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xmlns:w16cex="http://schemas.microsoft.com/office/word/2018/wordml/cex" xmlns:w16cid="http://schemas.microsoft.com/office/word/2016/wordml/cid" xmlns:w16="http://schemas.microsoft.com/office/word/2018/wordml" xmlns:w16sdtdh="http://schemas.microsoft.com/office/word/2020/wordml/sdtdatahash" xmlns:w16se="http://schemas.microsoft.com/office/word/2015/wordml/symex" xmlns:wpg="http://schemas.microsoft.com/office/word/2010/wordprocessingGroup" xmlns:wpi="http://schemas.microsoft.com/office/word/2010/wordprocessingInk" xmlns:wne="http://schemas.microsoft.com/office/word/2006/wordml" xmlns:wps="http://schemas.microsoft.com/office/word/2010/wordprocessingShape" mc:Ignorable="w14 w15 w16se w16cid w16 w16cex w16sdtdh wp14"><w:body><w:p w14:paraId="3CE87F9B" w14:textId="683D90A1" w:rsidR="009004C1" w:rsidRDefault="009004C1" w:rsidP="009004C1"><w:pPr><w:pStyle w:val="Ttulo1"/><w:spacing w:before="0"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:color w:val="595959"/><w:sz w:val="24"/><w:szCs w:val="24"/><w:u w:val="single"/></w:rPr></w:pPr><w:bookmarkStart w:id="0" w:name="_Hlk170377686"/><w:r><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:color w:val="595959"/><w:sz w:val="24"/><w:szCs w:val="24"/><w:u w:val="single"/></w:rPr><w:t xml:space="preserve">ARTÍCULO </w:t></w:r><w:r w:rsidR="002C5830"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:color w:val="595959"/><w:sz w:val="24"/><w:szCs w:val="24"/><w:u w:val="single"/></w:rPr><w:t>DE REVISIÓN</w:t></w:r><w:r><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:color w:val="595959"/><w:sz w:val="24"/><w:szCs w:val="24"/><w:u w:val="single"/></w:rPr><w:t xml:space="preserve">  </w:t></w:r></w:p><w:p w14:paraId="5003B004" w14:textId="77777777" w:rsidR="00C246E0" w:rsidRDefault="00C246E0" w:rsidP="00E95F79"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:sz w:val="26"/><w:szCs w:val="26"/></w:rPr></w:pPr></w:p><w:p w14:paraId="4CB94533" w14:textId="4633B586" w:rsidR="00C246E0" w:rsidRPr="009630E0" w:rsidRDefault="00402F84" w:rsidP="009630E0"><w:pPr><w:pStyle w:val="Ttulo1"/><w:spacing w:before="0"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:color w:val="000000" w:themeColor="text1"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:bookmarkStart w:id="1" w:name="_Hlk170411285"/><w:bookmarkStart w:id="2" w:name="_Hlk171407245"/><w:r w:rsidRPr="009630E0"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:color w:val="000000" w:themeColor="text1"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Revisión de la implementación de Lean Construction y BIM </w:t></w:r><w:bookmarkEnd w:id="1"/><w:r w:rsidRPr="009630E0"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:color w:val="000000" w:themeColor="text1"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>para la reducción de desperdicios de encofrado</w:t></w:r><w:bookmarkEnd w:id="2"/></w:p><w:p w14:paraId="7AA08818" w14:textId="492A70DE" w:rsidR="00C246E0" w:rsidRPr="000E7DBB" w:rsidRDefault="00996760" w:rsidP="002A73E4"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:sz w:val="24"/><w:szCs w:val="24"/><w:lang w:val="en-US"/></w:rPr></w:pPr><w:r w:rsidRPr="00996760"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:sz w:val="24"/><w:szCs w:val="24"/><w:lang w:val="en-US"/></w:rPr><w:t>Lean Construction and BIM implementation for the reduction of formwork waste a review</w:t></w:r></w:p><w:p w14:paraId="7B92075D" w14:textId="27C8E1CF" w:rsidR="00C246E0" w:rsidRDefault="00996760" w:rsidP="002A73E4"><w:pPr><w:spacing w:before="240" w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="18"/><w:szCs w:val="18"/></w:rPr></w:pPr><w:r><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="18"/><w:szCs w:val="18"/></w:rPr><w:t xml:space="preserve">Willian Diaz </w:t></w:r><w:r><w:rPr><w:rFonts 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r:embed="rId9"/><a:srcRect/><a:stretch><a:fillRect/></a:stretch></pic:blipFill><pic:spPr><a:xfrm><a:off x="0" y="0"/><a:ext cx="129540" cy="137190"/></a:xfrm><a:prstGeom prst="rect"><a:avLst/></a:prstGeom><a:ln/></pic:spPr></pic:pic></a:graphicData></a:graphic></wp:inline></w:drawing></w:r><w:r><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="18"/><w:szCs w:val="18"/></w:rPr><w:t xml:space="preserve"> </w:t></w:r></w:p><w:bookmarkEnd w:id="0"/><w:p w14:paraId="2C31645C" w14:textId="77777777" w:rsidR="00C246E0" w:rsidRDefault="00C246E0"><w:pPr><w:spacing w:after="0"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr></w:p><w:p w14:paraId="7DE3F4B6" w14:textId="77777777" w:rsidR="00C246E0" w:rsidRPr="00C67DAE" w:rsidRDefault="00C246E0" w:rsidP="00C67DAE"><w:pPr><w:spacing w:after="0"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:color w:val="000000" w:themeColor="text1"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr></w:p><w:p w14:paraId="2D2FDB69" w14:textId="77777777" w:rsidR="00C246E0" w:rsidRPr="00C67DAE" w:rsidRDefault="00F25A78" w:rsidP="00C67DAE"><w:pPr><w:pStyle w:val="Ttulo1"/><w:spacing w:before="0"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:color w:val="000000" w:themeColor="text1"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00C67DAE"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:color w:val="000000" w:themeColor="text1"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>RESUMEN</w:t></w:r></w:p><w:p w14:paraId="320A8C61" w14:textId="4CD1A154" w:rsidR="006A5DBC" w:rsidRDefault="00FB1E0F"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/></w:rPr></w:pPr><w:r w:rsidRPr="00FB1E0F"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/></w:rPr><w:t>La revisión de la literatura resalta la integración sinérgica de Lean Construction y Building Information Modeling (BIM) como una estrategia integral para incrementar la eficiencia y reducir los desperdicios en la construcción, con especial énfasis en la gestión de encofrados. Los principios Lean enfocados en el valor, el flujo, la atracción y la perfección, combinados con las capacidades de visualización 3D y modelado 4D de BIM, permiten optimizar procesos, fortalecer la colaboración y respaldar decisiones informadas durante todo el ciclo de vida del proyecto. Herramientas como Value Stream Mapping (VSM), Last Planner System (LPS), Kanban y Heijunka contribuyen a mejorar la planificación, reducir actividades no relevantes y elevar la productividad. Asimismo, la incorporación de encofrados innovadores y tecnologías avanzadas refuerza el compromiso con prácticas constructivas sostenibles, disminuyendo tiempos, costes y el impacto ambiental, a la vez que se mejora la calidad. En conjunto, la aplicación coordinada de Lean y BIM no solo responde a los desafíos actuales de la industria, sino que también proyecta un modelo de construcción más eficiente, colaborativo y sostenible.</w:t></w:r></w:p><w:p w14:paraId="64E3C103" w14:textId="77777777" w:rsidR="00C246E0" w:rsidRDefault="00C246E0"><w:pPr><w:spacing w:after="0"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/></w:rPr></w:pPr></w:p><w:p w14:paraId="107086DB" w14:textId="489B4E38" w:rsidR="00C246E0" w:rsidRDefault="00F25A78"><w:pPr><w:spacing w:after="0"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/></w:rPr></w:pPr><w:r><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/></w:rPr><w:t>Palabras clave:</w:t></w:r><w:r><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/></w:rPr><w:t xml:space="preserve"> </w:t></w:r><w:r w:rsidR="006A5DBC" w:rsidRPr="006A5DBC"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/></w:rPr><w:t>Gestión de encofrados, Visualización 3D, VSM, Kanban, Heijunka</w:t></w:r><w:r><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/></w:rPr><w:t>.</w:t></w:r></w:p><w:p w14:paraId="47F22F36" w14:textId="77777777" w:rsidR="00C246E0" w:rsidRDefault="00C246E0"><w:pPr><w:spacing w:after="0"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/></w:rPr></w:pPr></w:p><w:p w14:paraId="310A188A" w14:textId="77777777" w:rsidR="00C246E0" w:rsidRPr="00C67DAE" w:rsidRDefault="00C246E0"><w:pPr><w:spacing w:after="0"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000" w:themeColor="text1"/></w:rPr></w:pPr></w:p><w:p w14:paraId="34A1B039" w14:textId="364A694A" w:rsidR="00FB1E0F" w:rsidRPr="00C67DAE" w:rsidRDefault="00F25A78" w:rsidP="00C67DAE"><w:pPr><w:pStyle w:val="Ttulo1"/><w:spacing w:before="0"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:color w:val="000000" w:themeColor="text1"/><w:sz w:val="24"/><w:szCs w:val="24"/><w:lang w:val="en-US"/></w:rPr></w:pPr><w:r w:rsidRPr="00C67DAE"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:color w:val="000000" w:themeColor="text1"/><w:sz w:val="24"/><w:szCs w:val="24"/><w:lang w:val="en-US"/></w:rPr><w:t>ABSTRACT</w:t></w:r></w:p><w:p w14:paraId="3B2DB04D" w14:textId="364A694A" w:rsidR="00C246E0" w:rsidRDefault="00FB1E0F"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="222222"/><w:lang w:val="en-US"/></w:rPr></w:pPr><w:r w:rsidRPr="00FB1E0F"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="222222"/><w:lang w:val="en-US"/></w:rPr><w:t>The literature review highlights the synergistic integration of Lean Construction and Building Information Modeling (BIM) as a comprehensive strategy to increase efficiency and reduce waste in construction, with a special emphasis on formwork management. Lean principles—focused on value, flow, attraction, and perfection—combined with BIM's 3D visualization and 4D modeling capabilities, enable process optimization, strengthen collaboration, and support informed decisions throughout the project lifecycle. Tools such as Value Stream Mapping (VSM), Last Planner System (LPS), Kanban, and Heijunka contribute to improving planning, reducing irrelevant activities, and increasing productivity. Likewise, the incorporation of innovative formwork and advanced technologies reinforces the commitment to sustainable construction practices, reducing time, costs, and environmental impact, while improving quality. Together, the coordinated application of Lean and BIM not only responds to the current challenges of the industry, but also projects a more efficient, collaborative, and sustainable construction model.</w:t></w:r></w:p><w:p w14:paraId="3E8A3E26" w14:textId="77777777" w:rsidR="00FB1E0F" w:rsidRPr="000E7DBB" w:rsidRDefault="00FB1E0F"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="222222"/><w:lang w:val="en-US"/></w:rPr></w:pPr></w:p><w:p w14:paraId="62D15BFA" w14:textId="3BAA2B35" w:rsidR="00C246E0" w:rsidRPr="000E7DBB" w:rsidRDefault="00F25A78"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="222222"/><w:lang w:val="en-US"/></w:rPr></w:pPr><w:r 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w14:paraId="6DCD57C2" w14:textId="77777777" w:rsidR="00721985" w:rsidRDefault="00721985"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:sz w:val="24"/><w:szCs w:val="24"/><w:lang w:val="en-US"/></w:rPr></w:pPr></w:p><w:p w14:paraId="6BE3F3C1" w14:textId="77777777" w:rsidR="00721985" w:rsidRPr="000E7DBB" w:rsidRDefault="00721985"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:sz w:val="24"/><w:szCs w:val="24"/><w:lang w:val="en-US"/></w:rPr></w:pPr></w:p><w:p w14:paraId="1368DEE2" w14:textId="2D9040A7" w:rsidR="00C246E0" w:rsidRDefault="00C246E0"><w:pPr><w:spacing w:after="0" w:line="360" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New 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w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00C67DAE"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:color w:val="000000" w:themeColor="text1"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:lastRenderedPageBreak/><w:t>INTRODUCCIÓN</w:t></w:r></w:p><w:p w14:paraId="116E82E7" w14:textId="691B724E" w:rsidR="00423713" w:rsidRPr="00423713" w:rsidRDefault="00423713" w:rsidP="002D1F65"><w:pPr><w:spacing w:after="0" w:line="360" w:lineRule="auto"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00423713"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>En el sector de la construcción, la eficiencia y la sostenibilidad se han convertido en prioridades fundamentales para enfrentar los desafíos actuales (Tezel et al., 2020). En este contexto, la integración de Lean Construction y Building Information Modeling (BIM) se plantea como una estrategia clave, particularmente en la etapa de encofrado, que demanda un uso considerable de recursos.</w:t></w:r></w:p><w:p w14:paraId="4C8CA2CC" w14:textId="3F40DBF5" w:rsidR="00423713" w:rsidRPr="00423713" w:rsidRDefault="00423713" w:rsidP="00423713"><w:pPr><w:spacing w:after="0" w:line="360" w:lineRule="auto"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00423713"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Diversos estudios resaltan los beneficios de esta integración. Por ejemplo, Pronk et al. (2022) señalan que la aplicación conjunta de Lean y BIM permite optimizar los procesos y reducir la generación de residuos, aspectos críticos para la gestión eficiente del encofrado. En sintonía, Hoyos y Botero (2018) advierten que una gestión inadecuada de esta fase puede provocar ineficiencias significativas y un aumento</w:t></w:r><w:r><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve"> del desperdicio de materiales.</w:t></w:r></w:p><w:p w14:paraId="3A878E4D" w14:textId="46D082A9" w:rsidR="00423713" w:rsidRPr="00423713" w:rsidRDefault="00423713" w:rsidP="00423713"><w:pPr><w:spacing w:after="0" w:line="360" w:lineRule="auto"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00423713"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>La literatura también resalta ciertos desafíos. Mientras Lean Construction se centra en eliminar actividades que no agregan valor y BIM posibilita una planificación precisa y colaborativa, Karaz y Teixeira (2023) sostienen que aún es necesario fortalecer el desarrollo teórico y práctico de su aplicación conjunta para consolidar su aporte a la sostenibilidad. En la misma dirección, Sepasgozar et al. (2021) destacan que la combinación de Lean y BIM, junto con tecnologías emergentes como Digital Twin e IoT, abre nuevas oportunidades para impulsar prácticas sostenibles y reduci</w:t></w:r><w:r><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>r desperdicios en la industria.</w:t></w:r></w:p><w:p w14:paraId="29A0027D" w14:textId="412B823D" w:rsidR="00423713" w:rsidRPr="00667106" w:rsidRDefault="00423713" w:rsidP="002D1F65"><w:pPr><w:spacing w:after="0" w:line="360" w:lineRule="auto"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00423713"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>En este marco, la presente revisión tiene como objetivo analizar cómo la convergencia de Lean Construction y BIM influye en la gestión del encofrado, evaluando su impacto en la reducción de costos, la mejora de la calidad y la promoción de prácticas sostenibles en los proyectos de construcción.</w:t></w:r></w:p><w:p w14:paraId="1F37A8FE" w14:textId="1F074B31" w:rsidR="00561738" w:rsidRPr="00C67DAE" w:rsidRDefault="00E814BF" w:rsidP="002D1F65"><w:pPr><w:pStyle w:val="Ttulo1"/><w:spacing w:before="0" w:line="360" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:color w:val="000000" w:themeColor="text1"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00C67DAE"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:color w:val="000000" w:themeColor="text1"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>MATERIALES Y MÉTODOS</w:t></w:r></w:p><w:p w14:paraId="17FF0FF2" w14:textId="48DC701D" w:rsidR="00423713" w:rsidRPr="00423713" w:rsidRDefault="00423713" w:rsidP="002D1F65"><w:pPr><w:tabs><w:tab w:val="left" w:pos="426"/></w:tabs><w:spacing w:after="0" w:line="360" w:lineRule="auto"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00423713"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>El presente estudio adoptó un diseño cualitativo de tipo documental, con un enfoque evaluativo orientado a analizar la interrelación entre Lean Construction y Building Information Modeling (BIM) en l</w:t></w:r><w:r><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">a industria de la construcción. </w:t></w:r><w:r w:rsidRPr="00423713"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">La primera fase consistió en la planificación y búsqueda sistemática de información en bases de datos especializadas como Scopus y Web of Science, consideradas de alto impacto y calidad, además de repositorios regionales como Dialnet, Redalyc, Scielo, Latindex y Renati, así como repositorios institucionales y sitios web especializados. 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fillcolor="white [3201]" stroked="f" strokeweight=".5pt"><v:textbox><w:txbxContent><w:p w14:paraId="788D7CBB" w14:textId="354D8C5C" w:rsidR="00C314A0" w:rsidRPr="00BD4220" w:rsidRDefault="00C314A0" w:rsidP="00C314A0"><w:pPr><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="18"/><w:szCs w:val="18"/></w:rPr></w:pPr><w:r><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="18"/><w:szCs w:val="18"/></w:rPr><w:t>64</w:t></w:r></w:p></w:txbxContent></v:textbox></v:shape></w:pict></mc:Fallback></mc:AlternateContent></w:r><w:r w:rsidR="00423713" w:rsidRPr="00423713"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Criterios de inclusión: investigaciones publicadas en el rango temporal definido; artículos, tesis y documentos con rigor metodológico comprobado; disponibilidad de texto completo; y estudios con un enfoque directo en la integración Lean-BIM.</w:t></w:r></w:p><w:p w14:paraId="6E22E4B4" w14:textId="77729452" w:rsidR="00423713" w:rsidRPr="00423713" w:rsidRDefault="00423713" w:rsidP="00423713"><w:pPr><w:pStyle w:val="Prrafodelista"/><w:numPr><w:ilvl w:val="0"/><w:numId w:val="3"/></w:numPr><w:tabs><w:tab w:val="left" w:pos="426"/></w:tabs><w:spacing w:after="0" w:line="360" w:lineRule="auto"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00423713"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:lastRenderedPageBreak/><w:t>Criterios de exclusión: duplicidad de registros en distintas bases de datos; documentos sin relación explícita con el tema; estudios con bajo nivel de calidad metodológica; y publicaciones no arbitradas.