tag:blogger.com,1999:blog-64238783046575186212024-03-13T22:12:04.867+01:00ZIENTZIAREN LEIHOAVENTANA A LA CIENCIAUnknownnoreply@blogger.comBlogger127125tag:blogger.com,1999:blog-6423878304657518621.post-77619168927026350662023-12-12T15:34:00.003+01:002023-12-12T18:34:04.234+01:00BASURALEZA<p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZs2NPCl8K-_5aHE_VzYwey1H_7t57NE0pE-RdjWI_iuK7ZSEpEdotYwEqUx4grqHwzfF9cybapx4p9UY6DPVzUkM_4I_5CrXR8aasPuGKCqwQYbknX5g6cALmHTNJ7eZNXh_vKO6mClwB7JkNA_PNFLJnMuVQAWeJY8JG1NhN6O1fMfNyoPRzJLoZZ2o/s638/basuraleza.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="359" data-original-width="638" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZs2NPCl8K-_5aHE_VzYwey1H_7t57NE0pE-RdjWI_iuK7ZSEpEdotYwEqUx4grqHwzfF9cybapx4p9UY6DPVzUkM_4I_5CrXR8aasPuGKCqwQYbknX5g6cALmHTNJ7eZNXh_vKO6mClwB7JkNA_PNFLJnMuVQAWeJY8JG1NhN6O1fMfNyoPRzJLoZZ2o/w400-h225/basuraleza.jpg" width="400" /></a></div><br /><p style="text-align: center;"><a href="https://docs.google.com/forms/d/e/1FAIpQLSed4pHJiboiGJ-sNbvyh-yEtN_5_0ccZ1wofxORVff4iEuxxQ/viewform" target="_blank"> PARTICIPA EN LA ENCUESTA</a></p><p><br /></p><p><br /></p>josu mediavillahttp://www.blogger.com/profile/06158819587984041124noreply@blogger.com0tag:blogger.com,1999:blog-6423878304657518621.post-46382199475498247062023-10-26T12:27:00.010+02:002023-11-20T11:54:12.147+01:00JAMACOCOS AZAROA 7 NOVIEMBRE 2023<p></p><p class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; mso-outline-level: 3;"><b><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt; mso-ligatures: none;">Seis vasos de agua frente a un chupito <br /></span></b></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt; mso-ligatures: none;">Un amigo le dice a otro:</span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt; mso-ligatures: none;">«Soy capaz de beberme 6 vasos de agua antes de que tú te bebas un chupito de licor». </span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"></p>
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" 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22wkrUcDEM8DqHfCOOtTgTC9Pp+rshOmiaQDJMvXVDQxi5hO/9XdpJTLQGVUUC0H0nT2EUiFr+WSJoOMWt2UbXIWA4/Wo5WY/fOLWg6zsgiPBrX/OAmA4RygfpZOtU1QgvjffvGD7FuxVMYOMCJgD8Ja7oDGWZlol5Oe4bePaokUhjooq6m4fDHuHMEQhvJqFaEcXsFREvEJIGjRL3K6A2PLvRrOMpkRksk6T2TIPrRRphs2QmEnv3Y4T3Yt3cXmlvJB0VjcJmKs2T5XwGkcssmqtbTlIgXPgaISLTw6KAaRGnw3BVnFAE3baSgm0AYvhCI2RVRjJVRLQH9AC0RAwgZS0lGpCGULPZCLy8qlubnBCViDc1D0j2datWfauWmhAOUSABHm3bhYO0+tHba4A6x6HDpVXmJhyH9nqBRk4vazeqqCqx59i8YOjwEFxdtThyBNdnKB9KXMN7yOBIoIJBgAfMSRr9O2oiJYYuJ9qO6UxKNyr3khspMCEacoPIhomZapbR6SVTMAjVtxBa8FBnPJKQsAwlG8hDGWQxRmhor0Nh0hHm7l6QSxvwFVxh22KNZfaPfXNepvrYKf3/ijxhWFiZrkZHih2FLtpAiyVwM5z32FBssAiSKMG3EKTZCIGDiJRuRUdxqlKRVZKv9haJgySC5cAVE/EmcDRxmjjEmUdbAtxkhjCeQAVQpiXwZZ9m8qK/bita2GLrifqbVVlxy6SKjevIFIUqOmI817MeSRx7CiJHFLEKITzxEiRznA6k+DFXEuwedlEYgTiCiWlyVM8YHUzIChBEAO4Qq51QNIOVHtPFnhLkYaojhi32YDYlEM1x0YBHSDOXT1hJKV4AQHIEc3L+FPUob2rtc6OIeLbh0oQFEJ1aqmia2bjB/T33pxJEGPPHQ/Sgr68dQ3YZM5AAfeJSq1cVficNLIAW0iRBtI1zIAoSf+sKwJSNARAJUP9lykxwKjA7jVXgibTwJUahWYisSe0nXOJoJMRnkTrsnE0gxPTt9CYFYCORAbQVzMzeOtTCUYVB78bx5SuLaEoWo8oBoXPrVdvwoHrv/Nxg7uhTFhXYku6pp7E3cxW5YGQV7bEn4qVoBqlQ4nIWL6ixA0koisv1JLp6ZY5bv9ISqaiiMZdgItVPZijJ6SkT8SJw5ui1E1XISiKWQqlWADBnLYnXjwP5K7kMBDtR1sfzkxty5c42VGnat7JEKnDFYRvdrgc62E/jt3b/ChHEjUVJsVUCy0XqGKhGG86ygMFTxkwSCAapYKEvV4oIIJMvIWICo3iKBZDNRyoNRgWRwinq1VASIOMU0+8xZA0gC/WEPUWUcU5FidmiyFvBzkDTsRl3dXsQyPmytqMOAgf1wycVzeoDkPiggKn8QVAaQ7q4O/PqO2zFyxGCMGM6cpGMvTLEGAuliOE8gZmaJXHiwQIDQhbCKYvJw6MBGKUifRFraIo1MN4HElHpJ8qQMnoFVLu4SIBkCYSaNlLkUjtACpO1TKRHelEBgZ4hCx9jYeABH2i34cMMuTJo0FgsuvlCvP8dOSiJ9cnZ9Phbtwj133oPikgCml49Da8NW2OL13EZ6dzMLDkyugu4UvTujYErE5iPz8GdepCQiyZl2GCQA5jLSLJXilcRbYNyWTcuIRUrlIipLyFjpSEfAEpxHIBPp2SkRS4A1Zom5nKhtasTOmk58snkHLjinHAvnX6h5qdcfSjjE1lvOOgw2Syaj+N/b70MJO1ZnTJ+AjuadLByzuZI+yiJEQgWOITcLEIEUbYSFbS+DOcZaLMoaVXmpz+takAKh8hMpQHAchHaWZewmDY9sjKVTYmKdn8dw2AMLkXaOIxCqFdNOM6PfdNbL9LYRGysOYvuWbbjmirlYOC9PIkqVjBDFkJNSLjEfGdn4+a13o8AfwuRpE+DzRdHZtAlmspcl28ncPQU/w5SQL4WikBluSsRCiVgoKcnRM6qcKL0T9Y8+VPrLSqQCEWEQGkOyO8FUmoaedjBDHApHcD6BjCJrEYTYh7MICdrGzn1H8J+N21C5bRtuXvwdzP/mOYZpGB5XsVZPhmjwvXSHSJE/vflXDBDdmDmzHIMGFyHWWovOozuR6K6Dx9zFOkMXk6wIAiwDeVhBcXmkf8LcRCRB+tXr1z1HFRWp4RoyGEWQScaRjCWowkl2as2kXgKxlMJX8k1WZE5jXhOGlSBs7hD5wY6qg0fx1jsfYheB3PXz66heZ+UZu6789AARVZDATsrnNFPcdOuvWal04bqrF6GtoxO1NXsxuMTHhZxA/MQBFrPrWN0gGCkTmVj/ZQJmIQkIhZvNMoRDAxfvLuGJfOZ9adqqziv7KBF+QnJ1+JGysTZAJxgonM4IeDh8/kE8SlQhRhi19vAJvPL6u9i1la3BOxbjnJlnGIbew1kCRDyUjiNzBWFJE26752EkqGL/e+tibNleiZVrXqaRXcIJojDE83e1NqHleB1kkKgk6KB/6aBkhFK1M7SzH+eQSFgtXk8MSfEgyx32BQqlxE1DtrMDVoxImq0G1l0LAoNZ8OvP6SA/J4F8tKcYYokoahoI5I1/Y/f2Cjz061swY+p4ZQK9L6PS2NOoN85JJnrfo0+yJ9GBu265HhW79+Ify5dj4aULWP4ZjGiMUlC1ailIZOCgDNOxVtJtjA/XtiBRr53ZotWYKzExEbKyhmtl+dPl8auxJdlAJx2ftPOsNlZRrC6yl+QCHErg9RnerzvSSSAtWL3uX6jeXYnHH7gdU8aN+jwgua6unBPPpYvljy15jqFBI+762U9QWV2NF1auxNw5c9i3KKVhmulh7SwLOeH32BF0WSkZlvaoV0p1CIITLgqMqjyKh5JmDCv1uaEyaRyJHxDvLtcnZfBNFer0PWSQIEOJdLJAWNPYguVr30DTgX148tG7Ma5sWI+xa6JVhQ6jP6JOac8uuvnkspWo3LkPd1G1quvr8MKq1Tj/vPNZIh2s8geHDKgRTMDjYEHbxncbB3DY5JGd7iP2PA2Q+EiGT4zzIj3VuaJ2x9lJjssGSN9EGJs9ygzdQDsbQdWHmvGPF19By+FDePZPv8XIwQOMm4r9KRj5ffZeIMIDy/iLGz+uoI38FPXNR7Fi1RrMmjUbnuAg1fN2OO0cwaM0vEyHCaTAbWM+LyqSS9rzAfQFIxsm9QEBkua7ABF7jMvP6jvShIz6sS0njabq+mY8t/o1dB4/jKV/fgBD2RLUry8Akp/ML39lPd59bzPuvGUxjrW14cXVq3HmmTOZMw9hSMGI12Vj6dRJX2JnHdhGNaNECEKGCoxM94uQ6CUYADicpD5LazzOQkSSh1TnxUmn4hG0nGhVNvLc6lfJlAT05EMYVMQQ5quBaK1b/ca7eOOtD3Db/9yAju5uLF+5mm2GcviLhxEI83aqlcdNabB1HfJZGXtZtWpxSOXrAMkNBajWSQ4I75tk/MVpJnWfFLtnR44cQ019C55f8xr9aCv++dTvMCDMUtEXAdE+UvZBA1n33kdYteYN3Hbz9YjTkb24+iVMnDAJ3uKhatdkiFMaoiEBwhBFVMtB9jHLtM3XfAkY8ceqy0vVilHSYvRxYRtxzLEImpjiVh86hhUvryczdmD5336PfgHJGz5PtaSOYrCLGpElnHc3bcUzy1bh1p/8gE1PD15YvQZjRo9FoP8I6rMAIWt5qFpiI6JaVDU7O7gnjzh9GaYeIPQzSTZSBUBC3qX1wKggGetWQPYeOEL6fZtAOrHimcdQXMBw4vMlkv84DeSjil14jGNPt/74WhT3L8Tzq9Zi2IgyhAeOREpsxEkb8ToJQg4bo2GrakNLi/rLdUvfX145mk7RwMVZxqlackR5iJ9JRrpYeCCQumNY+/qbrK11YuXSP/B5AkTrkPhAXejoMxWmggceFmzdvQ+/fuAJ3Lb4Rxg8vD+ee/FlDCwdjOLBo9jlpRMUIEoiLhR6zaRfq5pA/a+ByMA0bUJsI8Z5EzH4CAdoZJJVJFDPiaBq2sjLb1AiCQHyKDdNgIifEr+nLfJUIKqaZsGeA/X42e334o6bFmMMp+mWLV/JLu4ADBo+jhErKyeKfoW1KBGfhXUuAuForZQyv/ylbVB35BjWE4iwYIpAokREd4IIrV2ApAiksb4J+xtPYPVrb7K1EceKZx9ldsq46EuBKBDyIAvqDjfjhlvuwM3X/4jJ1UQ8u+yfdIbFGDZ6KqNWlk6FfmnwMnATJmsFvTJaK2pFg/8atCXeW2IwASIg5IgQkDBWlGhkLDcRaUdDfSMnggjkpdfpp7JKtTzcsFOBGGG8sU8qrBCJHGlpx3U33oYrF30b8+eci6VLlzI3D2HE2HK2wGKUCMMSSiToM4BQtZwOm0G/xjCnMbeVm4bTc4tavUWj00x7JZQRtRJKj1KtRLVyQJLsizTU12Mvw/hXXnubwwoWrCAQl5pwNcwkV57N5SM6+u2VSAtnTm687V4Mp4GfPmY4Gg7WIjxgEEoGnsYak0jETNbyUBouFPntpF8LgYhE/jv6ldn5BG0iQfsQiSToICNUXZmB76IDbDjUgIbmLry+/l/MTLN4nvTrzANihIf5+YjS3B6JtHXFcPv9T7DeGkGRz8EBmyCGjh4Db2AIWYttatqETGkL7Rb7bTR6kYhM/kiCZuEwDUN0Mk/+EJn6rHZS4qmkGmFSXWBW4xNkLlErMfgoKdjJMd22442USBOaO1NY+9JrnE5yYNmShxh5G/GaTNHoOPdkY9eUKJFqNyd3bn/wz6iqrcP55WegNOSDnYD8xYNYz+5Gd/txNLc0I0EnZTOxoB2wYEhpP7S0dOBoM5umngI2goq50wmqj84YsxzQj3ZHyUpxSjXJRisnKiycNJIAlAMybFAQGCeSigdgwJABaGs5is7uJA63J7DutbeYVnvxlz/ez+flG6ER//alX627ossSxD3056UMDd7GDy9fhGHFTjQ07ke/QYNQW7EZ+3d/wjos01b+J2NIbl8Qxf1K6dBSaCJRdLRJf17KomxLcMIuU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<p class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt; mso-ligatures: none;">Solo te pido tres condiciones: </span></p>
<p class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 36pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><span style="font-family: Symbol; font-size: 12pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: ES; mso-font-kerning: 0pt; mso-ligatures: none;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt; mso-ligatures: none;">Yo no puedo
tocar tu vaso.<span style="mso-spacerun: yes;"> </span></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 36pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><span style="font-family: Symbol; font-size: 12pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: ES; mso-font-kerning: 0pt; mso-ligatures: none;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt; mso-ligatures: none;">Tú no puedes
tocar mis vasos. </span></p>
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</span></span></span><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt; mso-ligatures: none;">Me tienes que
dar un vaso de agua de ventaja.</span></p><p class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 36pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt; mso-ligatures: none;"> </span></p><p class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 36pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt; mso-ligatures: none;"> </span></p><p class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 36pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><!--[if !mso]>
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Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
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<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
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</p><p class="MsoNormal"><b><span face=""Arial",sans-serif" style="font-size: 16pt; line-height: 107%;">Jarras de Agua</span></b><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;"></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">Una
madre manda a su hijo a la fuente para que le traiga exactamente 3 litros de
agua.</span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">Para ello le da una jarra de 4 litros y
otra jarra de 9 litros </span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">¿Cómo puede medir el niño con exactitud
los tres litros usando únicamente las dos jarras?</span></p><p class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;"><img alt="" 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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
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<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
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<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
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</p><p class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm;"><b><span face=""Arial",sans-serif" style="font-size: 16pt; line-height: 150%;">La última palabra del Condenado</span></b></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">A un condenado a muerte se le propuso la
cruel elección: morir en la hoguera o morir envenenado. </span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">Para ello, el condenado debía pronunciar
solo una frase. </span></p>
<p class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 36pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18pt;"><span style="font-family: Symbol; font-size: 12pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">Si la frase era cierta, moriría envenenado.</span></p>
<p class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 36pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18pt;"><span style="font-family: Symbol; font-size: 12pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">Si la frase era falsa, moriría en la hoguera </span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">¿Qué frase dijo el condenado para evitar
su muerte?<span style="mso-spacerun: yes;"> </span></span></p><p class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;"><span style="mso-spacerun: yes;"></span></span></p><br /><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;"><span style="mso-spacerun: yes;"><div class="separator" style="clear: both; text-align: left;"><br /></div></span></span><p></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p class="MsoListParagraph" style="line-height: 150%; margin: 6pt 0cm 6pt -42.55pt; text-align: left; text-indent: -17.85pt;"><b style="text-indent: -17.85pt;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">Coloca un número en cada casilla, teniendo
en cuenta que:</span></b></p></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p class="MsoListParagraphCxSpMiddle" style="margin-left: -7.15pt; text-align: left; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 12pt; letter-spacing: 1.5pt; line-height: 107%; mso-fareast-font-family: Arial;">a)<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size: 7pt; font-stretch: normal; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal;"> </span></span><!--[endif]--><span face=""Arial",sans-serif" style="font-size: 12pt; letter-spacing: 1.5pt; line-height: 107%;">3, 6, 8 están en la horizontal superior<o:p></o:p></span></p></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p class="MsoListParagraphCxSpMiddle" style="margin-left: -7.15pt; text-align: left; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 12pt; letter-spacing: 1.5pt; line-height: 107%; mso-fareast-font-family: Arial;">b)<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size: 7pt; font-stretch: normal; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal;"> </span></span><!--[endif]--><span face=""Arial",sans-serif" style="font-size: 12pt; letter-spacing: 1.5pt; line-height: 107%;">5, 7 ,9 están en la horizontal inferior<o:p></o:p></span></p></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p class="MsoListParagraphCxSpMiddle" style="margin-left: -7.15pt; text-align: left; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 12pt; letter-spacing: 1.5pt; line-height: 107%; mso-fareast-font-family: Arial;">c)<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size: 7pt; font-stretch: normal; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal;"> </span></span><!--[endif]--><span face=""Arial",sans-serif" style="font-size: 12pt; letter-spacing: 1.5pt; line-height: 107%;">1, 2, 3, 6, 7, 9 no están en la vertical izquierda<o:p></o:p></span></p></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p class="MsoListParagraphCxSpLast" style="margin-left: -7.15pt; text-align: left; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 12pt; letter-spacing: 1.5pt; line-height: 107%; mso-fareast-font-family: Arial;">d)<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size: 7pt; font-stretch: normal; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal;"> </span></span><!--[endif]--><span face=""Arial",sans-serif" style="font-size: 12pt; letter-spacing: 1.5pt; line-height: 107%;">1, 3, 4, 5, 8, 9 no están en la vertical derecha</span></p></blockquote></blockquote>
