVcV1qVu7+PTjzVdbOm3cQ6zANAEbch0Hb3ur+Kgiez0O1eul668Ug3gsH13EbLv6US+9ts24EJPaUG7LrOslFKHptEOQRjnN1OalAO1DPFIOHwLaXY8ciqKwX18hRlVxjntI50vArbFmG94nJPjimTfkzl182qdhPrMA8A+dwTRX07yP11k26UphO0dL1Lg3ESqVs68V/Dwe8c/z5+n6LRkX8tO42xusFSHM/gcasoB+qZ4gKl+ExNXcmtl2cpu6I42yRY6rpSU+5egrU8L9slWFXtJtZhHgDyRXpUZJpkYDqRp5O9dL1L+qJyCTeUs6d/gl3skf1WfGf4WGoGsMuNp7rHSHNBCW63ohyoZ4oLsuIiVlNXcuvlWcquKM6KBKukrjRqI8KxtkuwqtpNrMM8AGS7nsxZv3bzbpMEG8+s9S6qGYiXDWXkEeXMqRJaJVjS7ZuigcmaWZmD+1BRDtSzzRIs8VbfxgnWUcquLE7NuZdOsNR1pabcM27b1SVYle0m1mEeALJdG4CsRkkzUDLR/Z+13kXReIQaDr+hyOzOXiPBEgawFpWDqkENvAy6phyoZ3njq2oSLMVg5y0SrKOUXVmcFYPcS+pKRbm7t+eit4ajx05znCrbTazDPABkK33iKPUEibTd0vWSjZnQuOQ86fL02fATgaoLmaaBSzWepb0EyclShYtRbjlQz/IuYpp5yzLrilkP1s7LrrjOJpOewgQrVMYt2ojcRDC3birKYPlZbhmuzjwA5Es81iz+ooyMB4g+2Va6XrQxi0xvkBwYujwG189kX8jmcSy+S/oeL079RTP1KHXkcffScqCeqcopa1xP6LtidWXrMVgHLLusOEuT6qK6Ul7u6QQr9+nVSM9UTbuJdZgHgCLxWY+dZXbSal7BUPpakcB6hZNp5r0qYhhmjU7BhUw/+aD3XamGNzmwV7O4x7W0/Khnyxhj+1o6U7m/1NXLU5RdcZwZs50rJnyNf1d5uWclWKreqditv4p2E+swDwDF0g1T/KmV0CI3/gXrqRqzzHdppdYvupDlNUzS/D/RxWuw1ReVITHZaCS2oOfkLueXa9/1LLCf0USssK7UJlgF5XaIsquIs+WM+qnvKi53xVOSWbf/kr3The0m1mEeACqFGrWMi0nmCZe1XqoxK31xbLShSb8EVhTsWVo+3ehfKDQNvT4xmOIOvay2rvxqBsH3Xs+mclQdm+y6UlEvqx9e2HHZ1cYZmSk9eP7U1pXccg++7FnYpmKOK33557abWIV5AOiX6om5fgR/he+pQVthtvBd6L2e9VpuFnqvK9gX8wDQr5M2ZqVz+6xL+z6zA+q6nnVcbha6rivYHfMA0K/TNmbjRXFHj0EXzph9CD3Xs57LzULPdQX7Yx4A+nWWxmy8CF57GGrG26xcFj32gvRcz3ouN8vj2WNdwf6YB4B+GTyabr2f84UxM1sf/67rGepRV7Al8wDQr1M1Zv5TOzvqverdqeoZqlBXsCXzANAvGjNsgXoGLeoKtmQeADq2w7FI6BD1DFrUFWzIPAAAAIDemAcAAADQG/MAAAAAemMeAAAAQG/MAwAAAOiNeQAAAAC9MQ8AAACgN+YBAAAA9MY8AAAAgN6YBwAAANAb8wAAAAB6Yx4AAABAb8wDAAAA6I15AAAAAL0xDwAAAKA35gEAAAD0xjwAAACA3pgHAAAA0BvzAAAAAHpjHgAAAEBvzAMAAADojXkAAAAAvTEPAAAAoDfmAQAAAPTGPAAAAIDemAcAAADQG/MAAAAAemMeAAAAQG/MAwAAAOiNeQAAAAC9MQ8AAACgN+YBAAAA9MY8AAAAgN6YBwAAANAb8wAAAAB6Yx4AAABAb8wDAAAA6I15AMCZ3NwN94O7PAyvbnYQFwCgLfMAduVmePUwXfpe31rHg558d/cwhJb7uxvz2Kz8fH8/fH18HL4+Pg4/39+bxwMAzZgHsBvz5Oqpc+Fu+G6z778dXgcvvyR6XVj0XEV6sK6f7b936+vj4/VIfH18NI8HAJoxD2Anwr0L74eXG3z3y/dCZnUN49b8+KDOvH7F65X72d57t0iwAHTLPIA9EHsX1k6wAr1moWXTnjSsW86KOnWiHixuEQLolnkA5mJJzpoJ1vJ7570Vzi1DEqyDm8qy9x4pAMAz8wCMSQOP105s5t8b7qkYP8NF+eCcHlLG0wHASZgHYGlxa/D98NodD7VWgnU7+5LubwO19dwbdKRevU5v+f307t3w97dvwzAMw3///FP83M/3T3v/97dvw0/v3i3+pr1F+O9ffx1+//Tpeub8/e3b8NvHj8OPb98mY/35/n74/dOn2ZivnPWB9g7YliGPeQBmlrfoXt96A85XqfitpoIIPHUoDoafPjt9nxSHf1xaJAU5scZNPX/PcannlRpjcG/7LuOSy0O4lSzVkdvUkwvXA7G4DX3dx8Ax0vdqhva3bZm4ycowDMMPb94sPvPDmzezz/gD2bWD3MckTVr++Pw5+P0vLpfhj8+fk6Xw28ePlXU8dozlc2hsb7S91G77FFsn2DO/4sMyurgyz6FdxdK+DT1MW5Zd353l7A9omQdgZNEAPVeutROs2fdWJxmhJXBBdS72r28vwqD+h+HVbcZUAmvFqt7ew3Af2fSicZndppOnxAiWuSJZmn+f8uEFIdapDi6PT/7FY1l2rcpk7L0al18+fFh85r9//jn7zN/fvs3+7i+h70klV+Py15cvi3X/+vJFte4wxHvhivjnXaycShL1UPuRXVfr9808ri1iWaENPUZbptO6ne+GeQAWIr8U1k2wMp8mC4hX5HHTXqNyPakehlc3kRMyspSMAyuKtcU2nzY8P77Ck6JjYzJtV7de6vuSU2+MS6COXdcN1j+3/EKJ77x8/XJrWSap5OnFZZmE+UmMv/jr//DmzaKnTFr8HjA/vtQSir/GoociVpbiORtZvPqhPjdqehUK4io9h3YVywpt6FHasiZt8ll7sswDMOBf/NyKv2qC5TQIZQPXvRN7Vmndv8mNw+yX0vvb8Ek3btdtwLJPkMJYM45haH2xh8ffT/Hi5F4MvZ6owDGYvk/u5UtfaF2KXo3Zvsi3CZZ1rG2Z+Lf/hmGYjWf696+/Lv7u38bzF/87fvv4cfGZ//vf/65//+ndu2svlT+Gy1/++vJlFt///e9/ye+vUZ5ghS7goR+BTjkFxpOGL641t/wL4mp0DpnHskYbesC2LFkOrdr5XpgHsLFlth3peWicYOVdaOOxBxM06ZZE4JfetH5sOgjFxb51rCnJJFW4aLmNUrTr3KkPqe9KbbOo3JXH3G+4vUY3dEzXKBM/AXLHMv3y4cPsb79/+rRY31/cv4USODe5ivGTp6+Pj7Pkbhxc7y6te7Bit3qjdTX1w2b8u1M/Zu1W9LZYRYJVEFerc8g8ljXa0AO2Zb7V2vlemAewJfXA4+XSonLEb/2kaG4vCvMteRff+YkwbTd0gqQvEo1jzSjDrHEtqakSxr8760hd7akk3VecYCV6DaXbkMnj0rBMfnz7dvbd7m06P4HxnyB8cYknWH6ClpMA+QPbx1uTP759Kw561yZvWqslWFLdHQaxbRHrYKpNFBIUbY92q3NoYetY1mhDD9iWifG1bud7YR7AZvIGHi+W6t6s8t6gJ5qJR4UT3W0cFo1R/IJe1utWEWuKYk6p1C0UbbI8e8JLGtSqOCbimIjUsUteOPzbJLF41isTf5zVT+/eDT+9ezf7Pyk58hf3b/4A9ZyZ3v3k7uf7++jThKEB+rWKE6xYW5UYtC3Vbek8To+fidxiS8XV8ByK1dVNYlmjDT1gWybW39btfC/MA9hMRwmWeOFNJ1jLSp7oMSnq4q2INSW6L0/aNEr5DbgkL0nNSLASYzi2KhP/Kb/fPn6czVc1DPITev6i/VuKdvnj8+fV5sFKJ9bpMlH1UmrO0dBto2Ad8paauBqeQzGbxLJGG3rAtiy3/pJgWQewqbKnP1pNEJl1u23Rzau5dZS+RRg6IaO3LosSrIpYtcdFXK+wWz22HW2ZCVZJsKQLo+KXZPMyuSzns/IXab3Y57Tb0GzXX9ZMrPTlntNb6ddJZ5uac3TVyW6laUHanUPmsazRhh6wLRO3u0Kb0gXzAHZm/muobYOgnQNLeo1O6ikPzTiL+ODn+NiDnBOkONaUVDxSV35Ft7omxqfPCp/LGmCsuOgG3gSgmR9rtTK5hJ/2G5fYJJ7+4v4tdJsvtI1fPnxYzATv37Ycl1Bi9cObN9fbh01vFSYTn9wES6j/0dtX/norvU1AOC+bnUPWsazRhh6xLcvcbu2DXYdnHsDOrJlgxR9pvYTvjUuDTGODFcWnVUpOgoKLQE2sKdFGaX58pV+L6p44r5co2QhKn8lKsPS3G+bbi+z72mVyCU/JMC6xniJ/cf/m32b8+vg4G4j+49u3s3Fa7jgvP+ELJVb//vXX4b9//rlI5Jqd7yUX0Ov/hdue8FNbiek5NHVUvS85cTU8h6xjWaMNPWJbFt1u2zalC+YB7Iwmwbp+puT+dc6TjLHBlOISOMFTv6SjjYdmIGNIYawp2snyIhMMFt3qVC1CQt4owUq+IFycH2vlMnkWmjU9NLu6y1/cv/lPKKYW9wnG0BQPmqXtVA0ZQxKey1o/+eS8HuesV/LDsTSuZueQdSxrtKFHbMs2blMOzzyAnUnOgzU7Kerns5IW+cSJN9qpnov8uUpqBucXxJqiapTi3fR536ttmOQGqck0DcnkKVC3kjPBNyqTZ6FX2qSe/PMX/+/+VA2xxf8u7St2VPE+nyO5vT/5s6srk7KiH1/Tkl/OpXG1OYfMY1mjDT1gW1ZSHqec/2pkHsDe5DzZUfUERriy599T15wU43cJF3htl3vh/ubFqi+fcNuQGmxZ+mtKaEQUSWfuOITwC4DHMkwfO/d4px//blAmDu3Lm3M+n3rlzd/fvgXn2HpxeZrpXfOqHX8Ml1T2dbfX5ov7cvnUbT11OQV7yMd1pjan+KJXGlflOWQfywpt6AHbspi12pRDMw8AyFE46N5S2WStNfTJWGvjDOnxhCX/8z+8eTP88uHD7DbkX1++qOfG+vn+fvj906fZ4Pevj4/DH58/pycYlaY4AGocsC1DJvMAgBwHbJRqewBhST+zPpDlgG0ZMpkHAOSgUcKWWrzDDwihLeufeQBADholbGmsb/ReoTXasv6ZBwDkKH6CBgB2hLasf+YBADlolAD0gLasf+YBADlolAD0gLasf+YBAFlq54ABgD2gLeueeQAAAAC9MQ8AAACgN+YBAAAA9MY8AAPjzNrVc49oX6GxeOcU99wBAOiaeQCbE95snmv2UlU5wZpe9DtfmFgOAICOmQdgoPrlu7Meqcg2xLel04MFAEDXzAMwMPUqlSRYTg9YIlGa914VJnMAAOB4zAMwUJNgvXTuDMYnh3MTMZIrAABOxTwAAzW3CPUD5MdJ5BhvBQDA6ZgHYOCaYNUMck/hNQgAAJyXeQAGtk2wGNAOAMDpmAdgIJhgzaZdSCRG42ff34b/P7nEbk26Y7fccIRk8JrIuducbk9G1x3jXTPRBADgjMwDMDBPsISEJpJkhcdwxbazXIK3DRUJ2mI9Z53Xt5FtBJKoabA/vWwAADRlHoCBKcF6P7xOJEWhAerSLcaX2g6sUI+ROGeWv3i9X26CdRfbxjKJcqeRYJwYAAANmQdgIJwIOYmLm+z4twEvujFceb1DXu9X7Dv97QmJ2TVhchKwRbIYvL0IAACqmQdgYJFgLRIaJ+GJ/a1VghVLgi6XeRLlf2dy7BjTRQAAsDnzAAzME6xQ740ywQr0NI1yEixp4tPlewwDsXoJ1jKJIsECAGBz5gEYSM/GHuulcp7QUyVY6dtvYzz3dzfCLT/FE43id5FgAQCwOfMADKRncm+ZYKV6sCJPH0a2f5Vxe5EECwCAjZgHYCArwVp8Zu0EK2/AefJJwNiAfQa5AwCwDvMADGjeRSh/RjcGa+pZSo/BEp8QFD87fS6dyMkJIdM0AACwEvMADNRNs9A+wUoPVL8sxmaNn0knWJHbnanbiwAAoIx5AJvTTbOwmCE9tH6rBCtzFni3Vy0rwRJvdzKTOwAATZkHsDndGCp5cHj7aRoW21UmVy8uF1Uip7klCgAAGjIPwMCYcMTHHU0Jj/+5MXmK3VYrf8+f96Lmccl62bOHlzoDALAt8wA6Ra8RAAAnZh5Ap649WJq5rAAAQF/MAwAAAOiNeQAAAAC9MQ8AAACgN+YBAAAA9MY8AAAAgN6YBwAAANAb8wAAAAB6Yx4AAABAb8wDAICzur5LlDc+AN0xDwAATqr8naUAds88AKC16wuwuWgd6ljtKZaNbJ5gnfAYA2bMAwAamy5aw3B/d2Mez57t6VjtKZbt93mbhOeMxxgwYx4A0Bq/0o95rPYUy0amhGejMVjdHOPb4XUX+4GumQcAACe1eYLVi2uiSE8cdsw8AAA4KRKsUmMP1jAM7293EA8QYB4AAJwUCVYpEiwcgHkAQNDN8OohPcZivEC5twmuF61Uw3udg2hcNOM5xrj8Ve+G76r3ebxouBdb50LyvLy+bReb+lhRbmruQPLrIuyTnGBN5T6V93wfpP+PHQ/5GNfWvYz9vt7ei3zXolyE8gsuUrK6XR0AXlwuJFjYKWeMhXzBdRplp5F8eb3+yr0CL/1rtKaBXlzYl0vsApSzz69vlxe36AWhMDbNsaLclAq+R9xnZ1uvb73jel0ehle3of9//lsgyRK/b8u65++btP7suyIxLZZAPdiqDgAu8wCAIPfXZvrC6faEXC8iwi/T4C/tRRvtJQfBC5yycdcSvmNs+MXejorYUseKctNRxRaIL51gPQyvbnKSi2kJDf4Wj3Fh3SvabzfBuouVzzxJLD3GW9UBYME8AEDgNqj63hfnAh+6UHuNrdSjMP9/79ZCoGdmiqXisXH/QuDFH54zqSa2xLGi3MrKTUyAl9+hSbDu/X0IJQzjvrk9NYv9jRzjkrpXut+JZE5KwMV9id5S3qgOACHmAQCi2EBW6W/xC7V7i0l9SyDV4LsXjJpEJbWd0HvrqmJbJ8E6W7nNbluGLvaz3ihpXfkW4XIfwrdY08dRmWAp617xfifH0E37p0qwYmW31bkLhJgHAERIFyC5lyTyy1Y1PmhJf3ukYOyH26jPxsEEYhn/7qxTFZu6F4ByE8tNcYGOzdauvWU3Tw6mYxW9DbjYL90xVtW9mv32ju1yH9olWHXnB1DJPAAgxh8Qe7kM8cY10nsS6UmIGS9Y93c38mDj1FNb4uI07KmLXOPYVn3U/SzlFtxPaVuFCVbsVl+g3OTvixzj3LpXs9+zBCuU2LRLsOrOD6CSeQBAVKAhjc7iLF9Erg1+1q2AyOPhmqQk1RPibiM7waqMbdW5hE5SbopEI3hr95kmwVoeq0TPoxjTtgmWuN8Zt+3qEqza8wOoZB4AkOD/Eo4/zi9fRMqemPMb6RVvJVQnWLmxrTtZ4ynKTZNoiIPcdWOiog8KJKZNME2whP1OPQShvSWcrhcbnrtAiHkAQMrsF+1d4vaBoiek8FaTZr2nzxbedqi4RVgW28qzYZ+h3DTJQEmClUhgojPAiz1ADROsiv1Ol6euXubNm7byuQuEmAcAJIW6+qWGUDlYOnghEdZNDspdbrvoBbQFCVZdbOsNcj9Puc3nqFqsrxysLidY4eMVT1IUT2rWJlgV+51OsPLGV0V7prY6d4EQ8wAADX9MjJgQxJOG+EzgzjJr2HNe05Fo8GNKEqyq2NZOsM5RbuoJMBffEdnn1C24aAImTePQMsEq3++sBEvVOxUrt43OXSDEPABAZf6LWfU+PuFinr5YJ6Y0WKuBLkqwamJTJljPF/OyX/YnKLfMi3jwqcpIghU87tEETOoBaptgFe+34qnQrNt/ybF5W9QBIMA8AEBJ+9682aPZ4udCrx/RNLDCa0uavuy5dBxIfmzpY6V5ZP7s5fYs+OThGNt0kXcTGHmfEy/NDr4weSK91Fn+voq6l7vfidhn21TMcaWvlxvUAcBlHgCQ4bu7O35lbikyxQDlBgAR5gEA2KkNxmgBQK/MAwCwT4UzqAMALiRYAATjWBl6rwAgn3kAAAAAvTEPAAAAoDfmAQAAAPTGPAAAAIDemAcAAADQG/MAAAAAemMeAAAAQG/MAwAAAOiNeQAAAAC9MQ8AAACgN+YBAAAA9MY8AAAAgN6YBwAAANAb8wAAAAB6Yx4AAABAb8wDAAAA6I15AAAAAL0xDwAAAKA35gEAAAD0xjwAAACA3pgHAAAA0BvzAAAAAHpjHgAAAEBvzAMAAADojXkAAAAAvTEPAAAAoDfmAQAAAPTGPAAAAIDemAcAAADQG/MAAAAAemMeAAAAQG/MAwAAAOiNeQAAAAC9MQ8AAACgN+YBAAAA9MY8AAAAgN6YBwAAANAb8wAAAAB6Yx4AAABAb8wDAAAA6I15AAAAAL0xDwAAAKA35gEAAAD0xjwAAACA3pgHAAAA0BvzAAAAAHpjHgAAAEBvzAMAAADojXkAAAAAvTEPAAAAoDfmAQAAAPTGPAAAAIDemAcAAADQG/MAAAAAemMeAAAAQG/MAwAAAOiNeQAAAAC9GV68GF48/WMfDAAAQAf+Hxz2k4H3QspUAAAAAElFTkSuQmCC" 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" 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" 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" 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Giomara Gomeshttp://www.blogger.com/profile/10125124688242029187noreply@blogger.com2tag:blogger.com,1999:blog-3048560299532129159.post-24221722351725423412019-02-20T16:08:00.002-08:002019-02-20T16:08:34.337-08:00Uso do hífen<div class="separator" style="clear: both; text-align: center;">
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Vamos aprender um pouco mais sobre o hífen?</div>
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<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/DYP5RCYcG_E/0.jpg" src="https://www.youtube.com/embed/DYP5RCYcG_E?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<span id="goog_1012106524"></span><span id="goog_1012106525"></span><br />Giomara Gomeshttp://www.blogger.com/profile/10125124688242029187noreply@blogger.com0tag:blogger.com,1999:blog-3048560299532129159.post-63484216902210462032011-08-18T15:51:00.000-07:002011-08-18T16:07:51.255-07:00<div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%;">Durante essa semana trabalhamos com o gênero memória, por isso, pedi aos alunos que fizessem uma entrevista com uma pessoa mais velha, poderia ser um avô ou avó, eu no entanto, para exemplificar peguei uma entrevista que havia feito com a minha avó e resolvi transformá-la em memória, tendo assim um exemplos para seguir. Segue abaixo a memória produzida por mim e trabalhada em sala com meus alunos.</span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%;">Recordar é viver</span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; tab-stops: 257.45pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify; text-indent: 35.4pt;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%;">Certo dia conversando com minha vó, tive a curiosidade de saber como ela apendeu a ler e escrever, então comecei a perguntar.</span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>_ Vó a senhora foi à escola? Como era o ensino no seu tempo de criança? Os professores, eles eram capacitados? Como era a escola naquele tempo?