{"id":3283,"date":"2019-03-08T10:29:26","date_gmt":"2019-03-08T09:29:26","guid":{"rendered":"http:\/\/agora.xtec.cat\/iesfredericmarti\/?p=3283"},"modified":"2019-03-08T10:29:26","modified_gmt":"2019-03-08T09:29:26","slug":"matematiques-a-alta-velocitat","status":"publish","type":"post","link":"https:\/\/agora.xtec.cat\/iesfredericmarti\/general\/matematiques-a-alta-velocitat\/","title":{"rendered":"MATEM\u00c0TIQUES A ALTA VELOCITAT!"},"content":{"rendered":"<p>El dimecres 20 de febrer, un parell d&#8217;alumnes de cada classe de <strong>1 i 2 ESO<\/strong>, van participar en un concurs de resoluci\u00f3 de problemes matem\u00e0tics per equips, el <strong>&#8220;Problemes a l&#8217;esprint&#8221;<\/strong>.<\/p>\n<p>Els alumnes que van participar-hi van ser:<\/p>\n<ul>\n<li>2nC: Unai i Anwar<\/li>\n<li>2nF: Abril L i Daiana<\/li>\n<li>2nB: Lola i Romaysa<\/li>\n<li>2nD: Blanca i Al\u00e8xia<\/li>\n<li>2nA: Martina i Jan<\/li>\n<li>2nE: Carla i Aina<\/li>\n<li>1rE: Thomas, Carlota i Owen<\/li>\n<li>1rF: Eva i Anna<\/li>\n<li>1rB: Mireia, Bruna i Pau<\/li>\n<li>1rD: Achraf, Nayara, Marc i Roger<\/li>\n<\/ul>\n<p>De 175 equips van quedar en algun lloc entre el 34 i el 60. Van fer tots els problemes b\u00e9 en un temps d&#8217;entre 40 i 50 minuts. Podeu trobar m\u00e9s informaci\u00f3 al seg\u00fcent enlla\u00e7:<\/p>\n<ul>\n<li><a href=\"http:\/\/www.cangur.org\/esprint\/eso-petits-19\/resultats.htm\">P\u00e0gina web &#8220;Problemes a l&#8217;esprint&#8221;<\/a><\/li>\n<\/ul>\n<div><\/div>\n<p>Aquesta n&#8217;\u00e9s la impressi\u00f3 d&#8217;una de les participants:<\/p>\n<blockquote><p>Els mestres de matem\u00e0tiques de 1r i 2n d\u2019ESO ens van proposar de participar a un nou concurs de matem\u00e0tiques. Aquest cop ho vam fer des de l\u2019institut ja que les respostes dels problemes s\u2019havien d\u2019introduir en una p\u00e0gina web. En total erem 24 alumnes, 2 per classe. En el meu cas, \u00a0hi vam participar la Lola Melero i jo, la Romaysa Taouil. Per resoldre\u2019ls, ens vam repartir en grups de 4, els de 1r s\u2019havien d\u2019encarregar d\u2019uns problemes i els de 2n d\u2019uns altres. El resultat va ser immillorable, vam contestar correctament tots els problemes i a m\u00e9s a m\u00e9s vam solucionar els problemes de propina. Moltes gr\u00e0cies per confiar en nosaltres i deixar-nos participar!