tag:blogger.com,1999:blog-68580683661184617872024-03-26T23:36:56.367-07:00espaciogeométricoDIBUJO TÉCNICO PARA SECUNDARIA Y BACHILLERATO.Unknownnoreply@blogger.comBlogger186125tag:blogger.com,1999:blog-6858068366118461787.post-73588414883124446632024-03-21T13:03:00.000-07:002024-03-21T13:03:34.233-07:00PEVAU. ANDALUCIA 2017. DIÉDRICO. PROBLEMA 1<p> </p><div class="separator" style="clear: both; text-align: center;">TETRAEDRO</div><div class="separator" style="clear: both; text-align: center;"><a href="https://www.mongge.com/es/ejercicios/54302">https://www.mongge.com/es/ejercicios/54302</a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://www.mongge.com/es/ejercicios/65674">https://www.mongge.com/es/ejercicios/65674</a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuUkcm2b0xG-HN_-Ig_6zlaPDHv1_qC6F8IhFcO4HzI76D_bp5ViJu23yT_Q59zwl7b3o0nsMQwvRNijYZQgYfSlo3t_-yieQA-9PiHD_52zfkr2ToRjQJxxGRNsskpA9CJNp8nnSBNOkaibmBr8J-IuGZdwppza52rOsBKgy-2gs8md8W_ntdtWETstr2/s2339/2017_%20(8).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2339" data-original-width="1656" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuUkcm2b0xG-HN_-Ig_6zlaPDHv1_qC6F8IhFcO4HzI76D_bp5ViJu23yT_Q59zwl7b3o0nsMQwvRNijYZQgYfSlo3t_-yieQA-9PiHD_52zfkr2ToRjQJxxGRNsskpA9CJNp8nnSBNOkaibmBr8J-IuGZdwppza52rOsBKgy-2gs8md8W_ntdtWETstr2/s320/2017_%20(8).jpg" width="227" /></a></div><div class="separator" style="clear: both; text-align: center;">PIRÁMIDE</div><div class="separator" style="clear: both; text-align: center;"><a href="https://www.mongge.com/es/ejercicios/54299">https://www.mongge.com/es/ejercicios/54299</a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg92lKEXAzo51MmAg3RnXNBWmWdSNKDD3t41K-EOKPlkMzCGimm1kjHMS1Tg48DItnaXgexSfExsepwRMXQ97eRnkcffD1jselHsWkDyzk59ZO0jJjY6n7IyzN6XOwyfX_5qPnaR4qxQ-LVlUVMCaF_HM80YDTt814fS9_xPl4y2IyEuLZ1cn_NwmOA3KXg/s2339/2017_%20(7).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2339" data-original-width="1656" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg92lKEXAzo51MmAg3RnXNBWmWdSNKDD3t41K-EOKPlkMzCGimm1kjHMS1Tg48DItnaXgexSfExsepwRMXQ97eRnkcffD1jselHsWkDyzk59ZO0jJjY6n7IyzN6XOwyfX_5qPnaR4qxQ-LVlUVMCaF_HM80YDTt814fS9_xPl4y2IyEuLZ1cn_NwmOA3KXg/s320/2017_%20(7).jpg" width="227" /></a></div><div class="separator" style="clear: both; text-align: center;">PRISMA</div><div class="separator" style="clear: both; text-align: center;"><a href="https://www.mongge.com/es/ejercicios/65856">https://www.mongge.com/es/ejercicios/65856</a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLaPc-O052joaSX6LBMYjAeY-mbW-Ktu-ri_5GIqJS_4hBOQ9sV8C3d_l6QBdomGFFP9fNFXIxVdZtmkBxq2JrxOXLlaTfuGtiLe3yMjQflrbvq3R5ZMgaYlTYiEZiXGugW97OSVfnTW0a3tp4IHYKkIvbWqajaxqs1VCyEajxVb83JwwExRwG-gy8V59Q/s2339/2017_%20(6).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2339" data-original-width="1656" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLaPc-O052joaSX6LBMYjAeY-mbW-Ktu-ri_5GIqJS_4hBOQ9sV8C3d_l6QBdomGFFP9fNFXIxVdZtmkBxq2JrxOXLlaTfuGtiLe3yMjQflrbvq3R5ZMgaYlTYiEZiXGugW97OSVfnTW0a3tp4IHYKkIvbWqajaxqs1VCyEajxVb83JwwExRwG-gy8V59Q/s320/2017_%20(6).jpg" width="227" /></a></div><div class="separator" style="clear: both; text-align: center;">PIRÁMIDE</div><div class="separator" style="clear: both; text-align: center;"><a href="https://www.mongge.com/es/ejercicios/65672">https://www.mongge.com/es/ejercicios/65672</a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUrMvn5e6iKEmlZ6oidakyJxm2UZXnhlbCIcHWxMWSxuDO8Aw1IUWDwTOGvjI6RwucbXfSKwPhyQDBhUgBAgBs75pZRdLmPHEXCMnT4adGa2XoDjhM0J54sAVn20MGjQb_xIWbxyFdBSQhN6UiojnbtDN3FiE6JkzpDivsqq3EUXG4N890PsyhQ9scYtyp/s2339/2017_%20(5).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2339" data-original-width="1656" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUrMvn5e6iKEmlZ6oidakyJxm2UZXnhlbCIcHWxMWSxuDO8Aw1IUWDwTOGvjI6RwucbXfSKwPhyQDBhUgBAgBs75pZRdLmPHEXCMnT4adGa2XoDjhM0J54sAVn20MGjQb_xIWbxyFdBSQhN6UiojnbtDN3FiE6JkzpDivsqq3EUXG4N890PsyhQ9scYtyp/s320/2017_%20(5).jpg" width="227" /></a></div><div class="separator" style="clear: both; text-align: center;">HEXAEDRO</div><div style="text-align: center;"><a href="https://www.mongge.com/es/ejercicios/53736">https://www.mongge.com/es/ejercicios/53736</a></div><div><div style="text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeOwxbSe-iIGMmG0U8U30P3WKH-coFuApUNperDDOz2ce8ADmG9jmS-ub27lkeQmbNrm3q1cMWH3on068j5yaj1nsz_vh3piIEMMXWYeF6Fd2yjiBn1nIivexKPXbj3BphWiJJkeljF-46u3bc_ms7wDhEffhJQfgCPq9k0-MqSNRupAn43EoWVYTyeAaT/s2339/2017_%20(4).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2339" data-original-width="1656" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeOwxbSe-iIGMmG0U8U30P3WKH-coFuApUNperDDOz2ce8ADmG9jmS-ub27lkeQmbNrm3q1cMWH3on068j5yaj1nsz_vh3piIEMMXWYeF6Fd2yjiBn1nIivexKPXbj3BphWiJJkeljF-46u3bc_ms7wDhEffhJQfgCPq9k0-MqSNRupAn43EoWVYTyeAaT/s320/2017_%20(4).jpg" width="227" /></a></div><div style="text-align: center;">SEMIESFERA</div><div style="text-align: center;"><a href="https://www.mongge.com/es/ejercicios/53737">https://www.mongge.com/es/ejercicios/53737</a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCHvpEo7e8zFhrViT-Gz4pYO6jy3J3YQMG-I_mCnVvxGYIpYE7_CqMV2y1hsxa5N-xeAczHY6nDFSk_dc3iqROFQP-S_g_kHATN2wsL_GmFKLe4zSOCodrbqJCowv0jNejkoJotV_O7Poe5hmZTXQUHr6uz25nnOVfCLq1wUMzUWFez9_DvfGiS2GkSHOZ/s2339/2017_%20(3).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2339" data-original-width="1656" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCHvpEo7e8zFhrViT-Gz4pYO6jy3J3YQMG-I_mCnVvxGYIpYE7_CqMV2y1hsxa5N-xeAczHY6nDFSk_dc3iqROFQP-S_g_kHATN2wsL_GmFKLe4zSOCodrbqJCowv0jNejkoJotV_O7Poe5hmZTXQUHr6uz25nnOVfCLq1wUMzUWFez9_DvfGiS2GkSHOZ/s320/2017_%20(3).jpg" width="227" /></a></div><div class="separator" style="clear: both; text-align: center;">CONO</div><div class="separator" style="clear: both; text-align: center;"><a href="https://www.mongge.com/es/ejercicios/54301">https://www.mongge.com/es/ejercicios/54301</a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgb5jSvIM89CwHmARLI1GryhyphenhyphenC0qIkbVvYb1f6VNDKTHLTpNtta0Q6Oe_Omjx3bwF06McHHP6KxrWUsbnUE4cP2rvVjk6_b1LJRepx4SYi300nCqkUYtbMmfpGE4MHVXxtNUg86m2qJlXxFilFowO1j6fZdVkKeIfhsKrk5As31mGa__uXWSF4bK5zoYPnZ/s2339/2017_%20(2).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2339" data-original-width="1656" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgb5jSvIM89CwHmARLI1GryhyphenhyphenC0qIkbVvYb1f6VNDKTHLTpNtta0Q6Oe_Omjx3bwF06McHHP6KxrWUsbnUE4cP2rvVjk6_b1LJRepx4SYi300nCqkUYtbMmfpGE4MHVXxtNUg86m2qJlXxFilFowO1j6fZdVkKeIfhsKrk5As31mGa__uXWSF4bK5zoYPnZ/s320/2017_%20(2).jpg" width="227" /></a></div><div class="separator" style="clear: both; text-align: center;">ESFERA</div><div class="separator" style="clear: both; text-align: center;"><a href="https://www.mongge.com/es/ejercicios/53739">https://www.mongge.com/es/ejercicios/53739</a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgA78Rcm5Tcx5-pQuR1LrjlREZrDCZVUu3YaF16v-7xpABGFV_F2fSgnCqGn48v3LbYpkL6pEivKgqk0RA4m6nzZFIGgo2C5OuBMswdC3wo-KTxVzRsQ12Aj4C4hdDPCYGszCzUH4h590uzuZszOEKK51_bW39coUffEJAcxK2zsmvCHAmgniPDm1fCsJ4v/s2339/2017_%20(1).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2339" data-original-width="1656" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgA78Rcm5Tcx5-pQuR1LrjlREZrDCZVUu3YaF16v-7xpABGFV_F2fSgnCqGn48v3LbYpkL6pEivKgqk0RA4m6nzZFIGgo2C5OuBMswdC3wo-KTxVzRsQ12Aj4C4hdDPCYGszCzUH4h590uzuZszOEKK51_bW39coUffEJAcxK2zsmvCHAmgniPDm1fCsJ4v/s320/2017_%20(1).jpg" width="227" /></a></div><br /><p></p></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6858068366118461787.post-62538521032821307242024-03-18T09:40:00.000-07:002024-03-21T13:07:01.259-07:00PEVAU. ANDALUCIA 2018. DIÉDRICO. PROBLEMA 1<p></p><div class="separator" style="clear: both; text-align: center;">EJERCICIOS EN <a href="https://www.mongge.com/es/colecciones/4409/ejercicios/" target="_blank">MONGGE</a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMHzhzK3MXh1dcPinU7p9VAW7nqso-Cu-lUhrOAOOp3MrfADmXMwNWJF2fBe2ifAoGSOSjgbYfzl5SkRWOYsWgv2XTgkBBkD36kUDFDT9YpHtCXhVs0hcpfWzqXmLJmZpZIL9V30QvdWLrn3nCiQHb_pDfzYUdgibxX-8QAML03kMo7_WCSHfX4eGXncg4/s2339/2018_1_junio%20titular.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2339" data-original-width="1654" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMHzhzK3MXh1dcPinU7p9VAW7nqso-Cu-lUhrOAOOp3MrfADmXMwNWJF2fBe2ifAoGSOSjgbYfzl5SkRWOYsWgv2XTgkBBkD36kUDFDT9YpHtCXhVs0hcpfWzqXmLJmZpZIL9V30QvdWLrn3nCiQHb_pDfzYUdgibxX-8QAML03kMo7_WCSHfX4eGXncg4/s320/2018_1_junio%20titular.jpg" width="226" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhpOxBZroGoRx1tX-GXc04khaDIEFOV8bJOs8abRc1zQ4aO1SusB8Qv6o6iXhV7zi2hvdX5K1sGZqLm5IYz6Q77lYbooeJDMSFuOKstAAbLYv7REqPRHFYXihUdG_SxuGRXfMGVVS_w1LlIj-TmqiVIGFMytVI694K1hex5OY4FJYWBOURPLcic4ayMGIX/s1722/2018_1_junio%20titular%20sol.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1722" data-original-width="1208" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhpOxBZroGoRx1tX-GXc04khaDIEFOV8bJOs8abRc1zQ4aO1SusB8Qv6o6iXhV7zi2hvdX5K1sGZqLm5IYz6Q77lYbooeJDMSFuOKstAAbLYv7REqPRHFYXihUdG_SxuGRXfMGVVS_w1LlIj-TmqiVIGFMytVI694K1hex5OY4FJYWBOURPLcic4ayMGIX/w448-h640/2018_1_junio%20titular%20sol.jpg" width="448" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHRF3nP_aQtzTBSNkZ41-d1k93eLLs0CWcoN2eVdAE7vNV0RjSyRH9MyW1z4Gr_oqVwuf58WMkiWgzjNrInvtO49jC3sJIu6PpQhWPjxjdmVY_FdC2scSfZPBhkftwAUINdMtnH7o5n35OAh1L_9sPtVyLGoPawtYPlaXr3IBlFOdV4xYyI7fZ8ZxSoN-3/s2339/2018_2_junio%20suplente.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2339" data-original-width="1654" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHRF3nP_aQtzTBSNkZ41-d1k93eLLs0CWcoN2eVdAE7vNV0RjSyRH9MyW1z4Gr_oqVwuf58WMkiWgzjNrInvtO49jC3sJIu6PpQhWPjxjdmVY_FdC2scSfZPBhkftwAUINdMtnH7o5n35OAh1L_9sPtVyLGoPawtYPlaXr3IBlFOdV4xYyI7fZ8ZxSoN-3/s320/2018_2_junio%20suplente.jpg" width="226" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhULqCi7C6qNn-VdhRMkZJVx77wsCB5J6hoIgtR3ri4zytkcj7ScO4-5_YDcGx3HA3VOmMBW_zXaDXyha1ty8ZEBV4lceEEVUR4ytERuhBuxbm2JArPuNZmVBM6zv6iVFGl9HtrHXLykCbtYvwZS4ZDDTcl6ajj-Sg9OX9KydarxeP6J_sYRLTPSlU4TsKT/s1726/2018_2_junio%20suplente%20sol.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1726" data-original-width="1212" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhULqCi7C6qNn-VdhRMkZJVx77wsCB5J6hoIgtR3ri4zytkcj7ScO4-5_YDcGx3HA3VOmMBW_zXaDXyha1ty8ZEBV4lceEEVUR4ytERuhBuxbm2JArPuNZmVBM6zv6iVFGl9HtrHXLykCbtYvwZS4ZDDTcl6ajj-Sg9OX9KydarxeP6J_sYRLTPSlU4TsKT/w450-h640/2018_2_junio%20suplente%20sol.jpg" width="450" /></a></div><br /><div class="separator" style="clear: both; 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ANDALUCIA 2019. DIÉDRICO. PROBLEMA 1<p style="text-align: center;"> EJERCICIOS EN <a href="https://www.mongge.com/es/colecciones/4410/ejercicios/" target="_blank">MONGGE</a><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhczFuiFNgbK7fkkKz9EyU-pZFSNjhe98PVYxBUAUNLU7t7_I7pU7haqmQMxD-Tpx_RpImMccyeZQsdrTLayQxIVhMwSPBy88xVXzX49ytk94WX9x52mlFFTi8H6Kapx7LMvoAitr8dkJQtrGqQeig7Wb4GEmmxaNZGRnbwt_nHDi8rltsdgyCvNnxAftdw/s7017/2019%20JUNIO%20DIEDRICO%20PRISMA%20(1).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7017" data-original-width="4959" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhczFuiFNgbK7fkkKz9EyU-pZFSNjhe98PVYxBUAUNLU7t7_I7pU7haqmQMxD-Tpx_RpImMccyeZQsdrTLayQxIVhMwSPBy88xVXzX49ytk94WX9x52mlFFTi8H6Kapx7LMvoAitr8dkJQtrGqQeig7Wb4GEmmxaNZGRnbwt_nHDi8rltsdgyCvNnxAftdw/w283-h400/2019%20JUNIO%20DIEDRICO%20PRISMA%20(1).jpg" width="283" /></a></div><div class="separator" style="clear: both; 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text-align: center;"><a href="https://www.mongge.com/es/ejercicios/38712">https://www.mongge.com/es/ejercicios/38712</a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoIYV0hFMcdB3ajRzLhEo3ExjFLpi3uNt1d6i5jVA-oYl9LFR8NXWSyxCPqDwacqbs2xU-Mk9mZIfecExZq6LEv_7s_O03a9GLXeYbCQFYdopon6LvbtdYp4PiJYxpHo9djYMJaMTIe4Pan1aYBipoEdSi11QrRfwDzNStZ_n7XLMF6DTWHuyyPuCVfRLn/s808/2019%20SUPLENTE%20JUNIO%20TETRAEDRO%20sol.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="808" data-original-width="595" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoIYV0hFMcdB3ajRzLhEo3ExjFLpi3uNt1d6i5jVA-oYl9LFR8NXWSyxCPqDwacqbs2xU-Mk9mZIfecExZq6LEv_7s_O03a9GLXeYbCQFYdopon6LvbtdYp4PiJYxpHo9djYMJaMTIe4Pan1aYBipoEdSi11QrRfwDzNStZ_n7XLMF6DTWHuyyPuCVfRLn/w295-h400/2019%20SUPLENTE%20JUNIO%20TETRAEDRO%20sol.jpg" width="295" /></a></div><br /><div class="separator" style="clear: both; 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text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPfrGgGw8p65WRixiVis1W4vaccSmZtOIdihZTKmOVGm_7rHACc42xvDFJLrPc-JmMfwWLhQ4-M9lOFBn7BUovAfeQFPbI82riVHnGAbXc4Nyb-MnDRmN4MkI0kuThy1IB8Kk4MKx6mKdiy1tc79kqag8cz4RxvwwhPx0JVXBBkiG0-C_g0fZ8y0sbMsSJ/s2331/2019_RESERVA%20B_DIEDRICO%20PIRAMIDE%20(2).