Resolución 57/2023, de 17 de agosto, de la Dirección General de Innovación y Ordenación Educativa, por la que se modifica la Resolución 16/2023, de 13 de abril, de la Dirección General de Innovación Educativa, por la que se regulan determinados aspectos sobre la organización, evaluación y promoción de la Educación Infantil en la Comunidad Autónoma de La Rioja, a partir del curso 2023/2024
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GCdhti9ecWL6kWw2HD6skj0PA2unJ1Pa8gTc0OvjcK+U1WEP2DHMX:MHA9somGVz41j2z7gou7l+yS5W1rbpueNr15ySR4I3kz+gZYcySy5KGR923RZB5V+CHyge@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,mPM3fDFNuenDlgmzHAZszjQPgwLRymO3QhPbSIesA/wBO4L2QxU/hLpTH//5jZTDzWX9GokOZzHqQVyxGlfTpGSCYbD9/P+jnqLTs3Y16Xe3UPA9W1Y3Wy2ZBr7W57BYY9oQyf2w/jAtlnY3O444yfKyld0WCjR7bxiN9D8EGhCPoaFZ72OjqMmFcxohxUd7Kn9HFSLDzwf3S+9LpAdoM7/rZeIW07BrooQE1mspQOsgWIyCoE2dh9+T/TDWO7921mSyA78K+NiOhnOEXtLjU3eg17dsZvbDF67cpaCUj06ug1vP0aG70dWyXN1DwALjQfuxYRSy2LCN3sXsH7tHgREmDuNj1HA+RgWMSeMnMb:gYaQx5gnPPm25uuT62k5HfO2RYKZoOE7m49qFEbw9W4LzyY2Mr53dTHjojv508671gQ3ACc4bQhHOPjD4U/I9zb9D7UoFCuDj90GFI7RJWQbl6Ac6yPucV4Pel/Gz0BmWcnshaMwtKGbWIBe3EI5Sgw/yIQz2iKcOnyAW36gRiBU39k+RG0d6GeJqp+P4BWomLYQyY8f8WO/NlHd9B8h6fN0S81Xgd4iULNcvCen1HkqbhFciJ9NU3TQG37dgSpl1xidpGIT5tD+/4N/ktynOYQ8aKFsWycud2wWL3SGHeJsB8EoZqWunTm307FiYJtiLhrlFpBposXsNxOzE4sm4rw87wPB6yayU2+5FRVoGe9RV2zgMzbivdiLVD+WGe+UwGYo6eCudyte0VpUf6A8EFOuxUunh4Luw2WBMP+k29S53jKpJLGUmyA 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2d7YuVBF7ELsUmwoNhK7pA+6euJKfFw8K27FQ/E4jxvPQ7afxOPG85g8atoLxKG7c3wKWxIvLS4i7Tcsic90Z+FmSLn`xwv5jhwvdufFN3eivDomvEQ6q[pZFVxB4vO4gH2LMRMv59t6fAl8ud4UX5XURqeseEW8Kr4+vyKk/V4fb0g+ncATg3iTtji+AH8iWuKS4nvi+91nEe6tP34wfihO5894V6DLfAbgOPqQquDe3+Mn473xfndF3OcDyScYeF7BvK+q4+fjg41v+OX48C1HEPktqrHoyVRbtFvsWUKxRC25gphQPSOCeO15fjo+8paaRvhNxldfS5wC5wB4bqSgebOaBXo38H8Iye854bslYuKnyg9B)5g/T/yS0nSv89Q6KC/A0+tlRB+-NxA+xuDJ7yJn8Omxg?A+qftu3g58FTgw/f+D+AngVcAbwfOZxkQ60ACz12Vn2PEz4HeCeznUwn5Ojw17wRnOfATzOfnHtTaC8JO0s9DpFdUgz89ZizVs7XSc0wrxeA8Cs4gOP3g9DDHY4AuYVrZDboaku2QXAfOYubI94C{htbvMhbjzBH/kbFwDjLzwOkEnQJ7jOsXiDlqJjgWxvoz6Chaz0JnKXAX8B7gR9FaADsFpj13ol{H4uQVoL8NyZ2QfAT0g8m5h/n7AuDfDc69ygsk38xYvAzO19Svyj0dUhsYS6Xgjwd/NvimmtkLWgTiPHcCCwf80LXfEq7AsMPA5jB5HZHRgr4VJ4JfBX4vZjQMzUUYNAb0GWh7lLGSBno8913mgsvXejohGWQsnEDf8eBdRf+2'783uavgeYctwVq8idbhpJVx3EKbM9D3bXCwm6RX+LMmipmZoGcjopj+LizZzb8ZobWfie8y/BHxMxOrwz2CYkWaoYh:/3GZTH0TgH82fx4h3QGZ(6N1NqxdBm8/h+9HzoHHXgfn0ggYgqxaMQk6FZ7PxShnGCtprjZEBWJG/zm8XMm02g4JMAEY5UtWQMMaN3rZKppjJWZdiXl1YV5Ep/wMuyALftvPfVP88NguWL4fPmyH/2RgwXF/U8acisf+1aEYn921Ql4Hvx2fzu11YwOc8ZB8LBnnRHuWuHqwLrWw+Tmsy3HmkzzP6CuYdQ0+b7yMueyHhjuhwUDr4/Ckl+2UZ8DOStdOxRKe7Ms66908wN4QX4JPJkC+EK2/gvc+iXH3Iz+@BfewaqWOGNpAnPAqfxQ2FswrL461B7SE2P4PehWAL6PvehzLvhTku9/sjYTmgkvh34C+inW8HVY9jVncDku6gOvRtwJ+HnEzA/gr3EZDn3xJpdgR80E/Cvk7oDno8TbH,vAGywhVpiG6FkBPOnR2gK1ADU1Eggz/K.6oLPwYysMshgde4U96ZSkZIbxHdjKHMjB7YFLSth60IhPCe6X8qa/0jmsJ1v0T7ipgrKsY6i10DsJvttvX9QYk28G/DZKpWNNO4gpH2p3A/:YP-DdjxLNu5of9v0avAfA1zKICHB1rcRAyV7ELLMziTY57B/pTkJcuom+j62H4Nu761t37zE/5FvbaWvg/G7m9F3p2IiQdsPASQf4b2HfVoA/Cnj3JyERsY4+fdKsJ9vWTLON5wc0mkP4uf/opDjCmGK5CjrqNZMZhXpfBb+e5UA6pQnZ5jTHuUnX8KxWaexU8xt90eB3yPcB3M6aM0Ygq9jRqVhXy0m1YnS/w+kJykGUoKzK/Ar3eVOr4NwDw1R5oGMe9lwmIkwxEcjeZSZizgv1D+5fpR+CNu~Tdg5jpIDx5xs2coL/vVhbQ/4I8th2tpZ4E7x1fKKH3avwLTfWYW/AwS.UbDSEzDJl5y+15rgbs5dPQ+SRwHTwZR2fgAnAuNnBXbT1oRJr6LLRtwOzTUHI4eW4NkIPMoZo48w{5T3VuCcK7JTN4Hwf6N&Gvu197cK6Pwa8BPw/cuUI7ab7+Dtr8JuMvTARYAo4PwMhurUoDs5aaP4cRpkCOzshP4Js/EuMpWGmT4d$gEz+G+Z4kWPHLeSxUoaYnwLNqXUI4ceZ457CtIpe3iCueiWM+dzmnG2GrobfmeqT+z0LRs-lLSnZq/0X_Km4e{V4G1gXER4wOHpTnmNLlB2Y1yrMaAboIuygufCJUu4CZAQHEdXq7ibWQD[llKJ1N2i/O4rHjSW2V4z0hz0G21rd3Yq5vIUomoIY7kJrl3tWhIYvKjZ8fOvej5r4Bmj340bmTGRmpu/HuOOvV:A6Al+G5id+$xf0N7p6fWS2ZNsm8XcbxF8yluqxy7zAP8a8JsMzC6BBwyr3QcMdH~5uafdjlO9jlTv+e6Vn8Zu4DND3uWc/4Lsx3ivdbIm+p9ErDLwq+m09fCKrTxO6H8ZaPIxY+gfwM7F2vdBzGNY+Ag3zEYEt4F9zcyw0dIAexjc93rvGvwnditWsBecc6FexQ3dDPhu2XUmeAFm/DC+dBV3hnrcpuc09i/J3wTyFSRv4V3V9oH+I2P66ay3W+j3Q47BDn3bP58lWFWcMm72KKG2FDZ9HPnkaQbY8c8WNW/eEhvn+EPg95M/ZyOE2oAuAZeBS4HtdX7mzA(4QeJJ7ssVZRXJvCpA/i3x7L/AecEqAn0Av2YioapcDXINvgd2GijAJ36V5EbllEtbus9D/EfghFeuIyqvOhLE98)T73D2FzAV8ButM5V4u{keYR9id7wIOTux3x+6nocNXeDcB/lyV+874Ndjucgtkh+0HcreQusj2B)XwJmIuV9uhGQBfPsAevsQtDWCXuzWNfeW4WYh0N8G/zXgO2FDJ/AxcA5D/1TEc5SrmKcJle5eVMM3OgY3UFrmt@tFylmyqkIh70Hn:]dp:LQc8Yy8JyGTyMgYKmqNjFut3AXvYX/J9TiBv+KeYPmb@`4vgOMimJLTU/xjH/YYId1AgmGhcfJhmk44v8VZlzH[qGHlex7G73ZxC5N/n4x//ob17TT43pKt^nSiL/JtRzwOT65UBrMmV6khejLLqEXwRoj50jNoFOrcEg7OfMjPhjxqnFQFzh+RM[RZ+1roHMsTF6f3ItAnYMN7wJfd+yDws5iFlTyNKbwO+hcD8xroUuAgRpnKoiIvCn$1@D@ecZ6dS5r7/REi4cvuzVedRPn`YR291NsAe8zzatbSacThE0oz0Bi0i4zFQ+FWmZFKp7HIezI4Zq3UfRCjZZ64VvcPaUm+Oc2rP7r1gs8nOXYXl5xYYW/deb9uJe/pehIE/Gf1++VZkkfl4qkT0mfwX9sO5y0UHro/7D3NfBVVVe+e5/vc2/uRxAxpjGZcDFiSjEiRcogUsKMR3R0RsRIkVKKmNI0IiLDIKuLjOUoZS0lPyopgxlkEFSGQYpUkSKSBExIk15lCLyKA8pZSiPUorJrPXf59yce3MDCRA+HH/ntny%d+111l577XKzJ7nr7KMN176sjdK+pj2DPdSf1iZH@8wO1tvCEEIUEw/gGEQwRGQTPYjSYWKkV{eVYryYhJi+9jTfgqSYvpEczVd/HZ5C/Q6Rmq7xSzx9WUM1WIOeY7X8bc2gScudFex0B9PnvuTP#NQV0W14tY7gnOHulcG[U&z6iNIngwo94RJQ+Lqh6uNpY+Zb1Z/8GIG3qKLL/jtP2n/qIyymRRj9t:YG'qECvGs6C6eu989vRFj96a8p/44xct0DBDv0vEFcYSOEO/t`uJX9iG2r{KgfZtE73nYvsO+Q5T8~79wi:8sznZn8ajd1e4qhtj1we/iMLC3UOU2QGYxtZ8+zGznHzJHmoPFU8kdnE7tSp7tFbsEwdJ+cFxju9LrnVQOjIqTsm2Mpsgj9+3lEWym+wp+1BeP1kiS2WZHC5HyTFyrJwgJ8tpcoacLe8j/ZzFcplcKdfI9XKT3Cp3yF1yD0FJ4BjlHfWGIFLvsWM44R3nbZvTjPkZM3QQlpcaycPaz@EtdcK6FcnOnM/cbpQE2ul9aXe8C2OeNXzzLXUk2fy/0hjEj+LM34Auj/zac3PuX/jaGVjJd/FaN6R9kbC4DbutpWI7r9XKsQ/isa6DhReBJjK3dwLOBPwltAOXqLoufW+pTdeqR+rvmKu4xzNHuNbcRfdB2hwb/sqQs5Nht+WnGelfQ+SxvtYGet/QXoW0g4dc4V3vwsI4ty1sgcayv3E30Kzj3+4xp1Z2PHsl4AbQV8pvv4j28/34dY30bYyvKOq0zW/pU8Kcq44vXY8ZmJot57K0Y169iDZfgnwNYwP6tXKUkiFyhSYzJM9+tvNdZ6bzz+E7w0X@u8J/pH5/2+WNLTV1UpHY0i8hhvQJa6P1mpyqvF5iB6tRvRoDaJH30P06Pvcx6G2Wm/EhNYiB6S3i-~9P4gsOQ8xoR9wTKiezTGhegHHhOq3c0yo3pljQvU7OSZULxJ2k7vIykhcvyvjdEZdECJGJBSJR9pFciLt8bsg0inSJdIdNPN7Rfqr@nzI+nLeeQm6f2QgUl8f6WiUDo4MBc3A5XhlIRYlZ3I86EqMi7pPKbZDk4ZJkamRKZT+dMDdeHfM0mGU1+uOeDb40OqLeeCOZH5sMuvA+vz7IItnM/+Yb5PNvray+sEygwCn+eDr2u61z6+//g81rmcfpMvEm3m8/22YB3+Oasia`Pt69v8tZHPS8rbENmyXC3zgmX6tmyL7Eg6O7IX5zDtp37Z/Jvb0099PZzH7bu8ifO9uiXSA5HDOO9Y5GSjOvhpqq1;6tvip1+Bj5Z79QtqTn+Wp9z7[kuifL8ePo/YZqGRVIaXIj9d/b36Js5P/c39h30t5SvZam6xUlNfJVRVRPNiuZGO0Q7RjtHuzbprzRphUfn8pPkUv3djBTn+79T/ZyT0l7nSpc3