<\/p>\n<p style=\"text-align: right;\">Romaysa Taouil<\/p>\n<\/blockquote>\n<p style=\"text-align: center;\">\r\n\t<div class=\"slideshow_container slideshow_container_style-light\" style=\"height: 300px; \" data-slideshow-id=\"3281\" data-style-name=\"style-light\" data-style-version=\"2.3.1\" >\r\n\r\n\t\t\t\t\t<div class=\"slideshow_loading_icon\"><\/div>\r\n\t\t\r\n\t\t<div class=\"slideshow_content\" style=\"display: none;\">\r\n\r\n\t\t\t<div class=\"slideshow_view\"><div class=\"slideshow_slide slideshow_slide_image\">\n        <a href=\"https:\/\/photos.google.com\/share\/AF1QipMasyuoqyMIGL5e4A3DrktgTR4ZaPK9f82evWM9JnqwRQ8pwsdAEEFZpEY7bSoWLg\/photo\/AF1QipMlo13oPcMU8lJkftpoRxLRbkhbK_RGU2A-G18Q?key=Q25vUnFoNGJhX3pBT2Z0alpKRG5va2kwTEc1RllR\" target=\"_blank\">        <img src=\"https:\/\/lh3.googleusercontent.com\/hBql6qMNeU9XqrKguUEjgt01Dc-p20hlPT8nzkAYZqg59Y_FXn_VBhKWcF332rwEKK7EvCK3UsIswkGBrXhLAGqqV_uhvMhhNifCFRsbgQmOvJGxRSIVjV5339VU2Pb74iSOPL_xxi9NYf6RmGXXGa02xsdBvcxZg1nVdBY8tLdKvxuuANaO9jtjvblviY6JeHOp3E0_26p0GVwLZ9-G-JHZi_4i-8JmtWbvGDrNQiyxoYhZkASpQiuYNREVwNVBJTdMZgw-Wf2---v7l3anQQ0q0YnoU7xnnIltUNVEmS1md3I9pi5J3MdfJQWtiDVRqAYa3p42vmJN0Q74D5zAqsEuJp0OD_ZDAJ1TyNOcCq5P8TCNiANW_8KlFEdiUH79rfTHMmaicRKQFUMDNC73-Ez_Z8fIWcYJr2z_lKr6_TgXZdqj0Gip87ymIWGJol07icwHCx31aLOxNRccV2jgMGHfnZChwhbn-8rUxN12n9K2jRTENjg2lyYhoEORN9oIy5upteaRsOKX6gz5mzhtDQguW7L-NpTO9Sf0MxkDRhSxfpc1VmrVjv_LsVmh67QXlLxGyhu1ds4RAPuC4iKJt98W3fypKSPz3USBSevjzt-q_RZJZs2eYJIUK7EQ9XKjs0oMmgUQBgMyiAf3PiRTIxMwURVbKegKRqXLIUMhZ3hQ1C1j8l0TZnwT0sZRcaMrwONzXOtHZtVa7FVLTEzw1PTI=w800-h600-no\" alt=\"\"   \/>\n        <\/a>        <div class=\"slideshow_description_box slideshow_transparent\">\n                                        <\/div>\n<\/div>\n\t\n<div style=\"clear: both;\"><\/div><\/div><div class=\"slideshow_view\"><div class=\"slideshow_slide slideshow_slide_image\">\n        <a href=\"https:\/\/photos.google.com\/share\/AF1QipMasyuoqyMIGL5e4A3DrktgTR4ZaPK9f82evWM9JnqwRQ8pwsdAEEFZpEY7bSoWLg\/photo\/AF1QipNfohF7WEFwGhGrGryxkarGMmdERXQ0GEt_i48O?key=Q25vUnFoNGJhX3pBT2Z0alpKRG5va2kwTEc1RllR\" target=\"_blank\">        <img src=\"https:\/\/lh3.googleusercontent.com\/mbT8T9Ouh7p6r2H5P6-W8K4rhlbeDLRuQ-FL56LVC6k84SpulKjWa-MyRfrQvDXo8tIt-QLbbhFEhtAsTh08n1VjCrPo7Y5pYNVH8ynYKZX11JLrVTwlnLOwpmyi_1TOYnUG4g_4qwyEmdHQTtm6V9y4iKqZH8ssAwkYcLP1uoB3JJtZasGW2hgo5me0KnZlmOyxjr0U2T_S_XJUA79J3FGdAsRtHpcMhInbFpVhLvHlD6i17zQ3qfkR7zo6AB21RbH-tyxvWHRLRRQJh5DjEQKLOWTwAwCoh_TDVxvQc8YiD0sBdrhenCkKIVc6hHrKzNZOjMrOHyzWpbku0BClFaNlDVEa62hgbuLzLacvUCKEqamsOAB4L-69H-47wp8pDjVJX9r-tYHYZYGdLSZuFgOA82SAvc3sVZpxR0e2K1425_Y6eLHBcJ4ZE24-SGomm47npAK6QaHJcF5vElCGrcfT869vnOAOOGHNGehf5uE1cKVGAkZDO0QINJkajXCzuwEj0UM7t3x_KgzPKotgBUJW2V3fAsoKjVC-yP5I1iZobT_quqnTjkMxPQDOW7e-IJyZqAJ_54IGvENNi1n6dY7E3oRyxae_HxQXJFI6Kf8cWOYNRMfa2j_MkvhfGbDZbxzqDqLbrMLIwlRKgXPQbmo5l3o7pzYOKjefhiZA9FqPSm95OB2gOtWLaoVIK-liQ4ph-Dx5fb6tuDY1QaQgrxOL=w800-h600-no\" alt=\"\"   \/>\n        <\/a>        <div class=\"slideshow_description_box slideshow_transparent\">\n                                        <\/div>\n<\/div>\n\t\n<div style=\"clear: both;\"><\/div><\/div><div class=\"slideshow_view\"><div