</w:t></w:r></w:p><w:p w14:paraId="4684BDEE" w14:textId="476D711E" w:rsidR="00423713" w:rsidRPr="00423713" w:rsidRDefault="00423713" w:rsidP="00423713"><w:pPr><w:tabs><w:tab w:val="left" w:pos="426"/></w:tabs><w:spacing w:after="0" w:line="360" w:lineRule="auto"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00423713"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Una vez seleccionados los documentos, se realizó un proceso de lectura crítica e interpretativa, apoyado en una matriz de contenido que permitió organizar la información en categorías temáticas (eficiencia, sostenibilidad, gestión de encofrados, reducción de residuos, entre otros). Para fortalecer el análisis, se utilizó software especializado de análisis cualitativo, lo que facilitó la identificación de patrones y la </w:t></w:r><w:r><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">organización de la información. </w:t></w:r><w:r w:rsidRPr="00423713"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Con el fin de transparentar el proceso de selección, se elaboró un diagrama de flujo metodológico, que muestra las fases de identificación, filtrado, exclusión y selección final de los estudios. Asimismo, se construyó una tabla de síntesis con el número total de investigaciones analizadas, distribuidas según año de publicación, base de datos y país de origen.</w:t></w:r></w:p><w:p w14:paraId="1B5E87D6" w14:textId="4BC5E2E6" w:rsidR="00561738" w:rsidRPr="003D40EB" w:rsidRDefault="00423713" w:rsidP="003D40EB"><w:pPr><w:tabs><w:tab w:val="left" w:pos="426"/></w:tabs><w:spacing w:after="0" w:line="360" w:lineRule="auto"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00423713"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Finalmente, los hallazgos fueron integrados en un manuscrito académico mediante una síntesis crítica sustentada con citas actualizadas y complementada con imágenes de autoría propia, que refuerzan la importancia de los resultados. El período de desarrollo de la investigación se extendió desde el 10 de abril de 2024 hasta el 21 de junio de 2024, considerando literatura publicada hasta el año 2025 para asegurar vigencia y pertinencia de los resultados.</w:t></w:r></w:p><w:p w14:paraId="2F4AC1E5" w14:textId="67B4BA5E" w:rsidR="00C246E0" w:rsidRPr="00C67DAE" w:rsidRDefault="00F25A78" w:rsidP="006A52C1"><w:pPr><w:pStyle w:val="Ttulo1"/><w:spacing w:before="0" w:line="360" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:color w:val="000000" w:themeColor="text1"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00C67DAE"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:color w:val="000000" w:themeColor="text1"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>RESULTADOS</w:t></w:r></w:p><w:p w14:paraId="21CA05B4" 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w14:textId="77777777" w:rsidR="0069118F" w:rsidRPr="00523B1F" w:rsidRDefault="0069118F" w:rsidP="00423713"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:ind w:firstLine="360"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00523B1F"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Fabozzi et al. (2021)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="5124" w:type="dxa"/><w:tcBorders><w:top w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="63B6DDCA" w14:textId="77777777" w:rsidR="0069118F" w:rsidRPr="00523B1F" w:rsidRDefault="0069118F" w:rsidP="00D05D53"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:ind w:firstLine="360"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00523B1F"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>El diseño de encofrados es un desafío complejo debido a la variedad de formas y estructuras no rectilíneas en los edificios. 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w14:paraId="4D6BC1AD" w14:textId="77777777" w:rsidR="00790E55" w:rsidRPr="00523B1F" w:rsidRDefault="00790E55" w:rsidP="00D05D53"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:ind w:firstLine="360"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00523B1F"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Baskova et al. (2023)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="5994" w:type="dxa"/><w:tcBorders><w:top w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="39F1ECAE" w14:textId="77777777" w:rsidR="00790E55" w:rsidRPr="00523B1F" w:rsidRDefault="00790E55" w:rsidP="00D05D53"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:ind w:firstLine="360"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00523B1F"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>La duración de las etapas constructivas como losas, columnas y vigas depende en gran medida de los materiales de encofrado seleccionados. 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Optimización del proceso constructivo y economía del proyecto.</w:t></w:r></w:p></w:tc></w:tr></w:tbl><w:p w14:paraId="09761A2C" w14:textId="23408C06" w:rsidR="00E774F7" w:rsidRPr="00523B1F" w:rsidRDefault="00E774F7" w:rsidP="00D05D53"><w:pPr><w:suppressAutoHyphens/><w:spacing w:after="240"/><w:ind w:left="1276" w:right="1467"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman"/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/><w:lang w:val="es-ES"/></w:rPr></w:pPr><w:r w:rsidRPr="00523B1F"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman"/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/><w:lang w:val="es-ES"/></w:rPr><w:t>Nota: Ambos estudios subrayan que la elección del material de encofrado influye directamente en el tiempo, costo y eficiencia del proyecto; Baskova enfatiza el impacto en la velocidad de ejecución, mientras que Shrivastava resalta la economía y reutilización de materiales.</w:t></w:r></w:p><w:p w14:paraId="7E489798" 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de los encuestados sobre la conformidad del sistema de encofrado convencional con el criterio de sostenibilidad</w:t></w:r></w:p></w:txbxContent></v:textbox><w10:wrap type="topAndBottom" anchorx="margin"/></v:shape></w:pict></mc:Fallback></mc:AlternateContent></w:r><w:r w:rsidR="00E774F7" w:rsidRPr="00523B1F"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman"/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/><w:lang w:val="es-ES"/></w:rPr><w:t>Nota: Los hallazgos muestran que los encofrados constituyen uno de los componentes de mayor impacto económico en obra, y que la aplicación de estrategias de optimización permite reducir costos sin comprometer la calidad ni la sostenibilidad del proyecto.</w:t></w:r></w:p><w:p w14:paraId="4EEE0041" w14:textId="146433C9" w:rsidR="00C70C36" w:rsidRPr="004552B8" w:rsidRDefault="004552B8" w:rsidP="004552B8"><w:pPr><w:spacing w:after="0" w:line="360" w:lineRule="auto"/><w:ind w:left="2127" w:right="1041"/><w:jc 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encofrado convencional, especialmente en coste de instalación y medidas de seguridad. Esto subraya la necesidad urgente de mejorar la eficiencia y seguridad en las actividades de encofrado para reducir residuos y mejorar la sostenibilidad. </w:t></w:r><w:r w:rsidR="00C70C36" w:rsidRPr="00523B1F"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman"/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t xml:space="preserve">Adaptado de </w:t></w:r><w:r w:rsidR="00C70C36" w:rsidRPr="00523B1F"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman"/><w:bCs/><w:i/><w:iCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t xml:space="preserve">Sostenibilidad del sistema de encofrado tradicional </w:t></w:r><w:r w:rsidR="00C70C36" w:rsidRPr="00523B1F"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman"/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>(p. 5), por T. 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ARABIC </w:instrText></w:r><w:r w:rsidRPr="00EC7CE4"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:fldChar w:fldCharType="separate"/></w:r><w:r w:rsidR="000B4091"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:noProof/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>4</w:t></w:r><w:r w:rsidRPr="00EC7CE4"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:fldChar w:fldCharType="end"/></w:r></w:p><w:p w14:paraId="71663DAD" w14:textId="0C6C706C" w:rsidR="002B44D9" w:rsidRPr="00EC7CE4" w:rsidRDefault="002B44D9" w:rsidP="004552B8"><w:pPr><w:spacing w:line="222" 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w:rsidRPr="00EC7CE4"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t xml:space="preserve">Descripción </w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00837CB4" w:rsidRPr="00EC7CE4" w14:paraId="35FB9912" w14:textId="77777777" w:rsidTr="004552B8"><w:trPr><w:trHeight w:val="438"/><w:jc w:val="center"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1189" w:type="dxa"/><w:tcBorders><w:top w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="431C6326" w14:textId="77777777" w:rsidR="00837CB4" w:rsidRPr="00EC7CE4" w:rsidRDefault="00837CB4" w:rsidP="006A4212"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:ind w:firstLine="360"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00EC7CE4"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Baskova et al. (2023)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="6324" w:type="dxa"/><w:tcBorders><w:top w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="331489EA" w14:textId="77777777" w:rsidR="00837CB4" w:rsidRPr="00EC7CE4" w:rsidRDefault="00837CB4" w:rsidP="006A4212"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:ind w:firstLine="360"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00EC7CE4"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>La combinación de Lean Construction (LC) con BIM optimiza los periodos de construcción, reduce costes, acorta plazos de ejecución y mejora la eficiencia en proyectos constructivos.</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00837CB4" w:rsidRPr="00EC7CE4" w14:paraId="36B4F533" w14:textId="77777777" w:rsidTr="004552B8"><w:trPr><w:trHeight w:val="387"/><w:jc w:val="center"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1189" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="102C10D2" w14:textId="77777777" w:rsidR="00837CB4" w:rsidRPr="00EC7CE4" w:rsidRDefault="00837CB4" w:rsidP="006A4212"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:ind w:firstLine="360"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00EC7CE4"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Nguyen &amp; Akhavian (2019)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="6324" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="058E147F" w14:textId="77777777" w:rsidR="00837CB4" w:rsidRPr="00EC7CE4" w:rsidRDefault="00837CB4" w:rsidP="006A4212"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:ind w:firstLine="360"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00EC7CE4"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>La colaboración entre Lean, IPD y BIM puede mejorar la eficiencia y calidad en proyectos, aunque los impactos en costos pueden variar.</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00837CB4" w:rsidRPr="00EC7CE4" w14:paraId="0F60557C" w14:textId="77777777" w:rsidTr="004552B8"><w:trPr><w:trHeight w:val="327"/><w:jc w:val="center"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1189" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="572F6DAF" w14:textId="77777777" w:rsidR="00837CB4" w:rsidRPr="00EC7CE4" w:rsidRDefault="00837CB4" w:rsidP="006A4212"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:ind w:firstLine="360"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00EC7CE4"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Miettinen &amp; Paavola (2014)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="6324" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="518FA957" w14:textId="77777777" w:rsidR="00837CB4" w:rsidRPr="00EC7CE4" w:rsidRDefault="00837CB4" w:rsidP="006A4212"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:ind w:firstLine="360"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00EC7CE4"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Lean y BIM buscan optimizar procesos constructivos; Lean facilita la adopción de BIM y mejora la gestión de recursos en la construcción.</w:t></w:r></w:p></w:tc></w:tr></w:tbl><w:p w14:paraId="656D3F4D" w14:textId="65C15A1B" w:rsidR="00E774F7" w:rsidRPr="00EC7CE4" w:rsidRDefault="00E774F7" w:rsidP="006A4212"><w:pPr><w:suppressAutoHyphens/><w:spacing 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w:val="20"/></w:rPr><w:t>Referencia</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="5703" w:type="dxa"/><w:tcBorders><w:top w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:left w:val="nil"/><w:bottom w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="1CE066EC" w14:textId="77777777" w:rsidR="00FE6BF0" w:rsidRPr="004552B8" w:rsidRDefault="00FE6BF0" w:rsidP="00523B1F"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Contexto de la aplicación</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00FE6BF0" w:rsidRPr="00FE6BF0" w14:paraId="7CB88BB0" w14:textId="77777777" w:rsidTr="004552B8"><w:trPr><w:trHeight w:val="137"/><w:jc w:val="center"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1952" w:type="dxa"/><w:tcBorders><w:top w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="0EE593EC" w14:textId="13F2E65B" w:rsidR="00FE6BF0" w:rsidRPr="004552B8" w:rsidRDefault="009302CC" w:rsidP="00523B1F"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>(</w:t></w:r><w:r w:rsidR="00FE6BF0" w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Lee et al., 2014</w:t></w:r><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="5703" w:type="dxa"/><w:tcBorders><w:top w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="186884BA" w14:textId="77777777" w:rsidR="00FE6BF0" w:rsidRPr="004552B8" w:rsidRDefault="00FE6BF0" w:rsidP="00523B1F"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>VSM se utiliza para fortalecer la eficiencia operativa en diversos procesos.</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00FE6BF0" w:rsidRPr="00FE6BF0" w14:paraId="1AA8AB69" w14:textId="77777777" w:rsidTr="004552B8"><w:trPr><w:trHeight w:val="221"/><w:jc w:val="center"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1952" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="4ED3E103" w14:textId="77D52114" w:rsidR="00FE6BF0" w:rsidRPr="004552B8" w:rsidRDefault="009302CC" w:rsidP="00523B1F"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>(</w:t></w:r><w:r w:rsidR="00FE6BF0" w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Gao &amp; Low, 2014</w:t></w:r><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="5703" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="316C1685" w14:textId="77777777" w:rsidR="00FE6BF0" w:rsidRPr="004552B8" w:rsidRDefault="00FE6BF0" w:rsidP="00523B1F"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>LPS aplicado para obtener compromisos realistas en la planificación de proyectos.</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00FE6BF0" w:rsidRPr="00FE6BF0" w14:paraId="4FD481FE" w14:textId="77777777" w:rsidTr="004552B8"><w:trPr><w:trHeight w:val="199"/><w:jc w:val="center"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1952" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="53C48C5F" w14:textId="5F4E2FD3" w:rsidR="00FE6BF0" w:rsidRPr="004552B8" w:rsidRDefault="009302CC" w:rsidP="00523B1F"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>(</w:t></w:r><w:r w:rsidR="00FE6BF0" w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Su &amp; Lucko, 2015</w:t></w:r><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="5703" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="3649FF50" w14:textId="77777777" w:rsidR="00FE6BF0" w:rsidRPr="004552B8" w:rsidRDefault="00FE6BF0" w:rsidP="00523B1F"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>La línea de equilibrio se implementa para sincronizar la producción en la fabricación.</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00FE6BF0" w:rsidRPr="00FE6BF0" w14:paraId="1626EB03" w14:textId="77777777" w:rsidTr="004552B8"><w:trPr><w:trHeight w:val="178"/><w:jc w:val="center"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1952" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="268BD6A0" w14:textId="3304C8BF" w:rsidR="00FE6BF0" w:rsidRPr="004552B8" w:rsidRDefault="009302CC" w:rsidP="00523B1F"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>(</w:t></w:r><w:r w:rsidR="00FE6BF0" w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Kemmer et al., 2016</w:t></w:r><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="5703" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="5DB57A6F" w14:textId="77777777" w:rsidR="00FE6BF0" w:rsidRPr="004552B8" w:rsidRDefault="00FE6BF0" w:rsidP="00523B1F"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Andon se utiliza para mejorar la comunicación y la respuesta en sitios de construcción.</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00FE6BF0" w:rsidRPr="00FE6BF0" w14:paraId="7062B0A2" w14:textId="77777777" w:rsidTr="004552B8"><w:trPr><w:trHeight w:val="371"/><w:jc w:val="center"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1952" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="6E12A123" w14:textId="6F20E444" w:rsidR="00FE6BF0" w:rsidRPr="004552B8" w:rsidRDefault="009302CC" w:rsidP="00523B1F"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>(</w:t></w:r><w:r w:rsidR="00FE6BF0" w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Kumar et al., 2022</w:t></w:r><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="5703" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="5BBCADC1" w14:textId="77777777" w:rsidR="00FE6BF0" w:rsidRPr="004552B8" w:rsidRDefault="00FE6BF0" w:rsidP="00523B1F"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Diversos tipos de Poka Yoke aplicados en la construcción para evitar errores.</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00FE6BF0" w:rsidRPr="00FE6BF0" w14:paraId="11C4A5F7" w14:textId="77777777" w:rsidTr="004552B8"><w:trPr><w:trHeight w:val="215"/><w:jc w:val="center"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1952" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="151F29CB" w14:textId="07703ACA" w:rsidR="00FE6BF0" w:rsidRPr="004552B8" w:rsidRDefault="009302CC" w:rsidP="00523B1F"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>(</w:t></w:r><w:r w:rsidR="00FE6BF0" w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Nunes Mariz et al., 2013</w:t></w:r><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="5703" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="67931CCC" w14:textId="77777777" w:rsidR="00FE6BF0" w:rsidRPr="004552B8" w:rsidRDefault="00FE6BF0" w:rsidP="00523B1F"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Las células de producción se emplean en actividades específicas de construcción.