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2331" data-original-width="1666" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPfrGgGw8p65WRixiVis1W4vaccSmZtOIdihZTKmOVGm_7rHACc42xvDFJLrPc-JmMfwWLhQ4-M9lOFBn7BUovAfeQFPbI82riVHnGAbXc4Nyb-MnDRmN4MkI0kuThy1IB8Kk4MKx6mKdiy1tc79kqag8cz4RxvwwhPx0JVXBBkiG0-C_g0fZ8y0sbMsSJ/w286-h400/2019_RESERVA%20B_DIEDRICO%20PIRAMIDE%20(2).jpg" width="286" /></a></div><p></p><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6858068366118461787.post-43654161119859699242024-03-07T10:24:00.000-08:002024-03-21T13:09:33.633-07:00PEVAU. ANDALUCIA 2020. DIÉDRICO. PROBLEMA 1<p></p><div class="separator" style="clear: both; text-align: center;">EJERCICIOS EN <a href="https://www.mongge.com/es/colecciones/4411/ejercicios/" target="_blank">MONGGE</a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">1. PIRÁMIDE</div> <br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjw7Ta9fsE4-20peqR62F0i_mYaKsn3TMi1VHz8T7EpduL5Pv3Lz7Ns5k8wTSsTFeMfu5lwxEd6BtrXLHIV31AWMg6rCpcXO48eXItjgv2-h8xNxeaetuASLLSHigsizHfjcIBef3TAdW1TV2M4QLn0ezQHUaZ5WQu06ps3EB6be2Z7mmwtV_KGZcGrLleM/s7017/2020%20JUNIO_1%20(1).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7017" data-original-width="4961" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjw7Ta9fsE4-20peqR62F0i_mYaKsn3TMi1VHz8T7EpduL5Pv3Lz7Ns5k8wTSsTFeMfu5lwxEd6BtrXLHIV31AWMg6rCpcXO48eXItjgv2-h8xNxeaetuASLLSHigsizHfjcIBef3TAdW1TV2M4QLn0ezQHUaZ5WQu06ps3EB6be2Z7mmwtV_KGZcGrLleM/w452-h640/2020%20JUNIO_1%20(1).jpg" width="452" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi48fwo-wMYl4S1xang1PCGMaYGKtOUcE-vGzujX8old9xYnejTxvrHLTUxgThBJeoWi-0yp9yFBCo_csNfZEJCfEol5lvHwoCamlZ0mhGIycmi_E80e35LoHsjmEKWw3OLrBPK-QAn4OGTrWxOjjLm1VL8bXa2h39TFf6GFBEDJ94yvX10WB0YMK_4ZbJG/s7017/2020%20JUNIO_1%20(2).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7017" data-original-width="4959" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi48fwo-wMYl4S1xang1PCGMaYGKtOUcE-vGzujX8old9xYnejTxvrHLTUxgThBJeoWi-0yp9yFBCo_csNfZEJCfEol5lvHwoCamlZ0mhGIycmi_E80e35LoHsjmEKWw3OLrBPK-QAn4OGTrWxOjjLm1VL8bXa2h39TFf6GFBEDJ94yvX10WB0YMK_4ZbJG/w452-h640/2020%20JUNIO_1%20(2).jpg" width="452" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">2. TETRAEDRO</div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifVaDOn2DOioLHqAOD2kErcXE3kf6JozFtjeccOz_mTY84myJOKi1uKGL5kMd0_NI1bCKzIF7ziw_kdstDmUaJhNu78dDDC2NQyspqyKmGQVXJDvymuudoi7vs8rkNS0kJxprUI2h0k2Grm68Crs0FJFsqqAo5yji1vgmZlfdofgj8WMFYAHOUYAqGdqbj/s7017/2020%20SEPTIEMBRE_1%20(1).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7017" data-original-width="4961" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifVaDOn2DOioLHqAOD2kErcXE3kf6JozFtjeccOz_mTY84myJOKi1uKGL5kMd0_NI1bCKzIF7ziw_kdstDmUaJhNu78dDDC2NQyspqyKmGQVXJDvymuudoi7vs8rkNS0kJxprUI2h0k2Grm68Crs0FJFsqqAo5yji1vgmZlfdofgj8WMFYAHOUYAqGdqbj/w452-h640/2020%20SEPTIEMBRE_1%20(1).jpg" width="452" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwUiIpLJl47D8OY6N6NtMwH-gUuwlnBTr0rAcA017OiokzPxuAm_lfDd_CRylhMZLaWUxqt_cmFlo6x5zq0XdCo1RRNsmQYbS3I2nRU1HvqAhAT8g-v1d8UuxvUuES1zyigP3qGEuow9UcpggXvwc2y2K7jg5DX4HWLpJpPsUFolWEWYrmqSYd746tlu5j/s7017/2020%20SEPTIEMBRE_1%20(2).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7017" data-original-width="4959" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwUiIpLJl47D8OY6N6NtMwH-gUuwlnBTr0rAcA017OiokzPxuAm_lfDd_CRylhMZLaWUxqt_cmFlo6x5zq0XdCo1RRNsmQYbS3I2nRU1HvqAhAT8g-v1d8UuxvUuES1zyigP3qGEuow9UcpggXvwc2y2K7jg5DX4HWLpJpPsUFolWEWYrmqSYd746tlu5j/w452-h640/2020%20SEPTIEMBRE_1%20(2).jpg" width="452" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEii9Gsz6oUbWu88P92m3hGyt3RiyrRq3byD_NB9Kl_7W1dFuBoYBOfgEho6DDa2kEho33QCk6vFT5D6LYxAmT6_Wb3o_P6kOIT8-sTJhnyRzYRnoK0HbHLTfBwr2nHvZgYFdBNEAwaQX1pHoz5vWwmSjY_QbUINSx2f4EEmeH_OAFqkgoBbqP_7iOHZBSZ3" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="847" data-original-width="974" height="340" src="https://blogger.googleusercontent.com/img/a/AVvXsEii9Gsz6oUbWu88P92m3hGyt3RiyrRq3byD_NB9Kl_7W1dFuBoYBOfgEho6DDa2kEho33QCk6vFT5D6LYxAmT6_Wb3o_P6kOIT8-sTJhnyRzYRnoK0HbHLTfBwr2nHvZgYFdBNEAwaQX1pHoz5vWwmSjY_QbUINSx2f4EEmeH_OAFqkgoBbqP_7iOHZBSZ3=w391-h340" width="391" /></a></div><br /><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">3. ESFERA</div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaP2hofE-apVfWSnqwZvuhjnZWqt1gV5f5ft-4M9dawhCviAXZoUp8bcX6SFErWrjFkXUiXcmrTdSjUOXAVYGmbBi3AT-EJ4ZMwknzpuTgEnIZJh1SQ1r81N9VJFLuytRKmFjUhYW65zmdvmRnTu-zXq_c_cM7gzaEvzHsSoSR3uW_dkh6TnUvFsSL5Y4j/s7017/2020_PA_ESFERA%20(1).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7017" data-original-width="4961" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaP2hofE-apVfWSnqwZvuhjnZWqt1gV5f5ft-4M9dawhCviAXZoUp8bcX6SFErWrjFkXUiXcmrTdSjUOXAVYGmbBi3AT-EJ4ZMwknzpuTgEnIZJh1SQ1r81N9VJFLuytRKmFjUhYW65zmdvmRnTu-zXq_c_cM7gzaEvzHsSoSR3uW_dkh6TnUvFsSL5Y4j/w452-h640/2020_PA_ESFERA%20(1).jpg" width="452" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHIVZLsrtLiDLvyAj0PzwYpiK9qOI8mSx4t5ps8J2mOiD1Yx9JKJLv6i5_Qg8HJ9eSTSURpn3_uXIZ6mkAcnDRm3SpFY1Ihc8wsHoKuJVBQXzK0kp1MauBX6bEmxlwRDHXPBU-ItRc0OXO300Wc8Pv4ieV1wdFxotrTWUHGNWlUW0aIJs9N0XPV69Rcdm1/s7017/2020_PA_ESFERA%20(2).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7017" data-original-width="4961" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHIVZLsrtLiDLvyAj0PzwYpiK9qOI8mSx4t5ps8J2mOiD1Yx9JKJLv6i5_Qg8HJ9eSTSURpn3_uXIZ6mkAcnDRm3SpFY1Ihc8wsHoKuJVBQXzK0kp1MauBX6bEmxlwRDHXPBU-ItRc0OXO300Wc8Pv4ieV1wdFxotrTWUHGNWlUW0aIJs9N0XPV69Rcdm1/w452-h640/2020_PA_ESFERA%20(2).jpg" width="452" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">4, TETRAEDRO</div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkFrYoY3T4xXig6Ao51IXMXzy1NsRGHw8MIMdltRNITA7W1jFc5xbsPgHzH9OKErxX-tOI2YSprS33hBLbyLfnP4UCpgAX01Zf7ui-ED1whnqNwDpsxcOz7jwMJpExadZ8L234s77466qcsqFLhzrgO5oQhpkRW0cema6t7vLIFDjbAxGaEbBJxSBqLY-y/s7017/2020_PB%20TETRAEDRO%20(1).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7017" data-original-width="4961" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkFrYoY3T4xXig6Ao51IXMXzy1NsRGHw8MIMdltRNITA7W1jFc5xbsPgHzH9OKErxX-tOI2YSprS33hBLbyLfnP4UCpgAX01Zf7ui-ED1whnqNwDpsxcOz7jwMJpExadZ8L234s77466qcsqFLhzrgO5oQhpkRW0cema6t7vLIFDjbAxGaEbBJxSBqLY-y/w452-h640/2020_PB%20TETRAEDRO%20(1).jpg" width="452" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjguamBl_V-_0cDSsi62PJQUjLTCOKxbB7jU8Jo6SmDiCNnW475j3GUuqvn12BgM36GzYGTl7rlY74zI9XSaiad77uV8gpJNLNEPn6r1eU77sO8yrgO7aISCcPC-nqraZXl_gl1oy_ze7laJbmERKaKJNxVTcmq-z67ghdvhd0t1SVJLWMxY8oiSPQDBBfW/s1753/2020_PB%20TETRAEDRO%20(2).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1753" data-original-width="1235" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjguamBl_V-_0cDSsi62PJQUjLTCOKxbB7jU8Jo6SmDiCNnW475j3GUuqvn12BgM36GzYGTl7rlY74zI9XSaiad77uV8gpJNLNEPn6r1eU77sO8yrgO7aISCcPC-nqraZXl_gl1oy_ze7laJbmERKaKJNxVTcmq-z67ghdvhd0t1SVJLWMxY8oiSPQDBBfW/w450-h640/2020_PB%20TETRAEDRO%20(2).jpg" width="450" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhN8DTKjLP3QEQBKt-41OIPROMQM-KTX9znhqaNvuxznOqjV7Tm6nSGiJQCUPGiZK1RreiJNB86oV_xMHvK5nT3mZvTrnEGJAKCqsPiZNnbcY_7vDhtZK5pLz5ZATsoNpRrPr8OtWoRr5akLDIsXKS8FSYhLZ4UndEjZcUrcNSp4AmHCzRgQqZxiJWEcSt7/s1753/2020_PB%20TETRAEDRO%20(3).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1753" data-original-width="1275" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhN8DTKjLP3QEQBKt-41OIPROMQM-KTX9znhqaNvuxznOqjV7Tm6nSGiJQCUPGiZK1RreiJNB86oV_xMHvK5nT3mZvTrnEGJAKCqsPiZNnbcY_7vDhtZK5pLz5ZATsoNpRrPr8OtWoRr5akLDIsXKS8FSYhLZ4UndEjZcUrcNSp4AmHCzRgQqZxiJWEcSt7/w466-h640/2020_PB%20TETRAEDRO%20(3).jpg" width="466" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvfQfC-weakzI2U1Qi_MaFmsE3a61ETTwmSpUqn7nrHHym4GcVgYaC3gL6mjTuX0J3GOFkxmhbseyzT5xJRY7UNkc3sgk0QpVAaKmiA1IIhVKP1vYNNjMtiSccXf3bv5mE02Oy5yvR8czLMux39RsT3HYnIyusAwy6cnFUt0YKMISJGtRlBqp8aQxs7wIg/s1753/2020_PB%20TETRAEDRO%20(4).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1753" data-original-width="1275" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvfQfC-weakzI2U1Qi_MaFmsE3a61ETTwmSpUqn7nrHHym4GcVgYaC3gL6mjTuX0J3GOFkxmhbseyzT5xJRY7UNkc3sgk0QpVAaKmiA1IIhVKP1vYNNjMtiSccXf3bv5mE02Oy5yvR8czLMux39RsT3HYnIyusAwy6cnFUt0YKMISJGtRlBqp8aQxs7wIg/w466-h640/2020_PB%20TETRAEDRO%20(4).jpg" width="466" /></a></div><div class="separator" style="clear: both; text-align: center;">5, PIRÁMIDE TRUNCADA</div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAg5xsTUCTJIfA9N3o_57Owwf9SOQ3ZExMh-7f1nqwU1zUfrmrBivTeo2bZB8lhVwrJSqRRPlYAQITKCyF3I8xyi9leETG5raD56c3oD9IcmBtFUK16a8dVlEbYfW67wKxVRqwr6YPE8uTcJE7ca8Llm9El5lyPKGNhQ897F3_0WaOYDZbXDPGevuc56ik/s7017/2020_PC%20PIRAMIDE%20CUADRADA%20TRONCO%200.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7017" data-original-width="4961" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAg5xsTUCTJIfA9N3o_57Owwf9SOQ3ZExMh-7f1nqwU1zUfrmrBivTeo2bZB8lhVwrJSqRRPlYAQITKCyF3I8xyi9leETG5raD56c3oD9IcmBtFUK16a8dVlEbYfW67wKxVRqwr6YPE8uTcJE7ca8Llm9El5lyPKGNhQ897F3_0WaOYDZbXDPGevuc56ik/w452-h640/2020_PC%20PIRAMIDE%20CUADRADA%20TRONCO%200.jpg" width="452" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisgtk9FGRj3VuPz4kqGY_nJzxi4OHznb8EBbCKEzgX-T1gjqAPaRjz8wJ8RSvEcbcF2OCEgNdbSqF83o9brJIdipzRhbWDH3YsVAtbdCfwDInhxMXELipA6J-aWDcEn7fpPbdBbOglIORA4Xwu719iB-bd-hh5IdqPOverr8g5RjY8Z19ASlL4_hBVw2j1/s1753/2020_PC%20PIRAMIDE%20CUADRADA%20TRONCO%201.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1753" data-original-width="1275" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisgtk9FGRj3VuPz4kqGY_nJzxi4OHznb8EBbCKEzgX-T1gjqAPaRjz8wJ8RSvEcbcF2OCEgNdbSqF83o9brJIdipzRhbWDH3YsVAtbdCfwDInhxMXELipA6J-aWDcEn7fpPbdBbOglIORA4Xwu719iB-bd-hh5IdqPOverr8g5RjY8Z19ASlL4_hBVw2j1/w466-h640/2020_PC%20PIRAMIDE%20CUADRADA%20TRONCO%201.jpg" width="466" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkkRtlSy2fq-JGdicT8EefFpL3V6a9EaN7etGzQImlNkMJuSSt_lreuCEZA0N5_OI4fw8-pEXPOgoCEqtNJdJU-UQwU3OA5p9yWo8brHMhkII8RsTak4T6awsotiIJa4COQwJlC-4D3tvJbiPcbgubFPResm94xRAK7kOng5WdeR1vPunsG3w_Nxi8UHoo/s1753/2020_PC%20PIRAMIDE%20CUADRADA%20TRONCO%202.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1753" data-original-width="1275" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkkRtlSy2fq-JGdicT8EefFpL3V6a9EaN7etGzQImlNkMJuSSt_lreuCEZA0N5_OI4fw8-pEXPOgoCEqtNJdJU-UQwU3OA5p9yWo8brHMhkII8RsTak4T6awsotiIJa4COQwJlC-4D3tvJbiPcbgubFPResm94xRAK7kOng5WdeR1vPunsG3w_Nxi8UHoo/w466-h640/2020_PC%20PIRAMIDE%20CUADRADA%20TRONCO%202.jpg" width="466" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzgLacXOUFZ3xYYHr1tLvirQF2K1FHVMlwMSKRTCRJc87WGEa78wk79tLU3En5DedQ15y2og4KXrIHTCSCP8ZzKxZuP0GogpJ0SEAkLE4cUosOj1910c9jrCo18cqpkKJbmYJTDVcTA-k3Blt0b_RGP9mJeqebkviQG8JBuYGWeE2pu3rfn6mmEz7PUptd/s1753/2020_PC%20PIRAMIDE%20CUADRADA%20TRONCO%203.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1753" data-original-width="1275" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzgLacXOUFZ3xYYHr1tLvirQF2K1FHVMlwMSKRTCRJc87WGEa78wk79tLU3En5DedQ15y2og4KXrIHTCSCP8ZzKxZuP0GogpJ0SEAkLE4cUosOj1910c9jrCo18cqpkKJbmYJTDVcTA-k3Blt0b_RGP9mJeqebkviQG8JBuYGWeE2pu3rfn6mmEz7PUptd/w466-h640/2020_PC%20PIRAMIDE%20CUADRADA%20TRONCO%203.jpg" width="466" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEia0f_6FocPYkIyPFl6SQX4EpT6QmIuYEplU9JVKD0cKNan8CxEf2Oz1kVaO5SX5X2pVVSwfiYmdPGvjfBUSHWHj_hn70iSASCbPgKhB8-h3x92ulm0A2FZN-Cbah-8WdzJmqwCJohyphenhyphenvCtMPJsBOe2zY7Q6VQiHNL_I8Wc74AfhybK4IZbImQUMBHUaOxer/s1753/2020_PC%20PIRAMIDE%20CUADRADA%20TRONCO%204mongge.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1753" data-original-width="1275" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEia0f_6FocPYkIyPFl6SQX4EpT6QmIuYEplU9JVKD0cKNan8CxEf2Oz1kVaO5SX5X2pVVSwfiYmdPGvjfBUSHWHj_hn70iSASCbPgKhB8-h3x92ulm0A2FZN-Cbah-8WdzJmqwCJohyphenhyphenvCtMPJsBOe2zY7Q6VQiHNL_I8Wc74AfhybK4IZbImQUMBHUaOxer/w466-h640/2020_PC%20PIRAMIDE%20CUADRADA%20TRONCO%204mongge.jpg" width="466" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">6. HEXAEDRO</div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNCxQH4KxcBe80N28UwsmSsau2Ch5KH0vBJgWZeiHenKJdqoJ8YsTMfkEK6Qi1KeM8-fJtaMD5r5q6S5aaxWcZPjhsp1zZ9s1iTyB8mZ9DPVp6BmJi8VTIL4iRRVnhOb-10RZVhHf_rxViMj7DJd377Ygc9_pQ5uISKmavZJnHVrZzBJQT6ddGsFbE9Ko7/s7017/2020_PF%20HEXAEDRO.