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K2/gvi+bp74dgdDofD4dhuXIXuE+JuCW8fkllZjl7sVI0rcblbKdCeil0QiYM1u8OsdxufqrS1m= 51/9+rcvdB2TQOgoTG/b3FxkZGREVZXVzPBp7Vu2NnqcDgcDofDCbpPng8VlHKCK01FTlysNDRk= 00zlLXl9f4r7SOvkq2zp97VajYmJCW7fvk0URdnlTsQ5HA6Hw/FhnKC7J0jifpVkC7iybqzaFHT= xjzurS751m0a6A/fWrVtcuXKF9fX17T5Eh8PhcDjueXaWOrgvyW+hSE9zZTxpvNZOI7/dITU5bG= xsMDY2xu3bt9Ha/Yo6HA6Hw+FwOBwOh8Ph2OH8X+RbL2bXtDV9AAAAAElFTkSuQmCC" width= =3D"628" height=3D"887" alt=3D"" style=3D"position:absolute" /></span><span= class=3D"stl07">ISSN: 2602-8085 </span><span class=3D"stl07"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07" sty= le=3D"letter-spacing:-0.05pt">Vol. 9 No. 4, pp. 22 =E2=80=93 39, octubre - = diciembre 2025 </span><span class=3D"stl07" style=3D"letter-spacing:-0.05pt= "> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span clas= s=3D"stl07" style=3D"letter-spacing:-0.05pt">Revista Multidisciplinar </spa= n><span class=3D"stl07" style=3D"letter-spacing:-0.05pt"> </span></p><= p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">Art</spa= n><span class=3D"stl07" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span= class=3D"stl07">=C4=B1culo Original </span><span class=3D"stl07"> </s= pan></p><p class=3D"stl01" style=3D"line-height:18pt"><span class=3D"stl15"= style=3D"letter-spacing:-0.1pt">Impacto de Labxchange en el aprendizaje de= biolog</span><span class=3D"stl13" style=3D"font-size:18pt; letter-spacing= :-5.5pt">=C2=B4</span><span class=3D"stl09" style=3D"font-size:18pt; letter= -spacing:normal">=C4=B1a </span><span class=3D"stl09" style=3D"font-size:18= pt; letter-spacing:normal"> </span></p><p class=3D"stl01" style=3D"lin= e-height:18pt"><span class=3D"stl12" style=3D"font-size:18pt; letter-spacin= g:normal">celular en estudiantes de primero de bachillerato </span><span cl= ass=3D"stl12" style=3D"font-size:18pt; letter-spacing:normal"> </span>= </p><p class=3D"stl01" style=3D"line-height:14pt"><span class=3D"stl18" sty= le=3D"letter-spacing:-0.05pt">Impact of Labxchange on cell biology learning= in =EF=AC=81rst-year high school </span><span class=3D"stl18" style=3D"let= ter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:14pt"><span class=3D"stl18">students </span><span class=3D"stl18"> = </span></p><p class=3D"stl01" style=3D"line-height:10pt"><span class=3D"stl= 08" style=3D"font-size:10pt">1</span></p><p class=3D"stl01" style=3D"line-h= eight:10pt"><span class=3D"stl08" style=3D"font-size:10pt">2</span></p><p c= lass=3D"stl01" style=3D"line-height:10pt"><span class=3D"stl08" style=3D"fo= nt-size:10pt">3</span></p><p class=3D"stl01" style=3D"line-height:10pt"><sp= an class=3D"stl08" style=3D"font-size:10pt">4</span></p><p class=3D"stl01" = style=3D"line-height:10pt"><span class=3D"stl08" style=3D"font-size:10pt">N= elson Ruperto Timana Coral </span><span class=3D"stl08" style=3D"font-size:= 10pt"> </span></p><p class=3D"stl01" style=3D"line-height:10pt"><span = class=3D"stl08" style=3D"font-size:10pt">https://orcid.org/0000-0003-4493-1= 408 </span><span class=3D"stl08" style=3D"font-size:10pt"> </span></p>= <p class=3D"stl01" style=3D"line-height:10pt"><span class=3D"stl08" style= =3D"font-size:10pt; letter-spacing:-0.05pt">Universidad Bolivariana del Ecu= ador (UBE), Guayas, Ecuador. Maestr</span><span class=3D"stl08" style=3D"fo= nt-size:10pt; letter-spacing:-3.05pt">=C2=B4</span><span class=3D"stl08" st= yle=3D"font-size:10pt">=C4=B1a en Educaci</span><span class=3D"stl08" style= =3D"font-size:10pt; letter-spacing:-4.15pt">o</span><span class=3D"stl08" s= tyle=3D"font-size:10pt; letter-spacing:0.1pt">=C2=B4n con Menci</span><span= class=3D"stl08" style=3D"font-size:10pt; letter-spacing:-4.15pt">o</span><= span class=3D"stl08" style=3D"font-size:10pt; letter-spacing:0.4pt">=C2=B4n= en </span><span class=3D"stl08" style=3D"font-size:10pt; letter-spacing:0.= 4pt"> </span></p><p class=3D"stl01" style=3D"line-height:10pt"><span c= lass=3D"stl08" style=3D"font-size:10pt; letter-spacing:-0.05pt">Pedagog</sp= an><span class=3D"stl08" style=3D"font-size:10pt; letter-spacing:-3.05pt">= =C2=B4</span><span class=3D"stl08" style=3D"font-size:10pt">=C4=B1a en Ento= rnos Digitales </span><span class=3D"stl08" style=3D"font-size:10pt"> = </span></p><p class=3D"stl01" style=3D"line-height:10pt"><span class=3D"stl= 08" style=3D"font-size:10pt">ntimanac@ube.edu.ec </span><span class=3D"stl0= 8" style=3D"font-size:10pt"> </span></p><p class=3D"stl01" style=3D"li= ne-height:10pt"><span class=3D"stl08" style=3D"font-size:10pt; letter-spaci= ng:-0.05pt">Enma Luc</span><span class=3D"stl08" style=3D"font-size:10pt; l= etter-spacing:-3.05pt">=C2=B4</span><span class=3D"stl08" style=3D"font-siz= e:10pt; letter-spacing:-0.05pt">=C4=B1a Haro Ruiz </span><span class=3D"stl= 08" style=3D"font-size:10pt; letter-spacing:-0.05pt"> </span></p><p cl= ass=3D"stl01" style=3D"line-height:10pt"><span class=3D"stl08" style=3D"fon= t-size:10pt">https://orcid.org/0009-0002-1892-5768 </span><span class=3D"st= l08" style=3D"font-size:10pt"> </span></p><p class=3D"stl01" style=3D"= line-height:10pt"><span class=3D"stl08" style=3D"font-size:10pt; letter-spa= cing:-0.05pt">Universidad Bolivariana del Ecuador (UBE), Guayas, Ecuador. M= aestr</span><span class=3D"stl08" style=3D"font-size:10pt; letter-spacing:-= 3.05pt">=C2=B4</span><span class=3D"stl08" style=3D"font-size:10pt">=C4=B1a= en Educaci</span><span class=3D"stl08" style=3D"font-size:10pt; letter-spa= cing:-4.15pt">o</span><span class=3D"stl08" style=3D"font-size:10pt; letter= -spacing:0.1pt">=C2=B4n con Menci</span><span class=3D"stl08" style=3D"font= -size:10pt; letter-spacing:-4.15pt">o</span><span class=3D"stl08" style=3D"= font-size:10pt; letter-spacing:0.4pt">=C2=B4n en </span><span class=3D"stl0= 8" style=3D"font-size:10pt; letter-spacing:0.4pt"> </span></p><p class= =3D"stl01" style=3D"line-height:10pt"><span class=3D"stl08" style=3D"font-s= ize:10pt; letter-spacing:-0.05pt">Pedagog</span><span class=3D"stl08" style= =3D"font-size:10pt; letter-spacing:-3.05pt">=C2=B4</span><span class=3D"stl= 08" style=3D"font-size:10pt">=C4=B1a en Entornos Digitales </span><span cla= ss=3D"stl08" style=3D"font-size:10pt"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:10pt"><span class=3D"stl08" style=3D"font-size:10pt">el= haror@ube.edu.ec </span><span class=3D"stl08" style=3D"font-size:10pt"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:10pt"><span class=3D"s= tl08" style=3D"font-size:10pt; letter-spacing:-0.05pt">Silvia Maria Moy-San= g Castro </span><span class=3D"stl08" style=3D"font-size:10pt; letter-spaci= ng:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:10pt">= <span class=3D"stl08" style=3D"font-size:10pt">https://orcid.org/0009-0000-= 3722-1008 </span><span class=3D"stl08" style=3D"font-size:10pt"> </spa= n></p><p class=3D"stl01" style=3D"line-height:10pt"><span class=3D"stl08" s= tyle=3D"font-size:10pt; letter-spacing:-0.05pt">Universidad Bolivariana del= Ecuador (UBE), Guayas, Ecuador. Maestr</span><span class=3D"stl08" style= =3D"font-size:10pt; letter-spacing:-3.05pt">=C2=B4</span><span class=3D"stl= 08" style=3D"font-size:10pt">=C4=B1a en Educaci</span><span class=3D"stl08"= style=3D"font-size:10pt; letter-spacing:-4.15pt">o</span><span class=3D"st= l08" style=3D"font-size:10pt; letter-spacing:0.1pt">=C2=B4n con Menci</span= ><span class=3D"stl08" style=3D"font-size:10pt; letter-spacing:-4.15pt">o</= span><span class=3D"stl08" style=3D"font-size:10pt; letter-spacing:0.4pt">= =C2=B4n en </span><span class=3D"stl08" style=3D"font-size:10pt; letter-spa= cing:0.4pt"> </span></p><p class=3D"stl01" style=3D"line-height:10pt">= <span class=3D"stl08" style=3D"font-size:10pt; letter-spacing:-0.05pt">Peda= gog</span><span class=3D"stl08" style=3D"font-size:10pt; letter-spacing:-3.= 05pt">=C2=B4</span><span class=3D"stl08" style=3D"font-size:10pt">=C4=B1a e= n Entornos Digitales </span><span class=3D"stl08" style=3D"font-size:10pt">=  </span></p><p class=3D"stl01" style=3D"line-height:10pt"><span class= =3D"stl08" style=3D"font-size:10pt; letter-spacing:-0.05pt">msmmoysangc@ube= .edu.ec </span><span class=3D"stl08" style=3D"font-size:10pt; letter-spacin= g:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:10pt"><= span class=3D"stl08" style=3D"font-size:10pt">Jessica </span><span class=3D= "stl08" style=3D"font-size:10pt; letter-spacing:-1.05pt">Y</span><span clas= s=3D"stl08" style=3D"font-size:10pt">o</span><span class=3D"stl08" style=3D= "font-size:10pt; letter-spacing:-0.2pt">landa Lavayen-Tamayo </span><span c= lass=3D"stl08" style=3D"font-size:10pt; letter-spacing:-0.2pt"> </span= ></p><p class=3D"stl01" style=3D"line-height:10pt"><span class=3D"stl08" st= yle=3D"font-size:10pt; letter-spacing:-0.05pt">Universidad Bolivariana del = Ecuador (UBE), Guayas, Ecuador. Maestr</span><span class=3D"stl08" style=3D= "font-size:10pt; letter-spacing:-3.05pt">=C2=B4</span><span class=3D"stl08"= style=3D"font-size:10pt">=C4=B1a en Educaci</span><span class=3D"stl08" st= yle=3D"font-size:10pt; letter-spacing:-4.15pt">o</span><span class=3D"stl08= " style=3D"font-size:10pt; letter-spacing:0.1pt">=C2=B4n con Menci</span><s= pan class=3D"stl08" style=3D"font-size:10pt; letter-spacing:-4.15pt">o</spa= n><span class=3D"stl08" style=3D"font-size:10pt; letter-spacing:0.4pt">=C2= =B4n en </span><span class=3D"stl08" style=3D"font-size:10pt; letter-spacin= g:0.4pt"> </span></p><p class=3D"stl01" style=3D"line-height:10pt"><sp= an class=3D"stl08" style=3D"font-size:10pt">https://orcid.org/0000-0002-049= 2-4716 </span><span class=3D"stl08" style=3D"font-size:10pt"> </span><= /p><p class=3D"stl01" style=3D"line-height:10pt"><span class=3D"stl08" styl= e=3D"font-size:10pt; letter-spacing:-0.05pt">Pedagog</span><span class=3D"s= tl08" style=3D"font-size:10pt; letter-spacing:-3.05pt">=C2=B4</span><span c= lass=3D"stl08" style=3D"font-size:10pt">=C4=B1a en Entornos Digitales </spa= n><span class=3D"stl08" style=3D"font-size:10pt"> </span></p><p class= =3D"stl01" style=3D"line-height:10pt"><span class=3D"stl08" style=3D"font-s= ize:10pt; letter-spacing:-0.05pt">jylavayent@ube.edu.ec </span><span class= =3D"stl08" style=3D"font-size:10pt; letter-spacing:-0.05pt"> </span></= p><p class=3D"stl01" style=3D"line-height:10pt"><span class=3D"stl16" style= =3D"font-size:10pt; letter-spacing:-0.1pt">Art</span><span class=3D"stl13" = style=3D"font-size:10pt; letter-spacing:-3.05pt">=C2=B4</span><span class= =3D"stl16" style=3D"font-size:10pt; letter-spacing:-0.05pt">=C4=B1culo de I= nvestigaci</span><span class=3D"stl16" style=3D"font-size:10pt; letter-spac= ing:-4.15pt">o</span><span class=3D"stl16" style=3D"font-size:10pt; letter-= spacing:0.1pt">=C2=B4n Cient</span><span class=3D"stl13" style=3D"font-size= :10pt; letter-spacing:-3.05pt">=C2=B4</span><span class=3D"stl16" style=3D"= font-size:10pt; letter-spacing:-0.1pt">=C4=B1=EF=AC=81ca y Tecnol</span><sp= an class=3D"stl16" style=3D"font-size:10pt; letter-spacing:-4.15pt">o</span= ><span class=3D"stl16" style=3D"font-size:10pt; letter-spacing:0.2pt">=C2= =B4gica </span><span class=3D"stl16" style=3D"font-size:10pt; letter-spacin= g:0.2pt"> </span></p><p class=3D"stl01" style=3D"line-height:10pt"><sp= an class=3D"stl08" style=3D"font-size:10pt">Enviado: 13/04/2025 </span><spa= n class=3D"stl08" style=3D"font-size:10pt"> </span></p><p class=3D"stl= 01" style=3D"line-height:10pt"><span class=3D"stl08" style=3D"font-size:10p= t; letter-spacing:-0.05pt">Revisado: 14/05/2025 </span><span class=3D"stl08= " style=3D"font-size:10pt; letter-spacing:-0.05pt"> </span></p><p clas= s=3D"stl01" style=3D"line-height:10pt"><span class=3D"stl08" style=3D"font-= size:10pt">Aceptado: 06/06/2025 </span><span class=3D"stl08" style=3D"font-= size:10pt"> </span></p><p class=3D"stl01" style=3D"line-height:10pt"><= span class=3D"stl08" style=3D"font-size:10pt">Publicado: 05/10/2025 </span>= <span class=3D"stl08" style=3D"font-size:10pt"> </span></p><p class=3D= "stl01" style=3D"line-height:10pt"><span class=3D"stl08" style=3D"font-size= :10pt">DOI: </span><a href=3D"https://doi.org/10.33262/cienciadigital.v9i4.= 3528" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl08= " style=3D"font-size:10pt; color:#0000ff">https://doi.org/10.33262/cienciad= igital.v9i4.3528 </span><span class=3D"stl08" style=3D"font-size:10pt; colo= r:#0000ff"> </span></a></p><p class=3D"stl01" style=3D"line-height:10p= t"><span class=3D"stl08" style=3D"font-size:10pt; letter-spacing:-0.1pt">Ti= mana Coral, N. R., Haro Ruiz, E. L., Moy-Sang Castro, S. M., & Lavayen = Tamayo, J. </span><span class=3D"stl08" style=3D"font-size:10pt; letter-spa= cing:-1.05pt">Y. </span><span class=3D"stl08" style=3D"font-size:10pt; lett= er-spacing:-1.05pt"> </span></p><p class=3D"stl01" style=3D"line-heigh= t:10pt"><span class=3D"stl08" style=3D"font-size:10pt; letter-spacing:-0.05= pt">(2025). Impacto de Labxchange en el aprendizaje de biolog</span><span c= lass=3D"stl08" style=3D"font-size:10pt; letter-spacing:-3.05pt">=C2=B4</spa= n><span class=3D"stl08" style=3D"font-size:10pt">=C4=B1a celular en estudia= ntes de primero </span><span class=3D"stl08" style=3D"font-size:10pt"> = ;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"st= l08" style=3D"letter-spacing:-0.35pt">C</span><span class=3D"stl08" style= =3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1tese: = </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"l= ine-height:10pt"><span class=3D"stl08" style=3D"font-size:10pt">de bachille= rato. Ciencia Digital, 9(4), 22-39. </span><span class=3D"stl08" style=3D"f= ont-size:10pt"> </span></p><p class=3D"stl01" style=3D"line-height:12p= t"><a href=3D"https://doi.org/10.33262/cienciadigital.v9i4.3528" target=3D"= _blank" style=3D"text-decoration:none"><span class=3D"stl08" style=3D"font-= size:10pt; color:#0000ff">https://doi.org/10.33262/cienciadigital.v9i4.3528= </span><span class=3D"stl08" style=3D"font-size:10pt; color:#0000ff"> = ;</span></a></p><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D= "stl08" style=3D"font-size:8pt">CIENCIA DIGITAL, es una revista multidiscip= linaria, trimestral, que se publicar</span><span class=3D"stl08" style=3D"f= ont-size:8pt; letter-spacing:-3.1pt">a</span><span class=3D"stl08" style=3D= "font-size:8pt">=C2=B4 en soporte electr</span><span class=3D"stl08" style= =3D"font-size:8pt; letter-spacing:-3.3pt">o</span><span class=3D"stl08" sty= le=3D"font-size:8pt; letter-spacing:0.05pt">=C2=B4nico tiene como </span><s= pan class=3D"stl08" style=3D"font-size:8pt; letter-spacing:0.05pt"> </= span></p><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08"= style=3D"font-size:8pt">misi</span><span class=3D"stl08" style=3D"font-siz= e:8pt; letter-spacing:-3.3pt">o</span><span class=3D"stl08" style=3D"font-s= ize:8pt; letter-spacing:0.05pt">=C2=B4n contribuir a la formaci</span><span= class=3D"stl08" style=3D"font-size:8pt; letter-spacing:-3.3pt">o</span><sp= an class=3D"stl08" style=3D"font-size:8pt">=C2=B4n de profesionales compete= ntes con visi</span><span class=3D"stl08" style=3D"font-size:8pt; letter-sp= acing:-3.3pt">o</span><span class=3D"stl08" style=3D"font-size:8pt; letter-= spacing:0.05pt">=C2=B4n human</span><span class=3D"stl08" style=3D"font-siz= e:8pt; letter-spacing:-2.45pt">=C2=B4</span><span class=3D"stl08" style=3D"= font-size:8pt; letter-spacing:-0.05pt">=C4=B1stica y cr</span><span class= =3D"stl08" style=3D"font-size:8pt; letter-spacing:-2.45pt">=C2=B4</span><sp= an class=3D"stl08" style=3D"font-size:8pt">=C4=B1tica que sean capaces de <= /span><span class=3D"stl08" style=3D"font-size:8pt"> </span></p><p cla= ss=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-= size:8pt; letter-spacing:-0.05pt">exponer sus resultados investigativos y c= ient</span><span class=3D"stl08" style=3D"font-size:8pt; letter-spacing:-2.= 45pt">=C2=B4</span><span class=3D"stl08" style=3D"font-size:8pt">=C4=B1=EF= =AC=81cos en la misma medida que se promueva mediante su intervenci</span><= span class=3D"stl08" style=3D"font-size:8pt; letter-spacing:-3.3pt">o</span= ><span class=3D"stl08" style=3D"font-size:8pt; letter-spacing:0.65pt">=C2= =B4n </span><span class=3D"stl08" style=3D"font-size:8pt; letter-spacing:0.= 65pt"> </span></p><p class=3D"stl01" style=3D"line-height:8pt"><span c= lass=3D"stl08" style=3D"font-size:8pt">cambios positivos en la sociedad. ht= tps://cienciadigital.org </span><span class=3D"stl08" style=3D"font-size:8p= t"> </span></p><p class=3D"stl01" style=3D"line-height:8pt"><span clas= s=3D"stl08" style=3D"font-size:8pt">La revista es editada por la Editorial = Ciencia Digital (Editorial de prestigio registrada en la C</span><span clas= s=3D"stl08" style=3D"font-size:8pt; letter-spacing:-3.1pt">a</span><span cl= ass=3D"stl08" style=3D"font-size:8pt; letter-spacing:0.05pt">=C2=B4mara Ecu= atoriana de </span><span class=3D"stl08" style=3D"font-size:8pt; letter-spa= cing:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:8pt">= <span class=3D"stl08" style=3D"font-size:8pt">Libro con No de A=EF=AC=81lia= ci</span><span class=3D"stl08" style=3D"font-size:8pt; letter-spacing:-3.3p= t">o</span><span class=3D"stl08" style=3D"font-size:8pt">=C2=B4n 663) www.c= elibro.org.ec. </span><span class=3D"stl08" style=3D"font-size:8pt"> <= /span></p><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08= " style=3D"font-size:8pt; letter-spacing:-0.05pt">Esta revista est</span><s= pan class=3D"stl08" style=3D"font-size:8pt; letter-spacing:-3.1pt">a</span>= <span class=3D"stl08" style=3D"font-size:8pt">=C2=B4 protegida bajo una lic= encia </span><span class=3D"stl19" style=3D"font-size:8pt">Creative Commons= Atribuci</span><span class=3D"stl19" style=3D"font-size:8pt; letter-spacin= g:-3.3pt">o</span><span class=3D"stl19" style=3D"font-size:8pt">=C2=B4n-NoC= omercial-CompartirIgual 4.0 Inter- </span><span class=3D"stl19" style=3D"fo= nt-size:8pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"= ><span class=3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl07"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl09" style=3D"font-size:8pt; letter-spacing:normal">national. </span><span= class=3D"stl08" style=3D"font-size:8pt">Copia de la licencia: https://crea= tivecommons.org/licenses/by-nc-sa/4.0/deed.es </span><span class=3D"stl08" = style=3D"font-size:8pt; letter-spacing:0.9pt">.</span><span class=3D"stl07"= >=E2=80=9D=E2=80=9D </span><span class=3D"stl07"> </span></p><p class= =3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-si= ze:8pt; letter-spacing:-0.05pt">Esta revista est</span><span class=3D"stl08= " style=3D"font-size:8pt; letter-spacing:-3.1pt">a</span><span class=3D"stl= 08" style=3D"font-size:8pt">=C2=B4 protegida bajo una licencia Creative Com= mons en la 4.0 </span><span class=3D"stl08" style=3D"font-size:8pt"> <= /span></p><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08= " style=3D"font-size:8pt">International. Copia de la licencia: </span><span= class=3D"stl08" style=3D"font-size:8pt"> </span></p><p class=3D"stl01= " style=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt">h= ttp://creativecommons.org/licenses/by-nc-sa/4.0/ </span><span class=3D"stl0= 8" style=3D"font-size:8pt"> </span></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D </span><span class= =3D"stl07"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl07"> = </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl= 07">Predicci</span><span class=3D"stl07" style=3D"letter-spacing:-5pt">o</s= pan><span class=3D"stl07" style=3D"letter-spacing:0.1pt">=C2=B4n Cient</spa= n><span class=3D"stl07" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span= class=3D"stl07">=C4=B1=EF=AC=81ca </span><span class=3D"stl07"> </spa= n></p><p class=3D"stl01" style=3D"line-height:12pt"><span 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diciembre 2025 </span><span class=3D"stl07" style=3D"letter-spacing:-0.= 05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span = class=3D"stl07" style=3D"letter-spacing:-0.05pt">Revista Multidisciplinar <= /span><span class=3D"stl07" style=3D"letter-spacing:-0.05pt"> </span><= /p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">Art<= /span><span class=3D"stl07" style=3D"letter-spacing:-3.65pt">=C2=B4</span><= span class=3D"stl07">=C4=B1culo Original </span><span class=3D"stl07"> = ;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"st= l16" style=3D"letter-spacing:-0.1pt">Palabras claves: </span><span class=3D= "stl08">In- </span><span class=3D"stl16" style=3D"letter-spacing:-0.05pt">R= esumen: </span><span class=3D"stl08">Introducci</span><span class=3D"stl08"= style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08">=C2=B4n: El si= mulador web Labxchange transforma </span><span class=3D"stl08"> </span= ></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">te= ractividad, accesi-</span><span class=3D"stl08"> </span><span class=3D= "stl08" style=3D"letter-spacing:-0.05pt">el aprendizaje de la Biolog</span>= <span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span c= lass=3D"stl08">=C4=B1a Celular mejorando la comprensi</span><span class=3D"= stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D= "letter-spacing:0.25pt">=C2=B4n, mo- </span><span class=3D"stl08" style=3D"= letter-spacing:0.25pt"> </span></p><p class=3D"stl01" style=3D"line-he= ight:12pt"><span class=3D"stl08">bilidad, autonom</span><span class=3D"stl0= 8" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4= =B1a,</span><span class=3D"stl08"> </span><span class=3D"stl08" style= =3D"letter-spacing:-0.05pt">tivaci</span><span class=3D"stl08" style=3D"let= ter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.0= 5pt">=C2=B4n, y autonom</span><span class=3D"stl08" style=3D"letter-spacing= :-3.65pt">=C2=B4</span><span class=3D"stl08" style=3D"letter-spacing:-0.05p= t">=C4=B1a a trav</span><span class=3D"stl08" style=3D"letter-spacing:-4.65= pt">e</span><span class=3D"stl08">=C2=B4s de sus recursos. Objetivo: Analiz= ar el </span><span class=3D"stl08"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span class=3D"stl08">comprensi</span><span class=3D= "stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style= =3D"letter-spacing:0.15pt">=C2=B4n, moti-</span><span class=3D"stl08"> = ;</span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">impacto del = uso del simulador web Labxchange en el aprendizaje de </span><span class=3D= "stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01= " style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:= -0.1pt">vaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</s= pan><span class=3D"stl08" style=3D"letter-spacing:0.5pt">=C2=B4n. </span><s= pan class=3D"stl08" style=3D"letter-spacing:0.5pt"> </span></p><p clas= s=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"lette= r-spacing:-0.05pt">Biolog</span><span class=3D"stl08" style=3D"letter-spaci= ng:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a Celular de 160 estud= iantes de primero de Bachillerato Ge- </span><span class=3D"stl08"> </= span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08= " style=3D"letter-spacing:-0.05pt">neral Uni=EF=AC=81cado de la Unidad Educ= ativa Jacinto Collahuazo, Otavalo, </span><span class=3D"stl08" style=3D"le= tter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-hei= ght:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">Ecuador. M= etodolog</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2= =B4</span><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">=C4=B1a: Es= ta investigaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o<= /span><span class=3D"stl08">=C2=B4n es explicativa con enfoque </span><span= class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">cuantitativo y = cuasi experimental con caracter</span><span class=3D"stl08" style=3D"letter= -spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1sticas correlaci= onal y </span><span class=3D"stl08"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05= pt">aplicada que veri=EF=AC=81ca el impacto de Labxchange en el aprendizaje= de </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </s= pan></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08"= style=3D"letter-spacing:-0.05pt">Biolog</span><span class=3D"stl08" style= =3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08" style=3D"let= ter-spacing:-0.05pt">=C4=B1a Celular. Los m</span><span class=3D"stl08" sty= le=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08" style=3D"letter= -spacing:0.05pt">=C2=B4todos aplicados son an</span><span class=3D"stl08" s= tyle=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"lett= er-spacing:0.05pt">=C2=B4lisis-s</span><span class=3D"stl08" style=3D"lette= r-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1ntesis, induc- = </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08">ci</span><span class=3D"stl08" style= =3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spac= ing:0.1pt">=C2=B4n-deducci</span><span class=3D"stl08" style=3D"letter-spac= ing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2= =B4n, y modelado te</span><span class=3D"stl08" style=3D"letter-spacing:-5p= t">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4rico= . Los datos recolectados comien- </span><span class=3D"stl08" style=3D"lett= er-spacing:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height= :12pt"><span class=3D"stl08">zan con un estudio de cohortes de los tres </s= pan><span class=3D"stl08" style=3D"letter-spacing:-4.95pt">u</span><span cl= ass=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4ltimos a</span><span cl= ass=3D"stl08" style=3D"letter-spacing:-5pt">n</span><span class=3D"stl08" s= tyle=3D"letter-spacing:0.15pt">=CB=9Cos acad</span><span class=3D"stl08" st= yle=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08" style=3D"lette= r-spacing:0.15pt">=C2=B4micos </span><span class=3D"stl08" style=3D"letter-= spacing:0.15pt"> </span></p><p class=3D"stl01" style=3D"line-height:12= pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">en Biolog</span>= <span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span c= lass=3D"stl08">=C4=B1a Celular, obteniendo un promedio de 8.074/10 a nivel = </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08">institucional y un valor menor a 700= /1000 en el Instituto Nacional de </span><span class=3D"stl08"> </span= ></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" st= yle=3D"letter-spacing:-0.05pt">Evaluaci</span><span class=3D"stl08" style= =3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spac= ing:0.05pt">=C2=B4n Educativa (INE</span><span class=3D"stl08" style=3D"let= ter-spacing:-1.5pt">V</span><span class=3D"stl08">A</span><span class=3D"st= l08" style=3D"letter-spacing:-0.05pt">L), evidenciando bajo aprendizaje en = </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" sty= le=3D"letter-spacing:-0.05pt">esta asignatura. Adem</span><span class=3D"st= l08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style= =3D"letter-spacing:0.05pt">=C2=B4s, se aplica una prueba de conocimientos d= e </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt"> </span= ></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" st= yle=3D"letter-spacing:-0.05pt">Biolog</span><span class=3D"stl08" style=3D"= letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08" style=3D"letter-= spacing:-0.05pt">=C4=B1a Celular a trav</span><span class=3D"stl08" style= =3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08" style=3D"letter-s= pacing:0.05pt">=C2=B4s de cuestionarios diagn</span><span class=3D"stl08" s= tyle=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-= spacing:0.05pt">=C2=B4sticos y sumativas a </span><span class=3D"stl08" sty= le=3D"letter-spacing:0.05pt"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08">un grupo control y experimental y un= a encuesta de satisfacci</span><span class=3D"stl08" style=3D"letter-spacin= g:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.2pt">=C2=B4= n sobre </span><span class=3D"stl08" style=3D"letter-spacing:0.2pt"> <= /span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl0= 8" style=3D"letter-spacing:-0.05pt">el uso de Labxchange. Resultados: El us= o de Labxchange promueve </span><span class=3D"stl08" style=3D"letter-spaci= ng:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt">= <span class=3D"stl08" style=3D"letter-spacing:-0.05pt">un Aprendizaje Signi= =EF=AC=81cativo de Biolog</span><span class=3D"stl08" style=3D"letter-spaci= ng:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a Celular con el 92.5<= /span><span class=3D"stl08"> </span><span class=3D"stl08">% del </span= ><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-he= ight:12pt"><span class=3D"stl08">grupo experimental que logra y domina los = aprendizajes y diferencia </span><span class=3D"stl08"> </span></p><p = class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"l= etter-spacing:-0.05pt">signi=EF=AC=81cativa en la prueba Wilcoxon con un va= lor Z =3D -7.732 y p =C2=A10.001; </span><span class=3D"stl08" style=3D"let= ter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><span class=3D"stl08">adem</span><span class=3D"stl08" style=3D"le= tter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing= :0.05pt">=C2=B4s de una fuerte relaci</span><span class=3D"stl08" style=3D"= letter-spacing:-5pt">o</span><span class=3D"stl08">=C2=B4n positiva entre e= l uso de Labxchange y </span><span class=3D"stl08"> </span></p><p clas= s=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"lette= r-spacing:-0.05pt">el aprendizaje de Biolog</span><span class=3D"stl08" sty= le=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a Ce= lular mediante el an</span><span class=3D"stl08" style=3D"letter-spacing:-4= .65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4= lisis de correlaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt= ">o</span><span class=3D"stl08" style=3D"letter-spacing:1pt">=C2=B4n </span= ><span class=3D"stl08" style=3D"letter-spacing:1pt"> </span></p><p cla= ss=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Rho de Spearm= an con un r =3D 0.955. Conclusi</span><span class=3D"stl08" style=3D"letter= -spacing:-5pt">o</span><span class=3D"stl08">=C2=B4n: Labxchange impacta </= span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">posit= ivamente en el aprendizaje de biolog</span><span class=3D"stl08" style=3D"l= etter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a celular e= n estudiantes de </span><span class=3D"stl08"> </span></p><p class=3D"= stl01" style=3D"line-height:12pt"><span class=3D"stl08">primero de bachille= rato de la Unidad Educativa Jacinto Collahuazo. </span><span class=3D"stl08= "> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span clas= s=3D"stl08">=C2=B4</span></p><p class=3D"stl01" style=3D"line-height:12pt">= <span class=3D"stl08">=C2=B4</span></p><p class=3D"stl01" style=3D"line-hei= ght:12pt"><span class=3D"stl08">Area de estudio general: Educaci</span><spa= n class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl0= 8" style=3D"letter-spacing:0.1pt">=C2=B4n y Ciencias biol</span><span class= =3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" styl= e=3D"letter-spacing:0.1pt">=C2=B4gicas. Area de </span><span class=3D"stl08= " style=3D"letter-spacing:0.1pt"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt= ">estudio espec</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt= ">=C2=B4</span><span class=3D"stl08">=C4=B1=EF=AC=81ca: Did</span><span cla= ss=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08"= style=3D"letter-spacing:0.05pt">=C2=B4ctica de la Biolog</span><span class= =3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl= 08" style=3D"letter-spacing:-0.05pt">=C4=B1a Celular. Tipo de estudio: </sp= an><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p>= <p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Art</sp= an><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><spa= n class=3D"stl08">=C4=B1culos originales. </span><span class=3D"stl08"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl16" style=3D"letter-spacing:-0.15pt">Keywords: </span><span class=3D"stl0= 8">Interac- </span><span class=3D"stl16" style=3D"letter-spacing:-0.05pt">A= bstract: </span><span class=3D"stl08">Introduction: Labxchange simulator en= hances Cell Bio- </span><span class=3D"stl08"> </span></p><p class=3D"= stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spa= cing:-0.05pt">tivity, accessibility, logy</span><span class=3D"stl08"> = ;</span><span class=3D"stl08">learning by improving comprehension, motivati= on, and auto- </span><span class=3D"stl08"> </span></p><p class=3D"stl= 01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacin= g:-0.15pt">autonomy, </span><span class=3D"stl08" style=3D"letter-spacing:-= 0.15pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><spa= n class=3D"stl08">derstanding, </span><span class=3D"stl08"> </span></= p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style= =3D"letter-spacing:-0.05pt">motivation. </span><span class=3D"stl08" style= =3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">un- = nomy</span><span class=3D"stl08"> </span><span class=3D"stl08" style= =3D"letter-spacing:-0.05pt">through its resources. Objective: To analyze th= e impact of the </span><span class=3D"stl08" style=3D"letter-spacing:-0.05p= t"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cla= ss=3D"stl08" style=3D"letter-spacing:-0.1pt">and Labxchange</span><span cla= ss=3D"stl08"> </span><span class=3D"stl08">web simulator on the Cell B= iology learning of 160 =EF=AC=81rst- </span><span class=3D"stl08"> </s= pan></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08"= style=3D"letter-spacing:-0.05pt">year high school students from Unidad Edu= cativa Jacinto Collahua- </span><span class=3D"stl08" style=3D"letter-spaci= ng:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt">= <span class=3D"stl08" style=3D"letter-spacing:-0.05pt">zo. Methodology: Thi= s explanatory research employs a quantitative, </span><span class=3D"stl08"= style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">quasi-experimental approach wit= h correlational and applied </span><span class=3D"stl08"> </span></p><= p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">=E2=80= =9D=E2=80=9D </span><span class=3D"stl07"> </span></p><p class=3D"stl0= 1" style=3D"line-height:12pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D </sp= an><span class=3D"stl07"> </span></p><p class=3D"stl01" style=3D"line-= height:8pt"><span class=3D"stl08" style=3D"font-size:8pt; letter-spacing:-0= .05pt">Esta revista est</span><span class=3D"stl08" style=3D"font-size:8pt;= letter-spacing:-3.1pt">a</span><span class=3D"stl08" style=3D"font-size:8p= t">=C2=B4 protegida bajo una licencia Creative Commons en la 4.0 </span><sp= an class=3D"stl08" style=3D"font-size:8pt"> </span></p><p class=3D"stl= 01" style=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt"= >International. Copia de la licencia: </span><span class=3D"stl08" style=3D= "font-size:8pt"> </span></p><p class=3D"stl01" style=3D"line-height:8p= t"><span class=3D"stl08" style=3D"font-size:8pt">http://creativecommons.org= /licenses/by-nc-sa/4.0/ </span><span class=3D"stl08" style=3D"font-size:8pt= "> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span clas= s=3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl07"> </span></= p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">=E2= =80=9D=E2=80=9D </span><span class=3D"stl07"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl07">Predicci</span><span= class=3D"stl07" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl07= " style=3D"letter-spacing:0.1pt">=C2=B4n Cient</span><span class=3D"stl07" = style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl07">=C4=B1= =EF=AC=81ca </span><span class=3D"stl07"> </span></p><p class=3D"stl01= " style=3D"line-height:12pt"><span class=3D"stl07">P</span><span class=3D"s= tl07" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl07" style= =3D"letter-spacing:0.1pt">=C2=B4gina 23- 39 </span><span class=3D"stl07" st= yle=3D"letter-spacing:0.1pt"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span style=3D"height:0pt; display:block; position:absolut= e; z-index:2"><img src=3D"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAnQ= AAAN3CAYAAAC7isfVAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAOxAAADsQBlSsOGwAAIABJRE= FUeJzsvdmzHcd95/n5/TKrzt2wETsIkAQXUFwkcZEokdZiW5Zt2e6RQ57pcXd0dMTEREzEvM0/M= u/zMv3QE9EdMx677bG8yW5KrYVauEqkSFHcCRHEvt/lnKrM3zxkVp065557LwACIAGcH4l7zz1V= lZVVuX3z+9vkgf/pL4wsZu1HQMBAmSQCCJGYPk4Uy2ddodj611pTjUspo/Mc0lx7udXJ78YAu+K= HAtnguda6b/6jKYX0RIq0hyNIxMTSZwxE2jrHfJmPAR8FjZ5ontpDLQEk1c1FUAzBCDiiFBiGSE= BSKavrdRVl9HlzuxlESf8A1AQfDTWIIgSFSo2Yn8GbUeSqBpFLfuHX6plW3wi6lVp938vsJJdyy= +YelzRwJois924s/1s94sfb80ruLeuO2JirJ4gJUaztJ5avHnmdzTgWAREMQczAInjF9Upcr8BU= 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0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><spa= n class=3D"stl07">Art</span><span class=3D"stl07" style=3D"letter-spacing:-= 3.65pt">=C2=B4</span><span class=3D"stl07">=C4=B1culo Original </span><span= class=3D"stl07"> </span></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><span class=3D"stl08">characteristics to assess the impact of Labxchan= ge on cellular biology </span><span class=3D"stl08"> </span></p><p cla= ss=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">learning. The= methods used include analysis-synthesis, induction- </span><span class=3D"= stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span= class=3D"stl08">deduction, and theoretical modeling. Data collection began= with a </span><span class=3D"stl08"> </span></p><p class=3D"stl01" st= yle=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.0= 5pt">cohort study of at least three academic years in Cell Biology, re- </s= pan><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p= ><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style= =3D"letter-spacing:-0.05pt">vealing an institutional average score of 8.074= /10 and a score below </span><span class=3D"stl08" style=3D"letter-spacing:= -0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><sp= an class=3D"stl08">700/1000 in the Instituto Nacional de Evaluac</span><spa= n class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl0= 8" style=3D"letter-spacing:0.05pt">=C2=B4n Educativa, indica- </span><span = class=3D"stl08" style=3D"letter-spacing:0.05pt"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter= -spacing:-0.05pt">ting low performance in this subject. A Cell Biology know= ledge test </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">&#= xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D= "stl08" style=3D"letter-spacing:-0.05pt">was conducted using diagnostic and= summative questionnaires on </span><span class=3D"stl08" style=3D"letter-s= pacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12= pt"><span class=3D"stl08">control and experimental groups, and a satisfacti= on survey regarding </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter= -spacing:-0.05pt">Labxchange usage. Results: Labxchange usage signi=EF=AC= =81cantly promo- </span><span class=3D"stl08" style=3D"letter-spacing:-0.05= pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cl= ass=3D"stl08">tes Cell Biology learning, with 92.5</span><span class=3D"stl= 08"> </span><span class=3D"stl08">% of the experimental group </span><= span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><span class=3D"stl08">achieving and mastering the learning objecti= ves, with a signi=EF=AC=81cant </span><span class=3D"stl08"> </span></= p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style= =3D"letter-spacing:-0.05pt">di=EF=AC=80erence in the Wilcoxon test with Z = =3D -7.732 and p =C2=A10.001. Further- </span><span class=3D"stl08" style= =3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">more= , a strong positive correlation between Labxchange usage and </span><span c= lass=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Cell Biology le= arning was observed through Spearman=E2=80=99s Rho corre- </span><span clas= s=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt">= <span class=3D"stl08" style=3D"letter-spacing:-0.05pt">lation analysis, wit= h r =3D 0.955. Conclusion: Labxchange positively </span><span class=3D"stl0= 8" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl08">impacts the Cell biology lear= ning of =EF=AC=81rst-year high school students at </span><span class=3D"stl= 08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cl= ass=3D"stl08" style=3D"letter-spacing:-0.05pt">Unidad Educativa Jacinto Col= lahuazo. General Area of Study: Edu- </span><span class=3D"stl08" style=3D"= letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-h= eight:12pt"><span class=3D"stl08">cation and Biological Sciences. Speci=EF= =AC=81c area of study: Didactics of </span><span class=3D"stl08"> </sp= an></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" = style=3D"letter-spacing:-0.1pt">Cell Biology. </span><span class=3D"stl08" = style=3D"letter-spacing:-1.2pt">T</span><span class=3D"stl08">ype of study:= Original articles. </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl16">1. Introducci</= span><span class=3D"stl16" style=3D"letter-spacing:-5pt">o</span><span clas= s=3D"stl16" style=3D"letter-spacing:1pt">=C2=B4n </span><span class=3D"stl1= 6" style=3D"letter-spacing:1pt"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt= ">todos los niveles educativos. De esta mane- </span><span class=3D"stl08" = style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">ra, la</span><span class=3D"stl= 08"> </span><span class=3D"stl08">Unidad Educativa Jacinto Collahua- <= /span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">En e= l mundo, la innovaci</span><span class=3D"stl08" style=3D"letter-spacing:-5= pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n he= begogica se </span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"= stl08" style=3D"letter-spacing:-0.05pt">enfoca en mejorar la formaci</span>= <span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"= stl08" style=3D"letter-spacing:0.2pt">=C2=B4n acad</span><span class=3D"stl= 08" style=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08" style=3D= "letter-spacing:0.15pt">=C2=B4mica y </span><span class=3D"stl08" style=3D"= letter-spacing:0.15pt"> </span></p><p class=3D"stl01" style=3D"line-he= ight:12pt"><span class=3D"stl08">la adaptaci</span><span class=3D"stl08" st= yle=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-s= pacing:0.05pt">=C2=B4n a la sociedad del conocimien- </span><span class=3D"= stl08" style=3D"letter-spacing:0.05pt"> </span></p><p class=3D"stl01" = style=3D"line-height:12pt"><span class=3D"stl08">to. Sin embargo, en alguno= s lugares contin</span><span class=3D"stl08" style=3D"letter-spacing:-4.95p= t">u</span><span class=3D"stl08" style=3D"letter-spacing:1pt">=C2=B4a </spa= n><span class=3D"stl08" style=3D"letter-spacing:1pt"> </span></p><p cl= ass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">la aplicaci<= /span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span cla= ss=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n de una educaci</span><s= pan class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"st= l08" style=3D"letter-spacing:0.1pt">=C2=B4n tradicional. </span><span class= =3D"stl08" style=3D"letter-spacing:0.1pt"> </span></p><p class=3D"stl0= 1" style=3D"line-height:12pt"><span class=3D"stl08">A pesar de ello, esta m= etodolog</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2= =B4</span><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">=C4=B1a con= ven- </span><span class=3D"stl08" style=3D"letter-spacing:-0.1pt"> </s= pan></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08"= >cional de ense</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">n= </span><span class=3D"stl08">=CB=9Canza-aprendizaje evoluciona </span><span= class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><span class=3D"stl08">y enfrenta retos en t</span><span class=3D"stl08= " style=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08">=C2=B4rmin= os de calidad for- </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter= -spacing:-0.05pt">mativa con nuevos recursos (Robles et al., </span><span c= lass=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">2022). </span><= span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><span class=3D"stl08">zo, como parte de esta entidad, enfrenta el = </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">des= af</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</spa= n><span class=3D"stl08">=C4=B1o de mejorar la ense</span><span class=3D"stl= 08" style=3D"letter-spacing:-5pt">n</span><span class=3D"stl08" style=3D"le= tter-spacing:0.05pt">=CB=9Canza de Biolog</span><span class=3D"stl08" style= =3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a </sp= an><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-= height:12pt"><span class=3D"stl08">Celular en Ciencias Naturales. Seg</span= ><span class=3D"stl08" style=3D"letter-spacing:-4.95pt">u</span><span class= =3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n la eva- </span><span clas= s=3D"stl08" style=3D"letter-spacing:0.1pt"> </span></p><p class=3D"stl= 01" style=3D"line-height:12pt"><span class=3D"stl08">luaci</span><span clas= s=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08">=C2= =B4n Ser Estudiante del Instituto Nacional </span><span class=3D"stl08">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"= stl08" style=3D"letter-spacing:-0.05pt">de Evaluaci</span><span class=3D"st= l08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"l= etter-spacing:0.05pt">=C2=B4n Educativa (INE</span><span class=3D"stl08" st= yle=3D"letter-spacing:-1.5pt">V</span><span class=3D"stl08">AL, 2023), </sp= an><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-= height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.2pt">la mayor= </span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span>= <span class=3D"stl08">=C4=B1a de los bachilleres no alcanzan </span><span c= lass=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12p= t"><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">el puntaje m</span= ><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span = class=3D"stl08">=C4=B1nimo de 700/1000 en Biolog</span><span class=3D"stl08= " style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4= =B1a </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">durante los a</span><span class= =3D"stl08" style=3D"letter-spacing:-5pt">n</span><span class=3D"stl08" styl= e=3D"letter-spacing:0.05pt">=CB=9Cos 2020-2023. Adem</span><span class=3D"s= tl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style= =3D"letter-spacing:0.15pt">=C2=B4s, los </span><span class=3D"stl08" style= =3D"letter-spacing:0.15pt"> </span></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><span class=3D"stl08">estudiantes de primero de bachillerato= de </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">la instituci</span><span class= =3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08">=C2= =B4n en investigaci</span><span class=3D"stl08" style=3D"letter-spacing:-5p= t">o</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n log= raron un </span><span class=3D"stl08" style=3D"letter-spacing:0.1pt"> = </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl= 08">promedio de 8.074/10 en la asignatura de </span><span class=3D"stl08">&= #xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08" style=3D"letter-spacing:-0.05pt">Biolog</span><span class=3D"stl= 08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4= =B1a entre 2021 y 2023, mostrando un </span><span class=3D"stl08"> </s= pan></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08"= >contraste con los resultados nacionales. </span><span class=3D"stl08"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08">En el Ecuador el Ministerio de Educaci</span><span class=3D"stl08" st= yle=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-s= pacing:1pt">=C2=B4n </span><span class=3D"stl08" style=3D"letter-spacing:1p= t"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cla= ss=3D"stl08">del Ecuador (2024b) fomenta la utilizaci</span><span class=3D"= stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D= "letter-spacing:1pt">=C2=B4n </span><span class=3D"stl08" style=3D"letter-s= pacing:1pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt">= <span class=3D"stl08">de dispositivos tecnol</span><span class=3D"stl08" st= yle=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-s= pacing:0.05pt">=C2=B4gicos con el objetivo </span><span class=3D"stl08" sty= le=3D"letter-spacing:0.05pt"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">de p= romover la innovaci</span><span class=3D"stl08" style=3D"letter-spacing:-5p= t">o</span><span class=3D"stl08" style=3D"letter-spacing:1pt">=C2=B4</span>= <span class=3D"stl08">n pedag</span><span class=3D"stl08" style=3D"letter-s= pacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.2pt">= =C2=B4gica en </span><span class=3D"stl08" style=3D"letter-spacing:0.2pt">&= #xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl07"> </span></p= ><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">=E2=80= =9D=E2=80=9D </span><span class=3D"stl07"> </span></p><p class=3D"stl0= 1" style=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt; = letter-spacing:-0.05pt">Esta revista est</span><span class=3D"stl08" style= =3D"font-size:8pt; letter-spacing:-3.1pt">a</span><span class=3D"stl08" sty= le=3D"font-size:8pt">=C2=B4 protegida bajo una licencia Creative Commons en= la 4.0 </span><span class=3D"stl08" style=3D"font-size:8pt"> </span><= /p><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" style= =3D"font-size:8pt">International. Copia de la licencia: </span><span class= =3D"stl08" style=3D"font-size:8pt"> </span></p><p class=3D"stl01" styl= e=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt">http://= creativecommons.org/licenses/by-nc-sa/4.0/ </span><span class=3D"stl08" sty= le=3D"font-size:8pt"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl= 07"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cl= ass=3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl07"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">Pre= dicci</span><span class=3D"stl07" style=3D"letter-spacing:-5pt">o</span><sp= an class=3D"stl07" style=3D"letter-spacing:0.1pt">=C2=B4n Cient</span><span= class=3D"stl07" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class= =3D"stl07">=C4=B1=EF=AC=81ca </span><span class=3D"stl07"> </span></p>= <p class=3D"stl01" style=3D"line-height:12pt"><span 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letter-spacing:-0.05pt">Vol. 9 No. 4, pp. 22 =E2=80=93 39, octubre - diciem= bre 2025 </span><span class=3D"stl07" style=3D"letter-spacing:-0.05pt"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl07" style=3D"letter-spacing:-0.05pt">Revista Multidisciplinar </span><spa= n class=3D"stl07" style=3D"letter-spacing:-0.05pt"> </span></p><p clas= s=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">Art</span><spa= n class=3D"stl07" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class= =3D"stl07">=C4=B1culo Original </span><span class=3D"stl07"> </span></= p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style= =3D"letter-spacing:-0.05pt">Una entrevista a profesores de la Unidad</span>= <span class=3D"stl08"> </span><span class=3D"stl08" style=3D"letter-sp= acing:-0.1pt">investigaci</span><span class=3D"stl08" style=3D"letter-spaci= ng:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2= =B4n carece de equipos electr</span><span class=3D"stl08" style=3D"letter-s= pacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.2pt">= =C2=B4nicos </span><span class=3D"stl08" style=3D"letter-spacing:0.2pt">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"= stl08" style=3D"letter-spacing:-0.05pt">Educativa Jacinto Collahuazo revela= proble-</span><span class=3D"stl08"> </span><span class=3D"stl08">y a= cceso a internet en clases presenciales. </span><span class=3D"stl08"> = ;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"st= l08">mas en la ense</span><span class=3D"stl08" style=3D"letter-spacing:-5p= t">n</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=CB=9Canza= de Biolog</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2= =B4</span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">=C4=B1a Ce= lular,</span><span class=3D"stl08"> </span><span class=3D"stl08" style= =3D"letter-spacing:-0.1pt">Adem</span><span class=3D"stl08" style=3D"letter= -spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.1= 5pt">=C2=B4s, el m</span><span class=3D"stl08" style=3D"letter-spacing:-4.6= 5pt">e</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4to= do tradicional aplicado en </span><span class=3D"stl08" style=3D"letter-spa= cing:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"= ><span class=3D"stl08">como falta de inter</span><span class=3D"stl08" styl= e=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08" style=3D"letter-= spacing:0.35pt">=C2=B4s t</span><span class=3D"stl08" style=3D"letter-spaci= ng:-4.65pt">e</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">= =C2=B4cnicas de estudio de-</span><span class=3D"stl08"> </span><span = class=3D"stl08" style=3D"letter-spacing:-0.05pt">el contexto usa el libro d= e Biolog</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2= =B4</span><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">=C4=B1a pro= por- </span><span class=3D"stl08" style=3D"letter-spacing:-0.1pt"> </s= pan></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08"= >=EF=AC=81cientes y escasas pr</span><span class=3D"stl08" style=3D"letter-= spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.05= pt">=C2=B4cticas. La compren-</span><span class=3D"stl08"> </span><spa= n class=3D"stl08">cionado por el MINEDUC (2024a), el cual </span><span clas= s=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt">= <span class=3D"stl08">si</span><span class=3D"stl08" style=3D"letter-spacin= g:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2= =B4n de temas complejos como la estructura</span><span class=3D"stl08"> = 0;</span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">incluye la = secci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><sp= an class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n cinco sobre este= tema. </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt"> <= /span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl0= 8">y divisi</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</sp= an><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n celular est= </span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span= class=3D"stl08">=C2=B4 limitada por metodo- </span><span class=3D"stl08">&= #xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">En la actualidad, la metodolog</span><span class=3D"stl08" style= =3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a trad= icional </span><span class=3D"stl08"> </span></p><p class=3D"stl01" st= yle=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.1= pt">log</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4= </span><span class=3D"stl08">=C4=B1as tradicionales y recursos tecnol</span= ><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D= "stl08" style=3D"letter-spacing:0.2pt">=C2=B4gicos </span><span class=3D"st= l08" style=3D"letter-spacing:0.2pt"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl08">no ha logrado mantener el rit= mo de la cali- </span><span class=3D"stl08"> </span></p><p class=3D"st= l01" style=3D"line-height:12pt"><span class=3D"stl08">escasos. Los educador= es proponen imple- </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">dad educativa y= usa clases magistrales para </span><span class=3D"stl08"> </span></p>= <p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">mentar = m</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><spa= n class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4todos digitales par= a relacionar la </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt= "> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span clas= s=3D"stl08">desarrollar contenido en el aula. El aprendi- </span><span clas= s=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt">= <span class=3D"stl08" style=3D"letter-spacing:-0.1pt">teor</span><span clas= s=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"st= l08">=C4=B1a y la pr</span><span class=3D"stl08" style=3D"letter-spacing:-4= .65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4= ctica, mejorando la educaci</span><span class=3D"stl08" style=3D"letter-spa= cing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.5pt">=C2= =B4n. </span><span class=3D"stl08" style=3D"letter-spacing:0.5pt"> </s= pan></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08"= style=3D"letter-spacing:-0.05pt">zaje directo, considerado en este enfoque= , se </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </= span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08= " style=3D"letter-spacing:-0.05pt">Por lo tanto, la investigaci</span><span= class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08= " style=3D"letter-spacing:0.05pt">=C2=B4n justi=EF=AC=81ca el uso </span><s= pan class=3D"stl08" style=3D"letter-spacing:0.05pt"> </span></p><p cla= ss=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">basa en la in= formaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><= span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n e instrucci</sp= an><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class= =3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4n estruc- </span><span cla= ss=3D"stl08" style=3D"letter-spacing:0.15pt"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spac= ing:-0.1pt">del simulador web Labxchange para favo- </span><span class=3D"s= tl08" style=3D"letter-spacing:-0.1pt"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.