<p class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 36pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: center; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt; mso-ligatures: none;"> </span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgSq47DnXanDMIEQhuFsg1MjHoV5YonO1KkgAEFK8vwV_OAznQwLCTxycI4M0NvUv5vISYDA6Asi5kD2cZXDFpaRHG0de5XMCJmRPENNM-_VTfGXorMy4bGrzJMhS9FFr3BgR1bfAxmBBr69UCWOJc6xyouddYS7Gsc7t3J3lpAvZUZItSF36We6V6ZkE/s199/cuadro.jpg" imageanchor="1" style="font-size: 16px; margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="151" data-original-width="199" height="151" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgSq47DnXanDMIEQhuFsg1MjHoV5YonO1KkgAEFK8vwV_OAznQwLCTxycI4M0NvUv5vISYDA6Asi5kD2cZXDFpaRHG0de5XMCJmRPENNM-_VTfGXorMy4bGrzJMhS9FFr3BgR1bfAxmBBr69UCWOJc6xyouddYS7Gsc7t3J3lpAvZUZItSF36We6V6ZkE/s1600/cuadro.jpg" width="199" /></a></p><p class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 36pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt; mso-ligatures: none;"><a href="https://drive.google.com/file/d/1m-AN_RZz6CfcZdehcOhzHDatzs0usdJS/view?usp=sharing" target="_blank">SOLUCIONES</a></span></p><p class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 36pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt; mso-ligatures: none;"><br /></span></p><p class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 36pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt; mso-ligatures: none;"><br /></span></p><p class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 36pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt; mso-ligatures: none;"><br /></span></p>
<p></p>josu mediavillahttp://www.blogger.com/profile/06158819587984041124noreply@blogger.com0tag:blogger.com,1999:blog-6423878304657518621.post-40996459250453593362023-02-14T16:10:00.003+01:002023-02-14T16:10:43.516+01:00JAMACOCOS FEBRERO 2023<p><!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
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<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
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<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
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<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
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<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
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</p><p align="center" class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 9.05pt; margin-right: 9.05pt; margin-top: 0cm; mso-outline-level: 2; text-align: center;"><span style="color: #0070c0; font-family: "Comic Sans MS"; font-size: 20.0pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EU;">Adelantamiento
al segundo</span></p>
<p align="center" class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 16.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Este es
uno de esos acertijos matemáticos populares con el que puede que te
hayas encontrado antes. Es genial para poner a prueba la deducción lógica de
los niños: un corredor consigue adelantar al que ocupa la segunda posición en
una carrera. ¿Cuál es la posición en la que se coloca el corredor?</span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 20.0pt; line-height: 107%;"> </span></p>
<p align="center" class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 9.05pt; margin-right: 9.05pt; margin-top: 0cm; mso-outline-level: 2; text-align: center;"><span style="color: #0070c0; font-family: "Comic Sans MS"; font-size: 20.0pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EU;">Operación
aparentemente sencilla</span></p>
<p align="center" class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 16.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Plantea a
tu amigo uno de los problemas de matemáticas con respuesta más sencillos de
apariencia, pero que requiere de una lectura entre líneas: ¿cuándo es
correcta la siguiente operación: 11+3=2?</span></p>
<p align="center" class="MsoNormal" style="background: white; line-height: normal; text-align: center;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 13.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EU; mso-no-proof: yes;"> </span></p>
<p align="center" class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 9.0pt; margin-right: 9.0pt; margin-top: 0cm; mso-outline-level: 2; text-align: center;"><b><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 20.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EU;"> </span></b></p>
<p align="center" class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 9.05pt; margin-right: 9.05pt; margin-top: 0cm; mso-outline-level: 2; text-align: center;"><span style="color: #0070c0; font-family: "Comic Sans MS"; font-size: 20.0pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EU;">Hierro y
paja</span></p>
<p align="center" class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 16.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Habrás
escuchado este acertijo matemático en numerosas ocasiones: ¿qué es lo que
tiene más peso, un kilo de paja o de hierro?</span></p>
<p align="center" class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 16.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Restar 1
al número 1111</span></p>
<p align="center" class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 9.0pt; margin-right: 9.0pt; margin-top: 0cm; mso-outline-level: 2; text-align: center;"><b><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EU;"> </span></b></p>
<p align="center" class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 16.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Si buscas </span><span style="color: #0070c0; font-family: "Comic Sans MS"; font-size: 20.0pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EU;">acertijos matemáticos simples</span><span style="font-size: 16.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">,
¡esta es una opción perfecta!La premisa es muy simple, pero te pondrá a pensar: ¿Cuántas
veces se puede restar 1 a la cifra 1111?</span></p>
<p align="center" class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EU;"> </span></b></p>
<p align="center" class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EU;"> </span></b></p>
<p></p>josu mediavillahttp://www.blogger.com/profile/06158819587984041124noreply@blogger.com0tag:blogger.com,1999:blog-6423878304657518621.post-74283767844219802542022-03-04T12:26:00.003+01:002022-03-16T15:06:32.849+01:00JAMACOCOS FEBRERO 202 <p align="center" class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; margin: 3pt 0cm 0cm; text-align: center;"><b style="text-align: left; text-indent: -18pt;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 16pt; mso-fareast-font-family: Arial; mso-fareast-language: ES;">1.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: normal; line-height: normal;">
</span></span></b><span face="Arial, sans-serif" style="color: #333333; font-size: 16pt; text-align: left; text-indent: -18pt;">Mi hijo tiene varios hermanos. De hecho, tiene tantos
hermanos como hermanas. Todas las hermanas tienen el doble de hermanos que de
hermanas. <b>¿Cuántas hijas e hijos tengo?</b></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 18.0pt; margin-right: 9.0pt; margin-top: 0cm; margin: 0cm 9pt 3pt 18pt; mso-outline-level: 2;"><b><span face=""Arial",sans-serif" style="color: #333333; font-size: 16pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><o:p> </o:p></span></b></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 18.0pt; margin-right: 9.0pt; margin-top: 0cm; margin: 0cm 9pt 3pt 18pt; mso-outline-level: 2;"><br /></p>
<p class="MsoListParagraphCxSpFirst" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 36.0pt; margin-right: 9.0pt; margin-top: 0cm; margin: 0cm 9pt 3pt 36pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-outline-level: 2; tab-stops: list 36.0pt; text-indent: -18pt;"><!--[if !supportLists]--><b><span face=""Arial",sans-serif" style="color: #333333; font-size: 16pt; mso-fareast-font-family: Arial; mso-fareast-language: ES;"><span style="mso-list: Ignore;">2.<span style="font: 7pt "Times New Roman";"> </span></span></span></b><!--[endif]--><span face=""Arial",sans-serif" style="color: #333333; font-size: 16pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Sois 12 hermanos. Tú
eres el segundo en nacer, pero eres el menor de todos.<b> ¿Cómo es
posible?</b></span><b><span face=""Arial",sans-serif" style="color: #333333; font-size: 16pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><o:p> </o:p></span></b></p>
<p class="MsoListParagraphCxSpMiddle"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiK5rP1xxY8MrBAkxLbDamGGngdnvVqI_kBvTIRQD4jJu66iXDYo-bhCMzMpYoSTqrvErGCiqKhsSnhtpZm9H9innaQ_2L9hXyi7yd-_2P-t7XPhrxy3qpVu8Ors1kVJckDGTl-zopv9PO7qZyS8bx8lk6r3vfjwJq_qtmr4f8d6e_LG-u_Xs-y9Bam" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="454" data-original-width="501" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEiK5rP1xxY8MrBAkxLbDamGGngdnvVqI_kBvTIRQD4jJu66iXDYo-bhCMzMpYoSTqrvErGCiqKhsSnhtpZm9H9innaQ_2L9hXyi7yd-_2P-t7XPhrxy3qpVu8Ors1kVJckDGTl-zopv9PO7qZyS8bx8lk6r3vfjwJq_qtmr4f8d6e_LG-u_Xs-y9Bam" width="265" /></a></div><p></p>
<p class="MsoListParagraphCxSpMiddle" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 36.0pt; margin-right: 9.0pt; margin-top: 0cm; margin: 0cm 9pt 3pt 36pt; mso-add-space: auto; mso-outline-level: 2;"><b style="text-indent: -18pt;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 16pt; mso-fareast-font-family: Arial; mso-fareast-language: ES;">3.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: normal; line-height: normal;"> </span></span></b><span face="Arial, sans-serif" style="color: #333333; font-size: 16pt; text-indent: -18pt;">El reloj situado en la
plaza del pueblo tarda un segundo en dar una campanada. <b>¿Cuánto tardará
en dar doce campanadas?</b></span></p>
<p class="MsoListParagraphCxSpMiddle" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 36.0pt; margin-right: 9.0pt; margin-top: 0cm; margin: 0cm 9pt 3pt 36pt; mso-add-space: auto; mso-outline-level: 2;"><b><span face=""Arial",sans-serif" style="color: #333333; font-size: 16pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><o:p> </o:p></span></b></p><div class="separator" style="clear: both; text-align: center;"><b><a href="https://blogger.googleusercontent.com/img/a/AVvXsEh6RNZaFA-_fPMTAxACZRI2O-kd4vxCU5jB35tLTLcqL1v5L9rEGkNU4A7OgqEdSXTYVcfdpGAbHwFnZpjAFrpX38jNaE2NyrhTYv8D1GQTeXfv5KGhkA9fIjq6OS61TRqm3riMUi1mxTB1M8V4Aw-sX73nnzHDtuBa1suTh2IYnJiYjhxJYz43WBgS" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="262" data-original-width="223" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEh6RNZaFA-_fPMTAxACZRI2O-kd4vxCU5jB35tLTLcqL1v5L9rEGkNU4A7OgqEdSXTYVcfdpGAbHwFnZpjAFrpX38jNaE2NyrhTYv8D1GQTeXfv5KGhkA9fIjq6OS61TRqm3riMUi1mxTB1M8V4Aw-sX73nnzHDtuBa1suTh2IYnJiYjhxJYz43WBgS" width="204" /></a></b></div><b><br /></b><p></p>
<p class="MsoListParagraphCxSpMiddle" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 36.0pt; margin-right: 9.0pt; margin-top: 0cm; margin: 0cm 9pt 3pt 36pt; mso-add-space: auto; mso-outline-level: 2;"><b style="text-indent: -18pt;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 16pt; mso-fareast-font-family: Arial; mso-fareast-language: ES;">4.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: normal; line-height: normal;">
</span></span></b><span face="Arial, sans-serif" style="color: #333333; font-size: 16pt; text-indent: -18pt;">Cinco máquinas son capaces de redactar 5 artículos en
cinco minutos. Con este ritmo de producción, <b>¿Cuánto tiempo necesitan
100 máquinas para elaborar 100 artículos?</b></span></p>