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7017" data-original-width="4961" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNCxQH4KxcBe80N28UwsmSsau2Ch5KH0vBJgWZeiHenKJdqoJ8YsTMfkEK6Qi1KeM8-fJtaMD5r5q6S5aaxWcZPjhsp1zZ9s1iTyB8mZ9DPVp6BmJi8VTIL4iRRVnhOb-10RZVhHf_rxViMj7DJd377Ygc9_pQ5uISKmavZJnHVrZzBJQT6ddGsFbE9Ko7/w452-h640/2020_PF%20HEXAEDRO.jpg" width="452" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://www.mongge.com/es/ejercicios/56881">https://www.mongge.com/es/ejercicios/56881</a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxVxDggwnXH9sCfXW60zzBZBEV3xeQZ_Kx-FNZq2Y0754lT1JpeaYANeN9O4gU9ScALaiOFKGaLhI9chyo9MGGnj8KkETHLYgTrMTvS16kQhHcoDa0azpHTX4ljt0AQzF6_aQFRgRDfyCIwH_f02UTszFaR35FwJO5e9VCvIOey44ca1_S39Z6vBKaW1jh/s7017/2020_PF%20HEXAEDRO_sol.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7017" data-original-width="4961" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxVxDggwnXH9sCfXW60zzBZBEV3xeQZ_Kx-FNZq2Y0754lT1JpeaYANeN9O4gU9ScALaiOFKGaLhI9chyo9MGGnj8KkETHLYgTrMTvS16kQhHcoDa0azpHTX4ljt0AQzF6_aQFRgRDfyCIwH_f02UTszFaR35FwJO5e9VCvIOey44ca1_S39Z6vBKaW1jh/w452-h640/2020_PF%20HEXAEDRO_sol.jpg" width="452" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6858068366118461787.post-87891424992314019412024-03-07T10:14:00.000-08:002024-03-21T13:10:27.622-07:00PEVAU. ANDALUCIA 2021.DIÉDRICO. PROBLEMA 1<p style="text-align: center;">EJERCICIOS EN <a href="https://www.mongge.com/es/colecciones/4404/ejercicios/" target="_blank">MONGGE</a></p><p style="text-align: center;"><br /></p><p style="text-align: center;"> 1. HEXAEDRO</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBEa4JdPkPXzn9mN0Qw-Djibemv7f6VpxypXS1zqOqBgwhSIYQ9hUWmRMlOftug54-LRm7GyPkHd0XwCPKIUp5kbnjQRSmSNcFTGRsBMHjPhzdep62d-8yL2hfuQdvHbXApvP77XQA5wHp8D_ui4XKdiMOf-ZovbB9ywxYibLZv9bJuWCBt-mCiu2GC0Ap/s7017/2021%20junio%20(1).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7017" data-original-width="4959" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBEa4JdPkPXzn9mN0Qw-Djibemv7f6VpxypXS1zqOqBgwhSIYQ9hUWmRMlOftug54-LRm7GyPkHd0XwCPKIUp5kbnjQRSmSNcFTGRsBMHjPhzdep62d-8yL2hfuQdvHbXApvP77XQA5wHp8D_ui4XKdiMOf-ZovbB9ywxYibLZv9bJuWCBt-mCiu2GC0Ap/w452-h640/2021%20junio%20(1).jpg" width="452" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://www.mongge.com/es/ejercicios/53029">https://www.mongge.com/es/ejercicios/53029</a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjs7TYNB3V2AXst8dRWP6_C-63dyYc_gTNub1hBNzEXeFJpL40HjuGVtEHvO0CqDDd6S-uQBKN6jY-X5Pw3o28saJ3yEHEv_Cn9J5_mgYwMxlGZDVkmPt2Vk_3X860x7ToBmouBvRFbCniejvfcy8hwst7qza2h93lj08UDUtRr36GCFB0_qLtcNLhCPFMD/s7017/2021%20junio%20(2).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7017" data-original-width="4959" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjs7TYNB3V2AXst8dRWP6_C-63dyYc_gTNub1hBNzEXeFJpL40HjuGVtEHvO0CqDDd6S-uQBKN6jY-X5Pw3o28saJ3yEHEv_Cn9J5_mgYwMxlGZDVkmPt2Vk_3X860x7ToBmouBvRFbCniejvfcy8hwst7qza2h93lj08UDUtRr36GCFB0_qLtcNLhCPFMD/w452-h640/2021%20junio%20(2).jpg" width="452" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT3wpdcJPhA4cu9D3J_7Lqvqv8ipkDfC0NoPYDFH_ALG4sr9vwlMXggcajfrbV0F60-Gv3VJTIGRBDhzPTbvQk8CSstnyIVaAeAP-IjbdSmXcweaL_CPhJvjIw0U7RHK4QCmh_-zEs9WltckX-GQHsm5nJ0QusgL5osBBbjUmB7lsXY7CyrI1Jz4dXFBsZ/s4541/2021%20junio%20(3).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4541" data-original-width="3168" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT3wpdcJPhA4cu9D3J_7Lqvqv8ipkDfC0NoPYDFH_ALG4sr9vwlMXggcajfrbV0F60-Gv3VJTIGRBDhzPTbvQk8CSstnyIVaAeAP-IjbdSmXcweaL_CPhJvjIw0U7RHK4QCmh_-zEs9WltckX-GQHsm5nJ0QusgL5osBBbjUmB7lsXY7CyrI1Jz4dXFBsZ/w446-h640/2021%20junio%20(3).jpg" width="446" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0JEoIZi7yYTsgol4bOr4VwZ7drskRXXAa9Ii0LRwnneOGi8YAhyphenhyphendy6URqlEPcba8Vrv0OGXmKEpuTA7NFYiTtRigr85tn9FtsXKlfjXDLGjiayMIcnprSg1a9exs3FqderedqoGO28IafKY5rc9w9fVAQg80dSjETcFc_JFL7qjR4rR2cfngm8GQMzYJf/s4599/2021%20junio%20(4).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4599" data-original-width="3060" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0JEoIZi7yYTsgol4bOr4VwZ7drskRXXAa9Ii0LRwnneOGi8YAhyphenhyphendy6URqlEPcba8Vrv0OGXmKEpuTA7NFYiTtRigr85tn9FtsXKlfjXDLGjiayMIcnprSg1a9exs3FqderedqoGO28IafKY5rc9w9fVAQg80dSjETcFc_JFL7qjR4rR2cfngm8GQMzYJf/w426-h640/2021%20junio%20(4).jpg" width="426" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhS-aYy5iXo4XBwkSi2YnQO7HQrOR3oCtW7Ly7am2xCgcmU4HILVR1X4hH_dfLF4mBSomRTIBB-qxW-EcxpivqVU9bG8edRkchsgqNqa6fiGQG6rmYB8az4ziYKpYhimeQzvs7ZIZ_reeFpjCPbS6x73GvCuVQh1EJXaT4C829VHGZBktYZ-c4vH9Uktv-f/s4479/2021%20junio%20(5).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4479" data-original-width="3042" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhS-aYy5iXo4XBwkSi2YnQO7HQrOR3oCtW7Ly7am2xCgcmU4HILVR1X4hH_dfLF4mBSomRTIBB-qxW-EcxpivqVU9bG8edRkchsgqNqa6fiGQG6rmYB8az4ziYKpYhimeQzvs7ZIZ_reeFpjCPbS6x73GvCuVQh1EJXaT4C829VHGZBktYZ-c4vH9Uktv-f/w434-h640/2021%20junio%20(5).jpg" width="434" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhd0xzUNShyeHBqtyYO_I82pukl4fw2LmQq8a7z3cWKdNf45W9Fn7uhbr9sAsilmmWBu5VGfYQV39DxVB98m2DMc5dwx7gZVbzyaD6-8sYBdEYZ_i2PyUP4JYvC8DYwZ1KEnMvCMr_0Iu4pvr5j-N6zwmy_sM2kHJdEFGeAENxWG8oByl1oiuJhNpP3hbEK/s4473/2021%20junio%20(6).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4473" data-original-width="2994" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhd0xzUNShyeHBqtyYO_I82pukl4fw2LmQq8a7z3cWKdNf45W9Fn7uhbr9sAsilmmWBu5VGfYQV39DxVB98m2DMc5dwx7gZVbzyaD6-8sYBdEYZ_i2PyUP4JYvC8DYwZ1KEnMvCMr_0Iu4pvr5j-N6zwmy_sM2kHJdEFGeAENxWG8oByl1oiuJhNpP3hbEK/w429-h640/2021%20junio%20(6).jpg" width="429" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;">2. HEXAEDRO</div><br /><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIYp9BbVMC6ayUiDfrl8v6yH6ZoupsPDbVbkn4CIvF4tRHrQipeecwQxXxrrzbRQnXZpce_iddzpYMUfATqfmFbV7e9EWcBhz51xdDtpHB1obfNaKUw4nlxaUJ-OfsH4EnSrJ6-fGn7uARP_Yw67LwxEG_LjjWw3s3kB-tQOlKRMFEoFK0L3Ye7s9eoSrx/s7017/2021julio%20(1).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7017" data-original-width="4959" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIYp9BbVMC6ayUiDfrl8v6yH6ZoupsPDbVbkn4CIvF4tRHrQipeecwQxXxrrzbRQnXZpce_iddzpYMUfATqfmFbV7e9EWcBhz51xdDtpHB1obfNaKUw4nlxaUJ-OfsH4EnSrJ6-fGn7uARP_Yw67LwxEG_LjjWw3s3kB-tQOlKRMFEoFK0L3Ye7s9eoSrx/w452-h640/2021julio%20(1).jpg" width="452" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhff6jUOU9T3dRzz_pHXpwdKcxoQC8brcAUxGDgrhI77sY1-yeh_T9BUFDqZvW1kdVzuijsOGG92rzewSm8REeoXVYV2BbMlS_VxPlSLKqeL_hnyWv9jd65dPPqEeezxBgyvvUsatdaxCk_LQpEV21yoHd57GqdSYGVWwIBw3yrk3eb_6baoHN-wxQLay06/s7017/2021julio%20(2).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7017" data-original-width="4959" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhff6jUOU9T3dRzz_pHXpwdKcxoQC8brcAUxGDgrhI77sY1-yeh_T9BUFDqZvW1kdVzuijsOGG92rzewSm8REeoXVYV2BbMlS_VxPlSLKqeL_hnyWv9jd65dPPqEeezxBgyvvUsatdaxCk_LQpEV21yoHd57GqdSYGVWwIBw3yrk3eb_6baoHN-wxQLay06/w452-h640/2021julio%20(2).jpg" width="452" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4t2jauATAu5phLtmonD5S1fnCSf6gLGk9ZLIV0qZIgIRITYEN6pFxCbVE0IkAzPOsyjISEVgjTcefM7Lu6sUMno0kqf6LsRvljIgyI9V6GaDQEqNZj1A7yNoZ9lZ67ukxfxjShD_uv9ScSZ1oa4GfV-vFptJOdrqav4Xz7HVIPCiNHlwWa_Dn3vZNiAAo/s1753/2021julio%20(2)bis.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1753" data-original-width="1235" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4t2jauATAu5phLtmonD5S1fnCSf6gLGk9ZLIV0qZIgIRITYEN6pFxCbVE0IkAzPOsyjISEVgjTcefM7Lu6sUMno0kqf6LsRvljIgyI9V6GaDQEqNZj1A7yNoZ9lZ67ukxfxjShD_uv9ScSZ1oa4GfV-vFptJOdrqav4Xz7HVIPCiNHlwWa_Dn3vZNiAAo/w450-h640/2021julio%20(2)bis.jpg" width="450" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3iijZHtH8bh6HCvkQRWyNtBDokxk0yCYeMzcElpDkI_drpc5Zl4qIFSrmR070H611fagxzJx9eGo3jfT9UP0HkyzZtRNvy9FYWiTAMeHbMVAT-wrhPt4Yf2v7-NdSc-RzP2YTCn-xETV85nK6ROqeNrM0W3TEq2x4LL4xS61GycGTMPFuJ3RmKasIgzk3/s4640/2021julio%20(3).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4640" data-original-width="3472" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3iijZHtH8bh6HCvkQRWyNtBDokxk0yCYeMzcElpDkI_drpc5Zl4qIFSrmR070H611fagxzJx9eGo3jfT9UP0HkyzZtRNvy9FYWiTAMeHbMVAT-wrhPt4Yf2v7-NdSc-RzP2YTCn-xETV85nK6ROqeNrM0W3TEq2x4LL4xS61GycGTMPFuJ3RmKasIgzk3/w478-h640/2021julio%20(3).jpg" width="478" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV2hEjorAPS1PfPX1pT_UcwEmoEu29V-1_U0ZiVz4qzcO3zGss6NhWbkdF0f_rKbG625XnxrrFJ5tMcUso_Ur1JR3GvGW7spwFvnwh8Nlqq9yrmoAUy3GgFoybI70vmZJMvGUryunG_142as8LUppn-6cxQpGFDNUI0gthkyyUPSKJKvLYWSTg_7We3uuz/s4640/2021julio%20(4).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4640" data-original-width="3472" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV2hEjorAPS1PfPX1pT_UcwEmoEu29V-1_U0ZiVz4qzcO3zGss6NhWbkdF0f_rKbG625XnxrrFJ5tMcUso_Ur1JR3GvGW7spwFvnwh8Nlqq9yrmoAUy3GgFoybI70vmZJMvGUryunG_142as8LUppn-6cxQpGFDNUI0gthkyyUPSKJKvLYWSTg_7We3uuz/w478-h640/2021julio%20(4).jpg" width="478" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhl57ClJRWns264euDSEN8UaHmMc0elzvCKO3P0jDz6nZ9mr-ewMTslue4Lu8RDSz2i3XPEJLI8wcnXUi2aJJVtcjwLQjnGgKprvuM6CREnwS7nEzT58FLQXWbSYH5VXdaQDhNJQ0OKfBN9TpxE7Rm0agT8SGo6QV_tGax7etSQyAYpooEJ8XitWLBj3qB/s4640/2021julio%20(5).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4640" data-original-width="3472" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhl57ClJRWns264euDSEN8UaHmMc0elzvCKO3P0jDz6nZ9mr-ewMTslue4Lu8RDSz2i3XPEJLI8wcnXUi2aJJVtcjwLQjnGgKprvuM6CREnwS7nEzT58FLQXWbSYH5VXdaQDhNJQ0OKfBN9TpxE7Rm0agT8SGo6QV_tGax7etSQyAYpooEJ8XitWLBj3qB/w478-h640/2021julio%20(5).jpg" width="478" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZWtZMSt4pjSKIoaZtIxtL7CKmgILlN26xjkhyphenhyphen2k9ml9x8kmXE01-qJGB7EDOi56-XdZ8SFt366PNghJcT6Yij0Ja4xak8gZFwA5ICJlR1QfnSfhWRlA-XbtPCxGND76vOviI4VH7JzsMabI6TefrVttjzECCe2k9Ng_Fg0u75lS2pD0aXNQKsWbchLmoz/s4724/2021julio%20(5)bis.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2578" data-original-width="4724" height="219" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZWtZMSt4pjSKIoaZtIxtL7CKmgILlN26xjkhyphenhyphen2k9ml9x8kmXE01-qJGB7EDOi56-XdZ8SFt366PNghJcT6Yij0Ja4xak8gZFwA5ICJlR1QfnSfhWRlA-XbtPCxGND76vOviI4VH7JzsMabI6TefrVttjzECCe2k9Ng_Fg0u75lS2pD0aXNQKsWbchLmoz/w400-h219/2021julio%20(5)bis.jpg" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijzruigHRWm4F53E7JofssU4KS6SGJIX-yv4HBMpaFlfFPeabmAmPGtmflfYCA5SCyXwUVbJA8ghnaZFSraebWZJspXh6apINnUqrZ5roqyv2_xjLSQKYKEdmBNGZYqSV1dXCKACYqLkIk8fESSFHWhUuQVMVeOZHa7t7Deiib2YD3YUiIxh8UyYCz23rR/s4588/2021julio%20(6).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4588" data-original-width="3210" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijzruigHRWm4F53E7JofssU4KS6SGJIX-yv4HBMpaFlfFPeabmAmPGtmflfYCA5SCyXwUVbJA8ghnaZFSraebWZJspXh6apINnUqrZ5roqyv2_xjLSQKYKEdmBNGZYqSV1dXCKACYqLkIk8fESSFHWhUuQVMVeOZHa7t7Deiib2YD3YUiIxh8UyYCz23rR/w448-h640/2021julio%20(6).jpg" width="448" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div style="text-align: left;">3. CONO</div></div><div class="separator" style="clear: both; text-align: center;"><div style="text-align: left;"><br /></div><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2Z05BYNQsKRwbhoMa627QWoEGIhxgtsUKoMX-dOZ3HQALIUvC-bWe9JO-yYg8v7Soahi3aUlfJEoafnHUkjQMut7q36DZAyeQ8LzNlkwsZshZFUGJqDprgr0XHvhv7I1LgUIiTcr3nmPb5QxYQp4QALLjk3e0y9kkMXlGTqWQoiEwn0gueuXzUztOmYTM/s7017/2021P2%20(1).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7017" data-original-width="4959" height="647" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2Z05BYNQsKRwbhoMa627QWoEGIhxgtsUKoMX-dOZ3HQALIUvC-bWe9JO-yYg8v7Soahi3aUlfJEoafnHUkjQMut7q36DZAyeQ8LzNlkwsZshZFUGJqDprgr0XHvhv7I1LgUIiTcr3nmPb5QxYQp4QALLjk3e0y9kkMXlGTqWQoiEwn0gueuXzUztOmYTM/w456-h647/2021P2%20(1).jpg" width="456" /></a></div><br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLHzu4XSWQfC88b44Ie4mMFLELHW6Y50JHT16nFXv0mJn7AGITGxvhL9RItzLXh2oVwI2q0lJdvt1AYeizmMgyB2Tf4wUqf5cEOMNYxwI3T5dXxZk0jM-atbPt5YzEg3aZoBzbf1usbKVqGWpLITsaOX1OdzjskcmbN1a_l08VnLNNdfXnaqB_QpktL9Af/s4510/2021P2%20(3).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4510" data-original-width="3180" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLHzu4XSWQfC88b44Ie4mMFLELHW6Y50JHT16nFXv0mJn7AGITGxvhL9RItzLXh2oVwI2q0lJdvt1AYeizmMgyB2Tf4wUqf5cEOMNYxwI3T5dXxZk0jM-atbPt5YzEg3aZoBzbf1usbKVqGWpLITsaOX1OdzjskcmbN1a_l08VnLNNdfXnaqB_QpktL9Af/w452-h640/2021P2%20(3).jpg" width="452" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheCqB1TSIRHe5E9Z4B5AQSlDVFFHronOiNO-8zQYQyjO5f40dtRNoD_1JHCA_PHqgzhT_yNHjj-a80Yj0W0QgzSIL1Qvd0Vu2Nkh429oIIsxiXM3gMYlyz8eQ1bzaF_acAhkh79LWM7jOoobetJBS5Xn7iXmnFLszFE9UVVaHKo3_NpTkTbpY4l4oVXu50/s4510/2021P2%20(3)bis.