= 05pt">turada del profesor (Wassinger et al., 2022). </span><span class=3D"s= tl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" = style=3D"line-height:12pt"><span class=3D"stl08">recer el aprendizaje inter= activo y desarro- </span><span class=3D"stl08"> </span></p><p class=3D= "stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-sp= acing:-0.15pt">En la mayor</span><span class=3D"stl08" style=3D"letter-spac= ing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a de estas, el estudi= ante pierde </span><span class=3D"stl08"> </span></p><p class=3D"stl01= " style=3D"line-height:12pt"><span class=3D"stl08">llo de la observaci</spa= n><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class= =3D"stl08" style=3D"letter-spacing:0.2pt">=C2=B4n cr</span><span class=3D"s= tl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">= =C4=B1tica, razonamiento </span><span class=3D"stl08"> </span></p><p c= lass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">atenci</spa= n><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class= =3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n en pocos minutos y solo = recuerda </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt"> = ;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"st= l08" style=3D"letter-spacing:-0.05pt">cient</span><span class=3D"stl08" sty= le=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1=EF= =AC=81co, y la capacidad experimental del </span><span class=3D"stl08"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08" style=3D"letter-spacing:-0.05pt">el 20 % del contenido expuesto. Una = ventaja </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> = ;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"st= l08">estudiante. </span><span class=3D"stl08"> </span></p><p class=3D"= stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spa= cing:-0.05pt">de la metodolog</span><span class=3D"stl08" style=3D"letter-s= pacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a tradicional es l= a alta con- </span><span class=3D"stl08"> </span></p><p class=3D"stl01= " style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:= -0.1pt">El objetivo de esta investigaci</span><span class=3D"stl08" style= =3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spac= ing:0.1pt">=C2=B4n consiste</span><span class=3D"stl08"> </span><span = class=3D"stl08">centraci</span><span class=3D"stl08" style=3D"letter-spacin= g:-5pt">o</span><span class=3D"stl08">=C2=B4n del estudiante en clase por b= reves </span><span class=3D"stl08"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span class=3D"stl08">en analizar el impacto del uso= del simula-</span><span class=3D"stl08"> </span><span class=3D"stl08"= >periodos y la ocasi</span><span class=3D"stl08" style=3D"letter-spacing:-5= pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n d= e observar el desem- </span><span class=3D"stl08" style=3D"letter-spacing:0= .05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span= class=3D"stl08" style=3D"letter-spacing:-0.05pt">dor web Labxchange en el = aprendizaje de</span><span class=3D"stl08"> </span><span class=3D"stl0= 8">pe</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">n</span><sp= an class=3D"stl08" style=3D"letter-spacing:0.05pt">=CB=9Co del docente (Beh= manesh et al., 2022). </span><span class=3D"stl08" style=3D"letter-spacing:= 0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><spa= n class=3D"stl08" style=3D"letter-spacing:-0.05pt">Biolog</span><span class= =3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl= 08">=C4=B1a Celular en estudiantes de prime-</span><span class=3D"stl08">&#= xa0;</span><span class=3D"stl08" style=3D"letter-spacing:-0.15pt">As</span>= <span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span c= lass=3D"stl08">=C4=B1, la oportunidad de mejorar esta forma </span><span cl= ass=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt= "><span class=3D"stl08">ro de bachillerato general uni=EF=AC=81cado de la</= span><span class=3D"stl08"> </span><span class=3D"stl08">de ense</span= ><span class=3D"stl08" style=3D"letter-spacing:-5pt">n</span><span class=3D= "stl08" style=3D"letter-spacing:0.05pt">=CB=9Canza-aprendizaje es la implem= en- </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt"> </sp= an></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">= Unidad Educativa Jacinto Collahuazo, don-</span><span class=3D"stl08"> = ;</span><span class=3D"stl08">taci</span><span class=3D"stl08" style=3D"let= ter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.0= 5pt">=C2=B4n de tecnolog</span><span class=3D"stl08" style=3D"letter-spacin= g:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1as educativas, la inter= ac- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">de se busca determinar si esta = herramienta</span><span class=3D"stl08"> </span><span class=3D"stl08">= ci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span = class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n, la personalizaci</= span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span clas= s=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n de contenidos y el </spa= n><span class=3D"stl08" style=3D"letter-spacing:0.1pt"> </span></p><p = class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">digital me= jora la comprensi</span><span class=3D"stl08" style=3D"letter-spacing:-5pt"= >o</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n de co= nceptos</span><span class=3D"stl08"> </span><span class=3D"stl08" styl= e=3D"letter-spacing:-0.05pt">aprendizaje activo y cr</span><span class=3D"s= tl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">= =C4=B1tico. </span><span class=3D"stl08"> </span></p><p class=3D"stl01= " style=3D"line-height:12pt"><span class=3D"stl08">complejos, comparando el= aprendizaje de </span><span class=3D"stl08"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl08">El modelo educativo = basado en conocimien- </span><span class=3D"stl08"> </span></p><p clas= s=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">los participan= tes que utilizan el simulador </span><span class=3D"stl08"> </span></p= ><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style= =3D"letter-spacing:-0.15pt">to Tecnol</span><span class=3D"stl08" style=3D"= letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:= 1pt">=C2=B4</span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">gi= co, Pedag</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span= ><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4gico y de Conte= nido </span><span class=3D"stl08" style=3D"letter-spacing:0.1pt"> </sp= an></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">= con aquellos que siguen una metodolog</span><span class=3D"stl08" style=3D"= letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a </span><= span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">(TPACK) ofre= ce un enfoque integral, favo- </span><span class=3D"stl08" style=3D"letter-= spacing:-0.1pt"> </span></p><p class=3D"stl01" style=3D"line-height:12= pt"><span class=3D"stl08">tradicional. </span><span class=3D"stl08"> <= /span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl0= 8">reciendo un aprendizaje colaborativo, desa- </span><span class=3D"stl08"= > </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08" style=3D"letter-spacing:-0.05pt">Tomando en cuenta la realidad d= e la en-</span><span class=3D"stl08"> </span><span class=3D"stl08">rro= llo del pensamiento cr</span><span class=3D"stl08" style=3D"letter-spacing:= -3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1tico, resoluci</span><spa= n class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl0= 8" style=3D"letter-spacing:0.5pt">=C2=B4n de </span><span class=3D"stl08" s= tyle=3D"letter-spacing:0.5pt"> </span></p><p class=3D"stl01" style=3D"= line-height:12pt"><span class=3D"stl08">se</span><span class=3D"stl08" styl= e=3D"letter-spacing:-5pt">n</span><span class=3D"stl08" style=3D"letter-spa= cing:0.05pt">=CB=9Canza de Biolog</span><span class=3D"stl08" style=3D"lett= er-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a Celular en p= rimer a</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">n</span><= span class=3D"stl08" style=3D"letter-spacing:1pt">=CB=9Co</span><span class= =3D"stl08"> </span><span class=3D"stl08">problemas bas</span><span cla= ss=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08"= style=3D"letter-spacing:0.05pt">=C2=B4ndose en las necesidades del </span>= <span class=3D"stl08" style=3D"letter-spacing:0.05pt"> </span></p><p c= lass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"le= tter-spacing:-0.05pt">de bachillerato general uni=EF=AC=81cado en la Uni-</= span><span class=3D"stl08"> </span><span class=3D"stl08">estudiante (Z= ulyusri et al., 2022) e incre- </span><span class=3D"stl08"> </span></= p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">dad E= ducativa Jacinto Collahuazo, la in-</span><span class=3D"stl08"> </spa= n><span class=3D"stl08">mento del aprendizaje aut</span><span class=3D"stl0= 8" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"let= ter-spacing:0.1pt">=C2=B4nomo y colabo- </span><span class=3D"stl08" style= =3D"letter-spacing:0.1pt"> </span></p><p class=3D"stl01" style=3D"line= -height:12pt"><span class=3D"stl08">clusi</span><span class=3D"stl08" style= =3D"letter-spacing:-5pt">o</span><span class=3D"stl08">=C2=B4n de simulador= es interactivos como</span><span class=3D"stl08"> </span><span class= =3D"stl08">rativo en forma virtual (Paladines, 2023). </span><span class=3D= "stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><spa= n class=3D"stl08" style=3D"letter-spacing:-0.05pt">Labxchange potencia el p= roceso de en-</span><span class=3D"stl08"> </span><span class=3D"stl08= ">La efectividad de la integraci</span><span class=3D"stl08" style=3D"lette= r-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:-0.1p= t">=C2=B4n de TPACK </span><span class=3D"stl08" style=3D"letter-spacing:-0= .1pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span = class=3D"stl08">se</span><span class=3D"stl08" style=3D"letter-spacing:-5pt= ">n</span><span class=3D"stl08">=CB=9Canza-aprendizaje de esta asignatura. = Sin</span><span class=3D"stl08"> </span><span class=3D"stl08" style=3D= "letter-spacing:-0.05pt">en el aprendizaje de Biolog</span><span class=3D"s= tl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">= =C4=B1a Celular por </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter= -spacing:-0.1pt">embargo, la mayor</span><span class=3D"stl08" style=3D"let= ter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a de los estu= diantes en la</span><span class=3D"stl08"> </span><span class=3D"stl08= ">parte de estudiantes de secundaria es muy </span><span class=3D"stl08">&#= xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D= "stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl07"> </span></p><p= class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">=E2=80=9D= =E2=80=9D </span><span class=3D"stl07"> </span></p><p class=3D"stl01" = style=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt; let= ter-spacing:-0.05pt">Esta revista est</span><span class=3D"stl08" style=3D"= font-size:8pt; letter-spacing:-3.1pt">a</span><span class=3D"stl08" style= =3D"font-size:8pt">=C2=B4 protegida bajo una licencia Creative Commons en l= a 4.0 </span><span class=3D"stl08" style=3D"font-size:8pt"> </span></p= ><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" style= =3D"font-size:8pt">International. Copia de la licencia: </span><span class= =3D"stl08" style=3D"font-size:8pt"> </span></p><p class=3D"stl01" styl= e=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt">http://= creativecommons.org/licenses/by-nc-sa/4.0/ </span><span class=3D"stl08" sty= le=3D"font-size:8pt"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl= 07"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cl= ass=3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl07"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">Pre= dicci</span><span class=3D"stl07" style=3D"letter-spacing:-5pt">o</span><sp= an class=3D"stl07" style=3D"letter-spacing:0.1pt">=C2=B4n Cient</span><span= class=3D"stl07" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class= =3D"stl07">=C4=B1=EF=AC=81ca </span><span class=3D"stl07"> </span></p>= <p class=3D"stl01" style=3D"line-height:12pt"><span 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=3D"628" height=3D"887" alt=3D"" style=3D"position:absolute" /></span><span= class=3D"stl07">ISSN: 2602-8085 </span><span class=3D"stl07"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07" sty= le=3D"letter-spacing:-0.05pt">Vol. 9 No. 4, pp. 22 =E2=80=93 39, octubre - = diciembre 2025 </span><span class=3D"stl07" style=3D"letter-spacing:-0.05pt= "> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span clas= s=3D"stl07" style=3D"letter-spacing:-0.05pt">Revista Multidisciplinar </spa= n><span class=3D"stl07" style=3D"letter-spacing:-0.05pt"> </span></p><= p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">Art</spa= n><span class=3D"stl07" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span= class=3D"stl07">=C4=B1culo Original </span><span class=3D"stl07"> </s= pan></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08"= style=3D"letter-spacing:-0.05pt">efectiva, especialmente cuando las instit= u-</span><span class=3D"stl08"> </span><span class=3D"stl08">hace impr= escindible la integraci</span><span class=3D"stl08" style=3D"letter-spacing= :-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.2pt">=C2=B4n= de herra- </span><span class=3D"stl08" style=3D"letter-spacing:0.2pt"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08">ciones carecen de infraestructura tecnol</span><span class=3D"stl08" = style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter= -spacing:0.35pt">=C2=B4gi-</span><span class=3D"stl08"> </span><span c= lass=3D"stl08">mientas digitales que se adapten al contexto </span><span cl= ass=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt= "><span class=3D"stl08">ca e internet, donde esta metodolog</span><span cla= ss=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"s= tl08">=C4=B1a puede</span><span class=3D"stl08"> </span><span class=3D= "stl08">del alumnado como del docente. Labxchan- </span><span class=3D"stl0= 8"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cla= ss=3D"stl08">ser aplicada en forma asincr</span><span class=3D"stl08" style= =3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spac= ing:0.1pt">=C2=B4nica mediante</span><span class=3D"stl08"> </span><sp= an class=3D"stl08">ge ofrece la aplicaci</span><span class=3D"stl08" style= =3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spac= ing:0.05pt">=C2=B4n de la metodolog</span><span class=3D"stl08" style=3D"le= tter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a </span><sp= an class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height= :12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">herramientas = ilustrativas que expongan ma-</span><span class=3D"stl08"> </span><spa= n class=3D"stl08" style=3D"letter-spacing:-0.05pt">TPACK y el conectivismo = en el aprendizaje </span><span class=3D"stl08" style=3D"letter-spacing:-0.0= 5pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span c= lass=3D"stl08">pas, videos y diapositivas para la realizaci</span><span cla= ss=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" st= yle=3D"letter-spacing:1pt">=C2=B4n</span><span class=3D"stl08"> </span= ><span class=3D"stl08">asincr</span><span class=3D"stl08" style=3D"letter-s= pacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">= =C2=B4nico de Biolog</span><span class=3D"stl08" style=3D"letter-spacing:-3= .65pt">=C2=B4</span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">= =C4=B1a Celular. </span><span class=3D"stl08" style=3D"letter-spacing:-0.05= pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cl= ass=3D"stl08">de estudios comparativos asincr</span><span class=3D"stl08" s= tyle=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-= spacing:0.1pt">=C2=B4nicamente, </span><span class=3D"stl08" style=3D"lette= r-spacing:0.1pt"> </span></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">Los simuladores= web educativos son plata- </span><span class=3D"stl08" style=3D"letter-spa= cing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt= "><span class=3D"stl08">y luego ser analizados en clase (Alcedo et </span><= span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><span class=3D"stl08">formas digitales que facilitan la interactiv= i- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">al., 2019). </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">dad, recreaci</span><span class=3D"stl08" style=3D"let= ter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.0= 5pt">=C2=B4n de procesos, y situaciones </span><span class=3D"stl08" style= =3D"letter-spacing:0.05pt"> </span></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">Adem</= span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span c= lass=3D"stl08">=C2=B4s, al aplicar las metodolog</span><span class=3D"stl08= " style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08" style= =3D"letter-spacing:-0.3pt">=C4=B1as TPACK</span><span class=3D"stl08"> = ;</span><span class=3D"stl08">reales en ambientes virtuales, motivando al <= /span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl08">en el proceso de ense</span><span cla= ss=3D"stl08" style=3D"letter-spacing:-5pt">n</span><span class=3D"stl08" st= yle=3D"letter-spacing:0.05pt">=CB=9Canza-aprendizaje de</span><span class= =3D"stl08"> </span><span class=3D"stl08">estudiante en su aprendizaje.= En biomedi- </span><span class=3D"stl08"> </span></p><p class=3D"stl0= 1" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing= :-0.05pt">Biolog</span><span class=3D"stl08" style=3D"letter-spacing:-3.65p= t">=C2=B4</span><span class=3D"stl08">=C4=B1a celular mediante el simulador= web</span><span class=3D"stl08"> </span><span class=3D"stl08">cina, p= ermiten interactuar como en un la- </span><span class=3D"stl08"> </spa= n></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" s= tyle=3D"letter-spacing:-0.05pt">Labxchange, se incluye la metodolog</span><= span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span cl= ass=3D"stl08">=C4=B1a del</span><span class=3D"stl08"> </span><span cl= ass=3D"stl08">boratorio f</span><span class=3D"stl08" style=3D"letter-spaci= ng:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1sico, con entrenamient= o virtual </span><span class=3D"stl08"> </span></p><p class=3D"stl01" = style=3D"line-height:12pt"><span class=3D"stl08">conectivismo. Esta es una = metodolog</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2= =B4</span><span class=3D"stl08">=C4=B1a de</span><span class=3D"stl08"> = 0;</span><span class=3D"stl08">(Gonz</span><span class=3D"stl08" style=3D"l= etter-spacing:-4.65pt">a</span><span class=3D"stl08">=C2=B4lez & Castro= , 2022). Aplicados en </span><span class=3D"stl08"> </span></p><p clas= s=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">aprendizaje do= nde la creaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</= span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n de redes = del</span><span class=3D"stl08"> </span><span class=3D"stl08">medicina= , los simuladores son una opci</span><span class=3D"stl08" style=3D"letter-= spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:1pt">= =C2=B4n </span><span class=3D"stl08" style=3D"letter-spacing:1pt"> </s= pan></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08"= style=3D"letter-spacing:-0.05pt">conocimiento in=EF=AC=82uye en el aprendi= zaje a</span><span class=3D"stl08"> </span><span class=3D"stl08">para = aprender Biolog</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt= ">=C2=B4</span><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">=C4=B1= a Celular. Adem</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt= ">a</span><span class=3D"stl08" style=3D"letter-spacing:0.35pt">=C2=B4s la = </span><span class=3D"stl08" style=3D"letter-spacing:0.35pt"> </span><= /p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" styl= e=3D"letter-spacing:-0.1pt">trav</span><span class=3D"stl08" style=3D"lette= r-spacing:-4.65pt">e</span><span class=3D"stl08" style=3D"letter-spacing:0.= 05pt">=C2=B4s de la conexi</span><span class=3D"stl08" style=3D"letter-spac= ing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2= =B4n de conceptos mediante</span><span class=3D"stl08"> </span><span c= lass=3D"stl08">ense</span><span class=3D"stl08" style=3D"letter-spacing:-5p= t">n</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=CB=9Canza= en entornos virtuales posibilita el </span><span class=3D"stl08" style=3D"= letter-spacing:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-he= ight:12pt"><span class=3D"stl08">la adaptaci</span><span class=3D"stl08" st= yle=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-s= pacing:0.05pt">=C2=B4n al entorno mediante el trabajo</span><span class=3D"= stl08"> </span><span class=3D"stl08">acceso remoto y videoconferencia = mediante </span><span class=3D"stl08"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><span class=3D"stl08">colaborativo (Gortaire et a= l., 2022). Por lo</span><span class=3D"stl08"> </span><span class=3D"s= tl08">realidad virtual (Ram</span><span class=3D"stl08" style=3D"letter-spa= cing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">= =C2=B4n et al., 2023). Consi- </span><span class=3D"stl08" style=3D"letter-= spacing:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12= pt"><span class=3D"stl08">tanto, el desarrollo de la tecnolog</span><span c= lass=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D= "stl08">=C4=B1a de la co-</span><span class=3D"stl08"> </span><span cl= ass=3D"stl08">derando la metodolog</span><span class=3D"stl08" style=3D"let= ter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08" style=3D"letter-spa= cing:-0.15pt">=C4=B1a TPACK y el conec- </span><span class=3D"stl08" style= =3D"letter-spacing:-0.15pt"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl08">municaci</span><span class=3D"stl08" = style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter= -spacing:0.05pt">=C2=B4n como base de esta herramienta</span><span class=3D= "stl08"> </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"= >tivismo, Labxchange fomenta el aprendizaje </span><span class=3D"stl08" st= yle=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D= "line-height:12pt"><span class=3D"stl08">digital llega a la comunidad estud= iantil de</span><span class=3D"stl08"> </span><span class=3D"stl08" st= yle=3D"letter-spacing:-0.15pt">cr</span><span class=3D"stl08" style=3D"lett= er-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1tico (Nahuelcu= ra-Mill</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</spa= n><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n, 2023) y con= tri- </span><span class=3D"stl08" style=3D"letter-spacing:0.1pt"> </sp= an></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">= BGU en forma asincr</span><span class=3D"stl08" style=3D"letter-spacing:-5p= t">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4nica= , promoviendo el</span><span class=3D"stl08"> </span><span class=3D"st= l08" style=3D"letter-spacing:-0.05pt">buye a crear espacios educativos con = activi- </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> = ;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"st= l08" style=3D"letter-spacing:-0.05pt">trabajo aut</span><span class=3D"stl0= 8" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"let= ter-spacing:0.1pt">=C2=B4nomo, pragm</span><span class=3D"stl08" style=3D"l= etter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacin= g:0.05pt">=C2=B4tico y social del</span><span class=3D"stl08"> </span>= <span class=3D"stl08" style=3D"letter-spacing:-0.05pt">dades innovadoras (S= alas, 2023). Aunque la </span><span class=3D"stl08" style=3D"letter-spacing= :-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><s= pan class=3D"stl08">alumnado (Su</span><span class=3D"stl08" style=3D"lette= r-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.= 05pt">=C2=B4rez et al., 2022). </span><span class=3D"stl08" style=3D"letter= -spacing:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><span class=3D"stl08">inclusi</span><span class=3D"stl08" style=3D"let= ter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.0= 5pt">=C2=B4n digital enfrenta desaf</span><span class=3D"stl08" style=3D"le= tter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1os debido a = </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">con= textos socioeducativos variados y meto- </span><span class=3D"stl08" style= =3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">dolo= g</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span= ><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">=C4=B1as emergentes= (Varguillas, 2023), esta </span><span class=3D"stl08" style=3D"letter-spac= ing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"= ><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">metodolog</span><sp= an class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span clas= s=3D"stl08">=C4=B1a disruptiva mejora el aprendi- </span><span class=3D"stl= 08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cl= ass=3D"stl08" style=3D"letter-spacing:-0.05pt">zaje de Biolog</span><span c= lass=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D= "stl08">=C4=B1a Celular en estudiantes de </span><span class=3D"stl08"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08">primero de bachillerato. </span><span class=3D"stl08"> </span></= p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Sin e= mbargo, en el Ecuador la implementa- </span><span class=3D"stl08"> </s= pan></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08"= >ci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span= class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n del conectivismo e= st</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><sp= an class=3D"stl08" style=3D"letter-spacing:-0.1pt">=C2=B4 en evoluci</span>= <span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"= stl08" style=3D"letter-spacing:0.5pt">=C2=B4n, y </span><span class=3D"stl0= 8" style=3D"letter-spacing:0.5pt"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">la adquisici</span><span class= =3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" styl= e=3D"letter-spacing:0.05pt">=C2=B4n del conocimiento en red no </span><span= class=3D"stl08" style=3D"letter-spacing:0.05pt"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter= -spacing:-0.05pt">est</span><span class=3D"stl08" style=3D"letter-spacing:-= 4.65pt">a</span><span class=3D"stl08">=C2=B4 preparada para los cambios que= impone </span><span class=3D"stl08"> </span></p><p class=3D"stl01" st= yle=3D"line-height:12pt"><span class=3D"stl08">el mundo actual. La baja apl= icaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><sp= an class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4n de esta </span><= span class=3D"stl08" style=3D"letter-spacing:0.15pt"> </span></p><p cl= ass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"let= ter-spacing:-0.1pt">teor</span><span class=3D"stl08" style=3D"letter-spacin= g:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a del aprendizaje se de= be a un acce-</span><span class=3D"stl08"> </span><span class=3D"stl08= " style=3D"letter-spacing:-0.1pt">En esta investigaci</span><span class=3D"= stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D= "letter-spacing:0.05pt">=C2=B4n, el simulador web </span><span class=3D"stl= 08" style=3D"letter-spacing:0.05pt"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl08">so limitado a servicios digit= ales, una situa-</span><span class=3D"stl08"> </span><span class=3D"st= l08" style=3D"letter-spacing:-0.05pt">Labxchange, un software creado para a= pren- </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> <= /span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl0= 8">ci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><sp= an class=3D"stl08" style=3D"letter-spacing:0.2pt">=C2=B4n econ</span><span = class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08"= >=C2=B4mica restrictiva, la prevalencia de</span><span class=3D"stl08"> = 0;</span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">der medicin= a durante la pandemia COVID- </span><span class=3D"stl08" style=3D"letter-s= pacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12= pt"><span class=3D"stl08">m</span><span class=3D"stl08" style=3D"letter-spa= cing:-4.65pt">e</span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt= ">=C2=B4todos educativos convencionales y falta</span><span class=3D"stl08"= > </span><span class=3D"stl08">19 (LabXchange team, 2020), no presenta= </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"= line-height:12pt"><span class=3D"stl08">de capacitaci</span><span class=3D"= stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D= "letter-spacing:0.05pt">=C2=B4n docente (Guerrero, 2022).