</span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>A minha vó se viu tão aflita com tantas perguntas que não sabia por onde começar a responder, então me disse:</span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%;">_É minha neta vou lhe contar tudo, sente aqui do meu lado. Então me sentei ao lado da minha vó e passei a ouvir toda a sua história de vida.</span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%;">_Quando comecei a estudar, eu tinha 11 anos, não sabia nenhuma letra, então comecei pelo livro do ABC e depois continuei a estudar e li do primeiro ao quarto livro e ainda comecei a ler o manuscrito, se eu pegar ainda hoje consigo ler, mesmo com a visão meio fraca, mas ainda consigo. A dificuldade era muita, pois meus pais eram doentes, analfabetos, não tínhamos dinheiro para quase nada, era muito difícil, só que como eu tinha muita vontade de aprender, arrumava tudo, tudo, de minha cabeça, viu! O pouco que eu aprendi foi de meu juízo. </span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%;">_ Vó, mas e seus professores? voltei a perguntar. </span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%;">_ Tinha um professor, ele era matemático, muito bom para ensinar, conta era com ele mesmo. Ele se interessava muito por mim, porque dizia que eu era muito inteligente. Naquele tempo, tudo era gravado na cabeça, era decorado mesmo, até hoje eu ainda sei coisas decoradas, até hoje sei. Tudo era muito difícil, não era como hoje, no dia que tinha tinta, não tinha papel, no dia que tinha papel, não tinha tinta, lápis, caneta, isso não existia, escrevíamos com pena, pois é, pena molhada no tinteiro! Sofri muito, mas assim mesmo aprendi umas coisinhas, assinar meu nome, até já escrevia cartas, mas o complicado mesmo era a pontuação, até hoje não consigo escrever porque não sei usar a pontuação. Eu ainda não satisfeita com as respostas da minha vó, continuei com as indagações. </span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%;">_Mas vó, e esses professores, eles eram capacitados? Eu mesma imaginei, como seria capacitados naquele tempo, que como ela já havia me falado tudo era muito difícil, porém ouvi as respostas de minha vó.</span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%;">_ Ele era formado minha neta, era o professor Miranda, um matemático de ninguém botar defeito, ele era daqui, nascido aqui, só que foi para São Paulo e de lá nunca mais voltou. Como ele era matemático, o que mais ele ensinava era fazer conta, mas ele ensinava ler também, era lido assim oh... corrido, não era soletrado não! e a gente<span style="mso-spacerun: yes;"> </span>aprendia, viu! Hoje depois que fiquei de idade, minha cabeça já não funciona direito, então não sei mais muita coisa. Um outro professor que tinha aqui, morreu cedo, então não aprendi nada com ele. Sim, tinha outro, seu Luiz, era muito bom para ensinar as crianças, mas as crianças é que não tinham interesse em aprender.</span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>Quando ouvi isso da minha vó, não tive como não parar e pensar, eu sou professora hoje e vejo uma realidade diferente daquele tempo da minha avó, temos professores capacitados, cada um em sua área de formação, porém as crianças me parecem as mesmas, se eu for comparar com o pensamento da minha vó. Hoje com tanta facilidade, tecnologia avançada, professores capacitados, computador, televisão, tudo que queremos temos ao nosso alcance, mas os nossos alunos pouco querem na escola, pouco se interessam em aprender. É, mas quero continuar a ouvir o relato de minha avó e não ficar questionando sobre o ensino de hoje. </span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%;">_ Os pais eram tão pobres que não tinham dinheiro para comprar nem papel, nem tinha, por isso minha neta vou lhe dizer, o sofrimento foi muito grande, só não aprendi mais por causa disso. Veja só, nesse período eu ainda era obrigada a sair da escola para trabalhar na roça, para arrumar o dinheirinho de comprar a tinta, o papel, para comprar o que comer, pois não aguentava ir todo dia em jejum. Foi assim muito difícil, mas valeu o que aprendi, pois pude incentivar os meus filhos a estudar, não é à t</span><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%;">oa que aqui em casa tenho três filhas professoras. Após ouvir todo o relato de minha avó fiquei imaginando como foi viver naquele tempo tão difícil e se manter tão forte como ela se mantém.</span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span></span></div>Giomara Gomeshttp://www.blogger.com/profile/10125124688242029187noreply@blogger.com0tag:blogger.com,1999:blog-3048560299532129159.post-57833919843938371122011-05-18T17:27:00.000-07:002011-05-18T17:30:43.410-07:00<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNr6Wwv07bIR3UKiSdPwixij1i2fbWlMo6hDv-IOUruVt4dlDR1wkZXxTh8WmU3D3zjb4ApxUudaxmzYWvVWAeUtll6bVnaPKnFts1ZoyRXn5CpUOS9D0_27BdxJDZ7OG280JD9War3hM/s1600/00+001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" j8="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNr6Wwv07bIR3UKiSdPwixij1i2fbWlMo6hDv-IOUruVt4dlDR1wkZXxTh8WmU3D3zjb4ApxUudaxmzYWvVWAeUtll6bVnaPKnFts1ZoyRXn5CpUOS9D0_27BdxJDZ7OG280JD9War3hM/s400/00+001.jpg" width="357" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhR3ygpKseHpHtRhovf9mkRnPAKqPg_k2eRdWC_QYmSNg3rn0lzKLBIa5nJUZRHhvYhCSRQZK8z0WEj2aukTHbWw6ChFl6bKo1bXG1H7NZPG4TpCS1Cnef_TQKc0wBnmxh00DIjZjVcPF0/s1600/00+002.