class=\"slideshow_slide slideshow_slide_image\">\n        <a href=\"https:\/\/photos.google.com\/share\/AF1QipMasyuoqyMIGL5e4A3DrktgTR4ZaPK9f82evWM9JnqwRQ8pwsdAEEFZpEY7bSoWLg\/photo\/AF1QipOBsyRm9DagW567k6KQTA1Co_7a3-Et6TthMRiv?key=Q25vUnFoNGJhX3pBT2Z0alpKRG5va2kwTEc1RllR\" target=\"_blank\">        <img src=\"https:\/\/lh3.googleusercontent.com\/kdYlL9z0dnXwJs248OV33RlappoV7BmFRmYj3vW_PY_oa_zmcu55A8gpC6bL4IIOG1yo1Qj6iqmDy0yzg1VxycdM0vHKo70LEVyQG18_9ls8qHFOxo5vZmLdTHDQa_2UQOAb_1EA7ZgtC9pgS2P2ha0k4dKBPH2o8NAH8cfbXOluFBRaEf7bbsuCc83zaZKVSdcEE4d84KqmDkkE9zVyRFC4VWjh3VcRodnH2e3K8wGedlJoS8AgV-OilRdMJKjRwXT_q8a2AAphvYPZYV5PErLlqbvcIysYndV9BzQ-fT9vOW0d6oFKW-Z62caQRYBZKLNItJ-CkildPpVpLNiuaqaQwq49BTh9g1ZeFgROsk9QPcXHLaNDR5Ny16QcBZ4tb9qFwYvs1J7KDG0lc9wS5pPcn8dCB6HI7eHPQgb4CXpZJ1DSmFIYLyJZC0MGz8dzA7f_H3y-Aho8UECfeZZUiMMBvR3A1calL7pskTA1AfWrQocEnz8n-eu-TjJJ-ln0tUl8BSWlUmjoWoeedoah0SE2NSpYMQ_bDYavUMW-_4dP-V-IE3mFUzoMNkwCtn_wR0Z8EtPe49Y7PEWvCdMtOlvoaD5G_mUOYwZLOQ2aSG3aDiFDGCkOfl4VPZMMU_Zq85u7mPkL4JL_bg15aLQMP1nnrhdDsY6OgCtxBgbX-3lgw2lcz-djAZkTyXyIxEbWZVBSfQafRkHXVvLfnadtpcF1=w800-h600-no\" alt=\"\"   \/>\n        <\/a>        <div class=\"slideshow_description_box slideshow_transparent\">\n                                        <\/div>\n<\/div>\n\t\n<div style=\"clear: both;\"><\/div><\/div><div class=\"slideshow_view\"><div class=\"slideshow_slide slideshow_slide_image\">\n        <a href=\"https:\/\/photos.google.com\/share\/AF1QipMasyuoqyMIGL5e4A3DrktgTR4ZaPK9f82evWM9JnqwRQ8pwsdAEEFZpEY7bSoWLg\/photo\/AF1QipMDJ4d_FujGpcNJ4F3JmEvhhspEK38Fxusv4Sm1?key=Q25vUnFoNGJhX3pBT2Z0alpKRG5va2kwTEc1RllR\" target=\"_blank\">        <img src=\"https:\/\/lh3.googleusercontent.com\/Hh9cLySn11zz0_dH4PhIxAGpqOapiX2zqZo0D6vLL3crJy21OQ5YzHm4GQTs6yMnCuqrSjbKKs_nsTexFojgCcF57un22Yt-ibTGeKjyzxrUol-DQ6VZq7dRwN7u_iqruFO9dvaZq5IiMbGj3SN4FfyypWldPx54n1AoS89QNuEiX5mtjyzmwlZtxei490w9o9tRlSITKqaNop1a_yDR_AWin99ow1Vc9PrBit9BavrpeqJpp3P4twRFM42krVquW1JDkVYrd2hIwmIUMfXkCNfMhGZdyVuC4G3EvlRLB82Ld3gELAuI3rntMmshL_6liooj6_GmquFUEJ_fZcjv4alNataW8LWUZ-LNudZ51VfrydGP4lPsV0JqKmNq9mweC7DfPWQxVtCzgtEUO5vInizbw4Lcp7RovnkJESyXU4UfuYQfCPeXg2EpGYcRFDATWaatgs97GgVLhTbpQsHi6RP6bS3jgxoXtuSiDE-7YZI1EebN7mwvVWfLb8qgvOE30kpGd9Y2zhrk33ZHMrx1z_IpRPsAfLEy2BDIG8q_OQYCfyJDI1j7Y7HgtuYmCJOTLQGI8AlI140B-ZTWIA6T9vcFE6-Ec2CfCtX35GfyQ7auxO6Mw931b-uUpukVvMIrFpSYq393pkjyM9ASoTQjZuxXW3ztLdRdxBzYgy1NpnZVm0XjY5nZDwunHY_oSUGrtLDISs6OucShDqrG6wbNDYmR=w800-h600-no\" alt=\"\"   \/>\n        <\/a>        <div class=\"slideshow_description_box slideshow_transparent\">\n                                        <\/div>\n<\/div>\n\t\n<div style=\"clear: both;\"><\/div><\/div><div class=\"slideshow_view\"><div class=\"slideshow_slide slideshow_slide_image\">\n        <a