{"id":8233,"date":"2018-04-20T12:57:52","date_gmt":"2018-04-20T10:57:52","guid":{"rendered":"http:\/\/agora.xtec.cat\/col-imma-lloret\/?p=8233"},"modified":"2018-04-20T12:57:52","modified_gmt":"2018-04-20T10:57:52","slug":"proporcionalitat-al-pati","status":"publish","type":"post","link":"https:\/\/agora.xtec.cat\/col-imma-lloret\/general\/proporcionalitat-al-pati\/","title":{"rendered":"Proporcionalitat al pati"},"content":{"rendered":"<p>Els alumnes de 2n d&#8217;ESO han treballat el Teorema de Thales i el de Pit\u00e0gores al pati:<\/p>\n<p style=\"text-align: center;\">\r\n\t<div class=\"slideshow_container slideshow_container_style-light\" style=\"height: 300px; \" data-slideshow-id=\"8236\" 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 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src=\"https:\/\/lh3.googleusercontent.com\/Ryy1EN-rfMDLODywXJRLONan8kZobtEtNjIhsQPNa3_0VgqAyAuaBUwn0WftxUhrDdjGeUK4dUZ8yIqUrKmybHaJD_YM0327Iv0FCoarh1Ltn5IAAOyd1diVuIUvtrxwJOyDZ-c7p_STDmWwq4cnT7B52DK0xZA35-XGmnDDXhxxAe1895wfBDM2ypWdVxVUUumHN3Kq3gyyFgt36ONA6F95y5_jYsPu9ATY-OXtHjh69pwOHOmZLk43R8xCh3yvfI6BBI3q2zgG5WM1crN6EG0l0QuM_qjvH-MBU0_nOuVDNgWrULv3VV515nw0y7i5ej0RtvENrPTIje8_hnC8O3l9OSviU5_sErlRxF-7LYXth18oCI5cPFRlyLCoAlY1LhHBEq3__gUF4V11Sxk0ahApL0YJHicKMvfd-PvO_B-FkUkLGhfg3HFmurASb2Igs8n29PgCw4ZziPzsDR_kKzPep1XDk3rrGocS5oKwcleKVSk2OLiSd1zDuo2iqskCQfNKUDS78wiF5KiptcwvGDeg3H3CZCdayu5hFIWm0Uoxw0x8_LwYeHqu-0gyLc8S7dXUqjP6Z1Iqy5J0yHK5L9_u6T0Yi0BWXrzOGiR8=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 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src=\"https:\/\/lh3.googleusercontent.com\/RWj9WWwUJlCj5QDmgtIE-hO7NWcAfs_VDjCJbZJDYgpc4gjdN4bJVuTK_XF_23vjZVmskCvNlYivWFHeZh2ap1h1RWEerohZD_6PUduAZjFndJ4aUK7b992xn6m35Kg4UZHNPRlYCYZM-xe2UN1w8Sp_snbGUofUg-njFWSGVLcNsOLqU7GtCtTh-2fq6dHw9FIrOz0sh0RPY3ajsup1QaU_CXJCfgvl6Uh3a8mOOU7zjhaEOalGRAiGcnZZy5DlKHI0VaVDfgetztuIadEPaWcTCdAQJ8odrAY9-HDnHOqOk_Yg-yezHMWP5Yopf76yQemkbTdwlgOCjXj4gm8z_I-FtaNRRfPg7vG7UuBbpCF5riyiGBueZ_BQh1tKNOiC1UwOlhUUjQF2EvNjko9L9zwur845uuo_k6eP74S9ke6reMq4hDhoacgRDu8nN3Ofj5UduP_isUhFjBBt9_5LISR_X0gfrtF0Ajsf2agFnHr9hM76c7fKG6CsHosSzW5LALBbVkw5bgSzN5ChwjyPLBiMZ6VLWIRrCdr6qe5BAYyBtE2hzxlPhpHEIc6jK1_rom67Kx5j5u2qCMaVqKTWIPALYd5Xj3sujak5Mxt5=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 