</span><span class= =3D"stl08"> </span><span class=3D"stl08">una diferencia signi=EF=AC=81= cativa entre un cen- </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Estas di=EF=AC= =81cultades est</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt= ">a</span><span class=3D"stl08">=C2=B4n presentes en la Uni-</span><span cl= ass=3D"stl08"> </span><span class=3D"stl08" style=3D"letter-spacing:-0= .1pt">tro de investigaci</span><span class=3D"stl08" style=3D"letter-spacin= g:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4= n presencial y un virtual </span><span class=3D"stl08" style=3D"letter-spac= ing:0.1pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">dad Educativa Jacinto Collahuazo, lo que</span><span c= lass=3D"stl08"> </span><span class=3D"stl08">(Nanto et al., 2022), per= mitiendo la experi- </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">=E2=80=9D=E2=80= =9D </span><span class=3D"stl07"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D </span><span= class=3D"stl07"> </span></p><p class=3D"stl01" style=3D"line-height:8= pt"><span class=3D"stl08" style=3D"font-size:8pt; letter-spacing:-0.05pt">E= sta revista est</span><span class=3D"stl08" style=3D"font-size:8pt; letter-= spacing:-3.1pt">a</span><span class=3D"stl08" style=3D"font-size:8pt">=C2= =B4 protegida bajo una licencia Creative Commons en la 4.0 </span><span cla= ss=3D"stl08" style=3D"font-size:8pt"> </span></p><p class=3D"stl01" st= yle=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt">Inter= national. Copia de la licencia: </span><span class=3D"stl08" style=3D"font-= size:8pt"> </span></p><p class=3D"stl01" style=3D"line-height:8pt"><sp= an class=3D"stl08" style=3D"font-size:8pt">http://creativecommons.org/licen= ses/by-nc-sa/4.0/ </span><span class=3D"stl08" style=3D"font-size:8pt"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl07"> </span></p><p c= lass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">=E2=80=9D= =E2=80=9D </span><span class=3D"stl07"> </span></p><p class=3D"stl01" = style=3D"line-height:12pt"><span class=3D"stl07">Predicci</span><span class= =3D"stl07" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl07" styl= e=3D"letter-spacing:0.1pt">=C2=B4n Cient</span><span class=3D"stl07" style= =3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl07">=C4=B1=EF=AC= =81ca </span><span class=3D"stl07"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span 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alt=3D"" style=3D"position:absolute" /></span><span class=3D"stl07">ISSN: = 2602-8085 </span><span class=3D"stl07"> </span></p><p class=3D"stl01" = style=3D"line-height:12pt"><span class=3D"stl07" style=3D"letter-spacing:-0= .05pt">Vol. 9 No. 4, pp. 22 =E2=80=93 39, octubre - diciembre 2025 </span><= span class=3D"stl07" style=3D"letter-spacing:-0.05pt"> </span></p><p c= lass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07" style=3D"le= tter-spacing:-0.05pt">Revista Multidisciplinar </span><span class=3D"stl07"= style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl07">Art</span><span class=3D"stl07"= style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl07">=C4=B1= culo Original </span><span class=3D"stl07"> </span></p><p class=3D"stl= 01" style=3D"line-height:12pt"><span class=3D"stl08">mentaci</span><span cl= ass=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" s= tyle=3D"letter-spacing:0.1pt">=C2=B4n de procesos biol</span><span class=3D= "stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style= =3D"letter-spacing:0.1pt">=C2=B4gicos y resol-</span><span class=3D"stl08">=  </span><span class=3D"stl08">nocimiento mediante el uso de recursos d= i- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">viendo necesidades estudiantile= s en contex-</span><span class=3D"stl08"> </span><span class=3D"stl08"= >gitales (Delgado-Cobe</span><span class=3D"stl08" style=3D"letter-spacing:= -5pt">n</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=CB=9Ca = et al., 2023). En </span><span class=3D"stl08" style=3D"letter-spacing:0.1p= t"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cla= ss=3D"stl08" style=3D"letter-spacing:-0.05pt">tos variados (Listiawati et a= l., 2022). Esta</span><span class=3D"stl08"> </span><span class=3D"stl= 08" style=3D"letter-spacing:-0.05pt">la formaci</span><span class=3D"stl08"= style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08">=C2=B4n integr= adora del joven, la in- </span><span class=3D"stl08"> </span></p><p cl= ass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">herramienta = se convierte en un mentor digi-</span><span class=3D"stl08"> </span><s= pan class=3D"stl08" style=3D"letter-spacing:-0.05pt">teligencia emocional p= romueve autonom</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt= ">=C2=B4</span><span class=3D"stl08">=C4=B1a </span><span class=3D"stl08">&= #xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08" style=3D"letter-spacing:-0.05pt">tal e=EF=AC=81ciente (Falfushyn= ska et al., 2022). Por</span><span class=3D"stl08"> </span><span class= =3D"stl08">y crea un ambiente arm</span><span class=3D"stl08" style=3D"lett= er-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05= pt">=C2=B4nico (Huamanttu- </span><span class=3D"stl08" style=3D"letter-spa= cing:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"= ><span class=3D"stl08">lo tanto los estudiantes al incluir esta apli-</span= ><span class=3D"stl08"> </span><span class=3D"stl08">pa, 2023). Desde = una visi</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span>= <span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n constructivis= ta, </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt"> </sp= an></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">= caci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><spa= n class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n en su formaci</spa= n><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class= =3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n mejoran el dominio</span= ><span class=3D"stl08"> </span><span class=3D"stl08" style=3D"letter-s= pacing:-0.05pt">el proceso educativo contextualizado sur- </span><span clas= s=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl08">de conceptos complej= os. </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt= ">ge desde la re=EF=AC=82exi</span><span class=3D"stl08" style=3D"letter-sp= acing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">= =C2=B4n docente para generar </span><span class=3D"stl08" style=3D"letter-s= pacing:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12p= t"><span class=3D"stl08">principios te</span><span class=3D"stl08" style=3D= "letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing= :0.1pt">=C2=B4ricos (Miranda-N</span><span class=3D"stl08" style=3D"letter-= spacing:-4.95pt">u</span><span class=3D"stl08" style=3D"letter-spacing:1pt"= >=C2=B4</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">n</span><= span class=3D"stl08" style=3D"letter-spacing:0.1pt">=CB=9Cez, 2022), </span= ><span class=3D"stl08" style=3D"letter-spacing:0.1pt"> </span></p><p c= lass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">donde la in= tegraci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><= span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n de tecnolog</s= pan><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><sp= an class=3D"stl08">=C4=B1a Labx- </span><span class=3D"stl08"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" sty= le=3D"letter-spacing:-0.05pt">change y estrategias did</span><span class=3D= "stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" styl= e=3D"letter-spacing:0.05pt">=C2=B4cticas aplicables a </span><span class=3D= "stl08" style=3D"letter-spacing:0.05pt"> </span></p><p class=3D"stl01"= style=3D"line-height:12pt"><span class=3D"stl08">la realidad psicosocial, = incrementa la moti- </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter= -spacing:-0.05pt">vaci</span><span class=3D"stl08" style=3D"letter-spacing:= -5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n = y la creaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</sp= an><span class=3D"stl08">=C2=B4n de espacios que favore- </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">cen un aprendizaje integral (Garc</span><span class=3D= "stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08"= >=C4=B1a-Chontal </span><span class=3D"stl08"> </span></p><p class=3D"= stl01" style=3D"line-height:12pt"><span class=3D"stl08">et al., 2023). </sp= an><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-= height:12pt"><span class=3D"stl08">Siendo la hebegogia un enfoque educati- = </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">vo = focalizado en procesos de ense</span><span class=3D"stl08" style=3D"letter-= spacing:-5pt">n</span><span class=3D"stl08" style=3D"letter-spacing:0.2pt">= =CB=9Canza- </span><span class=3D"stl08" style=3D"letter-spacing:0.2pt">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"= stl08">aprendizaje en la adolescencia, est</span><span class=3D"stl08" styl= e=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08">=C2=B4 funda- </= span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><span class=3D"stl08">mentada en j</span><span class=3D"stl0= 8" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08">=C2=B4venes = y su contexto social </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">(Doubront-Guerr= ero, 2021). Este marco he- </span><span class=3D"stl08"> </span></p><p= class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">beg</span= ><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D= "stl08" style=3D"letter-spacing:0.05pt">=C2=B4gico reconoce los cambios emo= ciona- </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt"> <= /span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl0= 8">les, cognitivos, y sociales de los adoles- </span><span class=3D"stl08">=  </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">centes encaminados a desarrollar un pensa-</span><span class=3D"= stl08"> </span><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">A= dem</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><s= pan class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4s, la hebegog</sp= an><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><spa= n class=3D"stl08">=C4=B1a signi=EF=AC=81cativa y fun- </span><span class=3D= "stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><spa= n class=3D"stl08" style=3D"letter-spacing:-0.05pt">miento cr</span><span cl= ass=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"= stl08">=C4=B1tico, control sobre su aprendizaje,</span><span class=3D"stl08= "> </span><span class=3D"stl08">cional induce al estudiante en activid= ades </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">una educaci</span><span class= =3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" styl= e=3D"letter-spacing:0.1pt">=C2=B4n integral (</span><span class=3D"stl08" s= tyle=3D"letter-spacing:-1.1pt">T</span><span class=3D"stl08" style=3D"lette= r-spacing:-0.05pt">owner et al., 2023),</span><span class=3D"stl08"> <= /span><span class=3D"stl08">agradables de aprendizaje de car</span><span cl= ass=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08= " style=3D"letter-spacing:0.1pt">=C2=B4cter so- </span><span class=3D"stl08= " style=3D"letter-spacing:0.1pt"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">adem</span><span class=3D"stl08= " style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08">=C2=B4s de= promover el desarrollo del pen-</span><span class=3D"stl08"> </span><= span class=3D"stl08" style=3D"letter-spacing:-0.05pt">cial, promoviendo la = autonom</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4= </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">=C4=B1a y mot= iva- </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </= span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08= " style=3D"letter-spacing:-0.05pt">samiento abstracto, explorativo mediante= la</span><span class=3D"stl08"> </span><span class=3D"stl08">ci</span= ><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D= "stl08">=C2=B4n (Nesbitt et al., 2023). Este enfoque pe- </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08" style=3D"letter-spacing:-0.05pt">motivaci</span><span = class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08"= >=C2=B4n e intereses personales (Ravelo,</span><span class=3D"stl08"> = </span><span class=3D"stl08">dag</span><span class=3D"stl08" style=3D"lette= r-spacing:-5pt">o</span><span class=3D"stl08">=C2=B4gico promueve el mejora= miento cogni- </span><span class=3D"stl08"> </span></p><p class=3D"stl= 01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacin= g:-0.05pt">2022). La hebegog</span><span class=3D"stl08" style=3D"letter-sp= acing:-3.65pt">=C2=B4</span><span class=3D"stl08" style=3D"letter-spacing:-= 0.05pt">=C4=B1a presenta desaf</span><span class=3D"stl08" style=3D"letter-= spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1os en la</span><s= pan class=3D"stl08"> </span><span class=3D"stl08">tivo, emocional, cre= ativo y el desarrollo de </span><span class=3D"stl08"> </span></p><p c= lass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">comprensi</= span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span clas= s=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n y percepci</span><span c= lass=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" = style=3D"letter-spacing:0.1pt">=C2=B4n del mundo por</span><span class=3D"s= tl08"> </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">h= abilidades f</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">= =C2=B4</span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">=C4=B1s= icas a trav</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">e<= /span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4s del com= promiso </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt"> = </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl= 08">parte de los adolescentes (Alvarado, 2021).</span><span class=3D"stl08"= > </span><span class=3D"stl08">durante el aprendizaje, donde las activ= ida- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">Por lo tanto se debe guiar al e= studiante ha-</span><span class=3D"stl08"> </span><span class=3D"stl08= ">des son divertidas, signi=EF=AC=81cativas e interacti- </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">cia el saber hacer con base en la sensibilidad</span><= span class=3D"stl08"> </span><span class=3D"stl08" style=3D"letter-spa= cing:-0.05pt">vas para que atraigan al estudiante (Parker </span><span clas= s=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl08">afectiva y social me= diante la incorporaci</span><span class=3D"stl08" style=3D"letter-spacing:-= 5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:1pt">=C2=B4n</sp= an><span class=3D"stl08"> </span><span class=3D"stl08">et al., 2022). = Un ejemplo de estas activida- </span><span class=3D"stl08"> </span></p= ><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">de pri= ncipios humanistas (Alvarado-Cort</span><span class=3D"stl08" style=3D"lett= er-spacing:-4.65pt">e</span><span class=3D"stl08" style=3D"letter-spacing:0= .65pt">=C2=B4s</span><span class=3D"stl08"> </span><span class=3D"stl0= 8">des son los videojuegos en l</span><span class=3D"stl08" style=3D"letter= -spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1nea, los cuales = </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08">et al., 2024). </span><span class=3D= "stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><spa= n class=3D"stl08">reducen la ansiedad mediante el aprendiza- </span><span c= lass=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12p= t"><span class=3D"stl08">je asociativo (Gandol=EF=AC=81 et al., 2021). Este= </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"= line-height:12pt"><span class=3D"stl08">efecto incide positivamente en la s= ensibi- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" st= yle=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.0= 5pt">lidad afectiva adolescente (Onowugbeda et </span><span class=3D"stl08"= style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt= ">al., 2023), favoreciendo el aprendizaje cr</span><span class=3D"stl08" st= yle=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1ti-= </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"= line-height:12pt"><span class=3D"stl08">co de los estudiantes ayudados por = expertos </span><span class=3D"stl08"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><span class=3D"stl08">en medios de aprendizaje in= tegrado en co- </span><span class=3D"stl08"> </span></p><p class=3D"st= l01" style=3D"line-height:12pt"><span class=3D"stl08">munidades digitales (= Triyanto et al., 2022). </span><span class=3D"stl08"> </span></p><p cl= ass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"let= ter-spacing:-0.05pt">El aprendizaje de Biolog</span><span class=3D"stl08" s= tyle=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08" style=3D= "letter-spacing:-0.05pt">=C4=B1a Celular, aborda- </span><span class=3D"stl= 08" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" st= yle=3D"line-height:12pt"><span class=3D"stl08">do en bachillerato con adole= scentes, se enfo- </span><span class=3D"stl08"> </span></p><p class=3D= "stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-sp= acing:-0.05pt">ca en la hebegog</span><span class=3D"stl08" style=3D"letter= -spacing:-3.65pt">=C2=B4</span><span class=3D"stl08" style=3D"letter-spacin= g:-0.05pt">=C4=B1a, que promueve el Apren- </span><span class=3D"stl08" sty= le=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"= line-height:12pt"><span class=3D"stl08">dizaje Signi=EF=AC=81cativo mediant= e la relaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</sp= an><span class=3D"stl08" style=3D"letter-spacing:0.5pt">=C2=B4n de </span><= span class=3D"stl08" style=3D"letter-spacing:0.5pt"> </span></p><p cla= ss=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"lett= er-spacing:-0.05pt">conceptos previos y nuevos. Esta forma edu- </span><spa= n class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p clas= s=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"lette= r-spacing:-0.05pt">cativa incluye gami=EF=AC=81caci</span><span class=3D"st= l08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"l= etter-spacing:0.25pt">=C2=B4n, pr</span><span class=3D"stl08" style=3D"lett= er-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0= .05pt">=C2=B4cticas cola- </span><span class=3D"stl08" style=3D"letter-spac= ing:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt">= <span class=3D"stl08" style=3D"letter-spacing:-0.05pt">borativas y aula inv= ertida (Anchundia et al., </span><span class=3D"stl08" style=3D"letter-spac= ing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"= ><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">2023), que favorece= la construcci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o<= /span><span class=3D"stl08" style=3D"letter-spacing:0.2pt">=C2=B4n del co-<= /span><span class=3D"stl08"> </span><span class=3D"stl08" style=3D"let= ter-spacing:-0.05pt">La hebegog</span><span class=3D"stl08" style=3D"letter= -spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a cultural facil= ita el proceso de </span><span class=3D"stl08"> </span></p><p class=3D= "stl01" style=3D"line-height:12pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D= </span><span class=3D"stl07"> </span></p><p class=3D"stl01" style=3D"= line-height:12pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D </span><span cla= ss=3D"stl07"> </span></p><p class=3D"stl01" style=3D"line-height:8pt">= <span class=3D"stl08" style=3D"font-size:8pt; letter-spacing:-0.05pt">Esta = revista est</span><span class=3D"stl08" style=3D"font-size:8pt; letter-spac= ing:-3.1pt">a</span><span class=3D"stl08" style=3D"font-size:8pt">=C2=B4 pr= otegida bajo una licencia Creative Commons en la 4.0 </span><span class=3D"= stl08" style=3D"font-size:8pt"> </span></p><p class=3D"stl01" style=3D= "line-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt">Internation= al. Copia de la licencia: </span><span class=3D"stl08" style=3D"font-size:8= pt"> </span></p><p class=3D"stl01" style=3D"line-height:8pt"><span cla= ss=3D"stl08" style=3D"font-size:8pt">http://creativecommons.org/licenses/by= -nc-sa/4.0/ </span><span class=3D"stl08" style=3D"font-size:8pt"> </sp= an></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">= =E2=80=9D=E2=80=9D </span><span class=3D"stl07"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">=E2=80=9D=E2=80= =9D </span><span class=3D"stl07"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl07">Predicci</span><span class=3D"s= tl07" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl07" style=3D"= letter-spacing:0.1pt">=C2=B4n Cient</span><span class=3D"stl07" style=3D"le= tter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl07">=C4=B1=EF=AC=81ca = </span><span class=3D"stl07"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span 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><span class=3D"stl07" style=3D"letter-spacing:-0.05pt"> </span></p><p= class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07" style=3D"= letter-spacing:-0.05pt">Revista Multidisciplinar </span><span class=3D"stl0= 7" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl07">Art</span><span class=3D"stl0= 7" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl07">=C4= =B1culo Original </span><span class=3D"stl07"> </span></p><p class=3D"= stl01" style=3D"line-height:12pt"><span class=3D"stl08">adquisici</span><sp= an class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl= 08" style=3D"letter-spacing:0.05pt">=C2=B4n de conocimientos mediante la</s= pan><span class=3D"stl08"> </span><span class=3D"stl16" style=3D"lette= r-spacing:-0.05pt">2. Metodolog</span><span class=3D"stl13">=C2=B4</span><s= pan class=3D"stl09" style=3D"letter-spacing:normal">=C4=B1a </span><span cl= ass=3D"stl09" style=3D"letter-spacing:normal"> </span></p><p class=3D"= stl01" style=3D"line-height:12pt"><span class=3D"stl08">imitaci</span><span= class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08= " style=3D"letter-spacing:0.05pt">=C2=B4n selectiva y racional adaptada a d= i- </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt"> </spa= n></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" s= tyle=3D"letter-spacing:-0.05pt">ferentes contextos, dependiendo de la con- = </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" sty= le=3D"letter-spacing:-0.05pt">ducta del estudiante (Villada & Velasquez= , </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </spa= n></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">2= 023). En este sentido, las actividades de </span><span class=3D"stl08"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08">instrucci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o= </span><span class=3D"stl08">=C2=B4n informal aplicadas en Biolog</span><sp= an class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span clas= s=3D"stl08">=C4=B1a </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">mediante el jue= go digital pueden ser con- </span><span class=3D"stl08"> </span></p><p= class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"= letter-spacing:-0.05pt">textualizadas hist</span><span class=3D"stl08" styl= e=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spa= cing:0.05pt">=C2=B4ricamente, promoviendo </span><span class=3D"stl08" styl= e=3D"letter-spacing:0.05pt"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl08">la criticidad bas</span><span class= =3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" s= tyle=3D"letter-spacing:0.05pt">=C2=B4ndose en la cultura y he- </span><span= class=3D"stl08" style=3D"letter-spacing:0.05pt"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter= -spacing:-0.05pt">chos hist</span><span class=3D"stl08" style=3D"letter-spa= cing:-5pt">o</span><span class=3D"stl08">=C2=B4ricos (Rubio-Campillo, 2022)= . Por </span><span class=3D"stl08"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span class=3D"stl08">lo tanto la generaci</span><sp= an class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl= 08" style=3D"letter-spacing:0.05pt">=C2=B4n del conocimiento de </span><spa= n class=3D"stl08" style=3D"letter-spacing:0.05pt"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter= -spacing:-0.05pt">Biolog</span><span class=3D"stl08" style=3D"letter-spacin= g:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a Celular mediante la e= mulaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><s= pan class=3D"stl08" style=3D"letter-spacing:0.5pt">=C2=B4n de </span><span = class=3D"stl08" style=3D"letter-spacing:0.5pt"> </span></p><p class=3D= "stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-sp= acing:-0.05pt">actividades presentes en Labxchange, faci- </span><span clas= s=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl08">lita la adaptaci</sp= an><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class= =3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n al contexto cultural del= </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">est= udiante. </span><span class=3D"stl08"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.= 05pt">Antes de comenzar la investigaci</span><span class=3D"stl08" style=3D= "letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing= :0.2pt">=C2=B4n, se ob- </span><span class=3D"stl08" style=3D"letter-spacin= g:0.2pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><sp= an class=3D"stl08">tiene la autorizaci</span><span class=3D"stl08" style=3D= "letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing= :0.05pt">=C2=B4n de la Unidad Educati- </span><span class=3D"stl08" style= =3D"letter-spacing:0.05pt"> </span></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><span class=3D"stl08">va Jacinto Collahuazo, presentando un = pro- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt= ">yecto formal que detalla el prop</span><span class=3D"stl08" style=3D"let= ter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.1= 5pt">=C2=B4sito, los </span><span class=3D"stl08" style=3D"letter-spacing:0= .15pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span= class=3D"stl08" style=3D"letter-spacing:-0.05pt">objetivos, los m</span><s= pan class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><span class=3D= "stl08" style=3D"letter-spacing:0.05pt">=C2=B4todos y la duraci</span><span= class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08= " style=3D"letter-spacing:0.35pt">=C2=B4n de la </span><span class=3D"stl08= " style=3D"letter-spacing:0.35pt"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.1pt"= >investigaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</s= pan><span class=3D"stl08" style=3D"letter-spacing:1pt">=C2=B4</span><span c= lass=3D"stl08">n, siempre siguiendo m</span><span class=3D"stl08" style=3D"= letter-spacing:-4.65pt">e</span><span class=3D"stl08" style=3D"letter-spaci= ng:0.15pt">=C2=B4todos y </span><span class=3D"stl08" style=3D"letter-spaci= ng:0.15pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08" style=3D"letter-spacing:-0.05pt">est</span><span class= =3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" s= tyle=3D"letter-spacing:0.05pt">=C2=B4ndares cient</span><span class=3D"stl0= 8" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4= =B1=EF=AC=81cos que aseguren el cum- </span><span class=3D"stl08"> </s= pan></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08"= >plimiento de principios </span><span class=3D"stl08" style=3D"letter-spaci= ng:-4.65pt">e</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">= =C2=B4ticos para su ejecu- </span><span class=3D"stl08" style=3D"letter-spa= cing:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"= ><span class=3D"stl08">ci</span><span class=3D"stl08" style=3D"letter-spaci= ng:-5pt">o</span><span class=3D"stl08">=C2=B4n responsable. Este proyecto s= e aplica a </span><span class=3D"stl08"> </span></p><p class=3D"stl01"= style=3D"line-height:12pt"><span class=3D"stl08">una poblaci</span><span c= lass=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" = style=3D"letter-spacing:0.05pt">=C2=B4n de 160 estudiantes de prime- </span= ><span class=3D"stl08" style=3D"letter-spacing:0.05pt"> </span></p><p = class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">ro de bach= illerato de la misma instituci</span><span class=3D"stl08" style=3D"letter-= spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.5pt">= =C2=B4n, </span><span class=3D"stl08" style=3D"letter-spacing:0.5pt"> = </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl= 08" style=3D"letter-spacing:0.05pt">con un criterio de inclusi</span><span = class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08"= style=3D"letter-spacing:0.1pt">=C2=B4n que abarca a </span><span class=3D"= stl08" style=3D"letter-spacing:0.1pt"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><span class=3D"stl08">todos aquellos que cursen l= a asignatura de </span><span class=3D"stl08"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spac= ing:-0.05pt">Biolog</span><span class=3D"stl08" style=3D"letter-spacing:-3.