Igaciencia - A prol da Ciencia Galega e do Galego na Ciencia https://www.igaciencia.eu/gl gl Conferencia de Cibrán Santamarina en Lugo https://www.igaciencia.eu/gl/node/461 <span property="schema:name" class="field field--name-title field--type-string field--label-hidden">Conferencia de Cibrán Santamarina en Lugo</span> <span rel="schema:author" class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/gl/user/1" typeof="schema:Person" property="schema:name" datatype="">admin</span></span> <span property="schema:dateCreated" content="2025-12-16T15:13:01+00:00" class="field field--name-created field--type-created field--label-hidden">Mar, 12/16/2025 - 15:13</span> Tue, 16 Dec 2025 15:13:01 +0000 admin 461 at https://www.igaciencia.eu https://www.igaciencia.eu/gl/node/461#comments Entrega de premios do Concurso de Vídeos Científicos https://www.igaciencia.eu/gl/node/460 <span property="schema:name" class="field field--name-title field--type-string field--label-hidden">Entrega de premios do Concurso de Vídeos Científicos</span> <span rel="schema:author" class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/gl/user/1" typeof="schema:Person" property="schema:name" datatype="">admin</span></span> <span property="schema:dateCreated" content="2025-12-11T10:31:52+00:00" class="field field--name-created field--type-created field--label-hidden">Xov, 12/11/2025 - 10:31</span> Thu, 11 Dec 2025 10:31:52 +0000 admin 460 at https://www.igaciencia.eu https://www.igaciencia.eu/gl/node/460#comments Hall of fame do XVI Concurso de Robótica Galego e V dos Drons https://www.igaciencia.eu/gl/node/458 <span property="schema:name" class="field field--name-title field--type-string field--label-hidden">Hall of fame do XVI Concurso de Robótica Galego e V dos Drons</span> <span rel="schema:author" class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/gl/user/1" typeof="schema:Person" property="schema:name" datatype="">admin</span></span> <span property="schema:dateCreated" content="2025-11-22T17:53:39+00:00" class="field field--name-created field--type-created field--label-hidden">Sáb, 11/22/2025 - 17:53</span> Sat, 22 Nov 2025 17:53:39 +0000 admin 458 at https://www.igaciencia.eu https://www.igaciencia.eu/gl/node/458#comments Converxencias Arte e Ciencia 2026 na Coruña https://www.igaciencia.eu/gl/node/457 <span class="field field--name-title field--type-string field--label-hidden">Converxencias Arte e Ciencia 2026 na Coruña</span> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/gl/user/1" typeof="schema:Person" property="schema:name" datatype="">admin</span></span> <span class="field field--name-created field--type-created field--label-hidden">Dom, 10/26/2025 - 10:41</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><h1>Converxencias Arte e Ciencia 2026. Juan Gris</h1> <p><img src="data:image/png;base64,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" /></p> <p><span><span><span><span><span lang="GL" xml:lang="GL"><span>Unha viaxe<strong> </strong>polas obras de autores representativos de distintos movementos artísticos ao longo do tempo -desde a arte celta á arte dixital 3D-, deténdose especialmente no Cubismo e no proceso creativo de Juan Gris.</span></span></span></span></span></span></p> <p><span><span><span><span><span lang="GL" xml:lang="GL"><span>A exposición "Converxencias, arte e ciencia", organizada pola Institución Galega de Ciencia (IGACIENCIA) e o Servizo Municipal de Educación do Concello da Coruña, enmárcase dentro das actividades de difusión da ciencia e da cultura científica na sociedade, para mostrar as sinerxías e vínculos entre a arte e a ciencia, propiciar a comprensión do método científico, a resolución de problemas, o espírito crítico e o interese social pola ciencia e a innovación como base do progreso.</span></span></span></span></span></span></p> <p><span><span><span><span><strong><span lang="GL" xml:lang="GL"><span>A quen vai dirixido?:</span></span></strong></span></span></span></span></p> <p><span><span><span><span><span lang="GL" xml:lang="GL"><span>Alumnado de ESO, BACH e FP do Concello da Coruña e de toda Galicia.</span></span></span></span></span></span></p> <p><span><span><span><span><span lang="GL" xml:lang="GL"><span>Tamén existe a posibilidade de adaptar a sesión para a Escola de Arte e a Universidade da Coruña.</span></span></span></span></span></span></p> <p><span><span><span><span><strong><span lang="GL" xml:lang="GL"><span>Prezo / Custo:</span></span></strong></span></span></span></span></p> <p><span><span><span><span><span lang="GL" xml:lang="GL"><span>Gratuíto.</span></span></span></span></span></span></p> <p><span><span><span><span><strong><span lang="GL" xml:lang="GL"><span>Obxecto:</span></span></strong></span></span></span></span></p> <p><span><span><span><span><span lang="GL" xml:lang="GL"><span>O obxectivo fundamental dos talleres-exposición é ilustrar e profundar no diálogo entre a ciencia, a arte e a tecnoloxía, primando en todo momento a compoñente didáctica e divulgativa para achegarse ao público xeral e, especialmente, á mocidade. Trátase dunha proposta que propicia o tratamento STEAM nas aulas (ciencia, tecnoloxía, enxeñería, arte e matemáticas). Unha maneira de traballar a ciencia e a arte en proxectos conxuntos que impliquen ámbolos dous polos.</span></span></span></span></span></span></p> <p><span><span><span><span><span lang="GL" xml:lang="GL"><span>Na exposición preténdese explorar esa interacción dinámica das conexións entre a arte e a ciencia, para establecer visións integradas e integradoras, para iso selecciónanse <a>obras e autores representativos de distintos movementos artísticos ao longo do tempo.</a></span></span></span></span></span></span></p> <p><span><span><span><span><span lang="GL" xml:lang="GL"><span>Nesta ocasión a viaxe iníciase na arte celta e céntrase especialmente en movementos artísticos dos últimos séculos para rematar con obras de arte dixital 3D, de Manuel Díaz Regueiro, recentemente expostas en 15 congresos internacionais.</span></span></span></span></span></span></p> <p><span><span><span><span><span lang="GL" xml:lang="GL"><span>A exposición implicitamente denota taller-exposición, coa seguinte estrutura:</span></span></span></span></span></span></p> <p><span><span><span><span><strong><span lang="GL" xml:lang="GL"><span>ESTRUTURA E COMPOSICIÓN DA PROPOSTA PARA 2026</span></span></strong></span></span></span></span></p> <p><span><span><span><span><span lang="GL" xml:lang="GL"><span>Cada grupo realizará as seguintes actividades:</span></span></span></span></span></span></p> <p><span><span><span><span><strong><span lang="GL" xml:lang="GL"><span>-</span></span></strong> <strong><span lang="GL" xml:lang="GL"><span>Anatomía do Cubismo: Arte, Ciencia e o Proceso Creativo de Juan Gris. </span></span></strong></span></span></span></span></p> <p><span><span><span><span><span lang="GL" xml:lang="GL"><span>Relación entre o Cubismo e a teoría da relatividade. Juan Gris: O Algoritmo Cubista. Presentación animada sobre o uso das matemáticas e da cor no seu método compositivo.</span></span></span></span></span></span></p> <p><span><span><span><span><strong><span lang="GL" xml:lang="GL"><span>-Parte expositiva</span></span></strong></span></span></span></span></p> <ul> <li><span><span><span><span><span><span><span lang="GL" xml:lang="GL">Paneis interpretativos que poñen de manifesto as conexións coa ciencia das distintas obras obxecto de análise.</span></span></span></span></span></span></span></li> <li><span><span><span><span><span><span><span lang="GL" xml:lang="GL">Obras de arte dixital impresas en 3D de Manuel Díaz.</span></span></span></span></span></span></span></li> </ul> <p><span><span><span><span><strong><span lang="GL" xml:lang="GL"><span>-Obradoiros</span></span></strong></span></span></span></span></p> <p><span><span><span><span><span lang="GL" xml:lang="GL"><span>Para implementar a parte expositiva, en función das características do grupo, desenvolveranse algúns dos seguintes obradoiros:</span></span></span></span></span></span></p> <ul> <li><span><span><span><span><span><span><span lang="GL" xml:lang="GL">Conxunto de actividades relacionadas coa simetría:</span></span></span></span></span></span></span> <ul> <li><span><span><span><span><span><span><span lang="GL" xml:lang="GL">Simetrías 2D (Libros de espellos, escritura de Leonardo, programa os 17 grupos de simetrías…)</span></span></span></span></span></span></span></li> <li><span><span><span><span><span><span><span lang="GL" xml:lang="GL">Simetrías 3d (poliedros, simetrías especulares, caleidoscopios poliédricos…)</span></span></span></span></span></span></span></li> </ul> </li> <li><span><span><span><span><span><span><span lang="GL" xml:lang="GL">Tramas e ilusións ópticas;</span></span></span></span></span></span></span></li> <li><span><span><span><span><span><span><span lang="GL" xml:lang="GL">Espirais de Fibonacci;</span></span></span></span></span></span></span></li> <li><span><span><span><span><span><span><span lang="GL" xml:lang="GL">Topoloxía. Cordas topolóxicas e banda de Möebius</span></span></span></span></span></span></span></li> <li><span><span><span><span><span><span><span lang="GL" xml:lang="GL">Creando e interpretando mosaicos: xogo da Alhambra, tipo Escher, de Penrose.</span></span></span></span></span></span></span></li> <li><span><span><span><span><span><span><span lang="GL" xml:lang="GL">Grupos. Dun poliedro ou dunha figura plana</span></span></span></span></span></span></span></li> <li><span><span><span><span><span><span><span lang="GL" xml:lang="GL">Zome, Polidróns, Icosaedro áureo, Tensegridades, Xogos 3D…</span></span></span></span></span></span></span></li> <li><span><span><span><span><span><span><span lang="GL" xml:lang="GL">Os poliedros na arte</span></span></span></span></span></span></span></li> </ul> <p><span><span><span><span><strong><span lang="GL" xml:lang="GL"><span>Cando:</span></span></strong></span></span></span></span></p> <p><span><span><span><span><span lang="GL" xml:lang="GL"><span>Dende o 26/01/2026 ata o 30/01/2026</span></span></span></span></span></span></p> <p><span><span><span><span><span lang="GL" xml:lang="GL"><span>•          Visitas e talleres para os centros educativos de dúas horas de duración. Horarios:</span></span></span></span></span></span></p> <p><span><span><span><span><span lang="GL" xml:lang="GL"><span>o          De 09:15 a 11:15</span></span></span></span></span></span></p> <p><span><span><span><span><span lang="GL" xml:lang="GL"><span>o          De 10:45 a 12:45</span></span></span></span></span></span></p> <p><span><span><span><span><span lang="GL" xml:lang="GL"><span>o          De 12:15 a 14:15</span></span></span></span></span></span></p> <p><span><span><span><span><span lang="GL" xml:lang="GL"><span>•          Parte expositiva aberta ao público en xeral, en horario de 15:00 a 21:00 h.</span></span></span></span></span></span></p> <p> </p> <p><span><span><span><span><strong><span lang="GL" xml:lang="GL"><span>Inscrición:</span></span></strong></span></span></span></span></p> <p><span><span><span><span><span lang="GL" xml:lang="GL"><span>Realizarase a través do formulario que se atopa ao final desta entrada, dende o 9/12/2025 ata o 19/01/2026</span></span></span></span></span></span></p> <p><span><span><span><span><a><span lang="GL" xml:lang="GL"><span>•          Prazo de inscrición para os centros educativos do Concello da Coruña (un grupo por centro): do 9/12/2025 (ás 10:00h) ao 12/12/2025 (ás 14:00h).</span></span></a></span></span></span></span></p> <p><span><span><span><span><span lang="GL" xml:lang="GL"><span>•          Prazo de inscrición para os centros educativos doutros concellos (un grupo por centro): do 15/12/2025 (ás 10:00h) ao 19/12/2025 ás 14:00 h).</span></span></span></span></span></span></p> <p><span><span><span><span><span lang="GL" xml:lang="GL"><span>•          No caso de que non se cubran todos os espazos, os centros de calquera concello poden inscribir un segundo grupo: do 12/01/2026 (ás 10:00h) ao 19/01/2026 (ás 14:00h).</span></span></span></span></span></span></p> <p><span><span><span><span><span lang="GL" xml:lang="GL"><span>CONTACTO:</span></span></span></span></span></span></p> <p><span><span><span><span><strong><span lang="GL" xml:lang="GL"><span>Contacto:</span></span></strong></span></span></span></span></p> <p><span><span><span><span><strong><span lang="GL" xml:lang="GL"><span>IGACIENCIA</span></span></strong></span></span></span></span></p> <p><span><span><span><span><span lang="GL" xml:lang="GL"><span>Inés Ben</span></span></span></span></span></span></p> <p><span><span><span><span><a href="mailto:secretaria@igaciencia.org"><span lang="GL" xml:lang="GL"><span>secretaria@igaciencia.org</span></span></a></span></span></span></span></p> <p><span><span><span><span><strong><span lang="GL" xml:lang="GL"><span>Servizo Municipal de Educación</span></span></strong></span></span></span></span></p> <p><span><span><span><span><span lang="GL" xml:lang="GL"><span>Tel. 981 184 200 (ext. 10911). </span></span><a href="mailto:educacion@coruna.gal"><span lang="GL" xml:lang="GL">educacion@coruna.gal</span></a></span></span></span></span></p> <p><span><span><span><span><strong><span lang="GL" xml:lang="GL"><span>Requisitos:</span></span></strong></span></span></span></span></p> <p><span><span><span><span><span lang="GL" xml:lang="GL"><span>Preferiblemente grupos de ata 40/sesión.