href=\"https:\/\/photos.google.com\/share\/AF1QipMasyuoqyMIGL5e4A3DrktgTR4ZaPK9f82evWM9JnqwRQ8pwsdAEEFZpEY7bSoWLg\/photo\/AF1QipNqHdV2vi1qsLp1wolpgh13csPxACK_JB0eKRAG?key=Q25vUnFoNGJhX3pBT2Z0alpKRG5va2kwTEc1RllR\" target=\"_blank\">        <img src=\"https:\/\/lh3.googleusercontent.com\/a9AZsK_Q95TbTQMSmCmw27KKOdlLKZTYY5ls_PMVK4MA8EJTUcJh_Cf9njkIOqz7csP3mNi-eus1I2Jiy5Q3SESqxzAVNAvwOx62AJcX_oQtg8j4KP6pPgmYJ-HZ0ZTv39VYKHluBGgQoLNk5VdjhpHh5tDqRnsIIS5lZeidpRr7kyaibvj7wLpmrJKe7k8p0e944CrP0Z6vMBSwZOmpvXW_B5MA8nnJItPOkn9PEqvRozRJ685Z0ULguH2xZPPuvJOFc1eHKRp99C_upiRLVH2mcIFg4DszYWCUb37ga_dketQ7vfcMs2jQ-hRi5JMQ0Ogs8xRA8Pz9wpfs7VUE59S4F1SOIcaNZRgb4NoMtcb51uPX_isA-WLiJ5X6qrQy72yUfBn9f46dvNGfkfE_f2lRS69E8YDXkL3BOa8xYSzRFzNxI-BASg2NvdRY68gfWSc5hYxplZRbllJhQqMGZiFOQpMBI7gFcJmYHaUesyV1uX0V62H3GQ--yweOYp6hExFblNy3RN3XqtkpBUCQGXmsN8KxDsvXLh9v4gUgXvNmHofbjpXNYyl2d6stwnngotR9CmeuY1nlzS1_vxfW6o68dcif_KUJ3sC6h_pDJNgHlP4J2BWdFlGAxqCZcaenMs6uMikX1WXvui4W4RpzR6A9qWZOg3fdyP1d-Ycimi_RCYVmgih9kZEWqNXJhFTUYOQze5xscCcLwtV_2DyG1uvR=w800-h600-no\" alt=\"\"   \/>\n        <\/a>        <div class=\"slideshow_description_box slideshow_transparent\">\n                                        <\/div>\n<\/div>\n\t\n<div style=\"clear: both;\"><\/div><\/div><div class=\"slideshow_view\"><div class=\"slideshow_slide slideshow_slide_image\">\n        <a href=\"https:\/\/photos.google.com\/share\/AF1QipMasyuoqyMIGL5e4A3DrktgTR4ZaPK9f82evWM9JnqwRQ8pwsdAEEFZpEY7bSoWLg\/photo\/AF1QipPqs23gW5dUDRuk9G9mY8Gcu0I4mpK8P_88mupn?key=Q25vUnFoNGJhX3pBT2Z0alpKRG5va2kwTEc1RllR\" target=\"_blank\">        <img src=\"https:\/\/lh3.googleusercontent.com\/I_DjkHrCX4A6E59swTaQ3X039VLQ4Sv1TStyOzyiWOEE-UWBbbei289Av9C4XFZbk6syN5tcJXAY3NghZmAclZ4aajMgCEf5PjASCUvkKEhSNWp2jMCk1Mz6zNK1t0UU3S53zGOFG2AFGww7qJcqIpZdqmOg2B91bB3pXIvQDD0EBCrNpLwhA-7cQ7ocAuEO54roOTvMWdbqQTpdXoFYOblvTdp9_hbmBHd1kzy-mRT1Dqco13ytEu2cRR491OCUW7YbrdqL5zVI4TAvrB81H6oFtr4B0fPgusZnvVIXIuzUA-eD8RVeCXDRRKrD7nUYr32carFNMisKKdUldVEhIL9we57el5Xml59_TIAyrqgk5FFtKSlSIbYlKcmTH_MQOQ9Sili3U1M34kC5_boLAb_5aZA9B-6zYNPVoCM1trSIfQK7dZKXrjQ03KIz4LBt3hQEB8z_K0PzmX0XJiu0ZW7vg1kGveIeF__eJyTubylGNbN-tEfG6amvbGcB-WXajFjibuwdqucY7ROtUA6WEc21Hi-48MrZBYkzQ1j3khtujkWD5QjbgdLD-rqUPrFn3YpxoT6HHl7daSczyFgdiEyje2Rn88m4ThOfIBraI7diV0l8iJyGaRRIYLa06FRAJgkaTPQAIy1_16Lg-uR67VKPlgXO9BXEpCNZXEjrrNYHPVI9WIf6fV9vzfmQYsO80jNczgADVvYnY5vXRQsX42IL=w800-h600-no\" alt=\"\"   \/>\n        <\/a>        <div class=\"slideshow_description_box slideshow_transparent\">\n                                        <\/div>\n<\/div>\n\t\n<div style=\"clear: both;\"><\/div><\/div><div class=\"slideshow_view\"><div class=\"slideshow_slide slideshow_slide_image\">\n        <a