{"id":11483,"date":"2026-04-23T12:26:43","date_gmt":"2026-04-23T10:26:43","guid":{"rendered":"https:\/\/agora.xtec.cat\/iesvplantada\/?p=11483"},"modified":"2026-05-13T13:26:13","modified_gmt":"2026-05-13T11:26:13","slug":"guanyadors-del-concurs-de-fotografia-matematica","status":"publish","type":"post","link":"https:\/\/agora.xtec.cat\/iesvplantada\/eso\/eso-1\/guanyadors-del-concurs-de-fotografia-matematica\/","title":{"rendered":"Guanyadors del concurs de fotografia matem\u00e0tica"},"content":{"rendered":"<p>Un any m\u00e9s, com a motiu la diada de Sant Jordi, hem celebrat el concurs de fotografia matem\u00e0tica.<\/p>\n<p>En aquesta edici\u00f3 les fotografies guanyadores han estat: &#8220;Una circumfer\u00e8ncia dins d&#8217;una circumfer\u00e8ncia&#8221;, d&#8217;Ainhoa Cabrera Soler de 1r d&#8217;ESO; &#8220;Simetria parab\u00f2lica&#8221;, de \u00c8ric Mart\u00ednez Fandos de 2n d&#8217;ESO; &#8220;Lentitud \u00e0uria&#8221; de Arianna Barrio Estany de 3r d&#8217;ESO; &#8220;Sistemes. El cel no \u00e9s compatible&#8221; d&#8217;Eloy Gea Pons de 4t d&#8217;ESO; &#8220;El gat c\u00f2ncau&#8221;, d&#8217;Elna Monterrubio Reinoso de 1r de Batxillerat; &#8220;Ocell de tang\u00e8ncia en el m\u00e0xim relatiu&#8221;, de Xuyi Huang de 2n de Batxillerat i &#8220;Un sistema de llums compatible determinat&#8221;, de Jennifer Dom\u00e8nech, en la categoria professorat i PAS.<\/p>\n<p>Les fotografies &#8220;Simetria parab\u00f2lica&#8221; , &#8220;Sistemes. El cel no \u00e9s compatible&#8221; i &#8220;Ocell de tang\u00e8ncia en el m\u00e0xim relatiu&#8221; han estat les seleccionades per a participar al concurs de fotografia matem\u00e0tica de l&#8217;ABEAM.<\/p>\n<p>Donem l&#8217;enhorabona als guanyadors i els animem a continuar participant en les futures edicions.<\/p>\n<div id=\"2B319\" style=\"width: 100%; max-width: 600px; height: 400px; display: none;\"><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/pw\/AP1GczPElIVPj2XyaWyTj0N5o7PdaKRceakulbfeyJUXLBE--WujXBkb8b-uavgxD6B2BMPqB4vD88aD7N3eRB2ohz8rq7iaojYnWeDVr1jpuVBnOf_q3qDTHEGE_A2eegsHfP8VcGEWbZ2Xu3nTKclf6fUFht5e1fQqJhszowrHhttsW1yr_Y6XXBUisHqzzFBcDUn101wweAoahj0X_DaBE0kpIgFB4-yLpyEZgYKBeT3juqsg32nSYlbpvI4kA-htV3ae1KQ2EPMyKUFcZOfikRae1wbk8-ynSeRd_gSXHjTkqTOk0jVPz3nbJ88ha4sq30srWtxQImPfKeFlPHpVJGj04VImubc-npQgTcbLL3y5vcrefMFdRt0SctmfDvfQVZtODv0tjf1iW-RJO1ll5x5moCzQ6kv7FXc1L1bmTd2mlNExtxnjg58rZofKzoN76rbhH8_hsfHRzTOv2P9zndRFaE2EfNmYwBULHfYpYBMraww2au_f8zx-hL0X-xahFCHv68Tk_ZcWhGQ4ikIh3Yrbtm8KsS5-Vi-CBmICoha_MMOq2JFQdTWAXSv0zHK9UpbNBNsfS47nMVhRFAMxkEfZxumc-8k-k9W9bPm5JSIqTS9X6ULXRDzVXRnUW_-hvT1M_v8dv7uRQpA1mNSCIgDVjXhaK2CaAPGNuPGoY164-4EmNocGNX96MPjubZwbfnLflqU_eteOldRYhFBazqBjL5G6nNThHd7SkcozA8H2oZSLtPRe1R6vxrSc3a6YjavUFjlfqpAD_E4PerK6TJOCpRI4EfGn0eBa58gIKAOWgf_eiv5TjGfC4ZCZwNENnNCNv8dxUbB4HYLCnIIWckOc_XUwa4zo5Zn_t_1L4A6kiQD2sMXOfp6HYaOkWh-bvGatNhoHaSnpKG50ehTW-pMbrIRYXCqKgl13oj80MKwdZi3sBveCSvlY40YFAmnNVKqQYKnG4JVHSVojuQVwEmt0IAabkTITRQpN-n0Jc-T6U_ucJZf_S4WzJCmmFMQmxzefWdb_QN4qpJAvNu6kBsFYrhbG4tQznm5RfAYpUIRGOl9zEYfTVm_dRBX5BaAQK7GKEpKPDqIxjClmbzGiMe0ldw=w800-h600-no--no?authuser=1\" data-link=\"https:\/\/photos.google.com\/u\/1\/share\/AF1QipOwlcTFP-giC_x0CCF9W7-6FWMVcp_YYFsr5pk_1dWfKynNrHO26X1QoC_D7YSMbQ\/photo\/AF1QipO3_vTJF3dXbGJhMeRxYiSsl1469EPnsqTavaJV?key=SWQ5cllITllKQlZyQ1lpNjNYYWo3czFrd0NUVUp3\" \/><br \/>\n<img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/pw\/AP1GczPfs2QPmjUufaJRLPZScOPm2xCEy21l8PYXCy7hzaQgNXeJGaIq_cvDEQg4Muife1edkjKs7qQW6wmBg4XJ2I_DMjon1TJLVJvbkYpvpxRJuMQ-dnocg-u5SbhmQT3RhDlK-tDFFSfD6sc_jmiIuPeEphXwTOopLMpiyTn1N18hzowAL2IwkHeUxBag5g5KWpgB5CDYU45M6sbqSbSa1XZSRH3BcSuecbfdrsFQqutnZuni4bei6UBaUagDOznzcOt_kzeLF5hZdGCXnhJlg2EfFX-dAEJbl3FUrl63MA7axEpTjEZDFKLfBzNG1gD6OmIUG9eXs7Ei7mwiK-Bic4AnkDmQjaP5M06M28SzyHdiX-NVSAWkkTI2BGv_bpZkiL-2KnwJRDrhFjDHIK0_YVJl8PHMVCB52rZE0hzjyleOhcUNP38R4v8iAl8KBq_ZxvOEywakTsrhWJ1guWySSI2nzopFnqp2T8c5eERDKjO0l3Jna7vNwAE4bQfwg3Ys-aTymDgY-tN5Ynlfq4SF80qXbI6v60B2u36RUW104Rnw03D48tOg4wzj1dgLTDbf3hawHkcVC7XtFAuCb1ETfH1o37DAIkLdSWn6AJgdq6sjN4DDBY9-ICtl7WwW7mag-iXMQmG_HLVz0LxuFqCI2uTwCc4ruzMwiLcnGTwCOnP2M7XYqV-nIIDOTx1BhciUmikTVZ52hKzg9oYtOTqUfXx_zEDtZ0imrBjTpEl7hCgATUt3BqFRerd4MNIYG45tVr6Xau3ugw5rN0OoDuTDqmkVRIIVMBXuBDzmbh2A7OfVQ-1IjAOy_iEWJxup2UiPFLOxRk9R9CPdNkOd5evyJhMx9EPmbew7tOwLCZ9yjEbG7M-D2QzGsPP13BAkM7_mogN9iJHEuQqXPIhkTXvDAbJdY58j2uoZxoxv7NxrKRemi9gvQDGuXqLvIZigor8uB8nuWMXManCURG3ZalXH2HNQBKMOxRY4NLTEnpV8In3KGL1wAdgNPbuheJFExLif4K8s9i82-l6NC-_fzFzV6F5msV8fABSQya-osXDmkZcXt8kESlvunoihsvcsIWIctzxAAC0Y9KHmflIlzoPPwwr3Ng=w800-h600-no--no?authuser=1\" data-link=\"https:\/\/photos.google.com\/u\/1\/share\/AF1QipOwlcTFP-giC_x0CCF9W7-6FWMVcp_YYFsr5pk_1dWfKynNrHO26X1QoC_D7YSMbQ\/photo\/AF1QipPyZVx9h-aTlWmtLtEF5n84RNd_yHh6-f9HGq9H?key=SWQ5cllITllKQlZyQ1lpNjNYYWo3czFrd0NUVUp3\" \/><br \/>\n<img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/pw\/AP1GczM76an0siNKZCiWgSlpHEHNKMvZa5bVUxBXKPA0kB8AdaBQikm4tzXUq_u8DMfeIySxvsHJm5W-cuR4qf1z4aIzyBotO1Q0ADkjrEPK5UyfIrADXnB43b-0ZPlfywXB7M-48AlDKyeoJLT5gRFe9K5bB8uyAv8vY_pBTZc8iSXqNouPZBNtijVCaGbYi1en-qLICvANPlVR2YFJ-d5I1FWDCh6guQ5R8YhAdWTPSYuu6Q0WMwDhLNKvES4n3BXb7B3XRMmta_Botl3jWVvXxcXnBD9MgFcj-dEj6kMNuhgQ8BSwzhgHY_m7OAvEDvvbJH7Ss1y1hNTKXqj98Dgk0BUhYW4BoyrpfRCfv8NDwoy-YZILZ5-4LJbr6X9NJLiMbk1g9O3fYFEi9eJXAGtMv5KPeZ_Y2QxEpJmqicDsucYXQ5YTWLy4D5DEbkPLhwTAlVOHoLm44aTYHwZJzR9BJHUSoVtWYps6IjqX7kx_1iHmxMLDdne10_lpWgi13EfIEhXQMcY7uUmfUK2LWNA5NzJBwzcecdlbZicF3HedScTW8se4CXnACxRhfqIHm9Gfx7xCvD_KuG5NWY8pdbxiEIIt6sF4_K1mBe7tIyNhYqYSG0bmZZNfRdfA3KlD94GuhQXCLu80aQof6AYObJ-UZ7D9p-Kn2xKqiuO1o5mK_mUpx1C-10Udz4lVyC0aMRVCDXP0OAskiHlSQ6-6NDaW2VJ-Vg6Eg0HNfNHVlSLnqqPT-DD2vLw2UEPgzbklsGL24-9M00BpJTFqVpBXSYttyr54WRocG9zRJzrpxsEUIhHXK_HsyYwHvG-_wJKbF2oO8RBLt47J04orXs21Hi_oqZJgphs5-Gqycax-1wVu_u2MbDjkCucWBXg8NaYZK0M2d0xUW1qKX-2U9FSlAyuBg9MWxeZHL11iaq5AOyhMrxGS7a4UiW0ZW3GsBtWhA6sH-AIifqlpZSK4R9qUo0vaNigLg4QsvPhFTdE92RXeHdtibV53r1X9BUzCTR2apSZNDdTgNYs2ZCBUAuy6b9H15wGvsq4GKtvJQMKREnWZzf88UuT1apQzczLrTnYpcD31aeL6XzA1U8dRMT-T-R3CrqexYQ=w800-h600-no--no?authuser=1\" data-link=\"https:\/\/photos.google.com\/u\/1\/share\/AF1QipOwlcTFP-giC_x0CCF9W7-6FWMVcp_YYFsr5pk_1dWfKynNrHO26X1QoC_D7YSMbQ\/photo\/AF1QipN3uzx98QXbav7WBmpzFdWowN__cjbhFRzG7yWP?key=SWQ5cllITllKQlZyQ1lpNjNYYWo3czFrd0NUVUp3\" \/><br \/>\n<img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/pw\/AP1GczMiq9eQ2W6w4jUqyyLJl5UWzwrZqPWISHOufYpABuHY66_y4vDuxJkayuQEvJkOSCRlbGh3Qge7yUK9nm5n_xFC6GcHq_m7BNeLA_m-FarzXkuAir-wA9pTW2L1Dofe8VjkEd7TQpMqBjOGpkFC-yoxPNt_HsDXorM56he9wwIp2WyUagG5mxcAugrkVzeSxZXTbj846IZzShELaUb4w_J-WaRbLF2Ls4MOu_2T8FK1fAqps2HhBiFx5y3kFm3A07eNdgzxWljJtkZl743UlHAlEzGknWQNQOdIJidQ9yx9T3YUqd0i8jmcDL_gLpovBbnjwZBVn9d3nt1Vcn7meYIuXx_BVawIUc0ckw2YtC_2qeUw_ZfJktZ6n5vw44W4YCVhu8zUsqjb7xtDpYHgGq5G_OVEiAVovRs6BkGBj58T-ZDByui9UUMUMAC4z52La0FQP-vp72jggD_mOQalJajqbmgoRDoRyYApLhmHwINPH7j2gl4xqKInz__1DSypY7abOcy_kjGXGFeJvBPjIWnO0GXXUJAucFgpDMiQ7bmbxM_QwKL2T2Ob6t7zx58TOOkUSDrtAmCmeQWECAxhgEhfzinKWv2lMyp9zdkPErES5w3ibeva756eUNtJRwBdqRoz9y3I4jge5WGflIjwLpjrBSkxXKSQru5t3wCSQrXRA0WAnTDMOUiCmu-TIfbaTuA8UMW0XoThXarZ_z3mD_3yzoIAz8hEfaF-ikxIGNXXQ7mHuKH3RObAPmQQzwNRgCqFC4ilB7adMn0G86RruRAVPD0HZaB8TFZlCAFChw9QsC63Dxd6jdUu7fSOQoiqnVtyrUe5sWeeC2UV9Zl2fHDa9LlgKj4poDr112wk172RAkPA1n-yA8DsO808F5URJWFQty76ie8q72Nu5QzNBFFYrt_zk6DBsmmztZothQW0ytmGFX9DaiOhmcRGwOgSqbP9ymvYtC9YDSaI7pOiutjwQIFHvxv4ebbP7LVMY1bKE8Ko2aAzh9c5gRxZUBdIyPjb_HeJkoB_WkxqvLQkWv-D1nmLSKWkbwCmXuxk3sB2dnaUxERv3j1hI5WwuK4GtECpSd6G9eBnxBROvbqEx5TzLA=w800-h600-no--no?authuser=1\" data-link=\"https:\/\/photos.google.com\/u\/1\/share\/AF1QipOwlcTFP-giC_x0CCF9W7-6FWMVcp_YYFsr5pk_1dWfKynNrHO26X1QoC_D7YSMbQ\/photo\/AF1QipOadyhHY1L62hAxuwfxEirqRn9y-WQaV22yCNtH?key=SWQ5cllITllKQlZyQ1lpNjNYYWo3czFrd0NUVUp3\" \/><br \/>\n<img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/pw\/AP1GczObZCJUUQFdj2OLKh1zv2h8mIdSK0Th0dL-mZWa0ZrhiI0BZDN4JQ0vLo-VmJrPOiupzj8VaXmJ21egfTk-kf8isruYJsiDsxGyOFevtl6pWJzEPFgA5NeqyCCfbN5ehi565kvWLZ2FZK-ZWOdg7bM5Fb68zK6gCfb9arXd8vI5GiazxMB_2Dx9IAiiqoSOlJkrY8PhIvPopXi9IBal9RGT80yAtAWMhtFZuzO-ZZOYe2AuWk5yhzxWZMm2P1cLZ_LVPCw9mozC7ZrmxDprAPR_6uoIECj6qcI78-smkGOZqRpBHqBDQKoYRJjnjoQYNS0P9l2gzU9LTGNFibUUEdq7rJ86RWmeDyUp8b2UdealfCQL7FNn0uKo4xl0WUDukiwIncUdPqIbNIkusSzemG_XLdJ_wke4lfd4VnH-VCtTh3JYG2OOBI1QVDDWHp9RJCDhONORRuktHtgtD4RXBGUQbNoPu_CFw2Rw4ucgGUViM2qNRcIgcWsfpIa0NXuvrnB1vWQSacn7As0StMLMSXIgEz_uMooawGxSIY_iDXB8XtTyPa4VOTa0fTwA3sB2O7g5ZucdJBneLD8dwEj7_USDlFn_BbIQcrNI49nbuvzEc453MLZEesba0Lw-1JXPdCxLo9QtRrOTH8tX_yPa1uLGpXymk0dFZYnVF5zi5XFmPJtGJgTe4eqsdvyv7fxmqCzzXRfnsvCSlfKFTsPiLfhLYRE9pOF7D-TVZSio3hUvZK3jIBJpa3pk5d3L3AMyBacU9RsLKpCEdnF-FIYeqFvzRMfgo-oZhxGJjoaolKOOKe-VeQsGRSGhurVtWakfi5n9pllY-OR_vmcGT7UVe3VvUY6tGqVKdNylvfdB4RmghDDHpDx0X7Kdm-m4ZnaumgrED9pfLoh4PVWCm2t2-dfO8xLXI-_Cnn7VhoPqE0dN3DowWYxp35MileUuFB2ptAJoJosiQeEDmrzmrGySnbETIW39xK1WztHbb-eV95Pu1lz09sMvMUTd7EfLEJ7u5SG