</span></span></span></span></span></span></p> <p><span><span><span><span><strong><span lang="GL" xml:lang="GL"><span>Organizador:</span></span></strong></span></span></span></span></p> <p><span><span><span><span><span lang="GL" xml:lang="GL"><span>IGACIENCIA </span></span><a href="http://www.igaciencia.eu/"><span lang="GL" xml:lang="GL"><span>http://www.igaciencia.eu</span></span></a></span></span></span></span></p> <p><span><span><span><span><span lang="GL" xml:lang="GL"><span>Programa financiado polo Concello da Coruña</span></span></span></span></span></span></p> <p><span><span><span><span><strong><span lang="GL" xml:lang="GL"><span>Enderezo:</span></span></strong></span></span></span></span></p> <p><span><span><span><span><a href="http://www.coruna.gal/educacion/gl/rede-de-escolas-infantis/escolas-infantis-municipais/detalle/centro-sociocultural-agora/entidad/1300349570328"><strong><span lang="GL" xml:lang="GL"><span><span><span>Centro Sociocultural Ágora</span></span></span></span></strong></a><span lang="GL" xml:lang="GL"><span>. </span></span><a href="http://www.coruna.gal/sites/Satellite?argSite=Educacion&amp;c=SiteEntry&amp;cid=1435721440022&amp;idioma=gl&amp;itemID=1453659740336&amp;itemType=Contenido&amp;pagename=Generico%2FCSElement%2FHacerLogYRedirigirURL&amp;tipoAcceso=mapa&amp;tipoMapa=Google&amp;url=https%253A%252F%252Fmaps.google.com%252F%253Foutput%253Dclassic%2526amp%253Bq%253D43.363137%252C-8.426331%2528Lugar%2BGramela%2B%2B17%2529"><span><span> A Coruña</span></span></a></span></span></span></span></p> <p><span><span><span><span><strong><span lang="GL" xml:lang="GL"><span>Inscrición: Faise nesta mesma entrada cubrindo o formulario.</span></span></strong></span></span></span></span></p> <p><span><span><span><span><span lang="GL" xml:lang="GL"><span>Prégase que os centros da Coruña, se é posible, se inscriban na primeira hora para facilitar o acceso, se quedan ocos libres, a centros doutros concellos.</span></span></span></span></span></span></p> <p><span><span><span><span><strong><span lang="GL" xml:lang="GL"><span>A orde de inscrición </span></span></strong><strong><span lang="GL" xml:lang="GL"><span>guiará o </span></span></strong><a href="https://igaciencia.eu/gl/node/459"><strong><span lang="GL" xml:lang="GL"><span>calendario que está aquí</span></span></strong></a><strong><span lang="GL" xml:lang="GL"><span><a href="https://igaciencia.eu/gl/node/459">,</a> consúltao </span></span></strong><strong><span lang="GL" xml:lang="GL"><span>antes de inscribirte. </span></span></strong><a href="http://www.igaciencia.org/fotcg/np/za/Arteeciencia2022.pdf"><strong><span lang="GL" xml:lang="GL"><span><span><span>Máis información e detalles neste pdf.</span></span></span></span></strong></a></span></span></span></span></p> <p><span><span><span><span><strong><span><span><span><span>Inscrición:</span></span></span></span></strong></span></span></span></span></p> <p><span><span><span><a>Realizarase a través do formulario que se atopa ao final desta entrada.</a></span></span></span></p> <p><span><span><span>Prazo de inscrición para os centros educativos do concello da Coruña, un grupo por centro: desde <strong><span><span>o 9 </span></span></strong>(ás 10 h) <strong><span><span>ao 12 de decembro</span></span></strong>, (ás 14 h). </span></span></span></p> <p><span><span><span>Prazo de inscrición para os centros educativos doutros concellos, un grupo por centro: <strong><span><span>do 15 </span></span></strong>(ás 10 h) <strong><span><span>ao 19 de decembro</span></span></strong> (ás 14 h)</span></span></span></p> <p><span><span><span>De ter posibilidade, os centros de calquera municipio, poderán inscribir un segundo grupo do <strong>12</strong> (ás 10 h) de xaneiro, ao <strong>19</strong> de xaneiro (ás 14 h).</span></span></span></p> </div> <div class="field field--name-webform field--type-webform field--label-hidden field__item"><form class="webform-submission-form webform-submission-add-form webform-submission-arte-e-ciencia-26-form webform-submission-arte-e-ciencia-26-add-form webform-submission-arte-e-ciencia-26-node-457-form webform-submission-arte-e-ciencia-26-node-457-add-form" data-drupal-selector="webform-submission-arte-e-ciencia-26-node-457-add-form" action="/gl/rss.xml" method="post" id="webform-submission-arte-e-ciencia-26-node-457-add-form" accept-charset="UTF-8"> <div data-drupal-selector="edit-0" class="webform-message js-webform-message js-form-wrapper form-wrapper" id="edit-0"><div data-drupal-messages> <div class="messages__wrapper layout-container"> <div role="contentinfo" aria-label="Mensaxe de estado" class="messages messages--status"> <h2 class="visually-hidden">Mensaxe de estado</h2> Sorry...This form is closed to new submissions. </div> </div> </div> </div> <input autocomplete="off" data-drupal-selector="form-dvpe1yionr6fnafgwmjcl6fbd-nlhrslqft4ijfpyyk" type="hidden" name="form_build_id" value="form-dVpe1yionr6fNAfgwMJcl6FBd-NLhrSlqFT4ijFPyYk" /> <input data-drupal-selector="edit-webform-submission-arte-e-ciencia-26-node-457-add-form" type="hidden" name="form_id" value="webform_submission_arte_e_ciencia_26_node_457_add_form" /> </form> </div> <span class="a2a_kit a2a_kit_size_32 addtoany_list" data-a2a-url="https://www.igaciencia.eu/gl/node/457" data-a2a-title="Converxencias Arte e Ciencia 2026 na Coruña"><a class="a2a_dd addtoany_share" href="https://www.addtoany.com/share#url=https%3A%2F%2Fwww.igaciencia.eu%2Fgl%2Fnode%2F457&amp;title=Converxencias%20Arte%20e%20Ciencia%202026%20na%20Coru%C3%B1a"></a><a class="a2a_button_facebook"></a><a class="a2a_button_twitter"></a><a class="a2a_button_google_plus"></a></span> <div class="field field--name-field-taxonomia field--type-entity-reference field--label-above"> <div class="field__label">Taxonomía</div> <div class="field__items"> <div class="field__item"><a href="/gl/arte_e_ciencia" hreflang="gl">Arte e Ciencia</a></div> </div> </div> Sun, 26 Oct 2025 10:41:13 +0000 admin 457 at https://www.igaciencia.eu Gañadores provisionais e definitivos do Concurso de Robótica e Drons 2025 https://www.igaciencia.eu/gl/node/456 <span property="schema:name" class="field field--name-title field--type-string field--label-hidden">Gañadores provisionais e definitivos do Concurso de Robótica e Drons 2025</span> <span rel="schema:author" class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/gl/user/1" typeof="schema:Person" property="schema:name" datatype="">admin</span></span> <span property="schema:dateCreated" content="2025-10-17T11:53:04+00:00" class="field field--name-created field--type-created field--label-hidden">Ven, 10/17/2025 - 11:53</span> Fri, 17 Oct 2025 11:53:04 +0000 admin 456 at https://www.igaciencia.eu https://www.igaciencia.eu/gl/node/456#comments Concurso Galego de Vídeos Científicos (incluíndo Novos Poliedros) https://www.igaciencia.eu/gl/node/455 <span class="field field--name-title field--type-string field--label-hidden">Concurso Galego de Vídeos Científicos (incluíndo Novos Poliedros)</span> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/gl/user/1" typeof="schema:Person" property="schema:name" datatype="">admin</span></span> <span class="field field--name-created field--type-created field--label-hidden">Sáb, 09/27/2025 - 18:35</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><p>Entrega de Premios o día 10 de decembro ás 11 horas, na Rúa de San Roque, 2, 15704 Santiago de Compostela</p> <p>Prazo de inscrición: 3o de novembro. Sen inscribirse non se admiten vídeos.</p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><b><span lang="GL" style="font-size:18.0pt" xml:lang="GL"><span style="background:white"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#333333">Ideas eixe:</span></span></span></span></span></b></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><b><span lang="GL" style="font-size:18.0pt" xml:lang="GL"><span style="background:white"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#333333">Obxectivo:</span></span></span></span></span></b><span lang="GL" style="font-size:18.0pt" xml:lang="GL"><span style="background:white"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#333333"> Fomentar a creatividade dos centros educativos para achegar a ciencia a través do audiovisual. </span></span></span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><b><span lang="GL" style="font-size:18.0pt" xml:lang="GL"><span style="background:white"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#333333">Que promovemos</span></span></span></span></span></b><span lang="GL" style="font-size:18.0pt" xml:lang="GL"><span style="background:white"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#333333">: Iniciativas que espertan a curiosidade científica e as habilidades comunicativas do alumnado en lingua galega. </span></span></span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><b><span lang="GL" style="font-size:18.0pt" xml:lang="GL"><span style="background:white"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#333333">A nosa filosofía:</span></span></span></span></span></b><span lang="GL" style="font-size:18.0pt" xml:lang="GL"><span style="background:white"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#333333"> #CienciaParaTodos. Non buscamos só excelencia, senón ofrecer apoio e valorar o esforzo de todos os participantes. O Obxectivo final é que o logro compartido sirva de inspiración e axuda para outros rapaces e rapazas, impulsando a aprendizaxe entre iguais.</span></span></span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><b><span lang="GL" style="font-size:18.0pt" xml:lang="GL"><span style="background:white"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#333333">Ciclo virtuoso do proxecto: </span></span></span></span></span></b></span></span></span><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><b><span lang="GL" style="font-size:18.0pt" xml:lang="GL"><span style="background:white"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#333333">aprender → crear → compartir → inspirar.</span></span></span></span></span></b></span></span></span></p> <p style="margin-bottom:11px"> </p> <p>Un dos concursos que propuxemos o ano pasado foi o de Vídeos científicos sobre Astronomía, <a href="https://igaciencia.eu/gl/node/439">https://igaciencia.eu/gl/node/439</a>. Nesa ligazón podedes ver propostas que vos poden dar ideas e servir de modelo sobre o tipo de experimentos e vídeos científicos que esperamos recibir (agás os que xa se fixeron na convocatoria dese ano).</p> <p>En canto á temática, ademais de Astronomía, vale calquera vídeo sobre un tema científico que visualice un experimento coa correspondente explicación. Debe estar feito en galego. Lembramos que podedes tamén extraer ideas doutros concursos que temos promovido: Sensores e App Inventor. Para ampliar información pulsade Sensores e Inventa en galego no Menú. </p> <p>Se queredes abordar un tema determinado, se podemos, intentaremos facilitarvos exemplos da  bibliografía que coñecemos.</p> <p>Todos estes experimentos deben ter por resultado un vídeo en galego, feito polo alumnado e profesorado e ser enviado antes do día 1 de decembro, xa que a entrega de premios farase en San Roque, en Santiago, sobre o día 10 de decembro.</p> <p>Non esquezamos que levamos varios anos realizando un concurso de construción de Novos Poliedros. Esa temática tamén está incluída neste concurso. Os vídeos deben mostrar a construción e os problemas a resolver para realizala. Neste caso, os poliedros deben ser os propostos para este ano, que figuran a continuación. Nos poliedros, ademais de facelos, valorarase que expliquedes porque non son regulares, nin <a href="https://superficies-poliedricas.blogspot.com/2010/11/poliedros-arquimedianos.html">arquimedianos</a><a href="https://superficies-poliedricas.blogspot.com/2010/11/poliedros-de-catalan.html">,</a> nin de <a href="https://superficies-poliedricas.blogspot.com/2010/11/poliedros-de-catalan.html">Catalán</a>, nin <a href="https://en.wikipedia.org/wiki/Uniform_polyhedron">uniformes</a>, nin de <a href="https://superficies-poliedricas.blogspot.com/2010/11/poliedros-de-johnson.html">Johnson</a>, pero por que son case, case,... Non cómpre que teñan cor. E puntuarase o nome  que lle asignedes en galego, sempre  que describa o poliedro. Unha vez seleccionado o poliedro, podemos aportar os polígonos que os forman en STL, ou o listado dos vértices, se o necesitades.</p> <p>Os tres poliedros elixidos, non pertencen á "aristocracia" dos poliedros pero son belos e ademais teñen unhas características que os fan "próximos".