{"id":17936,"date":"2023-01-17T15:42:28","date_gmt":"2023-01-17T14:42:28","guid":{"rendered":"https:\/\/agora.xtec.cat\/ceipflama\/?p=17936"},"modified":"2023-01-17T15:55:00","modified_gmt":"2023-01-17T14:55:00","slug":"construim-un-pluviometre","status":"publish","type":"post","link":"https:\/\/agora.xtec.cat\/ceipflama\/general\/construim-un-pluviometre\/","title":{"rendered":"Constru\u00efm un pluvi\u00f2metre!"},"content":{"rendered":"<p><a href=\"https:\/\/drive.google.com\/drive\/folders\/191TmQAuQAhLWpZehDYgm-QimOKVHEboT?usp=share_link\"><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter\" src=\"data:image\/jpeg;base64,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\" width=\"161\" height=\"215\" \/><\/a><\/p>\n<p><strong>Els alumnes de 1r i 4t<\/strong> ens hem trobat per fer una activitat conjunta per continuar treballant el projecte de l&#8217;hort que hem iniciat aquest curs amb molta il\u00b7lusi\u00f3. Hem estat parlant de qu\u00e8 era un pluvi\u00f2metre, perqu\u00e8 ens ajudaria aquest instrument i un pilot de coses m\u00e9s relacionades amb aquest mesurador de pluja. Despr\u00e9s de tota la conversa, <strong>hem visionat un v\u00eddeo de l&#8217;Info K<\/strong> i ens hem posat a construir plegats i plegades el pluvi\u00f2metre. Si voleu veure el v\u00eddeo, al final d&#8217;aquest article, us deixem l&#8217;enlla\u00e7 perqu\u00e8 el pugueu veure.<\/p>\n<p style=\"text-align: center;\"><strong><em><img loading=\"lazy\" decoding=\"async\" class=\"alignnone \" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAOEAAADhCAMAAAAJbSJIAAAAgVBMVEX\/\/\/8AAAD+\/v4BAQHOzs4fHx9zc3O3t7eioqJ+fn77+\/v39\/fw8PDl5eXg4ODy8vKvr69iYmLa2tozMzM8PDzGxsa\/v7+Tk5Nvb2+enp5ISEiGhobk5ORnZ2cnJydcXFyQkJCCgoJSUlIVFRUuLi45OTlEREQNDQ0aGhp5eXlWVlZXgeLCAAAXGUlEQVR4nO1diWKrrBJWNDFRkxibmH3fmr7\/A16BGcA1KLbN+W\/n9LSJyvLBAMPMMFpWWyKtU35XRh3n9YfwFzLqOK\/vKf+3a2hKv4Hw3drs3erzR3\/0R3\/0R3\/0R23ov7+iE\/aPf7L+HwCbEdFpoB9qRChmPE8Gmz7S8zhI5qOqevxb3Utru\/V2dhn1TvNJVZp\/iILkwOA4Tvrj5D\/a\/biY5D0QEo2RkD4yGfRKuw+AUjq4erm9IaVTZ1SND2FSjOM36bbGNL7TjkJ+rOpIenvw21Wtp7L2p1y3yALJInWyV+5jyydlOb3FTFuK0JpMOQsKXqxgUfwwt\/4thNb2ivMl\/\/05XUWJizRPosX5IUHS30lpTm+BsEjEckUH0T+XYxwUn5q4SzEQKS30JBVRyMuHv7MtYrEWpL9nUVBVWnxSuzF6j\/55TcQa45Ke\/n9E\/FrJc7QXRlPA6LCx+E9gJNaoJ+eQZfjq+egin942QvhrrUHuthhb0avxkt4Nb7iA2B9+k2r\/DsK0xkcYhI796VoSIf3jx248yj9vTc6YwD42KquTGjfMOq3wWCx3vVDpwPSDy7cYtxXJdGz68SwYdfuqhAZ1M2iBGoSWv8bafm4zi3got1C9zNqXog3ueGtqWrnvZ90BTI22PZYAUxCjPawLjCEXSlVof4Y9HLveu8+n\/hV7w8uwaNpLGdEtyeDwrTk2zLrZuv\/zNBfLhJVBuLEVOTv9+MgIOemTfYqQPjMqZvo+xOYMLqD0gsw6MbIzCDmfZlJOEPsin6tJdbomwsQ19jPI5j+w83T1c4lxs7WvXz87r3QjItYJRtMjt3QfcvgcsS4IEquMW19ExzVuVgixUIrOs9pHoQ+pEJpNO4XWORrVuRFVTWrVEF2sfk4a9fdFhEk+0wT517Dajcgvo5rnN1DJc\/7GrYiQMyPXshH6J0T+nWjxYu2iQhi9yMDyV\/deCX1+LLcV2YuuivJ3lkWExU3HDNg0+an5ZFqsFc4TJWpcSlVMalleIY91MfkRlsTnDyFMMkuYAs9hgkdZkiE8sivcDgoDsdDN0EAOX0t\/gob5OqlUUgdC\/AdU0csgJPQnUhVu6SP3fBuk3wPUH1ewSNdUzaR2qWhF1U8gcxeminTYKiPRAbE8l1yO1u7EmloqQeiIfihFiMv9tHgvnbfU\/By3MFfRrxFvoLIx+h00RVSafYhjjTJpKQ0emHpaIV2HWJ6cqWqXBG0s5STa\/AEq+JQe1QiJ3FaUGwXTBS86X9IF\/RhXVu4KbSTlnZ9AmJn51zV9iHv4ZUV91F19aeXYHotlsVGuVdNPI\/SxC5PiPT1CNnDsjx9ZEJsiRLHSbl07YgU49OOfWPRLEJJqhHQ54DvDaevKEdhlFbeXrfOrJYlQebIKodL8ulIlKatCBAOxQmjSqHYDasilHsh4+7q9x0saIaubZFJOudmNSITHgULXsouM1gyhY98KdxoRrkenyieiJJnHE1HPln1KyAuprYrqjfbd0WM2PbpBsWeaUDzDOsta4ycnj0Q+88Ix4QUJsbA6G\/XG+dhCRies3yeDj9dW+GzVGjyslc\/LR\/jfW8QYtonFKn02fhrV8qdpOG44w4YU3w8NJ2Pi3PzU15Onm5yjnVVPv3L5+Wli9SnUaeGXCLulHTvPahveCls1pdXcz1FtV9+BS7uA6np4HleR9z4UrY7PwzWLkHbpkqvZKxHSBhivESAwwWyTjIxElG8jf5RsZgIcp\/W41seREFW5Rv\/MBuNuKxWOYzfxoshL3Hg86kCfNh7MsvyW1AgAhGvDZIscUCVtXpF0enYHT7q9V+kxWy6S1rZC9ARwFZNPnc8RffooWDp9cjfGjAyIsQyJB7Xi33rh+hZo4VuVMp7mPcfKPQkRIOPTa1e+Sb67KTFY5Km3TAKrZYkUzvyqTI+bKv+\/AXZ0+ujK74Y749Me26yCxMJ22SXtCmRd768URq1wxvVkB9YbKLVKZa3oNtybzDyrUkUF+fqUKwbP5fIUxVamF+ZKQ3pl3YMWlfShr1JVYFPyo2t97xU6k9IitOrtr9u+THKcqHcmX5JR3WIekweq4+1p6y2lKCzFRzfKTmGLVQJM7hM4u25q\/fxWNkwq7NdD6vTohmjKs0v\/X9CogEioesmBhhwaoeNlWd4+A0LAuH3t+kw3cHzuDvdH4T7vR79iDqD+KDl5K8roYJ+iwQr22QE0TJlVrDmNsudjeKHno+eG2bwncbKa5tZI+vStah6IcmzvZGxUKdadaAB1tgFPO550yju27cpEclsT6J3DKvaVRyB3KGIc7R6cSwUf2dNSVvXz4zr9dsg+MhUQFcsWQR7lzp0mRKs+vyhOzfTDOXopnfnJTmkPlmpVsly5dpGc7LTof2AjfCkIUQuYtmHewaUpQu6ooDT0dTWyXq3kDEngnQVDs\/SHYjcmBXx2TtOZzrXCa1Cx0ZKPkovtKBTyE\/t19UBSIaJHCgUQoQ+cnzEdy2I\/znfjvADPyVm5CJHuAleZVggzUyNJzSeWe1HLvs9VROqcp4yFTIGuegQlN1GmFOTxpQ1RnBmnMjmSqNbISFJjWxOFPNTaCRq50Wa5m972++t5txwO5uNMcbRw9y7rn65cfraAlZ0lp2xtH+G9Hl7xkEcHIqcW8FTJnf46+giQZRe4q7VdQh9HfsJSzq7RBbOgbOBbvlrGU9m\/MlYuunMQ4EkHnXKIhcLO3q8aKjoIpeMGLfgsbbzUwWK+rDmi9\/jyJmIsUjPxUi429jnIFrKR\/En\/lBjTCTot0ZWENXCMrB8pdWpBQtxwmLu9XFHj00WpVI7L4OJujmWzvZAyqd4lRMYS477IpncsWzUJdCL39qBojlBKr728TWu1RJnQEVsTXtsvhXVLCBZN+8b2FZDh9i7mfNqL2dkh9I6789dyMa9cuyc9QMhcVgh6BqxaA6SMsZOtPpVGISu51YDL4kzngUAmPMk7+6BSL1FVIZyR2IKxxaxeHt2pIyny2k9Z8virxIJTAdHhCk+oulzWqH9ZdkYl\/Kda50GkCZKyKfomt\/bQIcj4nDFWcI1YwSYDQOB0Lvv9p6Pcgb5igsxIKJgS2fnThgoHJoYy9qdTLSqqVuV9rnHCT3rROGh8ZyvbvsCfn9NF5I4nQUqTrestllmlLnt8YIHsL84vsmZriHAF+aVt4+M03uzIWIZCCQX06oQ5pWdmz0c\/KtEbhvOTXEd4R099LuOlIuZecEZTcXILU1jPh2GYDue28NLVDs+d2dzXi1ZudJDVZnzmVe8v3OfDVrv7EltgfRjLy00103tIGQtx\/Ry7LSmWzm9cjiRsjVXosaiZxViKKKtwHGA+Unl0bVgpPCeWoIRjmxLtqhOy6NxRcnzUK5f4lOhH0pNfTFe+8Gxvb9yL6DTfHpYkOoL6yKKJuJj+euquQgsVyQmnlsiw+Z\/WuhuE3A+Njx5RKSo5u3oTPRu7UyXhBudkwy5YW48uELIsxhawKIhv9NpRs\/+gFZRVnrkmUtzkZtSLN6vXFUIu5SuTQzoWG3soxgocXANjk2GYrhGXjri0D4qKseS066jpEsvkWxuSw16HyW\/t63ixHCHDG5DDjvvSOvoz0eCz5nsVwkVuVPNsOWqxgW1WS0hjwdfHadiCnhfMDA\/14tqY7j7bGXj5MXCeywfsm4Qcbfe1q7lB5zhE2HtZdBmJhR116KioSffm7RSvhJ90B1rCUFxgriVHUKqo1wnCJfQXylRjsW+d6Z3MKhKF9MyrPMkeLjRw6zRHyA+asV09LF54pD698Gmw2WQ2JBjMPB9lstGXwDvoQ8JPYXGlLC5ncKHEfKefL5FHg7jPf3oFT4EXTEqV1EEf0nPJvNgnV5RN9rhyDQz1rmxriHsDRgkfhw2OQ3WBUKhn6axO5EGJkhNBjfMWMQtmYHBFwXynm0cXMw0W+uSVEvtgx\/g0PWdLLvqBXCTU6bobxQ4Q8qUCJ1KSTunQhZ2ECRILEeiP\/D3s2lea+lw9hLV20g0AnPESJyh33BpiqcweGowpX1GtS9lWb4yb9yEPfuEIFZaIzFY8dNeKAhRK2KgmKst8O0KhCeMlgnz9gO+HF6m1aaFMp7SEPajHK5SCeTJHuIBxseNdJs6Ozl8l16UJbl0XHBIqdr\/0kpsitND0j+5HuBW\/d+TKSAjwPVUDsixFRAm9PYvxOAyxPK5mmuCo6TDemigCJCTUx+ntq40RutmEqIJ\/hN0htNA3Fs5aopHgqJW4AqG+Gw0KNE\/+FS0zzy6jA+EqP2NVEyo8vbmssg9164faBq7lBg5yzJ0aVRKsz4Uk3Ahf6rZQov6mCEX0C164GDJd+rwTCFYExnpC8JRSnVT4GqEmhdl0qAbUnMl1CRXydCgIpzWndqoxQUjUTzjRgNSIAk3HgRDQxeDOS0XBTSser1EfEjkJnPgVdNLpbLnnxYRo\/+BfI+jSvk7qxghz4xM7DQyiN160maW8hG6AcGKBsY0VozUWTMchrk18MQ7AAPjo+nANho3iUzQO\/kJMlDIyRYgRSPiZeWzc6tPXrQjVBhhlg6tvNDVupgjRg4tvZXCf0XlgoAgQcj2p2LDpKJtNEaKMyP1RE0C46RohNh0EH5jBsNQRDU0RZhd8XA6P34UQvOsPgFDH5FONUE80\/YR0fPJk07hj5FZVTqit6fPJHBclnW2+aR+CxHjhIwI3p52HxkfVBbjJojCsozQ1RQjpwY0cl+JvQshMNPSr7EPtGhrPNJxLcRx2Hr2qMA7VUuupq9WCzzS4c\/u2uXShlOrQsfH943DKywJ+Qb+2YdcIPbEeMtX+VbhyvSZThH2BkBaNw+XcKULmHKeu+DyQmFMM7FpGpghPkC4rMH523IU8ZpGNe5YQ9Iu3n0B4hAEi2IdTJwcXBYnTSjk1hpYR0RQh7g9BisFJruPgVRP0haFfCIxKof2qJ1OEuMeHkFfoXNBJ8CpJ6KH9Qb9IFfH37\/EtOfLALRW71Ng2qhLd1HMdJbd1g169Xk8jqB7h644QsUi52CY07o1h1BCx8MgvyLt1wf4KZIpQKPr4LCeUi51GHfVRvuerbjOVpTFCVGPwMxsgMXYcpRoFiU8OCcf+XSux4TiU7vkzfgF9Sq86ApUuoaANcydqv05aibuzPfH2HYE1kb2UqiMi6PoAEfxwYPyM7Yk6S3C+ZPEzZDD1aXemGYwuCNHrM\/a812SO8ASQwCMbVTWFUPkticizu33hccUUCR\/fb+Vm5Yswoxi9wIbvWgppnRKEuzjYs9bgRHfUy8DcF0PEh4dRIsJVbPVNdCrl05AbLPcfuZGu6TPXgccQWu7h3PvYhjbfWaZxNRgJJyiwUA7QAVMzfQcIXXTpGfEq4E7HyDERiNBDkjy7ns99P\/AVWUdDn6iyU31VkyNKHLDoCx92re1bLSm2QhTmxYv4dKWmLjz3TpCWiRxEeQdJB2pTF30TP4Ps\/kzLKkOpC4SguxCKYPmiLmNrfthDhOCuIxz5tPdn2ghrgp+B4276Xzicg5\/Wta2XN+ZMzx843C2Q12GJRWlrETrx83axE\/HsBxz6c6hnVOMMBfmyqXDUiRP1+paRLhASbqJNK7OHCKkgBTi60nEFDcSJiwU03RdC1j+G081pBBFN5QkGHXm2uTxm2msi0jFfvgBDhCtpEOGpG4RExCwEaxD5QMZtq7JRX9CKfpdEBJ1q4F\/dAGFdRfGIJ7gkEqE7clpH1PKEm77YJp0UVtHOx9jrC54VBzRXMGKUMED9xtKbPNkvbebiLWcOdQvUp24QKmFD+KxH5BmF9PK9sfNJcJIsirEZAhH5qZFnZy2XansoskMWQFceL4nI+Cr8PZVNaDSTLHpG+XGJ5\/rvjSKQCYTgdZQfh9p5YYAx4Q4tdYCUNoFeVuwZ+XI9x54FcDkSndpMUkIbrnXhHz4bpVZqphx2wnVfzAwU+qX8VdvFfCx3LTvQvgWWcJiHaw2XWNgXXNCpoq03U+awtWfB1vAoUKc\/a62237II4ohwiVw0EixybTZv+Q8cfni0p73VaCLDd4ijFgNbzhjpHhkOhZTWkHupK6\/OcvAtNfT8n4yLFTdTcU0g2YeFWRicVcI9hoO2Jxrt5KFUOJ0kBjXTqp8cMg3Cjr6x1TWYictNPeTRErcWO\/P2G3PhFYkrFuuskRhVwHo7b5tLxiicnz5V\/kwHjIsbcXIQA1P7yBoSKsiXIpBL+yODbEOuMipcXygTB9S9H7kKr4Sut8m+15I+f\/CRD3z5ru5ZY1U6zssrOLroGGwGaF3OspYSYnzPVp\/\/6c3WX7vl4TzbY\/3VZuh5FrJoKN8e\/Agbt\/8JikyE19HNYEfHB4wDneDhRXgHmYBQEs4sE1zJZssnR5hKSxeMNdvctEzA95YlFUfEDGIMpSlHV1lPcfQqvXyyC7xaTVNX5GcleOpJX0Oq0gh4hr5UGcKpGR3nIURYFSgcjLRMA0BONiVQSumpvoRjo0yudXHkK+oD1mPuMI1D0sRATWvAuAog9lxLCn7h4g7QyzoTpMb9aczzYZPo6GwXuL4ZoaGImvyFFisE+C1BWiHOi7Rax0ygPIhbXkWPpQyfR1NFDxk3sY25TnIU20MHn5BXZIYwzXaNCNOKfczVWzT05VcRGqX7MZlYqk4vPqiTkmv5LaqEjPkZcA8HTrOqGNPa5K8Z1wHj0Si5OOXwjV7sbXbKAvg4nCJXSos8FGiwkA849r76NYm1FUHXSW49Fi8K19sFVFNaw6GcOSmrloXACsLRNo7HozDvjk4fDAaftkLnlnpXoWjggenJDJQEsxcINV6QbEWO0gO2PRypd0kuJG3eRjJZOZm1ZUFachUqyGaQWuwxW7+WUaHtLLu0P12uhKvRncO98QJnBJ7BZ8uwzQSPezpiBRQvnuwFyshpx7CpBHdSljL64brgsYIqMuSXg0gR\/Fg\/rsO2gyboISOIHESAi019Uh2i9m8lgB4v6bBy6w6BxNEOcQmKSOtW3iATyXiSwQODUIAAaGrhZBvg3Pp+GLhlkSFjLxdimM3E2mHs8oQRDWnZD9GqzIIMqoIJXDEkGlzOziJkw+A8HAwib+66cy+KBht8ZZOTnZ\/09B7lCK3wigVLOTTFLYKyTztAyLjLPWdqXvNes\/w7zzIBhZvTAXvrIzP0ZUj+RSsZoozi4uCqJ\/bovZUYyomIMAWU4FVOeHMoeKSrkz1p1ttlOZRqOptKHVLj\/szNVD7wKVN7duEswvMIowppNN91lGarwqsCmhaJXkbsNRa5uVgaIKqC9rYserxAi1s5w8LV\/Sk2Hf2iB7laoHBbBpOzN+WKzbZl+6NoWLt7uuwGcWDWfUzW2EgI+bcqMMFpKHrYXgfVgBquw\/j02NscSmLrX87PKMYqmnVisJYS37Cs\/op6HvYZrdq0Nk0Qz5Noddw8+6fjapCui12d\/SbKfsKpMs4S6ZNLW2HXUiys7PpqrX4X81q4UySMiheREP76ShH931llt97Z6qrighl1gW+ywimL\/l\/WWZmWqqz1WBkP\/+8mxgCThTCSSLNOxeNKxC5ojuo3LLwJ+fOlnREKF3VsQe+glh8T9YaecQi9b6ORN+zZku0cPkXWMj4YjXLbguvXJvKSedug7d9A88SLNl+59w6kdH7tM5Xe99UX8rzZq44LlK3eSlexs93Zuf3Om8LMVnAHMTi1KKGy5Jt3X44+mujRqEUlOb\/O9I2o1bZrznd3FRaVNyA5jvptYxuFyU4YN38PyAtydkn9q0uriY1Z312UvkzsTWi9cMFq3Fa9C33pJoPFZth\/HxpuFgOvg50JyeB8QzKumjDHg+XrnbCSvJnnj\/7o\/47+hQHwL9TRjEwQ\/vdb54\/+6N3pvz8K\/\/sI\/+iPfoPKLb753aF6hciLtbnknn5Vh2rDlf7V\/M3\/AdaQ\/Inq+dFYAAAAAElFTkSuQmCC\" width=\"84\" height=\"84\" \/>Si voleu veure les fotografies dels fillols\/es i padrins\/es cliqueu a la imatge de dalt.\u00a0<\/em><\/strong><\/p>\n<p>L&#8217;objectiu d&#8217;aquesta activitat \u00e9s treballar i aprendre conjuntament amb els nostres fillols i filloles gr\u00e0cies al disseny d&#8217;una activitat manipulativa que engloba pl\u00e0stica, al mateix temps aspectes relacionats amb el medi que ens envolta i amb temes de longitud a matem\u00e0tiques.