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Propósito
<p><b>Afianzar conceptos, propiedades, relaciones y procedimientos matemáticos, utilizando estrategias, razonamientos LÓGICOS y juicios que son necesarios para resolver problemas matemáticos.<o:p></o:p></b></p>
Motivación
<h2>"Atrévete con ellos":</h2><p><a href="https://forms.gle/RZCQP341wwvYyDVv5" target="_blank"><img src="/web/uploads/13124/98f9ee6faf-adi-10.png" width="169" height="123" style="width: 169px; height: 123px;" alt="Atrévete con ellos"></a><br></p><p><a href="https://forms.gle/RZCQP341wwvYyDVv5" target="_blank">https://forms.gle/RZCQP341wwvYyDVv5</a><o:p></o:p></p>
Explicación
<p>Desarrollaremos cada una de las preguntas del cuestionario "Atrévete con ellos" de forma colaborativa Y SINCRÓNICA<o:p></o:p></p><h3></h3><h4>ES IMPORTANTE TENER UNA ESTRATEGIA Y POLYA NOS AYUDARÁ</h4><h4><img src="/web/uploads/13124/0df604bac9-polya.png" width="194" height="79"></h4><p><br></p><p><br></p><h4><img src="/web/uploads/13124/4eabc787db-polya-pasos.png"><br></h4><p><span style="color: #31859b;"><br></span></p><p><span style="color: #31859b;"><br></span></p><p><span style="color: #31859b;"><br></span></p><p><span style="color: #31859b;"><br></span></p><p><span style="color: #31859b;">VEAMOS UN EJEMPLO</span><br></p><p><span style="color: #31859b;"></span></p><p><img src="/web/uploads/13124/e45e078190-logica.png"></p>Ahhhhh.... entonces ?+3+4+3=18 por lo tanto ?=18-(3+4+3) ?=18-10<p><span style="color: #31859b;"> y finalmente nuestra solución es ?=8<br></span></p>
Ejercicios
<p><span style="background-color: rgb(73, 68, 41);"><span style="color: rgb(255, 255, 255);"></span></span></p><span style="background-color: rgb(84, 141, 212);"><span style="color: rgb(255, 255, 255);"><h2>ACERTIJOS </h2><h3>Organicemos grupos y cooperemos</h3></span></span><p>HAZ CLICK: <a href="/web/uploads/13124/03b869799f-olimpiaditas-9no-2021.pdf" target="_blank">03b869799f-olimpiaditas-9no-2021.pdf</a></p><p><img src="http://sinapsis.club/web/uploads/13124/1768961164-noveno.png" width="179" height="130" alt="" style="width: 179px; height: 130px;"><br></p>