</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00FE6BF0" w:rsidRPr="00FE6BF0" w14:paraId="4FC1A143" w14:textId="77777777" w:rsidTr="004552B8"><w:trPr><w:trHeight w:val="540"/><w:jc w:val="center"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1952" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="401F9EC4" w14:textId="403D03AA" w:rsidR="00FE6BF0" w:rsidRPr="004552B8" w:rsidRDefault="009302CC" w:rsidP="00523B1F"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>(</w:t></w:r><w:r w:rsidR="00FE6BF0" w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Nunes Mariz et al., 2013</w:t></w:r><w:r w:rsidR="00892395" w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>)</w:t></w:r><w:r w:rsidR="00FE6BF0" w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t xml:space="preserve"> y </w:t></w:r><w:r w:rsidR="00892395" w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>(</w:t></w:r><w:r w:rsidR="00FE6BF0" w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>De Bortoli Saggin et al., 2017</w:t></w:r><w:r w:rsidR="00892395" w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="5703" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="181A9B39" w14:textId="77777777" w:rsidR="00FE6BF0" w:rsidRPr="004552B8" w:rsidRDefault="00FE6BF0" w:rsidP="00523B1F"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>El trabajo estandarizado se utiliza para mejorar la consistencia y eficiencia en obras.</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00FE6BF0" w:rsidRPr="00FE6BF0" w14:paraId="20E2ABDD" w14:textId="77777777" w:rsidTr="004552B8"><w:trPr><w:trHeight w:val="213"/><w:jc w:val="center"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1952" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="52547316" w14:textId="605DC2CE" w:rsidR="00FE6BF0" w:rsidRPr="004552B8" w:rsidRDefault="00892395" w:rsidP="00523B1F"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>(</w:t></w:r><w:r w:rsidR="00FE6BF0" w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Dziuba &amp; Almeder, 2023</w:t></w:r><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="5703" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="0CCFF47A" w14:textId="77777777" w:rsidR="00FE6BF0" w:rsidRPr="004552B8" w:rsidRDefault="00FE6BF0" w:rsidP="00523B1F"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Lotes pequeños implementados en proyectos con características únicas.</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00FE6BF0" w:rsidRPr="00FE6BF0" w14:paraId="5F942B3A" w14:textId="77777777" w:rsidTr="004552B8"><w:trPr><w:trHeight w:val="744"/><w:jc w:val="center"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1952" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="32E7F1F6" w14:textId="18CDD5E6" w:rsidR="00FE6BF0" w:rsidRPr="004552B8" w:rsidRDefault="00892395" w:rsidP="00523B1F"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>(</w:t></w:r><w:r w:rsidR="00FE6BF0" w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Lin et al., 2013 y Weflen et al., 2022</w:t></w:r><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="5703" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="073A3872" w14:textId="77777777" w:rsidR="00FE6BF0" w:rsidRPr="004552B8" w:rsidRDefault="00FE6BF0" w:rsidP="00523B1F"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Kanban se emplea para mejorar la gestión de materiales y logística en la construcción.</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00FE6BF0" w:rsidRPr="00FE6BF0" w14:paraId="00D33C0A" w14:textId="77777777" w:rsidTr="004552B8"><w:trPr><w:trHeight w:val="174"/><w:jc w:val="center"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1952" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="524B4AA7" w14:textId="596C7E2D" w:rsidR="00FE6BF0" w:rsidRPr="004552B8" w:rsidRDefault="00892395" w:rsidP="00523B1F"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>(</w:t></w:r><w:r w:rsidR="00FE6BF0" w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Fabozzi et al., 2021</w:t></w:r><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="5703" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="2D7BC8CD" w14:textId="77777777" w:rsidR="00FE6BF0" w:rsidRPr="004552B8" w:rsidRDefault="00FE6BF0" w:rsidP="00523B1F"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Caja Heijunka utilizada para mantener un flujo constante en la producción de mortero.</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00FE6BF0" w:rsidRPr="00FE6BF0" w14:paraId="7BA71F49" w14:textId="77777777" w:rsidTr="004552B8"><w:trPr><w:trHeight w:val="241"/><w:jc w:val="center"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1952" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="42B2FDC3" w14:textId="2D588DB2" w:rsidR="00FE6BF0" w:rsidRPr="004552B8" 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constructivos.</w:t></w:r></w:p></w:txbxContent></v:textbox></v:shape></w:pict></mc:Fallback></mc:AlternateContent></w:r><w:r w:rsidR="00B159A0" w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Referencias sobre las Funcionalidades y Aplicaciones de BIM en la Construcción</w:t></w:r></w:p><w:tbl><w:tblPr><w:tblW w:w="7513" w:type="dxa"/><w:jc w:val="center"/><w:tblCellMar><w:left w:w="70" w:type="dxa"/><w:right w:w="70" w:type="dxa"/></w:tblCellMar><w:tblLook w:val="04A0" w:firstRow="1" w:lastRow="0" w:firstColumn="1" w:lastColumn="0" w:noHBand="0" w:noVBand="1"/></w:tblPr><w:tblGrid><w:gridCol w:w="1701"/><w:gridCol w:w="5812"/></w:tblGrid><w:tr w:rsidR="00FD783E" w:rsidRPr="00383535" w14:paraId="74A9DC3C" w14:textId="77777777" w:rsidTr="004552B8"><w:trPr><w:trHeight w:val="300"/><w:jc 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(2021)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="5812" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="78D29CAF" w14:textId="77777777" w:rsidR="00FD783E" w:rsidRPr="004552B8" w:rsidRDefault="00FD783E" w:rsidP="00EC0CEF"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Uso de principios Lean como base para eliminar desperdicios y mejorar la calidad en proyectos BIM.</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00FD783E" w:rsidRPr="00383535" w14:paraId="3FE8A274" w14:textId="77777777" w:rsidTr="004552B8"><w:trPr><w:trHeight w:val="600"/><w:jc w:val="center"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1701" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="0815A44E" w14:textId="77777777" w:rsidR="00FD783E" w:rsidRPr="004552B8" w:rsidRDefault="00FD783E" w:rsidP="00EC0CEF"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>De Almeida et al. (2020)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="5812" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="414CF1E5" w14:textId="77777777" w:rsidR="00FD783E" w:rsidRPr="004552B8" w:rsidRDefault="00FD783E" w:rsidP="00EC0CEF"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Herramientas digitales de BIM para gestión integral y colaborativa de proyectos de construcción.</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00FD783E" w:rsidRPr="00383535" w14:paraId="3E3CD95C" w14:textId="77777777" w:rsidTr="004552B8"><w:trPr><w:trHeight w:val="600"/><w:jc w:val="center"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1701" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="5AAD01D3" w14:textId="77777777" w:rsidR="00FD783E" w:rsidRPr="004552B8" w:rsidRDefault="00FD783E" w:rsidP="00EC0CEF"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Sánchez et al. (2017)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="5812" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="3A2BD2A5" w14:textId="77777777" w:rsidR="00FD783E" w:rsidRPr="004552B8" w:rsidRDefault="00FD783E" w:rsidP="00EC0CEF"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Optimización y coordinación efectiva mediante la combinación de Lean y BIM, reduciendo errores y mejorando la eficiencia constructiva.</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00FD783E" w:rsidRPr="00383535" w14:paraId="03E3548C" w14:textId="77777777" w:rsidTr="004552B8"><w:trPr><w:trHeight w:val="600"/><w:jc w:val="center"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1701" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="3F6B7AF5" w14:textId="77777777" w:rsidR="00FD783E" w:rsidRPr="004552B8" w:rsidRDefault="00FD783E" w:rsidP="00EC0CEF"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Choi et al. (2024)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="5812" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="1958EF5C" w14:textId="77777777" w:rsidR="00FD783E" w:rsidRPr="004552B8" w:rsidRDefault="00FD783E" w:rsidP="00EC0CEF"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Visualización 3D integrando datos de escaneo láser en BIM con Dynamo y Python para inspecciones precisas y eficientes.</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00FD783E" w:rsidRPr="00383535" w14:paraId="6F16E7A9" w14:textId="77777777" w:rsidTr="004552B8"><w:trPr><w:trHeight w:val="600"/><w:jc w:val="center"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1701" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="432F3435" w14:textId="77777777" w:rsidR="00FD783E" w:rsidRPr="004552B8" w:rsidRDefault="00FD783E" w:rsidP="00EC0CEF"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Sacks et al. (2018)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="5812" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="04F2BBAF" w14:textId="77777777" w:rsidR="00FD783E" w:rsidRPr="004552B8" w:rsidRDefault="00FD783E" w:rsidP="00EC0CEF"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Modelado 4D que integra el aspecto temporal al 3D para simular el proceso constructivo y planificar paso a paso el avance del proyecto.</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00FD783E" w:rsidRPr="00383535" w14:paraId="57781F27" w14:textId="77777777" w:rsidTr="004552B8"><w:trPr><w:trHeight w:val="600"/><w:jc w:val="center"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1701" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="5CC23C59" w14:textId="77777777" w:rsidR="00FD783E" w:rsidRPr="004552B8" w:rsidRDefault="00FD783E" w:rsidP="00EC0CEF"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Dallasega et al. (2020)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="5812" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="22920936" w14:textId="77777777" w:rsidR="00FD783E" w:rsidRPr="004552B8" w:rsidRDefault="00FD783E" w:rsidP="00EC0CEF"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Simulación del proceso constructivo con recursos temporales como grúas, integración con realidad virtual y aumentada para mejorar la eficiencia Lean.</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00FD783E" w:rsidRPr="00383535" w14:paraId="52CB44D3" w14:textId="77777777" w:rsidTr="004552B8"><w:trPr><w:trHeight w:val="600"/><w:jc w:val="center"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1701" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="36500066" w14:textId="77777777" w:rsidR="00FD783E" w:rsidRPr="004552B8" w:rsidRDefault="00FD783E" w:rsidP="00EC0CEF"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Lu et al. (2016)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="5812" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="362C0BBE" w14:textId="77777777" w:rsidR="00FD783E" w:rsidRPr="004552B8" w:rsidRDefault="00FD783E" w:rsidP="00EC0CEF"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Modelado 5D (5D BIM) para automatizar el flujo de caja y análisis financiero en proyectos de construcción.</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00FD783E" w:rsidRPr="00383535" w14:paraId="6362F9A2" w14:textId="77777777" w:rsidTr="004552B8"><w:trPr><w:trHeight w:val="600"/><w:jc w:val="center"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1701" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="5B1C3375" w14:textId="77777777" w:rsidR="00FD783E" w:rsidRPr="004552B8" w:rsidRDefault="00FD783E" w:rsidP="00EC0CEF"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="004552B8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Yilmaz et al. 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w:val="center"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1701" w:type="dxa"/><w:tcBorders><w:top w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:left w:val="nil"/><w:bottom w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="37E4200B" w14:textId="77777777" w:rsidR="00C71149" w:rsidRPr="00645396" w:rsidRDefault="00C71149" w:rsidP="00C71149"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00645396"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:color w:val="000000"/><w:sz 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(2023)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="6804" w:type="dxa"/><w:tcBorders><w:top w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="4B4496F7" w14:textId="77777777" w:rsidR="00C71149" w:rsidRPr="00645396" w:rsidRDefault="00C71149" w:rsidP="00C71149"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00645396"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Adaptación de prácticas lean desde la manufactura a la construcción. 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Budak (2023)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="6804" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="5A24599D" w14:textId="77777777" w:rsidR="00C71149" w:rsidRPr="00645396" w:rsidRDefault="00C71149" w:rsidP="00C71149"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00645396"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Objetivos del Lean Construction: reducción de desperdicios, mejora del flujo, adición de valor, mejora continua.</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00C71149" w:rsidRPr="00C71149" w14:paraId="6337CF76" w14:textId="77777777" w:rsidTr="003F0093"><w:trPr><w:trHeight w:val="600"/><w:jc w:val="center"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1701" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="61401FE8" w14:textId="77777777" w:rsidR="00C71149" w:rsidRPr="00645396" w:rsidRDefault="00C71149" w:rsidP="00C71149"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00645396"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Ko &amp; Kuo (2015)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="6804" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="7414F63F" w14:textId="77777777" w:rsidR="00C71149" w:rsidRPr="00645396" w:rsidRDefault="00C71149" w:rsidP="00C71149"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00645396"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Problemas en la construcción de encofrados: falta de plan integral, mala coordinación, múltiples residuos.</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00C71149" w:rsidRPr="00C71149" w14:paraId="3480D037" w14:textId="77777777" w:rsidTr="00597751"><w:trPr><w:trHeight w:val="376"/><w:jc w:val="center"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1701" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="6F1ED661" w14:textId="77777777" w:rsidR="00C71149" w:rsidRPr="00645396" w:rsidRDefault="00C71149" w:rsidP="00C71149"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00645396"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Schlachter et al. 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(2021) </w:t></w:r><w:r w:rsidRPr="008962F0"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">BIM, o Building Information Modeling, representa una poderosa herramienta para la gestión precisa y colaborativa de proyectos en el campo de la arquitectura, la ingeniería y la construcción (AEC). </w:t></w:r><w:r w:rsidR="00226EC8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">De acuerdo a </w:t></w:r><w:r w:rsidR="00226EC8" w:rsidRPr="00226EC8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Haronian &amp; Sacks (2020)</w:t></w:r><w:r w:rsidR="00226EC8"><w:rPr><w:rFonts 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w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00645396"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Contexto de la aplicación</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00E34068" w:rsidRPr="00B770E1" w14:paraId="3231EED1" w14:textId="77777777" w:rsidTr="00645396"><w:trPr><w:tblCellSpacing w:w="15" w:type="dxa"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1167" w:type="dxa"/><w:tcBorders><w:top w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:bottom w:val="single" w:sz="4" w:space="0" w:color="auto"/></w:tcBorders><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="5DD90379" w14:textId="26E38DAC" w:rsidR="00E34068" w:rsidRPr="00645396" w:rsidRDefault="004340C4" w:rsidP="00862548"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00645396"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>(</w:t></w:r><w:r w:rsidR="00E34068" w:rsidRPr="00645396"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Ko et al., 2011</w:t></w:r><w:r w:rsidRPr="00645396"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="6398" w:type="dxa"/><w:tcBorders><w:top w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:bottom w:val="single" w:sz="4" w:space="0" w:color="auto"/></w:tcBorders><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="69671232" w14:textId="77777777" w:rsidR="00E34068" w:rsidRPr="00645396" w:rsidRDefault="00E34068" w:rsidP="00862548"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00645396"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Importancia económica del encofrado en la construcción de hormigón armado.</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00E34068" w:rsidRPr="00B770E1" w14:paraId="317F9CEF" w14:textId="77777777" w:rsidTr="00645396"><w:trPr><w:tblCellSpacing w:w="15" w:type="dxa"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1167" w:type="dxa"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="5084004B" w14:textId="001708EA" w:rsidR="00E34068" w:rsidRPr="00645396" w:rsidRDefault="00E34068" w:rsidP="00862548"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="6398" w:type="dxa"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="730C149C" w14:textId="7CFAF31F" w:rsidR="00E34068" w:rsidRPr="00645396" w:rsidRDefault="00E34068" w:rsidP="00862548"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00645396"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t xml:space="preserve">Estudio de caso en el Centro de Terapia de Protones, utilizando BIM para mejorar la gestión de recursos </w:t></w:r><w:r w:rsidR="00A03E11" w:rsidRPr="00645396"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t xml:space="preserve">de encofrados </w:t></w:r><w:r w:rsidRPr="00645396"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>y comparar datos de modelado con la realidad.