<p class="MsoListParagraphCxSpMiddle" style="background: white; line-height: normal; margin-bottom: 0cm; mso-add-space: auto;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEh_t01aTDhYP5kwKRTc-0JfI3r0VXy85f35r3wz2CQK0nQVyELzrTC634hGsZOIR6E6LOsZg3QVgt7w8H5ej222P3Xxgr3aZAN5LNcOpErSZVSVbP5xytGDARLVCQru1rY7Bx0j4EyuVthNlwA1-pGswYKuhlm3KWoo9TetzjgfO6zKBUmfogsbyj72" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="327" data-original-width="567" height="185" src="https://blogger.googleusercontent.com/img/a/AVvXsEh_t01aTDhYP5kwKRTc-0JfI3r0VXy85f35r3wz2CQK0nQVyELzrTC634hGsZOIR6E6LOsZg3QVgt7w8H5ej222P3Xxgr3aZAN5LNcOpErSZVSVbP5xytGDARLVCQru1rY7Bx0j4EyuVthNlwA1-pGswYKuhlm3KWoo9TetzjgfO6zKBUmfogsbyj72" width="320" /></a></div><br /><b><span style="font-size: medium;"><a href="https://drive.google.com/file/d/1NF3xKnwvSgl7J3rm8ONNXCGasWHdRE_L/view?usp=sharing" target="_blank">SOLUCIONES</a></span></b><p></p>josu mediavillahttp://www.blogger.com/profile/06158819587984041124noreply@blogger.com0tag:blogger.com,1999:blog-6423878304657518621.post-47440130491780492842021-12-16T19:09:00.005+01:002022-01-26T09:35:25.932+01:00JAMACOCOS DICIEMBRE 2021<p><b> CUATRO NUEVES</b></p><p>¿Cómo es posible que cuatro nueves den como resultado 100?</p><p></p><p> <img height="98" src="data:image/png;base64,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" width="89" /></p> <p></p><p><b> LA PLAZA DE PARKING</b></p><p>Adivna qué número tiene la plaza de parking ocupada de un aparcamiento con seis plazas.</p><p><img alt="" height="180" src="data:image/png;base64,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" width="346" /> </p><p> </p><p><span style="font-size: medium;"><b> ¿Cuál es la lógica de estas operaciones?</b></span></p><p><span style="font-size: medium;"><b></b></span></p><p><span style="font-size: medium;"><b></b></span></p><p><span style="font-size: medium;"><b></b></span></p><p><span style="font-size: medium;"><b></b></span></p><p><span style="font-size: medium;"><b></b></span></p><p><span style="font-size: medium;"><b></b></span></p><p><span style="font-size: medium;"><b></b></span></p><p><span style="font-size: medium;"><b><img alt="" height="244" src="data:image/png;base64,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" width="118" /> </b></span></p><p><span style="font-size: medium;"><b> </b></span></p><p><span style="font-size: medium;"><b>LA CARRERA</b></span></p><p><span style="font-size: medium;"><b> </b>En una carrera de 4 corredores se sabe que C ha llegado justo detrás de B. Y que D ha llegado en medio de A y C ¿Cuál es el orden de llegada de los corredores</span></p><p><span style="font-size: medium;"><img alt="" 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" /></span></p><p><span style="font-size: medium;"><a href="https://drive.google.com/file/d/1LkIu32Lt94yJUTo7vOtHzb-bU7thQgFN/view?usp=sharing" target="_blank">SOLUCIONES</a><b></b></span></p><p><br /></p>josu mediavillahttp://www.blogger.com/profile/06158819587984041124noreply@blogger.com0tag:blogger.com,1999:blog-6423878304657518621.post-9026937976939221162021-11-30T15:32:00.004+01:002021-12-16T19:42:12.843+01:00JAMACOCOS NOVIEMBRE 2021<p><b><span style="font-family: arial;"> El número 24</span></b></p><p><span style="font-family: arial;">El número 24 se puede escribir utilizando únicamente tres ochos así: 8 + 8 + 8 = 24</span></p><p><span style="font-family: arial;">¿Podrías escribirlo utilizando únicamente tres doses?</span></p><p><br /></p><p><b><span style="line-height: 107%;"><span style="font-family: arial;">El
lec</span></span><span style="line-height: 107%;"><span style="font-family: arial;">hero ingenioso</span></span></b></p><p>
</p><p class="MsoNormal"><span style="line-height: 107%;"><span style="font-family: arial;">Un lechero dispone únicamente de dos jarras de 3 y 5 litros
de capacidad para medir la leche que vende a sus clientes. ¿Cómo podrá medir un
litro exacto sin desperdiciar leche?</span></span> <span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;"><o:p></o:p></span></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/AVvXsEiQFxdUJw6FAQ9xdrutZoDL6FbG5_apouusCVjWRnn3VoKRMEIwAoecEXfDy9PNlfdo7T31O6Dw8sdFiyt19cd2hGA6RQJxtYP-U7SfJUetODS_J2bPG8SbY1Nf_1IqdPSmIl-qLSP29Jk/s179/LECHERO.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="179" data-original-width="156" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQFxdUJw6FAQ9xdrutZoDL6FbG5_apouusCVjWRnn3VoKRMEIwAoecEXfDy9PNlfdo7T31O6Dw8sdFiyt19cd2hGA6RQJxtYP-U7SfJUetODS_J2bPG8SbY1Nf_1IqdPSmIl-qLSP29Jk/s0/LECHERO.jpg" width="156" /></a></div><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: left;"><br /></div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUlU90JM_AHjYuoc04dFIDjQOrDzaFCZvy0ubHgDLdQ97r8sFrM_CB2E8gUGyjUhPzNorHzobF0Kmr3C2OrFBHr47hckHtXdW8RyL9iqz6yK5qoLpjc2ivHboxrHBJSRJxhcLeIzV_1Kg/s475/ESCALERA+BARCO.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="181" data-original-width="475" height="195" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUlU90JM_AHjYuoc04dFIDjQOrDzaFCZvy0ubHgDLdQ97r8sFrM_CB2E8gUGyjUhPzNorHzobF0Kmr3C2OrFBHr47hckHtXdW8RyL9iqz6yK5qoLpjc2ivHboxrHBJSRJxhcLeIzV_1Kg/w510-h195/ESCALERA+BARCO.jpg" width="510" /></a></div><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: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaEYeN_yksBx_mZq0uP6_GEwuiEMVZTkus-ZyGZL9mlBbVVsc2pCblQF51Weuw8tvhHVY8F9Jj_WhCht5M_w6-1BgDr_Is2cb2-18OOxuz-bnhDoMX90k50aIuu-bvMgmCStS61MFFXkE/s564/SABIO+DISTRAIDO.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="126" data-original-width="564" height="140" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaEYeN_yksBx_mZq0uP6_GEwuiEMVZTkus-ZyGZL9mlBbVVsc2pCblQF51Weuw8tvhHVY8F9Jj_WhCht5M_w6-1BgDr_Is2cb2-18OOxuz-bnhDoMX90k50aIuu-bvMgmCStS61MFFXkE/w566-h140/SABIO+DISTRAIDO.jpg" width="566" /></a></div><br /><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;"><a href="https://drive.google.com/file/d/1PPX9J8PVJ6VmjeDuI1nxWnux4DoqjU1q/view?usp=sharing" target="_blank"><span style="font-size: medium;"><b>SOLUCIONES</b></span></a><br /></div><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: left;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><br /></div><blockquote style="border: medium none; margin: 0px 0px 0px 40px; padding: 0px;"><div><div class="separator" style="clear: both; text-align: center;"><br /></div></div></blockquote><div><br /><br /></div>josu mediavillahttp://www.blogger.com/profile/06158819587984041124noreply@blogger.com0tag:blogger.com,1999:blog-6423878304657518621.post-77890795885132804332021-05-12T11:55:00.004+02:002021-06-10T09:51:51.822+02:00JAMACOCOS MAYO<p> </p><p dir="ltr" id="docs-internal-guid-4e7b2d16-7fff-4ebd-4150-69315a9b9d24" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">UN PIN MUY SECRETO</span></p><p></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Encuentra el PIN de la tarjeta bancaria, sabiendo que la suma de sus cuatro cifras es 13, </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">que la cifra de los millares es el doble que la de las unidades y que la cifra de las centenas</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> es el triple que la de las decenas</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="border: medium none; display: inline-block; height: 203px; overflow: hidden; width: 204px;"><img height="203" src="https://lh4.googleusercontent.com/v5p1kBccGQHgi34ZX0qZqosUQctPO6Wi7EpS-mKlpQEhiYCkZoZbXivugzIi5alN2msMS_KKD0CZsR2hkA75AkD8YPksd4HTJiWpcaJgeBBKgQ005YdkLFZAJwIc_GqlGlhQBCg3" style="margin-left: 0px; margin-top: 0px;" width="204" /></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"></span></p><p style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"></span></p><p style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><a href="https://docs.google.com/document/d/1fudmrtqLm8oMJFsspPxpkyFwfSzkl80KnutZtUyrG64/edit?usp=sharing" target="_blank"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"><span style="border: medium none; display: inline-block; height: 203px; overflow: hidden; width: 204px;">VER MÁS COMECOCOS</span></span></a></p><p style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><a href="https://drive.google.com/file/d/1MMiI4nh0hN1PCveDZ3vU4eoWKpm1-atz/view?usp=sharing" target="_blank">SOLUCIONES</a></p><p style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><br /></p><p style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><br /></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"></span></p>josu mediavillahttp://www.blogger.com/profile/06158819587984041124noreply@blogger.com0tag:blogger.com,1999:blog-6423878304657518621.post-23313683008664577502021-04-15T12:45:00.001+02:002021-05-10T14:42:57.525+02:00COMECOCOS ABRIL<p>COMECOCOS<span style="white-space: pre;"> </span></p><p>1. La figura muestra el desarrollo de un cubo. <b>¿Cuál es la letra opuesta a E?</b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhF9sGHjt1L_kk8WA5QzpQauxmqFVkhS_jZ-g7Trh-ncatSMccVDDfF3uPW2-HSIEEHObYRUX4x_FsGHuuXHSe78gI55GU1wXkCj8DhlFObskxNstBpmvUpcYUyksjtIkUfowZ2KCWFZnk/s223/COM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="146" data-original-width="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhF9sGHjt1L_kk8WA5QzpQauxmqFVkhS_jZ-g7Trh-ncatSMccVDDfF3uPW2-HSIEEHObYRUX4x_FsGHuuXHSe78gI55GU1wXkCj8DhlFObskxNstBpmvUpcYUyksjtIkUfowZ2KCWFZnk/s0/COM.png" /></a></div><a href="https://drive.google.com/file/d/1AS7zDC3ZAJsUgGt31QO_fED38gtg6bpd/view?usp=sharing" target="_blank">VER MÁS COMECOCOS</a><br /><p><a href="https://drive.google.com/file/d/14LZIpwPZSf1Yr7U8z4w0e0y_K0Czi91B/view?usp=sharing">RESPUESTAS</a></p>Aldarahttp://www.blogger.com/profile/17610337406406181885noreply@blogger.com0tag:blogger.com,1999:blog-6423878304657518621.post-74604602163059712182021-02-18T19:16:00.010+01:002021-04-14T13:19:13.647+02:00COMECOCOS<p> 1.- Tenemos 12 monedas aparentemente iguales. Todas pesan lo mismo salvo una. No sabemos si pesa más o menos que las demás.</p><p>¿Cómo sabemos cuál es con una balanza si solo tenemos 3 oportunidades? </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghbzyZtndbhVU90DBbrWjdsm43w6c3JAo0DwMqIZn1JNp-0ri-tVJd_a7YfW_FtL8VvoBpF1rtGGXEW6m6ShjzIrw7jOAWSf54PQyxhN0XQUrsW3bxI2MV6UHy__uatM1e8w5wGHlGeWo/s289/BALANZA.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="207" data-original-width="289" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghbzyZtndbhVU90DBbrWjdsm43w6c3JAo0DwMqIZn1JNp-0ri-tVJd_a7YfW_FtL8VvoBpF1rtGGXEW6m6ShjzIrw7jOAWSf54PQyxhN0XQUrsW3bxI2MV6UHy__uatM1e8w5wGHlGeWo/s0/BALANZA.png" /></a></div><div><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: left;"><a href="https://docs.google.com/document/d/1fppapVuh_qU8aw-W8HcC8UgWWuzIa9qNOIPLzSG7H4o/edit?usp=sharing" target="_blank">VER OTROS COMECOCOS</a></div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;"><a href="https://drive.google.com/file/d/13eYb3QDzR0917tUJz5M8VzBJ-NWEfIrP/view?usp=sharing" target="_blank">SOLUCIONES</a></div></div></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6423878304657518621.post-64170615142416761702020-12-14T18:43:00.012+01:002021-02-18T17:43:48.230+01:00<div class="separator"></div><p style="text-align: center;"> <span style="font-size: x-large;"><span style="white-space: pre-wrap;">COMECOCOS 2020 -2021</span></span></p><p style="text-align: justify;"><span style="font-size: x-large;"><span style="white-space: pre-wrap;"><br /></span></span></p><p style="text-align: justify;"><span style="font-size: x-large;"><span style="white-space: pre-wrap;">1.-Tenemos tres cajas de las que no podemos ver su contenido aunque sabemos que una contiene canicas negras, otra contiene canicas blancas y la última contiene canicas blancas y negras. Cada caja lleva una etiqueta que indica el contenido: Blancas, Negras o mezcla, pero todas están mal colocadas de forma que la etiqueta de la caja no coincide con su contenido en ningún caso.</span></span></p><p style="text-align: justify;"><span style="font-size: x-large;"><span style="white-space: pre-wrap;"><br /></span></span></p><p style="text-align: justify;"><span style="font-size: x-large;"><span style="white-space: pre-wrap;"><b>¿Cuántas cajas tendremos que abrir para poder etiquetar correctamente las tres?</b></span></span></p><p style="text-align: justify;"><span style="font-size: 24px; white-space: pre-wrap;"><br /></span></p><div class="separator" style="clear: both; text-align: center;"><span style="border: none; display: inline-block; height: 246px; margin-left: 1em; margin-right: 1em; overflow: hidden; width: 471px;"><img height="209" src="https://lh5.googleusercontent.com/Tk0OjpIZSg8XQG71yRRLBWXccw6MIOsL1CRWiLlyVbAq4u0hkvj1BDJbYWhNqMcJVjsImMTpvBQO-Ktch7jpPvG4wuypXhWTO-EhC8aLlqBkRhBST8qYCIYT9ibcZySevrj92uk=w400-h209" style="margin-left: 0px; margin-top: 0px;" width="400" /></span></div><span id="docs-internal-guid-397aa5a5-7fff-84f8-aa67-65e0a4cd9170"><br /><br /><a href="https://drive.google.com/file/d/1jQmH-WtxsvzlK-wGpQDdIjNko8kRkVOo/view?usp=sharing" target="_blank">SOLUCIONES</a><br /><br /><br /></span><div><span><p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: justify;"><span face="Calibri, sans-serif" style="font-size: 18pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span></span></span></p><a name='more'></a><span style="font-size: 24px; white-space: pre-wrap;"><div style="text-align: justify;">2.-Alberto y Benito son dos hermanos que comparten habitación. Alberto es un niño muy cuidadoso al que le gusta tener todo bien ordenado. Es capaz de ordenar su habitación en sólo dos horas. Benito sin embargo, es un niño muy despreocupado que deja las cosas de cualquier manera y es capaz de desordenar la habitación en tres horas.</div>
Un día se encontraron los dos en el cuarto con todo patas arriba y mientras Alberto se puso a ordenar Benito se dedicó a deshacer el orden.