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="192" j8="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhR3ygpKseHpHtRhovf9mkRnPAKqPg_k2eRdWC_QYmSNg3rn0lzKLBIa5nJUZRHhvYhCSRQZK8z0WEj2aukTHbWw6ChFl6bKo1bXG1H7NZPG4TpCS1Cnef_TQKc0wBnmxh00DIjZjVcPF0/s400/00+002.jpg" width="400" /></a></div>Giomara Gomeshttp://www.blogger.com/profile/10125124688242029187noreply@blogger.com1tag:blogger.com,1999:blog-3048560299532129159.post-19133879692097143432011-05-18T17:25:00.000-07:002011-05-18T17:32:08.831-07:00Os irmãos GrimmDesde o primeiro bimestre estamos trabalhando com contos, com isso uso de várias metodologias, nesta semana que passou, assistimos ao filme " Os irmãos Grimm". Depois de todo procedimento, foi pedido aos alunos um resumo do filme. Segue algumas das produções, estando estas sem correção alguma.<br />
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<div class="separator" style="clear: both; text-align: center;"><img border="0" height="175" j8="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXiRDljnfGcjofZs-DZAK-6Xf5p8GLjl6rHW4G-SeSLbhsqIAUwkfOYda7gwsnXXgvUVTq3YSHtjy9NEiyvN4WiZPGcgipYN_hZZ4tL-EOLHQR61h-alWQXEfbq6v1Bd23_KSYBSAY3To/s400/00+005.jpg" width="400" /></div>Giomara Gomeshttp://www.blogger.com/profile/10125124688242029187noreply@blogger.com0tag:blogger.com,1999:blog-3048560299532129159.post-40555287940289231742011-05-04T03:48:00.000-07:002011-05-04T03:48:43.524-07:00Resumos do conto "Felicidade Clandestina" Clarice Lispector<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitYmF1rDSslrFGPgmRszkdEhofgaYByobLakvhfpWZVb7UPVJTSI4op2L4oaB5mi2hyCMhAHTi1F2EApC5vp4qD1sQWbb7qdNC2YNqOEJapyc96_jKh2z5Em6m8AUYcnMkzFpu90U1uBQ/s1600/05.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" j8="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitYmF1rDSslrFGPgmRszkdEhofgaYByobLakvhfpWZVb7UPVJTSI4op2L4oaB5mi2hyCMhAHTi1F2EApC5vp4qD1sQWbb7qdNC2YNqOEJapyc96_jKh2z5Em6m8AUYcnMkzFpu90U1uBQ/s400/05.jpg" width="356" /></a></div><div class="separator" style="clear: both; text-align: center;"><br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf9J8EtbmQgx3jz4gDDqYA6D_bRsmVqlJLAKjnAWbq0E5FTWbatarQ0lV7f7jj_8rSz9AVkze_-1lJP4T-4cqf1sd5MX1sElnD4YnjallI9Q5W8qy3sD4k4XjFSqx_GxY1NeTWkPtswUo/s1600/06.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="286" j8="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf9J8EtbmQgx3jz4gDDqYA6D_bRsmVqlJLAKjnAWbq0E5FTWbatarQ0lV7f7jj_8rSz9AVkze_-1lJP4T-4cqf1sd5MX1sElnD4YnjallI9Q5W8qy3sD4k4XjFSqx_GxY1NeTWkPtswUo/s320/06.jpg" width="320" /></a></div>Giomara Gomeshttp://www.blogger.com/profile/10125124688242029187noreply@blogger.com0tag:blogger.com,1999:blog-3048560299532129159.post-65102490367353416382011-05-04T03:28:00.000-07:002011-05-04T03:32:58.682-07:00Atividades com Contos<div style="text-align: justify;">Desde o bimestre passado estamos trabalhando com Contos, durante essa semana, fizemos a leitura, interpretação e atividades com Felicidade Clandestina de Clarice Lispector, também utilizamos de um curta baseado na obra. O que se pretendeu com esse trabalho, foi explorar cada vez mais a capacidade leitora dos alunos para que pudessem perceber a estrutura e características do conto, pois não trabalhamos somente com leitura individual. Faz-se necessário que o professor leia os textos que serão trabalhados, pois com isso o aluno poderá perceber a importância da entonação e pontuação. Depois de feito esse trabalho pedi que fizessem um resumo, mas a resistência em escrever continua. Segue duas das atividades, sempre lembrando que são os originais e que sofrerão correções e posteriormente uma reescrita na pasta de textos. </div>Giomara Gomeshttp://www.blogger.com/profile/10125124688242029187noreply@blogger.com0tag:blogger.com,1999:blog-3048560299532129159.post-38573201651159014352011-04-13T17:04:00.000-07:002011-04-13T17:22:01.350-07:00<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyaBdmMzV-P9Z-y29dDu7XyU8RgxfS7hOFziKrXbA0IDYep2ja7GbzyQ3iK6ZxreOYz5WqKJ_AOZauyRiqw8-SavCU8Vd9RckHVKup9lG3gp8yd7c3ow0mgiq1a_2GautsCR-OtKaYkrM/s1600/04.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" r6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyaBdmMzV-P9Z-y29dDu7XyU8RgxfS7hOFziKrXbA0IDYep2ja7GbzyQ3iK6ZxreOYz5WqKJ_AOZauyRiqw8-SavCU8Vd9RckHVKup9lG3gp8yd7c3ow0mgiq1a_2GautsCR-OtKaYkrM/s400/04.jpg" width="352" /></a></div>Giomara Gomeshttp://www.blogger.com/profile/10125124688242029187noreply@blogger.com0tag:blogger.com,1999:blog-3048560299532129159.post-57769932685440924572011-04-13T16:53:00.000-07:002011-04-13T17:25:31.025-07:00<div style="text-align: justify;">Na última semana de março, levei para os meus alunos alguns contos - Uma vela para Dario - Dalton Trevisan; A doida - Drummod, dentre outros. Esses textos foram trabalhados de forma dinâmica, além de utilizarmos os contos impressos e assistirmos aos vídeos, conhecemos vários outros, tudo bem dinâmico, especialmente porque se trata de uma turma de 6º ano que se encontra com dificuldades de leitura e interpretação, por isso se fez necessário utilizar de vários recursos didáticos. O que se pretendeu no início foi apresentar para os alunos, a estrutura de um conto, a linguagem utilizada, os personagens, a ação o espaço, enfim o desenrolar de toda a narrativa. Depois de todo esse processo, pedi que cada aluno produzisse o seu conto, seguindo todas as orientações que tinham tanto em seus cadernos, bem como as que foram passadas oralmente. Para minha tristeza, mas não surpresa, a resistência desse alunos em produzir me deixou desanimada, pois, depois de tanta explicação, tanto esforço, não alcancei o que pretendia, que meus alunos fossem capazes de produzir um conto com um bom desempenho. Assim sendo, apresento-lhes algumas dessas poucas produções, dizendo-lhes que são os originais e que passarão por correções e reescrita para que possam ser lidos e interpretados por todos.