</p> <p><img src="data:image/jpeg;base64,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" />n=142 <a href="http://www.igaciencia.org/fotcg2025/Foguete. CPI Cabo da area Laxe. Poliedro Igaciencia 25.mp4">CPI Cabo da Area de Laxe</a></p> <p><a href="http://www.igaciencia.org/fotcg2025/20251106_092905.jpg">Foto1</a> <a href="http://www.igaciencia.org/fotcg2025/20251118_120238.jpg">Foto2</a> <a href="http://www.igaciencia.org/fotcg2025/IMG-20251120-WA0001.jpg">Foto3</a></p> <p><img 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" />n=140 <a href="http://www.igaciencia.org/fotcg2025/Estrobilo largo.mp4">IES Menéndez Pidal da Coruña</a></p> <p><a href="http://www.igaciencia.org/fotcg2025/Estrobilo- Poliedros IGACIENCIA 25- IES ZALAETA.pptx">ppt</a> <a href="http://www.igaciencia.org/fotcg2025/Estrobilo- Poliedros IGACIENCIA 25- IES ZALAETA.pdf">PDF</a> <a href="http://www.igaciencia.org/fotcg2025/zalatecno25.mp4">obras</a></p> <p> </p> <p><img height="750" 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" width="795" />n=414</p> <p>Vídeos científicos:<a href="http://www.igaciencia.org/fotcg2025/Pelicula Relatividad - Martín Candales, Daniel Chans, Pedro Pedreira, Matías Castro, Marcos López .mp4"> A relatividade, do IESp Eusebio da Guarda, A Coruña</a></p> <p><a href="http://www.igaciencia.org/fotcg2025/Efecto_invernadoiro_v.mp4">O efecto Invernadoiro, do CPI VIRXE DO MONTE, Cospeito</a></p> <p><a href="http://www.igaciencia.org/fotcg2025/Materia_de_estrelas_333.mp4">Somos materia de Estrelas</a> CPI Plurilingüe de Castroverde</p> <p>Premios, en total: 5 premios de 200 euros e libros. Só un premio por centro. Os vídeos deberán vir acompañados da autorización correspondente para, no caso de ser premiados, subilos ao youtube de Igaciencia.</p> <p> </p> </div> <div class="field field--name-webform field--type-webform field--label-hidden field__item"><form class="webform-submission-form webform-submission-add-form webform-submission-inscricion-poliedros-2025-form webform-submission-inscricion-poliedros-2025-add-form webform-submission-inscricion-poliedros-2025-node-455-form webform-submission-inscricion-poliedros-2025-node-455-add-form" data-drupal-selector="webform-submission-inscricion-poliedros-2025-node-455-add-form" action="/gl/rss.xml" method="post" id="webform-submission-inscricion-poliedros-2025-node-455-add-form" accept-charset="UTF-8"> <div data-drupal-selector="edit-0" class="webform-message js-webform-message js-form-wrapper form-wrapper" id="edit-0--2"><div data-drupal-messages> <div class="messages__wrapper layout-container"> <div role="contentinfo" aria-label="Mensaxe de estado" class="messages messages--status"> <h2 class="visually-hidden">Mensaxe de estado</h2> Sorry...This form is closed to new submissions. </div> </div> </div> </div> <input autocomplete="off" data-drupal-selector="form-nkeyqkgi52tk-dvk6mh1h-ii9k1lz2beb4bbt2kyw" type="hidden" name="form_build_id" value="form--nKeYQkGi52Tk-dVk6Mh1H_-II9k1lz2bEB4bBT2KYw" /> <input data-drupal-selector="edit-webform-submission-inscricion-poliedros-2025-node-455-add-form" type="hidden" name="form_id" value="webform_submission_inscricion_poliedros_2025_node_455_add_form" /> </form> </div> <span class="a2a_kit a2a_kit_size_32 addtoany_list" data-a2a-url="https://www.igaciencia.eu/gl/node/455" data-a2a-title="Concurso Galego de Vídeos Científicos (incluíndo Novos Poliedros)"><a class="a2a_dd addtoany_share" href="https://www.addtoany.com/share#url=https%3A%2F%2Fwww.igaciencia.eu%2Fgl%2Fnode%2F455&amp;title=Concurso%20Galego%20de%20V%C3%ADdeos%20Cient%C3%ADficos%20%28inclu%C3%ADndo%20Novos%20Poliedros%29"></a><a class="a2a_button_facebook"></a><a class="a2a_button_twitter"></a><a class="a2a_button_google_plus"></a></span> <div class="field field--name-field-taxonomia field--type-entity-reference field--label-above"> <div class="field__label">Taxonomía</div> <div class="field__items"> <div class="field__item"><a href="/gl/taxonomy/term/10" hreflang="gl">Ciencia en Galego</a></div> <div class="field__item"><a href="/gl/taxonomy/term/30" hreflang="gl">Poliedros</a></div> <div class="field__item"><a href="/gl/taxonomy/term/28" hreflang="gl">Vídeos</a></div> </div> </div> Sat, 27 Sep 2025 18:35:12 +0000 admin 455 at https://www.igaciencia.eu Conferencia do Dr. Cibrán Santamarina sobre "125 anos de Física Cuántica" en Lugo o día 5 de decembro https://www.igaciencia.eu/gl/node/454 <span class="field field--name-title field--type-string field--label-hidden">Conferencia do Dr. Cibrán Santamarina sobre &quot;125 anos de Física Cuántica&quot; en Lugo o día 5 de decembro</span> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/gl/user/1" typeof="schema:Person" property="schema:name" datatype="">admin</span></span> <span class="field field--name-created field--type-created field--label-hidden">Sáb, 09/27/2025 - 18:24</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><p><img alt="cartel Lugo" data-entity-type="file" data-entity-uuid="b207e447-b7b8-49d5-9497-acb42592d703" src="/sites/default/files/inline-images/LU%20cultura%20cartel%20ciencia%202025__dia%205_BAJA.jpg" />Convidamos aos centros educativos que o desexen a acudir á Conferencia (agora <a href="https://youtu.be/4XSnWqFojUE">En Youtube)</a></p> <p><strong><em><span><span><span><span><span lang="ES" xml:lang="ES" xml:lang="ES"><span><span>125 anos de Física Cuántica</span></span></span></span></span></span></span></em></strong></p> <p><span><span><span><span><span lang="ES" xml:lang="ES" xml:lang="ES"><span><span>Impartida polo </span></span></span></span></span></span>Dr. Cibrán Santamarina Ríos </span></p> <p><span lang="GL" xml:lang="GL" xml:lang="GL">Director do Departamento de Física de Partículas<br /> Instituto Galego de Física de Altas Enerxías (IGFAE).</span></p> <p><span lang="GL" xml:lang="GL" xml:lang="GL">Facultade de Física. Univ. de Santiago de Compostela</span></p> <p><span>Data:</span> día 5 de decembro de 2025, ás 12 horas.</p> <p><span>Lugar: Salón de Actos da Deputación Provincial de Lugo.  </span></p> <p><span>Inscrición: como o aforo está limitado a 160 persoas, para participar debes inscribir un grupo clase no formulario que se engade ao final.  Pecharemos a inscrición cando se cubran as prazas. </span></p> <p><span>Relación de centros inscritos, ata o momento: Colexio Fingoi, IES Xoán Montes de Lugo,  </span>IES Muralla Romana Lugo, IES Lucus Augusti, Lugo. Pero aínda queda a posibilidade de participar algún centro máis.</p> <p><span>Co patrocinio da Vicepresidencia Primeira da Deputación Provincial de Lugo e co motivo do Día da Ciencia en Galego 2025</span></p> <p><span>Resumo: </span> Na conferencia falarase do xurdimento e os primeiros anos da Física Cuántica presentando aos pioneiros e grandes figuras que a desenvolveron.</p> </div> <div class="field field--name-webform field--type-webform field--label-hidden field__item"><form class="webform-submission-form webform-submission-add-form webform-submission-insc-conferencia-lugo-2025-form webform-submission-insc-conferencia-lugo-2025-add-form webform-submission-insc-conferencia-lugo-2025-node-454-form webform-submission-insc-conferencia-lugo-2025-node-454-add-form" data-drupal-selector="webform-submission-insc-conferencia-lugo-2025-node-454-add-form" action="/gl/rss.xml" method="post" id="webform-submission-insc-conferencia-lugo-2025-node-454-add-form" accept-charset="UTF-8"> <div data-drupal-selector="edit-0" class="webform-message js-webform-message js-form-wrapper form-wrapper" id="edit-0--3"><div data-drupal-messages> <div class="messages__wrapper layout-container"> <div role="contentinfo" aria-label="Mensaxe de estado" class="messages messages--status"> <h2 class="visually-hidden">Mensaxe de estado</h2> Sorry...This form is closed to new submissions. </div> </div> </div> </div> <input autocomplete="off" data-drupal-selector="form-eg5ni8jsxvbsgitd2rsg6qqfkgxsxdoxw45mubgq0vc" type="hidden" name="form_build_id" value="form-Eg5NI8jSXvBSGiTD2rsg6qQFKgxSxdoxW45MuBGQ0vc" /> <input data-drupal-selector="edit-webform-submission-insc-conferencia-lugo-2025-node-454-add-form" type="hidden" name="form_id" value="webform_submission_insc_conferencia_lugo_2025_node_454_add_form" /> </form> </div> <span class="a2a_kit a2a_kit_size_32 addtoany_list" data-a2a-url="https://www.igaciencia.eu/gl/node/454" data-a2a-title="Conferencia do Dr. Cibrán Santamarina sobre &quot;125 anos de Física Cuántica&quot; en Lugo o día 5 de decembro"><a class="a2a_dd addtoany_share" href="https://www.addtoany.com/share#url=https%3A%2F%2Fwww.igaciencia.eu%2Fgl%2Fnode%2F454&amp;title=Conferencia%20do%20Dr.%20Cibr%C3%A1n%20Santamarina%20sobre%20%22125%20anos%20de%20F%C3%ADsica%20Cu%C3%A1ntica%22%20en%20Lugo%20o%20d%C3%ADa%205%20de%20decembro"></a><a class="a2a_button_facebook"></a><a class="a2a_button_twitter"></a><a class="a2a_button_google_plus"></a></span> <div class="field field--name-field-taxonomia field--type-entity-reference field--label-above"> <div class="field__label">Taxonomía</div> <div class="field__items"> <div class="field__item"><a href="/gl/taxonomy/term/10" hreflang="gl">Ciencia en Galego</a></div> <div class="field__item"><a href="/gl/taxonomy/term/29" hreflang="gl">Videoconferencias</a></div> </div> </div> Sat, 27 Sep 2025 18:24:01 +0000 admin 454 at https://www.igaciencia.eu Cartel 2025 de Ciencia en Galego https://www.igaciencia.eu/gl/node/453 <span property="schema:name" class="field field--name-title field--type-string field--label-hidden">Cartel 2025 de Ciencia en Galego</span> <span rel="schema:author" class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/gl/user/1" typeof="schema:Person" property="schema:name" datatype="">admin</span></span> <span property="schema:dateCreated" content="2025-09-27T11:26:21+00:00" class="field field--name-created field--type-created field--label-hidden">Sáb, 09/27/2025 - 11:26</span> Sat, 27 Sep 2025 11:26:21 +0000 admin 453 at https://www.igaciencia.eu https://www.igaciencia.eu/gl/node/453#comments Videoconferencias do mes da Ciencia en Galego (novembro 2025) https://www.igaciencia.eu/gl/node/452 <span class="field field--name-title field--type-string field--label-hidden">Videoconferencias do mes da Ciencia en Galego (novembro 2025)</span> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/gl/user/1" typeof="schema:Person" property="schema:name" datatype="">admin</span></span> <span class="field field--name-created field--type-created field--label-hidden">Mér, 09/24/2025 - 21:14</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><p>Entre as actividades programadas para esta celebración destacamos:<br /> -Emisión de Videoconferencias realizadas co patrocinio da Xunta de Galicia.</p> <p>A continuación, figura o programa, que xira sobre as temáticas do Ano Internacional da Física Cuántica, sobre o Ano Internacional da Preservación dos Glaciares  e da Xenómica.<br />  </p> <p><strong>Dra. Marta Vila Taboada.<br /> Departamento de Bioloxía. Facultade de Ciencias. UdC.<br /> Data: 6 de novembro, xoves, ás 11 h.</strong></p> <p><span><span><span><span><span><span><span><span><span> </span></span></span></span></span></span></span></span></span><strong>Título: <span lang="GL" xml:lang="GL" xml:lang="GL">Historia dalgunhas especies galegas en relación ao glaciarismo pleistoceno </span></strong></p> <p><span><span><span><span><span><span><span><span><span><span lang="GL" xml:lang="GL" xml:lang="GL"><span>Resumo: </span></span></span></span></span></span></span></span></span></span></span></p> <p><span><span><span><span><span><span><span><span><span><span lang="GL" xml:lang="GL" xml:lang="GL"><span>Onde viven os distintos animais e plantas depende de factores propios da especie (como a súa capacidade de dispersión) e de condicionantes ambientais. Por exemplo, hai especies de bolboretas que só viven nas montañas, sen atopalas nunca a baixa altitude. </span></span></span></span></span></span></span></span></span></span></span></p> <p><span><span><span><span><span><span><span><span><span><span lang="GL" xml:lang="GL" xml:lang="GL"><span>A paisaxe que temos agora en Galicia xa é diferente da que había no século XIX, pero é extraordinariamente distinta da que houbo hai arredor de 20.000 anos cando estabamos no chamado "último máximo glaciar", cando a nosa rexión albergou mesmo mamuts e renos.</span></span></span></span></span></span></span></span></span></span></span></p> <p><span><span><span><span><span><span><span><span><span><span lang="GL" xml:lang="GL" xml:lang="GL"><span>Nesta charla resumireivos o que se sabe do glaciarismo pleistoceno no noroeste Ibérico e como conxugamos esa información cos datos </span></span></span></span></span></span></span></span></span></span></span></p> <p>O enlace para efectuar esta conexión o día 6 de novembro é: </p> <p><a href="https://youtube.com/live/WY6tWdcmFsw?feature=share">https://youtube.com/live/WY6tWdcmFsw?feature=share</a></p> <p> </p> <p><strong>Dr. Jorge Mira Pérez.<br />  Catedrático de Electromagnetismo. Facultade de Física. Universidade de Santiago.</strong><br /> Medalla Galicia de Investigación 2022 - área de física, matemática e ciencias da computación<br /> Premio da Confederación de Sociedades Científicas de España á comunicación da ciencia 2023<br /> <strong>Data: 20 de novembro, xoves, ás 11 h</strong></p> <p> </p> <p><strong>Título: A luz: nai da cuántica e da relatividade</strong></p> <p>Resumo: </p> <p>A finais do século XIX a física tiña case todos os problemas resoltos, agás dúas pequenas cuestións: a maneira na que emitía e absorbía luz unha cavidade escura, e un experimento sobre a medida da velocidade da luz.<br /> Esas dúas pequenas cuestións desembocaron finalmente en dúas das meirandes revolucións da ciencia: o  nacemento da chamada mecánica cuántica, que permitiu comprender o funcionamento do universo na escala do máis pequeno; e o nacemento da chamada teoría da relatividade, que cambiou o noso concepto de espazo e de tempo e que levou a unha nova maneira de entender a forza da gravidade.