href=\"https:\/\/photos.google.com\/share\/AF1QipMasyuoqyMIGL5e4A3DrktgTR4ZaPK9f82evWM9JnqwRQ8pwsdAEEFZpEY7bSoWLg\/photo\/AF1QipPLPxf0Ftzj43JU2dXJrFZ-vFDZr6j4vZOo5cTQ?key=Q25vUnFoNGJhX3pBT2Z0alpKRG5va2kwTEc1RllR\" target=\"_blank\">        <img src=\"https:\/\/lh3.googleusercontent.com\/Liu9xjXN8C98Jrw2eR5qEirzljAc_OQdA0xeHHkfTAEdxmbMb5zEiZj1kQ8HT4e7t1li2jlqLK6FPX4OrtByZ5C-J3iN4cHHWzJBX_GpE6Wj2RvGNHO5pkrrrkiAJsb4CH9MtZYeLo3jvTMQU0kvVzVFlfFmNlFVfrAKAgmK7e_77FS4Fc_lJAWoSyRBrK7MHCXNfXDOyTR1-20zY5FG0Yj9tkitfxovcMKmgE_6Cy3IWd6RuqzmlbafTJzn1SEwwNAs1VrUkAJPC11mhrXtKXy3D0jbRbLqq5raWqbYqjyY_3lUAYt_9VdVxsdvpahFwOgfjwJ5uCYPzpn2TOi1kvh8iaZeGImGeCyBlpwNe_EE0HxN7uyyXJX5b1OWx3wsQ41vopz14ahz5PP0-K4TEcy-ecz1cYR9dNHuy19x4uNXG_eKcGnm_jqpkJCo0kIwQlxBj412dMjL9gGW3Rf7X5ErSfpDIEWJ4VFC_cur_RwWz3qlVfebvSEppDdOrTjPUnOclFr_Td4nlcOD8LnS7P2pdRhF06vwaYBxIItbcrotkachRsXY2rxSXIrBnlYGBidwAT8ZFiXboMnhI7FupojP7uDL6ZXAm8wTfZ3Ct4la3wTFVtrgFUxqbaQ3m2E31YFDcmUtknVr-nX7El82EAmtvtnXU_9d6YJsvRcDm3qvFafkM24lQ857D3VmK4NMFK9LURrYOUTmM-PpNmw1S1_S=w800-h600-no\" alt=\"\"   \/>\n        <\/a>        <div class=\"slideshow_description_box slideshow_transparent\">\n                                        <\/div>\n<\/div>\n\t\n<div style=\"clear: both;\"><\/div><\/div><div class=\"slideshow_view\"><div class=\"slideshow_slide slideshow_slide_image\">\n        <a href=\"https:\/\/photos.google.com\/share\/AF1QipMasyuoqyMIGL5e4A3DrktgTR4ZaPK9f82evWM9JnqwRQ8pwsdAEEFZpEY7bSoWLg\/photo\/AF1QipNZLbm9otIfF7SmaTO81oXRptyo6tuegozLjsRK?key=Q25vUnFoNGJhX3pBT2Z0alpKRG5va2kwTEc1RllR\" target=\"_blank\">        <img src=\"https:\/\/lh3.googleusercontent.com\/uj3mYrGEVizHUM6Rl6oX7L9bQ4vKcS6DdawZZ5ncNpnII5ZH7f_T6eILL24AANETRdlTAZSW013PRi9JiTaQv1fjEz92O1cRTGXagmt7Ba8kYXv9qa--gBrP3MYxzxtmlZybqK_e893QR2Fn6q8q2gyHCBnZumF89RX-VvvagzGfyDRznU_owu5VP4vAugvOkmxTbMrCQ_QoyJyxl6wWfxDqE59DJEK-1Kq3_jeNAXG2YH_NH-r2WljiE0GwYDrSQubdFXZ17SzCoUu-UnglnbH0OiJ2q36YIrz2JcG9RzrXFnJtGFDkr7mxzrCsBV2Dy3h1OCmvAUXi4CiEk0M_wPkMCZhF_vyno05yyJ2I97NmRYwMoTRiHuyPQ5bFKKnVrV6zgsIRapJqFqJMX4yCnNQnoW5s9QQ0MVk1p-VMpxkMTASwVcJ3f7lryQdRCH6wfaU3wj285rY4gAlp8o3PGzsakKQ0TDxhdwi7TZBp7VVE7ZLGi-d8dAmWsAUZoT5D-8BqNfaAgtMOFEd4RlQKBtxbonjAI3lQXhGbINZgPijXqiG2RhKuh5xIY1W4ljmZPGU5VdBa6nuJhYvaaaDOQy_dGj-cOVKfLrPzAS_F3kfUcmbyyIk5G1AHPeKX-hiriJOz-Vg1avZkS_8RTSvjyJiiT8bO7K1EPaHrCt7LipeAImZkiVOBgHqajXC75X15z9_YGoGBJBZzSyl7Smyl3pE8=w800-h600-no\" alt=\"\"   \/>\n        <\/a>        <div class=\"slideshow_description_box slideshow_transparent\">\n                                        <\/div>\n<\/div>\n\t\n<div style=\"clear: both;\"><\/div><\/div><div class=\"slideshow_view\"><div class=\"slideshow_slide slideshow_slide_image\">\n        <a href=\"https:\/\/photos.google.com\/share\/AF1QipMasyuoqyMIGL5e4A3DrktgTR4ZaPK9f82evWM9JnqwRQ8pwsdAEEFZpEY7bSoWLg\/photo\/AF1QipMENnA8i35OJSM98D12x1GvsdJOR84xvnpz9KhG?key=Q25vUnFoNGJhX3pBT2Z0alpKRG5va2kwTEc1RllR\" target=\"_blank\">        <img src=\"https:\/\/lh3.googleusercontent.com\/GlZBbWMPpq0PVt7P07giX_VkqXbu_ji9zRz4JeHogwMxk0frsRseHgrlImEIT1BcspnU9wyCYkhr2vt_axVeCEOsHv1qBo4o-X9KFRX9h8LLUZhcbowXRsJok_fsbTMz2htY1jPT-JXpaOID1o8knQulaxC5U93xJM7SmIzQn3td9_tQI8CU3oKSgJM3JjylC8qKA9HiBvfMrNSB8FQpalusAQR_ftPvi9dGwnn-TpAv6n6UhEsc9-SSngZ763TGI5A0HxtZCntZg0ZvpLgVTmsSwuws7Yxikq4u4u_2KMKDJ6YVu1eXWVtTH5kldE70R2gFmLixQND_dwUSX_Y5XclOWkJvZIPM2ElGhhyizlDHT1ZU8mbIlm6n-rXnfGq1byhr90y0OF7id-DRx7WCk1qIhQNeg4vi0DVs4NJUkWSh2QuZtvuyA7FbQWCCWDUJQsANxALloGRmibF2H7ULfG-_JHackLxZUPFBLQOj6dNxgFu9UpHusE0-1R_68PCKJn2fzDc-yLd_FLa92FDExDR_2Me8YtQjpiQturZGKSFjBactNFhvbghAbeGs_wXMC43QLoT1WArmyh6Psdl97AzgviKoEgq6lAPNuUb4lH2hJPNGoQY2xujdpPNsYtH2sU1Fk8r1IpEcw3DcI782_jtME3XLTf5KqIxiex96JhRSWNoLaUM5_YWBLB46xkbHmLsJia9kOKtJ6OCvZ-JSy8JJ=w800-h600-no\" alt=\"\"   \/>\n        <\/a>        <div class=\"slideshow_description_box slideshow_transparent\">\n                                        <\/div>\n<\/div>\n\t\n<div style=\"clear: both;\"><\/div><\/div><div class=\"slideshow_view\"><div class=\"slideshow_slide slideshow_slide_image\">\n        <a href=\"https:\/\/photos.google.com\/share\/AF1QipMasyuoqyMIGL5e4A3DrktgTR4ZaPK9f82evWM9JnqwRQ8pwsdAEEFZpEY7bSoWLg\/photo\/AF1QipPLJ_j4GqWbtd8GW3oc20E2WO4k46xLmsrk8Zcw?key=Q25vUnFoNGJhX3pBT2Z0alpKRG5va2kwTEc1RllR\" target=\"_blank\">        <img src=\"https:\/\/lh3.googleusercontent.com\/qvbafkm7lvt8lD-9DDSJFwSxHVsGb1nNmgGbHj6yDkgfOTj7IK08ECoJsFHdi77mYz0jX3mHeyOkxtGSz7gqiI2bliRcUbKhrtF8CroN9yp7gD3eTr7zwmaJ2I5km8Prmub01kQWzbDWGFW2z1mogSqiKgYXh8pvoboznP8f20mH3ioPR8g0-Le0XVht-hLkbQ9TPD714iG2S9OFbK5Uac3VfRBaYNAxmSWFPSTnSfXWSU4qWuBQ-1QC0dcXwONlYxCvzi3PONj0tHhob2-1iWhXPb9XRVWDpBQhwAH5OMl5VpZMT84GQByUGSa5LRDLNq6Yljrlfi_sVmJyF-6_-zShnu2gD9rxCBB-IZXT4vkMLFXW3oTqv1BcG-GWnN_mLnPwM54uegPX3RvNl_0yxPNgK3slyh8YARyV4NUE7-_lA4cQTxS0NjA4KDj-pP6TYhANqAA0DVb8e0zYIiImyR3mv8ieIcPj1N0f-3IQljPpKrWyN22Xl1raH08RWz2q8dpneL1EduO6b5j11fMNh1CZFApIjWhiTXXv9exRTCp-bFjPEX1obYrk13vt6CPMszFnhF58CQkBpIxisAsLJQ9SpNfLdqFSETjbGxQMTXyk91R6FFm37rXxHuTOoHEwFcVl8w_xR2Q4m9ExuoT1bMbb12rMkgmEvi9PstO6wUU-xvHoY3IfKti7xNTwmAJGZfEVVY1lKHRzNiZ7A4HCxCqr=s312-no\" alt=\"\"   \/>\n        <\/a>        <div class=\"slideshow_description_box slideshow_transparent\">\n                                        <\/div>\n<\/div>\n\t\n<div style=\"clear: both;\"><\/div><\/div><div class=\"slideshow_view\"><div class=\"slideshow_slide slideshow_slide_image\">\n        <a href=\"https:\/\/photos.google.com\/share\/AF1QipMasyuoqyMIGL5e4A3DrktgTR4ZaPK9f82evWM9JnqwRQ8pwsdAEEFZpEY7bSoWLg\/photo\/AF1QipNNB3OXgD6m3wnUoVSm9n-FrR3ibA-JjwGhOJ53?key=Q25vUnFoNGJhX3pBT2Z0alpKRG5va2kwTEc1RllR\" target=\"_blank\">        <img