/I729urdVOv2JHXX0WLlp/OlTMYvow9+PYPqn/EP9Vwy2zw6JDqMxxbevTQxJovjMDoyWu7nRSuj47nc6KToVL8/Rau1s6Jzowt8fyXa1+uj0ero0kQdWX5FdHV0XXRjdEt0O3j+vM2yNdHa6L7oScRc66p\I9HjGOVU9Gyiv/I49Oc+4sW0mB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4nmQBPdi2020Z+uoLJ7FoNn4GlgvBc5gOuxI+y9Z3j2AGPfT7X+h/Xkz/oW7KYWDNa8Bqg9qAuoN6gPqC+oH6g/6BxW0RbqYKwEhlo1lCvnjtem8B4NRxjZGARPHoj1TP9bfcpB52G[T/4TQFNYRamqhVTVQqpqIVW1kKpaS7NtpKoq9,ULqtqFRNVCqmo/j5b43UgYfB9+CC/CS/FyvBKvwa/jd+C9V8KxN6j6cwhxogchRygR6kR/goG3X40ljAlTwpPgIN/ 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^oXWwz2llgm1EXX0exJTAY0xNLhQGPb5VkAiELYpvRSkDWNqM3GPQ6g16hAa1Bb9Q6DcQ+gz1MqhS6OmYjthkT8asGpMkxo8icg1q5nqVgxuC8CIuUMRPO63pSbTGmUpgy0w+TbZSNZswVpnC9KvrKwcjAWypK3QQGg8FgM3RI33E9O5gt2zHz0arpo6msz2AwWA1qMGpxoEIGTqBWKrTk92+t5AeUfgBHn1ar0+aM{/KmbcDjddLVp6U1XKgkYA8/hmyCQcb3nusAXgQGYsoiiEZym5EeYUzbZnQSkDm5DQaj0aA7ghRa0JkMRvwYdAYDGjK2GfqYk1KnVRLbDGY93j1jcw5q5e5ne3fbjCBVlgnnXXiSVTDbDONdYbaZksALYqmbwGAwGAyGDNLVfrb8Ds9sM9MFnTo9msr6jEaj3agGocvHWzoVRqnJq4Ev12n1eqUGNEb00lDOD+CZkU/mCYEZZZsxZPOMMr73XEyxJTAY0xPrPBM5h7Jv0MbTSJW1zaSO/LRtRqXLt82kTS5XdcxGbTPEr9YqdZocM4qMnUYbJ5spm28479SzShkz4RPbZlSkW5J9VTZ7g/YcZwrXq*Kt+owMvHVeqZvAYDAYDImMzDbDOBWQ6R90On2ez2g0OUxqMEm2Gb1km9Hr9TocVikEoDXqcYCFoXejzUz6/bS0B3P2lTJq/MjaZkzF11FsCQzG9MQqMYNKpZZucEnbZgwSkDGNQExms8loMamxP7CY8IMhkwlMrZNMb9AbDGqDXoldjYBeg1pPOpysGU(mHNTL9SwFZ1repDR2qtl8edefVBWWVDkqZpthyDGF61XRVn1GBt4eKXUTGAwGg8GQifpeOVtsM7NlO2Y+Bo2ejI+oLz2TKpvNLrMGLAYlqHawZACNSokp5Adwo0oLOrPVKP0crs/+AJ4Z+WR+hZ70+2lpbyrJt`2YswlmGd97rqPY1hiM6YkzKpBzSDKBkGmnyEvbeRKQMWwYzBaL2SSY1QYwWc2CWbCYjWYT9jCpUoyOX8EuRkVsM+SuGg3tcLJmFJlz0CDXsxTMD5wkKY1TqiwTFrv+pGwzAlU1IE7wCmKN7RzEjDnDFL60FG3VZ2RQOKOlbwKDwWAwGDWk77ieHTDNzHTBqCVGFyP1pcdVFotQVmhBMKpAZcTxFmhVKqPRZDIazCaVDvyWExlgP10UKxgLngBKLUyd0zZKezBn8ylDXvdtySZkvULxdRRbAoMxPSmrt+xxncb7hUwsbSYGN2+AtrxhEaxWwsK3qo1gslvtgt0q7K0WjE6VQnsSjdmKUoPaYTaZzVqjxmzIMaMIUIBZbuRbMGiwtONP0lt4s/nyrj+pE166t0ZNrbdxl[rOk#xY84wheuVZizVGCeJoqy+1E1gMBgqBkMGaaQ7W2wzs2U7Zj4mXXo0lfVZrTa/TQdjkw:UJhxvgU68wmGTxWQULOThBKtFMAkW8qgsmLLjHVPewjK5ZaO0N5VkXylDXillzSZkvbbi6yi2BIZjeuJrcpBzSHrWljzaSCYGt,hAxrxhszkcNqvTrjW6xW13Wp0Om2C3gjV9alksZotFY7Go1aB2hAw6sxa7laxhV+YctMiNfAvmoMmTGscnZcyE864dQSqke2uobUZuQhvQyc5zw5gzTOF6ZZ18.cZJovA1lboJpAa(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.XX9SVXipMtsM4wRM4cvXpNc+xkmjDHaVugkMBGPBYMgg/RIzW2wzs2U7Zj42E;\M2fN8ZWWeiMcIXmqb0adsM3Y6cQS1zZQR2wyGHLPHNpFjhsl6PcXXUWwJDMb0JLz3D3q9QSB4qEwJrsegUOIyjwV5PD6fx13u09nBGfCVe`ox5POAJ20AdTjtTgdm0+hAEyBZjTa905ozYYfMOeiU61kK3t2UNxV5WMqYCefZZlJVSM896cBwllcgG43szchzmilcr4q26jMyN4JrSttEBoPBYDBkkHKcmy1zEzLbzHTBaq94nA4n9aXHVT6fv8ZvhnKnF6ROA0aZdRqn0+V22svIwwlWn7vMUeZy2N0OcGbv3nbuLdyTfz8t[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.p48Y+sCpcVVlZbg1bIcqvwFMZOAEdpPR768U+DbDwOgCd2VA9IsVfk+FP3ec5M9bBCb/flraB36sEsSHn8psQtYbLr6OYktgMKYnTXurwWKxSnPUkvmn4TiskIDMrSeVtVVVlcFolcUHFbVV0cOohqoqIRRKlVJR4auosFSUm0xgqM3HrDafpdyX81BIJRRQLmf1tR0fkfeqnCapskw477eBVBXSc08W8qK5gsKkbZSNZswVpv4lq2irPiODpmlvqZvAYDAYDIYMIHXZMn/FbLExztGqnOXLFXS0U+FMj6uqquYvn++AaIURzBUCRjnM[RqAGKzwhmImN3iqgqGKEIaCFVCRHe9U5C2CECqo6zhMp2BzTp7;K2Vs+HNKJmS984Mvo9gSGIzpSeslC0AQ7NLq=HV2gIBBUQJIiFJVFnqW4Wq2lnIQ66K1VbXRqspoFYQjqVJEsVwUMRuxzSwkWe3lglieY5upggJo+cdjPz4ib80gVYljJpz320CqilqqFnLTTEFh0jbKRjPmClP48lW0VZ+RQdN6SambH7AwGAyGDNIvvvUdzr5$zBYb08xHdAUCYiBIJWRsRHzRaE13jQtqRRNYRCsOxVwWkxgMVYrlEfJwgi9aGREjIbEvjOaOk8S8RSVEYBJKOxmLXYL48BhNJmS9NcXXUWwJDMb0pPuaBjy+XdKMGy4XPY[sYQnImDdqa+vra6sX1dvnQbi5flHtIgzV10ZNbaqU7HheOIzZ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' mode='bounded_concatenated' filename='57 educacion.pdf'>En desarrollo de las competencias atribuidas a esta Administración educativa, tras la publicación de la Ley Orgánica 3/2020, de 29 de diciembre, por la que se modifica la Ley Orgánica 2/2006, de 3 de mayo, de Educación, se publicó en el ámbito de la Comunidad Autónoma de La Rioja el Decreto 36/2022, de 29 de junio, por el que se establece el currículo de Educación Infantil y se regulan determinados aspectos sobre su organización y evaluación en la Comunidad Autónoma de La Rioja.