= 65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a, en el </span><span class= =3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08">= =C2=B4rea de Ciencias Naturales. </span><span class=3D"stl08"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">El = desarrollo de competencias relacionadas</span><span class=3D"stl08"> <= /span><span class=3D"stl08">El criterio de exclusi</span><span class=3D"stl= 08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"le= tter-spacing:0.05pt">=C2=B4n contempla estudian- </span><span class=3D"stl0= 8" style=3D"letter-spacing:0.05pt"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05p= t">con Biolog</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">= =C2=B4</span><span class=3D"stl08">=C4=B1a Celular incluye conceptos abs-</= span><span class=3D"stl08"> </span><span class=3D"stl08" style=3D"lett= er-spacing:-0.05pt">tes ausentes en el d</span><span class=3D"stl08" style= =3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a de l= as pruebas o que </span><span class=3D"stl08"> </span></p><p class=3D"= stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spa= cing:-0.05pt">tractos dif</span><span class=3D"stl08" style=3D"letter-spaci= ng:-3.65pt">=C2=B4</span><span class=3D"stl08" style=3D"letter-spacing:-0.0= 5pt">=C4=B1ciles de explicar </span><span class=3D"stl08" style=3D"letter-s= pacing:-4.95pt">u</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt= ">=C2=B4nicamente me-</span><span class=3D"stl08"> </span><span class= =3D"stl08">no deseen participar; el criterio de elimina- </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">diante m</span><span class=3D"stl08" style=3D"letter-s= pacing:-4.65pt">e</span><span class=3D"stl08" style=3D"letter-spacing:0.05p= t">=C2=B4todos tradicionales, como la lec-</span><span class=3D"stl08"> = 0;</span><span class=3D"stl08">ci</span><span class=3D"stl08" style=3D"lett= er-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05= pt">=C2=B4n se aplica a aquellos que no completen </span><span class=3D"stl= 08" style=3D"letter-spacing:0.05pt"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05= pt">tura de textos y exposiciones te</span><span class=3D"stl08" style=3D"l= etter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0= .1pt">=C2=B4ricas. Para</span><span class=3D"stl08"> </span><span clas= s=3D"stl08">adecuadamente la encuesta o prueba, asegu- </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">contrarrestar los efectos de esta metodolog</span><spa= n class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class= =3D"stl08">=C4=B1a</span><span class=3D"stl08"> </span><span class=3D"= stl08" style=3D"letter-spacing:-0.05pt">rando as</span><span class=3D"stl08= " style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4= =B1 la validez de los datos obtenidos. </span><span class=3D"stl08"> <= /span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl0= 8">aplicada en el estudio de Biolog</span><span class=3D"stl08" style=3D"le= tter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a Celular en= </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"= line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">Est= a investigaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</= span><span class=3D"stl08" style=3D"letter-spacing:1pt">=C2=B4</span><span = class=3D"stl08" style=3D"letter-spacing:-0.05pt">n se considera explicativa= y </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </sp= an></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">= la Unidad Educativa Jacinto Collahuazo se </span><span class=3D"stl08"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08" style=3D"letter-spacing:-0.05pt">transversal. Explicativa, debido a q= ue se fo- </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"= stl08" style=3D"letter-spacing:-0.05pt">requiere una metodolog</span><span = class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class= =3D"stl08">=C4=B1a donde el estudian- </span><span class=3D"stl08"> </= span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08= ">caliza en establecer la relaci</span><span class=3D"stl08" style=3D"lette= r-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt= ">=C2=B4n de causalidad </span><span class=3D"stl08" style=3D"letter-spacin= g:0.1pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><sp= an class=3D"stl08">te pueda superar obst</span><span class=3D"stl08" style= =3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08">=C2=B4culos de ap= rendizaje </span><span class=3D"stl08"> </span></p><p class=3D"stl01" = style=3D"line-height:12pt"><span class=3D"stl08">entre la utilizaci</span><= span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"s= tl08" style=3D"letter-spacing:0.05pt">=C2=B4n del simulador web Labx- </spa= n><span class=3D"stl08" style=3D"letter-spacing:0.05pt"> </span></p><p= class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"= letter-spacing:-0.1pt">a trav</span><span class=3D"stl08" style=3D"letter-s= pacing:-4.65pt">e</span><span class=3D"stl08" style=3D"letter-spacing:0.05p= t">=C2=B4s de la interacci</span><span class=3D"stl08" style=3D"letter-spac= ing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2= =B4n con el contenido </span><span class=3D"stl08" style=3D"letter-spacing:= 0.1pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span= class=3D"stl08" style=3D"letter-spacing:-0.05pt">change y el aprendizaje d= e Biolog</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2= =B4</span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">=C4=B1a ce= lular. </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> = </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl= 08" style=3D"letter-spacing:-0.05pt">para el fomento de destrezas en este c= ampo. </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> <= /span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl0= 8">No obstante, incorpora elementos descrip- </span><span class=3D"stl08">&= #xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">De esta manera, se observa que el simula- </span><span class=3D"= stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span= class=3D"stl08">tivos, exploratorios y correlacionales, que </span><span c= lass=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12p= t"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">dor web Labxchang= e representa un aporte </span><span class=3D"stl08" style=3D"letter-spacing= :-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><s= pan class=3D"stl08" style=3D"letter-spacing:-0.05pt">se utilizan en la inve= stigaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><= span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n con los estu- <= /span><span class=3D"stl08" style=3D"letter-spacing:0.1pt"> </span></p= ><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">a los = recursos y materiales usados en clase. </span><span class=3D"stl08"> <= /span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl0= 8">diantes, donde se implementa la herramien- </span><span class=3D"stl08">=  </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08" style=3D"letter-spacing:-0.1pt">Adem</span><span class=3D"stl08"= style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08">=C2=B4s, es= te simulador tiene el potencial de </span><span class=3D"stl08"> </spa= n></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" s= tyle=3D"letter-spacing:-0.05pt">ta digital Labxchange, junto con los recurs= os </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </sp= an></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">= mejorar la capacidad anal</span><span class=3D"stl08" style=3D"letter-spaci= ng:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1tica y facilitar la </= span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">usado= s en aula. La modalidad de esta inves- </span><span class=3D"stl08" style= =3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl08">comprensi</span><span class=3D"stl08"= style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"lette= r-spacing:0.1pt">=C2=B4n de fen</span><span class=3D"stl08" style=3D"letter= -spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt= ">=C2=B4menos complejos de la </span><span class=3D"stl08" style=3D"letter-= spacing:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12= pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">tigaci</span><sp= an class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl= 08" style=3D"letter-spacing:0.05pt">=C2=B4n es de campo y documental porque= </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" sty= le=3D"letter-spacing:-0.05pt">Biolog</span><span class=3D"stl08" style=3D"l= etter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08" style=3D"letter-s= pacing:-0.05pt">=C4=B1a Celular. </span><span class=3D"stl08" style=3D"lett= er-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-heigh= t:12pt"><span class=3D"stl08">las acciones se llevan a cabo en un entorno <= /span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl08">educativo real y digital. Como t</spa= n><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><span clas= s=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4cnica de re- </span><span = class=3D"stl08" style=3D"letter-spacing:0.1pt"> </span></p><p class=3D= "stl01" style=3D"line-height:12pt"><span class=3D"stl08">copilaci</span><sp= an class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl= 08" style=3D"letter-spacing:0.05pt">=C2=B4n de datos se utiliza la prueba y= la </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt"> </sp= an></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">= encuesta. Es transversal porque se aplican </span><span class=3D"stl08">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"= stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl07"> </span></p><p = class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">=E2=80=9D= =E2=80=9D </span><span class=3D"stl07"> </span></p><p class=3D"stl01" = style=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt; let= ter-spacing:-0.05pt">Esta revista est</span><span class=3D"stl08" style=3D"= font-size:8pt; letter-spacing:-3.1pt">a</span><span class=3D"stl08" style= =3D"font-size:8pt">=C2=B4 protegida bajo una licencia Creative Commons en l= a 4.0 </span><span class=3D"stl08" style=3D"font-size:8pt"> </span></p= ><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" style= =3D"font-size:8pt">International. Copia de la licencia: </span><span class= =3D"stl08" style=3D"font-size:8pt"> </span></p><p class=3D"stl01" styl= e=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt">http://= creativecommons.org/licenses/by-nc-sa/4.0/ </span><span class=3D"stl08" sty= le=3D"font-size:8pt"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl= 07"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cl= ass=3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl07"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">Pre= dicci</span><span class=3D"stl07" style=3D"letter-spacing:-5pt">o</span><sp= an class=3D"stl07" style=3D"letter-spacing:0.1pt">=C2=B4n Cient</span><span= class=3D"stl07" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class= =3D"stl07">=C4=B1=EF=AC=81ca </span><span class=3D"stl07"> </span></p>= <p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">P</span= ><span class=3D"stl07" style=3D"letter-spacing:-4.65pt">a</span><span class= =3D"stl07" style=3D"letter-spacing:0.1pt">=C2=B4gina 28- 39 </span><span cl= ass=3D"stl07" style=3D"letter-spacing:0.1pt"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span style=3D"height:0pt; display:block; = position:absolute; z-index:7"><img src=3D"data:image/png;base64,iVBORw0KGgo= AAAANSUhEUgAAAnQAAAN3CAYAAAC7isfVAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAOxAAADs= QBlSsOGwAAIABJREFUeJzsvdmzHcd95/n5/TKrzt2wETsIkAQXUFwkcZEokdZiW5Zt2e6RQ57pc= Xd0dMTEREzEvM0/Mu/zMv3QE9EdMx677bG8yW5KrYVauEqkSFHcCRHEvt/lnKrM3zxkVp065557= LwACIAGcH4l7zz1VlZVVuX3z+9vkgf/pL4wsZu1HQMBAmSQCCJGYPk4Uy2ddodj611pTjUspo/M= c0lx7udXJ78YAu+KHAtnguda6b/6jKYX0RIq0hyNIxMTSZwxE2jrHfJmPAR8FjZ5ontpDLQEk1c= 1FUAzBCDiiFBiGSEBSKavrdRVl9HlzuxlESf8A1AQfDTWIIgSFSo2Yn8GbUeSqBpFLfuHX6plW3= wi6lVp938vsJJdyy+YelzRwJois924s/1s94sfb80ruLeuO2JirJ4gJUaztJ5avHnmdzTgWAREM= 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=3D"628" height=3D"887" alt=3D"" style=3D"position:absolute" /></span><span= class=3D"stl07">ISSN: 2602-8085 </span><span class=3D"stl07"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07" sty= le=3D"letter-spacing:-0.05pt">Vol. 9 No. 4, pp. 22 =E2=80=93 39, octubre - = diciembre 2025 </span><span class=3D"stl07" style=3D"letter-spacing:-0.05pt= "> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span clas= s=3D"stl07" style=3D"letter-spacing:-0.05pt">Revista Multidisciplinar </spa= n><span class=3D"stl07" style=3D"letter-spacing:-0.05pt"> </span></p><= p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">Art</spa= n><span class=3D"stl07" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span= class=3D"stl07">=C4=B1culo Original </span><span class=3D"stl07"> </s= pan></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08"= >dos mediciones en dos momentos espec</span><span class=3D"stl08" style=3D"= letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1=EF=AC=81-= </span><span class=3D"stl08"> </span><span class=3D"stl08" style=3D"le= tter-spacing:-0.05pt">diantes acerca del simulador web Labxchan- </span><sp= an class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p cla= ss=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">cos, los cual= es no se extienden de manera</span><span class=3D"stl08"> </span><span= class=3D"stl08" style=3D"letter-spacing:-0.05pt">ge. La comparaci</span><s= pan class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"st= l08" style=3D"letter-spacing:0.05pt">=C2=B4n de los resultados de las </spa= n><span class=3D"stl08" style=3D"letter-spacing:0.05pt"> </span></p><p= class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">continua = a lo largo del tiempo. </span><span class=3D"stl08"> </span></p><p cla= ss=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">pruebas acad<= /span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><span = class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4micas, diagn</span><s= pan class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"st= l08" style=3D"letter-spacing:0.05pt">=C2=B4sticas y sumati- </span><span cl= ass=3D"stl08" style=3D"letter-spacing:0.05pt"> </span></p><p class=3D"= stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spa= cing:-0.05pt">vas de Biolog</span><span class=3D"stl08" style=3D"letter-spa= cing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a Celular de los dos= grupos </span><span class=3D"stl08"> </span></p><p class=3D"stl01" st= yle=3D"line-height:12pt"><span class=3D"stl08">se realiza considerando la f= recuencia y el </span><span class=3D"stl08"> </span></p><p class=3D"st= l01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spaci= ng:-0.05pt">porcentaje seg</span><span class=3D"stl08" style=3D"letter-spac= ing:-4.95pt">u</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">= =C2=B4n la escala de cali=EF=AC=81caci</span><span class=3D"stl08" style=3D= "letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing= :0.5pt">=C2=B4n de </span><span class=3D"stl08" style=3D"letter-spacing:0.5= pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cl= ass=3D"stl08">aprendizaje del MINEDUC (2016). </span><span class=3D"stl08">=  </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">La recopilaci</span><span class=3D"stl08" style=3D"letter-spacin= g:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2= =B4n de datos inicia con el es- </span><span class=3D"stl08" style=3D"lette= r-spacing:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:= 12pt"><span class=3D"stl08">tudio de cohorte de los tres </span><span class= =3D"stl08" style=3D"letter-spacing:-5pt">u</span><span class=3D"stl08" styl= e=3D"letter-spacing:0.15pt">=C2=B4ltimos a</span><span class=3D"stl08" styl= e=3D"letter-spacing:-5pt">n</span><span class=3D"stl08" style=3D"letter-spa= cing:0.35pt">=CB=9Cos, </span><span class=3D"stl08" style=3D"letter-spacing= :0.35pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><sp= an class=3D"stl08" style=3D"letter-spacing:-0.05pt">veri=EF=AC=81cando el b= ajo aprendizaje en esta asig- </span><span class=3D"stl08" style=3D"letter-= spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><span class=3D"stl08">natura y justi=EF=AC=81cando la necesidad de la = in- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.1pt"= >vestigaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</spa= n><span class=3D"stl08" style=3D"letter-spacing:1pt">=C2=B4</span><span cla= ss=3D"stl08">n. </span><span class=3D"stl08" style=3D"letter-spacing:-0.9pt= ">T</span><span class=3D"stl08">ambi</span><span class=3D"stl08" style=3D"l= etter-spacing:-4.65pt">e</span><span class=3D"stl08" style=3D"letter-spacin= g:0.1pt">=C2=B4n se realiz</span><span class=3D"stl08" style=3D"letter-spac= ing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">= =C2=B4 la entrevista</span><span class=3D"stl08"> </span><span class= =3D"stl08">En cuanto al an</span><span class=3D"stl08" style=3D"letter-spac= ing:-4.65pt">a</span><span class=3D"stl08">=C2=B4lisis inferencial, se util= i- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">a docentes para corroborar este= problema</span><span class=3D"stl08"> </span><span class=3D"stl08">za= la prueba de normalidad Kolgomorow- </span><span class=3D"stl08"> </s= pan></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08"= style=3D"letter-spacing:-0.05pt">y la falta de recursos digitales. Posteri= or-</span><span class=3D"stl08"> </span><span class=3D"stl08">Smirnow = para los datos generados por la </span><span class=3D"stl08"> </span><= /p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">ment= e, se aplica la prueba de diagn</span><span class=3D"stl08" style=3D"letter= -spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.15pt= ">=C2=B4stico</span><span class=3D"stl08"> </span><span class=3D"stl08= ">prueba diagn</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o<= /span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4stica y s= umativa, tanto del </span><span class=3D"stl08" style=3D"letter-spacing:0.0= 5pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span c= lass=3D"stl08" style=3D"letter-spacing:-0.05pt">de Biolog</span><span class= =3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl= 08">=C4=B1a celular a toda la poblaci</span><span class=3D"stl08" style=3D"= letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:= 0.35pt">=C2=B4n. La</span><span class=3D"stl08"> </span><span class=3D= "stl08">grupo control como para el experimental. </span><span class=3D"stl0= 8"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cla= ss=3D"stl08">poblaci</span><span class=3D"stl08" style=3D"letter-spacing:-5= pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n s= e divide en dos grupos: uno de</span><span class=3D"stl08"> </span><sp= an class=3D"stl08">Cuando se determina que los datos presen- </span><span c= lass=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12p= t"><span class=3D"stl08">control y otro experimental (Ramos, 2021).</span><= span class=3D"stl08"> </span><span class=3D"stl08">tan una distribuci<= /span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span cla= ss=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n no normal, se aplica </= span><span class=3D"stl08" style=3D"letter-spacing:0.1pt"> </span></p>= <p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">En el g= rupo experimental, se implementa</span><span class=3D"stl08"> </span><= span class=3D"stl08">la prueba no param</span><span class=3D"stl08" style= =3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08">=C2=B4trica de Wi= lcoxon para </span><span class=3D"stl08"> </span></p><p class=3D"stl01= " style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:= -0.05pt">el simulador web Labxchange como recurso</span><span class=3D"stl0= 8"> </span><span class=3D"stl08">grupos relacionados. Asimismo, para e= va- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">de refuerzo asincr</span><span = class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08"= style=3D"letter-spacing:0.1pt">=C2=B4nico al material did</span><span clas= s=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" = style=3D"letter-spacing:0.15pt">=C2=B4ctico</span><span class=3D"stl08">&#x= a0;</span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">luar la in= cidencia estad</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt"= >=C2=B4</span><span class=3D"stl08">=C4=B1stica del simulador </span><span = class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12= pt"><span class=3D"stl08">de aula. En el grupo control, se mantiene la</spa= n><span class=3D"stl08"> </span><span class=3D"stl08" style=3D"letter-= spacing:-0.05pt">web Labxchange en el aprendizaje de Bio- </span><span clas= s=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spac= ing:-0.05pt">metodolog</span><span class=3D"stl08" style=3D"letter-spacing:= -3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a tradicional de ense</sp= an><span class=3D"stl08" style=3D"letter-spacing:-5pt">n</span><span class= =3D"stl08" style=3D"letter-spacing:0.05pt">=CB=9Canza. Tras</span><span cla= ss=3D"stl08"> </span><span class=3D"stl08" style=3D"letter-spacing:-0.= 1pt">log</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2= =B4</span><span class=3D"stl08">=C4=B1a celular, se analizan los datos de l= a en- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span class=3D"stl08">dos meses, se aplica una prueb= a sumativa de</span><span class=3D"stl08"> </span><span class=3D"stl08= ">cuesta de aceptabilidad y la prueba sumati- </span><span class=3D"stl08">=  </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08" style=3D"letter-spacing:-0.05pt">Biolog</span><span class=3D"stl= 08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4= =B1a Celular a los dos grupos y, adicio-</span><span class=3D"stl08"> = </span><span class=3D"stl08">va del grupo experimental. Al encontrar una </= span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><span class=3D"stl08">nalmente, al grupo experimental se le = realiza</span><span class=3D"stl08"> </span><span class=3D"stl08">dist= ribuci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><s= pan class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n no normal, se u= tiliza la prueba </span><span class=3D"stl08" style=3D"letter-spacing:0.05p= t"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cla= ss=3D"stl08">una prueba de aceptabilidad del simulador</span><span class=3D= "stl08"> </span><span class=3D"stl08">no param</span><span class=3D"st= l08" style=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08" style= =3D"letter-spacing:0.05pt">=C2=B4trica rho de Spearman para deter- </span><= span class=3D"stl08" style=3D"letter-spacing:0.05pt"> </span></p><p cl= ass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"let= ter-spacing:-0.1pt">web Labxchange. </span><span class=3D"stl08" style=3D"l= etter-spacing:-0.1pt"> </span></p><p class=3D"stl01" style=3D"line-hei= ght:12pt"><span class=3D"stl08">minar la correlaci</span><span class=3D"stl= 08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"le= tter-spacing:0.15pt">=C2=B4n de datos. </span><span class=3D"stl08" style= =3D"letter-spacing:-1.1pt">T</span><span class=3D"stl08" style=3D"letter-sp= acing:-0.05pt">odas estas </span><span class=3D"stl08" style=3D"letter-spac= ing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"= ><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">pruebas estad</span= ><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span = class=3D"stl08">=C4=B1sticas se ejecutan usando el </span><span class=3D"st= l08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span c= lass=3D"stl08" style=3D"letter-spacing:-0.05pt">software SPSS. </span><span= class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">El procedimient= o del an</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</sp= an><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4lisis de dat= os de las </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08">pruebas diagn</span><span class=3D"stl08" style=3D"letter-spacing:-5p= t">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4stic= as y sumativas sobre Bio- </span><span class=3D"stl08" style=3D"letter-spac= ing:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt">= <span class=3D"stl08" style=3D"letter-spacing:-0.1pt">log</span><span class= =3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl= 08" style=3D"letter-spacing:-0.05pt">=C4=B1a Celular (Revisionvillage, 2024= ), a los </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08">grupos control y experimental a trav</span><span class=3D"stl08" styl= e=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08" style=3D"letter-= spacing:0.35pt">=C2=B4s de </span><span class=3D"stl08" style=3D"letter-spa= cing:0.35pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"= ><span class=3D"stl08">cuestionarios logra medir la comprensi</span><span c= lass=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" = style=3D"letter-spacing:1pt">=C2=B4n y </span><span class=3D"stl08" style= =3D"letter-spacing:1pt"> </span></p><p class=3D"stl01" style=3D"line-h= eight:12pt"><span class=3D"stl08">desarrollo de habilidades en esta asignat= u- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">ra. Este proceso permite la rea= lizaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><s= pan class=3D"stl08" style=3D"letter-spacing:0.35pt">=C2=B4n del </span><spa= n class=3D"stl08" style=3D"letter-spacing:0.35pt"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">an</span><span = class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl= 08">=C2=B4lisis estad</span><span class=3D"stl08" style=3D"letter-spacing:-= 3.65pt">=C2=B4</span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"= >=C4=B1stico descriptivo e inferencial </span><span class=3D"stl08" style= =3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl08">para determinar si el uso del simulad= or in- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05= pt">=EF=AC=82uye o no en el aprendizaje de Biolog</span><span class=3D"stl0= 8" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4= =B1a ce- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.= 1pt">lular. Adem</span><span class=3D"stl08" style=3D"letter-spacing:-4.65p= t">a</span><span class=3D"stl08">=C2=B4s, la encuesta de aceptabilidad </sp= an><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-= height:12pt"><span class=3D"stl08">(Cujilema & Castro, 2022), por el gr= upo ex- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" st= yle=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.0= 5pt">perimental eval</span><span class=3D"stl08" style=3D"letter-spacing:-5= pt">u</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4a la= percepci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span= ><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n de los estu- = </span><span class=3D"stl08" style=3D"letter-spacing:0.1pt"> </span></= p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl16">3. Re= sultados </span><span class=3D"stl16"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.= 05pt">Una vez concluida la recolecci</span><span class=3D"stl08" style=3D"l= etter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0= .15pt">=C2=B4n de datos de </span><span class=3D"stl08" style=3D"letter-spa= cing:0.15pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"= ><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">investigaci</span><s= pan class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"st= l08" style=3D"letter-spacing:1pt">=C2=B4</span><span class=3D"stl08">n a 16= 0 estudiantes divididos en </span><span class=3D"stl08"> </span></p><p= class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">dos grupo= s denominados control y experi- </span><span class=3D"stl08"> </span><= /p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">ment= al de primero de Bachillerato General </span><span class=3D"stl08"> </= span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08= " style=3D"letter-spacing:-0.05pt">Uni=EF=AC=81cado de la Unidad Educativa = Jacinto </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> = ;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"st= l08" style=3D"letter-spacing:-0.05pt">Collahuazo a trav</span><span class= =3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08" s= tyle=3D"letter-spacing:0.05pt">=C2=B4s de cuestionarios de la </span><span = class=3D"stl08" style=3D"letter-spacing:0.05pt"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">prueba sumativa= para examinar las variables </span><span class=3D"stl08"> </span></p>= <p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style= =3D"letter-spacing:-0.05pt">simulador web Labxchange y aprendizaje en </spa= n><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><= p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D= "letter-spacing:-0.05pt">Biolog</span><span class=3D"stl08" style=3D"letter= -spacing:-3.65pt">=C2=B4</span><span class=3D"stl08" style=3D"letter-spacin= g:-0.05pt">=C4=B1a Celular, se realiza el an</span><span class=3D"stl08" st= yle=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"lette= r-spacing:0.1pt">=C2=B4lisis es- </span><span class=3D"stl08" style=3D"lett= er-spacing:0.1pt"> </span></p><p class=3D"stl01" style=3D"line-height:= 12pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl07"= > </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl07"> </span></p= ><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" style= =3D"font-size:8pt; letter-spacing:-0.05pt">Esta revista est</span><span cla= ss=3D"stl08" style=3D"font-size:8pt; letter-spacing:-3.1pt">a</span><span c= lass=3D"stl08" style=3D"font-size:8pt">=C2=B4 protegida bajo una licencia C= reative Commons en la 4.0 </span><span class=3D"stl08" style=3D"font-size:8= pt"> </span></p><p class=3D"stl01" style=3D"line-height:8pt"><span cla= ss=3D"stl08" style=3D"font-size:8pt">International. Copia de la licencia: <= /span><span class=3D"stl08" style=3D"font-size:8pt"> </span></p><p cla= ss=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-= size:8pt">http://creativecommons.org/licenses/by-nc-sa/4.0/ </span><span cl= ass=3D"stl08" style=3D"font-size:8pt"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D </span><= span class=3D"stl07"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl= 07"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cl= ass=3D"stl07">Predicci</span><span class=3D"stl07" style=3D"letter-spacing:= -5pt">o</span><span class=3D"stl07" style=3D"letter-spacing:0.1pt">=C2=B4n = Cient</span><span class=3D"stl07" style=3D"letter-spacing:-3.65pt">=C2=B4</= span><span class=3D"stl07">=C4=B1=EF=AC=81ca </span><span class=3D"stl07">&= #xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl07">P</span><span class=3D"stl07" style=3D"letter-spacing:-4.65pt">a= </span><span class=3D"stl07" style=3D"letter-spacing:0.1pt">=C2=B4gina 29- = 39 </span><span class=3D"stl07" style=3D"letter-spacing:0.1pt"> </span= ></p><p class=3D"stl01" style=3D"line-height:12pt"><span style=3D"height:0p= t; display:block; position:absolute; z-index:8"><img src=3D"data:image/png;= base64,iVBORw0KGgoAAAANSUhEUgAAAnQAAAN3CAYAAAC7isfVAAAABHNCSVQICAgIfAhkiAAA= AAlwSFlzAAAOxAAADsQBlSsOGwAAIABJREFUeJzsvdmzHcd95/n5/TKrzt2wETsIkAQXUFwkcZE= okdZiW5Zt2e6RQ57pcXd0dMTEREzEvM0/Mu/zMv3QE9EdMx677bG8yW5KrYVauEqkSFHcCRHEvt= /lnKrM3zxkVp065557LwACIAGcH4l7zz1VlZVVuX3z+9vkgf/pL4wsZu1HQMBAmSQCCJGYPk4Uy= 2ddodj611pTjUspo/Mc0lx7udXJ78YAu+KHAtnguda6b/6jKYX0RIq0hyNIxMTSZwxE2jrHfJmP= AR8FjZ5ontpDLQEk1c1FUAzBCDiiFBiGSEBSKavrdRVl9HlzuxlESf8A1AQfDTWIIgSFSo2Yn8G= bUeSqBpFLfuHX6plW3wi6lVp938vsJJdyy+YelzRwJois924s/1s94sfb80ruLeuO2JirJ4gJUa= 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dBQm983Pz/P0NAQy8vLseCTUtbsbLVYLBaLxWIF3afPRwpKCcEVpSKHLlZqGrJRpvKGvL4/xh2k= dZJVtuj7tbU1xsbGuHHjBr7vx5dbEWexWCwWy0exgu62IIz7FSZewBV3Y8W6oAt+vLu65Bu3aUQ= 7cK9fv86lS5coFoubfYgWi8Visdz23F3q4I4kuYUiOk2U8Uztte42ktsdIpPD6uoqIyMj3LhxAy= ntX1GLxWKxWCwWi8VisVgsdzn/F7sHn7lZtH7+AAAAAElFTkSuQmCC" width=3D"628" heigh= t=3D"887" alt=3D"" style=3D"position:absolute" /></span><span class=3D"stl0= 7">ISSN: 2602-8085 </span><span class=3D"stl07"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07" style=3D"letter= -spacing:-0.05pt">Vol. 9 No. 4, pp. 22 =E2=80=93 39, octubre - diciembre 20= 25 </span><span class=3D"stl07" style=3D"letter-spacing:-0.05pt"> </sp= an></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07" = style=3D"letter-spacing:-0.05pt">Revista Multidisciplinar </span><span clas= s=3D"stl07" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl07">Art</span><span clas= s=3D"stl07" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"st= l07">=C4=B1culo Original </span><span class=3D"stl07"> </span></p><p c= lass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"le= tter-spacing:-0.1pt">tad</span><span class=3D"stl08" style=3D"letter-spacin= g:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1stico descriptivo que p= ermite corroborar</span><span class=3D"stl08"> </span><span class=3D"s= tl08">Con los resultados de la prueba diagn</span><span class=3D"stl08" sty= le=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-sp= acing:0.15pt">=C2=B4stica </span><span class=3D"stl08" style=3D"letter-spac= ing:0.15pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt">= <span class=3D"stl08" style=3D"letter-spacing:-0.05pt">la existencia de dif= erencias estad</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt"= >=C2=B4</span><span class=3D"stl08">=C4=B1sticas, dan-</span><span class=3D= "stl08"> </span><span class=3D"stl08">y sumativa del grupo control com= puesto de </span><span class=3D"stl08"> </span></p><p