src=\"https:\/\/lh3.googleusercontent.com\/FHdL-3LxM2t81OTCj2J1vebmS36THF2dPFDfGFeXzZsjCjVPJx5ChmVcqTEqdJ_LuKs56kxjI2qWjvgDlk2lDJi_LAG7ZeNaUrxThqyg7KWh7lkT6WD12H-KtNxy1287QVc-YWD64yt64FbWHJLiWbawoMt-c2fsXEovDcrSIdC4q2xX9FR4dFhtZfrUXATc--pRk48AJeeIQ2AibupABAAhgri-roQ0TcBe76xMiJ_b5JqugogdcVXNyEY0ArQMs782d-O0ydEEkPlsJr4snEACeKnPgbZZZN-ANMlCl0A6ywC0c8XQAGKAD9vGNisZzevt__qob4whymYKm2y7HhL2IWyZq1BdpuT9hX5EnFX9pUXtdFjB0hXSFDd3Hcojy4H1PEg4DuNR3L9xRP2c_QhI2JAtvDdNuyFdZNsKHIdpR-awVdpctHe0tH5UOQEvdLK8iNMKb9KYeCEvRH9h5d6VYFNP1Ne39Ynq-ODoRiPvEcUvxJDj61frT6kESEnt-TL1I6lJpnySqltHyMFBloQNB5Z_4zdgjjiqR3WRiL0APPEhLHTWAte0buGvwLBOCOeV1A7dpX4cCmCl3G5UoeTWnWksoqIhtDTM5dlohXLLtYtCIspWEUJlFCi5LIxxc3umT11L9z9rAxJ8eolWXB79QIlP195yC1EWbkrUcp4_L8z34Y1dxziwYte5eI0U3epGM9syCXmlmZfWtL4cg_TE=w800-h600-no\" alt=\"\"   \/>\n        <\/a>        <div class=\"slideshow_description_box slideshow_transparent\">\n                                        <\/div>\n<\/div>\n\t\n<div style=\"clear: both;\"><\/div><\/div><div class=\"slideshow_view\"><div class=\"slideshow_slide slideshow_slide_image\">\n        <a href=\"https:\/\/photos.google.com\/share\/AF1QipMasyuoqyMIGL5e4A3DrktgTR4ZaPK9f82evWM9JnqwRQ8pwsdAEEFZpEY7bSoWLg\/photo\/AF1QipO9J2VMqTik4ltHnXd3Bsb2HrNWhKSCQCNmaZW5?key=Q25vUnFoNGJhX3pBT2Z0alpKRG5va2kwTEc1RllR\" target=\"_blank\">        <img src=\"https:\/\/lh3.googleusercontent.com\/scI7QRTtfdIdtSlLDOMZS4A3adC6cb_hL-vY86TYEMKh3plLPoASC9CQqBK1ih0iOFZtOrWShdBL2rpwKCu6LmJWSyR0eGRbWJrVMaKIJTGkZW9HFZaYn95AIBMP3NgWBPNvosYelr33DAUbYKN31bsDiI4Cdmggu-r2iiyZ-N60fFlDaiFCgWrWd_uWLmnMqUXPhcXSwo7kt2k2zxtv42IdG2tdhEyNAQzZGX_Qd8EIFBa9dKUEHcdgWvwoMUBNceexHVgCD9Y5YRvpGqaq8OHqjbaR07dBUnCsEzCaTnnb7O9kbsvH-Wgwc635VEXW233HBXN7YThktyHP29sHa0etW6H1hDrr7pFnb2Ne8YLd5fLboLzBmLUNvFIUoE5hqd-6AbpMDCq89XpwEHlvqoC4Ua3FLe_jpCDyFMwFz1IsjV3Tpg47eTi1iC-x6wmkTZOfHZIo4GcjVNPOliXXO_0szuWyrrFkvJz8rwXCK-J3AstLxIRTn9eadfWsOLMcuLzktV2Pin53rJ88YZ3ZBsc4E0tOt1-ev4Hq7oat29MhaoXgMHkQSAQs4JAIl0RoALBlvkmwRQ6NONj2lCxqgF6u3xabZM3Ycim8WhOZXg9jOb-3VTNgGzRJHOCCvsJ9-AW21xHOXJSFl_3dlkrtI9LlhhMW4lU1xMgP4z1RH0PlgaVeqgFxT9jUoff9HW41dA6j-c0YyCIJE5Eok0POc2bA=w800-h600-no\" alt=\"\"   \/>\n        <\/a>        <div class=\"slideshow_description_box slideshow_transparent\">\n                                        <\/div>\n<\/div>\n\t\n<div style=\"clear: both;\"><\/div><\/div>\r\n\t\t<\/div>\r\n\r\n\t\t<div class=\"slideshow_controlPanel slideshow_transparent\" style=\"display: none;\"><ul><li class=\"slideshow_togglePlay\" data-play-text=\"Visualitza\" data-pause-text=\"Pausa\"><\/li><\/ul><\/div>\r\n\r\n\t\t<div class=\"slideshow_button slideshow_previous slideshow_transparent\" role=\"button\" data-previous-text=\"Anterior\" style=\"display: none;\"><\/div>\r\n\t\t<div class=\"slideshow_button slideshow_next slideshow_transparent\" role=\"button\" data-next-text=\"Seg\u00fcent\" style=\"display: none;\"><\/div>\r\n\r\n\t\t<div class=\"slideshow_pagination\" style=\"display: none;\" data-go-to-text=\"V\u00e9s a la diapositiva\"><div class=\"slideshow_pagination_center\"><\/div><\/div>\r\n\r\n\t\t<!