La publicación del Decreto 36/2022, de 29 de junio, como consecuencia de la adaptación y desarrollo del Real Decreto 95/2022, de 1 de febrero, por el que se establece la ordenación y las enseñanzas mínimas de la Educación Infantil, introdujo cambios significativos en el conjunto de normas que regulan algunos aspectos fundamentales de la Educación Infantil, por lo que se consideró necesario establecer una serie de instrucciones sobre su implantación en los centros educativos que imparten esta etapa, que ayudasen a éstos a desarrollar su aplicación en el curso escolar 2023/2024 .
En relación a dicho objetivo, se publicó la Resolución 16/2023, de 13 de abril, de la Dirección General de Innovación Educativa, por la que se regulan determinados aspectos sobre la organización, evaluación y promoción de la Educación Infantil en la Comunidad Autónoma de La Rioja, a partir del curso 2023/2024, si bien, atendiendo a razones organizativas, resulta necesaria la modificación de determinados aspectos.
Por todo lo expuesto, en su virtud y con base en las competencias conferidas por el Decreto 53/2023, de 14 de julio, por el que se establece la estructura orgánica de la Consejería de Educación y Empleo, y sus funciones en desarrollo de la Ley 3/2003, de 3 de marzo, de Organización del Sector Público de la Comunidad Autónoma de La Rioja, el Director General de Innovación y Ordenación Educativa,
RESUELVE
Primero. Modificar parcialmente la Resolución 16/2023, de 13 de abril, de la Dirección General de Innovación Educativa, por la que se regulan determinados aspectos sobre la organización, evaluación y promoción de la Educación Infantil en la Comunidad Autónoma de La Rioja, a partir del curso 2023/2024.
Segundo. Se modifica el apartado tercero sobre Religión y Educación Emocional y para la Creatividad, quedando redactado el mismo en los siguientes términos:
'Tercero. Religión y Educación Emocional y para la Creatividad.
1. Atendiendo a lo dispuesto en la Disposición adicional primera del Decreto 36/2022, de 29 de junio, apartado 2, la Consejería competente en materia de educación garantizará que los padres, madres o tutores legales puedan manifestar la voluntad de que sus hijos o hijas reciban o no enseñanzas de religión.