</p> <p>O enlace para efectuar esta conexión o día 20 de novembro é: </p> <p><a href="https://youtube.com/live/LbcrAgjx21U?feature=share">https://youtube.com/live/LbcrAgjx21U?feature=share</a></p> <p><strong>Dr. Ángel Carracedo Álvarez.</strong><br /> <strong>Catedrático da Universidade de Santiago de Compostela e director da Fundación Pública Galega de Medicina Xenómica (Consellería de Sanidade)<br /> Data: 25 de novembro, ás 12:00 h</strong></p> <p><strong>Título:  </strong><span><span><span><span><strong>Que é e por que é tan importante o Proxecto Xenoma Galicia, e que beneficios vai traer?</strong></span></span></span></span></p> <p>Resumo:</p> <p>O Proxecto Xenoma Galicia<strong>,</strong> co que intentamos secuenciar o xenoma completo de 400,000 galegos e que ademais ofrece un cribado de cancro de mama e ovario hereditario, síndrome de Lynch e hipercolesterolemia, é, por porcentaxe de poboación, o proxecto de xenómica poboacional máis importante do mundo. Vai representar unha revolución sen precedentes no noso sistema de investigación e nos sectores biotecnolóxico e farmacéutico, nos que podemos chegar a ser dos máis punteiros do mundo e supoñer un resultado directo en sáude para a nosa xente</p> <p>O enlace para efectuar esta conexión o día 25 de novembro é: </p> <p><a href="https://youtube.com/live/rf6wt_RQlm4?feature=share">https://youtube.com/live/rf6wt_RQlm4?feature=share</a></p> <p>Tamén, podedes consultalos na seguinte ligazón: </p> <p><a href="https://www.youtube.com/@igaciencia1/streams">https://www.youtube.com/@igaciencia1/streams</a></p> <p>No caso de producirse algunha incidencia durante a emisión, tamén se poñerá nesa ligazón o enlace alternativo.</p> <p>Para poder realizar preguntas en directo aos relatores e relatora, é preciso <a href="https://youtube.com/channel/UCrheEF8uOvAwI6bMOltlGlQ?sub_confirmation=1">Subscríbirse á canle de Igaciencia</a>. </p> <p>Ver <a href="https://www.cienciaengalego.org/index.php/node/523">XVI día da Ciencia en Galego</a> para ampliar a información das temáticas deste <a href="https://www.cienciaengalego.org/index.php/node/523">XVI</a><em> día.</em></p> <p>A continuación, o formulario de inscrición, que finalizará unha semana antes da data de emisión de cada conferencia.</p></div> <div class="field field--name-webform field--type-webform field--label-hidden field__item"><form class="webform-submission-form webform-submission-add-form webform-submission-videoconf-2025-form webform-submission-videoconf-2025-add-form webform-submission-videoconf-2025-node-452-form webform-submission-videoconf-2025-node-452-add-form js-webform-details-toggle webform-details-toggle" data-drupal-selector="webform-submission-videoconf-2025-node-452-add-form" action="/gl/rss.xml" method="post" id="webform-submission-videoconf-2025-node-452-add-form" accept-charset="UTF-8"> <fieldset data-drupal-selector="edit-data-preferida" id="edit-data-preferida--wrapper" class="checkboxes--wrapper fieldgroup form-composite webform-composite-visible-title required js-webform-type-checkboxes webform-type-checkboxes js-form-item form-item js-form-wrapper form-wrapper"> <legend> <span class="fieldset-legend js-form-required form-required">Videoconferencia</span> </legend> <div class="fieldset-wrapper"> <div id="edit-data-preferida" class="js-webform-checkboxes webform-options-display-one-column form-checkboxes"><div class="js-form-item form-item js-form-type-checkbox form-type-checkbox js-form-item-data-preferida-1-marta-vila-taboada form-item-data-preferida-1-marta-vila-taboada"> <input data-drupal-selector="edit-data-preferida-1-marta-vila-taboada" aria-describedby="edit-data-preferida-1-marta-vila-taboada--description" type="checkbox" id="edit-data-preferida-1-marta-vila-taboada" name="data_preferida[1-Marta Vila Taboada]" value="1-Marta Vila Taboada" class="form-checkbox" /> <label for="edit-data-preferida-1-marta-vila-taboada" class="option">1-Marta Vila Taboada</label> <div class="description"> <div id="edit-data-preferida-1-marta-vila-taboada--description" class="webform-element-description">Día 6 de novembro ás 11h,Historia dalgunhas especies galegas en relación ao glaciarismo pleistoceno</div> </div> </div> <div class="js-form-item form-item js-form-type-checkbox form-type-checkbox js-form-item-data-preferida-2-jorge-mira-pérez form-item-data-preferida-2-jorge-mira-pérez"> <input data-drupal-selector="edit-data-preferida-2-jorge-mira-prez" aria-describedby="edit-data-preferida-2-jorge-mira-prez--description" type="checkbox" id="edit-data-preferida-2-jorge-mira-prez" name="data_preferida[2-Jorge Mira Pérez]" value="2-Jorge Mira Pérez" class="form-checkbox" /> <label for="edit-data-preferida-2-jorge-mira-prez" class="option">2-Jorge Mira Pérez</label> <div class="description"> <div id="edit-data-preferida-2-jorge-mira-prez--description" class="webform-element-description">Día 20 de novembro, ás 11h. A luz: nai da cuántica e da relatividade</div> </div> </div> <div class="js-form-item form-item js-form-type-checkbox form-type-checkbox js-form-item-data-preferida-3-ángel-carracedo-álvarez form-item-data-preferida-3-ángel-carracedo-álvarez"> <input data-drupal-selector="edit-data-preferida-3-ngel-carracedo-lvarez" aria-describedby="edit-data-preferida-3-ngel-carracedo-lvarez--description" type="checkbox" id="edit-data-preferida-3-ngel-carracedo-lvarez" name="data_preferida[3-Ángel Carracedo Álvarez]" value="3-Ángel Carracedo Álvarez" class="form-checkbox" /> <label for="edit-data-preferida-3-ngel-carracedo-lvarez" class="option">3-Ángel Carracedo Álvarez</label> <div class="description"> <div id="edit-data-preferida-3-ngel-carracedo-lvarez--description" class="webform-element-description">Día 25 de novembro. ás12h. Que é e por que é tan importante o Proxecto Xenoma Galicia, e que beneficios vai traer?</div> </div> </div> </div> </div> </fieldset> <div class="js-form-item form-item js-form-type-textfield form-type-textfield js-form-item-nome-do-profesor-ou-profesora- form-item-nome-do-profesor-ou-profesora-"> <label for="edit-nome-do-profesor-ou-profesora-" class="js-form-required form-required">Nome do Profesor ou Profesora </label> <input data-drupal-selector="edit-nome-do-profesor-ou-profesora-" type="text" id="edit-nome-do-profesor-ou-profesora-" name="nome_do_profesor_ou_profesora_" value="" size="60" maxlength="255" class="form-text required" required="required" aria-required="true" /> </div> <div class="js-form-item form-item js-form-type-textfield form-type-textfield js-form-item-numero-de-alumnos form-item-numero-de-alumnos"> <label for="edit-numero-de-alumnos" class="js-form-required form-required">Número de alumnos e alumnas</label> <input data-drupal-selector="edit-numero-de-alumnos" type="text" id="edit-numero-de-alumnos" name="numero_de_alumnos" value="" size="60" maxlength="255" class="form-text required" required="required" aria-required="true" /> </div> <div class="js-form-item form-item js-form-type-textfield form-type-textfield js-form-item-cursos form-item-cursos"> <label for="edit-cursos" class="js-form-required form-required">Cursos</label> <input data-drupal-selector="edit-cursos" type="text" id="edit-cursos" name="cursos" value="" size="60" maxlength="255" class="form-text required" required="required" aria-required="true" /> <div> <div id="edit-cursos--more" class="js-webform-element-more webform-element-more"> <div class="webform-element-more--link"><a role="button" href="#edit-cursos--more--content">Máis</a></div> <div id="edit-cursos--more--content" class="webform-element-more--content">Exemplos <table width="83"> <colgroup> <col width="83" /> </colgroup> <tbody> <tr height="19"> <td height="19" width="83"><span><span><span><span><span><span>5&ordm; e 6&ordm;</span></span></span></span></span></span> <table width="83"> <colgroup> <col width="83" /> </colgroup> <tbody> <tr height="19"> <td height="19" width="83"><span><span><span><span><span><span>2&ordm; ESO,3&ordm;ESO, 4&ordm;ESO, 1&ordm; Bach</span></span></span></span></span></span></td> </tr> </tbody> </table> <table width="83"> <colgroup> <col width="83" /> </colgroup> <tbody> <tr height="19"> <td height="19" width="83"><span><span><span><span><span><span>1&ordm; BAC&nbsp;&nbsp;&nbsp; E&nbsp; 4&ordm; ESO<br /> FP de grao Medio</span></span></span></span></span></span></td> </tr> </tbody> </table> </td> </tr> </tbody> </table> </div> </div> </div> </div> <div class="js-form-item form-item js-form-type-textfield form-type-textfield js-form-item-escriba-o-nome-do-seu-centro form-item-escriba-o-nome-do-seu-centro"> <label for="edit-escriba-o-nome-do-seu-centro" class="js-form-required form-required">Escriba o nome do seu centro</label> <input data-drupal-selector="edit-escriba-o-nome-do-seu-centro" type="text" id="edit-escriba-o-nome-do-seu-centro" name="escriba_o_nome_do_seu_centro" value="" size="60" maxlength="255" class="form-text required" required="required" aria-required="true" /> </div> <div class="js-form-item form-item js-form-type-email form-type-email js-form-item-escriba-o-seu-email-de-contato form-item-escriba-o-seu-email-de-contato"> <label for="edit-escriba-o-seu-email-de-contato" class="js-form-required form-required">Escriba o seu email de contacto</label> <input data-drupal-selector="edit-escriba-o-seu-email-de-contato" type="email" id="edit-escriba-o-seu-email-de-contato" name="escriba_o_seu_email_de_contato" value="" size="60" maxlength="254" class="form-email required" required="required" aria-required="true" /> </div> <div class="js-form-item form-item js-form-type-textfield form-type-textfield js-form-item-concello-do-centro form-item-concello-do-centro"> <label for="edit-concello-do-centro" class="js-form-required form-required">Concello do centro</label> <input data-drupal-selector="edit-concello-do-centro" type="text" id="edit-concello-do-centro" name="concello_do_centro" value="" size="60" maxlength="255" class="form-text required" required="required" aria-required="true" /> </div> <div class="webform-element-help-container--title webform-element-help-container--title-after js-form-item form-item js-form-type-textfield form-type-textfield js-form-item-telefono-de-contato form-item-telefono-de-contato"> <label for="edit-telefono-de-contato" class="js-form-required form-required">Teléfono de contacto<span class="webform-element-help js-webform-element-help" role="tooltip" tabindex="0" aria-label="Teléfono de contacto" data-webform-help="&lt;div class=&quot;webform-element-help--title&quot;&gt;Teléfono de contacto&lt;/div&gt;&lt;div class=&quot;webform-element-help--content&quot;&gt;Podes po&amp;ntilde;er varios separados por / como, por exemplo, &lt;table width=&quot;83&quot;&gt; &lt;colgroup&gt; &lt;col width=&quot;83&quot; /&gt; &lt;/colgroup&gt; &lt;tbody&gt; &lt;tr height=&quot;19&quot;&gt; &lt;td height=&quot;19&quot; width=&quot;83&quot;&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;981777686 / 605881878&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/td&gt; &lt;/tr&gt; &lt;/tbody&gt; &lt;/table&gt; &lt;/div&gt;"><span aria-hidden="true">?</span></span></label> <input data-drupal-selector="edit-telefono-de-contato" type="text" id="edit-telefono-de-contato" name="telefono_de_contato" value="" size="60" maxlength="255" class="form-text required" required="required" aria-required="true" /> </div> <input autocomplete="off" data-drupal-selector="form-qufkpd9yaqxf6cmaea3i2smkea36t3bpdmmgwkjzgxc" type="hidden" name="form_build_id" value="form-qUfKpD9yAQxf6CmAea3I2SmKEa36T3bPDmMgwkjzGXc" /> <input data-drupal-selector="edit-webform-submission-videoconf-2025-node-452-add-form" type="hidden" name="form_id" value="webform_submission_videoconf_2025_node_452_add_form" /> <div data-drupal-selector="edit-actions" class="form-actions js-form-wrapper form-wrapper" id="edit-actions"><input class="webform-button--submit button button--primary js-form-submit form-submit" data-drupal-selector="edit-submit" type="submit" id="edit-submit" name="op" value="Enviar" /> </div> </form> </div> <span class="a2a_kit a2a_kit_size_32 addtoany_list" data-a2a-url="https://www.igaciencia.eu/gl/node/452" data-a2a-title="Videoconferencias do mes da Ciencia en Galego (novembro 2025)"><a class="a2a_dd addtoany_share" href="https://www.addtoany.com/share#url=https%3A%2F%2Fwww.igaciencia.eu%2Fgl%2Fnode%2F452&amp;title=Videoconferencias%20do%20mes%20da%20Ciencia%20en%20Galego%20%28novembro%202025%29"></a><a class="a2a_button_facebook"></a><a class="a2a_button_twitter"></a><a class="a2a_button_google_plus"></a></span> <div class="field field--name-field-taxonomia field--type-entity-reference field--label-above"> <div class="field__label">Taxonomía</div> <div class="field__items"> <div class="field__item"><a href="/gl/taxonomy/term/10" hreflang="gl">Ciencia en Galego</a></div> <div class="field__item"><a href="/gl/taxonomy/term/29" hreflang="gl">Videoconferencias</a></div> </div> </div> Wed, 24 Sep 2025 21:14:48 +0000 admin 452 at https://www.igaciencia.eu XVI Obradoiro e Concurso Galego de Robótica. A Maxia da Robótica e dos drons https://www.igaciencia.eu/gl/node/450 <span class="field field--name-title field--type-string field--label-hidden">XVI Obradoiro e Concurso Galego de Robótica. A Maxia da Robótica e dos drons</span> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/gl/user/1" typeof="schema:Person" property="schema:name" datatype="">admin</span></span> <span class="field field--name-created field--type-created field--label-hidden">Mar, 09/02/2025 - 09:21</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><h1 style="margin-top: 16px; margin-bottom: 8px;">XVI Obradoiro e Concurso Galego de Robótica. A Maxia da Robótica e dos drons</h1> <p> </p> <p style="margin-bottom:19px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:17.0pt" xml:lang="GL"><span style="font-family:&quot;Georgia&quot;,serif"><span style="color:#3b3b3b"><img 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" style="width:236px; height:47px" /></span></span></span></span></span></span></span></p> <p style="margin-bottom:19px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><b><span lang="GL" style="font-size:17.0pt" xml:lang="GL"><span style="font-family:&quot;Georgia&quot;,serif"><span style="color:#3b3b3b">XVI Obradoiro e Concurso Galego de Robótica. A Maxia da Robótica e dos drons</span></span></span></b></span></span></span></span></p> <p style="margin-bottom:19px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><b><u><span lang="GL" style="font-size:16.0pt" xml:lang="GL"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3b3b3b">Obradoiro e concurso galego de robótica</span></span></span></u></b></span></span></span></span></p> <p style="margin-bottom:19px"><a href="https://igaciencia.eu/gl/node/451">Ver as prazas xa cubertas antes de inscribirse</a></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Trátase dun obradoiro de programación e robótica onde se adquire a formación precisa para resolver os desafíos da fase de concurso. Os conceptos computacionais utilízanse para enfocar e resolver problemas, comunicarnos e saber como darlle ordes a un robot e xestionar múltiples aspectos da vida cotiá nun futuro xa presente.