-PciBs2xSyd8eRuH7fZIUfiU-s44Cz8mW6DPriYcGknbTeolnz0OZdg_Sow-VtBasH7GVr14mhLpoMzat3Ft9Wg=w800-h600-no--no?authuser=1\" data-link=\"https:\/\/photos.google.com\/u\/1\/share\/AF1QipOwlcTFP-giC_x0CCF9W7-6FWMVcp_YYFsr5pk_1dWfKynNrHO26X1QoC_D7YSMbQ\/photo\/AF1QipP0Jvi7JyFyuuQRrHNmPrCaGOIw899oP5firDcY?key=SWQ5cllITllKQlZyQ1lpNjNYYWo3czFrd0NUVUp3\" \/><br \/>\n<img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/pw\/AP1GczO-fEJH0Gd-pxaBHtXK6YzYSlCDDKRaLwHryCITsMq2B6hCs2g3SDNyvqHc_xMqkKL7UqjlezOWNsZ6rFBnbPZ2Fu-5R57CVqA3Ry_uw_8FnVJY_Dofu6m_Ve2ApeOGepMLECXf5oEcwGm_9jszC4BAexWvk2-KOH5i1cKJzIP4SIxdKuirda9j7qg3CrkQ8PCF3iiI-pJAYVIhUgKwHOTVRc8_S8cXacXf06I--p2aTnIk1bFLRzsiRg6PtNpOoA1252QuLHI4RV0UG_w30IZGlf4chOXks9hXpz7dBjT-Rh0TP-QcghkEIqqAkNPM20mDCzarH6lRSGboorJ3hu2JEppf7ebwmOezDCHyM67bSjkv0ZcvcRRBjwf-PnAf288eQl0IXq5DlaO1oCtWROX_KrM5llzVP2K0bjOfC6cSAKqauQqP7RPR8rhNHlWwdaePEQO7t9c6tnZ6V_U1qMOzaK3MMhA0ExTeM6jsdF1Hc_BjKjU_aGGhZkUK3sAE8U7l4TdoZXpnnKl8RDdqrP_mu1wa1miIPGclhvdDlcmMITjnz3M2T9TFuFxAfPS37xfhvaHUU5Ct6XKdWOg6PRDt8A2erRuwaeot5bNoojdln4rn3O7ZCvxJ9D3Vt2nz2U-icoWY71yJwBM8unE9ahmiGmRRaQ6X_zJM5gEbIKjRuUZyCdgaQ-Sqg3d0x_NhxUslfkxk7deuuA_LyZq8eAeTgkIEMU1tKjClusjuDjdNhzjWFUZVIYbaGBZXxI_ma21qTqOD0RwX2jtTpsEzvoXxKePH9jvq9Ni-NyEq7l59aV777ThBFujFs92uPPb_RsjBNDJMs3MacimngbRWoKjyRUPc8p_cadEpw4wxr_lhq1IoBpuA_-4kK4OkLnBeSqd0EoKuHAY-0iR4WGxyuZ3wpOuzkpCUmet1k4yVc5VilBahsi1Z8cvXnrFYdUjK1JtKblQPCJutFZdrez7XPEhGvqXKRTM3dXw6BPiBrfNh07ltyrSFu82I7RR7GwmUGdAYElczOaAyx75F8McFO7NNe8aWSdKnv9lbQdJ0kkXLMOUkDOYZz8B3XJqtC61TzS-DJjPmU8yDhkaUKqITQlbJIg=w800-h600-no--no?authuser=1\" data-link=\"https:\/\/photos.google.com\/u\/1\/share\/AF1QipOwlcTFP-giC_x0CCF9W7-6FWMVcp_YYFsr5pk_1dWfKynNrHO26X1QoC_D7YSMbQ\/photo\/AF1QipMONkdtT7-kvNR2dXfylP2aAPcBchl5X1U8nheR?key=SWQ5cllITllKQlZyQ1lpNjNYYWo3czFrd0NUVUp3\" \/><br \/>\n<img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/pw\/AP1GczMkKa6zPNaSBSmWwbtojmV3r6G2qNZyxMKIlPSVg7j4oKB-j8oNk1J0koTf-gncLcZsz7O2VT2KJz2YSEUCekyiYjkFVXVr0vz766YsnVx_u7ZjCeAfoequRF9BwMs-NKsYdvIOy_MV-FRgJ_oRdJ0NhXIoW_Vgp5GqXjLMWEGXWme3sMdB_QqXFhNQMI0wlV44M9BAGXaypCHS13rnX-jXOcfOxkqsFkBfZZjDPOOyzD7Hc2pahgqd2-KTsu9TAtbWULDdE9enlnMh9Ac9v14MURPelSoSskIdtOAhYiwEzhH7qbagY48TXbcAw3_aLiP4