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4510" data-original-width="3180" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheCqB1TSIRHe5E9Z4B5AQSlDVFFHronOiNO-8zQYQyjO5f40dtRNoD_1JHCA_PHqgzhT_yNHjj-a80Yj0W0QgzSIL1Qvd0Vu2Nkh429oIIsxiXM3gMYlyz8eQ1bzaF_acAhkh79LWM7jOoobetJBS5Xn7iXmnFLszFE9UVVaHKo3_NpTkTbpY4l4oVXu50/w452-h640/2021P2%20(3)bis.jpg" width="452" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;">4. PIRÁMIDE</div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEsiPU86etZfwF_LIOtZu8lNP2YDQlL9hdgGpcEgi_tYr2rI7NIuswS93V8FzuDpyFr6esLpmNsmV2y7S_rjJWqcSWNRFhZid0Rs0KSptNxxxCoUCjqvkdAbgy7iehmObUaCx6KfRANHE7rhMYrfrsIHuRRzYYHkqmjq0aI_JKcHlJjqPTXEiR1PkG1Pnp/s7017/2021P3%20(1).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7017" data-original-width="4959" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEsiPU86etZfwF_LIOtZu8lNP2YDQlL9hdgGpcEgi_tYr2rI7NIuswS93V8FzuDpyFr6esLpmNsmV2y7S_rjJWqcSWNRFhZid0Rs0KSptNxxxCoUCjqvkdAbgy7iehmObUaCx6KfRANHE7rhMYrfrsIHuRRzYYHkqmjq0aI_JKcHlJjqPTXEiR1PkG1Pnp/w452-h640/2021P3%20(1).jpg" width="452" /></a></div>diagonal del cuadrado contenida en una recta de máxima pendiente, por tanto, perpendicular a la traza horizontal de P<br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtfa7lqknt_zZZAncnVCnsCtiN_oy_y-cUw8nKu_2oLeV8nxQCsmGfs_5_5w1VQvGU7uuWjMR_nnclMTnRarvtT6iahtLrSiO1cfJ0ml41kfUrv6H-rUFvUhyphenhyphenYhqhEzkg_ONyMzB8Kx8JC7c3dgoogF8deD_X6dJPrpeGU0uGPr6tEqUz2shZ0UWuSIpEA/s4594/2021P3%20(2).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4594" data-original-width="3228" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtfa7lqknt_zZZAncnVCnsCtiN_oy_y-cUw8nKu_2oLeV8nxQCsmGfs_5_5w1VQvGU7uuWjMR_nnclMTnRarvtT6iahtLrSiO1cfJ0ml41kfUrv6H-rUFvUhyphenhyphenYhqhEzkg_ONyMzB8Kx8JC7c3dgoogF8deD_X6dJPrpeGU0uGPr6tEqUz2shZ0UWuSIpEA/w450-h640/2021P3%20(2).jpg" width="450" /> </a></div><div class="separator" style="clear: both; text-align: center;"> </div><div class="separator" style="clear: both; text-align: center;"> </div>diagonal del cuadrado contenida en una recta de máxima inclinación, por tanto, perpendicular a la traza vertical del plano<br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_DYMTd315mN28bdr39sfUV8WrMRlS1S7pFXs0eDUDGYpwfkeXPi6lW0s_ThC25oX5JIIs-cmKuA_e_IulAGftdjdM9IXVTU-cv-8GTmR6_OtVdvwjA0pFBnXz9xZXyP1tzHCeK7Gul_d3NSv6pc_JwfKHWowAxcnsYF6Uv-1ZufMwvSuGXmWMQnKgE1Jl/s1753/2021P3%20(3).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1753" data-original-width="1275" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_DYMTd315mN28bdr39sfUV8WrMRlS1S7pFXs0eDUDGYpwfkeXPi6lW0s_ThC25oX5JIIs-cmKuA_e_IulAGftdjdM9IXVTU-cv-8GTmR6_OtVdvwjA0pFBnXz9xZXyP1tzHCeK7Gul_d3NSv6pc_JwfKHWowAxcnsYF6Uv-1ZufMwvSuGXmWMQnKgE1Jl/w466-h640/2021P3%20(3).jpg" width="466" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEii6QxcyJw4-wtpWekpv6q_skei9frEmCkL1oeuZ3HLkohdj2x6rRcCri2S6u62y3Zpt56L5megmg0PHJzEG2fQWrIBaDrmemYUHzWqkbsRDcp8hkI71UIRm7uvETuwNheDme8TFm1ZTo_ytS_6mNwHZFCrap37NGX9X2a9E1Q4Sdzm1mAdAD0EXATSvqc2/s1753/2021P3%20(4).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1753" data-original-width="1275" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEii6QxcyJw4-wtpWekpv6q_skei9frEmCkL1oeuZ3HLkohdj2x6rRcCri2S6u62y3Zpt56L5megmg0PHJzEG2fQWrIBaDrmemYUHzWqkbsRDcp8hkI71UIRm7uvETuwNheDme8TFm1ZTo_ytS_6mNwHZFCrap37NGX9X2a9E1Q4Sdzm1mAdAD0EXATSvqc2/w466-h640/2021P3%20(4).jpg" width="466" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW0GC3qqynCwUaKpUmPvJBk773EH-judWY185hS74G12yYH1FS58XVIULsXSYp7SFN1UhdBp1BjyHz1nfa51saDHVtJsruYpQpM6ypsCIU9ETOiNzKJSgCWvHixzvmhcIRvU3L22XhyS5HgHw-_7zn6fymwt714LZ7cPS5OySdGWfyr0XOdZaw54RIdSsd/s1753/2021P3%20(5).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1753" data-original-width="1275" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW0GC3qqynCwUaKpUmPvJBk773EH-judWY185hS74G12yYH1FS58XVIULsXSYp7SFN1UhdBp1BjyHz1nfa51saDHVtJsruYpQpM6ypsCIU9ETOiNzKJSgCWvHixzvmhcIRvU3L22XhyS5HgHw-_7zn6fymwt714LZ7cPS5OySdGWfyr0XOdZaw54RIdSsd/w466-h640/2021P3%20(5).jpg" width="466" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPaj8gNEusjYPTj-ptt9qoEmIoiFBFeaU4_ypGZ6mMfGiIGyndE64WXdNnU5j5bL8WDJ0JLKH3-xuHAOpOskJra55PS_b-ES5gFMq0HUr5TSZZOSEUgMQ9x7V0QvkuoN5ejNKz-CYpJfQPeEQ3MB5IirFieyBE4wIPXzliGMphNXdO9jV99W-T93pCSEza/s1753/2021P3%20(6).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1753" data-original-width="1275" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPaj8gNEusjYPTj-ptt9qoEmIoiFBFeaU4_ypGZ6mMfGiIGyndE64WXdNnU5j5bL8WDJ0JLKH3-xuHAOpOskJra55PS_b-ES5gFMq0HUr5TSZZOSEUgMQ9x7V0QvkuoN5ejNKz-CYpJfQPeEQ3MB5IirFieyBE4wIPXzliGMphNXdO9jV99W-T93pCSEza/w466-h640/2021P3%20(6).jpg" width="466" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnkZBgCFEwZy5X_9zErfIVNAcNwG7mrQPWiIvs-29c-gRscY3N8z3t3KsFEWIG16SLiQhZOEsjKISMXTPonud40DSa89iNUM3ktqjxXukMOT603r8GmCI8m-joNNHHPB4PeSFjEyZPR9p-Fp5OYp2V588MgHhDVpV7VwEz9YPKxAEHTmHrd6Hxi_FbZAzr/s1753/2021P3%20(7).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1753" data-original-width="1275" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnkZBgCFEwZy5X_9zErfIVNAcNwG7mrQPWiIvs-29c-gRscY3N8z3t3KsFEWIG16SLiQhZOEsjKISMXTPonud40DSa89iNUM3ktqjxXukMOT603r8GmCI8m-joNNHHPB4PeSFjEyZPR9p-Fp5OYp2V588MgHhDVpV7VwEz9YPKxAEHTmHrd6Hxi_FbZAzr/w466-h640/2021P3%20(7).jpg" width="466" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyj2YthGn5GRPoG88-8UOXNbC0kSFL1RJ-e6HFn3hXk7oa4qGnwq0s4gPJ3ATkqK_3zbj_LfyzLuQOXO3r93u659bMHUuI4q9QEhKxbD4Crn-i8FFL8F71pwKKd0hgUFy7Je9avIP88xEglEac00BmoY8M1JMkpPFdaSvNGlcZpJp5zDUPuwRs5ocCHj4X/s1753/2021P3%20(8).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1753" data-original-width="1275" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyj2YthGn5GRPoG88-8UOXNbC0kSFL1RJ-e6HFn3hXk7oa4qGnwq0s4gPJ3ATkqK_3zbj_LfyzLuQOXO3r93u659bMHUuI4q9QEhKxbD4Crn-i8FFL8F71pwKKd0hgUFy7Je9avIP88xEglEac00BmoY8M1JMkpPFdaSvNGlcZpJp5zDUPuwRs5ocCHj4X/w466-h640/2021P3%20(8).jpg" width="466" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;">5. OCTAEDRO</div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1eFd2PLKrW2bKhAR588ER8ZVyifBtGjMXSHvAt2kJn_zukz7n3Q2JP_dogq897yZ-5r-Ft0dBk_aU6w2433CbLV8RcWn1VICoLHzJohkH7arXy7gW8spiZbBI7T3isckn7jLXnnDXMl4rP8wL3I55sx57xgH71vmWws7lXOLEEa7jLuhRxDYyt_qkVBzM/s7017/2021P4.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7017" data-original-width="4959" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1eFd2PLKrW2bKhAR588ER8ZVyifBtGjMXSHvAt2kJn_zukz7n3Q2JP_dogq897yZ-5r-Ft0dBk_aU6w2433CbLV8RcWn1VICoLHzJohkH7arXy7gW8spiZbBI7T3isckn7jLXnnDXMl4rP8wL3I55sx57xgH71vmWws7lXOLEEa7jLuhRxDYyt_qkVBzM/w452-h640/2021P4.jpg" width="452" /> </a></div><div class="separator" style="clear: both; text-align: center;"> </div><div class="separator" style="clear: both; text-align: center;">sección principal del octaedro para determinar su altura cuando éste está apoyado en un vértice <br /></div></div><div class="separator" style="clear: both; text-align: center;"><img alt="" height="237" src="data:image/png;base64,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" 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ANDALUCIA 2022. DIÉDRICO. 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font-size: large;">DIÉDRICO </span><span style="font-family: verdana;">CONVOCATORIAS:</span></p><p><a href="https://espaciogeometrico.blogspot.com/2024/01/pevau-andalucia-2023-problema-diedrico.html" style="font-family: verdana;" target="_blank">2023</a><span style="font-family: verdana;"> </span><a href="https://espaciogeometrico.blogspot.com/2024/02/pevau-andalucia-2022-diedrico-problema-1.html" style="font-family: verdana;" target="_blank">2022</a><span style="font-family: verdana;"> </span><a href="https://espaciogeometrico.blogspot.com/2024/03/pevau-andalucia-2021diedrico-problema-1.html" style="font-family: verdana;" target="_blank">2021</a><span style="font-family: verdana;"> </span><a href="https://espaciogeometrico.blogspot.com/2024/03/pevau-andalucia-2020-diedrico-problema-1.html" style="font-family: verdana;" target="_blank">2020</a><span style="font-family: verdana;"> </span><a href="https://espaciogeometrico.blogspot.com/2024/03/pevau-andalucia-2019-diedrico-problema-1.html" style="font-family: verdana;" target="_blank">2019 </a><a href="https://espaciogeometrico.blogspot.com/2024/03/pevau-andalucia-2018-diedrico-problema-1.html" style="font-family: verdana;" target="_blank">2018</a></p><p><br /></p><p><span style="font-family: verdana;">EJERCICIO DE </span><span style="font-family: verdana; font-size: large;">ACOTACIÓN Y NORMALIZACIÓN </span><span style="font-family: verdana;">CONVOCATORIAS:</span></p><p><span style="font-family: verdana;"><a href="https://espaciogeometrico.blogspot.com/2023/10/pevau-andalucia-acotacion-ejercicios-3b.html" target="_blank">ACOTACIÓN Y NORMALIZACIÓN</a></span></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6858068366118461787.post-13506360020703974462024-01-31T04:46:00.000-08:002024-03-08T00:00:32.571-08:00MÉTODOS_EJERCICIOS DIÉDRICO<p> </p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSDXg_cAFQCneZ9OkRtmOVdsVxAW4R7yqY1IEF6vJAj2j5uzJEpcbHa1Xs7Np2adKQ6Nc1sIgM3T7EZRKO_VrkeZM0afJiCWjYRRVpoz5VAS4AXar9yiJQkm4oFD6kqfd4gdim4aAjiz7kuOvGl7JCgewTbL50hQ0TvzIVJUOKW1Cyn7r8t1jFPgDcCjtw/s2339/D%20-%20sistema%20di%C3%A9drico_P%C3%A1gina_24.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2339" data-original-width="1654" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSDXg_cAFQCneZ9OkRtmOVdsVxAW4R7yqY1IEF6vJAj2j5uzJEpcbHa1Xs7Np2adKQ6Nc1sIgM3T7EZRKO_VrkeZM0afJiCWjYRRVpoz5VAS4AXar9yiJQkm4oFD6kqfd4gdim4aAjiz7kuOvGl7JCgewTbL50hQ0TvzIVJUOKW1Cyn7r8t1jFPgDcCjtw/w452-h640/D%20-%20sistema%20di%C3%A9drico_P%C3%A1gina_24.jpg" width="452" /></a></div><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZ6m0Tqh_ASYl6HRnDeJD6os327hLL9bDnhOMknhUTYAOLN_OdDBTtoOTZ2-TxmgDcE51KbzkQaTZg9rQG9lSyNhFXpjjdekCGxNBhTcMDB0KOR0blBP-wMjusLktjRHFM_jyqI2hloHuwo4YEgEY9Dp_OqTH33pAxaeUEzrUkNuLf2mlffSYGL_oiPUMU/s2678/examen%20Metodos%20y%20angulos.jpg" style="margin-left: 1em; 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margin-right: 1em;"><img border="0" data-original-height="2678" data-original-width="1969" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNC3PelNWpbPIwn34cDQ9BuJo2EvnWogQfNaYO8KhbRaMyiamtnNFMotsGdOUpg-yStWNUrQ9OiLAMDpKZPg8UuvYTEPxvYCMDiR9DLbY9CxLh3xVg_JjAFIMkhVFaKpQCMgRfOg7zAyniXwDCExEUl4-vuEfwVyPOygKR8BJ0PgzNxEX5GISnxo_SLTZ4/w294-h400/examen%20Metodos%20y%20angulos2.jpg" width="294" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglfkdSeoLyfELGoyQo_nDP-c_6dVnfQq-iBXU9h1Hx8bcYQ6_7QcXhV14Wgz1IG3GscVUa8YRZTzNfBNouRvmTaDOktcsfqOScVaAScGghayD1ZkxYxB_smIkdCPNPBZfgOg4xNYJb6rk1Vlmmdm1_Y8A931dhISLaP6lm0Zlo1VWYx4eO7oDsjortwY8b/s3508/examen%20Metodos%20y%20angulos2sol%20(1).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3508" data-original-width="2480" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglfkdSeoLyfELGoyQo_nDP-c_6dVnfQq-iBXU9h1Hx8bcYQ6_7QcXhV14Wgz1IG3GscVUa8YRZTzNfBNouRvmTaDOktcsfqOScVaAScGghayD1ZkxYxB_smIkdCPNPBZfgOg4xNYJb6rk1Vlmmdm1_Y8A931dhISLaP6lm0Zlo1VWYx4eO7oDsjortwY8b/w452-h640/examen%20Metodos%20y%20angulos2sol%20(1).jpg" width="452" /></a></div><br /><div class="separator" style="clear: both; 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text-align: center;">para el ejercicio anterior ver: <a href="https://espaciogeometrico.blogspot.com/p/intersecciones-figuras-planas.html" target="_blank">intersección de figuras planas</a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlKC-hkHcrIQphN8m-8MTq_gY8LLRmix3I6ddiQTnaodf2eXwyRmwc3bi1rGaAkG275K_nTVCADf3jsYHzHqGsj3AACNE_vlNHWOTCzjFt8HkOXEbfjNRhG6S-hGjuubD2l7JKomTxSw9UE4STRDCfWFOMb6826ParYPmZ7958IkgU-01NAAEUPqdpUFTG/s2678/examen%20Metodos%20y%20angulos4.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2678" data-original-width="1969" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlKC-hkHcrIQphN8m-8MTq_gY8LLRmix3I6ddiQTnaodf2eXwyRmwc3bi1rGaAkG275K_nTVCADf3jsYHzHqGsj3AACNE_vlNHWOTCzjFt8HkOXEbfjNRhG6S-hGjuubD2l7JKomTxSw9UE4STRDCfWFOMb6826ParYPmZ7958IkgU-01NAAEUPqdpUFTG/w294-h400/examen%20Metodos%20y%20angulos4.jpg" width="294" /></a></div><br /><div class="separator" style="clear: both; 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PROBLEMA DIÉDRICO<div class="separator"><br /></div><p style="text-align: center;">TITULAR A y B</p><p style="text-align: center;"><span>RESERVA A y B</span></p><p style="text-align: center;"><span> SUPLENTE A y B</span></p><p><br /></p><p>TITULAR A: <a href="https://www.mongge.com/es/ejercicios/74815">https://www.mongge.com/es/ejercicios/74815</a></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgx6iTAZJUW9cr2JwBTpkTcTKDzTzt9MGOOGneme__8nfHS5CiLrmGyAUahujGGViZKoW7Lhc53Odr90lLINP7_LRYARQnVnN2G5EHhePk_ceVtJt570pY1Inwb2oQRSIBZtbbJaMxnuyNt-1pNtPzpCXQmEyTYR9Bj0jm1bkNwVv2a8CwGqNroUUZ596jt/s2339/2023_A%20titular_P%C3%A1gina_2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2339" data-original-width="1654" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgx6iTAZJUW9cr2JwBTpkTcTKDzTzt9MGOOGneme__8nfHS5CiLrmGyAUahujGGViZKoW7Lhc53Odr90lLINP7_LRYARQnVnN2G5EHhePk_ceVtJt570pY1Inwb2oQRSIBZtbbJaMxnuyNt-1pNtPzpCXQmEyTYR9Bj0jm1bkNwVv2a8CwGqNroUUZ596jt/w452-h640/2023_A%20titular_P%C3%A1gina_2.jpg" width="452" /></a></div><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRd3isZffdY4anLysOpsPoW_60eAmXqAeLCtn73msJu7E-1RAJCpnR0bR6tpHlZD8o7z3e1TK81fQXgQhoBdeRA02jrUjbjY9sKXFuGUl0Q6uM_KfJdb7dWKxkCgddtVacl4fWqGFvVPljnkZTRwCjegBUHCGM3wS2Ekj73yWMUXLlj3r96sjWVGwJqcPk/s1754/2023_A%20titular_%20sol%20(1).