</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00E34068" w:rsidRPr="00B770E1" w14:paraId="6A253BD0" w14:textId="77777777" w:rsidTr="00645396"><w:trPr><w:tblCellSpacing w:w="15" w:type="dxa"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1167" w:type="dxa"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="7BC7A85F" w14:textId="0DD5AADE" w:rsidR="00E34068" w:rsidRPr="00645396" w:rsidRDefault="004340C4" w:rsidP="00862548"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00645396"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>(</w:t></w:r><w:r w:rsidR="00E34068" w:rsidRPr="00645396"><w:rPr><w:rFonts w:ascii="Times New Roman" 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w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Herramienta específica utilizada en el estudio para crear el modelo BIM del proyecto.</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00E34068" w:rsidRPr="00B770E1" w14:paraId="51E4026C" w14:textId="77777777" w:rsidTr="00645396"><w:trPr><w:tblCellSpacing w:w="15" w:type="dxa"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1167" w:type="dxa"/><w:tcBorders><w:bottom w:val="single" w:sz="4" w:space="0" w:color="auto"/></w:tcBorders><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="6F7F9C0E" w14:textId="6EDBC4BA" w:rsidR="00E34068" w:rsidRPr="00645396" w:rsidRDefault="00E34068" w:rsidP="00862548"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="6398" w:type="dxa"/><w:tcBorders><w:bottom w:val="single" w:sz="4" w:space="0" w:color="auto"/></w:tcBorders><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="0D92C032" w14:textId="77777777" w:rsidR="00E34068" w:rsidRPr="00645396" w:rsidRDefault="00E34068" w:rsidP="00862548"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00645396"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Proceso de validación y análisis financiero basado en datos reales del proyecto y la lista de proveedores.</w:t></w:r></w:p></w:tc></w:tr></w:tbl><w:p w14:paraId="3E55EAE3" w14:textId="3277AC43" w:rsidR="0079561B" w:rsidRPr="00C115BE" 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New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00645396"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Compromiso con prácticas más ecológicas y su impacto en la industria de la construcción.</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="000C2F8E" w:rsidRPr="00597751" w14:paraId="70EFA29C" w14:textId="77777777" w:rsidTr="00645396"><w:trPr><w:trHeight w:val="600"/><w:jc w:val="center"/></w:trPr><w:tc><w:tcPr><w:tcW w:w="1727" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="2F34EA54" w14:textId="77777777" w:rsidR="000C2F8E" w:rsidRPr="00645396" w:rsidRDefault="000C2F8E" w:rsidP="000C2F8E"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00645396"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Li et al., 2022</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="5786" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="1C0E701C" w14:textId="77777777" w:rsidR="000C2F8E" w:rsidRPr="00645396" w:rsidRDefault="000C2F8E" w:rsidP="000C2F8E"><w:pPr><w:spacing w:after="0" w:line="240" 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w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="343E1C9B" w14:textId="77777777" w:rsidR="000C2F8E" w:rsidRPr="00645396" w:rsidRDefault="000C2F8E" w:rsidP="000C2F8E"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00645396"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Valle et al., 2011</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="5786" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign 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fillcolor="white [3201]" stroked="f" strokeweight=".5pt"><v:textbox><w:txbxContent><w:p w14:paraId="69EC960E" w14:textId="598B71B5" w:rsidR="00C314A0" w:rsidRPr="00BD4220" w:rsidRDefault="00C314A0" w:rsidP="00C314A0"><w:pPr><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="18"/><w:szCs w:val="18"/></w:rPr></w:pPr><w:r><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="18"/><w:szCs w:val="18"/></w:rPr><w:t>73</w:t></w:r></w:p></w:txbxContent></v:textbox></v:shape></w:pict></mc:Fallback></mc:AlternateContent></w:r><w:r w:rsidR="00384120" w:rsidRPr="00297553"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t xml:space="preserve">Nota: </w:t></w:r><w:r w:rsidR="00887148" w:rsidRPr="00297553"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>La imagen presentada sintetiza la cuantificación y los detalles de las medidas de los elementos empleados</w:t></w:r><w:r w:rsidR="00D5590A" w:rsidRPr="00297553"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t xml:space="preserve"> en la gestión de encofrados</w:t></w:r><w:r w:rsidR="00887148" w:rsidRPr="00297553"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t xml:space="preserve"> mediante una herramienta BIM </w:t></w:r><w:r w:rsidR="00BB112B" w:rsidRPr="00297553"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs 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w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t xml:space="preserve"> </w:t></w:r><w:r w:rsidR="00E168BA" w:rsidRPr="00297553"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Multifamiliar</w:t></w:r><w:r w:rsidR="00887148" w:rsidRPr="00297553"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>. Al realizar una planificación precisa de estos elementos, se logra una recopilación exacta de la lista de materiales necesarios, facilitando así la minimización de desperdicios derivados de una planificación deficiente. Este enfoque</w:t></w:r><w:r w:rsidR="006F2861" w:rsidRPr="00297553"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t xml:space="preserve"> de obtención de datos mediante un modelado con información de cada elemento,</w:t></w:r><w:r w:rsidR="00887148" w:rsidRPr="00297553"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t xml:space="preserve"> resalta la importancia de la organización meticulosa en la fase inicial del proyecto, promoviendo una gestión eficiente de recursos y una ejecución más efectiva.</w:t></w:r></w:p><w:p w14:paraId="1AA0E308" w14:textId="6C15A51F" w:rsidR="00A301D5" w:rsidRPr="00886F0A" w:rsidRDefault="00A301D5" w:rsidP="00886F0A"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:ind 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w:val="20"/></w:rPr><w:instrText xml:space="preserve"> SEQ Tabla \* ARABIC </w:instrText></w:r><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:fldChar w:fldCharType="separate"/></w:r><w:r w:rsidR="000B4091"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:noProof/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>11</w:t></w:r><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:color w:val="000000"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:fldChar w:fldCharType="end"/></w:r></w:p><w:p w14:paraId="027858D5" w14:textId="77CCDC35" w:rsidR="00A301D5" w:rsidRPr="00886F0A" w:rsidRDefault="00A301D5" 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Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Coste laboral</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="862" w:type="dxa"/><w:tcBorders><w:top w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:left w:val="nil"/><w:bottom w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="36AA57BE" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Costo material</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1286" w:type="dxa"/><w:tcBorders><w:top w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:left w:val="nil"/><w:bottom w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="3FF4D895" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Velocidad de construcción</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1494" w:type="dxa"/><w:tcBorders><w:top w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:left w:val="nil"/><w:bottom w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="2F25ADB0" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Geometría</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1296" w:type="dxa"/><w:tcBorders><w:top w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:left w:val="nil"/><w:bottom w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="5384FF72" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Calidad de la superficie</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1418" w:type="dxa"/><w:tcBorders><w:top w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:left w:val="nil"/><w:bottom w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="30488F55" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Reciclaje y Reutilización de Encofrados</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00184382" w:rsidRPr="00886F0A" w14:paraId="54732FDF" w14:textId="77777777" w:rsidTr="006620FE"><w:tc><w:tcPr><w:tcW w:w="1140" w:type="dxa"/><w:tcBorders><w:top w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="698E3D2C" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Encofrado de madera</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1107" w:type="dxa"/><w:tcBorders><w:top w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="10CDA6F7" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Alto</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="862" w:type="dxa"/><w:tcBorders><w:top w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="3C8B0D60" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Medio</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1286" w:type="dxa"/><w:tcBorders><w:top w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="3D8CE5D4" w14:textId="341AD95D" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Bajo</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1494" w:type="dxa"/><w:tcBorders><w:top w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="6159DA91" w14:textId="5056F269" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Se utiliza principalmente en configuraciones regulares (se necesitan disposiciones específicas para formas complejas)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1296" w:type="dxa"/><w:tcBorders><w:top w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="4F22E3BC" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Medio</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1418" w:type="dxa"/><w:tcBorders><w:top w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="08879531" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Sí (restringido a configuraciones similares).</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00184382" w:rsidRPr="00886F0A" w14:paraId="237C6F28" w14:textId="77777777" w:rsidTr="006620FE"><w:tc><w:tcPr><w:tcW w:w="1140" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="62006B41" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Encofrados Metálicos</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1107" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="451F965F" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Mediano (Rebajado porque es reutilizable)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="862" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="67D89AB8" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Alto</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1286" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="7BB4675F" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Bajo</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1494" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="52EEA23E" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Principalmente para formas ortogonales.</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1296" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="27D312BF" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Alto</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1418" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="6782E447" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Sí (restringido a configuraciones similares).</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00184382" w:rsidRPr="00886F0A" w14:paraId="6ACCBA8E" w14:textId="77777777" w:rsidTr="006620FE"><w:tc><w:tcPr><w:tcW w:w="1140" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="77C11291" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Encofrado de tela</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1107" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="44F237FE" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Medio (reducido al tejer)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="862" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="1B5AD3BB" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Bajo</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1286" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="06797937" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Alto</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1494" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="7D2BE302" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Adaptable (determinado por el sistema de soporte).</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1296" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="17B0AE21" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Alto</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1418" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="7014D8C4" w14:textId="301EBBBC" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Restringido (normalmente contaminado después de verter el hormigón).</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00184382" w:rsidRPr="00886F0A" w14:paraId="57447EAB" w14:textId="77777777" w:rsidTr="006620FE"><w:tc><w:tcPr><w:tcW w:w="1140" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="4B1DD465" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Espuma de poliestireno fresada con CNC</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1107" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="5269F571" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Bajo</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="862" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="45F9C638" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Medio</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1286" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="1A3627D7" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Medio</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1494" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="2AA32040" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Ilimitado</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1296" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="4F18F31E" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Alto (Con revestimiento)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1418" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="0B33A4C3" w14:textId="5B57B3C2" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Sí (restringido a configuraciones similares).</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00184382" w:rsidRPr="00886F0A" w14:paraId="37F752CC" w14:textId="77777777" w:rsidTr="006620FE"><w:tc><w:tcPr><w:tcW w:w="1140" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="79BC37F1" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>plástico impreso en 3D</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1107" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="44BAFFE0" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Bajo</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="862" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="54F720CC" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Alto</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1286" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="27B20595" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Medio (limitado por escala)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1494" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="738CE5F0" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Factible para formas no convencionales (con limitaciones en términos de escala).</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1296" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="7F5E2CF5" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Bajo (existe la posibilidad de dañar la superficie durante el decapado)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1418" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="5AEFAE1C" w14:textId="326FF928" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>No</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00184382" w:rsidRPr="00886F0A" w14:paraId="6191E306" w14:textId="77777777" w:rsidTr="006620FE"><w:tc><w:tcPr><w:tcW w:w="1140" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="263021CB" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>molde modular</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1107" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="1F8D3FBD" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Medio</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="862" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="08D30B15" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Medio</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1286" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="235CDACE" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Alto</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1494" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="3C42D0D3" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>formas regulares</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1296" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="6A520D22" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Medio</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1418" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="68CED36D" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>No</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00184382" w:rsidRPr="00886F0A" w14:paraId="719ACEC4" w14:textId="77777777" w:rsidTr="006620FE"><w:tc><w:tcPr><w:tcW w:w="1140" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="34BF42A2" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>encofrado de arena</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1107" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="286C1872" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Bajo (con impresión 3D)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="862" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="55F28DDA" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Muy bajo</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1286" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="5538C620" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Acondicionado por el método de fabricación.