</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Realizarase na Coruña no <b>Centro Municipal de Emprego (Os Rosales). </b>Estrada dos Fortes, 16 e Rúa Simón Bolivar, s/n. 15011 A Coruña</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><b><span lang="GL" style="font-size:16.0pt" xml:lang="GL"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3b3b3b">A quen vai dirixido?:</span></span></span></b></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Alumnado dos seguintes niveis, agrupados en dúas categorías:</span></span></span></span></span></span></p> <ul> <li style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="color:#3b3b3b"><span style="line-height:normal"><span style="tab-stops:list 36.0pt"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL">de 1º a 3º de ESO</span></span></span></span></span></span></span></li> <li style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="color:#3b3b3b"><span style="line-height:normal"><span style="tab-stops:list 36.0pt"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL">4º de ESO, BACH e FP de grao medio</span></span></span></span></span></span></span></li> </ul> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">En cada unha delas, o centro gañador recibirá un premio de 300 euros. Cada centro só pode levar <b>un</b> premio.<b> </b>Ademais haberá un premio especial ao centro mellor clasificado do Concello da Coruña.</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Localización do centro participante: de calquera concello</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Titularidade do centro: Público, Concertado, Privado</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><b><span lang="GL" style="font-size:16.0pt" xml:lang="GL"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3b3b3b">Cando</span></span></span></b><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">: dende o 10/11/2025 ata o 14/11/2025</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><b><span lang="GL" style="font-size:16.0pt" xml:lang="GL"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3b3b3b">Horario</span></span></span></b><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">: de 9:00 a 14:30 horas.</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">En sesións de 9:00 a 10:30 h; 10:20 a 11:50 h; 11:40 a 13:10 h; 13:00 a 14:30 h</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Ademais dos premios citados, ofertarase  un obradoiro-concurso (optativo) de programación de drons para equipos de tres estudantes, para centros que estean inscritos en Robótica. Esa actividade levarase a cabo esa semana en dúas tardes a concretar. No concurso de drons tamén se dará un premio por categoría e outro para o centro mellor clasificado do Concello da Coruña.</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">A continuación efectuarase a entrega dos seis premios citados o venres, día 14, ás 17 h.</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Prezo / Custo: Gratuíto.</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><b><span lang="GL" style="font-size:16.0pt" xml:lang="GL"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3b3b3b">Obxectivo:</span></span></span></b></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Aprender de modo lúdico os conceptos básicos e rudimentos da programación de robótica e resolver unha pequena colección de problemas de robótica do concurso. O enfoque é ver a programación como unha habilidade que calquera pode adquirir, sen importar a idade, nin a formación previa.</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Ademais preténdese que o alumnado sinta a paixón pola aprendizaxe, a de integrarse nun grupo no cal deben compartir obxectivos e realizar un traballo colaborativo para poder resolver os desafíos que se lles propón ao longo da experiencia. Ofréceselle ao alumnado a oportunidade de desenvolver a creatividade, o pensamento algorítmico e a habilidade para solucionar problemas.</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><b><span lang="GL" style="font-size:16.0pt" xml:lang="GL"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3b3b3b">Desenvolvemento da actividade</span></span></span></b></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><b><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Presentación- Obradoiro - Concurso</span></span></b></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Formación previa, <b>en cada centro educativo</b>: cada grupo comeza o seu percorrido vendo os dous vídeos de Igaciencia </span></span><span lang="GL" style="font-size:11.0pt" xml:lang="GL"><span style="color:#3b3b3b"><a href="https://www.youtube.com/watch?v=imvHdf7xYrM" style="color:#0563c1; text-decoration:underline"><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:blue">Video de Robótica1</span></span></span></a></span></span><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b"> e o </span></span><span style="color:black"><a href="https://www.youtube.com/watch?v=X8ppTfT8bTY" style="color:#0563c1; text-decoration:underline"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:blue">VideodeRobótica2</span></span></a></span><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b"> para iniciar así a familiarización cos robots e coa linguaxe icónica de programación EV3.</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Actividade presencial, <b>no </b></span></span><span style="color:black"><a href="https://www.google.es/maps/place/Centro+Municipal+de+Empleo+de+Coru%C3%B1a/@43.3736012,-8.4376324,610m/data=!3m2!1e3!4b1!4m6!3m5!1s0xd2e7c52864c6ffd:0xd0b99e35f1f7116e!8m2!3d43.3736012!4d-8.4376324!16s%2Fg%2F11cn8yg02j?hl=es&amp;entry=ttu&amp;g_ep=EgoyMDI0MDkxMC4wIKXMDSoASAFQAw%3D%3D" style="color:#0563c1; text-decoration:underline"><b><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#0071b3">Centro  Municipal de emprego dos Rosais</span></span></b></a></span><b><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">. Duración</span></span></b><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">: hora e media co apoio de 5 monitores/as e 15 robots lego EV3, cun sistema de programación baseado en Labview, o estándar en control.</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Na primeira media hora, realizarán un <b>Taller interactivo</b>, conformado por unha serie de postos cun ordenador e un pack lego xa preensamblado de diversas actividades, no que realizarán os primeiros programas de forma titorizada por monitores/as e trasladaranos aos robots para que procedan a executalos e contrasten as accións realizadas coas programadas, coa finalidade de darlle vida e facerlle funcionar ao robot.</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">A continuación, a<b> Fase de concurso </b>ocupara a hora seguinte. Aínda que ten as características dun concurso, nesta fase tamén se vela especialmente por darlle continuidade á aprendizaxe. O alumnado recibirá unha serie de desafíos de dificultade progresiva que deben resolver en grupo mediante traballo colaborativo. As tarefas implicarán unha programación sinxela dun robot e unha adaptación a nivel construtivo. Por cada desafío realizado correctamente, asignaráselles unha puntuación prefixada que, unha vez sumada, determinará o seu posto na clasificación final do concurso.</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><b><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Requisitos:</span></span></b></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Preferiblemente grupos de ata 40 alumnos/as por sesión.</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">O alumnado debe visualizar os dous vídeos xa citados anteriormente como preparación previa.</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><b><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Recursos humanos</span></span></b><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">:  Monitores/as especializados/as</span></span></span></span></span></span></p> <p style="margin-bottom:11px"> </p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><b><u><span lang="GL" style="font-size:16.0pt" xml:lang="GL"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3b3b3b">Obradoiro e concurso de drons</span></span></span></u></b></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><b><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Familiarización e Concurso de drons. Drons na aula. Manexo e programación con Droneblocks</span></span></b></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Trátase de propiciar a introdución na aula dunha tecnoloxía novidosa e motivadora, e de acadar obxectivos educativos a través do manexo e programación con Droneblocks do dron Tello.</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Abordaranse as posibilidades e limitacións para o voo de drons. As súas características e manexo, así como a forma de interaccionar e controlar un dron desde un ordenador ou dispositivo móbil. Realizarase a programación de drons utilizando Droneblocks, que está baseado en Scratch (lenguaje de programación a través de bloques, creado polo MIT).</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><b><span lang="GL" style="font-size:16.0pt" xml:lang="GL"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3b3b3b">Obxectivos:</span></span></span></b></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Ao traballar con drons, en tanto que robots voadores, refórzanse os obxectivos pretendidos coa actividade de robótica, amais doutros engadidos pola súa capacidade de voar. Destacamos, entre outros:</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">-Desenvolver o<b> </b>pensamento computacional, incorporando o potencial do razoamento lóxico (eventos, secuencias, bucles, variables, funciones, condicionais …), como sistema de resolución de problemas.</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">-Desenvolver o pensamento crítico, a comunicación e o deseño colaborativos.</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">-Mellorar a orientación e visualización espacial.</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><b><span lang="GL" style="font-size:16.0pt" xml:lang="GL"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3b3b3b">Destinatarios:</span></span></span></b></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Alumnado dos seguintes niveis, agrupados en dúas categorías:</span></span></span></span></span></span></p> <ul> <li style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="color:#3b3b3b"><span style="line-height:normal"><span style="tab-stops:list 36.0pt"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL">de 1º a 3º de ESO</span></span></span></span></span></span></span></li> <li style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="color:#3b3b3b"><span style="line-height:normal"><span style="tab-stops:list 36.0pt"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL">4º de ESO, BACH e FP de grao medio</span></span></span></span></span></span></span></li> </ul> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><b><span lang="GL" style="font-size:16.0pt" xml:lang="GL"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3b3b3b">Criterios de admisión:</span></span></span></b></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">-Os centros inscritos en Robótica terán preferencia para  inscribir equipos de 3 membros na actividade de Drons. <i>Ver prazos e condicións en  Inscricións en ROBÓTICA e/ou en DRONS</i> .