-- WordPress Slideshow Version 2.3.1 -->\r\n\r\n\t\t\t<\/div>\r\n\r\n<\/p>\n","protected":false},"excerpt":{"rendered":"<p>El dimecres 20 de febrer, un parell d&#8217;alumnes de cada classe de 1 i 2 ESO, van participar en un concurs de resoluci\u00f3 de problemes matem\u00e0tics per equips, el &#8220;Problemes a l&#8217;esprint&#8221;. Els alumnes que van participar-hi van ser: 2nC: Unai i Anwar 2nF: Abril L i Daiana 2nB: Lola i Romaysa 2nD: Blanca i [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":3284,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"_bbp_topic_count":0,"_bbp_reply_count":0,"_bbp_total_topic_count":0,"_bbp_total_reply_count":0,"_bbp_voice_count":0,"_bbp_anonymous_reply_count":0,"_bbp_topic_count_hidden":0,"_bbp_reply_count_hidden":0,"_bbp_forum_subforum_count":0,"site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"footnotes":""},"categories":[4,5,3,1,29],"tags":[136,133,41,777,795],"class_list":["post-3283","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-1r_eso","category-2n_eso","category-eso","category-general","category-portada","tag-1-eso","tag-2-eso","tag-matematiques","tag-mates","tag-problemes-a-lesprint"],"post_mailing_queue_ids":[],"_links":{"self":[{"href":"https:\/\/agora.xtec.cat\/iesfredericmarti\/wp-json\/wp\/v2\/posts\/3283","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/agora.xtec.cat\/iesfredericmarti\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/agora.xtec.cat\/iesfredericmarti\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/agora.xtec.cat\/iesfredericmarti\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/agora.xtec.cat\/iesfredericmarti\/wp-json\/wp\/v2\/comments?post=3283"}],"version-history":[{"count":2,"href":"https:\/\/agora.xtec.cat\/iesfredericmarti\/wp-json\/wp\/v2\/posts\/3283\/revisions"}],"predecessor-version":[{"id":3416,"href":"https:\/\/agora.xtec.cat\/iesfredericmarti\/wp-json\/wp\/v2\/posts\/3283\/revisions\/3416"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/agora.xtec.cat\/iesfredericmarti\/wp-json\/wp\/v2\/media\/3284"}],"wp:attachment":[{"href":"https:\/\/agora.xtec.cat\/iesfredericmarti\/wp-json\/wp\/v2\/media?parent=3283"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/agora.xtec.cat\/iesfredericmarti\/wp-json\/wp\/v2\/categories?post=3283"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/agora.xtec.cat\/iesfredericmarti\/wp-json\/wp\/v2\/tags?post=3283"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}