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src=\"https:\/\/lh3.googleusercontent.com\/taWZyXpBtEtN2ZSGCjQ9KrXJHAO8KZVnwW5ILXcE0TxoZoaMiHh9PVPbHsPx2Di5O920SM_kKDtkpt-LB2IYjscNBFBKTdfnmASGBepEc1aIbHlupssvRWh2S6oOS6GtE0v0WpZDDreiu9-FiWPxAN-QYIPUqHcUHUftx4FtjoHgcF26a2TKr68jBc9e_9ClDXcIH6-iWwWh5fi-6TveuKia9AuL23J10LHK4SaCeCIYK3kr_w6aq40O5woV_8vporFZaN0_23L_WQJkyT7HWn0SObED7-OVG2KYRjMu3aZIp98cUu3PnboAmyYgFVwib0AGMqQcl6ZrhkSVI4REYgNLVbENYG-HVmNdBDuZkqzivVmAg6LP8Jix2ntCBcBOAxC_fzeoU8rADeL3F-iTo5U4optrF93nhS_f9BkrHUa06s3psEkZfhJbonURAohJzvf7hkEt6mdZqJZjl9krSnMD-DEg3M-QFvCiuK06ziWeeoQLpsyAgEokqPsPJLAsv0NqiN1i8RiwBmcKK-eN9IKHA6BnhteGN5DrKWXzB-MI0Gvf1G7JENbjnlFJkTdnq3m_TJIsxhGKumebp8-1UeMfmcs2mZCd-cC95LEP=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:\/\/lh3.googleusercontent.com\/owYFuCxY86DpLu0mM-MzndZjggF8TkHMpZW5up8RAjKjvrzxvd2b8SFqdpGfnRmZh-XxaTJ5lhfmqAUmSgDSNS6p4m-DT65KLHtlldUVaO4xKTaRzWFA_BeMvncKbnwdwgITO6rgVv5HV6qs1_Vf8vDJjg101iOx7OqOviRIPntTrew0-EDZtoHPZbDtxGR5gLNL_QpAaI7o_DnG10Zi4ijFDtISV_Iv2vas1k_zIhl_fENg8RGo3O2JMCDQ5qUWXXkptGM-hLc6tJ5yBI0kgW4Ci1QAOCk_80zQ9QulV7cHWECRBLljuVDZgcz6ZF28MkvKwdpPvXVUrUPh_S6PHJTQquL5w_xpfThYGPDlcBvyy70Qc-MD0pbOZ8T3LqaZ_ugOSj6vx4crx74lE9T5Gy4na2JOP7kkj75JNossDrt8anKsMySN5ya_OzsupdZ9YRXbNKE8OH6a0x0ySnyjrdZihh89ve6erlAzvwPTTVNBxC7S8bU5rXUjkxpGVaMPadok68ny8OWG0plXdoME_KBjsUkrJ3M7dFGYA2d_JvSYMHf8xmftvrpXjctBuklG_iojkgzObUoAUFjVtODvogVMcyLv7cQL1BZyWuXs=w800-h600-no\" target=\"_blank\">        <img