class=3D"stl01" = style=3D"line-height:12pt"><span class=3D"stl08">do un resultado como se mu= estra en la tabla</span><span class=3D"stl08"> </span><span class=3D"s= tl08">80 estudiantes, en el cual se aplica la me- </span><span class=3D"stl= 08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cl= ass=3D"stl08">1 y la =EF=AC=81gura 1 siguiente. </span><span class=3D"stl08= "> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span clas= s=3D"stl08" style=3D"letter-spacing:-0.05pt">todolog</span><span class=3D"s= tl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">= =C4=B1a tradicional en el aprendizaje de </span><span class=3D"stl08"> = ;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"st= l08" style=3D"letter-spacing:-0.05pt">Biolog</span><span class=3D"stl08" st= yle=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08" style=3D"= letter-spacing:-0.05pt">=C4=B1a Celular, se llev</span><span class=3D"stl08= " style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08">=C2=B4 a cabo= un an</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span= ><span class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4lisis </span><= span class=3D"stl08" style=3D"letter-spacing:0.15pt"> </span></p><p cl= ass=3D"stl01" style=3D"line-height:10pt"><span class=3D"stl08" style=3D"fon= t-size:10pt; letter-spacing:-0.1pt">Tabla 1: M</span><span class=3D"stl08" = style=3D"font-size:10pt; letter-spacing:-3.85pt">e</span><span class=3D"stl= 08" style=3D"font-size:10pt; letter-spacing:0.05pt">=C2=B4todos de ense</sp= an><span class=3D"stl08" style=3D"font-size:10pt; letter-spacing:-4.15pt">n= </span><span class=3D"stl08" style=3D"font-size:10pt; letter-spacing:0.2pt"= >=CB=9Canza </span><span class=3D"stl08" style=3D"font-size:10pt; letter-sp= acing:0.2pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"= ><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">estad</span><span cl= ass=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"= stl08">=C4=B1stico inferencial en SPSS para corro- </span><span class=3D"st= l08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span c= lass=3D"stl16" style=3D"font-size:6pt; letter-spacing:-0.05pt">Metodolog</s= pan><span class=3D"stl16" style=3D"font-size:6pt; letter-spacing:-1.85pt">= =C2=B4</span><span class=3D"stl16" style=3D"font-size:6pt; letter-spacing:-= 0.05pt">=C4=B1a Labxchange </span><span class=3D"stl08" style=3D"letter-spa= cing:-0.05pt">borar si existen o no diferencias signi=EF=AC=81cati- </span>= <span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p = class=3D"stl01" style=3D"line-height:6pt"><span class=3D"stl09" style=3D"fo= nt-size:6pt; letter-spacing:normal">Escala </span><span class=3D"stl09" sty= le=3D"font-size:6pt; letter-spacing:normal"> </span></p><p class=3D"st= l01" style=3D"line-height:6pt"><span class=3D"stl09" style=3D"font-size:6pt= ; letter-spacing:normal">cuanti- </span><span class=3D"stl09" style=3D"font= -size:6pt; letter-spacing:normal"> </span></p><p class=3D"stl01" style= =3D"line-height:6pt"><span class=3D"stl16" style=3D"font-size:6pt">tativa <= /span><span class=3D"stl16" style=3D"font-size:6pt"> </span></p><p cla= ss=3D"stl01" style=3D"line-height:6pt"><span class=3D"stl09" style=3D"font-= size:6pt; letter-spacing:normal">Escala </span><span class=3D"stl09" style= =3D"font-size:6pt; letter-spacing:normal"> </span></p><p class=3D"stl0= 1" style=3D"line-height:6pt"><span class=3D"stl16" style=3D"font-size:6pt">= cualitativa </span><span class=3D"stl16" style=3D"font-size:6pt"> </sp= an></p><p class=3D"stl01" style=3D"line-height:6pt"><span class=3D"stl16" s= tyle=3D"font-size:6pt; letter-spacing:-0.05pt">Metodolog</span><span class= =3D"stl16" style=3D"font-size:6pt; letter-spacing:-1.85pt">=C2=B4</span><sp= an class=3D"stl16" style=3D"font-size:6pt; letter-spacing:-0.05pt">=C4=B1a = Tradicional </span><span class=3D"stl16" style=3D"font-size:6pt; letter-spa= cing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:6pt"= ><span class=3D"stl16" style=3D"font-size:6pt">Fre- </span><span class=3D"s= tl16" style=3D"font-size:6pt"> </span></p><p class=3D"stl01" style=3D"= line-height:6pt"><span class=3D"stl16" style=3D"font-size:6pt; letter-spaci= ng:-0.05pt">Porcen- </span><span class=3D"stl16" style=3D"font-size:6pt; le= tter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-hei= ght:6pt"><span class=3D"stl16" style=3D"font-size:6pt; letter-spacing:-0.05= pt">taje </span><span class=3D"stl16" style=3D"font-size:6pt; letter-spacin= g:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:6pt"><s= pan class=3D"stl16" style=3D"font-size:6pt">Fre- </span><span class=3D"stl1= 6" style=3D"font-size:6pt"> </span></p><p class=3D"stl01" style=3D"lin= e-height:6pt"><span class=3D"stl09" style=3D"font-size:6pt; letter-spacing:= normal">cuencia </span><span class=3D"stl09" style=3D"font-size:6pt; letter= -spacing:normal"> </span></p><p class=3D"stl01" style=3D"line-height:6= pt"><span class=3D"stl16" style=3D"font-size:6pt; letter-spacing:-0.1pt">Po= r- </span><span class=3D"stl16" style=3D"font-size:6pt; letter-spacing:-0.1= pt"> </span></p><p class=3D"stl01" style=3D"line-height:6pt"><span cla= ss=3D"stl16" style=3D"font-size:6pt">centa- </span><span class=3D"stl16" st= yle=3D"font-size:6pt"> </span></p><p class=3D"stl01" style=3D"line-hei= ght:6pt"><span class=3D"stl09" style=3D"font-size:6pt; letter-spacing:norma= l">je </span><span class=3D"stl09" style=3D"font-size:6pt; letter-spacing:n= ormal"> </span></p><p class=3D"stl01" style=3D"line-height:6pt"><span = class=3D"stl09" style=3D"font-size:6pt; letter-spacing:normal">cuencia </sp= an><span class=3D"stl09" style=3D"font-size:6pt; letter-spacing:normal">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"= stl08">vas; se obtiene el resultado como se muestra </span><span class=3D"s= tl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span = class=3D"stl08">en la siguiente tabla 2. </span><span class=3D"stl08"> = ;</span></p><p class=3D"stl01" style=3D"line-height:6pt"><span class=3D"stl= 09" style=3D"font-size:6pt; letter-spacing:normal">=E2=89=A4 </span><span c= lass=3D"stl08" style=3D"font-size:6pt">4 </span><span class=3D"stl08" style= =3D"font-size:6pt"> </span></p><p class=3D"stl01" style=3D"line-height= :6pt"><span class=3D"stl08" style=3D"font-size:6pt">No alcanza </span><span= class=3D"stl08" style=3D"font-size:6pt"> </span></p><p class=3D"stl01= " style=3D"line-height:6pt"><span class=3D"stl08" style=3D"font-size:6pt">l= os aprendi- </span><span class=3D"stl08" style=3D"font-size:6pt"> </sp= an></p><p class=3D"stl01" style=3D"line-height:6pt"><span class=3D"stl08" s= tyle=3D"font-size:6pt; letter-spacing:-0.05pt">zajes </span><span class=3D"= stl08" style=3D"font-size:6pt; letter-spacing:-0.05pt"> </span></p><p = class=3D"stl01" style=3D"line-height:6pt"><span class=3D"stl08" style=3D"fo= nt-size:6pt">38 </span><span class=3D"stl08" style=3D"font-size:6pt"> = </span></p><p class=3D"stl01" style=3D"line-height:6pt"><span class=3D"stl0= 8" style=3D"font-size:6pt">41 </span><span class=3D"stl08" style=3D"font-si= ze:6pt"> </span></p><p class=3D"stl01" style=3D"line-height:6pt"><span= class=3D"stl08" style=3D"font-size:6pt">47,5 % </span><span class=3D"stl08= " style=3D"font-size:6pt"> </span></p><p class=3D"stl01" style=3D"line= -height:6pt"><span class=3D"stl08" style=3D"font-size:6pt">51,3 % </span><s= pan class=3D"stl08" style=3D"font-size:6pt"> </span></p><p class=3D"st= l01" style=3D"line-height:6pt"><span class=3D"stl08" style=3D"font-size:6pt= ">2</span></p><p class=3D"stl01" style=3D"line-height:6pt"><span class=3D"s= tl08" style=3D"font-size:6pt">4</span></p><p class=3D"stl01" style=3D"line-= height:6pt"><span class=3D"stl08" style=3D"font-size:6pt">2,5 % </span><spa= n class=3D"stl08" style=3D"font-size:6pt"> </span></p><p class=3D"stl0= 1" style=3D"line-height:6pt"><span class=3D"stl08" style=3D"font-size:6pt">= 4,01- </span><span class=3D"stl08" style=3D"font-size:6pt"> </span></p= ><p class=3D"stl01" style=3D"line-height:6pt"><span class=3D"stl08" style= =3D"font-size:6pt">6,99 </span><span class=3D"stl08" style=3D"font-size:6pt= "> </span></p><p class=3D"stl01" style=3D"line-height:6pt"><span class= =3D"stl08" style=3D"font-size:6pt; letter-spacing:-0.05pt">Est</span><span = class=3D"stl08" style=3D"font-size:6pt; letter-spacing:-2.3pt">a</span><spa= n class=3D"stl08" style=3D"font-size:6pt">=C2=B4 pr</span><span class=3D"st= l08" style=3D"font-size:6pt; letter-spacing:-2.5pt">o</span><span class=3D"= stl08" style=3D"font-size:6pt; letter-spacing:0.15pt">=C2=B4xi- </span><spa= n class=3D"stl08" style=3D"font-size:6pt; letter-spacing:0.15pt"> </sp= an></p><p class=3D"stl01" style=3D"line-height:6pt"><span class=3D"stl08" s= tyle=3D"font-size:6pt">5,0 % </span><span class=3D"stl08" style=3D"font-siz= e:6pt"> </span></p><p class=3D"stl01" style=3D"line-height:10pt"><span= class=3D"stl08" style=3D"font-size:10pt; letter-spacing:-0.05pt">Tabla 2: = Prueba Wilcoxon para la aplicaci</span><span class=3D"stl08" style=3D"font-= size:10pt; letter-spacing:-4.15pt">o</span><span class=3D"stl08" style=3D"f= ont-size:10pt; letter-spacing:0.2pt">=C2=B4n de me- </span><span class=3D"s= tl08" style=3D"font-size:10pt; letter-spacing:0.2pt"> </span></p><p cl= ass=3D"stl01" style=3D"line-height:10pt"><span class=3D"stl08" style=3D"fon= t-size:10pt; letter-spacing:-0.05pt">todolog</span><span class=3D"stl08" st= yle=3D"font-size:10pt; letter-spacing:-3.05pt">=C2=B4</span><span class=3D"= stl08" style=3D"font-size:10pt">=C4=B1a tradicional </span><span class=3D"s= tl08" style=3D"font-size:10pt"> </span></p><p class=3D"stl01" style=3D= "line-height:6pt"><span class=3D"stl08" style=3D"font-size:6pt">mo </span><= span class=3D"stl08" style=3D"font-size:6pt"> </span></p><p class=3D"s= tl01" style=3D"line-height:6pt"><span class=3D"stl08" style=3D"font-size:6p= t">a</span></p><p class=3D"stl01" style=3D"line-height:6pt"><span class=3D"= stl08" style=3D"font-size:6pt">alcanzar los </span><span class=3D"stl08" st= yle=3D"font-size:6pt"> </span></p><p class=3D"stl01" style=3D"line-hei= ght:6pt"><span class=3D"stl08" style=3D"font-size:6pt">aprendiza- </span><s= pan class=3D"stl08" style=3D"font-size:6pt"> </span></p><p class=3D"st= l01" style=3D"line-height:6pt"><span class=3D"stl08" style=3D"font-size:6pt= ">jes </span><span class=3D"stl08" style=3D"font-size:6pt"> </span></p= ><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl09" style= =3D"font-size:8pt; letter-spacing:normal">Prueba diagn</span><span class=3D= "stl16" style=3D"font-size:8pt; letter-spacing:-3.3pt">o</span><span class= =3D"stl16" style=3D"font-size:8pt; letter-spacing:0.05pt">=C2=B4stica =E2= =80=93 Prueba </span><span class=3D"stl16" style=3D"font-size:8pt; letter-s= pacing:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:8pt= "><span class=3D"stl16" style=3D"font-size:8pt; letter-spacing:-0.05pt">sum= ativa </span><span class=3D"stl16" style=3D"font-size:8pt; letter-spacing:-= 0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:8pt"><span= class=3D"stl08" style=3D"font-size:8pt">-1.857b </span><span class=3D"stl0= 8" style=3D"font-size:8pt"> </span></p><p class=3D"stl01" style=3D"lin= e-height:6pt"><span class=3D"stl08" style=3D"font-size:6pt">7,00- </span><s= pan class=3D"stl08" style=3D"font-size:6pt"> </span></p><p class=3D"st= l01" style=3D"line-height:6pt"><span class=3D"stl08" style=3D"font-size:6pt= ">8,99 </span><span class=3D"stl08" style=3D"font-size:6pt"> </span></= p><p class=3D"stl01" style=3D"line-height:6pt"><span class=3D"stl08" style= =3D"font-size:6pt">Alcanza los </span><span class=3D"stl08" style=3D"font-s= ize:6pt"> </span></p><p class=3D"stl01" style=3D"line-height:6pt"><spa= n class=3D"stl08" style=3D"font-size:6pt">aprendiza- </span><span class=3D"= stl08" style=3D"font-size:6pt"> </span></p><p class=3D"stl01" style=3D= "line-height:6pt"><span class=3D"stl08" style=3D"font-size:6pt">jes </span>= <span class=3D"stl08" style=3D"font-size:6pt"> </span></p><p class=3D"= stl01" style=3D"line-height:6pt"><span class=3D"stl08" style=3D"font-size:6= pt">Domina los </span><span class=3D"stl08" style=3D"font-size:6pt"> <= /span></p><p class=3D"stl01" style=3D"line-height:6pt"><span class=3D"stl08= " style=3D"font-size:6pt">aprendiza- </span><span class=3D"stl08" style=3D"= font-size:6pt"> </span></p><p class=3D"stl01" style=3D"line-height:6pt= "><span class=3D"stl08" style=3D"font-size:6pt">jes </span><span class=3D"s= tl08" style=3D"font-size:6pt"> </span></p><p class=3D"stl01" style=3D"= line-height:6pt"><span class=3D"stl08" style=3D"font-size:6pt">1</span></p>= <p class=3D"stl01" style=3D"line-height:6pt"><span class=3D"stl08" style=3D= "font-size:6pt">1,3 % </span><span class=3D"stl08" style=3D"font-size:6pt">=  </span></p><p class=3D"stl01" style=3D"line-height:6pt"><span class= =3D"stl08" style=3D"font-size:6pt">0,0 % </span><span class=3D"stl08" style= =3D"font-size:6pt"> </span></p><p class=3D"stl01" style=3D"line-height= :6pt"><span class=3D"stl08" style=3D"font-size:6pt">100 % </span><span clas= s=3D"stl08" style=3D"font-size:6pt"> </span></p><p class=3D"stl01" sty= le=3D"line-height:6pt"><span class=3D"stl08" style=3D"font-size:6pt">52 </s= pan><span class=3D"stl08" style=3D"font-size:6pt"> </span></p><p class= =3D"stl01" style=3D"line-height:6pt"><span class=3D"stl08" style=3D"font-si= ze:6pt">22 </span><span class=3D"stl08" style=3D"font-size:6pt"> </spa= n></p><p class=3D"stl01" style=3D"line-height:6pt"><span class=3D"stl08" st= yle=3D"font-size:6pt">80 </span><span class=3D"stl08" style=3D"font-size:6p= t"> </span></p><p class=3D"stl01" style=3D"line-height:6pt"><span clas= s=3D"stl08" style=3D"font-size:6pt">65,0 % </span><span class=3D"stl08" sty= le=3D"font-size:6pt"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:6pt"><span class=3D"stl08" style=3D"font-size:6pt">27,5 % </span><span c= lass=3D"stl08" style=3D"font-size:6pt"> </span></p><p class=3D"stl01" = style=3D"line-height:6pt"><span class=3D"stl08" style=3D"font-size:6pt">100= % </span><span class=3D"stl08" style=3D"font-size:6pt"> </span></p><p= class=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" style=3D"f= ont-size:8pt">Z</span></p><p class=3D"stl01" style=3D"line-height:8pt"><spa= n class=3D"stl08" style=3D"font-size:8pt">Signi=EF=AC=81cancia asint</span>= <span class=3D"stl08" style=3D"font-size:8pt; letter-spacing:-3.3pt">o</spa= n><span class=3D"stl08" style=3D"font-size:8pt; letter-spacing:0.1pt">=C2= =B4tica bi-</span><span class=3D"stl08" style=3D"font-size:8pt"> </spa= n><span class=3D"stl08" style=3D"font-size:8pt">0.063 </span><span class=3D= "stl08" style=3D"font-size:8pt"> </span></p><p class=3D"stl01" style= =3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt">lateral = </span><span class=3D"stl08" style=3D"font-size:8pt"> </span></p><p cl= ass=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" style=3D"font= -size:8pt">a. Prueba de los rangos con </span><span class=3D"stl08" style= =3D"font-size:8pt"> </span></p><p class=3D"stl01" style=3D"line-height= :8pt"><span class=3D"stl08" style=3D"font-size:8pt; letter-spacing:-0.05pt"= >signos de Wilcoxon. </span><span class=3D"stl08" style=3D"font-size:8pt; l= etter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-he= ight:8pt"><span class=3D"stl08" style=3D"font-size:8pt">b. Basado en los ra= ngos ne- </span><span class=3D"stl08" style=3D"font-size:8pt"> </span>= </p><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" styl= e=3D"font-size:8pt; letter-spacing:-0.05pt">gativos, </span><span class=3D"= stl08" style=3D"font-size:8pt; letter-spacing:-0.05pt"> </span></p><p = class=3D"stl01" style=3D"line-height:6pt"><span class=3D"stl08" style=3D"fo= nt-size:6pt">9,00- </span><span class=3D"stl08" style=3D"font-size:6pt">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:6pt"><span class=3D"s= tl08" style=3D"font-size:6pt">10,00 </span><span class=3D"stl08" style=3D"f= ont-size:6pt"> </span></p><p class=3D"stl01" style=3D"line-height:6pt"= ><span class=3D"stl08" style=3D"font-size:6pt">0</span></p><p class=3D"stl0= 1" style=3D"line-height:6pt"><span class=3D"stl08" style=3D"font-size:6pt; = letter-spacing:-0.15pt">Total </span><span class=3D"stl08" style=3D"font-si= ze:6pt; letter-spacing:-0.15pt"> </span></p><p class=3D"stl01" style= =3D"line-height:6pt"><span class=3D"stl08" style=3D"font-size:6pt">80 </spa= n><span class=3D"stl08" style=3D"font-size:6pt"> </span></p><p class= =3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-si= ze:8pt">Fuente: MINEDUC (2016) </span><span class=3D"stl08" style=3D"font-s= ize:8pt"> </span></p><p class=3D"stl01" style=3D"line-height:10pt"><sp= an class=3D"stl08" style=3D"font-size:10pt; letter-spacing:-0.05pt">Figura = 1: Aprendizaje en Biolog</span><span class=3D"stl08" style=3D"font-size:10p= t; letter-spacing:-3.05pt">=C2=B4</span><span class=3D"stl08" style=3D"font= -size:10pt">=C4=B1a Celular =E2=80=93 Escala </span><span class=3D"stl08" s= tyle=3D"font-size:10pt"> </span></p><p class=3D"stl01" style=3D"line-h= eight:10pt"><span class=3D"stl08" style=3D"font-size:10pt">de cali=EF=AC=81= cacions MINEDUC </span><span class=3D"stl08" style=3D"font-size:10pt"> = ;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"st= l08">En relaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o<= /span><span class=3D"stl08">=C2=B4n con la prueba Wilcoxon, esta </span><sp= an class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height= :12pt"><span class=3D"stl08">muestra un valor de z =3D -1.857 y una signi- = </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08">=EF=AC=81cancia asint</span><span cl= ass=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08">= =C2=B4tica bilateral de 0.063, mayor </span><span class=3D"stl08"> </s= pan></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08"= >que el 0.05 del margen de error del estu- </span><span class=3D"stl08">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"= stl08" style=3D"letter-spacing:-0.05pt">dio. Esto indica que no hay diferen= cia es- </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> = ;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"st= l08" style=3D"letter-spacing:-0.1pt">tad</span><span class=3D"stl08" style= =3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1stica = que sea signi=EF=AC=81cativa entre la prue- </span><span class=3D"stl08">&#= xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D= "stl08">ba diagn</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">= o</span><span class=3D"stl08">=C2=B4stica y sumativa en el aprendizaje </sp= an><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-= height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">de Biol= og</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</spa= n><span class=3D"stl08">=C4=B1a Celular mediante la aplicaci</span><span cl= ass=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" s= tyle=3D"letter-spacing:1pt">=C2=B4n </span><span class=3D"stl08" style=3D"l= etter-spacing:1pt"> </span></p><p class=3D"stl01" style=3D"line-height= :12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">de la metodol= og</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</spa= n><span class=3D"stl08">=C4=B1a tradicional. </span><span class=3D"stl08">&= #xa0;</span></p><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D= "stl08" style=3D"font-size:8pt">Fuente: MINEDUC (2016) </span><span class= =3D"stl08" style=3D"font-size:8pt"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05p= t">De acuerdo con los datos extra</span><span class=3D"stl08" style=3D"lett= er-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1dos de la </sp= an><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-= height:12pt"><span class=3D"stl08">prueba diagn</span><span class=3D"stl08"= style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08">=C2=B4stica y = sumativa del grupo ex- </span><span class=3D"stl08"> </span></p><p cla= ss=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">perimental co= mpuesto de 80 estudiantes, en </span><span class=3D"stl08"> </span></p= ><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">el cua= l se aplica la metodolog</span><span class=3D"stl08" style=3D"letter-spacin= g:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a de inclu- </span><spa= n class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:= 12pt"><span class=3D"stl08">si</span><span class=3D"stl08" style=3D"letter-= spacing:-5pt">o</span><span class=3D"stl08">=C2=B4n del simulador web Labxc= hange en el </span><span class=3D"stl08"> </span></p><p class=3D"stl01= " style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:= -0.05pt">aprendizaje de Biolog</span><span class=3D"stl08" style=3D"letter-= spacing:-3.65pt">=C2=B4</span><span class=3D"stl08" style=3D"letter-spacing= :-0.05pt">=C4=B1a Celular, se realiza </span><span class=3D"stl08" style=3D= "letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-= height:12pt"><span class=3D"stl08">el an</span><span class=3D"stl08" style= =3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08">=C2=B4lisis estad= </span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span>= <span class=3D"stl08" style=3D"letter-spacing:-0.05pt">=C4=B1stico inferenc= ial en SPSS </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">&= #xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">para corroborar si existen o no diferencias </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">signi=EF=AC=81cativas entre estas pruebas; se obtiene = </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08">Como se puede apreciar, el grupo exp= eri- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">mental usando la metodolog</spa= n><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span= class=3D"stl08" style=3D"letter-spacing:-0.05pt">=C4=B1a Labxchan- </span>= <span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p = class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"l= etter-spacing:-0.05pt">ge logra el mayor porcentaje de estudiantes </span><= span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p c= lass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">que alcanza= -domina los aprendizajes con un </span><span class=3D"stl08"> </span><= /p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">92.5= %, mientras que el grupo control donde </span><span class=3D"stl08"> = </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl= 08">se aplica la metodolog</span><span class=3D"stl08" style=3D"letter-spac= ing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a tradicional present= a </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D= "line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">e= n estos mismos niveles el 1.3 </span><span class=3D"stl08" style=3D"letter-= spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl07">=  </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl07"> </span></p= ><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" style= =3D"font-size:8pt; letter-spacing:-0.05pt">Esta revista est</span><span cla= ss=3D"stl08" style=3D"font-size:8pt; letter-spacing:-3.1pt">a</span><span c= lass=3D"stl08" style=3D"font-size:8pt">=C2=B4 protegida bajo una licencia C= reative Commons en la 4.0 </span><span class=3D"stl08" style=3D"font-size:8= pt"> </span></p><p class=3D"stl01" style=3D"line-height:8pt"><span cla= ss=3D"stl08" style=3D"font-size:8pt">International. Copia de la licencia: <= /span><span class=3D"stl08" style=3D"font-size:8pt"> </span></p><p cla= ss=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-= size:8pt">http://creativecommons.org/licenses/by-nc-sa/4.0/ </span><span cl= ass=3D"stl08" style=3D"font-size:8pt"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D </span><= span class=3D"stl07"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl= 07"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cl= ass=3D"stl07">Predicci</span><span class=3D"stl07" style=3D"letter-spacing:= -5pt">o</span><span class=3D"stl07" style=3D"letter-spacing:0.1pt">=C2=B4n = Cient</span><span class=3D"stl07" style=3D"letter-spacing:-3.65pt">=C2=B4</= span><span class=3D"stl07">=C4=B1=EF=AC=81ca </span><span class=3D"stl07">&= #xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl07">P</span><span class=3D"stl07" style=3D"letter-spacing:-4.65pt">a= </span><span class=3D"stl07" style=3D"letter-spacing:0.1pt">=C2=B4gina 30- = 39 </span><span class=3D"stl07" style=3D"letter-spacing:0.1pt"> </span= ></p><p class=3D"stl01" style=3D"line-height:12pt"><span style=3D"height:0p= t; display:block; position:absolute; z-index:9"><img src=3D"data:image/png;= base64,iVBORw0KGgoAAAANSUhEUgAAAnQAAAN3CAYAAAC7isfVAAAABHNCSVQICAgIfAhkiAAA= AAlwSFlzAAAOxAAADsQBlSsOGwAAIABJREFUeJzsvdmzHcd95/n5/TKrzt2wETsIkAQXUFwkcZE= okdZiW5Zt2e6RQ57pcXd0dMTEREzEvM0/Mu/zMv3QE9EdMx677bG8yW5KrYVauEqkSFHcCRHEvt= /lnKrM3zxkVp065557LwACIAGcH4l7zz1VlZVVuX3z+9vkgf/pL4wsZu1HQMBAmSQCCJGYPk4Uy= 2ddodj611pTjUspo/Mc0lx7udXJ78YAu+KHAtnguda6b/6jKYX0RIq0hyNIxMTSZwxE2jrHfJmP= AR8FjZ5ontpDLQEk1c1FUAzBCDiiFBiGSEBSKavrdRVl9HlzuxlESf8A1AQfDTWIIgSFSo2Yn8G= bUeSqBpFLfuHX6plW3wi6lVp938vsJJdyy+YelzRwJois924s/1s94sfb80ruLeuO2JirJ4gJUa= 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eight:12pt"><span class=3D"stl07" style=3D"letter-spacing:-0.05pt">Vol. 9 N= o. 4, pp. 22 =E2=80=93 39, octubre - diciembre 2025 </span><span class=3D"s= tl07" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" = style=3D"line-height:12pt"><span class=3D"stl07" style=3D"letter-spacing:-0= .05pt">Revista Multidisciplinar </span><span class=3D"stl07" style=3D"lette= r-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height= :12pt"><span class=3D"stl07">Art</span><span class=3D"stl07" style=3D"lette= r-spacing:-3.65pt">=C2=B4</span><span class=3D"stl07">=C4=B1culo Original <= /span><span class=3D"stl07"> </span></p><p class=3D"stl01" style=3D"li= ne-height:10pt"><span class=3D"stl08" style=3D"font-size:10pt; letter-spaci= ng:-0.05pt">Tabla 4: Aceptabilidad de la utilizaci</span><span class=3D"stl= 08" style=3D"font-size:10pt; letter-spacing:-4.15pt">o</span><span class=3D= "stl08" style=3D"font-size:10pt; letter-spacing:0.05pt">=C2=B4n de Labxchan= - </span><span class=3D"stl08" style=3D"font-size:10pt; letter-spacing:0.05= pt"> </span></p><p class=3D"stl01" style=3D"line-height:10pt"><span cl= ass=3D"stl08" style=3D"font-size:10pt; letter-spacing:-0.05pt">ge en el apr= endizaje de Biolog</span><span class=3D"stl08" style=3D"font-size:10pt; let= ter-spacing:-3.05pt">=C2=B4</span><span class=3D"stl08" style=3D"font-size:= 10pt">=C4=B1a Celular </span><span class=3D"stl08" style=3D"font-size:10pt"= > </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">un resultado como se muestra en la siguiente </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">tabla 3. </span><span class=3D"stl08"> </span></p= ><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl09" style= =3D"font-size:8pt; letter-spacing:normal">Escala cuan-</span><span class=3D= "stl09" style=3D"font-size:8pt; letter-spacing:normal"> </span><span c= lass=3D"stl16" style=3D"font-size:8pt">Escala cuali-</span><span class=3D"s= tl09" style=3D"font-size:8pt; letter-spacing:normal"> </span><span cla= ss=3D"stl16" style=3D"font-size:8pt">Aceptabilidad de Labx- </span><span cl= ass=3D"stl16" style=3D"font-size:8pt"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:10pt"><span class=3D"stl08" style=3D"font-size:10pt; le= tter-spacing:-0.05pt">Tabla 3: Prueba Wilcoxon para metodolog</span><span c= lass=3D"stl08" style=3D"font-size:10pt; letter-spacing:-3.05pt">=C2=B4</spa= n><span class=3D"stl08" style=3D"font-size:10pt">=C4=B1a Labx- </span><span= class=3D"stl08" style=3D"font-size:10pt"> </span></p><p class=3D"stl0= 1" style=3D"line-height:10pt"><span class=3D"stl08" style=3D"font-size:10pt= ; letter-spacing:-0.05pt">change en el aprendizaje de Biolog</span><span cl= ass=3D"stl08" style=3D"font-size:10pt; letter-spacing:-3.05pt">=C2=B4</span= ><span class=3D"stl08" style=3D"font-size:10pt">=C4=B1a Celular </span><spa= n class=3D"stl08" style=3D"font-size:10pt"> </span></p><p class=3D"stl= 01" style=3D"line-height:8pt"><span class=3D"stl16" style=3D"font-size:8pt"= >titativa </span><span class=3D"stl16" style=3D"font-size:8pt"> </span= ></p><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl16" sty= le=3D"font-size:8pt">tativa </span><span class=3D"stl16" style=3D"font-size= :8pt"> </span></p><p class=3D"stl01" style=3D"line-height:8pt"><span c= lass=3D"stl16" style=3D"font-size:8pt; letter-spacing:-0.05pt">change en el= aprendizaje </span><span class=3D"stl16" style=3D"font-size:8pt; letter-sp= acing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:8pt= "><span class=3D"stl08" style=3D"font-size:8pt">Frecuencia </span><span cla= ss=3D"stl08" style=3D"font-size:8pt"> </span></p><p class=3D"stl01" st= yle=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt; lette= r-spacing:-0.05pt">Porcentaje </span><span class=3D"stl08" style=3D"font-si= ze:8pt; letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style= =3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt">0 % </sp= an><span class=3D"stl08" style=3D"font-size:8pt"> </span></p><p class= =3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-si= ze:8pt">0-16 </span><span class=3D"stl08" style=3D"font-size:8pt"> </s= pan></p><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" = style=3D"font-size:8pt; letter-spacing:-0.05pt">Bajo </span><span class=3D"= stl08" style=3D"font-size:8pt; letter-spacing:-0.05pt"> </span></p><p = class=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" style=3D"fo= nt-size:8pt">0</span></p><p class=3D"stl01" style=3D"line-height:8pt"><span= class=3D"stl08" style=3D"font-size:8pt">17-33 </span><span class=3D"stl08"= style=3D"font-size:8pt"> </span></p><p class=3D"stl01" style=3D"line-= height:8pt"><span class=3D"stl08" style=3D"font-size:8pt">34-50 </span><spa= n class=3D"stl08" style=3D"font-size:8pt"> </span></p><p class=3D"stl0= 1" style=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt">= Medio </span><span class=3D"stl08" style=3D"font-size:8pt"> </span></p= ><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" style= =3D"font-size:8pt">Alto </span><span class=3D"stl08" style=3D"font-size:8pt= "> </span></p><p class=3D"stl01" style=3D"line-height:8pt"><span class= =3D"stl08" style=3D"font-size:8pt; letter-spacing:-0.2pt">Total </span><spa= n class=3D"stl08" style=3D"font-size:8pt; letter-spacing:-0.2pt"> </sp= an></p><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" s= tyle=3D"font-size:8pt">4</span></p><p class=3D"stl01" style=3D"line-height:= 8pt"><span class=3D"stl08" style=3D"font-size:8pt">76 </span><span class=3D= "stl08" style=3D"font-size:8pt"> </span></p><p class=3D"stl01" style= =3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt">80 </spa= n><span class=3D"stl08" style=3D"font-size:8pt"> </span></p><p class= =3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-si= ze:8pt">5 % </span><span class=3D"stl08" style=3D"font-size:8pt"> </sp= an></p><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" s= tyle=3D"font-size:8pt">95 % </span><span class=3D"stl08" style=3D"font-size= :8pt"> </span></p><p class=3D"stl01" style=3D"line-height:8pt"><span c= lass=3D"stl08" style=3D"font-size:8pt">100 % </span><span class=3D"stl08" s= tyle=3D"font-size:8pt"> </span></p><p class=3D"stl01" style=3D"line-he= ight:8pt"><span class=3D"stl09" style=3D"font-size:8pt; letter-spacing:norm= al">Prueba diagn</span><span class=3D"stl16" style=3D"font-size:8pt; letter= -spacing:-3.3pt">o</span><span class=3D"stl16" style=3D"font-size:8pt; lett= er-spacing:0.05pt">=C2=B4stica =E2=80=93 Prueba </span><span class=3D"stl16= " style=3D"font-size:8pt; letter-spacing:0.05pt"> </span></p><p class= =3D"stl01" style=3D"line-height:8pt"><span class=3D"stl16" style=3D"font-si= ze:8pt; letter-spacing:-0.05pt">sumativa </span><span class=3D"stl16" style= =3D"font-size:8pt; letter-spacing:-0.05pt"> </span></p><p class=3D"stl= 01" style=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt"= >Z</span></p><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"st= l08" style=3D"font-size:8pt">-7.732b </span><span class=3D"stl08" style=3D"= font-size:8pt"> </span></p><p class=3D"stl01" style=3D"line-height:8pt= "><span class=3D"stl08" style=3D"font-size:8pt">Fuente: Escala Likert. Smyr= nova et al. (2023) </span><span class=3D"stl08" style=3D"font-size:8pt">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"s= tl08" style=3D"font-size:8pt">Signi=EF=AC=81cancia asint</span><span class= =3D"stl08" style=3D"font-size:8pt; letter-spacing:-3.3pt">o</span><span cla= ss=3D"stl08" style=3D"font-size:8pt; letter-spacing:0.1pt">=C2=B4tica bi-</= span><span class=3D"stl08" style=3D"font-size:8pt"> </span><span class= =3D"stl08" style=3D"font-size:8pt">0.000 </span><span class=3D"stl08" style= =3D"font-size:8pt"> </span></p><p class=3D"stl01" style=3D"line-height= :8pt"><span class=3D"stl08" style=3D"font-size:8pt">lateral </span><span cl= ass=3D"stl08" style=3D"font-size:8pt"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt">a. P= rueba de los rangos con </span><span class=3D"stl08" style=3D"font-size:8pt= "> </span></p><p class=3D"stl01" style=3D"line-height:8pt"><span class= =3D"stl08" style=3D"font-size:8pt; letter-spacing:-0.05pt">signos de Wilcox= on. </span><span class=3D"stl08" style=3D"font-size:8pt; letter-spacing:-0.