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1754" data-original-width="1240" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRd3isZffdY4anLysOpsPoW_60eAmXqAeLCtn73msJu7E-1RAJCpnR0bR6tpHlZD8o7z3e1TK81fQXgQhoBdeRA02jrUjbjY9sKXFuGUl0Q6uM_KfJdb7dWKxkCgddtVacl4fWqGFvVPljnkZTRwCjegBUHCGM3wS2Ekj73yWMUXLlj3r96sjWVGwJqcPk/w452-h640/2023_A%20titular_%20sol%20(1).jpg" width="452" /></a></div><br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhn0-zyTSze0st_z8qhyphenhyphenYLWHzicz__KGrTMGA405jjRSgqQE8cbTsYK261aLLACfVnOlXNSF8lp0LN_d6iNvFOwJEifJHHH56tcNAUYlAWpa3HQfsfhyphenhyphen7qM-_9djnIIF1rNS_Prt_HGE0_44v23VACKnasMW1krtErL3AWppVDUt0-zhIFFFLlbPj_4aCyf/s2339/2023_B%20titular_P%C3%A1gina_2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2339" data-original-width="1654" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhn0-zyTSze0st_z8qhyphenhyphenYLWHzicz__KGrTMGA405jjRSgqQE8cbTsYK261aLLACfVnOlXNSF8lp0LN_d6iNvFOwJEifJHHH56tcNAUYlAWpa3HQfsfhyphenhyphen7qM-_9djnIIF1rNS_Prt_HGE0_44v23VACKnasMW1krtErL3AWppVDUt0-zhIFFFLlbPj_4aCyf/w451-h640/2023_B%20titular_P%C3%A1gina_2.jpg" width="451" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://www.mongge.com/es/ejercicios/85276">https://www.mongge.com/es/ejercicios/85276<br /></a><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyDDXzIjdnGdg9dfaf2s0pVmmKFfybnPtSi96VQPC-KZfL7C5_nTRXtWLZrucg1G0y2VioWDPKwBgLEamzSychOizlO0EMrniOg4kFvqrEMv92dJ1gaJR6FWrDLogqnogCOja-OXW9bOg_mCpteM1tqsFUzRG7VPJdeYG3T1pErLmlnCeG_QLF6tijTgyO/s3508/20240123124411870_0001.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3508" data-original-width="2480" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyDDXzIjdnGdg9dfaf2s0pVmmKFfybnPtSi96VQPC-KZfL7C5_nTRXtWLZrucg1G0y2VioWDPKwBgLEamzSychOizlO0EMrniOg4kFvqrEMv92dJ1gaJR6FWrDLogqnogCOja-OXW9bOg_mCpteM1tqsFUzRG7VPJdeYG3T1pErLmlnCeG_QLF6tijTgyO/w452-h640/20240123124411870_0001.jpg" width="452" /></a></div><br /><div class="separator" style="clear: both; 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margin-right: 1em;"><img border="0" data-original-height="2339" data-original-width="1654" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpquoH7J5umq9_PkxG36ZG70rJiWtLpdMHUj97fImiiWtZVFv6wDBvqvWLBLjw36BIphhpD9VbM_Kgezr4W1PEG1xy9k03Jxyw3mlBQIB-sWnVBIyta1BoT17gqnc2D94UMMwtu5HpsGR2Egef3P7qf5f4mcfA3JSxuktWSpWFuUe4ySXql4Ca212_0fA1/w452-h640/2023_suplenteA_P%C3%A1gina_2.jpg" width="452" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2-83QO1XCgosv52HkxvFxzb_uBzqHckB-AXhitIlplc6d-XPf7IaWQII-2amzltnrP0OxNZtmWBoID51wRUW56tfF6aCwiTNE7SJ-9xRZkL-oHgFBpK0KJySm2IppU79GwobeeXoR7hpMq68T8NPGAD_1eUQBgcSfynrN1J5ggvlD7VC8f6b6qx9EnAsE/s1753/2023_suplenteA_P%C3%A1gina_2SOL.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1753" data-original-width="1224" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2-83QO1XCgosv52HkxvFxzb_uBzqHckB-AXhitIlplc6d-XPf7IaWQII-2amzltnrP0OxNZtmWBoID51wRUW56tfF6aCwiTNE7SJ-9xRZkL-oHgFBpK0KJySm2IppU79GwobeeXoR7hpMq68T8NPGAD_1eUQBgcSfynrN1J5ggvlD7VC8f6b6qx9EnAsE/w446-h640/2023_suplenteA_P%C3%A1gina_2SOL.jpg" width="446" /></a></div><br /></div><div><br /></div><div style="text-align: center;">El hexágono se ha construido con dos lados perpendiculares a la traza horizontal p del plano</div><div style="text-align: center;"><br /></div><div><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSF54fpSS2UcUp6B16imvxjEy85c6cxoYVX_QZ9sPc-hxUZARJ_xF9bmCwVT5npkQOQSzoDK5HrVAAGtJZ6WyckWhTDiQ0-5_5kjT6kLzkK2qsv0NKE2VFulq0B5ylUjA1NVQp7KlNIMaJ4rUpkU9bsfxDKNsw8fKNSMbjzy5tUfY8FAb_rIQeQCWs6kFl/s2339/2023_suplenteB_P%C3%A1gina_2.jpg" style="margin-left: 1em; 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text-align: center;"><br /></div><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6858068366118461787.post-77520479831017889862023-12-20T00:06:00.000-08:002023-12-20T00:06:15.944-08:00DIRECTRICES Y ORIENTACIONES PARA LA PRUEBA DE ACCESO A LA UNIVERSIDAD. UMA<p> </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://www.juntadeandalucia.es/economiaconocimientoempresasyuniversidad/sguit/examanes_anios_anteriores/selectividad/sel_2022-2023-Orientaciones_dibujo_tecnico.pdf" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img alt="" data-original-height="212" data-original-width="754" height="167" src="https://blogger.googleusercontent.com/img/a/AVvXsEi9H6pXKg6vNpAEGRtcPvOUZjY29Ilj3VtUnM-EL-f2an-uej12xr2UyqVpP1IcNtQkGPgqcRhh52RdPP6RX4hI1tvzb3t1QBkHcAPPur6PuOK_MZEyfOGKs-BKP1prD0CT6gAkZBswhHiW3m6dqQLoIg1_RO7b9i3aVKQrPuDt_1FdAyVbFAu2bbGHFZsZ=w593-h167" width="593" /></a></div><br /><br /><p></p><p><br /></p><p style="text-align: center;"><span style="font-family: verdana; font-size: large;">NOMENCLATURA</span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEipLLgqzPWOSIBWrVBruBcZqD1BcdH5Dx1FMZq_tlx-Z1-t307eSJxcwE3FPHuMD-p3kqSJ2rnHxOX5ondrMU30gIWtQ-4FPBb4FBrkMryWV7sa9SG2jya7g8xZtWpJYRQaDXbWasCH1JUh7CXVPRKiFXgHHCZspxDWarCyYY7w9QHiykOw5ugEhFkEOLuP" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="779" data-original-width="732" height="606" src="https://blogger.googleusercontent.com/img/a/AVvXsEipLLgqzPWOSIBWrVBruBcZqD1BcdH5Dx1FMZq_tlx-Z1-t307eSJxcwE3FPHuMD-p3kqSJ2rnHxOX5ondrMU30gIWtQ-4FPBb4FBrkMryWV7sa9SG2jya7g8xZtWpJYRQaDXbWasCH1JUh7CXVPRKiFXgHHCZspxDWarCyYY7w9QHiykOw5ugEhFkEOLuP=w571-h606" width="571" /></a></div><br /><br /><p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6858068366118461787.post-71071282588812423782023-11-08T11:54:00.003-08:002024-03-08T00:02:00.761-08:00PEvAU ANDALUCIA 2023. BLOQUE B. EJERCICIO 4. NORMALIZACIÓN<p> </p><h4 style="clear: both; text-align: center;"><span style="font-family: verdana; font-size: large;">2023</span></h4><div><span style="font-family: verdana; font-size: large;"><br /></span></div><div><span style="font-family: verdana; font-size: large;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJMJUZekLsWIaKiyxEN325X2bDL1YA3XbcEIiLox9KLPTApng9YLUw1pXOtRkldfd7Mk0qcWwoGT6aIulAgu4Db9dhCyC__8F5tlhTLLqkvEnBjOlTYri6JbY-N-vvmcd13e88MGsLThqVFgiguA_MSj2L_l0zvERRrz0yYcCIzAesy0N1bkheriNMFR6B/s2339/2023_A%20titular_P%C3%A1gina_7.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2339" data-original-width="1654" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJMJUZekLsWIaKiyxEN325X2bDL1YA3XbcEIiLox9KLPTApng9YLUw1pXOtRkldfd7Mk0qcWwoGT6aIulAgu4Db9dhCyC__8F5tlhTLLqkvEnBjOlTYri6JbY-N-vvmcd13e88MGsLThqVFgiguA_MSj2L_l0zvERRrz0yYcCIzAesy0N1bkheriNMFR6B/w226-h320/2023_A%20titular_P%C3%A1gina_7.jpg" width="226" /></a></div><div class="separator" style="clear: both; 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BLOQLE B EJERCICIO 3. NORMALIZACIÓN<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://espaciogeometrico.blogspot.com/2023/11/acotacion-y-normalizacion-pevau.html" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img alt="" data-original-height="121" data-original-width="676" height="116" src="https://blogger.googleusercontent.com/img/a/AVvXsEj8dgChVvPclCfGR_mperAS42jWlcfyd1Gndh0xqyXPZKJ4rE73n9jczWaAxbv6AyFVvhLahVZNKyjTjBGeZciTgT8VEJG0Noa4ls_Y1HUs0nqIox28JXK9nF1iHsKX2OAxgQvbJ9awGn4sZMtvyZ_3IJHebmwWWXxR685ldPx0na5S7ZELN0Lpd5NU9TJ8=w652-h116" width="652" /></a></div><br /><p></p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvUqFwIevcPYmpIdBmKwgeqHk-oZmgNvJrRp9p2CrvE_49k8LCUQiOz1yYseqObj6De3QsOtvUnVALFPiXDSBRnSDSoHQdjxm7LxFv1_jPfXt5jIzppwxQeMOFeqnqSvuuMxjP3K2yysQnkbQx4vfd6ZYXsqf7XNGumSimyJor6HPtS7tlUxzqYlqDn9ef/s2339/2023_A%20titular_P%C3%A1gina_6.jpg" style="margin-left: 1em; 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margin-right: 1em;"><img border="0" data-original-height="2339" data-original-width="1654" height="544" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPKqbelXZfmtm5vCPXix4tJeFUQp6XaL_57itT_LP4zYYYBUuf4qR4XapA8QWjmufkQqG0sHRBKW8huvz2mQvN_zYHLXDTC4rp1NLVJ-Pg-KF_8fABZ6kBThP57iimEbJ0hZ5_CZN2ne-OmFC8X-QSbDlk787br0u28XfwBNoRzAbMspj9WiUXr8ADlqj8/w384-h544/2023_suplenteB_P%C3%A1gina_6.jpg" width="384" /></a></div><br /><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6858068366118461787.post-43554615330116278702023-11-02T12:31:00.004-07:002023-11-05T10:30:51.505-08:00NORMALIZACIÓN ACOTACIÓN. UNE 1-039:94 EQUIVALENTE A ISO 129:1985<p> </p><p><span style="font-family: verdana;">extracto de la PONENCIA 2023 DT. UMA.</span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiyuUUYZ66Lhbdb_Y821IaVmuqnR_x3SIhpwUvzQwhF-UxV4JKANxc2enuYiCV7Chnn5wAYmiTVTwmO6uC51FaTv5ExAF_OjMzSM0o4fKPuDDaMRkZqI2bN-Mo3notDdL28-aIL5BC9x1MHtBVP4iSXySzoORkw2j0DSljIEF_z3ekWf_kjcuMULCfLYTYL" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="120" data-original-width="1422" height="55" src="https://blogger.googleusercontent.com/img/a/AVvXsEiyuUUYZ66Lhbdb_Y821IaVmuqnR_x3SIhpwUvzQwhF-UxV4JKANxc2enuYiCV7Chnn5wAYmiTVTwmO6uC51FaTv5ExAF_OjMzSM0o4fKPuDDaMRkZqI2bN-Mo3notDdL28-aIL5BC9x1MHtBVP4iSXySzoORkw2j0DSljIEF_z3ekWf_kjcuMULCfLYTYL=w645-h55" width="645" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1zugbihBv57KUkUeUaGtfhD0SgtV9mnwi/view?usp=sharing" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img alt="" data-original-height="218" data-original-width="851" height="141" src="https://blogger.googleusercontent.com/img/a/AVvXsEgmKwkexemmFKE22q8_kNTvEEzFolYhXCr7Oo_dxYK8Y48oIQGdH-VdKR8ZipPtgPfBgAEEC7rCR9FdPmAIONzTkfJy2fMsmipRxPV7A53p0d92yQ_CeO7O11K5zsJ_jL-fGZjHIAAmuPAXPTCpnwpPIqjn0a1X0m-jEWQ7yWMBfGozRiWC_DDppSX8EXTY=w552-h141" width="552" /></a></div><br /><div style="text-align: center;"><a href="https://drive.google.com/file/d/1zugbihBv57KUkUeUaGtfhD0SgtV9mnwi/view?usp=sharing">https://drive.google.com/file/d/1zugbihBv57KUkUeUaGtfhD0SgtV9mnwi/view?usp=sharing</a></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1mIvLbWZPt0wdv6heuyiajkdJu2LyvS0F/view?usp=sharing" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img alt="" data-original-height="213" data-original-width="977" height="122" src="https://blogger.googleusercontent.com/img/a/AVvXsEjoIlVwY296OZo2wzofbNUvC2o5Q2g87KP5iQO9lMbjer2W_05e9nVaGDwI_QLfdJGseIybMqDGmyT8j8B8AyhYyJBHEmOz51m6IzhRzQHX951YHbhIhToTNWU3sifh_bpXWrmxR7XT_fsNx_6eTQ-lcWm8KIjvHHeBVac7_pZrEZe5FNThodRemzwEKi0N=w559-h122" width="559" /></a></div><br /><a href="https://drive.google.com/file/d/1mIvLbWZPt0wdv6heuyiajkdJu2LyvS0F/view?usp=sharing">https://drive.google.com/file/d/1mIvLbWZPt0wdv6heuyiajkdJu2LyvS0F/view?usp=sharing</a></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1wbQRqROdqb8Ed8Ej6qqGTsVdmxKW6qFV/view?usp=sharing" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img alt="" data-original-height="405" data-original-width="435" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEjnapd7eLkEVxmvf4iqHhd86xCgtI3UMRV3e5tSImbe8rb7p38FH-YthLn4cxhYM1axIgLH-xyoZtPto9bdsiBDwZKGVNTIDZaTjWlBm-VzWG9gpAUn_97lQ3BfphxOsCCDTLkKKLSEk53BI-FRPiLbMB0uQAYa-BlaWM6KV4fPHn_y_ma00zsslOxdszE_" width="258" /></a></div></div><p></p><div style="text-align: center;"><a href="https://drive.google.com/file/d/1wbQRqROdqb8Ed8Ej6qqGTsVdmxKW6qFV/view?usp=sharing" target="_blank">basado en la norma anterior</a> UNE 1-039-94 y UNE 1-032-82</div><div style="text-align: center;"><div><br /></div><br /></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6858068366118461787.post-314527157156207942023-11-02T12:11:00.007-07:002024-03-08T00:02:32.982-08:00NORMALIZACIÓN ACOTACIÓN. UNE-EN ISO 129-1:2019<p><br /></p><p><br /></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1TQBN4cUSVR_RXJ6I-jq7Ma6DRkDIDccK/view?usp=sharing" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img alt="" data-original-height="628" data-original-width="1021" height="295" src="https://blogger.googleusercontent.com/img/a/AVvXsEjx6RTSb6cmv4ymzf0tC7-kWmy5ytdY6WizyYB-EVpr2XaiAovDEc1BQg0UZWQzpDbCEm5V9Qhbi3X0zFvY3slxx8Ni-3tOPXl6aMquyuHyWzn4iA1xIwPkzPeGV73XIiSOp5pKFvOX4XeaTXPAFDBsumwo1Oji-Pn-vN7ysm0k1Cc1tX37wHyNY7qspa_e=w479-h295" width="479" /></a></div><br /><div style="text-align: center;"> <a