<div style="text-align: justify;"><b>¿Cuánto tiempo tardó Alberto en ordenar la habitación?</b></div></span><b></b></span></div><div><span><span style="font-size: 24px; white-space: pre-wrap;"><b><br /></b></span></span></div><div class="separator" style="clear: both; text-align: center;"><span style="border: none; display: inline-block; height: 308px; margin-left: 1em; margin-right: 1em; overflow: hidden; width: 390px;"><img height="316" src="https://lh6.googleusercontent.com/bmTxzkOd5VqcLJL3a_Hq4Ir74vqCpR0we7xfaU7MZCYd9BsCubwKGfKfuCR4KZLOTp7zs6tZeKBOLi0tjB-SwjIsa9X7_RLtzRjWok9vzEp-ki2MmXM2-3CANAAPtsuCZl6DI1Q=w400-h316" style="margin-left: 0px; margin-top: 0px;" width="400" /></span></div><div><span><span id="docs-internal-guid-5bbaccfa-7fff-3279-3262-90b8dea6d53e"></span></span></div><div><span><span style="font-size: 24px; white-space: pre-wrap;"><b><br /></b></span></span></div><div><span><span style="font-size: 24px; white-space: pre-wrap;"><b><br /></b></span></span></div><div><span><div style="text-align: justify;"><span style="font-size: 24px; white-space: pre-wrap;">3.-La mamá de Pedro pasa a recogerlo todos los días del colegio con el coche.</span></div><div style="text-align: justify;"><span style="font-size: 24px; white-space: pre-wrap;">La madre sale de su casa con el coche siempre a la misma hora, lo recoge en la puerta de la escuela a las 5:30 y vuelven a casa por el mismo camino, empleando el mismo tiempo tanto a la ida como a la vuelta, por lo que siempre llegan a la misma hora a casa.</span></div><div style="text-align: justify;"><span style="font-size: 24px; white-space: pre-wrap;">Un día, las clases acabaron antes, Pedro salió de la escuela a las 4:58 y comenzó a andar en dirección a su casa realizando el mismo recorrido que cuando iba en coche. Su madre siguió la rutina de siempre, pero en esta ocasión lo recogió por el camino, volviendo juntos a casa. Llegaron 4 minutos antes de lo habitual.</span></div><div><span style="font-size: 24px; white-space: pre-wrap;"><br /></span></div><div><span style="font-size: 24px; white-space: pre-wrap;"><b>¿Cuánto tiempo estuvo andando Pedro?</b></span></div></span></div><div class="separator" style="clear: both; text-align: center;"></div><div><span id="docs-internal-guid-7ae87eeb-7fff-5667-1724-2c6451d59266"></span></div><div class="separator" style="clear: both; text-align: center;"><span style="border: none; display: inline-block; height: 425px; margin-left: 1em; margin-right: 1em; overflow: hidden; width: 416px;"><img height="400" src="https://lh6.googleusercontent.com/3zOtAHd-zTDBqnX1HAgpZ-MkHZm9u6nnIqDPwm3yeBdaxIlzC4S57Xt6nTbmW5_nUGZYt7B6YxvaL_25k6WKoPMjL4HT67G1E1wAFYg3Loj7hGObS4Dy-sOaPgpQ2wQEG7yL7M8=w392-h400" style="margin-left: 0px; margin-top: 0px;" width="392" /></span></div><div><div><br /></div><span><br /><div style="text-align: justify;"><span style="font-size: large;">4.- Un nadador se ve rodeado de un grupo de tiburones, muchos de ellos con problemas de visión</span>.</div></span></div><div style="text-align: justify;"><span style="font-size: large;">3 no veían por el ojo derecho, 3 no veían por el ojo izquierdo, 3 podían ver por el derecho, 3 por el izquierdo y 3 tanto por el derecho como por el izquierdo. Otros 3 eran completamente ciegos.</span></div><div style="text-align: justify;"><span style="font-size: large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: large;"><b>¿Cuántos tiburones había como mínimo?</b></span></div><div style="text-align: justify;"><span style="font-size: large;"><b><br /></b></span></div><div class="separator" style="clear: both; text-align: center;"><span style="border: none; display: inline-block; height: 304px; margin-left: 1em; margin-right: 1em; overflow: hidden; width: 462px;"><img height="263" src="https://lh5.googleusercontent.com/-3hx8q1-oWvasdBIPrMFX1W32tWQGt6UT4gIxY81ZPg_QC-RP0qpkohe1q1omBBrSc6WX-WDiyekT7wjNjlvV5DDofTwRP6LjRJTNmAuSu8cA0Lfg9gUrfxhP6644XWsW5t6b1o=w400-h263" style="margin-left: 0px; margin-top: 0px;" width="400" /></span></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div><span><span style="font-size: large;"><br /></span><br /><div style="text-align: justify;"><span style="font-size: large;">5.-Cuando cumplí los cincuenta nació mi primer nieto. Ahora que voy camino de cumplir los setenta tengo muchos más: “Cada uno de mis hijos tiene tantos hijos como hermanos y el número combinado de mis hijos y mis nietos es exactamente mi edad”.</span></div><div><br /></div><br /><p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: justify;"><span style="font-size: large;"><b>¿Qué edad tengo?</b></span></p><p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: justify;"><span style="font-size: large;"><b><br /></b></span></p><p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: justify;"> <img height="400" src="https://lh3.googleusercontent.com/VzIXCMs00m7TzKmzIRI0ZCc_mieb57FpmQn95JA0IrC26p50rl_kyeywrrQAmQ5cMiZkNUc6C4K53zTBzOsviqMNVjq0woE56pk9PbSGbfFkfMA6vKR_kDxweSyChd47E6kq0IA=w360-h400" style="margin-left: 0px; margin-top: 0px; text-align: center;" width="360" /></p><p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: justify;"><span style="font-size: large;"><b><br /></b></span></p><p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: justify;"><span style="font-size: large;"><b><br /></b></span></p><p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: justify;"><span style="font-size: large;">6.- Tienes que elegir entre morir en la hoguera o envenenado. <br />Tienes que pronunciar una frase y, si es cierta, morirás envenenado y, si es falsa, morirás en la hoguera. Finalmente, te salvas.</span></p><p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: justify;"><span style="font-size: large;"><b>¿Cómo lo has conseguido?</b></span><span style="text-align: left;"> </span></p><br /></span><br /><div><br /><span></span><span><!--more--></span><div><br /><span><!--more--></span><span><!--more--></span></div></div></div>Profesoradohttp://www.blogger.com/profile/17253306279590176198noreply@blogger.com0tag:blogger.com,1999:blog-6423878304657518621.post-71388724857342148852019-11-25T10:36:00.002+01:002019-12-16T11:42:40.316+01:00COMECOCOS-1 (19-20)<br />
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="line-height: 107%;"><span style="font-size: large;">Los Hijos de Rosana<o:p></o:p></span></span></b></div>
<div class="MsoNormal">
<span style="line-height: 107%;"><span style="font-size: large;">Yo tengo
seis hijos. Cada hijo tiene una hermana. ¿Cuántos hijos tengo?</span><span style="font-size: 20pt;"><o:p></o:p></span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="line-height: 107%;"><span style="font-size: large;">La tormenta de Albacete<o:p></o:p></span></span></b></div>
<div class="MsoNormal">
<span style="line-height: 107%;"><span style="font-size: large;">Hace unos
años, en Albacete se originó una gran tormenta a media noche. ¿Es posible que
72 horas después hiciese un tiempo soleado?<o:p></o:p></span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="line-height: 107%;"><span style="font-size: large;">El problema de la carrera atlética<o:p></o:p></span></span></b></div>
<div class="MsoNormal">
<span style="line-height: 107%;"><span style="font-size: large;">Cuatro
corredores de atletismo participan en una carrera. Se sabe que Carlos ha
llegado inmediatamente detrás de Bartolomé, y Dimas ha llegado en medio de
Ángel y de Carlos. Di el orden de llegada de los corredores<o:p></o:p></span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="line-height: 107%;"><span style="font-size: large;">El número 30<o:p></o:p></span></span></b></div>
<div class="MsoNormal">
<span style="font-size: large;"><span style="line-height: 107%;">¿Podrías
expresar el número 30 con tres cifras iguales y con los signos de las
operaciones que has utilizado para encontrarlo? </span><i style="mso-bidi-font-style: normal;"><span style="line-height: 107%;">(hay varias soluciones)</span></i></span><span style="font-size: 20.0pt; line-height: 107%;"> <o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="line-height: 107%;"><span style="font-size: large;">Los números y las casillas<o:p></o:p></span></span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="line-height: 107%;"><span style="font-size: large;"><br /></span></span></b></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 65.45pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
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<br /></div>
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<td style="border-left: none; border: solid windowtext 1.0pt; height: 48.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.45pt;" width="91"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
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<td style="border-top: none; border: solid windowtext 1.0pt; height: 48.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.4pt;" width="91"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 48.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.45pt;" width="91"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 48.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.45pt;" width="91"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
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<td style="border-top: none; border: solid windowtext 1.0pt; height: 48.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.4pt;" width="91"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 48.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.45pt;" width="91"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 48.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.45pt;" width="91"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
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<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="line-height: 107%;"><span style="font-size: large;">Coloca un
número en cada casilla, teniendo en cuenta que:<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-size: large;"><span style="line-height: 107%;"> a) 3, 6, 8 están en la horizontal superior<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-size: large;"><span style="line-height: 107%;"><span style="mso-list: Ignore;"> b)<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><!--[endif]--><span style="line-height: 107%;"><span style="mso-spacerun: yes;"> </span>5, 7, 9 están en la horizontal inferior<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-size: large;"><span style="line-height: 107%;"><span style="mso-list: Ignore;"> c)<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><!--[endif]--><span style="line-height: 107%;"><span style="mso-spacerun: yes;"> </span>1, 2, 3, 6, 7, 9 <span style="mso-spacerun: yes;"> </span>no están en la vertical izquierda<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-size: large;"><span style="line-height: 107%;"><span style="mso-list: Ignore;"> d)<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><!--[endif]--><span style="line-height: 107%;"><span style="mso-spacerun: yes;"> </span>1, 3, 4, 5, 8, 9 <span style="mso-spacerun: yes;"> </span>no están en la vertical derecha<o:p></o:p></span></span></div>
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<b><span style="font-size: large;"><a href="https://drive.google.com/file/d/1XG7Ob5zzpDIuSnsLI1SOh8Hrrlh-TqOG/view?usp=sharing" target="_blank">SOLUCIONES</a></span></b></div>
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<br />josu mediavillahttp://www.blogger.com/profile/06158819587984041124noreply@blogger.com0tag:blogger.com,1999:blog-6423878304657518621.post-32683368645184924522019-09-09T13:30:00.001+02:002019-09-09T13:41:00.249+02:00<div class="tipologia" style="background-color: #4176db; border: 0px; box-sizing: border-box; color: white; font-family: Lato-Regular, Arial, Helvetica, sans-serif; font-size: 12px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 24px; margin-bottom: 2px; padding: 0px; text-transform: uppercase; vertical-align: baseline;">
ACTIVIDAD - EXPOSICIONES</div>
<h1 class="banner-title blanco uppercase" id="title-read" style="background-color: #4176db; border: 0px; box-sizing: border-box; color: rgb(255, 255, 255) !important; font-family: Avenir-Black, "Arial Bold", "Helvetica Bold", sans-serif; font-size: 36px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; font-weight: inherit; line-height: 41px; margin: 0px; padding: 0px; text-transform: uppercase; vertical-align: baseline;">
LEONARDO DA VINCI. </h1>
<h1 class="banner-title blanco uppercase" id="title-read" style="background-color: #4176db; border: 0px; box-sizing: border-box; color: rgb(255, 255, 255) !important; font-family: Avenir-Black, "Arial Bold", "Helvetica Bold", sans-serif; font-size: 36px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; font-weight: inherit; line-height: 41px; margin: 0px; padding: 0px; text-transform: uppercase; vertical-align: baseline;">
ARTE EN LA CALLE</h1>
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Exposición . Paseo del Arenal (Bilbao) del 5 de Septiembre al 3 de Octubre de 2019.</div>
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<br /></div>
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<br /></div>
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DESCRIPCIÓN</h3>
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</div>
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<span style="border: 0px; box-sizing: border-box; color: #222222; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">De todas las cosas que admiramos de Leonardo da Vinci, si tuviéramos que destacar alguna quizá sería su capacidad de adelantarse a su tiempo en todo lo que hacía. Pintura, ingeniería, anatomía, geometría y botánica son sólo algunas de las disciplinas donde aún pervive su huella.</span></div>