</div>Giomara Gomeshttp://www.blogger.com/profile/10125124688242029187noreply@blogger.com0tag:blogger.com,1999:blog-3048560299532129159.post-72473326514603751682011-03-28T07:03:00.000-07:002011-03-28T07:03:25.332-07:00<div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/1qrh5qpaj2o?feature=player_embedded' frameborder='0'></iframe></div>Giomara Gomeshttp://www.blogger.com/profile/10125124688242029187noreply@blogger.com0tag:blogger.com,1999:blog-3048560299532129159.post-18527657855991233282011-03-28T06:57:00.001-07:002011-03-28T06:57:42.726-07:00De frente pro crimeJoão Bosco<br />
<br />
Tá lá o corpo estendido no chão/ <br />
Em vez de um rosto uma foto de um gol/ <br />
Em vez de reza uma praga de alguém/ <br />
E um silêncio servindo de amém /<br />
O bar mais perto depressa lotou/ <br />
Malandro junto com trabalhador/ <br />
Um homem subiu na mesa do bar/ <br />
E fez discurso para vereador/<br />
Veio camelô vender anel, cordão perfume barato/<br />
E baiana pra fazer pastel e um bom churrasco de gato/ <br />
Quatro horas da manhã baixou o santo na porta bandeira/<br />
E a moçada resolveu parar e então...<br />
Tá lá o corpo estendido no chão/ <br />
Em vez de rosto uma foto de um gol/ <br />
Em vez de reza uma praga de alguém/ <br />
E um silêncio servindo de amém<br />
Sem pressa foi cada um pro seu lado/ <br />
Pensando numa mulher ou num time/ <br />
Olhei o corpo no chão e fechei/ <br />
Minha janela de frente pro crime/<br />
Veio camelô vender anel, cordão perfume barato/<br />
E baiana pra fazer pastel e um bom churrasco de gato/ <br />
Quatro horas da manhã baixou o santo na porta-bandeira/ <br />
E a moçada resolveu parar e então...<br />
Tá lá o corpo estendido no chãoGiomara Gomeshttp://www.blogger.com/profile/10125124688242029187noreply@blogger.com3tag:blogger.com,1999:blog-3048560299532129159.post-44978358430146064092011-03-28T06:56:00.000-07:002011-03-28T06:56:32.808-07:00Estudo do conto "Uma vela para Dario" Dalton TrevisanEsta semana na turma do 6º começaremos um estudo sobre conto. Mas o que se pretende com isso? <br />
O que o aluno poderá aprender com esta aula?<br />
<div class="margem_base" id="oqueIraAprender"><br />
1- analisar aspectos estruturais do conto lido: foco na ação narrativa; linguagem; presença de personagens, tempo etc.<br />
2 - relacionar o conto "Uma vela para Dario" Dalton Trevisan com a música "De frente pro crime" de João Bosco<br />
3 - refletir sobre o tema da violência na narrativa contemporânea.<br />
4 - Produzir um conto.<br />
<br />
<div align="center" class="MsoNormal" style="line-height: 115%; margin: 0cm 0cm 0pt; text-align: center;">Uma Vela para Dario</div><div align="right" class="MsoNormal" style="line-height: 115%; margin: 0cm 0cm 0pt; text-align: right;"><b>Dalton Trevisan</b></div><div class="MsoNormal" style="line-height: 115%; margin: 0cm 0cm 0pt;"><br />
<span style="mso-tab-count: 1;"> </span>Dario vinha apressado, guarda-chuva no braço esquerdo e, assim que dobrou a esquina, diminuiu o passo até parar, encostando-se à parede de uma casa. Por ela escorregando, sentou-se na calçada, ainda úmida de chuva, e descansou na pedra o cachimbo.<br />
<span style="mso-tab-count: 1;"> </span>Dois ou três passantes rodearam-no e indagaram se não se sentia bem. Dario abriu a boca, moveu os lábios, não se ouviu resposta. O senhor gordo, de branco, sugeriu que devia sofrer de ataque.<br />
<span style="mso-tab-count: 1;"> </span>Ele reclinou-se mais um pouco, estendido agora na calçada, e o cachimbo tinha apagado. O rapaz de bigode pediu aos outros que se afastassem e o deixassem respirar. Abriu-lhe o paletó, o colarinho, a gravata e a cinta. Quando lhe retiraram os sapatos, Dario roncou feio e bolhas de espuma surgiram no canto da boca.<br />
<span style="mso-tab-count: 1;"> </span>Cada pessoa que chegava erguia-se na ponta dos pés, embora não o pudesse ver. Os moradores da rua conversavam de uma porta à outra, as crianças foram despertadas e de pijama acudiram à janela. O senhor gordo repetia que Dario sentara-se na calçada, soprando ainda a fumaça do cachimbo e encostando o guarda-chuva na parede. Mas não se via guarda-chuva ou cachimbo ao seu lado.<br />
<span style="mso-tab-count: 1;"> </span>A velhinha de cabeça grisalha gritou que ele estava morrendo. Um grupo o arrastou para o táxi da esquina. Já no carro a metade do corpo, protestou o motorista: quem pagaria a corrida? Concordaram chamar a ambulância. Dario conduzido de volta e recostado á parede - não tinha os sapatos nem o alfinete de pérola na gravata.<br />
<span style="mso-tab-count: 1;"> </span>Alguém informou da farmácia na outra rua. Não carregaram Dario além da esquina; a farmácia no fim do quarteirão e, além do mais, muito pesado. Foi largado na porta de uma peixaria. Enxame de moscas lhe cobriu o rosto, sem que fizesse um gesto para espantá-las.<br />