</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1494" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="7E15A2F9" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Ilimitado</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1296" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="1F1A1322" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Alto (con agentes desmoldantes)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1418" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="nil"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="465CCFC0" w14:textId="3E0F18F4" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Sí</w:t></w:r></w:p></w:tc></w:tr><w:tr w:rsidR="00184382" w:rsidRPr="00886F0A" w14:paraId="4EA632BE" w14:textId="77777777" w:rsidTr="006620FE"><w:tc><w:tcPr><w:tcW w:w="1140" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="5AFB231F" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Encofrado de hielo</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1107" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="6F7F4815" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Bajo (con fresado CNC)</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="862" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="00FD3615" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Muy bajo</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1286" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="0D107F33" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Acondicionado por el método de fabricación.</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1494" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="4CEC8A84" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Ilimitado</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1296" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="298AB7C5" w14:textId="77777777" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Alto</w:t></w:r></w:p></w:tc><w:tc><w:tcPr><w:tcW w:w="1418" w:type="dxa"/><w:tcBorders><w:top w:val="nil"/><w:left w:val="nil"/><w:bottom w:val="single" w:sz="4" w:space="0" w:color="auto"/><w:right w:val="nil"/></w:tcBorders><w:shd w:val="clear" w:color="auto" w:fill="auto"/><w:vAlign w:val="center"/><w:hideMark/></w:tcPr><w:p w14:paraId="49B8B936" w14:textId="7CF72E18" w:rsidR="00184382" w:rsidRPr="00886F0A" w:rsidRDefault="00184382" w:rsidP="00A27114"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="center"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>Sí</w:t></w:r></w:p></w:tc></w:tr><w:bookmarkEnd w:id="6"/></w:tbl><w:p w14:paraId="08D4F351" w14:textId="77777777" w:rsidR="00A301D5" w:rsidRPr="00886F0A" w:rsidRDefault="00A301D5" w:rsidP="00886F0A"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/><w:lang w:val="es-ES_tradnl"/></w:rPr></w:pPr></w:p><w:p w14:paraId="60CB4FFC" w14:textId="77777777" w:rsidR="00A301D5" w:rsidRPr="00886F0A" w:rsidRDefault="00A301D5" w:rsidP="00886F0A"><w:pPr><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr></w:p><w:p w14:paraId="3EFC0EDB" w14:textId="77777777" w:rsidR="00645396" w:rsidRPr="00886F0A" w:rsidRDefault="00645396" w:rsidP="00886F0A"><w:pPr><w:suppressAutoHyphens/><w:spacing w:after="0" w:line="240" w:lineRule="auto"/><w:ind w:left="567" w:right="616"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr></w:p><w:p w14:paraId="37372283" w14:textId="4415479C" w:rsidR="00A457E1" w:rsidRPr="00886F0A" w:rsidRDefault="00070702" w:rsidP="00886F0A"><w:pPr><w:tabs><w:tab w:val="left" w:pos="8931"/></w:tabs><w:suppressAutoHyphens/><w:spacing w:after="0"/><w:ind w:left="1276" w:right="49"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr></w:pPr><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t xml:space="preserve">Nota: </w:t></w:r><w:r w:rsidR="00184382" w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t xml:space="preserve">La muestra una comparativa de los diferentes tipos de encofrados, especificando la reutilización de cada uno. </w:t></w:r><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t xml:space="preserve">Adaptado de </w:t></w:r><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:bCs/><w:i/><w:iCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t xml:space="preserve">Una revisión de los sistemas de encofrado para la construcción moderna de hormigón </w:t></w:r><w:r w:rsidRPr="00886F0A"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:bCs/><w:sz w:val="20"/><w:szCs w:val="20"/></w:rPr><w:t>(p. 52), por Wei Li et al. 2022, Estructuras, 38.</w:t></w:r></w:p><w:p w14:paraId="39B71FB7" w14:textId="5183ACF4" w:rsidR="00C246E0" w:rsidRPr="008F35D8" w:rsidRDefault="00F25A78" w:rsidP="00FC3F15"><w:pPr><w:pStyle w:val="Ttulo1"/><w:spacing w:before="0" w:line="360" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:color w:val="000000" w:themeColor="text1"/><w:sz w:val="24"/><w:szCs 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fillcolor="white [3201]" stroked="f" strokeweight=".5pt"><v:textbox><w:txbxContent><w:p w14:paraId="75955445" w14:textId="2F2BB442" w:rsidR="00C314A0" w:rsidRPr="00BD4220" w:rsidRDefault="00C314A0" w:rsidP="00C314A0"><w:pPr><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="18"/><w:szCs w:val="18"/></w:rPr></w:pPr><w:r><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="18"/><w:szCs w:val="18"/></w:rPr><w:t>74</w:t></w:r></w:p></w:txbxContent></v:textbox></v:shape></w:pict></mc:Fallback></mc:AlternateContent></w:r><w:r w:rsidR="00645396" w:rsidRPr="00645396"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>La integración de Lean Construction y BIM en la industria de la construcción, particularmente en la fase de encofrado, evidencia mejoras sustanciales en la planificación y el control de procesos. Los hallazgos confirman la efectividad de los modelos dinámicos de planificación de encofrados (Tazikova et al., 2023) y resaltan la necesidad de un enfoque sistemático para optimizar la eficiencia y la gestión de recursos en proyectos cons</w:t></w:r><w:r w:rsidR="00645396"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>tructivos (Tezel et al., 2020).</w:t></w:r></w:p><w:p w14:paraId="51B9523C" w14:textId="2C5B77ED" w:rsidR="00645396" w:rsidRPr="00645396" w:rsidRDefault="00645396" w:rsidP="00645396"><w:pPr><w:spacing w:after="0" w:line="360" w:lineRule="auto"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00645396"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:lastRenderedPageBreak/><w:t>Al contrastar los resultados con estudios previos, se reafirma la sinergia entre Lean Construction y BIM en pequeñas y medianas empresas (Algan et al., 2020), lo que respalda la implementación de prácticas lean orientadas a reducir desperdicios y mejorar el flujo de trabajo en la ejecución de encofrados (Chien-Ho y Jiun-De, 2015). Asimismo, el uso del sistema Last Planner se presenta como una oportunidad de mejora, dado su impacto positivo en la disminución de variaciones y retrasos en la producción (Gao y Pheng Low, 2014; Choi et a</w:t></w:r><w:r><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>l., 2023).</w:t></w:r></w:p><w:p w14:paraId="5A8DF5F0" w14:textId="7E58FCD3" w:rsidR="00645396" w:rsidRPr="00645396" w:rsidRDefault="00645396" w:rsidP="00645396"><w:pPr><w:spacing w:after="0" w:line="360" w:lineRule="auto"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00645396"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>En términos prácticos, la integración de Lean y BIM se ha consolidado como una estrategia eficaz para reducir desperdicios y optimizar procesos constructivos. Estudios demuestran que su aplicación conjunta disminuye tiempos de diseño y ejecución, lo que mejora la eficiencia del proyecto (Eldeep, Farag, &amp; Abd El-hafez, 2022). De manera complementaria, Likita, Jelodar, Vishnupriya y Rotimi (2025) proponen lineamientos prácticos que facilitan a los actores del sector la implementación de ambas meto</w:t></w:r><w:r><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>dologías de forma integrada.</w:t></w:r></w:p><w:p w14:paraId="6D6B251C" w14:textId="3A3D5854" w:rsidR="00645396" w:rsidRPr="00645396" w:rsidRDefault="00645396" w:rsidP="00645396"><w:pPr><w:spacing w:after="0" w:line="360" w:lineRule="auto"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00645396"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">No obstante, la aplicación de Lean-BIM enfrenta desafíos importantes. Entre ellos destacan la resistencia al cambio organizacional, la necesidad de capacitación técnica especializada y los altos costos iniciales de adopción tecnológica, factores que limitan su implementación en ciertas empresas y contextos. Además, en proyectos de menor escala, la falta de recursos y de infraestructura digital puede dificultar la integración </w:t></w:r><w:r><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>efectiva de estas metodologías.</w:t></w:r></w:p><w:p w14:paraId="18D352AE" w14:textId="41725BFB" w:rsidR="00645396" w:rsidRPr="00645396" w:rsidRDefault="00645396" w:rsidP="00645396"><w:pPr><w:spacing w:after="0" w:line="360" w:lineRule="auto"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00645396"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Este estudio también reconoce algunas limitaciones. Al tratarse de una revisión documental, los resultados dependen de la disponibilidad y calidad de los estudios publicados, lo que podría generar sesgos en el análisis. Asimismo, no se incluyeron estudios empíricos aplicados a todos los tipos de proyectos, lo que restringe la generalización de los hallazgos.</w:t></w:r></w:p><w:p w14:paraId="6448EDA2" w14:textId="26A200C7" w:rsidR="00645396" w:rsidRPr="00737933" w:rsidRDefault="00645396" w:rsidP="008F35D8"><w:pPr><w:spacing w:after="0" w:line="360" w:lineRule="auto"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00645396"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Finalmente, los resultados abren camino para futuras investigaciones, particularmente en torno a la integración de Lean-BIM con tecnologías emergentes como Digital Twin e IoT, que pueden potenciar la sostenibilidad y eficiencia de la construcción. De igual manera, los hallazgos ofrecen insumos relevantes para la toma de decisiones en la gestión de encofrados, fomentando prácticas sostenibles y la reducción de costos en proyectos de diferentes escalas.</w:t></w:r></w:p><w:p w14:paraId="4EB99298" w14:textId="3860FE6D" w:rsidR="00D739CE" w:rsidRDefault="00F25A78" w:rsidP="008F35D8"><w:pPr><w:pStyle w:val="Ttulo1"/><w:spacing w:before="0" w:line="360" w:lineRule="auto"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="008F35D8"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:color w:val="000000" w:themeColor="text1"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>CONCLUSIONES</w:t></w:r></w:p><w:p w14:paraId="064DE44A" w14:textId="30049D5F" w:rsidR="009D2975" w:rsidRPr="009D2975" 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fillcolor="white [3201]" stroked="f" strokeweight=".5pt"><v:textbox><w:txbxContent><w:p w14:paraId="39314226" w14:textId="72613C0A" w:rsidR="00C314A0" w:rsidRPr="00BD4220" w:rsidRDefault="00C314A0" w:rsidP="00C314A0"><w:pPr><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="18"/><w:szCs w:val="18"/></w:rPr></w:pPr><w:r><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="18"/><w:szCs w:val="18"/></w:rPr><w:t>75</w:t></w:r></w:p></w:txbxContent></v:textbox></v:shape></w:pict></mc:Fallback></mc:AlternateContent></w:r><w:r w:rsidR="009D2975" w:rsidRPr="009D2975"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">La integración de Lean Construction y Building Information Modeling (BIM) en la fase de encofrados constituye una estrategia efectiva para optimizar la planificación, reducir desperdicios y mejorar la productividad en los proyectos de construcción. Los hallazgos confirman que el uso de principios Lean favorece la eliminación de actividades que no agregan valor, mientras que BIM aporta herramientas de visualización y modelado que permiten una gestión más precisa del inventario y </w:t></w:r><w:r w:rsidR="009D2975"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>los recursos.</w:t></w:r></w:p><w:p w14:paraId="0B1482A6" w14:textId="5BDEF3F0" w:rsidR="009D2975" w:rsidRPr="009D2975" w:rsidRDefault="009D2975" w:rsidP="009D2975"><w:pPr><w:spacing w:after="0" w:line="360" w:lineRule="auto"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="009D2975"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:lastRenderedPageBreak/><w:t>Este estudio contribuye al sector al demostrar que la aplicación conjunta de Lean y BIM no solo incrementa la eficiencia en costos, tiempos y calidad, sino que también fortalece la capacidad de toma de decisiones informadas en la gestión de encofrados. Además, la investigación refuerza la importancia de vincular estas metodologías con prácticas de sostenibilidad, promoviendo la optimización del uso de materiales y la r</w:t></w:r><w:r><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>educción del impacto ambiental.</w:t></w:r></w:p><w:p w14:paraId="10BAD9CF" w14:textId="653D4C11" w:rsidR="009D2975" w:rsidRPr="00403FAB" w:rsidRDefault="009D2975" w:rsidP="00403FAB"><w:pPr><w:spacing w:after="0" w:line="360" w:lineRule="auto"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="009D2975"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Finalmente, los resultados tienen aplicabilidad en distintos contextos constructivos, desde proyectos de pequeña y mediana escala hasta obras de mayor complejidad, lo que resalta su potencial como lineamiento estratégico para el futuro de la industria de la construcción. </w:t></w:r></w:p><w:p w14:paraId="71529D39" w14:textId="25FEB8B5" w:rsidR="000F283B" w:rsidRPr="009D2975" w:rsidRDefault="00F25A78" w:rsidP="00403FAB"><w:pPr><w:pStyle w:val="Ttulo1"/><w:spacing w:before="0" w:line="360" w:lineRule="auto"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:color w:val="000000"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:b/><w:color w:val="000000"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">REFERENCIAS BIBLIOGRÁFICAS </w:t></w:r></w:p><w:p w14:paraId="0FD492CD" w14:textId="1373073D" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="00403FAB"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:spacing w:line="360" w:lineRule="auto"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Abebe Wondimu, P., Hosseini, A., Lohne, J., Hailemichael, E., &amp; Laedre, O. (2016). Early Contractor Involvement in Public Infrastructure Projects. 24th</w:t></w:r><w:r w:rsidRPr="00F34588"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve"> Annual Conference of the International Group for Lean Construction</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve"> - Boston, Massachusetts, USA - 2016. </w:t></w:r><w:hyperlink r:id="rId28" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://iglc.net/papers/Details/1282</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="6910738C" w14:textId="2D1BAAAD" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="001B26A4"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Baskova, R., Tazikova, A., Strukova, Z., Kozlovska, M., &amp; Cabala, J. (2023). A Dynamic Model for Effective and Optimal Planning of Formwork in Construction Projects. </w:t></w:r><w:r w:rsidRPr="00F34588"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Buildings</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve"> 2023, Vol. 13, Page 1794, 13(7), 1794. </w:t></w:r><w:hyperlink r:id="rId29" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.3390/BUILDINGS13071794</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="372DC117" w14:textId="4EDE0315" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="001B26A4"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Binninger, M., Dlouhy, J., Schneider, J., &amp; Haghsheno, S. (2017). How Can Lean Construction Improve the Daily Schedule of A Construction Manager? IOP </w:t></w:r><w:r w:rsidRPr="00F34588"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Conference Series: Materials Science and Engineering, </w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">245(6), 062019. </w:t></w:r><w:hyperlink r:id="rId30" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.1088/1757-899X/245/6/062019</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="7155532A" w14:textId="5933BC67" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="001B26A4"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Blandín, F. (2023). La metodología Lean Construction: una revisión sistemática a la bibliografía (2019-2023). </w:t></w:r><w:r w:rsidRPr="00F34588"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">South Florida Journal of Development, </w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">4(6), 2413–2431. </w:t></w:r><w:hyperlink r:id="rId31" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.46932/sfjdv4n6-016</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="71645ADB" w14:textId="266B1DFE" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="001B26A4"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Choi, M., Kim, S., &amp; Kim, S. (2024). Semi-automated visualization method for visual inspection of buildings on BIM using 3D point cloud. </w:t></w:r><w:r w:rsidRPr="00F34588"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Journal of Building Engineering</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">, 81, 108017. </w:t></w:r><w:hyperlink r:id="rId32" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.1016/J.JOBE.2023.108017</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="31FE7347" w14:textId="498958C0" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="001B26A4"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Dallasega, P., Revolti, A., Sauer, P. C., Schulze, F., &amp; Rauch, E. (2020). BIM, Augmented and Virtual Reality empowering Lean Construction Management: a project simulation game. </w:t></w:r><w:r w:rsidRPr="00F34588"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Procedia Manufacturing, </w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">45, 49–54. </w:t></w:r><w:hyperlink r:id="rId33" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.1016/J.PROMFG.2020.04.059</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="09993E0B" w14:textId="6C635FA9" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="001B26A4"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">De