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<span style="border: 0px; box-sizing: border-box; color: #222222; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">La Obra Social "la Caixa" presenta una exposición donde el objeto es intangible: el pensamiento y la curiosidad de Leonardo, la manera de ir siempre más allá en el conocimiento. ¿Qué actitudes y aptitudes le permitieron innovar? Como se potencia la creatividad? El vínculo entre el Leonardo de los siglos XV-XVI y nosotros, visitantes de la exposición en el siglo XXI, es mucho más natural y directo de lo que nos podamos imaginar.</span></div>
<div style="border: 0px; box-sizing: border-box; color: #607d8b; font-family: inherit; font-size: 1rem; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: 24px; margin-bottom: 0.5em; margin-top: 0.5em; padding: 0px; vertical-align: baseline;">
<span style="border: 0px; box-sizing: border-box; color: #222222; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Si quieres más información pincha en el enlace</span></div>
<div style="border: 0px; box-sizing: border-box; color: #607d8b; font-family: inherit; font-size: 1rem; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: 24px; margin-bottom: 0.5em; margin-top: 0.5em; padding: 0px; vertical-align: baseline;">
<span style="border: 0px; box-sizing: border-box; color: #222222; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><a href="https://www.educaixa.com/es/-/leonardo-da-vinci-arte-en-la-calle">https://www.educaixa.com/es/-/leonardo-da-vinci-arte-en-la-calle</a></span></div>
</div>
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<br /></div>
Lourdes Perezhttp://www.blogger.com/profile/03599491505592297688noreply@blogger.com0tag:blogger.com,1999:blog-6423878304657518621.post-2151561097880658522019-05-29T18:58:00.001+02:002019-05-29T19:31:41.104+02:00COMECOCOS-5 (18-19)<br />
•<span style="white-space: pre;"> </span>Si hoy digo que pasado mañana es sábado, ¿qué día fue anteayer?<br />
<br />
•<span style="white-space: pre;"> </span>Arturo tiene tantos euros como indica el menor número de tres cifras. Adela tiene tantos euros como indica el mayor número de dos cifras. A uno de los dos amigos se le perdió un euro y entonces los dos se quedaron con la misma cantidad.<br />
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¿A quién se le perdió el euro?<br />
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•<span style="white-space: pre;"> </span>Una isla está habitada por dos tribus. Los miembros de una tribu siempre dicen la verdad, los miembros de la otra siempre mienten. Un misionero se encontró con dos de estos nativos, uno alto y otro bajo.</div>
<div>
- “¿Eres de los que dicen la verdad”?, le preguntó el más alto. </div>
<div>
- “WOK”, respondió el nativo alto.</div>
<div>
El misionero reconoció la palabra como un vocablo nativo que significaba SI o NO, pero no podía recordar cuál de los dos. El nativo bajito hablaba castellano, así que el misionero le preguntó que le había dicho su compañero.</div>
<div>
- “Ha dicho SI, pero él gran mentiroso”, dijo el bajito.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0ILX5fbRYPIPb5_nz4oy2jejL_HtvnrUd99u4bQ80L0917KGauJ-xmmoVhTw92J-BUWlM20ttk4CkgoZXLX9qRIafgy8GkwmdJE3YGjris27VcfH4S1m3JkdZOiGVzsoGbFrNgN70hO5f/s1600/TRIBU.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="300" data-original-width="228" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0ILX5fbRYPIPb5_nz4oy2jejL_HtvnrUd99u4bQ80L0917KGauJ-xmmoVhTw92J-BUWlM20ttk4CkgoZXLX9qRIafgy8GkwmdJE3YGjris27VcfH4S1m3JkdZOiGVzsoGbFrNgN70hO5f/s200/TRIBU.jpg" width="152" /></a></div>
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¿A qué tribu pertenece cada uno de los nativos?</div>
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•<span style="white-space: pre;"> </span>Calcula cuál es la figura o figuras que se esconden tras la <span style="font-size: large;"> x</span> </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_KFQzuGVWBYGpDLXWXzG-rZD6VxWwlLeRs2tEsoVuQo4EQhxSWL5LPZYH7qDFkKi1UICrhg0eivCRmokMVKJ5yY6jelbCz7pZiveKNdb4hylLIk3UIYSmRwN96F4NXIlL7LgE4KH2eAyX/s1600/FIGURAS.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="207" data-original-width="282" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_KFQzuGVWBYGpDLXWXzG-rZD6VxWwlLeRs2tEsoVuQo4EQhxSWL5LPZYH7qDFkKi1UICrhg0eivCRmokMVKJ5yY6jelbCz7pZiveKNdb4hylLIk3UIYSmRwN96F4NXIlL7LgE4KH2eAyX/s1600/FIGURAS.jpg" /></a></div>
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•<span style="white-space: pre;"> </span>Intenta pensar como un niño si quieres encontrar la solución</div>
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8809=6 5555=0</div>
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7111=0 8193=3</div>
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2172=0 8096=5</div>
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6666=4 1012=1</div>
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1111=0 7777=0</div>
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3213=0 9999=4</div>
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7662=2 7756=1</div>
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9313=1 6855=3</div>
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0000=4 9881=5</div>
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2222=0 5531=0</div>
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3333=0 2581=????</div>
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iñakihttp://www.blogger.com/profile/11471572488136870943noreply@blogger.com0tag:blogger.com,1999:blog-6423878304657518621.post-9830371040576083172019-02-26T13:27:00.000+01:002019-03-21T15:21:54.543+01:00Come cocos 4 (18-19)<br />
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<span style="background: white; color: #201f1f; font-family: "helvetica" , sans-serif; font-size: 12.0pt;">1.- Tienes que dibujar de una sola vez los tres
cuadrados de la figura</span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"><o:p></o:p></span></div>
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<span style="color: #201f1f; font-family: "helvetica" , sans-serif; font-size: 12.0pt;"><span style="mso-spacerun: yes;"> </span>sin levantar el lápiz del papel<o:p></o:p></span></div>
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<span style="color: #201f1f; font-family: "helvetica" , sans-serif; font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>sin
pasar dos veces por la misma línea<o:p></o:p></span></div>
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<span style="color: #201f1f; font-family: "helvetica" , sans-serif; font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>sin
que tu trazo corte a la línea ya trazada en ningún momento <o:p></o:p></span></div>
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<span style="background: white; color: #201f1f; font-family: "helvetica" , sans-serif;"> El autor de este juego es el matemático y escritor
Lewis Carroll, autor de “Alicia en el país de las maravillas”<o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_9xN8Ir_4Zd0YE18wtULsHvwMRMG-DZQC4Jm2gYKlEmwVVPSUj9-w5YjBwwaXQ0rXgDaXChNu3H1EPui4ETCjqk3ZFrzKZnLibjwp7PMDDt25l9Wqqybq01yZXQD04BC8WtD7UIPd8Bk/s1600/laberinto.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="281" data-original-width="291" height="193" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_9xN8Ir_4Zd0YE18wtULsHvwMRMG-DZQC4Jm2gYKlEmwVVPSUj9-w5YjBwwaXQ0rXgDaXChNu3H1EPui4ETCjqk3ZFrzKZnLibjwp7PMDDt25l9Wqqybq01yZXQD04BC8WtD7UIPd8Bk/s200/laberinto.jpg" width="200" /></a></div>
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<span style="background: white; color: #201f1f; font-family: "helvetica" , sans-serif; font-size: 12.0pt;">2.- Si consigues transformar la primera disposición de
puntos en la segunda moviendo sólo 3 puntos. </span><span style="background-color: white; color: #201f1f; font-family: "helvetica" , sans-serif; font-size: 12pt;">Te recomiendo que utilices diez monedas
que tengas por casa</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4KBa_4HEBTG6VYX3P5LjgFF0y09cSXE78bGd2z6Ie0GKkV6DRXEGbj62feDt8vS_ulbk1J_mDuNzhsnhyphenhyphendM2pWQirSp8yAgNarmnPzDx9lzvlvK0Kl6VBpqQ-DSKVkhzeaBEqQYNGKPM/s1600/puntos+11.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="222" data-original-width="257" height="172" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4KBa_4HEBTG6VYX3P5LjgFF0y09cSXE78bGd2z6Ie0GKkV6DRXEGbj62feDt8vS_ulbk1J_mDuNzhsnhyphenhyphendM2pWQirSp8yAgNarmnPzDx9lzvlvK0Kl6VBpqQ-DSKVkhzeaBEqQYNGKPM/s200/puntos+11.png" width="200" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgv-liKsHcvTrS_qd_1tDikmeWDFK5yMq5wxd_KZdalnTm7dj7ips1IQeYV7P9d6RnS2cXv7YnQ9wvdgmao-jdzLmXaENpABHqHZgXiq-jOZpn7rq0b2WMIY5QaKZfqjY94D9skQ0C1M4c/s1600/puntos+22.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="222" data-original-width="257" height="172" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgv-liKsHcvTrS_qd_1tDikmeWDFK5yMq5wxd_KZdalnTm7dj7ips1IQeYV7P9d6RnS2cXv7YnQ9wvdgmao-jdzLmXaENpABHqHZgXiq-jOZpn7rq0b2WMIY5QaKZfqjY94D9skQ0C1M4c/s200/puntos+22.png" width="200" /></a></div>
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<span style="background: white; color: #201f1f; font-family: "helvetica" , sans-serif;">3.- ¿Eres capaz de dividir la circunferencia de un reloj en 6
partes de manera que, en cada parte, la suma de los números que se encuentren
en ella sea la misma?<o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-wrBmpDB9GQ-habd3LmSefoDRYLkABraaMa-HsCjmIPBgv-F6JqgkiG-Iezfxczsvtq9cFmessJeC5d_82fyhoy1nS1YoTNSUz4hyphenhyphenH1QS0NmjOoIIeXKuk5El_EEWBxv592W461Ht5T0/s1600/reloj.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="300" data-original-width="300" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-wrBmpDB9GQ-habd3LmSefoDRYLkABraaMa-HsCjmIPBgv-F6JqgkiG-Iezfxczsvtq9cFmessJeC5d_82fyhoy1nS1YoTNSUz4hyphenhyphenH1QS0NmjOoIIeXKuk5El_EEWBxv592W461Ht5T0/s200/reloj.jpg" width="200" /></a></div>
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<span style="background: white; color: #201f1f; font-family: "helvetica" , sans-serif; font-size: 12.0pt;">4.- Para terminar, un bonito problema que le
propusieron al mismísimo Albert Einstein …</span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"><o:p></o:p></span></div>
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<span style="color: #201f1f; font-family: "helvetica" , sans-serif; font-size: 12.0pt;">Dos profesores están hablando de sus
familias. Uno de ellos pregunta:<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; vertical-align: baseline;">
<span style="color: #201f1f; font-family: "helvetica" , sans-serif; font-size: 12.0pt;">– Por cierto, ¿cuantos años tienen cada
una de tus tres hijas?<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; vertical-align: baseline;">
<span style="color: #201f1f; font-family: "helvetica" , sans-serif; font-size: 12.0pt;">– El producto de sus edades es 36, y su
suma, casualmente es igual al número de tu casa<o:p></o:p></span></div>
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<span style="color: #201f1f; font-family: "helvetica" , sans-serif; font-size: 12.0pt;">Tras reflexionar un rato, el que
preguntó dice: – Me falta un dato!<o:p></o:p></span></div>
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<span style="background: white; color: #201f1f; font-family: "helvetica" , sans-serif;">
</span></div>
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<span style="color: #201f1f; font-family: "helvetica" , sans-serif; font-size: 12.0pt;">– Tienes razón (dice el otro). ¡Había
olvidado decirte que mi hija mayor toca el piano! ¿Qué edades tienen las hijas
del profesor?</span><o:p></o:p></div>
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<b><a href="https://drive.google.com/file/d/1fumeZFHaNvCAunNZSuoja-ELOwClnTeO/view?usp=sharing" target="_blank">SOLUCIONES</a></b></div>
<br />Ana Vegahttp://www.blogger.com/profile/14178409369478834259noreply@blogger.com0tag:blogger.com,1999:blog-6423878304657518621.post-44937848841886475472019-02-06T15:09:00.004+01:002019-02-06T15:29:03.517+01:00LA CIENCIA PROTAGONISTA DE ESTA SEMANAEl lunes,11 de febrero, se celebra el Dia Internacional de la Niña y la Mujer en la Ciencia. Aunque cada día es más importante su presencia en todos los ámbitos, todavía hay una clara discriminación que exige impulsar este tipo de iniciativas.<br />
<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="180" mozallowfullscreen="" src="https://player.vimeo.com/video/254815281" webkitallowfullscreen="" width="320"></iframe><br />
<a href="https://culturacientifica.com/2018/02/11/no-es-una-percepcion/" target="_blank">Día Internacional de la Mujer y la Niña en la Ciencia</a><br />
<br />
<br />
Y el martes 12 de febrero, se celebra el Día de Darwin. Un grupo creciente de pensadores de todo el mundo celebra, desde 1995, cada 12 de febrero el nacimiento de Charles Darwin y aprovecha la ocasión para promocionar la educación científica y el conocimiento de la obra del autor de 'El origen de las especies'. En Bilbao se han organizado una serie de <a href="https://www.deia.eus/2019/02/06/ocio-y-cultura/internet/bilboko-udalak-darwin-eguna-ospatuko-du-asteartean" target="_blank">eventos</a>.<br />
<div>
<br /></div>
iñakihttp://www.blogger.com/profile/11471572488136870943noreply@blogger.com0tag:blogger.com,1999:blog-6423878304657518621.post-63509863046356271862019-01-29T11:57:00.001+01:002019-02-06T18:40:25.307+01:00COMECOCOS-3 (18-19)<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.tirandodelcarro.com/wp-content/uploads/2010/04/Comecocos.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://www.tirandodelcarro.com/wp-content/uploads/2010/04/Comecocos.png" data-original-height="259" data-original-width="615" height="167" width="400"></a></div>
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<b><i><span style="font-family: "arial" , sans-serif; font-size: 16pt; line-height: 150%;"><br /></span></i></b></div>