Ocupado o café próximo pelas pessoas que vieram apreciar o incidente e, agora, comendo e bebendo, gozavam as delicias da noite. Dario ficou torto como o deixaram, no degrau da peixaria, sem o relógio de pulso.<br />
<span style="mso-tab-count: 1;"> </span>Um terceiro sugeriu que lhe examinassem os papéis, retirados - com vários objetos - de seus bolsos e alinhados sobre a camisa branca. Ficaram sabendo do nome, idade; sinal de nascença. O endereço na carteira era de outra cidade.<br />
<span style="mso-tab-count: 1;"> </span>Registrou-se correria de mais de duzentos curiosos que, a essa hora, ocupavam toda a rua e as calçadas: era a polícia. O carro negro investiu a multidão. Várias pessoas tropeçaram no corpo de Dario, que foi pisoteado dezessete vezes.<br />
<span style="mso-tab-count: 1;"> </span>O guarda aproximou-se do cadáver e não pôde identificá-lo — os bolsos vazios. Restava a aliança de ouro na mão esquerda, que ele próprio quando vivo - só podia destacar umedecida com sabonete. Ficou decidido que o caso era com o rabecão.<br />
<span style="mso-tab-count: 1;"> </span>A última boca repetiu — Ele morreu, ele morreu. A gente começou a se dispersar. Dario levara duas horas para morrer, ninguém acreditou que estivesse no fim. Agora, aos que podiam vê-lo, tinha todo o ar de um defunto.<br />
<span style="mso-tab-count: 1;"> </span>Um senhor piedoso despiu o paletó de Dario para lhe sustentar a cabeça. Cruzou as suas mãos no peito. Não pôde fechar os olhos nem a boca, onde a espuma tinha desaparecido. Apenas um homem morto e a multidão se espalhou, as mesas do café ficaram vazias. Na janela alguns moradores com almofadas para descansar os cotovelos.<br />
<span style="mso-tab-count: 1;"> </span>Um menino de cor e descalço veio com uma vela, que acendeu ao lado do cadáver. Parecia morto há muitos anos, quase o retrato de um morto desbotado pela chuva.<br />
<span style="mso-tab-count: 1;"> </span>Fecharam-se uma a uma as janelas e, três horas depois, lá estava Dario à espera do rabecão. A cabeça agora na pedra, sem o paletó, e o dedo sem a aliança. A vela tinha queimado até a metade e apagou-se às primeiras gotas da chuva, que voltava a cair. </div><div align="right" class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: right;"><i><span style="mso-fareast-font-family: "MS Mincho";"><br style="mso-special-character: line-break;" /></span></i><i><span style="font-size: 10pt;"></span></i></div><div align="right" class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: right;"><i><span style="font-size: 10pt;">Texto extraído do livro </span></i><span style="font-size: 10pt; mso-fareast-font-family: "MS Mincho";">"Vinte Contos Menores",<span style="mso-spacerun: yes;"> </span><i>Editora Record – Rio de Janeiro, 1979, pág. 20.</i></span><span style="font-size: 10pt;"></span></div><div align="right" class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: right;"><i><span style="font-size: 10pt; mso-fareast-font-family: "MS Mincho";">Este texto faz parte dos 100 melhores contos brasileiros do século, seleção de Ítalo Moriconi para a Editora Objetiva.</span></i><span style="font-size: 10pt;"></span></div><div align="right" class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: right;"><br />
</div></div>Giomara Gomeshttp://www.blogger.com/profile/10125124688242029187noreply@blogger.com2tag:blogger.com,1999:blog-3048560299532129159.post-61748596233252861782011-03-12T08:03:00.000-08:002011-03-12T08:03:51.314-08:00<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrMGIKn0iyHJxigmhsF_oBBrCKTA3TLLa0jb5SChtqIoJoX9VhZ6VMpiqFlds1GhqBbKTmAvnieSSeps-wyNad9HEHYEf2L0LDLzdniUQ0D_DfdEOl-7PTqClCdPrXUXSY-LbCDMobN8o/s1600/0.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="342" q6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrMGIKn0iyHJxigmhsF_oBBrCKTA3TLLa0jb5SChtqIoJoX9VhZ6VMpiqFlds1GhqBbKTmAvnieSSeps-wyNad9HEHYEf2L0LDLzdniUQ0D_DfdEOl-7PTqClCdPrXUXSY-LbCDMobN8o/s400/0.jpg" width="400" /></a></div>Giomara Gomeshttp://www.blogger.com/profile/10125124688242029187noreply@blogger.com2tag:blogger.com,1999:blog-3048560299532129159.post-28101374106497957332011-03-12T07:48:00.000-08:002011-03-12T07:50:11.072-08:00<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqBMvvRFwrIvnzIgwW6X6t1WK2-Tsifb1t29WgkhGZMme1uOjampHsd5KpT4Gz6820J73Nkkv-e4jCaSqNV_V_8eHb_wW0RJldm0PgRyPQQMSwTRB1lLzTpqMCFbGRNKWZvSW3Sv9QfhA/s1600/8.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="322" q6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqBMvvRFwrIvnzIgwW6X6t1WK2-Tsifb1t29WgkhGZMme1uOjampHsd5KpT4Gz6820J73Nkkv-e4jCaSqNV_V_8eHb_wW0RJldm0PgRyPQQMSwTRB1lLzTpqMCFbGRNKWZvSW3Sv9QfhA/s400/8.jpg" width="400" /></a></div>Giomara Gomeshttp://www.blogger.com/profile/10125124688242029187noreply@blogger.com0tag:blogger.com,1999:blog-3048560299532129159.post-33015247341922538302011-03-12T07:43:00.000-08:002011-03-12T07:43:42.678-08:00<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEge8xlg7Ywt_YPcOUdbLFGJMFBghHp6U3wjZtZAQWJqusrJD7tn-HXp7TnR4_l6ulgUm1ehVGFOLMaBQPYg2X79rlF4f412yD0MP4Ooot34fiEZ28Uyv3Fs6tddxiMqZXz7WKrrkGRGROw/s1600/9.