href="https://drive.google.com/file/d/1TQBN4cUSVR_RXJ6I-jq7Ma6DRkDIDccK/view?usp=sharing">https://drive.google.com/file/d/1TQBN4cUSVR_RXJ6I-jq7Ma6DRkDIDccK/view?usp=sharing</a></div><p></p><p style="text-align: center;"><br /></p><p><br /></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://www.youtube.com/watch?v=9g8MBWDX7Bg" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img alt="" data-original-height="876" data-original-width="1187" height="308" src="https://blogger.googleusercontent.com/img/a/AVvXsEgmjF0TOEa1zJrGVb6IU-irkou0wBnAVH2N8goe4R6_nIPjVQmmKhXWPMEQz5q3iNKdjFVdBRfYrWIwR9gyqeP7EJoLrhHbBizI640q7M9HgF-PSWt7arWX9GR3eA4SS_zEdU1Lilo5KbWKeAFyxWsEUSzU1EIM1P_wTH5hm2R7P4wp4Cy_PCfaUQU1Nbub=w418-h308" width="418" /></a></div><div style="text-align: center;"><a href="https://www.youtube.com/watch?v=9g8MBWDX7Bg">https://www.youtube.com/watch?v=9g8MBWDX7Bg</a></div><div style="text-align: center;"><br /></div><p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6858068366118461787.post-82239932354607956992023-10-25T09:28:00.006-07:002024-03-08T00:02:55.211-08:00PEvAU ANDALUCÍA 2022. BLOQUE B. EJERCICIO 3. NORMALIZACIÓN<p></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEh8nT_xm68R1_HmOtgZhday4iocWPdP67iH3e6ViRnQgvS86VNU33_LrwF8EO_lgQj-ioY_ooBHlX3AhOi5cLfb70MjdlCWdwctfS2i-wegk7UoC-M0nFsouGjB_tEJZbfqe5ELZdwi6WCa4MFtKN3SQDZc3q0TaSr09qL0xPMOqVtAdLXkBk7RLwGtIYPS" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="162" data-original-width="842" height="98" src="https://blogger.googleusercontent.com/img/a/AVvXsEh8nT_xm68R1_HmOtgZhday4iocWPdP67iH3e6ViRnQgvS86VNU33_LrwF8EO_lgQj-ioY_ooBHlX3AhOi5cLfb70MjdlCWdwctfS2i-wegk7UoC-M0nFsouGjB_tEJZbfqe5ELZdwi6WCa4MFtKN3SQDZc3q0TaSr09qL0xPMOqVtAdLXkBk7RLwGtIYPS=w505-h98" width="505" /></a></div><br /><br /></div><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgT0LNHeVB1oAjbbbFl0UrUP6B30iNOZtmR1LRnOlEefT94YvoD9DHExCKAPlzq_Tvp-B_gMjC11X5FV_KtJD2pgcYnDYiR9SH2rDc0Un8gDeG2XbEeCYY_uHRi3i9KBmHJEzm3LQuReRQibAP2Rnc5HV6ken6MXwkzenU0VgekRiZ5di8rPPadb04N7w86/s1753/2022%20JUNIO%20(6).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1753" data-original-width="1239" height="481" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgT0LNHeVB1oAjbbbFl0UrUP6B30iNOZtmR1LRnOlEefT94YvoD9DHExCKAPlzq_Tvp-B_gMjC11X5FV_KtJD2pgcYnDYiR9SH2rDc0Un8gDeG2XbEeCYY_uHRi3i9KBmHJEzm3LQuReRQibAP2Rnc5HV6ken6MXwkzenU0VgekRiZ5di8rPPadb04N7w86/w340-h481/2022%20JUNIO%20(6).jpg" width="340" /></a></div></div></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8HYxIbu7m9ydaswxCvyNDoYcOAHyHghuel2qzTZAsViJUNW6DYSzO1P8pxhGHcGgJDk-ApOrbhqf5646RB8rnR3sXKH3nRz5xLm6SYcbsMN1hk8io-JtNG4j_qqF0QXEju5OiMvdsK3QqRVOOTzfgDcQV2veoWJyOYQYfpl6Hyp1CWDoA8Q0OxM4EAotE/s7017/2022%20JUNIO%20extraordinaria%20(6).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7017" data-original-width="4961" height="503" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8HYxIbu7m9ydaswxCvyNDoYcOAHyHghuel2qzTZAsViJUNW6DYSzO1P8pxhGHcGgJDk-ApOrbhqf5646RB8rnR3sXKH3nRz5xLm6SYcbsMN1hk8io-JtNG4j_qqF0QXEju5OiMvdsK3QqRVOOTzfgDcQV2veoWJyOYQYfpl6Hyp1CWDoA8Q0OxM4EAotE/w355-h503/2022%20JUNIO%20extraordinaria%20(6).jpg" width="355" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTCJTYAXk2YTWiNn6-7-CGDeFJfC-UgF3FitHoydGcdpuBTpD5e8GXNuQYr8H8eiaHH_H20qNA26I9s2kjbDMIYR7e7it5s_b8RiZDuyrLLCeoQBgkWoDwFpzDxkb5eZJREWaWWKOVPm5-j0ZBFN7I4sgN2olFcQayB_ikxrY30_gZbnaQyM6owktC7ft-/s2339/DIBUJO-EXTRA-RESERVA-EXAMEN_P%C3%A1gina_6.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2339" data-original-width="1654" height="511" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTCJTYAXk2YTWiNn6-7-CGDeFJfC-UgF3FitHoydGcdpuBTpD5e8GXNuQYr8H8eiaHH_H20qNA26I9s2kjbDMIYR7e7it5s_b8RiZDuyrLLCeoQBgkWoDwFpzDxkb5eZJREWaWWKOVPm5-j0ZBFN7I4sgN2olFcQayB_ikxrY30_gZbnaQyM6owktC7ft-/w361-h511/DIBUJO-EXTRA-RESERVA-EXAMEN_P%C3%A1gina_6.jpg" width="361" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIY7YzT5a2P4XjvfGHC1QeDaY7BaNCtbSyryiEmjHsXQeJE3mUY77y24lpCe5ENcgyrbUnaQHvVIf47rdGPmuz8jExidUwcP2VH9BwlZZv13P2vxcocxHA8qTe94ZQ4N3jGJ5Q-4zCQZqqDrW85sMEN4zu2lN12A2XwOeQCUc0N1KuRbnuP11UiOuNlc0Q/s2339/DIBUJO-EXTRA-SUPLENTE-EXAMEN_P%C3%A1gina_6.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2339" data-original-width="1654" height="522" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIY7YzT5a2P4XjvfGHC1QeDaY7BaNCtbSyryiEmjHsXQeJE3mUY77y24lpCe5ENcgyrbUnaQHvVIf47rdGPmuz8jExidUwcP2VH9BwlZZv13P2vxcocxHA8qTe94ZQ4N3jGJ5Q-4zCQZqqDrW85sMEN4zu2lN12A2XwOeQCUc0N1KuRbnuP11UiOuNlc0Q/w369-h522/DIBUJO-EXTRA-SUPLENTE-EXAMEN_P%C3%A1gina_6.jpg" width="369" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-PPx_STq0Ao13-eBZhBLojnuX3pqi3SkVDQLqa7Z2SeCj5hoZjqIDJE3Gmfm8h7DDZOBDTE1ou7KcZeibKLInVSjVytGe0JPKdWiLXHcE5sQYRRTe1TQvDWhOta31wVoTA0aq-spsZGbex1YzQZNOF8UXQ4q1qlUpL_Ohd-kUyaTWDi3WwhnmWOezMtUC/s2339/DIBUJO-ORD-RESERVA-EXAMEN_P%C3%A1gina_6.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2339" data-original-width="1654" height="514" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-PPx_STq0Ao13-eBZhBLojnuX3pqi3SkVDQLqa7Z2SeCj5hoZjqIDJE3Gmfm8h7DDZOBDTE1ou7KcZeibKLInVSjVytGe0JPKdWiLXHcE5sQYRRTe1TQvDWhOta31wVoTA0aq-spsZGbex1YzQZNOF8UXQ4q1qlUpL_Ohd-kUyaTWDi3WwhnmWOezMtUC/w363-h514/DIBUJO-ORD-RESERVA-EXAMEN_P%C3%A1gina_6.jpg" width="363" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvDJzzPREOTW-mFWusK5Sc72fRbWg2AGC5F23ssEjJsg3CYuPid2o58YZRLL3b51lzmiqgRbUUQR9xyVpXekhnL30Ugs8e4Dgjz2WvnPm20GaqKEYfm23mfg5cCQlP161MNLlQmbpHtzgFinaaCwtkuGq9UJimAkQuWCd15fscLCa2gNd0R7zxKYtfqe8u/s2339/DIBUJO-ORD-SUPLENTE-EXAMEN_P%C3%A1gina_6.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2339" data-original-width="1654" height="462" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvDJzzPREOTW-mFWusK5Sc72fRbWg2AGC5F23ssEjJsg3CYuPid2o58YZRLL3b51lzmiqgRbUUQR9xyVpXekhnL30Ugs8e4Dgjz2WvnPm20GaqKEYfm23mfg5cCQlP161MNLlQmbpHtzgFinaaCwtkuGq9UJimAkQuWCd15fscLCa2gNd0R7zxKYtfqe8u/w326-h462/DIBUJO-ORD-SUPLENTE-EXAMEN_P%C3%A1gina_6.jpg" width="326" /></a></div><br /> <p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6858068366118461787.post-12454723800820122742023-10-25T07:30:00.002-07:002024-03-08T00:03:10.418-08:00ACOTACIÓN Y NORMALIZACIÓN. PEVAU ANDALUCÍA 2021. bloque B ejercicio 3<p></p><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjor_zPxAWzYc27icpwK5nGbfSApYTGCtvw4h_GIT7-SB9wpDVBPLh8i1HqHhtZDsa4f5QpgBk6S-xNXuee-frXgErikZMnBa3lp9SibRTo8eU6JJwiNRwNdKYeeKjOFf_zS5rGEmxOlboY393iAaRC9742f7kc5Fcm_DZh-QNFBpOXfZhwBumqbONQlnrN" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="115" data-original-width="505" height="106" src="https://blogger.googleusercontent.com/img/a/AVvXsEjor_zPxAWzYc27icpwK5nGbfSApYTGCtvw4h_GIT7-SB9wpDVBPLh8i1HqHhtZDsa4f5QpgBk6S-xNXuee-frXgErikZMnBa3lp9SibRTo8eU6JJwiNRwNdKYeeKjOFf_zS5rGEmxOlboY393iAaRC9742f7kc5Fcm_DZh-QNFBpOXfZhwBumqbONQlnrN=w467-h106" width="467" /></a></div><br /><br /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"> figura1. convocatoria de julio</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6vhKlibvsFHEPqf03Xa7aqV2sx5kQ4Ly2ahpZ4NlSRO2NERndfkBbnRUqARmnu1jNEow1wub1qpnWUzgfAlAEkYswmVYl_z2L8SqNBo-HbmYrywLte5Q4RleBIXI5nBsn6PMYkUrdf-0xvmb-luNkw-eYLkim88HyO7xHfoqsoL3fmhQcPY184_FLpCOT/s7017/JULIO%202021_5%20(1).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7017" data-original-width="4959" height="521" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6vhKlibvsFHEPqf03Xa7aqV2sx5kQ4Ly2ahpZ4NlSRO2NERndfkBbnRUqARmnu1jNEow1wub1qpnWUzgfAlAEkYswmVYl_z2L8SqNBo-HbmYrywLte5Q4RleBIXI5nBsn6PMYkUrdf-0xvmb-luNkw-eYLkim88HyO7xHfoqsoL3fmhQcPY184_FLpCOT/w368-h521/JULIO%202021_5%20(1).jpg" width="368" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJUDDqS_ECPTezOjeJBsfpXlvXI3pf-g0R3iiqE5uj15LqmOfNdyzCXziKaP2vGpRJbfFhrgTHUn0gtp2Mse9T_pZg1sznep_HvyXml5qAEpMy7i36RgkfUyYIRBPQ38RcZUfWsIHUsyu1ky64SPDl0elI2AkPD8nvEt9zSYX7xBzkov4r5yM_9q_5IDUJ/s7017/JULIO%202021_5%20(2).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7017" data-original-width="4959" height="526" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJUDDqS_ECPTezOjeJBsfpXlvXI3pf-g0R3iiqE5uj15LqmOfNdyzCXziKaP2vGpRJbfFhrgTHUn0gtp2Mse9T_pZg1sznep_HvyXml5qAEpMy7i36RgkfUyYIRBPQ38RcZUfWsIHUsyu1ky64SPDl0elI2AkPD8nvEt9zSYX7xBzkov4r5yM_9q_5IDUJ/w372-h526/JULIO%202021_5%20(2).jpg" width="372" /></a></div><div class="separator" style="clear: both; text-align: center;">figura 2. convocatoria de junio</div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNQsx6vCXsLX604pCAwMsOXjwS3dS3lqepLyaUY6RTw5wcx6WF1bUcMzNpzlqaYcHNd_eo4GOLWLDf_A9_Ln2Hvaxf2TP7wxV1cfuCtgqOJmVRoYQ60-N3a1Y5_rfgfYMTtV5eFKw1V5xOOx5zohPcN-LxWoaghS5q44WHL006OuliJ5GfBs9PC14dRNGS/s7017/JUNIO%202021_5%20(1).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7017" data-original-width="4959" height="537" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNQsx6vCXsLX604pCAwMsOXjwS3dS3lqepLyaUY6RTw5wcx6WF1bUcMzNpzlqaYcHNd_eo4GOLWLDf_A9_Ln2Hvaxf2TP7wxV1cfuCtgqOJmVRoYQ60-N3a1Y5_rfgfYMTtV5eFKw1V5xOOx5zohPcN-LxWoaghS5q44WHL006OuliJ5GfBs9PC14dRNGS/w379-h537/JUNIO%202021_5%20(1).jpg" width="379" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJgG_OmHVm_sTZr6p6C-q81fKyJv0WJEuL9DMjjUMMg5E_EgWMxxU5aqa2VdQ_m0z24dzB-XPa1MGSsuWc0pTIulOM3igPOCEu8qkYlrb2GD_EEghllzuv9MTErT4rVZATNHtOTAe1JA_7SwZYWjRyjTsRlvkZ_B-nnnn_1t1U-wRMCFq_E9CniMjHvJ-K/s7017/JUNIO%202021_5%20(2).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7017" data-original-width="4959" height="530" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJgG_OmHVm_sTZr6p6C-q81fKyJv0WJEuL9DMjjUMMg5E_EgWMxxU5aqa2VdQ_m0z24dzB-XPa1MGSsuWc0pTIulOM3igPOCEu8qkYlrb2GD_EEghllzuv9MTErT4rVZATNHtOTAe1JA_7SwZYWjRyjTsRlvkZ_B-nnnn_1t1U-wRMCFq_E9CniMjHvJ-K/w374-h530/JUNIO%202021_5%20(2).jpg" width="374" /></a></div><div class="separator" style="clear: both; text-align: center;">figura 3</div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiydBvxw8WbZcMtRsJdo86v_3dDBHR710QV23ozVL7_EligmXferIzMRbHC0tNpVTi0Uuo5sVXopybGZP0c_1_YJETQ8rGH-osw7-0QBThvq1minTHLKrTdCGDfTKmrfpF7oADKYlS4m12naUCeOnJl2x4hfbadpTGUyPde-8jIhNJXT1Z71xm8xBBAqtEe/s7017/P2_P%C3%A1gina_6.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7017" data-original-width="4959" height="522" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiydBvxw8WbZcMtRsJdo86v_3dDBHR710QV23ozVL7_EligmXferIzMRbHC0tNpVTi0Uuo5sVXopybGZP0c_1_YJETQ8rGH-osw7-0QBThvq1minTHLKrTdCGDfTKmrfpF7oADKYlS4m12naUCeOnJl2x4hfbadpTGUyPde-8jIhNJXT1Z71xm8xBBAqtEe/w369-h522/P2_P%C3%A1gina_6.jpg" width="369" /></a></div><div class="separator" style="clear: both; text-align: center;">figura 4</div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRxNhFc5esT6IufdXZEl4oGZk4rA_Q_Y7yr04RfLW2M8XNo4xyE9redpMhPgNDK7mQsM55Wgjkd9tM0s19caRc3-L6vHg2EBc00PtSrnabarifYjKD0NcFD74Eyl1i_hzuEe2eDCHwGwMWDgGYUiBFoD4RtlKVPUMM_sIaIYcqvxTfvcbpBo_R8OHoYzSk/s7017/P3_P%C3%A1gina_6.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7017" data-original-width="4959" height="508" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRxNhFc5esT6IufdXZEl4oGZk4rA_Q_Y7yr04RfLW2M8XNo4xyE9redpMhPgNDK7mQsM55Wgjkd9tM0s19caRc3-L6vHg2EBc00PtSrnabarifYjKD0NcFD74Eyl1i_hzuEe2eDCHwGwMWDgGYUiBFoD4RtlKVPUMM_sIaIYcqvxTfvcbpBo_R8OHoYzSk/w359-h508/P3_P%C3%A1gina_6.jpg" width="359" /></a></div><div class="separator" style="clear: both; text-align: center;">figura 5</div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwV88BXOH3R8lT19dLPzUmEytooK393Y3akwUhcVQtqsu33d06JowqJmLFaNyNtRgpEE7mzDsEKTEpJOL10L_S-7PBjsAtT7cygaX3dw6oxapfnfqsFytO13D5tdEV95YavhGcyBtDBftTQQmei_Qs7Dur5ofHvSooXmmTcRslDTadz9V45xAJg1urc4ET/s7017/P4_P%C3%A1gina_6.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7017" data-original-width="4959" height="519" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwV88BXOH3R8lT19dLPzUmEytooK393Y3akwUhcVQtqsu33d06JowqJmLFaNyNtRgpEE7mzDsEKTEpJOL10L_S-7PBjsAtT7cygaX3dw6oxapfnfqsFytO13D5tdEV95YavhGcyBtDBftTQQmei_Qs7Dur5ofHvSooXmmTcRslDTadz9V45xAJg1urc4ET/w367-h519/P4_P%C3%A1gina_6.jpg" width="367" /></a></div><div class="separator" style="clear: both; text-align: center;">figura 6</div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimQvLUDgt4UPG2G8tf9DoM4St_HCwujf6pSIXD2p22nLCDzLLSjw5YgxkwB2gI1mAUgW0U-3mthZ0pl1KJvDbRR3FOkWYNMHjuWrQJZN4XWDb9tKL4-_W-ya3YJa_S5LGDqv4EMXHKpLxLhVcqgVouW4tvCi6mxzopxs2EXey6C1jc_73tymYtrB2LRH-u/s7017/P5_P%C3%A1gina_6.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="7017" data-original-width="4959" height="568" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimQvLUDgt4UPG2G8tf9DoM4St_HCwujf6pSIXD2p22nLCDzLLSjw5YgxkwB2gI1mAUgW0U-3mthZ0pl1KJvDbRR3FOkWYNMHjuWrQJZN4XWDb9tKL4-_W-ya3YJa_S5LGDqv4EMXHKpLxLhVcqgVouW4tvCi6mxzopxs2EXey6C1jc_73tymYtrB2LRH-u/w401-h568/P5_P%C3%A1gina_6.jpg" width="401" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6858068366118461787.post-75937567094059257172023-10-25T01:45:00.011-07:002024-03-08T00:03:29.331-08:00PEvAU ANDALUCÍA. BLOQUE B. 3. NORMALIZACIÓN.