Almeida, F., Furtado, L. M., Neves, C. C., Gois, D., &amp; de Melo, R. (2020). Previsão da geração de resíduos na construção civil por meio da modelagem BIM. </w:t></w:r><w:r w:rsidRPr="00F82581"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Ambiente Construído</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">, 20(4), 157–176. </w:t></w:r><w:hyperlink r:id="rId34" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.1590/S1678-86212020000400465</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="56EDD7E7" w14:textId="766A4D58" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00515EE3" 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R., Brito, F. L., &amp; Mourão, C. A. M. A. (2017). Standardized Work: Practical Examples in a Brazilian Construction Company. IGLC 2017 - Proceedings of the 25th </w:t></w:r><w:r w:rsidR="00DB4E45" w:rsidRPr="00F82581"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Annual Conference of the International Group for Lean Construction</w:t></w:r><w:r w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">, 713–720. </w:t></w:r><w:hyperlink r:id="rId35" w:history="1"><w:r w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.24928/2017/0128</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="7D80A3B0" w14:textId="466420AF" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="001B26A4"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:lastRenderedPageBreak/><w:t xml:space="preserve">Duan, H., &amp; Li, J. (2016a). Construction and demolition waste management: China’s lessons. Waste </w:t></w:r><w:r w:rsidRPr="00F82581"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Management and Research</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">, 34(5), 397–398. </w:t></w:r><w:hyperlink r:id="rId36" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.1177/0734242X16647603</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="6F087C7B" w14:textId="413FC321" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="00864466"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Dziuba, D., &amp; Almeder, C. (2023). New construction heuristic for capacitated lot sizing problems. European </w:t></w:r><w:r w:rsidRPr="00F82581"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Journal of Operational Research,</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve"> 311(3), 906–920. </w:t></w:r><w:hyperlink r:id="rId37" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.1016/J.EJOR.2023.06.002</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="462DA680" w14:textId="12554554" w:rsidR="00953152" w:rsidRPr="00BC2AAA" w:rsidRDefault="00953152" w:rsidP="00864466"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Eldeep, A. M., Farag, M. A. M., &amp; Abd El-hafez, L. M. (2022). Using BIM as a lean management tool in construction processes – A case study. </w:t></w:r><w:r w:rsidRPr="00F82581"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Ain Shams Engineering Journal</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">, 13(2), 101556. </w:t></w:r><w:hyperlink r:id="rId38" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.1016/j.asej.2021.07.009</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="339C7737" w14:textId="499461C0" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="00864466"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Fabozzi, S., Biancardo, S. A., Veropalumbo, R., &amp; Bilotta, E. (2021a). I-BIM based approach for geotechnical and numerical modelling of a conventional tunnel excavation. </w:t></w:r><w:r w:rsidRPr="00F82581"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Tunnelling and Underground Space Technology,</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve"> 108, 103723. </w:t></w:r><w:hyperlink r:id="rId39" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.1016/J.TUST.2020.103723</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="404773E1" w14:textId="2FC8D335" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="00864466"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Gao, S., &amp; Low, S. P. (2014). The Last Planner System in China’s construction industry — A SWOT analysis on implementation. </w:t></w:r><w:r w:rsidRPr="00966AE3"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>International Journal of Project Management</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">, 32(7), 1260–1272. </w:t></w:r><w:hyperlink r:id="rId40" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.1016/J.IJPROMAN.2014.01.002</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="10355E5A" w14:textId="2B682DC1" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="00864466"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Garcés, G., &amp; Peña, C. (2023). A  Review on Lean Construction for Construction Project Management. </w:t></w:r><w:r w:rsidRPr="00966AE3"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Revista Ingeniería de Construcción</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">, 38(1), 43–60. </w:t></w:r><w:hyperlink r:id="rId41" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.7764/RIC.00051.21</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="6A714D7A" w14:textId="34D144DF" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="00864466"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Haronian, E., &amp; Sacks, R. (2020). ROADELS: discrete information objects for production planning and control of road construction. ITcon Vol. 25,  Special Issue EWork and EBusiness in Architecture, </w:t></w:r><w:r w:rsidRPr="00966AE3"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Engineering and Construction</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve"> 2018 , Pg. 254-271, </w:t></w:r><w:hyperlink r:id="rId42" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Http://Www.Itcon.Org/2020/15, 25(15), 254–271.</w:t></w:r></w:hyperlink><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve"> </w:t></w:r><w:hyperlink r:id="rId43" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.36680/J.ITCON.2020.015</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="17B636A9" w14:textId="2E242F47" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="00864466"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Hoyos, M. F., &amp; Botero, L. F. (2018). Evolución e impacto mundial del Last Planner System: una revisión de la literatura. </w:t></w:r><w:r w:rsidRPr="00966AE3"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Ingeniería y Desarrollo</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">, 36(1), 187–214. </w:t></w:r><w:hyperlink r:id="rId44" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.14482/INDE.36.1.10946</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="445BB61B" w14:textId="7C37A907" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="00864466"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">James, J., Ikuma, L. H., Nahmens, I., &amp; Aghazadeh, F. (2014). The impact of Kaizen on safety in modular home manufacturing. </w:t></w:r><w:r w:rsidRPr="00966AE3"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>International Journal of Advanced Manufacturing Technology,</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve"> 70(1–4), 725–734. </w:t></w:r><w:hyperlink r:id="rId45" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.1007/S00170-013-5315-0/METRICS</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="38B2AFC0" w14:textId="49107848" w:rsidR="00C36B1C" w:rsidRPr="00BC2AAA" w:rsidRDefault="00C36B1C" w:rsidP="00864466"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Karaz, M., &amp; Teixeira, J. C. (2023). Waste elimination based on Lean Construction and Building Information Modelling: A systematic literature review. U.Porto </w:t></w:r><w:r w:rsidRPr="002B4445"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Journal of Engineering</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">, 9(3), 72–90. </w:t></w:r><w:hyperlink r:id="rId46" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.24840/2183-6493_009-003_001808</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="0D65F2F1" w14:textId="25D11BE1" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="00864466"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Karatas, I., &amp; Budak, A. 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T. (2016). 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Making formwork construction lean. </w:t></w:r><w:r w:rsidR="00DB4E45" w:rsidRPr="002B4445"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Journal of Civil Engineering and Management,</w:t></w:r><w:r w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve"> 21(4), 444–458. </w:t></w:r><w:hyperlink r:id="rId49" w:history="1"><w:r w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.3846/13923730.2014.890655</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="365D20A0" w14:textId="463B9C32" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="00383DA8"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:lastRenderedPageBreak/><w:t xml:space="preserve">Ko, C.-H., Wang, W.-C., &amp; Kuo, J.-D. (2011). Improving Formwork Engineering Using the Toyota Way. </w:t></w:r><w:r w:rsidRPr="002B4445"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Journal of Engineering, Project, and Production Management,</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve"> 1(1), 13–27.</w:t></w:r><w:r w:rsidR="005B7F5D" w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve"> </w:t></w:r><w:hyperlink r:id="rId50" w:history="1"><w:r w:rsidR="005B7F5D" w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://www.researchgate.net/publication/260301829</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="2DB977F0" w14:textId="517ACDDE" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="00383DA8"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Kumar, R., Chauhan, P. S., Kumar Dwivedi, R., Pratap Singh, A., &amp; Prasad, J. (2022). Design and development of ball dispenser Machine through lean manufacturing tool Poka-Yoke technique in automobile industries. </w:t></w:r><w:r w:rsidRPr="006B6160"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Materials Today: Proceedings</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">, 62(P12), 6530–6533. </w:t></w:r><w:hyperlink r:id="rId51" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.1016/J.MATPR.2022.04.335</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="3F3AF58C" w14:textId="553AE170" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="00383DA8"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Lee, E., Grooms, R., Mamidala, S., &amp; Nagy, P. (2014). Six easy steps on how to create a lean sigma value stream map for a multidisciplinary clinical operation. Journal of the American </w:t></w:r><w:r w:rsidRPr="006B6160"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>College of Radiology</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">, 11(12), 1144–1149. </w:t></w:r><w:hyperlink r:id="rId52" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.1016/j.jacr.2014.08.031</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="53EAE103" w14:textId="42E66C0A" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="00383DA8"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Li, W., Lin, X., Bao, D. W., &amp; Min Xie, Y. (2022). A review of formwork systems for modern concrete construction. </w:t></w:r><w:r w:rsidRPr="006B6160"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Structures</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">, 38, 52–63. </w:t></w:r><w:hyperlink r:id="rId53" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.1016/J.ISTRUC.2022.01.089</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="74C7122B" w14:textId="5B4E3CDA" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="00383DA8"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Liebringshausen, A., Eversmann, P., &amp; Göbert, A. (2023a). Circular, zero waste formwork - Sustainable and reusable systems for complex concrete elements. </w:t></w:r><w:r w:rsidRPr="006B6160"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Journal of Building Engineering</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">, 80, 107696. </w:t></w:r><w:hyperlink r:id="rId54" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.1016/J.JOBE.2023.107696</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="19E97E61" w14:textId="44EFDE3D" w:rsidR="00147931" w:rsidRPr="00BC2AAA" w:rsidRDefault="00147931" w:rsidP="00383DA8"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Likita, A. J., Jelodar, M. B., Vishnupriya, V., &amp; Rotimi, J. O. B. (2025). A guideline for BIM and lean integrated construction practice. </w:t></w:r><w:r w:rsidRPr="006B6160"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Smart and Sustainable Built Environment</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">, 14(4), 1264–1291. </w:t></w:r><w:hyperlink r:id="rId55" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.1108/SASBE-03-2024-0098</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="69438EB6" w14:textId="6CF2713A" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="002D2BF1"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Lin, C. J., Chen, F. F., &amp; Chen, Y. M. (2013). Knowledge kanban system for virtual research and development. </w:t></w:r><w:r w:rsidRPr="006B6160"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Robotics and Computer-Integrated Manufacturing,</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve"> 29(3), 119–134. </w:t></w:r><w:hyperlink r:id="rId56" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.1016/J.RCIM.2012.04.020</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="5FC6D38D" w14:textId="4B9F0CC8" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="00DD279C"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Lu, Q., Won, J., &amp; Cheng, J. C. P. (2016). A financial decision making framework for construction projects based on 5D Building Information Modeling (BIM). </w:t></w:r><w:r w:rsidRPr="006B6160"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>International Journal of Project Management</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">, 34(1), 3–21. </w:t></w:r><w:hyperlink r:id="rId57" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.1016/J.IJPROMAN.2015.09.004</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="69AEB697" w14:textId="161FF55F" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="00DD279C"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Mansuri, D. N. (2016). Optimization of Formwork Management Using Building Information Modeling (BIM) and Cascading Tool [Master’s thesis, University of Cincinnati].</w:t></w:r><w:r w:rsidR="003869F4" w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve"> </w:t></w:r><w:r w:rsidR="003869F4" w:rsidRPr="006B6160"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:noProof/><w:sz w:val="24"/><w:szCs w:val="24"/><w:lang w:val="es-ES" w:eastAsia="es-ES"/></w:rPr><w:t>Centro de Tesis y Disertaciones Electrónicas</w:t></w:r><w:r w:rsidR="003869F4" w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve"> OhioLINK. </w:t></w:r><w:hyperlink r:id="rId58" w:history="1"><w:r w:rsidR="003869F4" w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>http://rave.ohiolink.edu/etdc/view?acc_num=ucin1470743739</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="6E9FAE0C" w14:textId="1A85253E" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="00DD279C"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Maraqa, M. J., Sacks, R., &amp; Spatari, S. (2023). Strategies for reducing construction waste using lean principles. </w:t></w:r><w:r w:rsidRPr="006B6160"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:noProof/><w:sz w:val="24"/><w:szCs w:val="24"/><w:lang w:val="es-ES" w:eastAsia="es-ES"/></w:rPr><w:t>Resources, Conservation &amp; Recycling Advances</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">, 19, 200180. </w:t></w:r><w:hyperlink r:id="rId59" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.1016/J.RCRADV.2023.200180</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="7EE4F179" w14:textId="1198AFBD" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="00DD279C"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Miettinen, R., &amp; Paavola, S. (2014). 