2. Las solicitudes para cursar la materia de Religión o la alternativa de Educación Emocional y para la Creatividad se formalizarán con la matrícula inicial a la incorporación en la etapa educativa. Si durante el transcurso de la etapa educativa del alumno o alumna, los progenitores, tutores o representantes legales de este consideraran conveniente cambiar la enseñanza de Religión o la alternativa de Educación Emocional y para la Creatividad, deberán cumplimentar el Anexo I y entregarlo en el centro educativo al inicio del siguiente curso escolar.
3. Los centros educativos deberán remitir a la Dirección General con competencias en la gestión de recursos humanos, anualmente y una vez concluido el periodo de matriculación del siguiente curso escolar, la información asociada al alumnado matriculado en las distintas opciones religiosas, bien mediante el modelo propuesto en el anexo II, o en virtud del modelo o procedimiento que determine la Administración educativa, con la finalidad de mejorar la planificación de contratación del profesorado.
4. En virtud de lo establecido en la Ley 5/2021, de 26 de octubre, sobre enseñanza de religión y sus alternativas (publicada en el Boletín Oficial de La Rioja número 212, de 27 de octubre de 2021), la asignatura específica de Religión y su alternativa tendrán una carga lectiva máxima correspondiente a la mínima establecida, con carácter prescriptivo, en la normativa básica de ámbito estatal.
5. Los alumnos y alumnas del mismo nivel educativo que, en un mismo centro, soliciten la enseñanza religiosa islámica o evangélica, les será de aplicación los acuerdos suscritos por el Estado español en esta materia de acuerdo con la Ley 26/1992, de 10 de noviembre, por la que se aprueba el Acuerdo de Cooperación del Estado con la Comisión Islámica de España y la Ley 24/1992, de 10 de noviembre, por la que se aprueba el Acuerdo de Cooperación del Estado con la Federación de Entidades Religiosas Evangélicas de España, siendo agrupados para recibir esta enseñanza. En este caso, el número de alumnado por grupo no será mayor que el establecido por la normativa vigente para la correspondiente etapa.
6. Cuando el alumnado de los distintos cursos del segundo ciclo de Educación Infantil matriculados en la materia de Religión islámica o Religión evangélica o del que deba realizar las actividades de Educación Emocional y para la Creatividad sea inferior a 10, se tratará de agrupar al alumnado de diferentes niveles educativos de una misma etapa en el mismo horario y grupo, siempre que la disponibilidad de personal docente lo permita, mientras que el resto del alumnado deberá ser atendido en los distintos grupos/cursos de su mismo nivel, tratando de que el número de grupos conformado sea el menor posible, debiendo tener en cuenta el total de profesorado existente con habilitación para su atención, sin que esta agrupación implique un aumento en el número de docentes asignados a los grupos ordinarios.
7. Las actividades de Educación Emocional y para la Creatividad no serán evaluables. Sin embargo, ello no supone que, dado el carácter de las mismas, su programación, desarrollo y aplicación no sean de obligado cumplimiento.
8. El profesorado encargado de desarrollar las actividades de Educación Emocional y para la Creatividad será la persona responsable de la tutoría de cada grupo. En el caso de que se den grupos de alumnado con una ratio inferior a diez por grupo, estos se podrán unificar, estando a cargo del profesorado tutor en forma de codocencia, sin que esta situación origine un incremento del personal docente.
9. La Administración educativa favorecerá la realización de cursos sobre actividades vinculadas a la impartición del área de Educación Emocional y para la Creatividad.'
Tercero. Se modifica el Anexo I de la Resolución 16/2023, de 13 de abril, quedando redactado en los términos señalados en el Anexo de la presente resolución.
Cuarto. La presente resolución tendrá efectos desde el mismo día de su publicación en el Boletín Oficial de La Rioja.
Contra la presente resolución, que no agota la vía administrativa, podrá interponerse recurso de alzada ante el Consejero de Educación y Empleo en el plazo de un mes contado a partir del día siguiente al de su publicación, de conformidad con lo previsto en el artículo 121 y siguientes de la Ley 39/2015, de 1 de octubre, del Procedimiento Administrativo Común de las Administraciones Públicas. Todo ello sin perjuicio de que pueda interponerse cualquier otro recurso de los previstos en la legislación vigente.
Logroño a 17 de agosto de 2023.- El Director General de Innovación y Ordenación Educativa, Fabián Martín Herce.