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<b><i><span style="font-family: "arial" , sans-serif; font-size: 16pt; line-height: 150%;"><br /></span></i></b></div>
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<b><i><span style="font-family: "arial" , sans-serif; font-size: 16pt; line-height: 150%;"><br /></span></i></b></div>
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<b><i><span style="font-family: "arial" , sans-serif; font-size: 16pt; line-height: 150%;"><br /></span></i></b></div>
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<b><i><span style="font-family: "arial" , sans-serif; font-size: 16pt; line-height: 150%;"><br /></span></i></b></div>
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<b><i><span style="font-family: "arial" , sans-serif; font-size: 16pt; line-height: 150%;"><br /></span></i></b></div>
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</div>
<ol>
<li><span style="font-size: medium;"><i style="font-size: xx-large; text-indent: -18pt;"><span style="font-family: "arial" , sans-serif; line-height: 150%;"><span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; line-height: normal;"> </span></span></i><span style="text-indent: -18pt;"><span style="font-family: "arial" , sans-serif; line-height: 150%;"><span style="color: black;">Roberto tiene tres
hijas, y cada hija tiene un hermano ¿Cuántos hijos tiene Roberto?</span></span></span></span></li>
<li><span style="text-indent: -18pt;"><span style="font-family: "arial" , sans-serif; line-height: 150%;"><span style="font-size: medium;">¿Por qué se enamoró el 50 del 5?</span></span></span></li>
<li><span style="font-size: medium;"><span style="text-indent: -18pt;"><span style="font-family: "arial" , sans-serif; line-height: 150%;"><span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span></span></span><span style="text-indent: -18pt;"><span style="font-family: "arial" , sans-serif; line-height: 150%;"><span style="color: black; text-decoration-line: none;">Si voy en una moto
a 80km/h. ¿Cuánto tiempo necesito para llegar a los 80 km?</span></span></span><span style="font-family: "arial" , sans-serif; line-height: 200%;"> </span></span></li>
<li><span style="text-indent: -18pt;"><span style="font-family: "arial" , sans-serif; line-height: 150%;"><span style="color: black; text-decoration-line: none;"><span style="font-size: medium;">Si 5 gatos cazan 5 ratones en 5 minutos...
¿Cuántos gatos cazarán a 100 ratones en 100 minutos?</span></span></span></span></li>
<li><span style="text-indent: -18pt;"><span style="font-family: "arial" , sans-serif; line-height: 150%;"><span style="color: black; text-decoration-line: none;"><span style="font-size: medium;">¿Cómo puedes hacer el número 100 con
4 nueves?</span></span></span></span></li>
<li><span style="text-indent: -18pt;"><span style="font-family: "arial" , sans-serif; line-height: 150%;"><span style="color: black; text-decoration-line: none;"><span style="font-size: medium;">¿Cómo haces para que 5 veces 5 te dé
5?</span></span></span></span></li>
<li><span style="text-indent: -18pt;"><span style="font-family: "arial" , sans-serif; line-height: 150%;"><span style="font-size: medium;">Si hay 7 velas
prendidas y se apagan 2 ¿Cuántas velas quedan?</span></span></span></li>
</ol>
<!--[if !supportLists]--> <a href="https://drive.google.com/file/d/1WW6gKdibbZ5WxpRgACc7PuvTjUTKlCWY/view?usp=sharing" target="_blank">SOLUCIONES</a><br />
<!--[endif]-->iñakihttp://www.blogger.com/profile/11471572488136870943noreply@blogger.com0tag:blogger.com,1999:blog-6423878304657518621.post-33660299557183702612018-12-03T19:19:00.004+01:002019-01-14T18:44:40.792+01:00COMECOCOS 2 (18-19)<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="MsoListParagraph" style="line-height: normal; margin: 6pt 0cm 6pt 21.8pt; text-align: justify; text-indent: -18pt;">
<b style="text-align: start; text-indent: 0px;">1. El pastor y la barca</b><br />
Un pastor tiene que pasar un lobo, una cabra y una lechuga a la otra orilla de un río, dispone de <span style="text-indent: -18pt;">una barca en la que solo caben él y una de las otras tres cosas. Si el lobo se queda solo con la cabra </span><span style="text-indent: -18pt;">se la come, si la cabra se queda sola con la lechuga se la come, ¿cómo debe hacerlo?</span><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBoRZC_W2BH9BtkIC0-0lEpNmF-eUf1h328893OUeEMhEbMgGNhR9YHQrsiQkRTmWvqPMI7mie1ZhyphenhyphenT_0_wwc4tbNkmnNsZUvvSNsoKsI_WSIzB-7uYpodLRnr-rJMbjg17ovHavr0aio/s1600/zagadka-pro-kozla-kapustu-da-volka.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="279" data-original-width="700" height="79" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBoRZC_W2BH9BtkIC0-0lEpNmF-eUf1h328893OUeEMhEbMgGNhR9YHQrsiQkRTmWvqPMI7mie1ZhyphenhyphenT_0_wwc4tbNkmnNsZUvvSNsoKsI_WSIzB-7uYpodLRnr-rJMbjg17ovHavr0aio/s200/zagadka-pro-kozla-kapustu-da-volka.jpg" width="200" /></a><span style="font-family: inherit; text-indent: 0px;"><br /></span><br />
<b style="text-align: center; text-indent: 0px;"><br /></b>
<b style="text-align: center; text-indent: 0px;"><br /></b>
<b style="text-align: center; text-indent: 0px;"><b style="text-align: center; text-indent: 0px;"><br /></b></b><br />
<b style="text-align: center; text-indent: 0px;"><b style="text-align: center; text-indent: 0px;"><br /></b></b>
<b style="text-align: center; text-indent: 0px;"><b style="text-align: center; text-indent: 0px;"><br /></b></b>
<b style="text-align: center; text-indent: 0px;"><b style="text-align: center; text-indent: 0px;">2. Cifras y "letras"</b></b><br />
<span style="text-align: start; text-indent: 0px;">Cuál es el siguiente término de esta serie de números:</span><br />
<span style="text-align: start; text-indent: 0px;"> <b><span style="font-size: large;">2, 10, 12, 16, 17, 18, 19.....</span></b></span><b style="text-align: center; text-indent: 0px;">. </b><br />
<b style="text-align: center; text-indent: 0px;"><br /></b>
<b style="text-align: center; text-indent: 0px;">3. El explorador condenado </b><br />
Un explorador cayó en manos de una tribu de indígenas, se le propuso la elección entre morir en la<br />
hoguera o envenenado. Para ello, el condenado debía pronunciar una frase tal que, si era cierta,<br />
moriría envenenado, y si era falsa, moriría en la hoguera. ¿Cómo escapó el condenado a su funesta<br />
suerte?<br />
<b><br /></b>
<b>4.-</b><b> Una nueva operación matemática</b><br />
El símbolo<b><span style="font-size: large;"> # </span></b>representa una nueva operación matemática que un matemático aburrido se acaba de<br />
inventar. Observa el cuadro e intenta aplicar la operación para calcular el resultado que falta:</div>
<div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6aziRa3FxeR3xmJnqooK1q95kS3AIOcvqi57tjYinRM4ZpX4098rtvzYMAyWAYCww4Imo8fdqqndXYI9-Oyi6fbtQl7VCNCiohz-sULAtiZ0t5NJpe5IcwgkBzj77CNqO1yncVp5Ffs0/s1600/Captura.JPG" imageanchor="1" style="clear: left; display: inline !important; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="316" data-original-width="312" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6aziRa3FxeR3xmJnqooK1q95kS3AIOcvqi57tjYinRM4ZpX4098rtvzYMAyWAYCww4Imo8fdqqndXYI9-Oyi6fbtQl7VCNCiohz-sULAtiZ0t5NJpe5IcwgkBzj77CNqO1yncVp5Ffs0/s200/Captura.JPG" width="197" /></a><br />
<br />
<b style="font-family: inherit; text-align: justify; text-indent: -18pt;"><span style="mso-list: Ignore;">5.<span style="font-stretch: normal; font-weight: normal; line-height: normal;"> </span></span></b><b style="font-family: inherit; text-align: justify; text-indent: -18pt;">Cuadros construidos con cerillas</b><br />
<span style="font-family: inherit; text-align: justify; text-indent: -24px;">Retira dos cerillas de las quince que forman esta figura, </span><br />
<span style="font-family: inherit; text-align: justify; text-indent: -24px;">de manera que sólo queden tres cuadrados</span></div>
<div>
<div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDSQZuueHVsdYLwLCmmcg2iYRLepoOyU7WYwnRYetEk2D5iXegyPCEkKHRBVyPIWV3oqqdq_limZFQsXapZZoGz9N2_a-S5Mhy7jpjvBSQdPf_Vf9ugKgec2fNEhSX-PmlvGvMjxYLyYg/s1600/CERILLAS-1.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: 1em; text-align: justify; text-indent: -24px;"><img border="0" data-original-height="204" data-original-width="276" height="147" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDSQZuueHVsdYLwLCmmcg2iYRLepoOyU7WYwnRYetEk2D5iXegyPCEkKHRBVyPIWV3oqqdq_limZFQsXapZZoGz9N2_a-S5Mhy7jpjvBSQdPf_Vf9ugKgec2fNEhSX-PmlvGvMjxYLyYg/s200/CERILLAS-1.jpg" width="200" /></a><br />
<a href="https://drive.google.com/file/d/1aRGRXy7wog8jOCAIez0YibPuie940nFv/view?usp=sharing" target="_blank">SOLUCIONES</a><br />
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</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6423878304657518621.post-40047195073520362152018-11-19T13:21:00.000+01:002018-12-11T12:05:26.440+01:00GALINDOKO HONDAKIN UREN ARAZTEGIA- DEPURADORA DE AGUAS RESIDUALES DE GALINDO El día 4 de diciembre realizamos una visita a la depuradora de aguas residuales (EDAR) de Galindo.<br />
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La visita se inicia en un pabellón preparado para recibir
grupos, donde se nos explica el funcionamiento de la planta y visualizamos un
video con información de los procesos que luego veremos.<o:p></o:p></div>
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Recorremos las instalaciones viendo, en vivo, el
funcionamiento de las distintas etapas de depuración de aguas residuales.<o:p></o:p></div>
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Clicando sobre e enlace podréis hacer una visita virtual a las instalaciones que visitaremos.<br />
<br />
<a href="http://www.consorciodeaguas.eus/Web/OficinaPrensa/visitasVirtuales.aspx">Consorcio de Aguas de Bilbao</a><br />
<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP6fUciuYUJHWrzL5ACYpF7764dSOZCfdjgmq4cJUvlTXyYnP2MpmhM9GX3vp7tf5pfwCG_oz5Kjq2j3gjHaT_QSZ5E430G5onNarvtBxzbKqy_17Y0cNGFnMKAUVtgPZh2Ux0L4TQ4Ew/s1600/EDAR+GALINDO-2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP6fUciuYUJHWrzL5ACYpF7764dSOZCfdjgmq4cJUvlTXyYnP2MpmhM9GX3vp7tf5pfwCG_oz5Kjq2j3gjHaT_QSZ5E430G5onNarvtBxzbKqy_17Y0cNGFnMKAUVtgPZh2Ux0L4TQ4Ew/s200/EDAR+GALINDO-2.jpg" width="200" /></a><img alt="Resultado de imagen de consorcio de aguas bilbao- GALINDO" height="174" src="https://www.iagua.es/sites/default/files/styles/thumbnail-630x345/public/edar_galindo.jpg?itok=3vdCu43z" width="320" />Lourdes Perezhttp://www.blogger.com/profile/03599491505592297688noreply@blogger.com0tag:blogger.com,1999:blog-6423878304657518621.post-5929322080070809262018-11-13T16:18:00.002+01:002018-12-03T19:25:56.905+01:00COMECOCOS 1 (18-19)<b>1. La escalera del barco</b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUc7wI5LeJwTykdl9qyOPVKqyNe9R53OHh1p2IlbuFnyn4qoWzzEQSavdg6H5ySMTOlElbSD_tkr5D61hEGALKviP04753mhejz2rWub6gX9kYxratdIteLFihVLTMo2s5CgYfqgQPvcs/s1600/BARCO.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="165" data-original-width="306" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUc7wI5LeJwTykdl9qyOPVKqyNe9R53OHh1p2IlbuFnyn4qoWzzEQSavdg6H5ySMTOlElbSD_tkr5D61hEGALKviP04753mhejz2rWub6gX9kYxratdIteLFihVLTMo2s5CgYfqgQPvcs/s1600/BARCO.png" /></a></div>
Una escalera se echa al mar por la borda de un barco, de modo que tenga tres metros secos. Cuando suba la marea 2 metros, ¿qué longitud de la escalera permanecerá seca?<span style="white-space: pre;"> </span><br />
<br />
<b>2. El fumador empedernido</b><br />
Un mendigo tiene 25 colillas de cigarro, y necesita 5 colillas para liar con ellas un cigarro ¿Cuantos cigarros puede fumarse después de liarlos?<br />
<br />
<b>3. ¿Qué número soy?</b><br />
Soy un número de tres cifras. La suma de las tres cifras da 18. La primera cifra es la mitad de la segunda y un tercio de la tercera.<br />
¿Sabes qué número soy?<br />
<br />
<b>4. Un problema de pastelitos</b><br />
Hay siete pastelitos deliciosos en una bandeja. ¿Cuántos pastelitos tendrás si coges cuatro?<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_Jy-ULVmsMuQGCCR9cJOk2Of0YUDYMARhdK5ZoG84vIrJDmPPf3WHmCZhKa5mAfULMh_7eF4_uuxjN9XNt6ovJHLIJBrXBSgm71TZi6hybSb7xc-UdqOgbvQGIbjOM3Igurdt84Ei07s/s1600/CASA.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="506" data-original-width="412" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_Jy-ULVmsMuQGCCR9cJOk2Of0YUDYMARhdK5ZoG84vIrJDmPPf3WHmCZhKa5mAfULMh_7eF4_uuxjN9XNt6ovJHLIJBrXBSgm71TZi6hybSb7xc-UdqOgbvQGIbjOM3Igurdt84Ei07s/s200/CASA.jpg" width="162" /></a><b>5.- La casa mal orientada</b><br />
Dolores Solete siempre había soñado con tener una casa orientada al sol. La suya ¡qué desgracia! Estaba orientada justamente al revés. Un día, su amiga Luna le dio la solución: moviendo solo un palillo podía conseguir que su sueño se hiciera realidad.<br />
¿Puedes averiguar cómo lo hizo?<br />
<br />
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<a href="https://drive.google.com/file/d/1YN6xT689RC8RyaEkZHGB-BSdvOg_RU9M/view?usp=sharing" target="_blank">soluciones</a></div>
josu mediavillahttp://www.blogger.com/profile/06158819587984041124noreply@blogger.com0tag:blogger.com,1999:blog-6423878304657518621.post-3789252102939639762018-10-24T14:38:00.000+02:002018-10-24T14:40:12.906+02:00ZIENTZIA ASTEA<div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5vQn6zXS4LCDefZSciVOpbVkvIusYzEHDd0ZW0O9BSzk-k2rXXkm8zxmo-vRsIADsQUDwryc-54Y-yu4ZfRKjn1njl33fZ2BboNur-frHZY2a8-5PfvHdI3CUPOLakA1g7k2DP5pBees/s1600/bola-plasma.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="768" data-original-width="1024" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5vQn6zXS4LCDefZSciVOpbVkvIusYzEHDd0ZW0O9BSzk-k2rXXkm8zxmo-vRsIADsQUDwryc-54Y-yu4ZfRKjn1njl33fZ2BboNur-frHZY2a8-5PfvHdI3CUPOLakA1g7k2DP5pBees/s200/bola-plasma.jpg" width="200" /></a></div>