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(2023). Optimization of formworks shoring location as a continuous optimization problem. </w:t></w:r><w:r w:rsidR="00DB4E45" w:rsidRPr="006B6160"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:noProof/><w:sz w:val="24"/><w:szCs w:val="24"/><w:lang w:val="es-ES" w:eastAsia="es-ES"/></w:rPr><w:t xml:space="preserve">Structures, </w:t></w:r><w:r w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">56, 104949. </w:t></w:r><w:hyperlink r:id="rId61" w:history="1"><w:r w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.1016/J.ISTRUC.2023.104949</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="0D4470D0" w14:textId="2B653F6C" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="003E7929"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:lastRenderedPageBreak/><w:t xml:space="preserve">Nguyen, P., &amp; Akhavian, R. (2019). Synergistic Effect of Integrated Project Delivery, Lean Construction, and Building Information Modeling on Project Performance Measures: A Quantitative and Qualitative Analysis. </w:t></w:r><w:r w:rsidRPr="006B6160"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:noProof/><w:sz w:val="24"/><w:szCs w:val="24"/><w:lang w:val="es-ES" w:eastAsia="es-ES"/></w:rPr><w:t>Advances in Civil Engineering,</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve"> 2019(1), 1267048. </w:t></w:r><w:hyperlink r:id="rId62" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.1155/2019/1267048</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="15A8A3F2" w14:textId="4957BEA7" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="003E7929"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Nilimaa, J., Gamil, Y., &amp; Zhaka, V. (2023). Formwork Engineering for Sustainable Concrete </w:t></w:r><w:r w:rsidRPr="006B6160"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:noProof/><w:sz w:val="24"/><w:szCs w:val="24"/><w:lang w:val="es-ES" w:eastAsia="es-ES"/></w:rPr><w:t>Construction. CivilEng</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve"> 2023, Vol. 4, Pages 1098-1120, 4(4), 1098–1120. </w:t></w:r><w:hyperlink r:id="rId63" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.3390/CIVILENG4040060</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="01A6403A" w14:textId="3AD4A100" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="0063524E"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Nunes Mariz, R., Picchi, F. A., Denis Granja, A., Sávio, R., &amp; De Melo, S. (2013). Production Cells in Construction: Considering Time, Space and Information Linkages to Seek Broader Implementations. </w:t></w:r><w:r w:rsidRPr="006B6160"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:noProof/><w:sz w:val="24"/><w:szCs w:val="24"/><w:lang w:val="es-ES" w:eastAsia="es-ES"/></w:rPr><w:t>Journal of Engineering, Project, and Production Management</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">, 3(1), 46–55. </w:t></w:r><w:hyperlink r:id="rId64" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.32738/JEPPM.201301.0006</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="61FAA538" w14:textId="16B0B1F4" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="0063524E"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Nunes, R., Flavio, M., Picchi, A., &amp; Nunes Mariz, R. (2021). Implementation of lean practices facilitated by BIM functionalities in the construction phase: advances and opportunities. </w:t></w:r><w:r w:rsidRPr="006B6160"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:noProof/><w:sz w:val="24"/><w:szCs w:val="24"/><w:lang w:val="es-ES" w:eastAsia="es-ES"/></w:rPr><w:t>Ambiente Construído</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">, 21(4), 309–328. </w:t></w:r><w:hyperlink r:id="rId65" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.1590/S1678-86212021000400571</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="67A13F5E" w14:textId="73E58F88" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="0063524E"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Pronk, A., Brancart, S., &amp; Sanders, F. (2022). Reusing Timber Formwork in Building Construction: Testing, Redesign, and Socio-Economic Reflection. </w:t></w:r><w:r w:rsidRPr="006B6160"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:noProof/><w:sz w:val="24"/><w:szCs w:val="24"/><w:lang w:val="es-ES" w:eastAsia="es-ES"/></w:rPr><w:t>Urban Planning</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">, 7(2), 81–96. </w:t></w:r><w:hyperlink r:id="rId66" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.17645/UP.V7I2.5117</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="3008DF47" w14:textId="7C11D7C1" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="0063524E"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>Sacks, R., Eastman, C., Lee, G., &amp; Teicholz, P. (2018). Manual BIM: una guía para el BIM Handbook: A Guide to Building Information Modeling for Owners, Designers, Engineers, Contractors, and Facility Managers</w:t></w:r><w:r w:rsidRPr="006B6160"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:noProof/><w:sz w:val="24"/><w:szCs w:val="24"/><w:lang w:val="es-ES" w:eastAsia="es-ES"/></w:rPr><w:t>. BIM Handbook</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">. </w:t></w:r><w:hyperlink r:id="rId67" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.1002/9781119287568</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="5F6A705F" w14:textId="0843A42B" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="0063524E"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Sampaio, A. Z., Fernandes, V., &amp; Gomes, A. (2023). The use of BIM-based tools to improve collaborative building projects. </w:t></w:r><w:r w:rsidRPr="006B6160"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:noProof/><w:sz w:val="24"/><w:szCs w:val="24"/><w:lang w:val="es-ES" w:eastAsia="es-ES"/></w:rPr><w:t>Procedia Computer Science</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">, 219, 2027–2034. </w:t></w:r><w:hyperlink r:id="rId68" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.1016/J.PROCS.2023.01.504</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="1165D497" w14:textId="684D936D" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="00856008"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Sánchez, O., Galvis, J., Porras, H., Ardila, D., &amp; Martínez, A. (2017). BrIM 5D models and Lean Construction for planning work activities in reinforced concrete bridges. </w:t></w:r><w:r w:rsidRPr="006B6160"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:noProof/><w:sz w:val="24"/><w:szCs w:val="24"/><w:lang w:val="es-ES" w:eastAsia="es-ES"/></w:rPr><w:t>Revista Facultad de Ingeniería</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">, 26(46), 39–50. </w:t></w:r><w:hyperlink r:id="rId69" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.19053/01211129.V26.N46.2017.7314</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="0A9963CC" w14:textId="4516285D" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="00856008"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Schlachter, A., Rasmussen, M. H., &amp; Karlshøj, J. (2022). Using Linked Building Data for managing temporary construction items. </w:t></w:r><w:r w:rsidRPr="000C683C"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:noProof/><w:sz w:val="24"/><w:szCs w:val="24"/><w:lang w:val="es-ES" w:eastAsia="es-ES"/></w:rPr><w:t>Automation in Construction</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">, 139, 104258. </w:t></w:r><w:hyperlink r:id="rId70" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.1016/J.AUTCON.2022.104258</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="5E3F969B" w14:textId="2892F7AF" w:rsidR="00C36B1C" w:rsidRPr="00BC2AAA" w:rsidRDefault="00C36B1C" w:rsidP="00856008"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Sepasgozar, S. M. E., Hui, F. K. P., Shirowzhan, S., Foroozanfar, M., Yang, L., &amp; Aye, L. (2021). Lean Practices Using Building Information Modeling (BIM) and Digital Twinning for Sustainable </w:t></w:r><w:r w:rsidRPr="003924D9"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:noProof/><w:sz w:val="24"/><w:szCs w:val="24"/><w:lang w:val="es-ES" w:eastAsia="es-ES"/></w:rPr><w:t>Construction.</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve"> </w:t></w:r><w:hyperlink r:id="rId71" w:history="1"><w:r w:rsidRPr="003924D9"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:noProof/><w:sz w:val="24"/><w:szCs w:val="24"/><w:lang w:val="es-ES" w:eastAsia="es-ES"/></w:rPr><w:t>Sustainability,</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve"> 13(1), 161. https://doi.org/10.3390/su13010161</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="399652C4" w14:textId="6CA3F174" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="00856008"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Shrivastava, A., Chourasia, D., &amp; Saxena, S. (2021). Planning of formwork materials. </w:t></w:r><w:r w:rsidRPr="003924D9"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:noProof/><w:sz w:val="24"/><w:szCs w:val="24"/><w:lang w:val="es-ES" w:eastAsia="es-ES"/></w:rPr><w:t xml:space="preserve">Materials Today: Proceedings, </w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">47, 7060–7063. </w:t></w:r><w:hyperlink r:id="rId72" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.1016/J.MATPR.2021.06.121</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="56F1F1E2" w14:textId="538F1208" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" 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(2015). 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(2021). Analysis of Industrial Formwork Systems Supply Chain Using Value Stream Mapping. </w:t></w:r><w:r w:rsidRPr="003924D9"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:noProof/><w:sz w:val="24"/><w:szCs w:val="24"/><w:lang w:val="es-ES" w:eastAsia="es-ES"/></w:rPr><w:t>Journal of Engineering, Project, and Production Management</w:t></w:r><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">, 12(1), 47–61. </w:t></w:r><w:hyperlink r:id="rId74" w:history="1"><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t>https://doi.org/10.32738/JEPPM-2022-0005</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="1D50568D" w14:textId="238775CF" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="00856008"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="709" w:hanging="709"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="00BC2AAA"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr><w:t xml:space="preserve">Tezel, A., Taggart, M., Koskela, L., Tzortzopoulos, P., Hanahoe, J., &amp; Kelly, M. 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L., Baena-Extremera, A., &amp; Granero-Gallegos, A. (2011). 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A., &amp; Rivero, I. V. (2022). An influence diagram approach to automating lead time estimation in Agile Kanban project management. </w:t></w:r><w:r w:rsidRPr="003924D9"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:i/><w:iCs/><w:noProof/><w:sz w:val="24"/><w:szCs w:val="24"/><w:lang w:val="es-ES" w:eastAsia="es-ES"/></w:rPr><w:t>Expert Systems with Applications,</w:t></w:r><w:r w:rsidRPr="001B26A4"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:noProof/><w:sz w:val="24"/><w:szCs w:val="24"/><w:lang w:val="es-ES" w:eastAsia="es-ES"/></w:rPr><w:t xml:space="preserve"> 187, 115866. </w:t></w:r><w:hyperlink r:id="rId77" w:history="1"><w:r w:rsidRPr="001B26A4"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:noProof/><w:sz w:val="24"/><w:szCs w:val="24"/><w:lang w:val="es-ES" w:eastAsia="es-ES"/></w:rPr><w:t>https://doi.org/10.1016/J.ESWA.2021.115866</w:t></w:r></w:hyperlink></w:p><w:p w14:paraId="2EA5009D" w14:textId="218272B6" w:rsidR="00DB4E45" w:rsidRPr="00BC2AAA" w:rsidRDefault="00DB4E45" w:rsidP="00CF31CE"><w:pPr><w:autoSpaceDE w:val="0"/><w:autoSpaceDN w:val="0"/><w:ind w:left="720" w:hanging="720"/><w:jc w:val="both"/><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:sz w:val="24"/><w:szCs w:val="24"/></w:rPr></w:pPr><w:r w:rsidRPr="009F70A3"><w:rPr><w:rFonts w:ascii="Times New Roman" w:eastAsia="Times New Roman" w:hAnsi="Times New Roman" w:cs="Times New Roman"/><w:noProof/><w:sz w:val="24"/><w:szCs w:val="24"/><w:lang w:val="es-ES" w:eastAsia="es-ES"/></w:rPr><w:t xml:space="preserve">Yilmaz, G., Akcamete, A., &amp; Demirors, O. 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meth="repeat"><a:schemeClr val="dk1"/></dgm:linClrLst><dgm:effectClrLst/><dgm:txLinClrLst/><dgm:txFillClrLst meth="repeat"><a:schemeClr val="dk1"/></dgm:txFillClrLst><dgm:txEffectClrLst/></dgm:styleLbl><dgm:styleLbl name="dkBgShp"><dgm:fillClrLst meth="repeat"><a:schemeClr val="dk1"><a:shade val="80000"/></a:schemeClr></dgm:fillClrLst><dgm:linClrLst meth="repeat"><a:schemeClr val="dk1"/></dgm:linClrLst><dgm:effectClrLst/><dgm:txLinClrLst/><dgm:txFillClrLst meth="repeat"><a:schemeClr val="lt1"/></dgm:txFillClrLst><dgm:txEffectClrLst/></dgm:styleLbl><dgm:styleLbl name="trBgShp"><dgm:fillClrLst meth="repeat"><a:schemeClr val="dk1"><a:tint val="50000"/><a:alpha val="40000"/></a:schemeClr></dgm:fillClrLst><dgm:linClrLst meth="repeat"><a:schemeClr val="dk1"/></dgm:linClrLst><dgm:effectClrLst/><dgm:txLinClrLst/><dgm:txFillClrLst meth="repeat"><a:schemeClr val="lt1"/></dgm:txFillClrLst><dgm:txEffectClrLst/></dgm:styleLbl><dgm:styleLbl name="fgShp"><dgm:fillClrLst meth="repeat"><a:schemeClr 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r="0" g="0" b="0"/></a:effectRef><a:fontRef idx="minor"><a:schemeClr val="lt1"/></a:fontRef></dsp:style><dsp:txBody><a:bodyPr spcFirstLastPara="0" vert="horz" wrap="square" lIns="71120" tIns="40640" rIns="71120" bIns="40640" numCol="1" spcCol="1270" anchor="ctr" anchorCtr="0"><a:noAutofit/></a:bodyPr><a:lstStyle/><a:p><a:pPr marL="0" lvl="0" indent="0" algn="ctr" defTabSz="444500"><a:lnSpc><a:spcPct val="90000"/></a:lnSpc><a:spcBef><a:spcPct val="0"/></a:spcBef><a:spcAft><a:spcPct val="35000"/></a:spcAft><a:buNone/></a:pPr><a:r><a:rPr lang="es-PE" sz="1000" kern="1200"><a:latin typeface="Times New Roman" panose="02020603050405020304" pitchFamily="18" charset="0"/><a:cs typeface="Times New Roman" panose="02020603050405020304" pitchFamily="18" charset="0"/></a:rPr><a:t>(Blandín, 2023)</a:t></a:r><a:endParaRPr lang="es-PE" sz="1100" kern="1200"><a:latin typeface="Times New Roman" panose="02020603050405020304" pitchFamily="18" charset="0"/><a:cs typeface="Times New Roman" 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idx="1"><a:scrgbClr r="0" g="0" b="0"/></a:fillRef><a:effectRef idx="0"><a:scrgbClr r="0" g="0" b="0"/></a:effectRef><a:fontRef idx="minor"/></dsp:style><dsp:txBody><a:bodyPr spcFirstLastPara="0" vert="horz" wrap="square" lIns="53340" tIns="53340" rIns="71120" bIns="80010" numCol="1" spcCol="1270" anchor="t" anchorCtr="0"><a:noAutofit/></a:bodyPr><a:lstStyle/><a:p><a:pPr marL="57150" lvl="1" indent="-57150" algn="just" defTabSz="444500"><a:lnSpc><a:spcPct val="90000"/></a:lnSpc><a:spcBef><a:spcPct val="0"/></a:spcBef><a:spcAft><a:spcPct val="15000"/></a:spcAft><a:buChar char="•"/></a:pPr><a:r><a:rPr lang="es-PE" sz="1000" kern="1200"><a:latin typeface="Times New Roman" panose="02020603050405020304" pitchFamily="18" charset="0"/><a:cs typeface="Times New Roman" panose="02020603050405020304" pitchFamily="18" charset="0"/></a:rPr><a:t>Optimizar el tiempo y reducir los costes mediante la construcción ajustada</a:t></a:r></a:p></dsp:txBody><dsp:txXfrm><a:off x="1074" y="468780"/><a:ext cx="1047675" cy="1137459"/></dsp:txXfrm></dsp:sp><dsp:sp modelId="{BD5AFAEE-E735-4773-9E11-52D9829D61FA}"><dsp:nvSpPr><dsp:cNvPr id="0" name=""/><dsp:cNvSpPr/></dsp:nvSpPr><dsp:spPr><a:xfrm><a:off x="1195424" y="115245"/><a:ext cx="1047675" cy="353535"/></a:xfrm><a:prstGeom prst="rect"><a:avLst/></a:prstGeom><a:solidFill><a:schemeClr val="lt1"><a:hueOff val="0"/><a:satOff val="0"/><a:lumOff val="0"/><a:alphaOff val="0"/></a:schemeClr></a:solidFill><a:ln w="25400" cap="flat" cmpd="sng" algn="ctr"><a:solidFill><a:schemeClr val="dk1"><a:shade val="80000"/><a:hueOff val="0"/><a:satOff val="0"/><a:lumOff val="0"/><a:alphaOff val="0"/></a:schemeClr></a:solidFill><a:prstDash val="solid"/></a:ln><a:effectLst/></dsp:spPr><dsp:style><a:lnRef idx="2"><a:scrgbClr r="0" g="0" b="0"/></a:lnRef><a:fillRef idx="1"><a:scrgbClr r="0" g="0" b="0"/></a:fillRef><a:effectRef idx="0"><a:scrgbClr r="0" g="0" b="0"/></a:effectRef><a:fontRef idx="minor"><a:schemeClr val="lt1"/></a:fontRef></dsp:style><dsp:txBody><a:bodyPr spcFirstLastPara="0" vert="horz" wrap="square" lIns="71120" tIns="40640" rIns="71120" bIns="40640" numCol="1" spcCol="1270" anchor="ctr" anchorCtr="0"><a:noAutofit/></a:bodyPr><a:lstStyle/><a:p><a:pPr marL="0" lvl="0" indent="0" algn="ctr" defTabSz="444500"><a:lnSpc><a:spcPct val="90000"/></a:lnSpc><a:spcBef><a:spcPct val="0"/></a:spcBef><a:spcAft><a:spcPct val="35000"/></a:spcAft><a:buNone/></a:pPr><a:r><a:rPr lang="es-PE" sz="1000" kern="1200"><a:latin typeface="Times New Roman" panose="02020603050405020304" pitchFamily="18" charset="0"/><a:cs typeface="Times New Roman" panose="02020603050405020304" pitchFamily="18" charset="0"/></a:rPr><a:t>(Nguyen &amp; </a:t></a:r><a:r><a:rPr lang="es-PE" sz="1000" kern="1200"/><a:t>Akhavian</a:t></a:r><a:r><a:rPr lang="es-PE" sz="1000" kern="1200"><a:latin typeface="Times New Roman" panose="02020603050405020304" pitchFamily="18" charset="0"/><a:cs typeface="Times New Roman" panose="02020603050405020304" pitchFamily="18" charset="0"/></a:rPr><a:t>, 2019)</a:t></a:r></a:p></dsp:txBody><dsp:txXfrm><a:off x="1195424" y="115245"/><a:ext cx="1047675" cy="353535"/></dsp:txXfrm></dsp:sp><dsp:sp modelId="{4DE2388E-012A-45DD-AF60-BD4EB53B06CF}"><dsp:nvSpPr><dsp:cNvPr id="0" name=""/><dsp:cNvSpPr/></dsp:nvSpPr><dsp:spPr><a:xfrm><a:off x="1195424" y="468780"/><a:ext cx="1047675" cy="1137459"/></a:xfrm><a:prstGeom prst="rect"><a:avLst/></a:prstGeom><a:solidFill><a:schemeClr val="lt1"><a:alpha val="90000"/><a:tint val="40000"/><a:hueOff val="0"/><a:satOff val="0"/><a:lumOff val="0"/><a:alphaOff val="0"/></a:schemeClr></a:solidFill><a:ln w="25400" cap="flat" cmpd="sng" algn="ctr"><a:solidFill><a:schemeClr val="dk1"><a:alpha val="90000"/><a:hueOff val="0"/><a:satOff val="0"/><a:lumOff val="0"/><a:alphaOff val="0"/></a:schemeClr></a:solidFill><a:prstDash val="solid"/></a:ln><a:effectLst/></dsp:spPr><dsp:style><a:lnRef idx="2"><a:scrgbClr r="0" g="0" b="0"/></a:lnRef><a:fillRef idx="1"><a:scrgbClr r="0" g="0" b="0"/></a:fillRef><a:effectRef idx="0"><a:scrgbClr r="0" g="0" b="0"/></a:effectRef><a:fontRef idx="minor"/></dsp:style><dsp:txBody><a:bodyPr spcFirstLastPara="0" vert="horz" wrap="square" lIns="53340" tIns="53340" rIns="71120" bIns="80010" numCol="1" spcCol="1270" anchor="t" anchorCtr="0"><a:noAutofit/></a:bodyPr><a:lstStyle/><a:p><a:pPr marL="57150" lvl="1" indent="-57150" algn="l" defTabSz="444500"><a:lnSpc><a:spcPct val="90000"/></a:lnSpc><a:spcBef><a:spcPct val="0"/></a:spcBef><a:spcAft><a:spcPct val="15000"/></a:spcAft><a:buChar char="•"/></a:pPr><a:r><a:rPr lang="es-PE" sz="1000" kern="1200"/><a:t>Colaboración entre LC, IPD y BIM para lograr eficiencia y calidad en los proyectos de construcción.