= 05pt"> </span></p><p class=3D"stl01" style=3D"line-height:8pt"><span c= lass=3D"stl08" style=3D"font-size:8pt">b. Basado en los rangos ne- </span><= span class=3D"stl08" style=3D"font-size:8pt"> </span></p><p class=3D"s= tl01" style=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8p= t; letter-spacing:-0.05pt">gativos, </span><span class=3D"stl08" style=3D"f= ont-size:8pt; letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:10pt"><span class=3D"stl08" style=3D"font-size:10pt">Fi= gura 2: Aceptabilidad de la utilizaci</span><span class=3D"stl08" style=3D"= font-size:10pt; letter-spacing:-4.15pt">o</span><span class=3D"stl08" style= =3D"font-size:10pt; letter-spacing:0.15pt">=C2=B4n de Labx- </span><span cl= ass=3D"stl08" style=3D"font-size:10pt; letter-spacing:0.15pt"> </span>= </p><p class=3D"stl01" style=3D"line-height:10pt"><span class=3D"stl08" sty= le=3D"font-size:10pt; letter-spacing:-0.05pt">change en el aprendizaje de B= iolog</span><span class=3D"stl08" style=3D"font-size:10pt; letter-spacing:-= 3.05pt">=C2=B4</span><span class=3D"stl08" style=3D"font-size:10pt">=C4=B1a= Celular </span><span class=3D"stl08" style=3D"font-size:10pt"> </span= ></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Co= mo se observa, los resultados de la prueba </span><span class=3D"stl08">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"= stl08" style=3D"letter-spacing:-0.05pt">Wilcoxon muestran un valor de Z =3D= -7.732 y </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"= stl08">una signi=EF=AC=81cancia asint</span><span class=3D"stl08" style=3D"= letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:= 0.05pt">=C2=B4tica bilateral menor </span><span class=3D"stl08" style=3D"le= tter-spacing:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">que 0.001, = menor que el 0.05 del margen </span><span class=3D"stl08" style=3D"letter-s= pacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12= pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">de error de la i= nvestigaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</spa= n><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n, lo que indi= ca </span><span class=3D"stl08" style=3D"letter-spacing:0.1pt"> </span= ></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" st= yle=3D"letter-spacing:-0.05pt">una diferencia estad</span><span class=3D"st= l08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">= =C4=B1sticamente signi=EF=AC=81cativa </span><span class=3D"stl08"> </= span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08= ">entre la prueba diagn</span><span class=3D"stl08" style=3D"letter-spacing= :-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4= stica y sumativa en </span><span class=3D"stl08" style=3D"letter-spacing:0.= 05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span = class=3D"stl08" style=3D"letter-spacing:-0.05pt">el aprendizaje de Biolog</= span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><s= pan class=3D"stl08">=C4=B1a Celular con la </span><span class=3D"stl08">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"= stl08" style=3D"letter-spacing:-0.05pt">metodolog</span><span class=3D"stl0= 8" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08" styl= e=3D"letter-spacing:-0.05pt">=C4=B1a de Labxchange. </span><span class=3D"s= tl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" = style=3D"line-height:12pt"><span class=3D"stl08">La aceptabilidad de la met= odolog</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4<= /span><span class=3D"stl08">=C4=B1a Labx- </span><span class=3D"stl08"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08" style=3D"letter-spacing:-0.05pt">change en el aprendizaje de Biolog</= span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><s= pan class=3D"stl08">=C4=B1a Celu- </span><span class=3D"stl08"> </span= ></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">la= r por parte de estudiantes de 1.o de bachi- </span><span class=3D"stl08">&#= xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D= "stl08">llerato es positiva, indicando una aproba- </span><span class=3D"st= l08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span c= lass=3D"stl08">ci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt"= >o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n alta= . El cuestionario de aceptabilidad </span><span class=3D"stl08" style=3D"le= tter-spacing:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><span class=3D"stl08">es aprobado con el 95 % de los estudiantes, = </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08">quienes indican un consentimiento si= gni=EF=AC=81- </span><span class=3D"stl08"> </span></p><p class=3D"stl= 01" style=3D"line-height:12pt"><span class=3D"stl08">cativamente alto de su= uso en la ense</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">n= </span><span class=3D"stl08" style=3D"letter-spacing:0.2pt">=CB=9Canza- </s= pan><span class=3D"stl08" style=3D"letter-spacing:0.2pt"> </span></p><= p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">aprendiz= aje de esta asignatura. </span><span class=3D"stl08"> </span></p><p cl= ass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"let= ter-spacing:-0.15pt">Una vez extra</span><span class=3D"stl08" style=3D"let= ter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1dos los datos= del cuestionario </span><span class=3D"stl08"> </span></p><p class=3D= "stl01" style=3D"line-height:12pt"><span class=3D"stl08">de aceptabilidad p= or parte de los estudiantes </span><span class=3D"stl08"> </span></p><= p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">del grup= o experimental, se realiza la prueba </span><span class=3D"stl08"> </s= pan></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08"= style=3D"letter-spacing:-0.1pt">estad</span><span class=3D"stl08" style=3D= "letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1stica des= criptiva sobre la inclusi</span><span class=3D"stl08" style=3D"letter-spaci= ng:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.35pt">=C2= =B4n del </span><span class=3D"stl08" style=3D"letter-spacing:0.35pt"> = ;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"st= l08" style=3D"letter-spacing:-0.05pt">simulador Labxchange en forma asincr<= /span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span cla= ss=3D"stl08" style=3D"letter-spacing:0.35pt">=C2=B4ni- </span><span class= =3D"stl08" style=3D"letter-spacing:0.35pt"> </span></p><p class=3D"stl= 01" style=3D"line-height:12pt"><span class=3D"stl08">ca. Esto con el =EF=AC= =81n de corroborar la aproba- </span><span class=3D"stl08"> </span></p= ><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">ci</sp= an><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class= =3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n de esta herramienta por = parte de 80 es- </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt= "> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span clas= s=3D"stl08">tudiantes, quienes por el lapso de dos meses </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08" style=3D"letter-spacing:-0.05pt">incluyeron esta metod= olog</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</s= pan><span class=3D"stl08">=C4=B1a en su proceso </span><span class=3D"stl08= "> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span clas= s=3D"stl08" style=3D"letter-spacing:-0.05pt">de aprendizaje de Biolog</span= ><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span = class=3D"stl08" style=3D"letter-spacing:-0.05pt">=C4=B1a Celular, resul- </= span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></= p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">tando= una aceptaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</= span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n, como se= muestra en </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">&#= xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D= "stl08">la siguiente tabla 4 y =EF=AC=81gura 2. </span><span class=3D"stl08= "> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span clas= s=3D"stl08">Concluida la toma de datos del cuestionario </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">de aceptabilidad por parte de los estudiantes </span><= span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><span class=3D"stl08">del grupo experimental y la prueba sumativa = </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">de = aprendizaje de Biolog</span><span class=3D"stl08" style=3D"letter-spacing:-= 3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a Celular median- </span><= span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><span class=3D"stl08">te la inclusi</span><span class=3D"stl08" st= yle=3D"letter-spacing:-5pt">o</span><span class=3D"stl08">=C2=B4n del simul= ador Labxchange </span><span class=3D"stl08"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl08">en forma asincr</spa= n><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class= =3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4nica, se realiza la prueba= </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" sty= le=3D"letter-spacing:-0.1pt">estad</span><span class=3D"stl08" style=3D"let= ter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08" style=3D"letter-spa= cing:-0.05pt">=C4=B1stica inferencial mediante el softwa- </span><span clas= s=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl08">re SPSS para determi= nar la incidencia de </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">=E2=80=9D=E2=80= =9D </span><span class=3D"stl07"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D </span><span= class=3D"stl07"> </span></p><p class=3D"stl01" style=3D"line-height:8= pt"><span class=3D"stl08" style=3D"font-size:8pt; letter-spacing:-0.05pt">E= sta revista est</span><span class=3D"stl08" style=3D"font-size:8pt; letter-= spacing:-3.1pt">a</span><span class=3D"stl08" style=3D"font-size:8pt">=C2= =B4 protegida bajo una licencia Creative Commons en la 4.0 </span><span cla= ss=3D"stl08" style=3D"font-size:8pt"> </span></p><p class=3D"stl01" st= yle=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt">Inter= national. Copia de la licencia: </span><span class=3D"stl08" style=3D"font-= size:8pt"> </span></p><p class=3D"stl01" style=3D"line-height:8pt"><sp= an class=3D"stl08" style=3D"font-size:8pt">http://creativecommons.org/licen= ses/by-nc-sa/4.0/ </span><span class=3D"stl08" style=3D"font-size:8pt"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl07"> </span></p><p c= lass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">=E2=80=9D= =E2=80=9D </span><span class=3D"stl07"> </span></p><p class=3D"stl01" = style=3D"line-height:12pt"><span class=3D"stl07">Predicci</span><span class= =3D"stl07" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl07" styl= e=3D"letter-spacing:0.1pt">=C2=B4n Cient</span><span class=3D"stl07" style= =3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl07">=C4=B1=EF=AC= =81ca </span><span class=3D"stl07"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span 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2sbGuhxYtCbBKGjbF4GkKrsNawsbMFz3FQOj7eLFqZRiuLm5zpikXpZN1bZwpwSxsilj8cLTY6Q= Km0wLvvvsP09FS09y+dcKPq3kq4E0IIcaVZ3gpd6v1+8F7q9qW3/Ys72v7F23/3H/u/b0C41NJl= EmijaqCy0FLM84mP38LNN15LNQjIN7XR3tZEs6NxiQcDW4vWCqsh8ANynotVilzOQStFaKJjz7R= SaZXLWfKq7z0Z4qMnWXINgoDh4WEmJiZwHAff93EcR0KbEEIIwUcm0F0J4upRUlVcEigtRI0XFr= Q1dDQ10dbcRGCSZUUV/WYZGw0+jqttNt6GGJ1Lq7DGYsIwWorWKn3VpNrYaPEn6liF8fFxjh49y= tTUFEB87m0QV+oa7asSQgghPlgS6D5E6YKrVUtaQEwczgwaSxAEKK3xHBc3Hahrov2AKnqszSwx= 51wNNgptShEFuSTkxCdbKBovzEEUZGu1GseOHePcuXPp7XIKhBBCCLFIAt2HJF3etCrzsY2HF8f= vA9aEOPEyqQ3DaDxLVH5Ln8hi07kvSilUPERX6WS8S/QQE3f5KhU1kCz10Q9E0fWfP38+PRM3GS= IchiGe50X3khElQgghrnAS6D5kyZmpSftBNt4pY3CUWtzOpsGEAUo5mKRjNtlzlxnnYa1FK41Wc= bdnHHC00un+uaRS11iir3Xfvn0MDw8ThiFhGKK1xvO8uqPVhBBCiCuZ/pfvIj5IdW0RNv1X/EkV= d71CGJp4Vp0TLdHqqAEgtFGAsdZiiZZisVHXqrWGZN3VWIOxYTTEuf5V6mQPs19Ol7qOWq3GkSN= HGBsbw3Ec8vl8evwXRPvrPgrXLoQQQiw3qdB9SC414e09MSudoxd1qkaVuMyjFGhHRV0QcQdr+o= Tp2m30ViVLu+ntl67OfRSWXZMB0FA/v29ycpKBgQFmZ2fTwKe1rjuzVQghhBAS6D587ykoZQJXM= hU57mKlbkE2mam8ZF7f+2mgrJOtsiXvV6tVTp8+zYULFwiCIP28hDghhBDivSTQfSTE436VTQ/g= Sldj1WKgiz68vFbJl56mkZyBe/78eY4ePcr8/PxyX6IQQgjxkXd5pYOGlD2FInmbKePZ+ntdbrK= nOyRNDgsLCwwODnLhwgW0lj+iQgghhBBCCCGEuMz9f1T+kX6mLwPCAAAAAElFTkSuQmCC" widt= h=3D"628" height=3D"887" alt=3D"" style=3D"position:absolute" /></span><spa= n class=3D"stl07">ISSN: 2602-8085 </span><span class=3D"stl07"> </span= ></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07" st= yle=3D"letter-spacing:-0.05pt">Vol. 9 No. 4, pp. 22 =E2=80=93 39, octubre -= diciembre 2025 </span><span class=3D"stl07" style=3D"letter-spacing:-0.05p= t"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cla= ss=3D"stl07" style=3D"letter-spacing:-0.05pt">Revista Multidisciplinar </sp= an><span class=3D"stl07" style=3D"letter-spacing:-0.05pt"> </span></p>= <p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">Art</sp= an><span class=3D"stl07" style=3D"letter-spacing:-3.65pt">=C2=B4</span><spa= n class=3D"stl07">=C4=B1culo Original </span><span class=3D"stl07"> </= span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08= " style=3D"letter-spacing:-0.05pt">Labxchange en el aprendizaje de Biolog</= span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><s= pan class=3D"stl08">=C4=B1a</span><span class=3D"stl08"> </span><span = class=3D"stl08" style=3D"letter-spacing:-0.05pt">ge en la ense</span><span = class=3D"stl08" style=3D"letter-spacing:-5pt">n</span><span class=3D"stl08"= style=3D"letter-spacing:0.05pt">=CB=9Canza de biolog</span><span class=3D"= stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">= =C4=B1a en estudian- </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Celular, donde = se obtiene un resultado co-</span><span class=3D"stl08"> </span><span = class=3D"stl08">tes de primero de bachillerato de la Unidad </span><span cl= ass=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt= "><span class=3D"stl08">mo se muestra en la siguiente tabla 5. </span><span= class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><span class=3D"stl08">Educativa Jacinto Collahuazo, se evidencian </sp= an><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-= height:12pt"><span class=3D"stl08">diferencias signi=EF=AC=81cativas en el = alcance y do- </span><span class=3D"stl08"> </span></p><p class=3D"stl= 01" style=3D"line-height:12pt"><span class=3D"stl08">minio de los aprendiza= jes. Los participan- </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter= -spacing:-0.05pt">tes expuestos a la metodolog</span><span class=3D"stl08" = style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08" style= =3D"letter-spacing:-0.05pt">=C4=B1a Labxchan- </span><span class=3D"stl08" = style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">ge muestran un aprendizaje supe= rior al del </span><span class=3D"stl08"> </span></p><p class=3D"stl01= " style=3D"line-height:12pt"><span class=3D"stl08">grupo control que mantie= ne la t</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</spa= n><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4cnica tra- </s= pan><span class=3D"stl08" style=3D"letter-spacing:0.1pt"> </span></p><= p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">dicional= . El 92.5 % del grupo experimental </span><span class=3D"stl08"> </spa= n></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" s= tyle=3D"letter-spacing:-0.05pt">alcanza y domina los objetivos educativos, = </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">mie= ntras que solo el 1.3</span><span class=3D"stl08"> </span><span class= =3D"stl08" style=3D"letter-spacing:0.05pt">% del grupo con- </span><span cl= ass=3D"stl08" style=3D"letter-spacing:0.05pt"> </span></p><p class=3D"= stl01" style=3D"line-height:12pt"><span class=3D"stl08">trol logra el mismo= resultado en esta esca- </span><span class=3D"stl08"> </span></p><p c= lass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"le= tter-spacing:-0.05pt">la. Adem</span><span class=3D"stl08" style=3D"letter-= spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.05= pt">=C2=B4s, la prueba estad</span><span class=3D"stl08" style=3D"letter-sp= acing:-3.65pt">=C2=B4</span><span class=3D"stl08" style=3D"letter-spacing:-= 0.05pt">=C4=B1stica inferencial </span><span class=3D"stl08" style=3D"lette= r-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height= :12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">Wilcoxon mues= tra una diferencia signi=EF=AC=81ca- </span><span class=3D"stl08" style=3D"= letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-h= eight:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">tiva en = el desempe</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">n</spa= n><span class=3D"stl08" style=3D"letter-spacing:0.2pt">=CB=9Co acad</span><= span class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><span class= =3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4mico de Biolog</span><span= class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class= =3D"stl08">=C4=B1a </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Celular entre l= os resultados de la prueba </span><span class=3D"stl08"> </span></p><p= class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">diagn</sp= an><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class= =3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4stica y sumativa del grupo= que uti- </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08" style=3D"letter-spacing:-0.05pt">liza Labxchange, con un valor Z =3D = -7.732 y </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08">un p =C2=A10.001. Esto demuestra la alta e=EF=AC=81cacia </span><span= class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">del simulador w= eb Labxchange. El 95 </span><span class=3D"stl08" style=3D"letter-spacing:-= 0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:10pt"><spa= n class=3D"stl08" style=3D"font-size:10pt; letter-spacing:-0.05pt">Tabla 5:= Incidencia de Labxchange en el aprendizaje </span><span class=3D"stl08" st= yle=3D"font-size:10pt; letter-spacing:-0.05pt"> </span></p><p class=3D= "stl01" style=3D"line-height:10pt"><span class=3D"stl08" style=3D"font-size= :10pt; letter-spacing:-0.05pt">de Biolog</span><span class=3D"stl08" style= =3D"font-size:10pt; letter-spacing:-3.05pt">=C2=B4</span><span class=3D"stl= 08" style=3D"font-size:10pt">=C4=B1a Celular </span><span class=3D"stl08" s= tyle=3D"font-size:10pt"> </span></p><p class=3D"stl01" style=3D"line-h= eight:7pt"><span class=3D"stl10" style=3D"font-size:7pt">Aceptabilidad Apre= ndizaje </span><span class=3D"stl10" style=3D"font-size:7pt"> </span><= /p><p class=3D"stl01" style=3D"line-height:7pt"><span class=3D"stl09" style= =3D"font-size:7pt; letter-spacing:normal">de Labx- </span><span class=3D"st= l09" style=3D"font-size:7pt; letter-spacing:normal"> </span></p><p cla= ss=3D"stl01" style=3D"line-height:7pt"><span class=3D"stl16" style=3D"font-= size:7pt; letter-spacing:-0.05pt">change </span><span class=3D"stl16" style= =3D"font-size:7pt; letter-spacing:-0.05pt"> </span></p><p class=3D"stl= 01" style=3D"line-height:7pt"><span class=3D"stl16" style=3D"font-size:7pt;= letter-spacing:-0.05pt">de Biolog</span><span class=3D"stl13" style=3D"fon= t-size:7pt; letter-spacing:-2.15pt">=C2=B4</span><span class=3D"stl09" styl= e=3D"font-size:7pt; letter-spacing:normal">=C4=B1a </span><span class=3D"st= l09" style=3D"font-size:7pt; letter-spacing:normal"> </span></p><p cla= ss=3D"stl01" style=3D"line-height:7pt"><span class=3D"stl16" style=3D"font-= size:7pt">Celular </span><span class=3D"stl16" style=3D"font-size:7pt"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:7pt"><span class=3D"st= l08" style=3D"font-size:7pt">Aceptabilidad Coe=EF=AC=81ciente </span><span = class=3D"stl08" style=3D"font-size:7pt"> </span></p><p class=3D"stl01"= style=3D"line-height:7pt"><span class=3D"stl08" style=3D"font-size:7pt">1.= 000 </span><span class=3D"stl08" style=3D"font-size:7pt"> </span></p><= p class=3D"stl01" style=3D"line-height:7pt"><span class=3D"stl08" style=3D"= font-size:7pt">.955** </span><span class=3D"stl08" style=3D"font-size:7pt">=  </span></p><p class=3D"stl01" style=3D"line-height:7pt"><span class= =3D"stl08" style=3D"font-size:7pt">de </span><span class=3D"stl08" style=3D= "font-size:7pt"> </span></p><p class=3D"stl01" style=3D"line-height:7p= t"><span class=3D"stl08" style=3D"font-size:7pt; letter-spacing:-0.05pt">ch= ange </span><span class=3D"stl08" style=3D"font-size:7pt; letter-spacing:-0= .05pt"> </span></p><p class=3D"stl01" style=3D"line-height:7pt"><span = class=3D"stl08" style=3D"font-size:7pt">Labx- </span><span class=3D"stl08" = style=3D"font-size:7pt"> </span></p><p class=3D"stl01" style=3D"line-h= eight:7pt"><span class=3D"stl08" style=3D"font-size:7pt">de correla- </span= ><span class=3D"stl08" style=3D"font-size:7pt"> </span></p><p class=3D= "stl01" style=3D"line-height:7pt"><span class=3D"stl08" style=3D"font-size:= 7pt">ci</span><span class=3D"stl08" style=3D"font-size:7pt; letter-spacing:= -2.9pt">o</span><span class=3D"stl08" style=3D"font-size:7pt; letter-spacin= g:0.6pt">=C2=B4n </span><span class=3D"stl08" style=3D"font-size:7pt; lette= r-spacing:0.6pt"> </span></p><p class=3D"stl01" style=3D"line-height:7= pt"><span class=3D"stl08" style=3D"font-size:7pt">Sig. (bilate- </span><spa= n class=3D"stl08" style=3D"font-size:7pt"> </span></p><p class=3D"stl0= 1" style=3D"line-height:7pt"><span class=3D"stl08" style=3D"font-size:7pt">= ral) </span><span class=3D"stl08" style=3D"font-size:7pt"> </span></p>= <p class=3D"stl01" style=3D"line-height:7pt"><span class=3D"stl08" style=3D= "font-size:7pt">0.000 </span><span class=3D"stl08" style=3D"font-size:7pt">=  </span></p><p class=3D"stl01" style=3D"line-height:7pt"><span class= =3D"stl08" style=3D"font-size:7pt">N</span></p><p class=3D"stl01" style=3D"= line-height:7pt"><span class=3D"stl08" style=3D"font-size:7pt">80 </span><s= pan class=3D"stl08" style=3D"font-size:7pt"> </span></p><p class=3D"st= l01" style=3D"line-height:7pt"><span class=3D"stl08" style=3D"font-size:7pt= ">80 </span><span class=3D"stl08" style=3D"font-size:7pt"> </span></p>= <p class=3D"stl01" style=3D"line-height:7pt"><span class=3D"stl08" style=3D= "font-size:7pt">Aprendizaje </span><span class=3D"stl08" style=3D"font-size= :7pt"> </span></p><p class=3D"stl01" style=3D"line-height:7pt"><span c= lass=3D"stl08" style=3D"font-size:7pt; letter-spacing:-0.05pt">de Biolog</s= pan><span class=3D"stl08" style=3D"font-size:7pt; letter-spacing:-2.15pt">= =C2=B4</span><span class=3D"stl08" style=3D"font-size:7pt">=C4=B1a </span><= span class=3D"stl08" style=3D"font-size:7pt"> </span></p><p class=3D"s= tl01" style=3D"line-height:7pt"><span class=3D"stl08" style=3D"font-size:7p= t">Celular </span><span class=3D"stl08" style=3D"font-size:7pt"> </spa= n></p><p class=3D"stl01" style=3D"line-height:7pt"><span class=3D"stl08" st= yle=3D"font-size:7pt">Coe=EF=AC=81ciente </span><span class=3D"stl08" style= =3D"font-size:7pt"> </span></p><p class=3D"stl01" style=3D"line-height= :7pt"><span class=3D"stl08" style=3D"font-size:7pt">de correla- </span><spa= n class=3D"stl08" style=3D"font-size:7pt"> </span></p><p class=3D"stl0= 1" style=3D"line-height:7pt"><span class=3D"stl08" style=3D"font-size:7pt">= ci</span><span class=3D"stl08" style=3D"font-size:7pt; letter-spacing:-2.9p= t">o</span><span class=3D"stl08" style=3D"font-size:7pt; letter-spacing:0.6= pt">=C2=B4n </span><span class=3D"stl08" style=3D"font-size:7pt; letter-spa= cing:0.6pt"> </span></p><p class=3D"stl01" style=3D"line-height:7pt"><= span class=3D"stl08" style=3D"font-size:7pt">.955** </span><span class=3D"s= tl08" style=3D"font-size:7pt"> </span></p><p class=3D"stl01" style=3D"= line-height:7pt"><span class=3D"stl08" style=3D"font-size:7pt">1.000 </span= ><span class=3D"stl08" style=3D"font-size:7pt"> </span></p><p class=3D= "stl01" style=3D"line-height:7pt"><span class=3D"stl08" style=3D"font-size:= 7pt">Sig. (bilate- </span><span class=3D"stl08" style=3D"font-size:7pt">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:7pt"><span class=3D"s= tl08" style=3D"font-size:7pt">ral) </span><span class=3D"stl08" style=3D"fo= nt-size:7pt"> </span></p><p class=3D"stl01" style=3D"line-height:7pt">= <span class=3D"stl08" style=3D"font-size:7pt">N</span></p><p class=3D"stl01= " style=3D"line-height:7pt"><span class=3D"stl08" style=3D"font-size:7pt">0= .000 </span><span class=3D"stl08" style=3D"font-size:7pt"> </span></p>= <p class=3D"stl01" style=3D"line-height:7pt"><span class=3D"stl08" style=3D= "font-size:7pt">80 </span><span class=3D"stl08" style=3D"font-size:7pt">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:7pt"><span class=3D"s= tl08" style=3D"font-size:7pt">80 </span><span class=3D"stl08" style=3D"font= -size:7pt"> </span></p><p class=3D"stl01" style=3D"line-height:7pt"><s= pan class=3D"stl08" style=3D"font-size:7pt">**. La correlaci</span><span cl= ass=3D"stl08" style=3D"font-size:7pt; letter-spacing:-2.9pt">o</span><span = class=3D"stl08" style=3D"font-size:7pt">=C2=B4n es signi=EF=AC=81cativa al = nivel 0.01 (bilateral) </span><span class=3D"stl08" style=3D"font-size:7pt"= > </span></p><p class=3D"stl01" style=3D"line-height:8pt"><span class= =3D"stl08" style=3D"font-size:8pt">Fuente: MINEDUC (2016) </span><span clas= s=3D"stl08" style=3D"font-size:8pt"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl08">En la tabla 5 se determina qu= e la prueba es- </span><span class=3D"stl08"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spac= ing:-0.1pt">tad</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt= ">=C2=B4</span><span class=3D"stl08">=C4=B1stica de correlaci</span><span c= lass=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" = style=3D"letter-spacing:0.1pt">=C2=B4n rho de Spearman in- </span><span cla= ss=3D"stl08" style=3D"letter-spacing:0.1pt"> </span></p><p class=3D"st= l01" style=3D"line-height:12pt"><span class=3D"stl08">dica una relaci</span= ><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D= "stl08" style=3D"letter-spacing:0.05pt">=C2=B4n muy fuerte y signi=EF=AC=81= cativa </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt"> <= /span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl0= 8" style=3D"letter-spacing:-0.05pt">entre la variable Labxchange y aprendiz= aje </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </s= pan></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08"= style=3D"letter-spacing:-0.05pt">de Biolog</span><span class=3D"stl08" sty= le=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a Ce= lular, con un coe=EF=AC=81ciente de </span><span class=3D"stl08"> </sp= an></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" = style=3D"letter-spacing:0.05pt">correlaci</span><span class=3D"stl08" style= =3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spac= ing:0.05pt">=C2=B4n