Evidencia
Evaluación
<p>Ahora responde individualmente el cuestionario anterior<span style="color: rgb(255, 255, 255);"><span style="background-color: rgb(128, 100, 162);"> </span></span><span style="background-color: rgb(49, 133, 155);"><span style="color: rgb(255, 255, 255);"><span style="background-color: rgb(128, 100, 162);"></span><strong><span style="background-color: rgb(128, 100, 162);">ACERTIJOS</span></strong></span></span><strong> </strong>, para ello representa el siguiente esquema donde tu quieras...(cuaderno, Excel ,word....) y coloca la respuesta que crees es la correcta</p><p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAekAAADxCAYAAADvPE/VAAAgAElEQVR4Ae2a0Y7EKq5Fz///9LliNC7Rnp0qhziJ8V2RSgQwZnth4n7of/7lgQAEIAABCECgJIF/SqpCFAQgAAEIQAAC/36K9D///PMvPxiQAzVyoOK3idyokRucQ+9z8Hf/T5H2k7v0R9LyQKALgar5XFVX5Nx31h6JD5seBFSefqqbmtwl7J2178IYnc8RqJrPVXVFTmZn7ZH4sOlBQOUpRbrH2RJFIwLqolYIr6quCJudtUfiw6YHAZWnFOkeZ0sUjQioi1ohvKq6Imx21h6JD5seBFSeUqR7nC1RNCKgLmqF8KrqirDZWXskPmx6EFB5SpHucbZE0YiAuqgVwquqK8JmZ+2R+LDpQUDlKUW6x9kSRSMC6qJWCK+qrgibnbVH4sOmBwGVpxTpHmdLFI0IqItaIbyquiJsdtYeiQ+bHgRUnt5epMem9psx2pgSNdtF3jN8RPbBBgJPEKiaz3foGj7tN7O1saw9s/zMGnmHQDYBlacU6WzK+IPARQLqol50mbL8Dl3Dp/1mkTaWtWeWn1kj7xDIJqDylCKdTRl/ELhIQF3Uiy5Tlt+ha/i03yzSxrL2zPIza+QdAtkEVJ5SpLMp4w8CFwmoi3rRZcryO3QNn/abRdpY1p5ZfmaNvEMgm4DK09uK9HzJIu9XglWBXfH39tojXrOuFZvV9fO68W5727j1fWvz8xqzsTnrH7VmZ63ZWb9jO2Ks+GTqsnOMtld5ZGq/qmVl/RGn2deKzer6ed14t71t3Pq+tfl5jdnYnPWPWrOz1uysv3M7YvHPZ0RNeuMzfQMXbc/49rbZ2r3/p/vfmJmWI5ur8zNL28N8WuvHre9bb6/m/Zjvm4/Rfpub7XZ/H3FWfDJ1+bP81b/KI1P7VS0r67/xMX9HNlfnZ3a2h/m01o9b37feXs37Md83H6P9Njfb7fI+4vHPZ0RNeuMzfQ/vV/+Mb2+brd37f7pvrOZ9/Zjvz7bjXc2PMXuO5n/ZKN/Kl+2j7G1strGxef+j+V/7+XW79b8xeDOWTF12htH2atyZ2q9qWVlvnOa1fsz3Z9vxrubHmD1H879slG/ly/ZR9jY229jYvP/R/K/9/LqqfRXr54TU5NVADJz3fTS+up/3v+qnyjrjM+vxY74/2473lXm/xvdtDz/u+2Zn7a/5iJ334fvmo0M7Yqv4ZOuyM/R+j8avMPF7XPH1xlpjMu/tx3x/th3vK/N+je/bHn7c983O2l/zETvvw/fNx07tiME/nxE16Y3P9g2a9300fta/2Xv/Nr5rO/OZ3+d45nF7X5lXa2xM+R1zftz6c2s+ZvujebO1eevPrZ/z/dl29/cRW8UnW5edofd7NH6Fid/jiq831s5M5vdZyzxu7yvzao2NKb9jzo9bf27Nx2x/NG+2Nm/9ufVzvj/b7vI+YvDPZ0RNeuNo32BF26jfI7tM7Ud7PDmuuPn9r9qo9TZme/n+0bjZza3ZWjvP2bvNWZs1bv52bQeHik+WLjvnaJvBIkt7hpYVH4qV93PVRq23MdvL94/GzW5uzdbaec7ebc7arHHzV70d8frnM6ImvXG0b2CjbdTvkV2m9qM9nhw3bran749xNWb2qvX21vftvNbm5rHx7sd939v7/pH9r3Gb9633v3t/xFfxydLlz+9XP4NFlvYMLSs+jJGt9f0xrsbMXrXe3vq+ndfa3Dw23v2473t73z+y/zVu8771/nfpjzj88xlRk9442vfAfvWjfo/sMrUf7fHkuPGyPX1/jKsxs7d53585/VpvPryd9c/4mm1nv7O+yPi89/zu/eze97yqxJOlaz67yHtG/FnaM7Ss+DBOttb3x7gaM3ub9/2Zy6/15sPbWf+Mr9l29jvri4zPe8/v3s8ufc/lPwxMvJq0uZX2CNjR+MoetiZbu/l9qzVG8/5+zPq+tTV+3Pp+3vpHra3z7Wzv56xvNtb3rc1ba/PWH60aOzM/2+7yPmKu+GTqsnP1Po/Gr/Lw+1z19/R64zLv68es71tb48et7+etf9TaOt/O9n7O+mZjfd/avLU2b/3RqrEz87NttfcRm38+I2rSG5/pG0jv92j8jG9v6/fw87v1jdGs249Z37dqjdmouXns6N3WW+vtbNy3s923ObMzG+uPVo2dmZ9td3kfMVd8MnXZuXqfR+NXefh9rvp7er1xmff1Y9b3rVpjNmpuHjt6t/XWejsb9+1s923O7MzG+qNVY2fmZ9tq7yM2/3xG1KQ3PtM3kN7v0fgZ397W7+Hn6UNgJwJV8zlT19F34Gj86vllar+qhfUQOCKg8pQifUSLcQi8REBd1Jek/Nk2U9fwZb95ExvL3Gv4z/Y3a+YdAlkEVJ5SpLPo4gcCSQTURU1yfclNpq7hy36zKBvL3Gv4z/Y3a+YdAlkEVJ7eVqSzREf8qMAi67CBQEUCVfO5qq7IGe6sPRIfNj0IqDylSPc4W6JoREBd1ArhVdUVYbOz9kh82PQgoPKUIt3jbImiEQF1USuEV1VXhM3O2iPxYdODgMpTinSPsyWKRgTURa0QXlVdETY7a4/Eh00PAipPKdI9zpYoGhFQF7VCeFV1RdjsrD0SHzY9CKg8pUj3OFuiaERAXdQK4VXVFWGzs/ZIfNj0IKDylCLd42yJohEBdVErhFdVV4TNztoj8WHTg4DK0z9FehjwgwE58H4OVPzkkBfv5wVn0P8M/N3/U6T95C79kbg8EOhCoGo+V9UVOfedtUfiw6YHAZWnn+qmJncJe2ftuzBG53MEquZzVV2Rk9lZeyQ+bHoQUHlKke5xtkTRiIC6qBXCq6orwmZn7ZH4sOlBQOUpRbrH2RJFIwLqolYIr6quCJudtUfiw6YHAZWnFOkeZ0sUjQioi1ohvKq6Imx21h6JD5seBFSePlakx+ZKQAbau/xmaMMHBM4SqJrPmbqGr2/+fs13YXo2Dux7E1B34vYibZfN2jsQq8Du2AefEHiCQNV8ztBl3wFrPU8bt9bPr/aHPx4IVCeg8vSTuWoyIyC7bNZm+PQ+7tLu96EPgScIVM3nDF32HbDW87Rxa/38an/444FAdQIqTz+ZqyYzA8q+dLO2u7XPe/EOgbsJVM3nTF2/vge/5s+eQab2s3tjD4EoAZWnFOkoPewg8BABdVEf2vrrNpm6hq9v/n7NfxUqJr/tJcwZgsArBFSeUqRfOQo2hcAxAXVRj62fm8nUNXx98/dr/mzU3/Y66wt7CNxFQOUpRfou2viFwCIBdVEXXaUuy9Q1fH3z92v+bGDf9jrrC3sI3EVA5SlF+i7a+IXAIgF1URddpS7L1DV8ffP3a/5sYN/2OusLewjcRUDl6e1F2i6bbzODVIFl+scXBJ4kUDWfM3T574D1ja/1fWvzq+3wxwOB6gRUnn4yV01mBOQvm/UzfJuPu7Sbf1oIPEmgaj5n6LL771vj68etb/Or7fDDA4HqBFSefjJXTVYPyPTtrN1ioIWAEaiaz1V1Gbdv7c7av8XFXC8CKk8p0r3OmGgaEFAXtUJYVXVF2OysPRIfNj0IqDylSPc4W6JoREBd1ArhVdUVYbOz9kh82PQgoPKUIt3jbImiEQF1USuEV1VXhM3O2iPxYdODgMrTP0V6GPCDATnwfg5U/OSQF+/nBWfQ/wz83f9TpP3kLv2RuDwQ6EKgaj5X1RU59521R+LDpgcBlaef6qYmdwl7Z+27MEbncwSq5nNVXZGT2Vl7JD5sehBQeUqR7nG2RNGIgLqoFcKrqivCZmftkfiw6UFA5SlFusfZEkUjAuqiVgivqq4Im521R+LDpgcBlacU6R5nSxSNCKiLWiG8qroibHbWHokPmx4EVJ7eXqTHpv6XjVMFlr0H/iDwFIGq+Zypy74JnqmNz623Welnal/ZnzUQiBBQeXprkZ4vmn+PCI7aqMCia7GDQDUCVfM5Q9e374Cfm/tXzyhD+1UNrIfALwIqT28v0l6UXTw/fqWvArvij7UQeJNA1XzO0GX339qZs/Kv7OY10XflO7oWOwg8RUDl6a1FWgWWdelm3yqweZ53COxEoGo+Z+qKfgeidr/ON1P7r72Yh8AqAZWnjxbprAvnAajAvA19COxCoGo+Z+qKfAsiNtEzzdQe3RM7CJwloPL0sSKdeeF84Cowb0MfArsQqJrPmbp+fQ9+zZ89y0ztZ/fGHgJRAipPHynS2RfOB6wC8zb0IbALgar5nKnr2zfh29zqGWZqX9XAOgj8IqDy9PYifceF84GqwLwNfQjsQqBqPmfqOvouHI1fPbtM7Ve1sB4CRwRUnt5apO3CqfZI5Mq4CmzFD2sgUIFA1XzO0KW+Beb3aM7mr5xNho8r+7MWAhECKk8p0hFy2EDgQQLqoj64/eFWGbqGD/Ubm6pxGzsUFZwYfnggUJ2AytNP5qrJ6gGZvp21Wwy0EDACVfO5qi7j9q3dWfu3uJjrRUDlKUW61xkTTQMC6qJWCKuqrgibnbVH4sOmBwGVpxTpHmdLFI0IqItaIbyquiJsdtYeiQ+bHgRUnlKke5wtUTQioC5qhfCq6oqw2Vl7JD5sehBQeUqR7nG2RNGIgLqoFcKrqivCZmftkfiw6UFA5emfIj0M+MGAHHg/Byp+csiL9/OCM+h/Bv7u/ynSfnKX/khcHgh0IVA1n6vqipz7ztoj8WHTg4DK0091U5O7hL2z9l0Yo/M5AlXzuaquyMnsrD0SHzY9CKg8pUj3OFuiaERAXdQK4VXVFWGzs/ZIfNj0IKDylCLd42yJohEBdVErhFdVV4TNztoj8WHTg4DKU4p0j7MlikYE1EWtEF5VXRE2O2uPxIdNDwIqT28v0mNT/8vGqQLL3gN/EHiKQNV8ztRl3wTP1Mbn1tus9DO1r+zPGghECKg8vbVIzxfNv0cER21UYNG12EGgGoGq+Zyh69t3wM/N/atnlKH9qgbWQ+AXAZWntxdpL8ounh+/0leBXfHHWgi8SaBqPmfosvtv7cxZ+Vd285rou/IdXYsdBJ4ioPL01iKtAsu6dLNvFdg8zzsEdiJQNZ8zdUW/A1G7X+ebqf3XXsxDYJWAytPbi7RdsrldDeBonQrsyJZxCFQnUDWfM3XZ98CfhY3PrbdZ6WdqX9mfNRCIEFB5+kqRVkIiARzZZPs72odxCDxBoGo+Z+oavpQ/G/ftVe5qr6s+WQ+BbAIqT28v0j4Iu3x+/EpfBXbFH2sh8CaBqvmcqSv6HYja/TqvTO2/9mIeAqsEVJ7eWqTlhgd/Qa8GNdapfa74Yy0E3iRQNZ8zdQ1f3p/vjzNQditno3yv+GENBO4koPL09iJtl8y3mYGqwDL94wsCTxKoms8Zuvx3wPqDr72r9ir/4ZMHAtUJqDz9ZK6azAjojgvndd2l3e9DHwJPEKiazxm61Pdg9qvmM5jPe2T4wwcE7iCg8vT2In1HIN6nCszb0IfALgSq5nNVXZFz3Vl7JD5sehBQeUqR7nG2RNGIgLqoFcKrqivCZmftkfiw6UFA5SlFusfZEkUjAuqiVgivqq4Im521R+LDpgcBlacU6R5nSxSNCKiLWiG8qroibHbWHokPmx4EVJ7+KdLDgB8MyIH3c6DiJ4e8eD8vOIP+Z+Dv/p8i7Sd36Y/E5YFAFwJV87mqrsi576w9Eh82PQioPP1UNzW5S9g7a9+FMTqfI1A1n6vqipzMztoj8WHTg4DKU4p0j7MlikYE1EWtEF5VXRE2O2uPxIdNDwIqTynSPc6WKBoRUBe1QnhVdUXY7Kw9Eh82PQioPKVI9zhbomhEQF3UCuFV1RVhs7P2SHzY9CCg8vSxIj02t182ThVY9h74g8BTBKrmc6auX98Cm8/aM8vPUznAPv8/Cag8faRIzxdOibh6HHf4vKqJ9RBYJVA1nzN0DR/zTzGa5zP2HHtk+VF6GYNAFgGVpxTpLLr4gUASAXVRk1xfcpOha/iYf0rQPJ+x59gjy4/SyxgEsgioPL29SNuFG0HM71lBmd9Mf/iCwJsE1EV9U4/tnanr6Fswj8/vpmG1zdS+qoF1EPhFQOUpRfoXNeYh8DABdVEfliC3y9Q1fCl/8/j8LgWdGFR7nViOKQQeIaDy9NYi7S+Z72dFrQLL8o0fCDxNoGo+Z+pS3wI/5vtXziFT+xUdrIXANwIqTx8p0nbZ5vab0LNzKrCzPrCHQBUCVfM5U5d9C2bmNqba2W7lPVP7yv6sgUCEgMpTinSEHDYQeJCAuqgPbn+4Vaau4cv7szHVHooKTvi9gsswg8CjBFSe3lqkfXR2+fz41b4K7KpP1kPgLQJV8zlDl30DfKtYm42aOzuWof3snthD4CwBlacU6bMUsYfAzQTURb15y5D7DF3Dh/opAWan5s6OZWg/uyf2EDhLQOXpo0X6rOCovQosuhY7CFQjUDWfq+qKnN/O2iPxYdODgMpTinSPsyWKRgTURa0QXlVdETY7a4/Eh00PAipPKdI9zpYoGhFQF7VCeFV1RdjsrD0SHzY9CKg8pUj3OFuiaERAXdQK4VXVFWGzs/ZIfNj0IKDy9E+RHgb8YEAOvJ8DFT855MX7ecEZ9D8Df/f/FGk/uUt/JC4PBLoQqJrPVXVFzn1n7ZH4sOlBQOXpp7qpyV3C3ln7LozR+RyBqvlcVVfkZHbWHokPmx4EVJ5SpHucLVE0IqAuaoXwquqKsNlZeyQ+bHoQUHlKke5xtkTRiIC6qBXCq6orwmZn7ZH4sOlBQOUpRbrH2RJFIwLqolYIr6quCJudtUfiw6YHAZWntxbpseHRLxOpCizTP74g8CSBqvmcqcu+CzNXG1PtbLfynql9ZX/WQCBCQOUpRTpCDhsIPEhAXdQHtz/cKkPX8DH/5s3mcf8+2628D388EKhOQOXpJ3PV5NWA7KJd9fNr/R3af+3JPATuIlA1nzN02TfB2pmhGpvnr7xnaL+yP2shECGg8pQiHSGHDQQeJKAu6oPbH26VqWv48v7U2KGYkxN+r5PLMYfAIwRUnj5SpO3yWZsdrQosew/8QeApAlXzOVOX+hbYmG8zuGdqz9CDDwgoAipPXynSSogSHB3L9hfdFzsI3EGgaj5n6hq+vD8bU+1Vzn6vq/5YD4E7CKg8vbVIqyDsAqq51TEV2Kov1