<p><span style="font-family: verdana;"><a href="https://espaciogeometrico.blogspot.com/2023/11/acotacion-y-normalizacion-pevau.html" target="_blank">PEvAU 2023</a></span></p><p><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgmI43r_0dvh-FMT5V6l0zj85vn2lieCy-ch-5xym4E2-Z9Jm7A2juJzNFwh-PWeDC-11iBdeqXkkehMG02LccScZtGdg-IiLL21Zvpud6Csdyi1BjC1MNBskx1CZbcrQdrWlUHkcF-1l0V1PAPGJB_wWxh-AeO9R9Q-WkaDsDAj_fH7RAm65rH0--qYMat" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="121" data-original-width="676" height="118" src="https://blogger.googleusercontent.com/img/a/AVvXsEgmI43r_0dvh-FMT5V6l0zj85vn2lieCy-ch-5xym4E2-Z9Jm7A2juJzNFwh-PWeDC-11iBdeqXkkehMG02LccScZtGdg-IiLL21Zvpud6Csdyi1BjC1MNBskx1CZbcrQdrWlUHkcF-1l0V1PAPGJB_wWxh-AeO9R9Q-WkaDsDAj_fH7RAm65rH0--qYMat=w663-h118" width="663" /></a></span></div><span style="font-family: verdana;"><br /><br /></span><p></p><p><span style="font-family: verdana;"><a href="https://espaciogeometrico.blogspot.com/2023/10/acotacion-y-normalizacion-pevau_25.html" target="_blank">PEvAU 2022<br /></a></span></p><p><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://espaciogeometrico.blogspot.com/2023/10/acotacion-y-normalizacion-pevau_25.html" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img alt="" data-original-height="97" data-original-width="490" height="111" src="https://blogger.googleusercontent.com/img/a/AVvXsEjNBg0U0StnKgeMhaquBvRYpS4Ox83qz-brxPHzWef1-dV922PgypG1WPyQNv1xRbTxT2ur7d_HdXPZb7bBT4UBlwAg92a5AVsOUzjiFRK6VSYeFZcQC7V1E90KpO-G3aKjidQULrR35LFNW46mlKr5-k4L3E1_KuKKf3O0jpeDk3BYj0KwkdG9tuagnkMv=w566-h111" width="566" /></a></span></div><span style="font-family: verdana;"><br /><br /></span><p></p><p><span style="font-family: verdana;"><a href="https://espaciogeometrico.blogspot.com/2023/10/acotacion-y-normalizacion-pevau.html" target="_blank">PEvAU 2021</a> </span></p><p><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://espaciogeometrico.blogspot.com/2023/10/acotacion-y-normalizacion-pevau.html" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img alt="" data-original-height="115" data-original-width="505" height="135" src="https://blogger.googleusercontent.com/img/a/AVvXsEg72UK65hvP2qBM2NYgBr1TebrlQAQshBcWLciA52zF1OFkAJrIc0JnZegbBU8sGGjNh4tQcicySV2Jy3czIXKSWQ_kn1RkFdgaeF_MtDmuCok4XHN8WD5Q2cI32GbvwRi71pba3mFj6PezDZ-9TDHw0-DGlywiiTf5rs9UO5R-5CpgDWg4EUE9kTXAD5D_=w592-h135" width="592" /></a></span></div><span style="font-family: verdana;"><br /><br /></span></div><span style="font-family: verdana;"><br /><br /></span><p></p><p><span style="font-family: verdana;">PEvAU 2020</span></p><p><span style="font-family: verdana;">PEvAU 2019</span></p><p><span style="font-family: verdana;">PEvAU 2018</span></p><p><span style="font-family: verdana;">PEvAU 2017</span></p><p><span style="font-family: verdana;">PEvAU 2016</span><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6858068366118461787.post-55952988982216981522023-09-24T11:21:00.002-07:002023-09-24T11:21:47.994-07:00DISEÑO DE LA PRUEBA DE DIBUJO TÉCNICO. ANDALUCIA<p><span style="color: #6fa8dc; font-family: Arial, sans-serif;"><span style="font-size: 16px; white-space-collapse: preserve;"><a href="https://docs.google.com/presentation/d/1zEYj8n4cMwiRcct0dy45XTPPiOq3WYxn/edit#slide=id.p18" target="_blank">PONENCIA 2023</a></span></span></p><p><span style="color: #6fa8dc; font-family: Arial, sans-serif;"><a href="https://egai.ugr.es/informacion/documentos/acceso-uni-selectividad/pruebas" target="_blank">EXAMENES DIBUJO TÉCNICO</a> </span><span style="color: #cfe2f3; font-family: Arial, sans-serif;">años 2004-2021</span></p><p><span style="color: #cfe2f3; font-family: Arial, sans-serif;"><br /></span></p><p><span style="font-family: Arial, sans-serif; font-size: 12pt; white-space-collapse: preserve;"><span style="color: #cfe2f3;">El examen constará de 2 Partes denominadas (Bloque A y B)</span></span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; font-family: Arial, sans-serif; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="color: #cfe2f3;">En cada bloque se plantearán varias preguntas de cada uno de los bloques de contenidos de la asignatura, de las que deberá responder al número que se indica en cada uno. </span></span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: #cfe2f3;"><span style="background-color: transparent; font-family: Arial, sans-serif; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br /></span></span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: #cfe2f3;"><span style="background-color: transparent; font-family: Arial, sans-serif; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Para alcanzar la puntuación máxima se deberá responder a: </span></span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="font-size: medium;"><span style="color: #cfe2f3; font-family: Arial, sans-serif; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;">Un problema + Dos ejercicios</span><span style="color: #cfe2f3; font-family: Arial, sans-serif; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space-collapse: preserve;">. </span></span><span style="color: #cfe2f3;"><span style="background-color: transparent; font-family: Arial, sans-serif; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span></span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="background-color: transparent; font-family: Arial, sans-serif; font-size: 10pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="color: #cfe2f3;"><br /></span></span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="background-color: transparent; font-family: Arial, sans-serif; font-size: 10pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="color: #cfe2f3;">(Para la realización de la prueba se resolverá exclusivamente un problema y dos ejercicios de los propuestos elegidos por el alumnado).</span></span></p><div><img height="364" src="https://lh5.googleusercontent.com/Uur8D56ohO5IWiFTqADe30SrQXfP5DpDxlL4yFxMf36hjvDBRvAg7Y2NfD9JwUaidzCczC3TB-PFAud7M56RKe_3ho_Su4_zcdjSD2j5Fr97THaVsdG8Wu7BjLdU2GV8C03BGFVhOFSqnmUm7r3B4A=w622-h364" width="622" /></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6858068366118461787.post-22853225756681604632023-09-18T11:55:00.003-07:002023-09-18T11:55:43.743-07:00CONTENIDOS DIBUJO TÉCNICO I y II<p> </p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgafs_5kPp6Jbdmg-fqXzc4Q60RIHK7SyzfeGVvEpOeDK64SFTY_qSpLLqMKlZ0TQoBrC5RBzj8lo_nBDCUreDhJ4HXi1Nui43slV_5wzJjb00Y3wXWzdTyZUDDN8ShjT6LgtNf7QgIOlhzg6WMoW7Zz_UksfQPbYc597yb3S0n4gvqwdKy8jYyQRyepu7y" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="258" data-original-width="1131" height="128" src="https://blogger.googleusercontent.com/img/a/AVvXsEgafs_5kPp6Jbdmg-fqXzc4Q60RIHK7SyzfeGVvEpOeDK64SFTY_qSpLLqMKlZ0TQoBrC5RBzj8lo_nBDCUreDhJ4HXi1Nui43slV_5wzJjb00Y3wXWzdTyZUDDN8ShjT6LgtNf7QgIOlhzg6WMoW7Zz_UksfQPbYc597yb3S0n4gvqwdKy8jYyQRyepu7y=w558-h128" width="558" /></a></div><br /><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhD6f6_prWj5QfGchdnhtg98MDt4XYjsi2bJhPONbL6e6i2K7HNo5DcghjngyQXuguo48Lr-3ePVs34R4d4D4iwEwzN6tNKBuD1sbw8YmgRIBZ1P0xwAXWB0jgGfleuPaHGyWQ1Dze9FzJZw8-PxUkitvxrkA2WhSYbf7GHCdeNZcrJTJPbXGLOk1V1-xSl" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="742" data-original-width="1154" height="388" src="https://blogger.googleusercontent.com/img/a/AVvXsEhD6f6_prWj5QfGchdnhtg98MDt4XYjsi2bJhPONbL6e6i2K7HNo5DcghjngyQXuguo48Lr-3ePVs34R4d4D4iwEwzN6tNKBuD1sbw8YmgRIBZ1P0xwAXWB0jgGfleuPaHGyWQ1Dze9FzJZw8-PxUkitvxrkA2WhSYbf7GHCdeNZcrJTJPbXGLOk1V1-xSl=w603-h388" width="603" /></a></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEihlA5JUW-rR7c0UnSvk6Bsci7QrKKGVGGlv_208TA34YprqL5cCQ3B04RcqDa8Lvh7Y762bNjMVvVan6T-vWh2pnaTFyF7gQKVCgYAsAiWlBcDYPeRrvet7SCYkbsqlVYEsqLkumAYRwt6eaL7m4t2aCVulBjXg-1x5IHQM8E0JG2c-2_sBeAxHYTUjb7u" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="814" data-original-width="666" height="724" src="https://blogger.googleusercontent.com/img/a/AVvXsEihlA5JUW-rR7c0UnSvk6Bsci7QrKKGVGGlv_208TA34YprqL5cCQ3B04RcqDa8Lvh7Y762bNjMVvVan6T-vWh2pnaTFyF7gQKVCgYAsAiWlBcDYPeRrvet7SCYkbsqlVYEsqLkumAYRwt6eaL7m4t2aCVulBjXg-1x5IHQM8E0JG2c-2_sBeAxHYTUjb7u=w592-h724" width="592" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEj9hgsS4bw4Q6dOlmX1GIeNXMynSrmX9UzUorXnIy8xsQsa27uB3yi5QVy25LEj3gOTuAVVcApijhZWKZGZmi_ERDDdq_2EnVX8dZrFP1vkmlSzDhcEqFEL1gAH6DNAOiTqBVpVSJ4L1PoDtUBhUTplyNCZKzWbH7trVN-3FZcTZmwToe42noeyW3Rhaj1R" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="602" data-original-width="1273" height="271" src="https://blogger.googleusercontent.com/img/a/AVvXsEj9hgsS4bw4Q6dOlmX1GIeNXMynSrmX9UzUorXnIy8xsQsa27uB3yi5QVy25LEj3gOTuAVVcApijhZWKZGZmi_ERDDdq_2EnVX8dZrFP1vkmlSzDhcEqFEL1gAH6DNAOiTqBVpVSJ4L1PoDtUBhUTplyNCZKzWbH7trVN-3FZcTZmwToe42noeyW3Rhaj1R=w574-h271" width="574" /></a></div><br /><br /><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6858068366118461787.post-66166959192095255372023-05-26T01:45:00.003-07:002023-05-26T01:45:41.380-07:00DE DIÉDRICO A AXONOMÉTRICO. NIVEL BÁSICO<p><a href="http://www.educacionplastica.net/zirkel/pieza_iso_00.html " target="_blank">http://www.educacionplastica.net/zirkel/pieza_iso_00.html </a></p><p><a href="http://www.educacionplastica.net/zirkel/pieza_iso2_00.html">http://www.educacionplastica.net/zirkel/pieza_iso2_00.html</a></p><p><a href="http://www.educacionplastica.net/zirkel/pieza_iso3_00.html">http://www.educacionplastica.net/zirkel/pieza_iso3_00.html</a></p><p><a href="http://www.educacionplastica.net/zirkel/pieza_eje_iso_vistas.html" target="_blank">http://www.educacionplastica.net/zirkel/pieza_eje_iso_vistas.html</a></p><p><a href="http://www.educacionplastica.net/pdfs/vistas_iso1.pdf" target="_blank">http://www.educacionplastica.net/pdfs/vistas_iso1.pdf</a></p><p><br /></p><p></p><div class="separator" style="clear: both; text-align: left;"><a href="http://www.educacionplastica.net/MenuIso.htm" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img alt="" data-original-height="613" data-original-width="1215" height="249" src="https://blogger.googleusercontent.com/img/a/AVvXsEjpg2h3YAjKYZx5Kp5pRqXhkCVuPABEFobxHH678zJgPycbU893m2fiyEA0Ds0ZtvbnKyDY9muXPZgZ4YrRkV4RECoRkcUI_tdX6QsQHFu9dfmX6DplKAzjPU3fkh2Cj7OQ2ZboILdv3wDcc3Xai7g2JVFVsQrLMd-IDSmelFM3B0j2l7Rzb6_bjZZmGA=w495-h249" width="495" /></a></div><br /><br /><p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6858068366118461787.post-81521865682177258852023-05-24T09:13:00.005-07:002023-05-24T09:20:07.188-07:00DE DIÉDRICO A AXONOMÉTRICO 2<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg615HAXF95Duyq3nlXF2izc0-IUEeepEIB7EDJ05m1fPUE7mxhq13L0lipNwnXvstPBbUBCv5HaSS-9gjzcU2xCKIFap8D0OFsqh0NqYwUzImkDAZ-psgEqmckx0NfxxWxZDtgXv0Pfl1oxzNtgPugl7Mdn9S4DgxNxJvK-H-L4KJAxbx_xlU93az36A/s2316/2%20DE%20DI%C3%89DRICO%20A%20AXONOM%C3%89TRICO%201.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2316" data-original-width="1654" height="635" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg615HAXF95Duyq3nlXF2izc0-IUEeepEIB7EDJ05m1fPUE7mxhq13L0lipNwnXvstPBbUBCv5HaSS-9gjzcU2xCKIFap8D0OFsqh0NqYwUzImkDAZ-psgEqmckx0NfxxWxZDtgXv0Pfl1oxzNtgPugl7Mdn9S4DgxNxJvK-H-L4KJAxbx_xlU93az36A/w454-h635/2%20DE%20DI%C3%89DRICO%20A%20AXONOM%C3%89TRICO%201.jpg" width="454" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6858068366118461787.post-28082495772015249832023-05-24T08:51:00.003-07:002023-05-24T08:53:37.321-07:00DE DIÉDRICO A AXONOMÉTRICO<p><span style="font-family: verdana;"> Para la realización de las figuras en perspectiva, es aconsejable comenzar por la construcción de un cubo de 50 milímetros de arista.