AkL7HA3A4H0PUemd3yWL3zGdNZX73mn4xQwgf0FJjInHJazQDypqbpTl1ea0emKJG3DjSDEUiw-smEVy9gRx2ZjiSH1dWI-et9jLNBlKbHtppQ19vnN6u-OG-QQANrIi04ye6jlHgMYW8TMWQLGIk6IMI14Mrbhndz687jdt0wU3jj0F5ty55MDMVhEwBH6Vukz_ih1s6wNb_1t9hym5l8hJR4hgI20-c4M7SatXyUQqaWtBBCv0UyRolfN4pKSBuV85XO01adni116X55-wcNDdRKJevh-CJEA0yUbOokudRYwGZY-e_Wz5sva3w8YjtCvSFU2z9FiesCZ1_afnqs-DiKLyYVFjzMw6QPbfCuz8GGP4BGKtwzfPWwQrKGlbrDfOghhh4srLb4LKBV6yFAb5J90HIVAfOoUbE-QaqQ2lZ4hPxA3zTN-r8Xq4UmjkHZCsl0ZmeRoakPWYj17EUgzynnrREPWN9MNs2n_yO4VvutgYoHlmo6_MwWFw_sjq76rwZLrwt9aeCP-6pUEHioUYGUsGdah9IYwARiMpWwbPLLTdHY2YJubNRjro9IbuawDcv1Z3g6XCvVDX_qYTVoHU964Qmpt02Dx46bZjeAmj_EMGNzHqH4bAjGDMkBoHoADBAGJQlvr9WckqGiq2Hur3OzZ4t3R47u2SFuEU-svK47Ih76x6jvyJ_Hs-sN5IKGaxRJOqQlvhs2aoUGXF9TcWnaPRhbJ_GvddOaiRBgYq6CTAUrx9eF33byJ-b-6GY3cDnyre27tche_tOOTQnw=w800-h600-no--no?authuser=1\" data-link=\"https:\/\/photos.google.com\/u\/1\/share\/AF1QipOwlcTFP-giC_x0CCF9W7-6FWMVcp_YYFsr5pk_1dWfKynNrHO26X1QoC_D7YSMbQ\/photo\/AF1QipOgFP-_U2pYv1rnz_ccPEtZ2SrDNeP7evNk_FBe?key=SWQ5cllITllKQlZyQ1lpNjNYYWo3czFrd0NUVUp3\" \/><\/div>\n<p><script type=\"text\/javascript\" src=\"https:\/\/cdnjs.cloudflare.com\/ajax\/libs\/jquery\/3.6.1\/jquery.min.js\"><\/script><br \/>\n<script>\n  (MyGalleries=(typeof MyGalleries === 'undefined' ? [] : MyGalleries)).push({gallId:'#2B319',autoplay:true,lightbox:true,debug:false,popupLinks:true});\n  if(typeof GalleryLoaded === 'undefined'){\n    GalleryLoaded = jQuery(function(){\n      jQuery.ajax({url:'https:\/\/cdnjs.cloudflare.com\/ajax\/libs\/galleria\/1.6.1\/galleria.min.js',dataType:'script',cache:true}).done(function(){\n        Galleria.loadTheme('https:\/\/cdnjs.cloudflare.com\/ajax\/libs\/galleria\/1.6.1\/themes\/classic\/galleria.classic.js');\n        for(var n in MyGalleries){\n          Galleria.run(MyGalleries[n].gallId, MyGalleries[n]);\n          jQuery(MyGalleries[n].gallId).css('display','block');\n        }\n      });\n    });\n  }\n<\/script><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Un any m\u00e9s, com a motiu la diada de Sant Jordi, hem celebrat el concurs de fotografia matem\u00e0tica.