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" q6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEge8xlg7Ywt_YPcOUdbLFGJMFBghHp6U3wjZtZAQWJqusrJD7tn-HXp7TnR4_l6ulgUm1ehVGFOLMaBQPYg2X79rlF4f412yD0MP4Ooot34fiEZ28Uyv3Fs6tddxiMqZXz7WKrrkGRGROw/s640/9.jpg" width="507" /></a></div>Giomara Gomeshttp://www.blogger.com/profile/10125124688242029187noreply@blogger.com0tag:blogger.com,1999:blog-3048560299532129159.post-41811133016410037612011-03-12T06:44:00.000-08:002011-03-12T06:44:26.164-08:00<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsx6JvBqtyC-838wNg0PcwkGSKa67oywAuLdQwjfT6qzcWYCpBsT4ED2zvSCDq4y3YbaZ7Rx9xcCpIjb6kEDLbMcV9pW87Ctri1GJQwguhX_QdU_bRrMfT2n8C2QLg5qN_Q7bj_66F5oU/s1600/10.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" q6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsx6JvBqtyC-838wNg0PcwkGSKa67oywAuLdQwjfT6qzcWYCpBsT4ED2zvSCDq4y3YbaZ7Rx9xcCpIjb6kEDLbMcV9pW87Ctri1GJQwguhX_QdU_bRrMfT2n8C2QLg5qN_Q7bj_66F5oU/s640/10.jpg" width="514" /></a></div>Giomara Gomeshttp://www.blogger.com/profile/10125124688242029187noreply@blogger.com5tag:blogger.com,1999:blog-3048560299532129159.post-76493713297985885972011-03-12T06:35:00.000-08:002011-03-12T06:35:22.194-08:00<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhciDFfnjNBCGzbCcMSOZ9udr0wlnxzNDRQHtKfReuxt-_AHlYtjb9cczj0TxLABz9NyBxl0fDEHC90OtH_iq7cjOkqfeaHCTQijlFUj8uI2ayzPMfP9wYOhFKtWxcuKwnommIygJhbUts/s1600/7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" q6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhciDFfnjNBCGzbCcMSOZ9udr0wlnxzNDRQHtKfReuxt-_AHlYtjb9cczj0TxLABz9NyBxl0fDEHC90OtH_iq7cjOkqfeaHCTQijlFUj8uI2ayzPMfP9wYOhFKtWxcuKwnommIygJhbUts/s640/7.jpg" width="480" /></a></div>Giomara Gomeshttp://www.blogger.com/profile/10125124688242029187noreply@blogger.com0tag:blogger.com,1999:blog-3048560299532129159.post-80484585813806202502011-03-12T06:30:00.000-08:002011-03-12T06:30:16.779-08:00<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzJ07CfUPiYtwioxYAe2cMSUIDvKNmUJo40PO4pdxJeC198R-tJ3Yuq-f0AxEqEtG6JV5NhUBCPekKLv3SVK7GakyjPXlqX9RczegDbpe71dsKMxOkgTHesy7Cj2tmI04TemyJEqG9jb0/s1600/3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" q6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzJ07CfUPiYtwioxYAe2cMSUIDvKNmUJo40PO4pdxJeC198R-tJ3Yuq-f0AxEqEtG6JV5NhUBCPekKLv3SVK7GakyjPXlqX9RczegDbpe71dsKMxOkgTHesy7Cj2tmI04TemyJEqG9jb0/s640/3.jpg" width="500" /></a></div>Giomara Gomeshttp://www.blogger.com/profile/10125124688242029187noreply@blogger.com0tag:blogger.com,1999:blog-3048560299532129159.post-17373933522650631762011-03-12T06:15:00.001-08:002011-03-12T06:18:20.081-08:00<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnCAIfhbHi3gHIc_v3qFJb7heJ306p8mb9l5qGQpqlyhOPR2-VG8SKfslfLxrUxXZfs9WBg5c6J_3wbhXWL0f4d_lS-s4cEymtCaPLB7BCvX35APDBVX8PkKaVFPUIKLseHTe-heWmojQ/s1600/2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" q6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnCAIfhbHi3gHIc_v3qFJb7heJ306p8mb9l5qGQpqlyhOPR2-VG8SKfslfLxrUxXZfs9WBg5c6J_3wbhXWL0f4d_lS-s4cEymtCaPLB7BCvX35APDBVX8PkKaVFPUIKLseHTe-heWmojQ/s640/2.jpg" width="475" /></a></div>Giomara Gomeshttp://www.blogger.com/profile/10125124688242029187noreply@blogger.com3tag:blogger.com,1999:blog-3048560299532129159.post-65865297871212551732011-03-12T06:12:00.000-08:002011-03-12T06:12:03.270-08:00<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyGq2sOTX3BB_N_5tyLylTvrUCGG0-UUN1EQq6XPWOMer_SO43jtE00lFOdvvJOKNRyJVAxUNXBNlgcDOVaCB56dx8BOgCaQc9fv4jVI2y0saBnsAf9GoxsfNT3kSb_-05RSsg76EMImM/s1600/1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" q6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyGq2sOTX3BB_N_5tyLylTvrUCGG0-UUN1EQq6XPWOMer_SO43jtE00lFOdvvJOKNRyJVAxUNXBNlgcDOVaCB56dx8BOgCaQc9fv4jVI2y0saBnsAf9GoxsfNT3kSb_-05RSsg76EMImM/s640/1.jpg" width="464" /></a></div>Giomara Gomeshttp://www.blogger.com/profile/10125124688242029187noreply@blogger.com0tag:blogger.com,1999:blog-3048560299532129159.post-42235636679769401442011-03-12T05:55:00.000-08:002011-03-12T07:03:36.207-08:00Sociedade, cultura, língua<div class="MsoNormal" style="margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: justify;"><b><span style="font-family: Optane, Bold; font-size: 18pt; mso-bidi-font-family: "Optane,Bold";">Sociedade, cultura, língua</span></b></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: 115%; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: justify;"><span style="color: #231f20;">Quando você conversa com pessoas bem mais velhas, percebe que elas têm um modo de pensar diferente do seu, não é? O mesmo acontece quando você tem informações sobre como vivem pessoas que nasceram e moram em países distantes, com costumes diversos dos nossos. Essas diferenças dependem da cultura, isto é, o conjunto de formas de dizer, pensar e sentir de uma pessoa ou de uma sociedade. Guarde duas idéias importantes:</span></div><div class="MsoNormal" style="line-height: 115%; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: 115%; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: justify;"><span style="color: #231f20;">1. A cultura muda no decorrer do tempo e depende do lugar: é uma construção social e histórica;</span></div><div class="MsoNormal" style="line-height: 115%; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: 115%; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: justify;"><span style="color: #231f20;">2. A língua é um dos elementos que expressam fortemente a cultura e que contribuem para transformá-la.</span></div><div class="MsoNormal" style="line-height: 115%; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: justify;"><span style="color: #231f20;">Portanto, sociedade, cultura e língua interferem continuamente uma na outra. Você vai ler um texto, publicado pouco antes do novo Código Civil, que é um exemplo do que afirmamos.