</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><b><span lang="GL" style="font-size:16.0pt" xml:lang="GL"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3b3b3b">Desenvolvemento:</span></span></span></b></span></span></span></span></p> <p style="margin-bottom:11px">Realizarase no centro <span>Colegio Obradoiro International School</span> (<a data-url="/maps/place//data=!4m2!3m1!1s0xd2e6336c364ecd5:0x865964c6c0b09abc?sa=X&amp;ved=2ahUKEwih_43e6vmPAxXlAfsDHQ0_IZ8Q4kB6BAgKEAA" href="https://www.google.com/url?sa=t&amp;source=web&amp;rct=j&amp;opi=89978449&amp;url=/maps/place//data%3D!4m2!3m1!1s0xd2e6336c364ecd5:0x865964c6c0b09abc%3Fsa%3DX%26ved%3D1t:8290%26ictx%3D111&amp;ved=2ahUKEwih_43e6vmPAxXlAfsDHQ0_IZ8Q4kB6BAhBEAM&amp;usg=AOvVaw0vmzNQVEyBuRENNF7MhCtf" style="cursor:pointer" tabindex="0"><span>Rúa Obradoiro, 49, 15190 A Coruña</span></a>).<span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"> <span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">A participación será en sesións de tarde de hora e cuarto, nas seguintes datas e horario:</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">-O 10 e 11</span></span> <span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">de novembro,  de 16:45 a 18 horas.</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Non é precisa formación previa, pero solicitase que se visualice previamente o vídeo que se elaborou para iniciar a familiarización,</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Drons tello na aula. Manexo e programación con Droneblocks </span></span><span style="color:black"><a href="https://www.youtube.com/watch?v=KqZe2QPYDxg" style="color:#0563c1; text-decoration:underline"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:blue">https://www.youtube.com/watch?v=KqZe2QPYDxg</span></span></a></span><br /> <span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">O vídeo recolle todos os aspectos que consideramos de interese para o manexo e programación dos drons. Será imprescindible a visualización dos seguintes capítulos: - Introdución aos dróns </span></span><span style="color:black"><a href="https://www.youtube.com/watch?v=KqZe2QPYDxg&amp;t=0s" style="color:#0563c1; text-decoration:underline"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:blue">00:00</span></span></a></span><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b"> O dron Tello para uso educativo </span></span><span style="color:black"><a href="https://www.youtube.com/watch?v=KqZe2QPYDxg&amp;t=696s" style="color:#0563c1; text-decoration:underline"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:blue">11:36.</span></span></a></span><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b"> Sería moi conveniente ver tamén: Manexo do dron Tello desde a app </span></span><span style="color:black"><a href="https://www.youtube.com/watch?v=KqZe2QPYDxg&amp;t=1015s" style="color:#0563c1; text-decoration:underline"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:blue">16:55</span></span></a></span><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b"> Modos de voo coa app Tello </span></span><span style="color:black"><a href="https://www.youtube.com/watch?v=KqZe2QPYDxg&amp;t=1314s" style="color:#0563c1; text-decoration:underline"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:blue">21:54</span></span></a></span><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b"> Programación con Droneblocks </span></span><span style="color:black"><a href="https://www.youtube.com/watch?v=KqZe2QPYDxg&amp;t=1489s" style="color:#0563c1; text-decoration:underline"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:blue">24:49</span></span></a></span><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b"> ata </span></span><span style="color:black"><a href="https://www.youtube.com/watch?v=KqZe2QPYDxg&amp;t=2234s" style="color:#0563c1; text-decoration:underline"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:blue">37:14</span></span></a></span><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">.</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Tede en conta que vai haber 1 premio por categoría: ESO e Bacharelato e mellor centro do concello da Coruña</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">O equipo de alumnos concursará pola categoría máis alta, se son de distinta categoría.</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b"> O alumnado participante deberá vir provisto de móbil, no que debe traer instalados os seguintes programas: </span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">-DroneBlocks e Tello.</span></span></span></span></span></span></p> <p style="margin-bottom:11px">Por se tedes dúbidas enviamos os enlaces exactos dos dous programas</p> <p>Para Apple IOS Tello</p> <p><a href="https://apps.apple.com/es/app/tello/id1330559633">https://apps.apple.com/es/app/tello/id1330559633</a></p> <p>Para Android  Tello</p> <p>Aplicación Tello de DJI,  o seu fabricante, <a href="https://www.dji.com/es/downloads/djiapp/tello">https://www.dji.com/es/downloads/djiapp/tello</a> é unha apk (hai que escoller Android) e permitir instalar apk en axustes.</p> <p>Para Apple IOS DroneBlocks</p> <p><a href="https://apps.apple.com/us/app/droneblocks/id1045826508">https://apps.apple.com/us/app/droneblocks/id1045826508</a></p> <p style="margin-bottom:11px">Para Android DroneBlocks</p> <p><a href="https://play.google.com/store/apps/details?id=com.unmannedairlines.droneblocks&amp;hl=es&amp;gl=US">https://play.google.com/store/apps/details?id=com.unmannedairlines.droneblocks&amp;hl=es&amp;gl=US</a></p> <p> Nesta páxina veñen indicados os móviles cos que é compatible a aplicación</p> <p><a href="https://www.dji.com/es/downloads/djiapp/tello" target="_blank">https://www.dji.com/es/downloads/djiapp/tello</a> <a href="https://www.dji.com/es/mobile/downloads/djiapp/tello" target="_blank">https://www.dji.com/es/mobile/downloads/djiapp/tello</a>)</p> <p style="margin-bottom:11px"> </p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><b><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Actividade desenvolvida en colaboración co Servizo Municipal de Educación do Concello da Coruña.</span></span></b></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><b><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Contacto:</span></span></b></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><b><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">IGACIENCIA, </span></span></b><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Inés Ben Tfno.: 679419987 </span></span><span style="color:black"><a href="mailto:secretaria@igaciencia.org" style="color:#0563c1; text-decoration:underline"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL">secretaria@igaciencia.org</span></a></span>    </span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><b><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">SERVIZO MUNICIPAL DE EDUCACIÓN, </span></span></b><span lang="GL" style="font-size:11.0pt" xml:lang="GL"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3b3b3b">Tfno.: 981 184 200 ext. 10260 </span></span></span><span style="color:black"><a href="mailto:educacion@coruna.gal" style="color:#0563c1; text-decoration:underline"><span lang="GL" style="font-size:11.0pt" xml:lang="GL"><span style="font-family:&quot;Times New Roman&quot;,serif">educacion@coruna.gal</span></span></a></span></span></span></span></span></p> <p style="margin-bottom:11px"> </p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><b><span lang="GL" style="font-size:16.0pt" xml:lang="GL"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3b3b3b">Inscricións en ROBÓTICA e/ou en DRONS:</span></span></span></b></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">A través da ficha de inscrición que figura a continuación e de acordo cos seguintes prazos.</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Prazo de inscrición: do 1 ao 31 de outubro de 2025.<br /> -Do <b>1/10, ás 10 h, ao 10/10</b>, para os <b>centros do Concello da Coruña</b>: 1 grupo por centro na actividade de Robótica o que, á súa vez, dará opción a inscribir 1 equipo por centro na actividade de Drons, de ter interese en participar tamén nesta actividade.<br /> -<b>Do 13/10, ás 10 h, ao 24/10</b>, para os <b>centros de fóra do Concello da Coruña</b> coas mesmas condicións que figuran no apartado anterior.<br /> -<b>Do 27/10, ás 10 h, ao 31/10</b>, se quedan prazas libres, inscrición para <b>todos os centros</b> dun segundo grupo en Robótica e/ou  equipo en drons. Tamén terán opción de inscribir un equipo en Drons calquera centro, aínda que non estea inscrito en Robótica.</span></span></span></span></span></span></p> <table class="Table" style="margin-left:-67px; background:white; border-collapse:collapse" width="683"> <tbody> <tr> <td colspan="15" style="border-bottom:1px solid black; width:680px; padding:0cm 7px 0cm 7px; height:25px; background-color:white; border-top:1px solid black; border-right:1px solid black; border-left:1px solid black" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><b><span lang="GL" style="font-size:14.0pt" xml:lang="GL"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:black">CALENDARIO INSCRICIÓN ROBÓTICA E DRONS</span></span></span></b></span></span></span></p> </td> <td style="border-bottom:none; padding:0cm 0cm 0cm 0cm; background-color:white; border-top:none; border-right:none; border-left:none; width:3px"> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:&quot;Calibri&quot;,sans-serif"> </span></span></span></p> </td> </tr> <tr> <td style="border-bottom:1px solid black; width:49px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top"> <p style="margin-bottom:19px"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:11.0pt" xml:lang="GL"><span style="background:aqua"><span style="color:white">.......</span></span></span></span></span></span></p> </td> <td colspan="7" style="border-bottom:1px solid black; width:301px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p style="margin-bottom:19px"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:11.0pt" xml:lang="GL"><span style="background:aqua"><span style="color:black">1 grupo centros Concello A Coruña</span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p style="margin-bottom:19px"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:11.0pt" xml:lang="GL"><span style="background:yellow"><span style="color:white">0.00</span></span></span></span></span></span></p> </td> <td colspan="6" style="border-bottom:1px solid black; width:283px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p style="margin-bottom:19px"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:11.0pt" xml:lang="GL"><span style="background:yellow"><span style="color:black">1 grupo centros fóra do Concello</span></span></span></span></span></span></p> </td> <td style="border-bottom:none; padding:0cm 0cm 0cm 0cm; background-color:white; border-top:none; border-right:none; border-left:none; width:3px"> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:&quot;Calibri&quot;,sans-serif"> </span></span></span></p> </td> </tr> <tr> <td style="border-bottom:1px solid black; width:49px; padding:0cm 7px 0cm 7px; height:40px; background-color:white; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top"> <p style="margin-bottom:19px"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"> </span></span></span></p> <p style="margin-bottom:19px"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:11.0pt" xml:lang="GL"><span style="background:lime"><span style="color:white">…..…</span></span></span></span></span></span></p> </td> <td colspan="14" style="border-bottom:1px solid black; width:632px; padding:0cm 7px 0cm 7px; height:40px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p style="margin-bottom:19px"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:11.0pt" xml:lang="GL"><span style="background:lime"><span style="color:black">Segundo grupo centros inscritos.