<\/p>\n<p style=\"text-align: center;\"><a href=\"https:\/\/www.ccma.cat\/tv3\/sx3\/un-pluviometre-casola\/video\/3819851\/\">https:\/\/www.ccma.cat\/tv3\/sx3\/un-pluviometre-casola\/video\/3819851\/<\/a><\/p>\n<p style=\"text-align: center;\">\n","protected":false},"excerpt":{"rendered":"<p>Els alumnes de 1r i 4t ens hem trobat per fer una activitat conjunta per continuar treballant el projecte de l&#8217;hort que hem iniciat aquest curs amb molta il\u00b7lusi\u00f3. Hem estat parlant de qu\u00e8 era un pluvi\u00f2metre, perqu\u00e8 ens ajudaria aquest instrument i un pilot de coses m\u00e9s relacionades amb aquest mesurador de pluja. Despr\u00e9s [&hellip;]<\/p>\n","protected":false},"author":25,"featured_media":0,"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":[1,3,86],"tags":[],"class_list":["post-17936","post","type-post","status-publish","format-standard","hentry","category-general","category-promocio-2013","category-promocio-2016"],"post_mailing_queue_ids":[],"_links":{"self":[{"href":"https:\/\/agora.xtec.cat\/ceipflama\/wp-json\/wp\/v2\/posts\/17936","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/agora.xtec.cat\/ceipflama\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/agora.xtec.cat\/ceipflama\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/agora.xtec.cat\/ceipflama\/wp-json\/wp\/v2\/users\/25"}],"replies":[{"embeddable":true,"href":"https:\/\/agora.xtec.cat\/ceipflama\/wp-json\/wp\/v2\/comments?post=17936"}],"version-history":[{"count":3,"href":"https:\/\/agora.xtec.cat\/ceipflama\/wp-json\/wp\/v2\/posts\/17936\/revisions"}],"predecessor-version":[{"id":17939,"href":"https:\/\/agora.xtec.cat\/ceipflama\/wp-json\/wp\/v2\/posts\/17936\/revisions\/17939"}],"wp:attachment":[{"href":"https:\/\/agora.xtec.cat\/ceipflama\/wp-json\/wp\/v2\/media?parent=17936"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/agora.xtec.cat\/ceipflama\/wp-json\/wp\/v2\/categories?post=17936"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/agora.xtec.cat\/ceipflama\/wp-json\/wp\/v2\/tags?post=17936"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}