</span></div><div class="MsoNormal" style="line-height: 115%; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: 115%; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: justify;"><span style="color: #231f20;">Sabe o que é o Código Civil? É um conjunto de leis que se referem às pessoas e às atividades essenciais que fazem parte da sociedade humana. O Código Civil inclui todas as normas consagradas ao longo do tempo, podendo, no entanto, modificá-las para se adequarem à mudança dos costumes e às necessidades sociais. O Código Civil seria uma espécie de “Constituição do Homem Comum”.</span></div><div class="MsoNormal" style="line-height: 115%; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: center;"><br />
</div><div class="MsoNormal" style="line-height: 115%; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: center;"><span style="color: #231f20;">Agora, leia o texto.</span></div><div class="MsoNormal" style="line-height: 115%; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: 115%; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: justify;"><span style="color: #231f20;"><span style="mso-tab-count: 1;"> </span>O Código Civil de 1916, que entrou em vigor no dia 1º de janeiro de 1917, privilegiou claramente o masculino, como era uso ao seu tempo. O pai era o chefe da sociedade conjugal, a mulher casada era relativamente incapaz, a gerência e a administração dos bens eram do marido e havia longuíssima enumeração dos requisitos do dote, constituído pela noiva, por seus pais ou por estranhos, a ser administrado exclusivamente pelo marido. O dote poderia compreender todos os bens da noiva na data do casamento e os que ela, no futuro, viesse a adquirir. (...)</span></div><div class="MsoNormal" style="line-height: 115%; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: justify;"><span style="color: #231f20;"><span style="mso-tab-count: 1;"> </span>Algumas discriminações foram desaparecendo ao longo do tempo, como aconteceu com a chefia absoluta da sociedade conjugal, extinta em 1962. As discriminações sociais resistiram muito para desaparecer. A mulher preferia suportar os defeitos do esposo a deixá-lo, pois era ela quem quase sempre pagava pelo peso social de ser, como se dizia, “largada do marido”.</span></div><div class="MsoNormal" style="line-height: 115%; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: justify;"><span style="color: #231f20;"><span style="mso-tab-count: 1;"> </span>O preconceito, porém, não terminava aí. A palavra <i>homem </i>foi tomada na lei brasileira durante grande parte do século XX como significando a pessoa titular de direitos, enfim, o ser humano. A rigor, continuará a existir até o fim deste ano, quando terminará a vigência do código de 1916, cujo artigo 2º diz: “Todo homem é capaz de direitos e obrigações na ordem civil.” (...)</span></div><div class="MsoNormal" style="line-height: 115%; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: justify;"><span style="color: #231f20;"><span style="mso-tab-count: 1;"> </span>As mudanças que começarão a viger em 1º de janeiro próximo eliminaram expressões impróprias e discriminadoras. Assim, o artigo 1º passará a dizer que “toda pessoa é capaz de direitos e deveres na ordem civil”. O critério para a capacidade civil é o mesmo para homens e mulheres.(...) O novo artigo 1565 dirá tudo a respeito da igualdade no casamento. O homem e a mulher serão “consortes, companheiros e responsáveis pelos encargos da família”. Nem mesmo substituirá a tradicionalíssima imposição de a mulher adotar o nome de família do marido ou, no máximo, manter o nome de solteira. A contar do ano que vem, qualquer dos noivos, querendo, poderá acrescer o sobrenome do outro ao seu. Seja o dele, seja o dela. (...)</span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: justify;"><span style="color: #231f20; font-family: Optane; font-size: 10pt; mso-bidi-font-family: Optane;"><span style="mso-spacerun: yes;"> </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: right;"><span style="color: #231f20; font-family: Optane; font-size: 10pt; mso-bidi-font-family: Optane;"><span style="mso-spacerun: yes;"> </span>Ceneviva, Walter. </span><i><span style="color: #231f20; font-family: Optane, Italic; font-size: 10pt; mso-bidi-font-family: "Optane,Italic";">“Código Civil amenizará diferenças de sexo”.</span></i></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: right;"><i><span style="color: #231f20; font-family: Optane, Italic; font-size: 10pt; mso-bidi-font-family: "Optane,Italic";">Folha de S. Paulo</span></i><span style="color: #231f20; font-family: Optane; font-size: 10pt; mso-bidi-font-family: Optane;">, Cad. Cotidiano, seção Letras Jurídicas, 17/08/2002, p. 2.</span><span style="color: #231f20; font-family: Optane; mso-bidi-font-family: Optane;"></span></div><br />
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A partir do texto acima, das discussões em sala de aula, foi pedido uma produção textual. <br />
<br />
<div style="text-align: justify;"><strong>Segue então algumas das produções, sabendo que estas depois de lidas pelos alunos, estarão sujeitas a algumas mudanças e uma reescrita. Então meninos e meninas mãos à obra.</strong></div>Giomara Gomeshttp://www.blogger.com/profile/10125124688242029187noreply@blogger.com0