Zientzia Astea es la Semana de la Ciencia, la Tecnología y la Innovación que organiza la Universidad del País Vasco/Euskal Herriko Unibertsitatea para todas aquellas personas que sientan curiosidad por lo que les rodea, sean jóvenes o mayores, niños, niñas o adolescentes, tengan la oportunidad de ver, escuchar, sentir y hablar de ciencia con quienes trabajan día a día en ella.<br />
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Talleres, txokos científicos, itinerarios didácticos, exposiciones, concursos, excursiones, visitas guiadas y mucho más es lo que encontrarás en Bizkaia Aretoa de Bilbao, del 7 al 11 de noviembre, en la XVIII Semana de Ciencia. <a href="http://zientzia-astea.org/es/" target="_blank">Más información...</a></div>
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El alumnado de CEPA Galdakao, participará en los talleres el día 9 de noviembre, de 11:00 a 12:30, en el Bizkaia Aretoa (Bilbo). (Apuntarse en conserjería antes del día 31 de octubre, miércoles).</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6423878304657518621.post-88741354614500469712018-10-24T14:26:00.002+02:002018-10-24T14:33:24.787+02:00VISITA A MERCABILBAO<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6zJgicAUbYYrAncB8fjQ_26NZY2BpL8l97f5pgzq8bSM3r4obipVZQCEG2IRBNfMWaIvbtnSho77KUmq1z1Ccg0zhgZKGdzM8MFDGNCMxKosU6yaWRnjeWCPMk7BlcZnnTH9l7Rf_R7g/s1600/mercabilbao.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="467" data-original-width="700" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6zJgicAUbYYrAncB8fjQ_26NZY2BpL8l97f5pgzq8bSM3r4obipVZQCEG2IRBNfMWaIvbtnSho77KUmq1z1Ccg0zhgZKGdzM8MFDGNCMxKosU6yaWRnjeWCPMk7BlcZnnTH9l7Rf_R7g/s200/mercabilbao.jpg" width="200" /></a></div>
El día 15 de octubre, realizamos un recorrido por las instalaciones de Mercabilbao para conocer las distintas actividades que se realizan en relación con la distribución de alimentos perecederos.<br />
El monitor nos mostró diferentes frutas y verduras, pescados y mariscos explicando su origen, propiedades y curiosidades relacionadas con ellas.<br />
Asimismo, explicó cómo se organiza la distribución de alimentos perecederos y dio datos de comercialización en Mercabilbao.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6423878304657518621.post-19059210176564931742018-05-11T11:14:00.001+02:002018-11-12T13:39:14.326+01:00JAMACOCOS-5<br />
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<b><span style="font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">1</span></b><span style="font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">.-</span><span style="font-size: x-small;"><b> <span style="background: white; color: black;">En la
escuela los chicos se sientan en los pupitres numerados del 1 al 5 y las chicas
se sientan frente a ellos en los numerados del 6 al 10.</span><span style="color: black;"><br style="mso-special-character: line-break;" />
<!--[if !supportLineBreakNewLine]--></span></b></span><br />
<b><span style="font-size: x-small;"><span style="color: black;"><br style="mso-special-character: line-break;" /></span></span><span style="font-size: x-small;"><span style="color: black;"><br style="mso-special-character: line-break;" /></span></span><span style="font-size: x-small;"><span style="color: black;"><br style="mso-special-character: line-break;" /></span></span></b><br />
<span style="font-size: x-small;"><b><o:p></o:p></b></span></div>
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<!--[if !supportLists]--><span style="font-size: x-small;"><b><span style="color: black;"><span style="mso-list: Ignore;">1.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: black;">La chica sentada junto a la chica frente al nº1 es
Fiorela.<o:p></o:p></span></b></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-indent: 0cm;">
<!--[if !supportLists]--><span style="font-size: x-small;"><b><span style="color: black;"><span style="mso-list: Ignore;">2.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: black;">Fiorela se sienta tres pupitres más allá que Grace.<o:p></o:p></span></b></span></div>
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<!--[if !supportLists]--><span style="font-size: x-small;"><b><span style="color: black;"><span style="mso-list: Ignore;">3.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: black;">Hilary está frente a Colin.<o:p></o:p></span></b></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-indent: 0cm;">
<!--[if !supportLists]--><span style="font-size: x-small;"><b><span style="color: black;"><span style="mso-list: Ignore;">4.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: black;">Eddy se sienta frente a la chica sentada junto a
Hilary.<o:p></o:p></span></b></span></div>
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<!--[if !supportLists]--><span style="font-size: x-small;"><b><span style="color: black;"><span style="mso-list: Ignore;">5.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: black;">Si Colin no está en el centro, Alan sí.<o:p></o:p></span></b></span></div>
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<!--[if !supportLists]--><span style="font-size: x-small;"><b><span style="color: black;"><span style="mso-list: Ignore;">6.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: black;">David está junto a Billy.<o:p></o:p></span></b></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-indent: 0cm;">
<!--[if !supportLists]--><span style="font-size: x-small;"><b><span style="color: black;"><span style="mso-list: Ignore;">7.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: black;">Billy se sienta tres pupitres más allá de Colin.<o:p></o:p></span></b></span></div>
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<!--[if !supportLists]--><span style="font-size: x-small;"><b><span style="color: black;"><span style="mso-list: Ignore;">8.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: black;">Si Fiorela no está en el centro, Indira sí.<o:p></o:p></span></b></span></div>
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<!--[if !supportLists]--><span style="font-size: x-small;"><b><span style="color: black;"><span style="mso-list: Ignore;">9.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: black;">Hilary está tres pupitres más allá de Jane.<o:p></o:p></span></b></span></div>
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<!--[if !supportLists]--><span style="font-size: x-small;"><b><span style="color: black;"><span style="mso-list: Ignore;">10.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: black;">David se sienta frente a Grace.<o:p></o:p></span></b></span></div>
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<!--[if !supportLists]--><span style="font-size: x-small;"><b><span style="color: black;"><span style="mso-list: Ignore;">11.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: black;">La chica que se sienta junto a la que está frente a
Alan es Jane.<o:p></o:p></span></b></span></div>
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<!--[if !supportLists]--><span style="font-size: x-small;"><b><span style="color: black;"><span style="mso-list: Ignore;">12.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: black;">Colin no se sienta en el pupitre nº5.<o:p></o:p></span></b></span></div>
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<!--[if !supportLists]--><span style="font-size: x-small;"><b><span style="color: black;"><span style="mso-list: Ignore;">13.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: black;">Jane no se sienta en el pupitre nº10.<o:p></o:p></span></b></span></div>
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<span style="color: black; font-size: x-small;"><b>¿Quién está sentado a la derecha
y contiguo a Indira?<o:p></o:p></b></span></div>
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<span style="font-size: x-small;"><b><br /></b></span></div>
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<span lang="EN-US" style="color: black; font-size: x-small;"><b>A) Colin.<o:p></o:p></b></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="color: black; font-size: x-small;"><b>B) Jane.<o:p></o:p></b></span></div>
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<span lang="EN-US" style="color: black; font-size: x-small;"><b>C) Billy.<o:p></o:p></b></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-size: x-small;"><b>D) Fiorela.<o:p></o:p></b></span></div>
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<span style="color: black; font-size: x-small;"><b>E) Eddie<o:p></o:p></b></span></div>
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<span style="font-size: x-small;"><b><br /></b></span></div>
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<b><span style="font-size: x-small;"><span style="mso-bidi-font-weight: normal;"><span style="background: white; color: black;">2</span></span><span style="background: white; color: black;">.-Los </span><span style="background: white;">hijos<span style="color: black;"> de Andrés son Rosa y Toño. Rosa se casó con
Tino y tuvieron un </span>hijo<span style="color: black;"> de nombre
Celso. Toño es padre de Sara quien es madre de Leonor. Por lo tanto:</span></span><span style="color: black;"><br />
</span></span><span style="font-size: x-small;"><span style="color: black;">
<!--[if !supportLineBreakNewLine]-->
<!--[endif]--></span><o:p></o:p></span></b></div>
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<!--[if !supportLists]--><span style="font-size: x-small;"><b><span style="color: black;"><span style="mso-list: Ignore;">1.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: black;">Leonor es nieta de Toño y Bisnieta de
Andrés.<o:p></o:p></span></b></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-indent: 0cm;">
<!--[if !supportLists]--><span style="font-size: x-small;"><b><span style="color: black;"><span style="mso-list: Ignore;">2.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: black;">Celso es primo de Sara y Sobrina de Leonor.<o:p></o:p></span></b></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-indent: 0cm;">
<!--[if !supportLists]--><span style="font-size: x-small;"><b><span style="color: black;"><span style="mso-list: Ignore;">3.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: black;">Toño es tío de Celso e hijo de Andrés.<o:p></o:p></span></b></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 3.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-indent: 0cm;">
<!--[if !supportLists]--><span style="font-size: x-small;"><b><span style="color: black;"><span style="mso-list: Ignore;">4.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: black;">Sara es sobrina de Tino y bisnieta de
Andrés.<o:p></o:p></span></b></span></div>
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<span style="color: black; font-size: x-small;"><b>Son ciertas:<o:p></o:p></b></span></div>
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<span style="font-size: x-small;"><b><br /></b></span></div>
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<span style="color: black; font-size: x-small;"><b>A) 1; 2 y 3
B) 1 y 3 C) 1; 3 y 4
D) 1; 2 y 4 <o:p></o:p></b></span></div>
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<span style="color: black; font-size: x-small;"><b> E) Todas<o:p></o:p></b></span></div>
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<b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji6SH50Lw8PVOwCIiyBQ84O-Us5ufmW2XQAAUSbPGVW-RZ7MCuuzyewca5YG9bN6orum-E_YILRy17VXB_hMwAKvFgct3k1qefE6pUGurl2pZ5y8Sh-GejV-gMlHwfaCgLzEDeEpow4N0/s1600/COMECOCOS2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-size: x-small;"><img border="0" data-original-height="290" data-original-width="586" height="197" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji6SH50Lw8PVOwCIiyBQ84O-Us5ufmW2XQAAUSbPGVW-RZ7MCuuzyewca5YG9bN6orum-E_YILRy17VXB_hMwAKvFgct3k1qefE6pUGurl2pZ5y8Sh-GejV-gMlHwfaCgLzEDeEpow4N0/s400/COMECOCOS2.jpg" width="400" /></span></a></b></div>
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<a href="https://www.blogger.com/blogger.g?blogID=6423878304657518621" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=6423878304657518621" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=6423878304657518621" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=6423878304657518621" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b style="mso-bidi-font-weight: normal;"><span style="font-size: x-small; line-height: 115%;">3.- En un número de tres dígitos, el
dígito de las centenas es el triple de las decenas y el dígito de las decenas
es la mitad del dígito de las unidades. Determina cual es el dígito de las
unidades si la suma de los tres dígitos es 12.<o:p></o:p></span></b></div>
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<span style="font-size: x-small; line-height: 115%;"><b><span style="mso-spacerun: yes;"> </span>(A) 2 (B) 3 (C) 4 (D) 6 (E) 9<o:p></o:p></b></span></div>
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<span style="font-size: x-small;"><b><br /></b></span></div>
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<span style="font-size: x-small;"><b><span style="mso-bidi-font-weight: normal;"><span style="line-height: 115%;">4</span></span><span style="line-height: 115%;">.- <span style="mso-bidi-font-weight: normal;">416
estudiantes tienen un ipod, un celular o ambos. Si 316 son dueños de celular,
¿cuántos son dueños de ipod pero no de celular? <o:p></o:p></span></span></b></span></div>
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<span style="font-size: x-small; line-height: 115%;"><b>(A) 36 (B)
100 (C) 136 (D) 180 (E) 316<o:p></o:p></b></span></div>
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<span style="font-size: x-small;"><b><br /></b></span></div>
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<span style="font-size: x-small;"><b><span style="mso-bidi-font-weight: normal;"><span style="line-height: 115%;">5.- El precio de un traje de
caballero es de 3060 pesos una vez que se ha efectuado un descuento del 15 %.