src=\"https:\/\/lh3.googleusercontent.com\/owYFuCxY86DpLu0mM-MzndZjggF8TkHMpZW5up8RAjKjvrzxvd2b8SFqdpGfnRmZh-XxaTJ5lhfmqAUmSgDSNS6p4m-DT65KLHtlldUVaO4xKTaRzWFA_BeMvncKbnwdwgITO6rgVv5HV6qs1_Vf8vDJjg101iOx7OqOviRIPntTrew0-EDZtoHPZbDtxGR5gLNL_QpAaI7o_DnG10Zi4ijFDtISV_Iv2vas1k_zIhl_fENg8RGo3O2JMCDQ5qUWXXkptGM-hLc6tJ5yBI0kgW4Ci1QAOCk_80zQ9QulV7cHWECRBLljuVDZgcz6ZF28MkvKwdpPvXVUrUPh_S6PHJTQquL5w_xpfThYGPDlcBvyy70Qc-MD0pbOZ8T3LqaZ_ugOSj6vx4crx74lE9T5Gy4na2JOP7kkj75JNossDrt8anKsMySN5ya_OzsupdZ9YRXbNKE8OH6a0x0ySnyjrdZihh89ve6erlAzvwPTTVNBxC7S8bU5rXUjkxpGVaMPadok68ny8OWG0plXdoME_KBjsUkrJ3M7dFGYA2d_JvSYMHf8xmftvrpXjctBuklG_iojkgzObUoAUFjVtODvogVMcyLv7cQL1BZyWuXs=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:\/\/lh3.googleusercontent.com\/3cG1tigAeFjBpy7-n3EbhsaBgddPYFB4y6yAVMZwaSN8bDCbEtjQBoDqdnQIOqiSmF_EbcVLTo3-NjvqYdWbySfzO4_kpw4U9TT8Kms52ogBKEWjJw13GrAnA2Isal2nzsY2zda1thKkwmE4N95_eZgDathht8f86tJ0VdBhzL4HiysZu68vHBwmqgg7qK3OQm-TCXrxdv2TKAsXr5ayYvRcReJfoHIVqUztViX6s7_Az7vuz0c6vzANuxYxx08HDLLzfr0WoZdtRKfIvzXEcbijCRL9sP2jRWe_I22bWt2OcLowYq5pOMY_N4Krwv5vkPbXhXV4oAK90tT8g7pXl1L674BXdld9JkTlbN7r13N_19XoZ01PcSu61VPB-U9inZr1t0g-EgkxHyAtLsyPJPqAe4FGvHOeKVyNIIQOY2x1ANWrtSM5NOsEpTHs0qiW71qCL2WgRy9ScxLfjSI63Zx8GEnvbj2PM15JhzDJD1oS_OCbyPp0_B_-hcZ5dAEm3WBWcEF-j-pBALlZc11CN1IlQElGWOiuLn8YZPdDB93ArWnoISTmUIOsVBJhC6KHymKy3bxW7U0CHICPrJ7JUbYjuELWNFuRxaFdV5iG=w800-h600-no\" target=\"_blank\">        <img src=\"https:\/\/lh3.googleusercontent.com\/3cG1tigAeFjBpy7-n3EbhsaBgddPYFB4y6yAVMZwaSN8bDCbEtjQBoDqdnQIOqiSmF_EbcVLTo3-NjvqYdWbySfzO4_kpw4U9TT8Kms52ogBKEWjJw13GrAnA2Isal2nzsY2zda1thKkwmE4N95_eZgDathht8f86tJ0VdBhzL4HiysZu68vHBwmqgg7qK3OQm-TCXrxdv2TKAsXr5ayYvRcReJfoHIVqUztViX6s7_Az7vuz0c6vzANuxYxx08HDLLzfr0WoZdtRKfIvzXEcbijCRL9sP2jRWe_I22bWt2OcLowYq5pOMY_N4Krwv5vkPbXhXV4oAK90tT8g7pXl1L674BXdld9JkTlbN7r13N_19XoZ01PcSu61VPB-U9inZr1t0g-EgkxHyAtLsyPJPqAe4FGvHOeKVyNIIQOY2x1ANWrtSM5NOsEpTHs0qiW71qCL2WgRy9ScxLfjSI63Zx8GEnvbj2PM15JhzDJD1oS_OCbyPp0_B_-hcZ5dAEm3WBWcEF-j-pBALlZc11CN1IlQElGWOiuLn8YZPdDB93ArWnoISTmUIOsVBJhC6KHymKy3bxW7U0CHICPrJ7JUbYjuELWNFuRxaFdV5iG=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:\/\/lh3.googleusercontent.com\/J4MdHObeIifo_mzFDRGDRCVIVkL9YMvBI4yv4FTkB_3vWLj6G5tBaN30HTiilreV9rqqp_WTjSCfLT02sexh46AODzemsljsi9T8JoteSqCiIoMsDWMniBYbTT88eQt1WIBMcnovO1PLoRH0I20SLq_tsshGz_JZaGuhqcsa3FDw_zE-w3dr4HigVfyTnFKgqycDzAZ2GiBpT3ldhB2M3DFBrGtAcKhYs3EcbXmAxh3RNjoio7jPQp3-9jS6tEr95dlAynFabE6yIHT8dyyIsA0AEusL9ZHiCmuh-hWdGGsoSh7g1IHTs5gyMyyoP0K-KoFCwNajA9XkSFoxrFaKRgLlMzJAuTguOkCAZreRK2WZv5pnWGVRR0H390tCyCbPlv-LFgqI9piKMq0BJNJqRmF9fHP9Vc4ge1KvGNGSpp2We3dbnxUsFewW5G5DobNyRhWXP04Vj-m0VzJnalDuceIoKG-QEKtcM4qVm7btIxb_1EreOT0thLS-3iw_dD4X1mfiWyCU7uEiBbW9RFDwx6Ct342Pcy7hkvEOHb0n8MMNDnNZheuSdY-EPvcttCSEtzwxBrmOygwv2pBog2CDEXv9pI8t8e7tgcU3u9SU=w800-h600-no\" target=\"_blank\">        <img src=\"https:\/\/lh3.googleusercontent.com\/J4MdHObeIifo_mzFDRGDRCVIVkL9YMvBI4yv4FTkB_3vWLj6G5tBaN30HTiilreV9rqqp_WTjSCfLT02sexh46AODzemsljsi9T8JoteSqCiIoMsDWMniBYbTT88eQt1WIBMcnovO1PLoRH0I20SLq_tsshGz_JZaGuhqcsa3FDw_zE-w3dr4HigVfyTnFKgqycDzAZ2GiBpT3ldhB2M3DFBrGtAcKhYs3EcbXmAxh3RNjoio7jPQp3-9jS6tEr95dlAynFabE6yIHT8dyyIsA0AEusL9ZHiCmuh-hWdGGsoSh7g1IHTs5gyMyyoP0K-KoFCwNajA9XkSFoxrFaKRgLlMzJAuTguOkCAZreRK2WZv5pnWGVRR0H390tCyCbPlv-LFgqI9piKMq0BJNJqRmF9fHP9Vc4ge1KvGNGSpp2We3dbnxUsFewW5G5DobNyRhWXP04Vj-m0VzJnalDuceIoKG-QEKtcM4qVm7btIxb_1EreOT0thLS-3iw_dD4X1mfiWyCU7uEiBbW9RFDwx6Ct342Pcy7hkvEOHb0n8MMNDnNZheuSdY-EPvcttCSEtzwxBrmOygwv2pBog2CDEXv9pI8t8e7tgcU3u9SU=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 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src=\"https:\/\/lh3.googleusercontent.com\/4oPKbItZvclx49kkcCuD1DqEasZkoZAuanVpkxSoNmJT-Kh_zGwgxhdoSJPF24Cnl1-JMATQxw9SiVwevGTBfqByUpoP48l58EyQvBlLP6S4iwdyzPHNAiRo3xo9QO91bHpQYyZumcv9MPGLTiLXKwBUQbD5MSXPpd4FPPf4W9l2LAQtu-WuTeZDMYKf7rsPHq-pYsMMpkMj8r4G2IovrOowUW-_gk2ynjL119Ibjf7Vdx3BEeMuGQZ3n9UiGmsjvsbh7qSAiKiykRWH7rlncUz5n3lLowSPnF4BeoorJcEXLulVJI8Ch1TmwGvmeSfWdSCRgCwr_e-e-4SmH_fCvrm8HuBwcJBvKVy9VBc4M27xG6CpUws7o6il_0syThXVBNkg-MA73EjHGWNCUX_G1RUAKx1LKS_VkxwyCZQ0INVkt8tcmS5zTv-xXvgqaXNsni2waEG4IgH9VPd7WcSXDLmdLNtCsaYtZDqysI47YfuZM8ohZE-m1dleSTZAFYBa47jz4kpkzZ-NTghVK2gdsqCeg03_3rzTKDsn5NTpFsvxBurZN2zcastgOWVDBNDzsbKn9fK-euoUSgJ5nG-Fxocr5NBb-AfCjW76NDMM=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 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