kHgbQJV8zlTV/Q7ELX7dWaZ2n/txTwEVgmoPL21SMsNxV/QqwHZOrWPzdFCYDcCVfM5U9fw5f35/jg3Zbdynsr3ih/WQOBOAipPby/Sdsl8mxmoCizTP74g8CSBqvmcoct/B6w/+Nq7aq/yHz55IFCdgMrTT+aqyYyA7rhwXtdd2v0+9CHwBIGq+ZyhS30PZr9qPoP5vEeGP3xA4A4CKk9vL9J3BOJ9qsC8DX0I7EKgaj5X1RU51521R+LDpgcBlacU6R5nSxSNCKiLWiG8qroibHbWHokPmx4EVJ5SpHucLVE0IqAuaoXwquqKsNlZeyQ+bHoQUHlKke5xtkTRiIC6qBXCq6orwmZn7ZH4sOlBQOXpnyI9DPjBgBx4PwcqfnLIi/fzgjPofwb+7v8p0n5yl/5IXB4IdCFQNZ+r6oqc+87aI/Fh04OAytNPdVOTu4S9s/ZdGKPzOQJV87mqrsjJ7Kw9Eh82PQioPKVI9zhbomhEQF3UCuFV1RVhs7P2SHzY9CCg8pQi3eNsiaIRAXVRK4RXVVeEzc7aI/Fh04OAylOKdI+zJYpGBNRFrRBeVV0RNjtrj8SHTQ8CKk8fKdJjY//LRKoCy/SPLwg8SaBqPmfqsu+B4mpzc6vszoxlaj+zL7YQOENA5entRXq+aPP7GeG/bFVgv9YwD4GqBKrmc4au+Rug/Pl56189K7XXVZ+sh0A2AZWntxZpu2Bq48zg7vafqRVfEPhFoGo+Z+gaPubfzOJofLZZfc/Qvro36yAQJaDy9JEiHRW4aqcCW/XFOgi8TaBqPmfqGr68PzWWdRZ+ryy/+IFAJgGVp48VabuASsTVIO/weVUT6yGwSqBqPmfqGr68v3nM3r1NN6ar8bCuJwGV748U6fnC2XsmYhVYpn98QeBJAlXzOVOX+g7YmGqv8s/UflUL6yFwREDl6SNFehZkF3Aeu/quArvqk/UQeItA1XzO1KW+A9GxlXPJ1L6yP2sgECGg8pQiHSGHDQQeJKAu6oPbH26VqWv48v6iY4cCv0z4vb6YMgWB1wioPH2kSNvlm9tMCiqwTP/4gsCTBKrmc4au+Rswvw++c9+/X+U//PFAoDoBlaefzFWTGQH5y3bHPnf4zIgdHxBYIVA1nzN0DR/qZ5y+zZnNSpuhfWVf1kDgDAGVp7cX6TMCV21VYKu+WAeBtwlUzeequiLntbP2SHzY9CCg8pQi3eNsiaIRAXVRK4RXVVeEzc7aI/Fh04OAylOKdI+zJYpGBNRFrRBeVV0RNjtrj8SHTQ8CKk8p0j3OligaEVAXtUJ4VXVF2OysPRIfNj0IqDz9U6SHAT8YkAPv50DFTw558X5ecAb9z8Df/T9F2k/u0h+JywOBLgSq5nNVXZFz31l7JD5sehBQefqpbmpyl7B31r4LY3Q+R6BqPlfVFTmZnbVH4sOmBwGVpxTpHmdLFI0IqItaIbyquiJsdtYeiQ+bHgRUnlKke5wtUTQioC5qhfCq6oqw2Vl7JD5sehBQeUqR7nG2RNGIgLqoFcKrqivCZmftkfiw6UFA5emtRXpsePTLRKoCy/SPLwg8SaBqPmfqsu/CzNXGVDvbrbxnal/ZnzUQiBBQeUqRjpDDBgIPElAX9cHtD7fK0DV8zL95s3ncv892K+/DHw8EqhNQefrJXDWZHZBdvDv8ZvvEHwTeIvDEXVyJLUOXfQOs/aYjYvNt/TyXoX32xzsE7iCg8pQifQdpfELgAgF1US+4S1uaqWv4+uUvYhMN7tdeUT/YQeBOAipPHyvSmRfOQ1KBeRv6ENiFQNV8ztT163vwa/7sWWZqP7s39hCIElB5SpGO0sMOAg8RUBf1oa2/bpOpa/j65u/X/FehYvLbXsKcIQi8QkDl6SNFOvvCeXoqMG9DHwK7EKiaz5m6vn0Tvs2tnmGm9lUNrIPALwIqTynSv6gxD4GHCaiL+rAEuV2mruHryN+3OSksMHi0V2ApJhB4jIDK09uL9B0XzhNTgXkb+hDYhUDVfM7QZd8D39rZ2Lj1s9oM7Vla8AOBIwIqTynSR7QYh8BLBNRFfUnKn20zdA0f6mcb2Zz1s9oM7Vla8AOBIwIqT28v0kdiMsdVYJn+8QWBJwlUzeequiJns7P2SHzY9CCg8pQi3eNsiaIRAXVRK4RXVVeEzc7aI/Fh04OAylOKdI+zJYpGBNRFrRBeVV0RNjtrj8SHTQ8CKk8p0j3OligaEVAXtUJ4VXVF2OysPRIfNj0IqDylSPc4W6JoREBd1ArhVdUVYbOz9kh82PQgoPL0T5EeBvxgQA68nwMVPznkxft5wRn0PwN/9/8UaT+5S38kLg8EuhComs9VdUXOfWftkfiw6UFA5emnuqnJXcLeWfsujNH5HIGq+VxVV+RkdtYeiQ+bHgRUnlKke5wtUTQioC5qhfCq6oqw2Vl7JD5sehBQeUqR7nG2RNGIgLqoFcKrqivCZmftkfiw6UFA5SlFusfZEkUjAuqiVgivqq4Im521R+LDpgcBlae3F+mxqf9l41SBZe+BPwg8RaBqPmfqsm+CZ2rjc+ttVvqZ2lf2Zw0EIgRUnt5apOeL5t8jgqM2KrDoWuwgUI1A1XzO0PXtO+Dn5v7VM8rQflUD6yHwi4DK00eK9CzMLt48dvVdBXbVJ+sh8BaBqvmcocvuv7Uz4+jYvCb6nqE9uhd2EFgloPKUIr1Kk3UQuImAuqg3bXXKbaau4cv7i46dEv1fY7/Xig/WQOBuAipPby3SIyC7eHObHagKLHsP/EHgKQJV8zlTl30PPFMbn1tvs9LP1L6yP2sgECGg8pQiHSGHDQQeJKAu6oPbH26VqWv4Uv5sfG4PBZ2YUHudWI4pBB4hoPL01iJtF22OTo3N8yvvKrAVP6yBQAUCVfM5U5f6DkTHVs4oU/vK/qyBQISAylOKdIQcNhB4kIC6qA9uf7hVpq7hy/uLjh0K/DLh9/piyhQEXiOg8vSRIm2Xb24zKajAMv3jCwJPEqiazxm65m/A/D74zn3/fpX/8McDgeoEVJ5+MldNZgTkL9sd+9zhMyN2fEBghUDVfM7QNXyon3H6Nmc2K22G9pV9WQOBMwRUnt5epM8IXLVVga36Yh0E3iZQNZ+r6oqc187aI/Fh04OAylOKdI+zJYpGBNRFrRBeVV0RNjtrj8SHTQ8CKk8p0j3OligaEVAXtUJ4VXVF2OysPRIfNj0IqDylSPc4W6JoREBd1ArhVdUVYbOz9kh82PQgoPL0T5EeBvxgQA68nwMVPznkxft5wRn0PwN/9/8UaT+5S38kLg8EuhComs9VdUXOfWftkfiw6UFA5emnuqnJXcLeWfsujNH5HIGq+VxVV+RkdtYeiQ+bHgRUnlKke5wtUTQioC5qhfCq6oqw2Vl7JD5sehBQeUqR7nG2RNGIgLqoFcKrqivCZmftkfiw6UFA5SlFusfZEkUjAuqiVgivqq4Im521R+LDpgcBlae3F+mxqf9l41SBZe+BPwg8RaBqPmfqsm+CZ2rjc+ttVvqZ2lf2Zw0EIgRUnt5apOeL5t8jgqM2KrDoWuwgUI1A1XzO0PXtO+Dn5v7VM8rQflUD6yHwi4DK00eK9CzMLt48dvVdBXbVJ+sh8BaBqvmcocvuv7Uz4+jYvCb6nqE9uhd2EFgloPKUIr1Kk3UQuImAuqg3bXXKbaau4cv7i46dEv1fY7/Xig/WQOBuAipPHynSdvnmNjNYFVimf3xB4EkCVfM5U5d9C2auNqba2W7lPVP7yv6sgUCEgMrTW4v0EDVfuLkfERy1UYFF12IHgWoEquZzpi77Lnj2Nm57Wd/bne2bv7PrsIfAkwRUnt5epH2AWbT95CwAAARXSURBVJdu9qsCm+d5h8BOBKrmc6au6HcgavfrfDO1/9qLeQisElB5+miRtgunhKwGNdZl+7uihbUQuEqgaj5n6hq+fvkzm192Ed4ZPiL7YAOBKwRUnt