</span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfiG7lAT_jg1wF-sx6M7hDqFEatGS_NnNfJuDxD7g6zai1cwziCSthLIktuIh2YFq7YLSfwHo9DNHEitJ9co6ftKVDsmdcRPIWW77YbsWI39ne3wqQ3v6HTQGvm6b4QLH8iDhyP-sjUQlHOl5owE0g1BxEMlgoyPMpAdDzvK-fcIE_CSFD7EGml4BZUw/s3543/1%20DE%20DI%C3%89DRICO%20A%20AXONOM%C3%89TRICO%201.tif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3543" data-original-width="2480" height="856" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfiG7lAT_jg1wF-sx6M7hDqFEatGS_NnNfJuDxD7g6zai1cwziCSthLIktuIh2YFq7YLSfwHo9DNHEitJ9co6ftKVDsmdcRPIWW77YbsWI39ne3wqQ3v6HTQGvm6b4QLH8iDhyP-sjUQlHOl5owE0g1BxEMlgoyPMpAdDzvK-fcIE_CSFD7EGml4BZUw/w599-h856/1%20DE%20DI%C3%89DRICO%20A%20AXONOM%C3%89TRICO%201.tif" width="599" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6858068366118461787.post-23163886246924258262023-04-17T10:56:00.004-07:002023-04-17T12:14:04.117-07:00DIÉDRICO. PLANO PERPENDICULAR A OTROS DOS QUE PASE POR UN PUNTO A DADO<p><a href="https://espaciogeometrico.blogspot.com/p/perpendicularidad.html" target="_blank"><span style="font-family: verdana; font-size: x-small;"><span>PERPENDICULARIDAD</span></span></a></p><p><a href="https://drive.google.com/file/d/1ZjLvwEB7GcYTbQ0EkBBFezSDPPS7OheC/view?usp=sharing"><span style="font-family: verdana; font-size: x-small;">PRESENTACIÓN</span></a></p><div class="separator" style="clear: both;"><a href="https://drive.google.com/file/d/1ZjLvwEB7GcYTbQ0EkBBFezSDPPS7OheC/view?usp=sharing" style="font-size: x-large;"></a><a href="https://docs.google.com/presentation/d/1ZjLvwEB7GcYTbQ0EkBBFezSDPPS7OheC/edit?usp=sharing&ouid=103390727704774732002&rtpof=true&sd=true" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img alt="" data-original-height="668" data-original-width="975" height="64" src="https://blogger.googleusercontent.com/img/a/AVvXsEgR-vCccRNHEIVFUwXRjvSbgTA9jfubSXUA1CZRdITqsqfnKFdu7Hp8U5qPTFQ_vNNR_m5r7tAak8m2xPjwZwSkeB4uBmxycnbb5qSc1BL3ne6mjOdFZpT7z_fd1R2U1x0BfK4mGtZS6q7N5u6g0B3gOmRkffb-WzSRjj6f1tcF5M2K-nFal-vstBJgxA=w94-h64" width="94" /></a></div><p><a href="https://espaciogeometrico.blogspot.com/p/perpendicularidad.html" target="_blank"><span style="font-family: verdana;"><br /></span></a></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEji2dz5QSEg3VQfS4s2A8d-NgO2ZLASgz8DAsdIDIQTZgWeU1XABDqTP14I7M6Oshp1Rzb6yLldgS1TMgNwhyT7CzN2wGc1r1NX3xj18WXI72cCStsUozXagYfgZpPM_2qaP6pd53nA4Ek5aDliLWVmR7w9Oj0wgR9tZpiz3M_FwamHnEXKe984zM_aHQ" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="849" data-original-width="1191" height="399" src="https://blogger.googleusercontent.com/img/a/AVvXsEji2dz5QSEg3VQfS4s2A8d-NgO2ZLASgz8DAsdIDIQTZgWeU1XABDqTP14I7M6Oshp1Rzb6yLldgS1TMgNwhyT7CzN2wGc1r1NX3xj18WXI72cCStsUozXagYfgZpPM_2qaP6pd53nA4Ek5aDliLWVmR7w9Oj0wgR9tZpiz3M_FwamHnEXKe984zM_aHQ=w559-h399" width="559" /></a></div><p></p><br /><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjuTVt4rwdfxGBcMsYRSH2BoyJ2VtzuhARPVrQCBASB4kpti4ktxjL8XVtcOO4QQrnS1zXBdwT7YAGNQxlF3wmC1-nQblNURVhmW7p_VvRUASoqCRdS-u6aAuSPPV8xpTWPhEUSet4xVLzaeot1DigWR4WlZjJvSzjw3a8XTC_qJiDJw4IXwFG2vaFkNA" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="839" data-original-width="1184" height="402" src="https://blogger.googleusercontent.com/img/a/AVvXsEjuTVt4rwdfxGBcMsYRSH2BoyJ2VtzuhARPVrQCBASB4kpti4ktxjL8XVtcOO4QQrnS1zXBdwT7YAGNQxlF3wmC1-nQblNURVhmW7p_VvRUASoqCRdS-u6aAuSPPV8xpTWPhEUSet4xVLzaeot1DigWR4WlZjJvSzjw3a8XTC_qJiDJw4IXwFG2vaFkNA=w567-h402" width="567" /></a></div><br /><br /></div></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjd_EgcIGrZzjzA8TCcwxE4r-nb7yzBvWb1vRS-ng6LyJISBdVH14jWfe7fIXovdLI3j4bwR0LsJqIepodzhuDx3IM8KZ8UD0W2fgLXZgJdAM4zmAtgwEpXAwVo4Jlwh6_-cAQfjfgPbY5ISR_vbwOPWg45cYWVX1Q7AsIexJdrEPW1yOlTcFCs4PZGpA" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="841" data-original-width="1187" height="396" src="https://blogger.googleusercontent.com/img/a/AVvXsEjd_EgcIGrZzjzA8TCcwxE4r-nb7yzBvWb1vRS-ng6LyJISBdVH14jWfe7fIXovdLI3j4bwR0LsJqIepodzhuDx3IM8KZ8UD0W2fgLXZgJdAM4zmAtgwEpXAwVo4Jlwh6_-cAQfjfgPbY5ISR_vbwOPWg45cYWVX1Q7AsIexJdrEPW1yOlTcFCs4PZGpA=w559-h396" width="559" /></a></div></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgOVz28jWPhHGJ00qOH4RI7_UbHy9q6XB0hUUtJMKN1oLj1-ojDzd_IPjwqD8JpEOiOcLnbfq4WZ3ZAejADyCuT2cnVIaFwOz_1w-SVkApBxtbgUG7hYZsTZPBIUsiouYLvT-LOCMb_qJf6gTQPjLOs00TJCJqdRkvwtfn0KCgfJrKMNyWnTO4nEetAXg" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="840" data-original-width="1186" height="398" src="https://blogger.googleusercontent.com/img/a/AVvXsEgOVz28jWPhHGJ00qOH4RI7_UbHy9q6XB0hUUtJMKN1oLj1-ojDzd_IPjwqD8JpEOiOcLnbfq4WZ3ZAejADyCuT2cnVIaFwOz_1w-SVkApBxtbgUG7hYZsTZPBIUsiouYLvT-LOCMb_qJf6gTQPjLOs00TJCJqdRkvwtfn0KCgfJrKMNyWnTO4nEetAXg=w561-h398" width="561" /></a></div><br /><br /><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEi6jbQwIgycZG10oSL3BmwmGe682Y-QIBIgWR74nwshqtAjwNsa3mnJxvTX5e8vydomoOpSQpLto1XgfNoe6dUpgTgeLBPoL4Z4yRiW7Veq6Cp9xxOGXJ9vjtKcDuPP8qX4XsrdMAu3LWXh-_VQoJaobVr0XJtjecmBrr6nw8FLDKXFyi1ClEtqEeBtLg" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="764" data-original-width="1074" height="387" src="https://blogger.googleusercontent.com/img/a/AVvXsEi6jbQwIgycZG10oSL3BmwmGe682Y-QIBIgWR74nwshqtAjwNsa3mnJxvTX5e8vydomoOpSQpLto1XgfNoe6dUpgTgeLBPoL4Z4yRiW7Veq6Cp9xxOGXJ9vjtKcDuPP8qX4XsrdMAu3LWXh-_VQoJaobVr0XJtjecmBrr6nw8FLDKXFyi1ClEtqEeBtLg=w542-h387" width="542" /></a></div><br /><br /></div><br /><br /></div><br /><p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6858068366118461787.post-17089738847035256962022-12-18T10:17:00.008-08:002022-12-18T10:19:06.512-08:00POLÍGONOS ESTRELLADOS<p> </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEi4d2Y2tHGsyOr8sU57gH9L9RTatijLb0TwK3Ah7pUO5lGeoA_-EXpD0Rm_c5VAGW9bC_JgkTBT9JxfDhud_LA8W-PvvsIFHU45yDB8vrfZlSh9jk93u0C6CorJtBUVqIymkFhmctVuzkMzRWGWNatco2YxG9AN9AHYu7WvTPDwQL7ex0MgH7FVnmFDeQ" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="110" data-original-width="668" height="107" src="https://blogger.googleusercontent.com/img/a/AVvXsEi4d2Y2tHGsyOr8sU57gH9L9RTatijLb0TwK3Ah7pUO5lGeoA_-EXpD0Rm_c5VAGW9bC_JgkTBT9JxfDhud_LA8W-PvvsIFHU45yDB8vrfZlSh9jk93u0C6CorJtBUVqIymkFhmctVuzkMzRWGWNatco2YxG9AN9AHYu7WvTPDwQL7ex0MgH7FVnmFDeQ=w643-h107" width="643" /></a></div><br /><br /><p></p><p></p><div align="center">
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<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;"><o:p> </o:p></span></p>
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<td style="border-left: none; border: 1pt solid windowtext; height: 33.7pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.2pt;" valign="top" width="127">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="font-size: 10pt;">NÚMERO<o:p></o:p></span></b></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="font-size: 10pt;">DE LADOS<o:p></o:p></span></b></p>
</td>
<td style="border-left: none; border: 1pt solid windowtext; height: 33.7pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 134.5pt;" valign="top" width="179">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="font-size: 10pt;">NÚMERO DE PÓLÍGONOS
ESTRELLADOS<o:p></o:p></span></b></p>
</td>
<td style="border-left: none; border: 1pt solid windowtext; height: 33.7pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 116.85pt;" valign="top" width="156">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="font-size: 10pt;">UNIENDO VÉRTICES DE…<o:p></o:p></span></b></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 85.55pt;" valign="top" width="114">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="font-size: x-small;">PENTÁGONO<o:p></o:p></span></b></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.2pt;" valign="top" width="127">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: x-small;">5<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 134.5pt;" valign="top" width="179">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: x-small;">1<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 116.85pt;" valign="top" width="156">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: x-small;">2<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 85.55pt;" valign="top" width="114">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="font-size: x-small;">HEPTÁGONO<o:p></o:p></span></b></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.2pt;" valign="top" width="127">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: x-small;">7<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 134.5pt;" valign="top" width="179">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: x-small;">2<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 116.85pt;" valign="top" width="156">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: x-small;">3,2<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 85.55pt;" valign="top" width="114">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="font-size: x-small;">OCTÓGONO<o:p></o:p></span></b></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.2pt;" valign="top" width="127">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: x-small;">8<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 134.5pt;" valign="top" width="179">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: x-small;">1<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 116.85pt;" valign="top" width="156">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: x-small;">3<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 85.55pt;" valign="top" width="114">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="font-size: x-small;">ENEÁGONO<o:p></o:p></span></b></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.2pt;" valign="top" width="127">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: x-small;">9<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 134.5pt;" valign="top" width="179">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: x-small;">2<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 116.85pt;" valign="top" width="156">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: x-small;">4,2<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 85.55pt;" valign="top" width="114">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="font-size: x-small;">DECÁGONO<o:p></o:p></span></b></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.2pt;" valign="top" width="127">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: x-small;">10<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 134.5pt;" valign="top" width="179">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: x-small;">1<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 116.85pt;" valign="top" width="156">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: x-small;">3<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 85.55pt;" valign="top" width="114">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="font-size: x-small;">ENDECÁGONO<o:p></o:p></span></b></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.2pt;" valign="top" width="127">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: x-small;">11<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 134.5pt;" valign="top" width="179">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: x-small;">4<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 116.85pt;" valign="top" width="156">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: x-small;">5,4,3,2<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 85.55pt;" valign="top" width="114">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="font-size: x-small;">DODECÁGONO<o:p></o:p></span></b></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.2pt;" valign="top" width="127">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: x-small;">12<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 134.5pt;" valign="top" width="179">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: x-small;">1<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 116.85pt;" valign="top" width="156">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: x-small;">5<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 85.55pt;" valign="top" width="114">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="font-size: x-small;">TRIDECÁGONO<o:p></o:p></span></b></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.2pt;" valign="top" width="127">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: x-small;">13<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 134.5pt;" valign="top" width="179">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: x-small;">5<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 116.85pt;" valign="top" width="156">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span><span style="font-size: x-small;">6,5,4,3,2</span><o:p style="font-size: 10pt;"></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 85.55pt;" valign="top" width="114">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.2pt;" valign="top" width="127">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 134.5pt;" valign="top" width="179">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b><span style="font-size: 10pt;">Total 17<o:p></o:p></span></b></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 116.85pt;" valign="top" width="156">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;"><o:p> </o:p></span></p>
</td>
</tr>
</tbody></table>
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