</a:t></a:r></a:p></dsp:txBody><dsp:txXfrm><a:off x="1195424" y="468780"/><a:ext cx="1047675" cy="1137459"/></dsp:txXfrm></dsp:sp><dsp:sp modelId="{D081C4B0-67AE-4A4F-9D35-4D9FA40F5D8A}"><dsp:nvSpPr><dsp:cNvPr id="0" name=""/><dsp:cNvSpPr/></dsp:nvSpPr><dsp:spPr><a:xfrm><a:off x="2389774" y="115245"/><a:ext cx="1047675" cy="353535"/></a:xfrm><a:prstGeom prst="rect"><a:avLst/></a:prstGeom><a:solidFill><a:schemeClr val="lt1"><a:hueOff val="0"/><a:satOff val="0"/><a:lumOff val="0"/><a:alphaOff val="0"/></a:schemeClr></a:solidFill><a:ln w="25400" cap="flat" cmpd="sng" algn="ctr"><a:solidFill><a:schemeClr val="dk1"><a:shade val="80000"/><a:hueOff val="0"/><a:satOff val="0"/><a:lumOff val="0"/><a:alphaOff val="0"/></a:schemeClr></a:solidFill><a:prstDash val="solid"/></a:ln><a:effectLst/></dsp:spPr><dsp:style><a:lnRef idx="2"><a:scrgbClr r="0" g="0" b="0"/></a:lnRef><a:fillRef idx="1"><a:scrgbClr r="0" g="0" b="0"/></a:fillRef><a:effectRef idx="0"><a:scrgbClr r="0" g="0" b="0"/></a:effectRef><a:fontRef idx="minor"><a:schemeClr val="lt1"/></a:fontRef></dsp:style><dsp:txBody><a:bodyPr spcFirstLastPara="0" vert="horz" wrap="square" lIns="71120" tIns="40640" rIns="71120" bIns="40640" numCol="1" spcCol="1270" 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w:unhideWhenUsed="1"/><w:lsdException w:name="Default Paragraph Font" w:semiHidden="1" w:uiPriority="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Body Text" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Body Text Indent" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="List Continue" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="List Continue 2" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="List Continue 3" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="List Continue 4" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="List Continue 5" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Message Header" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Subtitle" w:uiPriority="11" w:qFormat="1"/><w:lsdException w:name="Salutation" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Date" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Body Text First Indent" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Body Text First Indent 2" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Note Heading" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Body Text 2" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Body Text 3" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Body Text Indent 2" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Body Text Indent 3" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Block Text" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Hyperlink" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="FollowedHyperlink" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Strong" w:uiPriority="22" w:qFormat="1"/><w:lsdException w:name="Emphasis" w:uiPriority="20" w:qFormat="1"/><w:lsdException w:name="Document Map" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Plain Text" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="E-mail Signature" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="HTML Top of Form" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="HTML Bottom of Form" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Normal (Web)" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="HTML Acronym" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="HTML Address" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="HTML Cite" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="HTML Code" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="HTML Definition" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="HTML Keyboard" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="HTML Preformatted" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="HTML Sample" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="HTML Typewriter" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="HTML Variable" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Normal Table" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="annotation subject" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="No List" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Outline List 1" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Outline List 2" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Outline List 3" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Simple 1" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Simple 2" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Simple 3" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Classic 1" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Classic 2" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Classic 3" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Classic 4" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Colorful 1" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Colorful 2" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Colorful 3" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Columns 1" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Columns 2" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Columns 3" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Columns 4" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Columns 5" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Grid 1" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Grid 2" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Grid 3" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Grid 4" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Grid 5" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Grid 6" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Grid 7" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Grid 8" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table List 1" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table List 2" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table List 3" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table List 4" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table List 5" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table List 6" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table List 7" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table List 8" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table 3D effects 1" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table 3D effects 2" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table 3D effects 3" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Contemporary" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Elegant" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Professional" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Subtle 1" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Subtle 2" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Web 1" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Web 2" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Web 3" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Balloon Text" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Table Grid" w:uiPriority="39"/><w:lsdException w:name="Table Theme" w:semiHidden="1" w:unhideWhenUsed="1"/><w:lsdException w:name="Placeholder Text" w:semiHidden="1"/><w:lsdException w:name="No Spacing" w:uiPriority="1" w:qFormat="1"/><w:lsdException w:name="Light Shading" w:uiPriority="60"/><w:lsdException w:name="Light List" w:uiPriority="61"/><w:lsdException w:name="Light Grid" w:uiPriority="62"/><w:lsdException w:name="Medium Shading 1" w:uiPriority="63"/><w:lsdException w:name="Medium Shading 2" w:uiPriority="64"/><w:lsdException w:name="Medium List 1" w:uiPriority="65"/><w:lsdException w:name="Medium List 2" w:uiPriority="66"/><w:lsdException w:name="Medium Grid 1" w:uiPriority="67"/><w:lsdException w:name="Medium Grid 2" w:uiPriority="68"/><w:lsdException w:name="Medium Grid 3" w:uiPriority="69"/><w:lsdException w:name="Dark List" w:uiPriority="70"/><w:lsdException w:name="Colorful Shading" w:uiPriority="71"/><w:lsdException w:name="Colorful List" w:uiPriority="72"/><w:lsdException w:name="Colorful Grid" w:uiPriority="73"/><w:lsdException w:name="Light Shading Accent 1" w:uiPriority="60"/><w:lsdException w:name="Light List Accent 1" w:uiPriority="61"/><w:lsdException w:name="Light Grid Accent 1" w:uiPriority="62"/><w:lsdException w:name="Medium Shading 1 Accent 1" w:uiPriority="63"/><w:lsdException w:name="Medium Shading 2 Accent 1" w:uiPriority="64"/><w:lsdException w:name="Medium List 1 Accent 1" w:uiPriority="65"/><w:lsdException w:name="Revision" w:semiHidden="1"/><w:lsdException w:name="List Paragraph" w:uiPriority="34" w:qFormat="1"/><w:lsdException w:name="Quote" w:uiPriority="29" w:qFormat="1"/><w:lsdException w:name="Intense Quote" w:uiPriority="30" w:qFormat="1"/><w:lsdException w:name="Medium List 2 Accent 1" w:uiPriority="66"/><w:lsdException w:name="Medium Grid 1 Accent 1" w:uiPriority="67"/><w:lsdException w:name="Medium Grid 2 Accent 1" w:uiPriority="68"/><w:lsdException w:name="Medium Grid 3 Accent 1" w:uiPriority="69"/><w:lsdException w:name="Dark List Accent 1" w:uiPriority="70"/><w:lsdException w:name="Colorful Shading Accent 1" w:uiPriority="71"/><w:lsdException w:name="Colorful List Accent 1" w:uiPriority="72"/><w:lsdException w:name="Colorful Grid Accent 1" w:uiPriority="73"/><w:lsdException w:name="Light Shading Accent 2" w:uiPriority="60"/><w:lsdException w:name="Light List Accent 2" w:uiPriority="61"/><w:lsdException w:name="Light Grid Accent 2" w:uiPriority="62"/><w:lsdException w:name="Medium Shading 1 Accent 2" w:uiPriority="63"/><w:lsdException w:name="Medium Shading 2 Accent 2" w:uiPriority="64"/><w:lsdException w:name="Medium List 1 Accent 2" w:uiPriority="65"/><w:lsdException w:name="Medium List 2 Accent 2" w:uiPriority="66"/><w:lsdException w:name="Medium Grid 1 Accent 2" w:uiPriority="67"/><w:lsdException w:name="Medium Grid 2 Accent 2" w:uiPriority="68"/><w:lsdException w:name="Medium Grid 3 Accent 2" w:uiPriority="69"/><w:lsdException w:name="Dark List Accent 2" w:uiPriority="70"/><w:lsdException w:name="Colorful Shading Accent 2" w:uiPriority="71"/><w:lsdException w:name="Colorful List Accent 2" w:uiPriority="72"/><w:lsdException w:name="Colorful Grid Accent 2" w:uiPriority="73"/><w:lsdException w:name="Light Shading Accent 3" w:uiPriority="60"/><w:lsdException w:name="Light List Accent 3" w:uiPriority="61"/><w:lsdException w:name="Light Grid Accent 3" w:uiPriority="62"/><w:lsdException w:name="Medium Shading 1 Accent 3" w:uiPriority="63"/><w:lsdException w:name="Medium Shading 2 Accent 3" w:uiPriority="64"/><w:lsdException w:name="Medium List 1 Accent 3" w:uiPriority="65"/><w:lsdException w:name="Medium List 2 Accent 3" w:uiPriority="66"/><w:lsdException w:name="Medium Grid 1 Accent 3" w:uiPriority="67"/><w:lsdException w:name="Medium Grid 2 Accent 3" w:uiPriority="68"/><w:lsdException w:name="Medium Grid 3 Accent 3" w:uiPriority="69"/><w:lsdException w:name="Dark List Accent 3" w:uiPriority="70"/><w:lsdException w:name="Colorful Shading Accent 3" w:uiPriority="71"/><w:lsdException w:name="Colorful List Accent 3" w:uiPriority="72"/><w:lsdException w:name="Colorful Grid Accent 3" w:uiPriority="73"/><w:lsdException w:name="Light Shading Accent 4" w:uiPriority="60"/><w:lsdException w:name="Light List Accent 4" w:uiPriority="61"/><w:lsdException w:name="Light Grid Accent 4" w:uiPriority="62"/><w:lsdException w:name="Medium Shading 1 Accent 4" w:uiPriority="63"/><w:lsdException w:name="Medium Shading 2 Accent 4" w:uiPriority="64"/><w:lsdException w:name="Medium List 1 Accent 4" w:uiPriority="65"/><w:lsdException w:name="Medium List 2 Accent 4" w:uiPriority="66"/><w:lsdException w:name="Medium Grid 1 Accent 4" w:uiPriority="67"/><w:lsdException w:name="Medium Grid 2 Accent 4" w:uiPriority="68"/><w:lsdException w:name="Medium Grid 3 Accent 4" w:uiPriority="69"/><w:lsdException w:name="Dark List Accent 4" w:uiPriority="70"/><w:lsdException w:name="Colorful Shading Accent 4" w:uiPriority="71"/><w:lsdException w:name="Colorful List Accent 4" w:uiPriority="72"/><w:lsdException w:name="Colorful Grid Accent 4" w:uiPriority="73"/><w:lsdException w:name="Light Shading Accent 5" w:uiPriority="60"/><w:lsdException w:name="Light List Accent 5" w:uiPriority="61"/><w:lsdException w:name="Light Grid Accent 5" w:uiPriority="62"/><w:lsdException w:name="Medium Shading 1 Accent 5" w:uiPriority="63"/><w:lsdException w:name="Medium Shading 2 Accent 5" w:uiPriority="64"/><w:lsdException w:name="Medium List 1 Accent 5" w:uiPriority="65"/><w:lsdException w:name="Medium List 2 Accent 5" w:uiPriority="66"/><w:lsdException w:name="Medium Grid 1 Accent 5" w:uiPriority="67"/><w:lsdException w:name="Medium Grid 2 Accent 5" w:uiPriority="68"/><w:lsdException w:name="Medium Grid 3 Accent 5" w:uiPriority="69"/><w:lsdException w:name="Dark List Accent 5" w:uiPriority="70"/><w:lsdException w:name="Colorful Shading Accent 5" w:uiPriority="71"/><w:lsdException w:name="Colorful List Accent 5" w:uiPriority="72"/><w:lsdException w:name="Colorful Grid Accent 5" w:uiPriority="73"/><w:lsdException w:name="Light Shading Accent 6" w:uiPriority="60"/><w:lsdException w:name="Light List Accent 6" w:uiPriority="61"/><w:lsdException w:name="Light Grid Accent 6" w:uiPriority="62"/><w:lsdException w:name="Medium Shading 1 Accent 6" w:uiPriority="63"/><w:lsdException w:name="Medium Shading 2 Accent 6" w:uiPriority="64"/><w:lsdException w:name="Medium List 1 Accent 6" w:uiPriority="65"/><w:lsdException w:name="Medium List 2 Accent 6" w:uiPriority="66"/><w:lsdException w:name="Medium Grid 1 Accent 6" w:uiPriority="67"/><w:lsdException w:name="Medium Grid 2 Accent 6" w:uiPriority="68"/><w:lsdException w:name="Medium Grid 3 Accent 6" w:uiPriority="69"/><w:lsdException w:name="Dark List Accent 6" w:uiPriority="70"/><w:lsdException w:name="Colorful Shading Accent 6" w:uiPriority="71"/><w:lsdException w:name="Colorful List Accent 6" w:uiPriority="72"/><w:lsdException w:name="Colorful Grid Accent 6" w:uiPriority="73"/><w:lsdException w:name="Subtle Emphasis" w:uiPriority="19" w:qFormat="1"/><w:lsdException w:name="Intense Emphasis" w:uiPriority="21" w:qFormat="1"/><w:lsdException w:name="Subtle Reference" w:uiPriority="31" w:qFormat="1"/><w:lsdException w:name="Intense Reference" w:uiPriority="32" w:qFormat="1"/><w:lsdException w:name="Book Title" w:uiPriority="33" w:qFormat="1"/><w:lsdException w:name="Bibliography" w:semiHidden="1" w:uiPriority="37" w:unhideWhenUsed="1"/><w:lsdException w:name="TOC Heading" w:semiHidden="1" w:uiPriority="39" w:unhideWhenUsed="1" w:qFormat="1"/><w:lsdException w:name="Plain Table 1" w:uiPriority="41"/><w:lsdException w:name="Plain Table 2" w:uiPriority="42"/><w:lsdException w:name="Plain Table 3" w:uiPriority="43"/><w:lsdException w:name="Plain Table 4" w:uiPriority="44"/><w:lsdException w:name="Plain Table 5" w:uiPriority="45"/><w:lsdException w:name="Grid Table Light" w:uiPriority="40"/><w:lsdException w:name="Grid Table 1 Light" w:uiPriority="46"/><w:lsdException w:name="Grid Table 2" w:uiPriority="47"/><w:lsdException w:name="Grid Table 3" w:uiPriority="48"/><w:lsdException w:name="Grid Table 4" w:uiPriority="49"/><w:lsdException w:name="Grid Table 5 Dark" w:uiPriority="50"/><w:lsdException w:name="Grid Table 6 Colorful" w:uiPriority="51"/><w:lsdException w:name="Grid Table 7 Colorful" w:uiPriority="52"/><w:lsdException w:name="Grid Table 1 Light Accent 1" w:uiPriority="46"/><w:lsdException w:name="Grid Table 2 Accent 1" w:uiPriority="47"/><w:lsdException w:name="Grid Table 3 Accent 1" w:uiPriority="48"/><w:lsdException w:name="Grid Table 4 Accent 1" w:uiPriority="49"/><w:lsdException w:name="Grid Table 5 Dark Accent 1" w:uiPriority="50"/><w:lsdException w:name="Grid Table 6 Colorful Accent 1" w:uiPriority="51"/><w:lsdException w:name="Grid Table 7 Colorful Accent 1" w:uiPriority="52"/><w:lsdException w:name="Grid Table 1 Light Accent 2" w:uiPriority="46"/><w:lsdException w:name="Grid Table 2 Accent 2" w:uiPriority="47"/><w:lsdException w:name="Grid Table 3 Accent 2" w:uiPriority="48"/><w:lsdException w:name="Grid Table 4 Accent 2" w:uiPriority="49"/><w:lsdException w:name="Grid Table 5 Dark Accent 2" w:uiPriority="50"/><w:lsdException w:name="Grid Table 6 Colorful Accent 2" w:uiPriority="51"/><w:lsdException w:name="Grid Table 7 Colorful Accent 2" w:uiPriority="52"/><w:lsdException w:name="Grid Table 1 Light Accent 3" w:uiPriority="46"/><w:lsdException w:name="Grid Table 2 Accent 3" w:uiPriority="47"/><w:lsdException w:name="Grid Table 3 Accent 3" w:uiPriority="48"/><w:lsdException w:name="Grid Table 4 Accent 3" w:uiPriority="49"/><w:lsdException w:name="Grid Table 5 Dark Accent 3" w:uiPriority="50"/><w:lsdException w:name="Grid Table 6 Colorful Accent 3" w:uiPriority="51"/><w:lsdException w:name="Grid Table 7 Colorful Accent 3" w:uiPriority="52"/><w:lsdException w:name="Grid Table 1 Light Accent 4" w:uiPriority="46"/><w:lsdException w:name="Grid Table 2 Accent 4" w:uiPriority="47"/><w:lsdException w:name="Grid Table 3 Accent 4" w:uiPriority="48"/><w:lsdException w:name="Grid Table 4 Accent 4" w:uiPriority="49"/><w:lsdException w:name="Grid Table 5 Dark Accent 4" w:uiPriority="50"/><w:lsdException w:name="Grid Table 6 Colorful Accent 4" w:uiPriority="51"/><w:lsdException w:name="Grid Table 7 Colorful Accent 4" w:uiPriority="52"/><w:lsdException w:name="Grid Table 1 Light Accent 5" w:uiPriority="46"/><w:lsdException w:name="Grid Table 2 Accent 5" w:uiPriority="47"/><w:lsdException w:name="Grid Table 3 Accent 5" w:uiPriority="48"/><w:lsdException w:name="Grid Table 4 Accent 5" w:uiPriority="49"/><w:lsdException w:name="Grid Table 5 Dark Accent 5" w:uiPriority="50"/><w:lsdException w:name="Grid Table 6 Colorful Accent 5" w:uiPriority="51"/><w:lsdException w:name="Grid Table 7 Colorful Accent 5" w:uiPriority="52"/><w:lsdException w:name="Grid Table 1 Light Accent 6" w:uiPriority="46"/><w:lsdException w:name="Grid Table 2 Accent 6" w:uiPriority="47"/><w:lsdException w:name="Grid Table 3 Accent 6" w:uiPriority="48"/><w:lsdException w:name="Grid Table 4 Accent 6" w:uiPriority="49"/><w:lsdException w:name="Grid Table 5 Dark Accent 6" w:uiPriority="50"/><w:lsdException w:name="Grid Table 6 Colorful Accent 6" w:uiPriority="51"/><w:lsdException w:name="Grid Table 7 Colorful Accent 6" w:uiPriority="52"/><w:lsdException w:name="List Table 1 Light" w:uiPriority="46"/><w:lsdException w:name="List Table 2" w:uiPriority="47"/><w:lsdException w:name="List Table 3" w:uiPriority="48"/><w:lsdException w:name="List Table 4" w:uiPriority="49"/><w:lsdException w:name="List Table 5 Dark" w:uiPriority="50"/><w:lsdException w:name="List Table 6 Colorful" w:uiPriority="51"/><w:lsdException w:name="List Table 7 Colorful" w:uiPriority="52"/><w:lsdException w:name="List Table 1 Light Accent 1" w:uiPriority="46"/><w:lsdException w:name="List Table 2 Accent 1" w:uiPriority="47"/><w:lsdException w:name="List Table 3 Accent 1" w:uiPriority="48"/><w:lsdException w:name="List Table 4 Accent 1" w:uiPriority="49"/><w:lsdException w:name="List Table 5 Dark Accent 1" w:uiPriority="50"/><w:lsdException w:name="List Table 6 Colorful Accent 1" w:uiPriority="51"/><w:lsdException w:name="List Table 7 Colorful Accent 1" w:uiPriority="52"/><w:lsdException w:name="List Table 1 Light Accent 2" w:uiPriority="46"/><w:lsdException w:name="List Table 2 Accent 2" w:uiPriority="47"/><w:lsdException w:name="List Table 3 Accent 2" w:uiPriority="48"/><w:lsdException w:name="List Table 4 Accent 2" w:uiPriority="49"/><w:lsdException w:name="List Table 5 Dark Accent 2" w:uiPriority="50"/><w:lsdException w:name="List Table 6 Colorful Accent 2" w:uiPriority="51"/><w:lsdException w:name="List Table 7 Colorful Accent 2" w:uiPriority="52"/><w:lsdException w:name="List Table 1 Light Accent 3" w:uiPriority="46"/><w:lsdException w:name="List Table 2 Accent 3" w:uiPriority="47"/><w:lsdException w:name="List Table 3 Accent 3" 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