5apOdLNr9fCUKtVYEpO8YgsAOBqvmcoWv+Dszv41zm/vyecWbDHw8EqhNQefrJXDV5NaD5otn7VZ9q/R3a1T6MQeAJAlXzOUOXfQd8O7j6sYz97LwyfZlPWghkE1B5emuRzg7gyJ8K7MiWcQhUJ1A1n6vqipznztoj8WHTg4DKU4p0j7MlikYE1EWtEF5VXRE2O2uPxIdNDwIqTynSPc6WKBoRUBe1QnhVdUXY7Kw9Eh82PQioPKVI9zhbomhEQF3UCuFV1RVhs7P2SHzY9CCg8vRPkR4G/GBADryfAxU/OeTF+3nBGfQ/A3/3/xRpP7lLfyQuDwS6EKiaz1V1Rc59Z+2R+LDpQUDl6ae6qcldwt5Z+y6M0fkcgar5XFVX5GR21h6JD5seBFSeUqR7nC1RNCKgLmqF8KrqirDZWXskPmx6EFB5SpHucbZE0YiAuqgVwquqK8JmZ+2R+LDpQUDlKUW6x9kSRSMC6qJWCK+qrgibnbVH4sOmBwGVp7cV6bGZ3FD8B/lVvGqfqz5ZD4G3CFTN5wxdw4f/zZz9XMaew3+Wn1kr7xDIJqDyNL1I+0s2B+Hn5v5sd/ZdBXbWB/YQqEKgaj5f1TXfd/8+2PuxuX/1bIYvHghUJ6Dy9JO5anIloPlieZ82N/tVY/N85N3vE1mDDQSqEqiaz1d1qfVjzMbndzsbNWZzZ1rb48wabCHwNAGVp+lF2oJSlys6Zj6irQosuhY7CFQjUDWf79A1fxPmdzsTNWZzZ9o7tJ/ZH1sIRAioPKVIR8hhA4EHCaiL+uD2h1tl6xr+Zp++P4SosUOBXybmfb6YMQWBVwmoPKVIv3okbA6B/yWgLur/Wj0/kqlr+PL+omMrkfu9VnywBgJ3E1B5SpG+mzr+IXCSgLqoJ13cYp6la/hRvtS4GlsJTu234oc1ELiTgMpTivSdxPENgQUC6qIuuElfkqFr+Djyo+bU2EpgR3uu+GINBO4ioPI0vUjbpfLtCMqPzf0rQQ8/PBDoQqBqPl/VNd93/z7Ozo/N/atnO3zxQKA6AZWnn8xVkysBzRdrfjdf85i929xqO/zwQKALgar5fFWX3XfV2tl9mzOblfaq9pU9WQOBswRUnn6qm5o8u8Fb9jtrf4sZ+9YlUDWfq+qKnOTO2iPxYdODgMpTinSPsyWKRgTURa0QXlVdETY7a4/Eh00PAipPKdI9zpYoGhFQF7VCeFV1RdjsrD0SHzY9CKg8pUj3OFuiaERAXdQK4VXVFWGzs/ZIfNj0IKDy9E+RHgb8YEAOvJ8DFT855MX7ecEZ9D8Df/c/RdpP0IcABCAAAQhA4F0CFOl3+bM7BCAAAQhA4JAARfoQDRMQgAAEIACBdwn8HzlXLc69uNlDAAAAAElFTkSuQmCC" 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Bibliografía
<ul><li><span style="color: #953734;">DIVIERTETE EN:</span></li></ul><p><a href="https://www.pinterest.es/pin/573364596313168316/">https://www.pinterest.es/pin/573364596313168316/</a><br></p>
Foro
<p>Una vez retroalimentemos la actividad <strong> </strong><span style="background-color: rgb(151, 72, 6);"><strong><span style="color: #ffffff;"><span style="background-color: rgb(95, 73, 122);">ACERTIJOS</span></span></strong></span> Te autoevaluarás<o:p></o:p></p>
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