<br \/>\nEn aquesta edici\u00f3 les fotografies guanyadores han estat: &#8220;Una circumfer\u00e8ncia dins d&#8217;una circumfer\u00e8ncia&#8221;, d&#8217;Ainhoa Cabrera Soler de 1r d&#8217;ESO; &#8220;Simetria parab\u00f2lica&#8221;, de \u00c8ric Mart\u00ednez Fandos de 2n d&#8217;ESO;&hellip;  <a href=\"https:\/\/agora.xtec.cat\/iesvplantada\/eso\/eso-1\/guanyadors-del-concurs-de-fotografia-matematica\/\" title=\"Read Guanyadors del concurs de fotografia matem\u00e0tica\">Llegeix m\u00e9s\u00bb<\/a><\/p>\n","protected":false},"author":52,"featured_media":11484,"comment_status":"open","ping_status":"open","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,"footnotes":""},"categories":[68,69,4,5,6,7,97,29,233],"tags":[],"class_list":["post-11483","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-1r-de-batxillerat","category-2n-de-batxillerat","category-eso-1","category-eso-2","category-eso-3","category-eso-4","category-matematiques","category-portada","category-sant-jordi"],"post_mailing_queue_ids":[],"_links":{"self":[{"href":"https:\/\/agora.xtec.cat\/iesvplantada\/wp-json\/wp\/v2\/posts\/11483","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/agora.xtec.cat\/iesvplantada\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/agora.xtec.cat\/iesvplantada\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/agora.xtec.cat\/iesvplantada\/wp-json\/wp\/v2\/users\/52"}],"replies":[{"embeddable":true,"href":"https:\/\/agora.xtec.cat\/iesvplantada\/wp-json\/wp\/v2\/comments?post=11483"}],"version-history":[{"count":3,"href":"https:\/\/agora.xtec.cat\/iesvplantada\/wp-json\/wp\/v2\/posts\/11483\/revisions"}],"predecessor-version":[{"id":11487,"href":"https:\/\/agora.xtec.cat\/iesvplantada\/wp-json\/wp\/v2\/posts\/11483\/revisions\/11487"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/agora.xtec.cat\/iesvplantada\/wp-json\/wp\/v2\/media\/11484"}],"wp:attachment":[{"href":"https:\/\/agora.xtec.cat\/iesvplantada\/wp-json\/wp\/v2\/media?parent=11483"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/agora.xtec.cat\/iesvplantada\/wp-json\/wp\/v2\/categories?post=11483"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/agora.xtec.cat\/iesvplantada\/wp-json\/wp\/v2\/tags?post=11483"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}