¿Cuál es el precio original del traje?</span></span><span style="line-height: 115%;"> <o:p></o:p></span></b></span></div>
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<span style="font-size: x-small; line-height: 115%;"><b>(A) 2601 (B)
3519 (C) 3600 (D) 3825 (E) 4000<o:p></o:p></b></span><br />
<span style="font-size: x-small; line-height: 115%;"><b><br /></b></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: x-small; line-height: 115%;">6.- Determina los siguientes dos
números en la siguiente secuencia: 1, 3, 3, 7, 5, 11, 7, 15, ___ , ___ <o:p></o:p></span></b></div>
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<span style="font-size: x-small; line-height: 115%;"><b>(A) 15, 17
(B) 9, 19 (C) 19, 17 (D) 21, 23 (E) 9, 21<o:p></o:p></b></span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6423878304657518621.post-48349105076904901022018-04-09T15:25:00.002+02:002018-11-12T13:39:35.461+01:00JAMACOCOS - 4<br />
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1)<span style="white-space: pre;"> </span>¿Cómo repartirías 1.000 naranjas en 10 cajas de forma que si un cliente pide cualquier cantidad de naranjas entre 1 y 1.000, puedas satisfacer su pedido con cajas completas (sin agregar o quitar naranjas a ninguna caja)?</div>
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________________________________________________________________________________</div>
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2)<span style="white-space: pre;"> </span>“Diez por seis sesenta más cuatro setenta”</div>
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¿Lo que acabas de leer es verdadero o falso?</div>
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________________________________________________________________________________</div>
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________________________________________________________________________________</div>
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<div style="text-align: justify;">
<br /></div>
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3)<span style="white-space: pre;"> </span>Para aprobar la materia debes resolver un problema: Coger tres pelotas y que su suma de 30. Estos son los números de las pelotas: 1, 3, 5, 7, 9, 11, 13 y 15. ¿Qué 3 pelotas hay que coger?</div>
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4)<span style="white-space: pre;"> </span>En una habitación con cuatro esquinas hay cuatro gatos, uno en cada esquina y frente a cada gato hay tres gatos ¿Cuántos gatos hay en la habitación?</div>
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____________________________________________________________________</div>
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5)<span style="white-space: pre;"> </span>Si a 20 le agrego 1 me da 19... ¿Cómo puede ser eso posible?</div>
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iñakihttp://www.blogger.com/profile/11471572488136870943noreply@blogger.com2tag:blogger.com,1999:blog-6423878304657518621.post-84341323737383986542018-03-05T09:52:00.002+01:002018-11-12T13:37:14.145+01:00JAMACOCOS 2<div class="MsoListParagraph" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 21.8pt; margin-right: 0cm; margin-top: 6.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
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<span style="font-family: inherit;"><b style="text-indent: -18pt;"><span style="mso-list: Ignore;">1.<span style="font-stretch: normal; font-weight: normal; line-height: normal;"> </span></span></b><b style="text-indent: -18pt;">Cuadros construidos con cerillas</b></span></div>
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<span style="font-family: inherit; line-height: 115%;">Retira tres cerillas de las quince que forman esta figura, de
manera que sólo queden tres cuadrados<span style="font-size: 16pt;"><o:p></o:p></span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDSQZuueHVsdYLwLCmmcg2iYRLepoOyU7WYwnRYetEk2D5iXegyPCEkKHRBVyPIWV3oqqdq_limZFQsXapZZoGz9N2_a-S5Mhy7jpjvBSQdPf_Vf9ugKgec2fNEhSX-PmlvGvMjxYLyYg/s1600/CERILLAS-1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="204" data-original-width="276" height="147" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDSQZuueHVsdYLwLCmmcg2iYRLepoOyU7WYwnRYetEk2D5iXegyPCEkKHRBVyPIWV3oqqdq_limZFQsXapZZoGz9N2_a-S5Mhy7jpjvBSQdPf_Vf9ugKgec2fNEhSX-PmlvGvMjxYLyYg/s200/CERILLAS-1.jpg" width="200" /></a></div>
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<div class="MsoListParagraph" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 21.8pt; margin-right: 0cm; margin-top: 6.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: inherit;"><b style="mso-bidi-font-weight: normal;"><span style="mso-list: Ignore;">2.<span style="font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></b><!--[endif]--></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: inherit;">El problema de la bebida</span><span style="font-family: "arial" , sans-serif;"><o:p></o:p></span></b></div>
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<span style="font-family: inherit;">Seis personas beben agua. En total se beben 21 vasos
de agua. Si cada una de ellas ha bebido un número distinto de vasos ¿cuántos
vasos de agua ha bebido cada una?</span><span style="font-size: 16pt;"><o:p></o:p></span></div>
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<span style="font-family: inherit;"><br /></span></div>
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 21.8pt; margin-right: 0cm; margin-top: 6.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: inherit;"><b style="mso-bidi-font-weight: normal;"><span style="mso-list: Ignore;">3.<span style="font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></b><!--[endif]--></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: inherit;">El tostador de Tancredo</span><span style="font-family: "arial" , sans-serif;"><o:p></o:p></span></b></div>
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El tostador de Tancredo tuesta por un lado 2 rebanadas
de pan juntas. A los 30 segundos, Tancredo da la vuelta a las 2 rebanadas y las
tuesta por el otro lado. Así pues, necesita un minuto para tostar dos
rebanadas.<o:p></o:p></div>
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¿Cuánto tiempo necesita Tancredo para tostar tres
rebanadas de pan por los dos lados?<span style="font-size: 16pt;"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: inherit;"><b style="mso-bidi-font-weight: normal;"><span style="mso-list: Ignore;">4.<span style="font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></b><!--[endif]--></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: inherit;">Calcetines y cajones</span><span style="font-family: "arial" , sans-serif;"><o:p></o:p></span></b></div>
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Dentro de un cajón Kiko guarda 6 calcetines de color
rojo y 6 calcetines verdes. Para no molestar a su compañera hoy no da la luz en
la habitación y saca los calcetines a oscuras. <span style="mso-spacerun: yes;"> </span>¿Cuántos calcetines deberá sacar Kiko del
cajón para poder dispones, por lo menos, de un par del mismo color?<span style="font-size: 16pt;"><o:p></o:p></span></div>
<br />josu mediavillahttp://www.blogger.com/profile/06158819587984041124noreply@blogger.com0tag:blogger.com,1999:blog-6423878304657518621.post-2576400206669239982018-02-21T16:37:00.000+01:002018-11-12T13:38:23.389+01:00JAMACOCOS 1 SOLUCIONES AL PRIMER PANEL DE JAMACOCOS<br />
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1.- El número 24 se puede escribir usando únicamente 3 ochos: 24=8+8+8; ¿Podrías escribirlo usando solamente tres doses?<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEih20koVf6vZyVeZiCKH8utj-ChL5Q2BanpT8AsTTpQTtfw8Mu3EBROvNhW5rz1sO2ehEBlCF8X_b1jOAo7nu3hBnoKDCYV60LxVErpOmb7Qu1iuI1AlNF0KyuGFty3B-AZetV5QQU7ljI/s1600/PENSANDO.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="693" data-original-width="987" height="224" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEih20koVf6vZyVeZiCKH8utj-ChL5Q2BanpT8AsTTpQTtfw8Mu3EBROvNhW5rz1sO2ehEBlCF8X_b1jOAo7nu3hBnoKDCYV60LxVErpOmb7Qu1iuI1AlNF0KyuGFty3B-AZetV5QQU7ljI/s320/PENSANDO.jpg" width="320" /></a>RESPUESTA: 22+2</div>
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2.- Resuelve el jeroglífico y dime qué clase de triángulo tenemos:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEh7dOW58dZu2UbXUNmQj_luDa9TNLX0MF3DlWhYXScquwthsmcy3b7KpHxeJXXLTDtvG-GwTbGlqcTqlO8-n4fKXwZjGy9o62mIUKzGqSZAhoXq0Ytxt4Vu78kAB5D8ufsyFSyNbNwz0/s1600/GEROGLIFICO.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="313" data-original-width="341" height="183" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEh7dOW58dZu2UbXUNmQj_luDa9TNLX0MF3DlWhYXScquwthsmcy3b7KpHxeJXXLTDtvG-GwTbGlqcTqlO8-n4fKXwZjGy9o62mIUKzGqSZAhoXq0Ytxt4Vu78kAB5D8ufsyFSyNbNwz0/s200/GEROGLIFICO.png" width="200" /></a>RESPUESTA: EQUI-LA-TE-RO</div>
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3.- En una hilera hay seis vasos. Los tres primeros están llenos de agua y los tres siguientes vacíos. Se trata de conseguir moviendo un solo vaso, que los vasos llenos se alternen con los vacíos.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWRvw3K_09HvoAi6oxpm9UYbfjDDJvE1NinGI5J2bE-3PZqY4bkPDR7Xxw3mGgqCvmiYgwd1PcnEeKb8k6d4bWlwoZE3-0LFL1Uuz41EZsCvmR14rR2K4KL7AJfxQrqedN3kKgCQ2LVmg/s1600/VASOS.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="652" data-original-width="1600" height="130" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWRvw3K_09HvoAi6oxpm9UYbfjDDJvE1NinGI5J2bE-3PZqY4bkPDR7Xxw3mGgqCvmiYgwd1PcnEeKb8k6d4bWlwoZE3-0LFL1Uuz41EZsCvmR14rR2K4KL7AJfxQrqedN3kKgCQ2LVmg/s320/VASOS.jpg" width="320" /></a>RESPUESTA: VACIANDO EL 2º EN EL 5º.</div>
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4.- ¿Sabrías decir por qué la siguiente serie de números está escrita en este orden?<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSvEh46uqjuldu5siHlS3d2jl0yYd3q5nSUudIlhXbSCRdpjpeoJhXKF72BP2R47NX3GE71O6TqwVbda_kLsnJpZe_KS5HKPzDmG6vYuDDkPadMpKRYeXFK-cu3p2ayGL4tr-82FgllNk/s1600/N%25C3%259AMEROS.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="74" data-original-width="425" height="55" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSvEh46uqjuldu5siHlS3d2jl0yYd3q5nSUudIlhXbSCRdpjpeoJhXKF72BP2R47NX3GE71O6TqwVbda_kLsnJpZe_KS5HKPzDmG6vYuDDkPadMpKRYeXFK-cu3p2ayGL4tr-82FgllNk/s320/N%25C3%259AMEROS.png" width="320" /></a>RESPUESTA: LAS CIFRAS ESTÁN COLOCADAS SIGUIENDO EL ORDEN ALFABÉTICO</div>
<br />Ana Vegahttp://www.blogger.com/profile/14178409369478834259noreply@blogger.com0