</span></span></span></span></span></span></p> <p style="margin-bottom:19px"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:11.0pt" xml:lang="GL"><span style="background:lime"><span style="color:black">1 equipo en drons a maiores calquera centro, aínda que non estea inscrito en robótica</span></span></span></span></span></span></p> </td> <td style="border-bottom:none; padding:0cm 0cm 0cm 0cm; background-color:white; border-top:none; border-right:none; border-left:none; width:3px"> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:&quot;Calibri&quot;,sans-serif"> </span></span></span></p> </td> </tr> <tr> <td colspan="7" style="border-bottom:1px solid black; width:331px; padding:0cm 7px 0cm 7px; height:23px; background-color:white; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><b><span lang="GL" style="color:black" xml:lang="GL">OUTUBRO 2025</span></b></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:19px; padding:0cm 7px 0cm 7px; height:23px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"> </span></span></span></p> </td> <td colspan="7" style="border-bottom:1px solid black; width:331px; padding:0cm 7px 0cm 7px; height:23px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><b><span lang="GL" style="color:black" xml:lang="GL">NOVEMBRO 2025</span></b></span></span></span></p> </td> <td style="border-bottom:none; padding:0cm 0cm 0cm 0cm; background-color:white; border-top:none; border-right:none; border-left:none; width:3px"> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:&quot;Calibri&quot;,sans-serif"> </span></span></span></p> </td> </tr> <tr> <td style="border-bottom:1px solid black; width:49px; padding:0cm 7px 0cm 7px; height:19px; background-color:white; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:11.0pt" xml:lang="GL"><span style="color:black">L</span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:46px; padding:0cm 7px 0cm 7px; height:19px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:11.0pt" xml:lang="GL"><span style="color:black">M</span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:19px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:11.0pt" xml:lang="GL"><span style="color:black">Me</span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:50px; padding:0cm 7px 0cm 7px; height:19px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p style="margin-bottom:19px"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:11.0pt" xml:lang="GL"><span style="color:black">X</span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:46px; padding:0cm 7px 0cm 7px; height:19px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:11.0pt" xml:lang="GL"><span style="color:black">V</span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:46px; padding:0cm 7px 0cm 7px; height:19px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:11.0pt" xml:lang="GL"><span style="color:black">S</span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:19px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:11.0pt" xml:lang="GL"><span style="color:black">D</span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:19px; padding:0cm 7px 0cm 7px; height:19px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"> </span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:19px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:11.0pt" xml:lang="GL"><span style="color:black">L</span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:19px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:11.0pt" xml:lang="GL"><span style="color:black">M</span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:19px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:11.0pt" xml:lang="GL"><span style="color:black">Me</span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:19px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:11.0pt" xml:lang="GL"><span style="color:black">X</span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:19px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:11.0pt" xml:lang="GL"><span style="color:black">V</span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:19px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:11.0pt" xml:lang="GL"><span style="color:black">S</span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:19px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:11.0pt" xml:lang="GL"><span style="color:black">D</span></span></span></span></span></p> </td> <td style="width:3px; padding:0cm 0cm 0cm 0cm; height:19px; background-color:white"> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"> </span></span></span></p> </td> </tr> <tr> <td style="border-bottom:1px solid black; width:49px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"> </span></span></span></p> </td> <td style="border-bottom:1px solid black; width:46px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"> </span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black"> <span style="background:aqua">1</span> </span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:50px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="background:aqua"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">2</span></span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:46px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="background:aqua"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">3</span></span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:46px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="background:aqua"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">4</span></span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="background:aqua"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">5</span></span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:19px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"> </span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"> </p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"> </p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"> </p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"> </p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"> </p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">1</span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">2</span></span></span></span></span></span></p> </td> <td style="width:3px; padding:0cm 0cm 0cm 0cm; height:20px; background-color:white"> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"> </span></span></span></p> </td> </tr> <tr> <td style="border-bottom:1px solid black; width:49px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="background:aqua"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">6</span></span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:46px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="background:aqua"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">7</span></span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="background:aqua"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">8</span></span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:50px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="background:aqua"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">9</span></span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:46px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="background:aqua"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">10</span></span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:46px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">11</span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">12</span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:19px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p style="margin-bottom:19px"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"> </span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">3</span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">4</span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">5</span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">6</span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">7</span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">8</span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">9</span></span></span></span></span></span></p> </td> <td style="width:3px; padding:0cm 0cm 0cm 0cm; height:20px; background-color:white"> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"> </span></span></span></p> </td> </tr> <tr> <td style="border-bottom:1px solid black; width:49px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="background:yellow"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">13</span></span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:46px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="background:yellow"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">14</span></span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="background:yellow"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">15</span></span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:50px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="background:yellow"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">16</span></span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:46px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="background:yellow"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">17</span></span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:46px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="background:yellow"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">18</span></span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="background:yellow"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">19</span></span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:19px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p style="margin-bottom:19px"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"> </span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:fuchsia">10</span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:fuchsia">11</span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:fuchsia">12</span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:fuchsia">13</span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:fuchsia">14</span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"> </p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"> </p> </td> <td style="width:3px; padding:0cm 0cm 0cm 0cm; height:20px; background-color:white"> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"> </span></span></span></p> </td> </tr> <tr> <td style="border-bottom:1px solid black; width:49px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="background:yellow"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">20</span></span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:46px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="background:yellow"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">21</span></span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="background:yellow"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">22</span></span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:50px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="background:yellow"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">23</span></span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:46px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="background:yellow"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">24</span></span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:46px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">25</span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">26</span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:19px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p style="margin-bottom:19px"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"> </span></span></span></p> </td> <td colspan="5" style="border-bottom:1px solid black; width:236px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:#cc00cc">Desenvolvemento presencial</span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"> </p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"> </p> </td> <td style="width:3px; padding:0cm 0cm 0cm 0cm; height:20px; background-color:white"> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"> </span></span></span></p> </td> </tr> <tr> <td style="border-bottom:1px solid black; width:49px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="background:lime"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">27</span></span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:46px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="background:lime"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">28</span></span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="background:lime"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">29</span></span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:50px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="background:lime"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">30</span></span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:46px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-size:10.5pt" xml:lang="GL"><span style="background:lime"><span style="font-family:&quot;Lucida Sans Unicode&quot;,sans-serif"><span style="color:black">31</span></span></span></span></span></span></span></p> </td> <td style="border-bottom:1px solid black; width:46px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"> </p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"> </p> </td> <td style="border-bottom:1px solid black; width:19px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p style="margin-bottom:19px"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"> </span></span></span></p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"> </p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"> </p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"> </p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"> </p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"> </p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"> </p> </td> <td style="border-bottom:1px solid black; width:47px; padding:0cm 7px 0cm 7px; height:20px; background-color:white; border-top:none; border-right:1px solid black; border-left:none" valign="top"> <p align="center" style="margin-bottom:19px; text-align:center"> </p> </td> <td style="width:3px; padding:0cm 0cm 0cm 0cm; height:20px; background-color:white"> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"> </span></span></span></p> </td> </tr> </tbody> </table> <p style="margin-bottom:11px; text-indent:-21.3pt"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif">  <span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Antes de realizar a inscrición é conveniente lembrar que:</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">-Cómpre mirar antes de cubrir o formulario os CALENDARIOS PROVISIONAIS, nas páxinas respectivas de resultados da inscrición,  que se irán cubrindo paulatinamente, de maneira case inmediata os dous primeiros días. </span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Páxina de resultados da inscrición en Robótica </span></span></span></span></span></span><a href="http://igaciencia.eu/node/451">http://igaciencia.eu/node/4</a><a href="http://igaciencia.eu/gl/node/451">51</a></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">Páxina de resultados da inscrición en Drons </span></span></span></span></span></span><a href="http://igaciencia.eu/node/451">http://igaciencia.eu/gl/node/4</a><a href="http://igaciencia.eu/gl/node/451">51</a></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">-<b>Posteriormente débese comprobar se o voso centro aparece no calendario, pois esa é a confirmación de que a inscrición se realizou con éxito</b>.</span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><b><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">-Pregamos encarecidamente que os centros da cidade da Coruña ocupen preferentemente o horario de 9 a 10:30.</span></span></b></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><span lang="GL" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="GL"><span style="color:#3b3b3b">-Para os centros de fora da Coruña, é válida a inscrición realizada a partir das 10 da mañá do 13/10/2025.</span></span></span></span></span></span></p> <p style="margin-bottom:11px">A día de hoxe, 13/10, o calendario da actividade de Robótica está completo, os centros que se inscriban pasarán a lista de espera. Pechado o calendario de Robótica, agora só é posible incribirse nun segundo equipo de Drons</p> </div> <div class="field field--name-webform field--type-webform field--label-hidden field__item"><form class="webform-submission-form webform-submission-add-form webform-submission-drons-so-2025-form webform-submission-drons-so-2025-add-form webform-submission-drons-so-2025-node-450-form webform-submission-drons-so-2025-node-450-add-form js-webform-details-toggle webform-details-toggle" data-drupal-selector="webform-submission-drons-so-2025-node-450-add-form" action="/gl/rss.xml" method="post" id="webform-submission-drons-so-2025-node-450-add-form" accept-charset="UTF-8"> <div class="js-form-item form-item js-form-type-textfield form-type-textfield js-form-item-nome-do-profesor-ou-profesora- form-item-nome-do-profesor-ou-profesora-"> <label for="edit-nome-do-profesor-ou-profesora---2" class="js-form-required form-required">Nome do Profesor ou Profesora </label> <input data-drupal-selector="edit-nome-do-profesor-ou-profesora-" type="text" id="edit-nome-do-profesor-ou-profesora---2" name="nome_do_profesor_ou_profesora_" value="" size="60" maxlength="255" class="form-text required" required="required" aria-required="true" /> </div> <div class="js-form-item form-item js-form-type-textfield form-type-textfield js-form-item-cursos form-item-cursos"> <label for="edit-cursos--2" class="js-form-required form-required">Cursos</label> <input data-drupal-selector="edit-cursos" type="text" id="edit-cursos--2" name="cursos" value="" size="60" maxlength="255" class="form-text required" required="required" aria-required="true" /> <div> <div id="edit-cursos--2--more" class="js-webform-element-more webform-element-more"> <div class="webform-element-more--link"><a role="button" href="#edit-cursos--2--more--content">Máis</a></div> <div id="edit-cursos--2--more--content" class="webform-element-more--content">Exemplos <table width="83"> <colgroup> <col width="83" /> </colgroup> <tbody> <tr height="19"> <td height="19" width="83"><span><span><span><span><span><span>5&ordm; e 6&ordm;</span></span></span></span></span></span> <table width="83"> <colgroup> <col width="83" /> </colgroup> <tbody> <tr height="19"> <td height="19" width="83"><span><span><span><span><span><span>2&ordm; ESO,3&ordm;ESO, 4&ordm;ESO, 1&ordm; Bach</span></span></span></span></span></span></td> </tr> </tbody> </table> <table width="83"> <colgroup> <col width="83" /> </colgroup> <tbody> <tr height="19"> <td height="19" width="83"><span><span><span><span><span><span>1&ordm; BAC&nbsp;&nbsp;&nbsp; E&nbsp; 4&ordm; ESO<br /> FP de grao Medio</span></span></span></span></span></span></td> </tr> </tbody> </table> </td> </tr> </tbody> </table> </div> </div> </div> </div> <div class="js-form-item form-item js-form-type-textfield form-type-textfield js-form-item-escriba-o-nome-do-seu-centro form-item-escriba-o-nome-do-seu-centro"> <label for="edit-escriba-o-nome-do-seu-centro--2" class="js-form-required form-required">Escriba o nome do seu centro</label> <input data-drupal-selector="edit-escriba-o-nome-do-seu-centro" type="text" id="edit-escriba-o-nome-do-seu-centro--2" name="escriba_o_nome_do_seu_centro" value="" size="60" maxlength="255" class="form-text required" required="required" aria-required="true" /> </div> <div class="js-form-item form-item js-form-type-email form-type-email js-form-item-escriba-o-seu-email-de-contato form-item-escriba-o-seu-email-de-contato"> <label for="edit-escriba-o-seu-email-de-contato--2" class="js-form-required form-required">Escriba o seu email de contato</label> <input data-drupal-selector="edit-escriba-o-seu-email-de-contato" type="email" id="edit-escriba-o-seu-email-de-contato--2" name="escriba_o_seu_email_de_contato" value="" size="60" maxlength="254" class="form-email required" required="required" aria-required="true" /> </div> <div class="js-form-item form-item js-form-type-textfield form-type-textfield js-form-item-concello-do-centro form-item-concello-do-centro"> <label for="edit-concello-do-centro--2" class="js-form-required form-required">Concello do centro</label> <input data-drupal-selector="edit-concello-do-centro" type="text" id="edit-concello-do-centro--2" name="concello_do_centro" value="" size="60" maxlength="255" class="form-text required" required="required" aria-required="true" /> </div> <div class="webform-element-help-container--title webform-element-help-container--title-after js-form-item form-item js-form-type-textfield form-type-textfield js-form-item-telefono-de-contato form-item-telefono-de-contato"> <label for="edit-telefono-de-contato--2" class="js-form-required form-required">Teléfono de contacto<span class="webform-element-help js-webform-element-help" role="tooltip" tabindex="0" aria-label="Teléfono de contacto" data-webform-help="&lt;div class=&quot;webform-element-help--title&quot;&gt;Teléfono de contacto&lt;/div&gt;&lt;div class=&quot;webform-element-help--content&quot;&gt;Podes po&amp;ntilde;er varios separados por / como, por exemplo, &lt;table width=&quot;83&quot;&gt; &lt;colgroup&gt; &lt;col width=&quot;83&quot; /&gt; &lt;/colgroup&gt; &lt;tbody&gt; &lt;tr height=&quot;19&quot;&gt; &lt;td height=&quot;19&quot; width=&quot;83&quot;&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;981777686 / 605881878&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/td&gt; &lt;/tr&gt; &lt;/tbody&gt; &lt;/table&gt; &lt;/div&gt;"><span aria-hidden="true">?</span></span></label> <input data-drupal-selector="edit-telefono-de-contato" type="text" id="edit-telefono-de-contato--2" name="telefono_de_contato" value="" size="60" maxlength="255" class="form-text required" required="required" aria-required="true" /> </div> <fieldset data-drupal-selector="edit-numero-de-grupos-de-3-alumnos-se-fose-posible-" id="edit-numero-de-grupos-de-3-alumnos-se-fose-posible---wrapper" class="checkboxes--wrapper fieldgroup form-composite webform-composite-visible-title required js-webform-type-checkboxes webform-type-checkboxes js-form-item form-item js-form-wrapper form-wrapper"> <legend> <span class="fieldset-legend js-form-required form-required">Número de grupos de 3 alumnos (se fose posible)</span> </legend> <div class="fieldset-wrapper"> <div id="edit-numero-de-grupos-de-3-alumnos-se-fose-posible-" class="js-webform-checkboxes webform-options-display-one-column form-checkboxes"><div class="js-form-item form-item js-form-type-checkbox form-type-checkbox js-form-item-numero-de-grupos-de-3-alumnos-se-fose-posible--1 form-item-numero-de-grupos-de-3-alumnos-se-fose-posible--1"> <input data-drupal-selector="edit-numero-de-grupos-de-3-alumnos-se-fose-posible-1" type="checkbox" id="edit-numero-de-grupos-de-3-alumnos-se-fose-posible-1" name="numero_de_grupos_de_3_alumnos_se_fose_posible_[1]" value="1" class="form-checkbox" /> <label for="edit-numero-de-grupos-de-3-alumnos-se-fose-posible-1" class="option">1</label> </div> <div class="js-form-item form-item js-form-type-checkbox form-type-checkbox js-form-item-numero-de-grupos-de-3-alumnos-se-fose-posible--2 form-item-numero-de-grupos-de-3-alumnos-se-fose-posible--2"> <input data-drupal-selector="edit-numero-de-grupos-de-3-alumnos-se-fose-posible-2" type="checkbox" id="edit-numero-de-grupos-de-3-alumnos-se-fose-posible-2" name="numero_de_grupos_de_3_alumnos_se_fose_posible_[2]" value="2" class="form-checkbox" /> <label for="edit-numero-de-grupos-de-3-alumnos-se-fose-posible-2" class="option">2</label> </div> <div class="js-form-item form-item js-form-type-checkbox form-type-checkbox js-form-item-numero-de-grupos-de-3-alumnos-se-fose-posible--3 form-item-numero-de-grupos-de-3-alumnos-se-fose-posible--3"> <input data-drupal-selector="edit-numero-de-grupos-de-3-alumnos-se-fose-posible-3" type="checkbox" id="edit-numero-de-grupos-de-3-alumnos-se-fose-posible-3" name="numero_de_grupos_de_3_alumnos_se_fose_posible_[3]" value="3" class="form-checkbox" /> <label for="edit-numero-de-grupos-de-3-alumnos-se-fose-posible-3" class="option">3</label> </div> </div> </div> </fieldset> <fieldset data-drupal-selector="edit-dia-e-quenda-para-participar" id="edit-dia-e-quenda-para-participar--wrapper" class="checkboxes--wrapper fieldgroup form-composite webform-composite-visible-title required js-webform-type-checkboxes webform-type-checkboxes js-form-item form-item js-form-wrapper form-wrapper"> <legend> <span class="fieldset-legend js-form-required form-required">Dia para participar</span> </legend> <div class="fieldset-wrapper"> <div id="edit-dia-e-quenda-para-participar" class="js-webform-checkboxes webform-options-display-one-column form-checkboxes"><div class="js-form-item form-item js-form-type-checkbox form-type-checkbox js-form-item-dia-e-quenda-para-participar-dia-10 form-item-dia-e-quenda-para-participar-dia-10"> <input data-drupal-selector="edit-dia-e-quenda-para-participar-dia-10" type="checkbox" id="edit-dia-e-quenda-para-participar-dia-10" name="dia_e_quenda_para_participar[Dia 10]" value="Dia 10" class="form-checkbox" /> <label for="edit-dia-e-quenda-para-participar-dia-10" class="option">Dia 10</label> </div> <div class="js-form-item form-item js-form-type-checkbox form-type-checkbox js-form-item-dia-e-quenda-para-participar-dia-11 form-item-dia-e-quenda-para-participar-dia-11"> <input data-drupal-selector="edit-dia-e-quenda-para-participar-dia-11" type="checkbox" id="edit-dia-e-quenda-para-participar-dia-11" name="dia_e_quenda_para_participar[Dia 11]" value="Dia 11" class="form-checkbox" /> <label for="edit-dia-e-quenda-para-participar-dia-11" class="option">Dia 11</label> </div> </div> </div> </fieldset> <input autocomplete="off" data-drupal-selector="form-e-gxlr1wuy79t2sod6pavlf14gjxnaikn4p3zzeocjs" type="hidden" name="form_build_id" value="form-e_gXLr1wUy79t2SOD6pAVLf14GJXnaiKn4p3zzeOcJs" /> <input data-drupal-selector="edit-webform-submission-drons-so-2025-node-450-add-form" type="hidden" name="form_id" value="webform_submission_drons_so_2025_node_450_add_form" /> <div data-drupal-selector="edit-actions" class="form-actions js-form-wrapper form-wrapper" id="edit-actions--2"><input class="webform-button--submit button button--primary js-form-submit form-submit" data-drupal-selector="edit-submit" type="submit" id="edit-submit--2" name="op" value="Enviar" /> </div> </form> </div> <span class="a2a_kit a2a_kit_size_32 addtoany_list" data-a2a-url="https://www.igaciencia.eu/gl/node/450" data-a2a-title="XVI Obradoiro e Concurso Galego de Robótica. A Maxia da Robótica e dos drons"><a class="a2a_dd addtoany_share" href="https://www.addtoany.com/share#url=https%3A%2F%2Fwww.igaciencia.eu%2Fgl%2Fnode%2F450&amp;title=XVI%20Obradoiro%20e%20Concurso%20Galego%20de%20Rob%C3%B3tica.%20A%20Maxia%20da%20Rob%C3%B3tica%20e%20dos%20drons"></a><a class="a2a_button_facebook"></a><a class="a2a_button_twitter"></a><a class="a2a_button_google_plus"></a></span> <div class="field field--name-field-taxonomia field--type-entity-reference field--label-above"> <div class="field__label">Taxonomía</div> <div class="field__items"> <div class="field__item"><a href="/gl/taxonomy/term/11" hreflang="gl">Robótica</a></div> <div class="field__item"><a href="/gl/taxonomy/term/24" hreflang="gl">Drons</a></div> </div> </div> Tue, 02 Sep 2025 09:21:23 +0000 admin 450 at https://www.igaciencia.eu