en esta prueba de 0.955. </span><span class=3D"stl08" s= tyle=3D"letter-spacing:0.05pt"> </span></p><p class=3D"stl01" style=3D= "line-height:12pt"><span class=3D"stl08">Finalmente, para determinar el imp= acto que </span><span class=3D"stl08"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><span class=3D"stl08">estas herramientas digitale= s tienen en el </span><span class=3D"stl08"> </span></p><p class=3D"st= l01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spaci= ng:-0.05pt">aprendizaje de Biolog</span><span class=3D"stl08" style=3D"lett= er-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08" style=3D"letter-spac= ing:-0.05pt">=C4=B1a Celular, mediante el </span><span class=3D"stl08" styl= e=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08">an</span><span class=3D"stl08" style= =3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-s= pacing:0.05pt">=C2=B4lisis de correlaci</span><span class=3D"stl08" style= =3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spac= ing:0.1pt">=C2=B4n Rho de Spearman se </span><span class=3D"stl08" style=3D= "letter-spacing:0.1pt"> </span></p><p class=3D"stl01" style=3D"line-he= ight:12pt"><span class=3D"stl08">veri=EF=AC=81ca una fuerte relaci</span><s= pan class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"st= l08" style=3D"letter-spacing:0.05pt">=C2=B4n positiva entre las </span><spa= n class=3D"stl08" style=3D"letter-spacing:0.05pt"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter= -spacing:-0.05pt">variables Labxchange y aprendizaje de Bio- </span><span c= lass=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter= -spacing:-0.1pt">log</span><span class=3D"stl08" style=3D"letter-spacing:-3= .65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a Celular, con un coe=EF=AC= =81ciente de 0.955. </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Esto demuestra = que la implementaci</span><span class=3D"stl08" style=3D"letter-spacing:-5p= t">o</span><span class=3D"stl08" style=3D"letter-spacing:0.35pt">=C2=B4n de= l </span><span class=3D"stl08" style=3D"letter-spacing:0.35pt"> </span= ></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" st= yle=3D"letter-spacing:-0.05pt">simulador web Labxchange incrementa sig- </s= pan><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p= ><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style= =3D"letter-spacing:-0.05pt">ni=EF=AC=81cativamente el aprendizaje de Biolog= </span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span>= <span class=3D"stl08">=C4=B1a </span><span class=3D"stl08"> </span></p= ><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style= =3D"letter-spacing:-0.1pt">Celular, a trav</span><span class=3D"stl08" styl= e=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08" style=3D"letter-= spacing:0.05pt">=C2=B4s de la motivaci</span><span class=3D"stl08" style=3D= "letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing= :0.1pt">=C2=B4n, mejora- </span><span class=3D"stl08" style=3D"letter-spaci= ng:0.1pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><s= pan class=3D"stl08">miento de la comprensi</span><span class=3D"stl08" styl= e=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spa= cing:0.05pt">=C2=B4n conceptual, la fa- </span><span class=3D"stl08" style= =3D"letter-spacing:0.05pt"> </span></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">cilid= ad de uso y la interactividad que provee </span><span class=3D"stl08" style= =3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl08">la herramienta digital. </span><span = class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12= pt"><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">Adem</span><span = class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl= 08" style=3D"letter-spacing:0.05pt">=C2=B4s, el coe=EF=AC=81ciente bilatera= l es de 0.000, </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt"= > </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">lo que indica que la relaci</span><span class=3D"stl08" style=3D= "letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing= :0.05pt">=C2=B4n es estad</span><span class=3D"stl08" style=3D"letter-spaci= ng:-3.65pt">=C2=B4</span><span class=3D"stl08" style=3D"letter-spacing:-0.0= 5pt">=C4=B1sti- </span><span class=3D"stl08" style=3D"letter-spacing:-0.05p= t"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cla= ss=3D"stl08" style=3D"letter-spacing:-0.05pt">camente signi=EF=AC=81cativa = al nivel 0.01. Esto su- </span><span class=3D"stl08" style=3D"letter-spacin= g:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">giere que, a mayor aceptabilidad de la herra- </span><= span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">mienta Labxc= hange existe un mayor apren- </span><span class=3D"stl08" style=3D"letter-s= pacing:-0.1pt"> </span></p><p class=3D"stl01" style=3D"line-height:12p= t"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">dizaje de Biolog<= /span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><= span class=3D"stl08" style=3D"letter-spacing:-0.05pt">=C4=B1a Celular. En o= tras pa- </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08" style=3D"letter-spacing:-0.05pt">labras, la in=EF=AC=82uencia de Labx= change en el </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">=  </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08" style=3D"letter-spacing:-0.05pt">aprendizaje de Biolog</span><sp= an class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span clas= s=3D"stl08">=C4=B1a Celular es altamen- </span><span class=3D"stl08"> = </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl= 08" style=3D"letter-spacing:-0.05pt">te positiva. </span><span class=3D"stl= 08" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" st= yle=3D"line-height:12pt"><span class=3D"stl09" style=3D"letter-spacing:norm= al">4. Discusi</span><span class=3D"stl16" style=3D"letter-spacing:-5pt">o<= /span><span class=3D"stl16" style=3D"letter-spacing:1pt">=C2=B4n </span><sp= an class=3D"stl16" style=3D"letter-spacing:1pt"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter= -spacing:-0.05pt">Con el objetivo de corroborar esta investi- </span><span = class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter= -spacing:-0.05pt">gaci</span><span class=3D"stl08" style=3D"letter-spacing:= -5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n= , se presentan estudios relacionados. </span><span class=3D"stl08" style=3D= "letter-spacing:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-h= eight:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">En la inv= estigaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span>= <span class=3D"stl08" style=3D"letter-spacing:1pt">=C2=B4</span><span class= =3D"stl08">n sobre uso de simulado- </span><span class=3D"stl08"> </sp= an></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">= De acuerdo con los resultados de la estra- </span><span class=3D"stl08">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"= stl08">tegia tradicional y el simulador Labxchan- </span><span class=3D"stl= 08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cl= ass=3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl07"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">=E2= =80=9D=E2=80=9D </span><span class=3D"stl07"> </span></p><p class=3D"s= tl01" style=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8p= t; letter-spacing:-0.05pt">Esta revista est</span><span class=3D"stl08" sty= le=3D"font-size:8pt; letter-spacing:-3.1pt">a</span><span class=3D"stl08" s= tyle=3D"font-size:8pt">=C2=B4 protegida bajo una licencia Creative Commons = en la 4.0 </span><span class=3D"stl08" style=3D"font-size:8pt"> </span= ></p><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" sty= le=3D"font-size:8pt">International. Copia de la licencia: </span><span clas= s=3D"stl08" style=3D"font-size:8pt"> </span></p><p class=3D"stl01" sty= le=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt">http:/= /creativecommons.org/licenses/by-nc-sa/4.0/ </span><span class=3D"stl08" st= yle=3D"font-size:8pt"> </span></p><p class=3D"stl01" style=3D"line-hei= ght:12pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"st= l07"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span c= lass=3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl07"> </span= ></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">Pr= edicci</span><span class=3D"stl07" style=3D"letter-spacing:-5pt">o</span><s= pan class=3D"stl07" style=3D"letter-spacing:0.1pt">=C2=B4n Cient</span><spa= n class=3D"stl07" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class= =3D"stl07">=C4=B1=EF=AC=81ca </span><span class=3D"stl07"> </span></p>= <p class=3D"stl01" style=3D"line-height:12pt"><span 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Dm5Iklsoos+JMp6uvNXNRnK7Q2RyWFxcpL+/n6tXryKl+SNqMBgMBoPBYDAYDAaD4SbnfwHuYZk= cEFUNDQAAAABJRU5ErkJggg=3D=3D" width=3D"628" height=3D"887" alt=3D"" style= =3D"position:absolute" /></span><span class=3D"stl07">ISSN: 2602-8085 </spa= n><span class=3D"stl07"> </span></p><p class=3D"stl01" style=3D"line-h= eight:12pt"><span class=3D"stl07" style=3D"letter-spacing:-0.05pt">Vol. 9 N= o. 4, pp. 22 =E2=80=93 39, octubre - diciembre 2025 </span><span class=3D"s= tl07" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" = style=3D"line-height:12pt"><span class=3D"stl07" style=3D"letter-spacing:-0= .05pt">Revista Multidisciplinar </span><span class=3D"stl07" style=3D"lette= r-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height= :12pt"><span class=3D"stl07">Art</span><span class=3D"stl07" style=3D"lette= r-spacing:-3.65pt">=C2=B4</span><span class=3D"stl07">=C4=B1culo Original <= /span><span class=3D"stl07"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">res = web en neuro=EF=AC=81siolog</span><span class=3D"stl08" style=3D"letter-spa= cing:-3.65pt">=C2=B4</span><span class=3D"stl08" style=3D"letter-spacing:-0= .1pt">=C4=B1a celular, se eval</span><span class=3D"stl08" style=3D"letter-= spacing:-5pt">u</span><span class=3D"stl08" style=3D"letter-spacing:1pt">= =C2=B4a</span><span class=3D"stl08"> </span><span class=3D"stl08">De m= anera similar, un estudio reciente ana- </span><span class=3D"stl08"> = </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl= 08">a un grupo de estudiantes sobre la aceptabi-</span><span class=3D"stl08= "> </span><span class=3D"stl08">liza la percepci</span><span class=3D"= stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D= "letter-spacing:0.05pt">=C2=B4n de 400 estudiantes y 12 </span><span class= =3D"stl08" style=3D"letter-spacing:0.05pt"> </span></p><p class=3D"stl= 01" style=3D"line-height:12pt"><span class=3D"stl08">lidad antes y despu</s= pan><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><span cl= ass=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4s de usar el simulador;= </span><span class=3D"stl08"> </span><span class=3D"stl08" style=3D"le= tter-spacing:-0.05pt">profesores sobre el uso de simulaciones vir- </span><= span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p c= lass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">muestra que= antes de la aplicaci</span><span class=3D"stl08" style=3D"letter-spacing:-= 5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.25pt">=C2=B4n,= el 50 %</span><span class=3D"stl08"> </span><span class=3D"stl08" sty= le=3D"letter-spacing:-0.05pt">tuales en el aprendizaje de Biolog</span><spa= n class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class= =3D"stl08" style=3D"letter-spacing:-0.05pt">=C4=B1a Celular, </span><span c= lass=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">de los particip= antes estaba =E2=80=9Cmuy de acuer-</span><span class=3D"stl08"> </spa= n><span class=3D"stl08">tomando en cuenta la usabilidad, desarrollo </span>= <span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-hei= ght:12pt"><span class=3D"stl08">do=E2=80=9D y =E2=80=9Calgo de acuerdo=E2= =80=9D, mientras que des-</span><span class=3D"stl08"> </span><span cl= ass=3D"stl08" style=3D"letter-spacing:-0.05pt">actitudinal, apoyo al aprend= izaje e impacto </span><span class=3D"stl08" style=3D"letter-spacing:-0.05p= t"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cla= ss=3D"stl08">pu</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt= ">e</span><span class=3D"stl08">=C2=B4s de usar el simulador, la aceptaci</= span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span clas= s=3D"stl08" style=3D"letter-spacing:0.35pt">=C2=B4n au-</span><span class= =3D"stl08"> </span><span class=3D"stl08">y bene=EF=AC=81cio de las sim= ulaciones de Labster, </span><span class=3D"stl08"> </span></p><p clas= s=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">ment</span><sp= an class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl= 08" style=3D"letter-spacing:-0.05pt">=C2=B4 al 90 %. Para validar estos res= ultados,</span><span class=3D"stl08"> </span><span class=3D"stl08">don= de el 90 % de los estudiantes consideran </span><span class=3D"stl08"> = ;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"st= l08">se aplica la prueba =E2=80=9Ct=E2=80=9D pareada, obteniendo</span><spa= n class=3D"stl08"> </span><span class=3D"stl08">que las simulaciones s= on atractivas y f</span><span class=3D"stl08" style=3D"letter-spacing:-4.65= pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4cil= es </span><span class=3D"stl08" style=3D"letter-spacing:0.15pt"> </spa= n></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" s= tyle=3D"letter-spacing:-0.05pt">un valor p =C2=A10.01, lo que indica difere= ncia</span><span class=3D"stl08"> </span><span class=3D"stl08" style= =3D"letter-spacing:-0.05pt">de usar (Navarro et al., 2024). </span><span cl= ass=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D= "stl01" style=3D"line-height:12pt"><span class=3D"stl08">signi=EF=AC=81cati= va en la aplicaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt"= >o</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n de es= ta herra- </span><span class=3D"stl08" style=3D"letter-spacing:0.1pt"> = ;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"st= l08" style=3D"letter-spacing:-0.05pt">Para =EF=AC=81nalizar, en otro estudi= o realizado, pa- </span><span class=3D"stl08" style=3D"letter-spacing:-0.05= pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cl= ass=3D"stl08">mienta digital en el aprendizaje. Adem</span><span class=3D"s= tl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style= =3D"letter-spacing:0.35pt">=C2=B4s, </span><span class=3D"stl08" style=3D"l= etter-spacing:0.35pt"> </span></p><p class=3D"stl01" style=3D"line-hei= ght:12pt"><span class=3D"stl08">ra comparar m</span><span class=3D"stl08" s= tyle=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08" style=3D"lett= er-spacing:0.05pt">=C2=B4todos de ense</span><span class=3D"stl08" style=3D= "letter-spacing:-5pt">n</span><span class=3D"stl08" style=3D"letter-spacing= :0.1pt">=CB=9Canza tradicio- </span><span class=3D"stl08" style=3D"letter-s= pacing:0.1pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt= "><span class=3D"stl08">los participantes indican que la funcionali- </span= ><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-he= ight:12pt"><span class=3D"stl08">nales y simulaciones computarizadas en la = </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08">dad de esta herramienta es positiva = en t</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><= span class=3D"stl08" style=3D"letter-spacing:0.25pt">=C2=B4rmi- </span><spa= n class=3D"stl08" style=3D"letter-spacing:0.25pt"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">conceptualizaci= </span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span cl= ass=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n de la ley de Ohm, don= - </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt"> </span= ></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">no= s de utilidad, con un indicador del 80</span><span class=3D"stl08"> </= span><span class=3D"stl08">% </span><span class=3D"stl08"> </span></p>= <p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">de tien= e lugar pruebas antes y despu</span><span class=3D"stl08" style=3D"letter-s= pacing:-4.65pt">e</span><span class=3D"stl08" style=3D"letter-spacing:0.2pt= ">=C2=B4s de la </span><span class=3D"stl08" style=3D"letter-spacing:0.2pt"= > </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">de las respuestas positivas, lo que re=EF=AC=82eja la </span><sp= an class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height= :12pt"><span class=3D"stl08">intervenci</span><span class=3D"stl08" style= =3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spac= ing:0.05pt">=C2=B4n de simulaciones computariza- </span><span class=3D"stl0= 8" style=3D"letter-spacing:0.05pt"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span class=3D"stl08">aceptaci</span><span class=3D"= stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D= "letter-spacing:0.05pt">=C2=B4n de simuladores web en entornos </span><span= class=3D"stl08" style=3D"letter-spacing:0.05pt"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">das a 120 estud= iantes de la ciudad de Do- </span><span class=3D"stl08"> </span></p><p= class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">de ense</= span><span class=3D"stl08" style=3D"letter-spacing:-5pt">n</span><span clas= s=3D"stl08" style=3D"letter-spacing:0.05pt">=CB=9Canza tradicional (</span>= <span class=3D"stl08" style=3D"letter-spacing:-1.2pt">Y</span><span class= =3D"stl08">amamoto et al., </span><span class=3D"stl08"> </span></p><p= class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">doma. Los= resultados de las pruebas ana- </span><span class=3D"stl08"> </span><= /p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">2023= ). </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">lizados mediante la aplicaci</s= pan><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class= =3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4n =E2=80=9Ct=E2=80=9D de e= s- </span><span class=3D"stl08" style=3D"letter-spacing:0.15pt"> </spa= n></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" s= tyle=3D"letter-spacing:-0.1pt">Adem</span><span class=3D"stl08" style=3D"le= tter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing= :-0.05pt">=C2=B4s, en otra investigaci</span><span class=3D"stl08" style=3D= "letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing= :0.1pt">=C2=B4n sobre el im-</span><span class=3D"stl08"> </span><span= class=3D"stl08">tudiante muestran un aumento signi=EF=AC=81cativo </span><= span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><span class=3D"stl08">pacto de la simulaci</span><span class=3D"st= l08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"l= etter-spacing:0.1pt">=C2=B4n virtual en el apren-</span><span class=3D"stl0= 8"> </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">del = aprendizaje de esta ley despu</span><span class=3D"stl08" style=3D"letter-s= pacing:-4.65pt">e</span><span class=3D"stl08" style=3D"letter-spacing:0.15p= t">=C2=B4s de ha- </span><span class=3D"stl08" style=3D"letter-spacing:0.15= pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cl= ass=3D"stl08" style=3D"letter-spacing:-0.05pt">dizaje de Biolog</span><span= class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class= =3D"stl08" style=3D"letter-spacing:-0.05pt">=C4=B1a Celular, donde se efect= </span><span class=3D"stl08" style=3D"letter-spacing:-5pt">u</span><span cl= ass=3D"stl08" style=3D"letter-spacing:1pt">=C2=B4a</span><span class=3D"stl= 08"> </span><span class=3D"stl08">berse realizado la simulaci</span><s= pan class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"st= l08" style=3D"letter-spacing:0.1pt">=C2=B4n computariza- </span><span class= =3D"stl08" style=3D"letter-spacing:0.1pt"> </span></p><p class=3D"stl0= 1" style=3D"line-height:12pt"><span class=3D"stl08">el an</span><span class= =3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" s= tyle=3D"letter-spacing:0.05pt">=C2=B4lisis diagn</span><span class=3D"stl08= " style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"lett= er-spacing:0.05pt">=C2=B4stico usando la encuesta y</span><span class=3D"st= l08"> </span><span class=3D"stl08">da; resulta un valor p =C2=A10.001 = (Erasto et al., </span><span class=3D"stl08"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spac= ing:-0.05pt">escala de autoevaluaci</span><span class=3D"stl08" style=3D"le= tter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.= 05pt">=C2=B4n a 100 estudiantes,</span><span class=3D"stl08"> </span><= span class=3D"stl08">2022). Si bien la ley de Ohm fue desarro- </span><span= class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><span class=3D"stl08">se encuentra que el 87 % valoran el aprendi-</sp= an><span class=3D"stl08"> </span><span class=3D"stl08">llada para sist= emas el</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</spa= n><span class=3D"stl08">=C2=B4ctricos, esta ley tiene </span><span class=3D= "stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><spa= n class=3D"stl08">zaje virtual e interactivo y mani=EF=AC=81estan que la</s= pan><span class=3D"stl08"> </span><span class=3D"stl08">aplicaciones e= n =EF=AC=81siolog</span><span class=3D"stl08" style=3D"letter-spacing:-3.65= pt">=C2=B4</span><span class=3D"stl08">=C4=B1a celular y neuro- </span><spa= n class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:= 12pt"><span class=3D"stl08">repetici</span><span class=3D"stl08" style=3D"l= etter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0= .05pt">=C2=B4n de conceptos y recursos visuales</span><span class=3D"stl08"= > </span><span class=3D"stl08">ciencia, donde la membrana celular func= io- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">son necesarios para aprender y = desarrollar</span><span class=3D"stl08"> </span><span class=3D"stl08">= na como un circuito el</span><span class=3D"stl08" style=3D"letter-spacing:= -4.65pt">e</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2= =B4ctrico; por ejemplo, </span><span class=3D"stl08" style=3D"letter-spacin= g:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><s= pan class=3D"stl08">contenidos complicados, por lo que se ne-</span><span c= lass=3D"stl08"> </span><span class=3D"stl08">esta ley nos permite comp= render c</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span>= <span class=3D"stl08" style=3D"letter-spacing:0.25pt">=C2=B4mo las </span><= span class=3D"stl08" style=3D"letter-spacing:0.25pt"> </span></p><p cl= ass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">cesitan simu= laciones accesibles. Luego de la</span><span class=3D"stl08"> </span><= span class=3D"stl08">c</span><span class=3D"stl08" style=3D"letter-spacing:= -4.65pt">e</span><span class=3D"stl08">=C2=B4lulas generan y mantienen su p= otencial de </span><span class=3D"stl08"> </span></p><p class=3D"stl01= " style=3D"line-height:12pt"><span class=3D"stl08">aplicaci</span><span cla= ss=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" st= yle=3D"letter-spacing:0.1pt">=C2=B4n de la simulaci</span><span class=3D"st= l08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"l= etter-spacing:0.1pt">=C2=B4n virtual, en la en-</span><span class=3D"stl08"= > </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">membra= na celular (Tang et al., 2021). </span><span class=3D"stl08" style=3D"lette= r-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height= :12pt"><span class=3D"stl08">cuesta posterior a la experiencia, el 91 % de = </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl09" style=3D"letter-spacing:normal">5. C= onclusiones </span><span class=3D"stl09" style=3D"letter-spacing:normal">&#= xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D= "stl08">los estudiantes indican que ellos disfrutaron </span><span class=3D= "stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><spa= n class=3D"stl08">de la experiencia y la consideran motiva- </span><span cl= ass=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt= "><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">Los resultados de = esta investigaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">= o</span><span class=3D"stl08" style=3D"letter-spacing:0.35pt">=C2=B4n de- <= /span><span class=3D"stl08" style=3D"letter-spacing:0.35pt"> </span></= p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">dora;= adem</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span>= <span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4s, el 90 % se</s= pan><span class=3D"stl08" style=3D"letter-spacing:-5pt">n</span><span class= =3D"stl08" style=3D"letter-spacing:0.05pt">=CB=9Calan que mejoran </span><s= pan class=3D"stl08" style=3D"letter-spacing:0.05pt"> </span></p><p cla= ss=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"lett= er-spacing:-0.05pt">muestran que el simulador web Labx- </span><span class= =3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"st= l01" style=3D"line-height:12pt"><span class=3D"stl08">la comprensi</span><s= pan class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"st= l08" style=3D"letter-spacing:0.05pt">=C2=B4n de conceptos a trav</span><spa= n class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><span class=3D"s= tl08" style=3D"letter-spacing:0.2pt">=C2=B4s de la </span><span class=3D"st= l08" style=3D"letter-spacing:0.2pt"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl08">change es una herramienta dig= ital e=EF=AC=81- </span><span class=3D"stl08"> </span></p><p class=3D"= stl01" style=3D"line-height:12pt"><span class=3D"stl08">interacci</span><sp= an class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl= 08" style=3D"letter-spacing:0.05pt">=C2=B4n (Reen et al., 2024). </span><sp= an class=3D"stl08" style=3D"letter-spacing:0.05pt"> </span></p><p clas= s=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">caz para poten= ciar el aprendizaje de </span><span class=3D"stl08"> </span></p><p cla= ss=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">=E2=80=9D=E2= =80=9D </span><span class=3D"stl07"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D </span><sp= an class=3D"stl07"> </span></p><p class=3D"stl01" style=3D"line-height= :8pt"><span class=3D"stl08" style=3D"font-size:8pt; letter-spacing:-0.05pt"= >Esta revista est</span><span class=3D"stl08" style=3D"font-size:8pt; lette= r-spacing:-3.1pt">a</span><span class=3D"stl08" style=3D"font-size:8pt">=C2= =B4 protegida bajo una licencia Creative Commons en la 4.0 </span><span cla= ss=3D"stl08" style=3D"font-size:8pt"> </span></p><p class=3D"stl01" st= yle=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt">Inter= national. Copia de la licencia: </span><span class=3D"stl08" style=3D"font-= size:8pt"> </span></p><p class=3D"stl01" style=3D"line-height:8pt"><sp= an class=3D"stl08" style=3D"font-size:8pt">http://creativecommons.org/licen= ses/by-nc-sa/4.0/ </span><span class=3D"stl08" style=3D"font-size:8pt"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl07"> </span></p><p c= lass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">=E2=80=9D= =E2=80=9D </span><span class=3D"stl07"> </span></p><p class=3D"stl01" = style=3D"line-height:12pt"><span class=3D"stl07">Predicci</span><span class= =3D"stl07" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl07" styl= e=3D"letter-spacing:0.1pt">=C2=B4n Cient</span><span class=3D"stl07" style= =3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl07">=C4=B1=EF=AC= =81ca </span><span class=3D"stl07"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span class=3D"stl07">P</span><span class=3D"stl07" = style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl07" style=3D"let= ter-spacing:0.1pt">=C2=B4gina 33- 39 </span><span class=3D"stl07" style=3D"= letter-spacing:0.1pt"> </span></p><p class=3D"stl01" style=3D"line-hei= ght:12pt"><span style=3D"height:0pt; display:block; position:absolute; z-in= dex:12"><img src=3D"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAnQAAAN3C= AYAAAC7isfVAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAOxAAADsQBlSsOGwAAIABJREFUeJzs= vdmzHcd95/n5/TKrzt2wETsIkAQXUFwkcZEokdZiW5Zt2e6RQ57pcXd0dMTEREzEvM0/Mu/zMv3= QE9EdMx677bG8yW5KrYVauEqkSFHcCRHEvt/lnKrM3zxkVp065557LwACIAGcH4l7zz1VlZVVuX= 3z+9vkgf/pL4wsZu1HQMBAmSQCCJGYPk4Uy2ddodj611pTjUspo/Mc0lx7udXJ78YAu+KHAtngu= da6b/6jKYX0RIq0hyNIxMTSZwxE2jrHfJmPAR8FjZ5ontpDLQEk1c1FUAzBCDiiFBiGSEBSKavr= dRVl9HlzuxlESf8A1AQfDTWIIgSFSo2Yn8GbUeSqBpFLfuHX6plW3wi6lVp938vsJJdyy+YelzR= wJois924s/1s94sfb80ruLeuO2JirJ4gJUaztJ5avHnmdzTgWAREMQczAInjF9Upcr8BUiU0Joq= 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Iiv773YxlpnWyULblfrVY5c+YMFy9eJAiC9HkRcYIgCILwXkTQfSSI7X6VTQdwpdlYtSDooodXV= pZ88TSNZAbuhQsXOHbsGHNzc0u9REEQBEH4yHNlqYNlSXYKRXKbCePZ+r2uNLLTHZImh/n5eQYG= Brh48SJay4+oIAiCIAiCIAiCIAhXOP8fmj7x+nwYuQYAAAAASUVORK5CYII=3D" width=3D"62= 8" height=3D"887" alt=3D"" style=3D"position:absolute" /></span><span class= =3D"stl07">ISSN: 2602-8085 </span><span class=3D"stl07"> </span></p><p= class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07" style=3D"= letter-spacing:-0.05pt">Vol. 9 No. 4, pp. 22 =E2=80=93 39, octubre - diciem= bre 2025 </span><span class=3D"stl07" style=3D"letter-spacing:-0.05pt"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl07" style=3D"letter-spacing:-0.05pt">Revista Multidisciplinar </span><spa= n class=3D"stl07" style=3D"letter-spacing:-0.05pt"> </span></p><p clas= s=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">Art</span><spa= n class=3D"stl07" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class= =3D"stl07">=C4=B1culo Original </span><span class=3D"stl07"> </span></= p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style= =3D"letter-spacing:-0.05pt">Biolog</span><span class=3D"stl08" style=3D"let= ter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a Celular en = los estudiantes</span><span class=3D"stl08"> </span><span class=3D"stl= 08">presentado. </span><span class=3D"stl08"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl08">de primero de bachil= lerato de la Uni- </span><span class=3D"stl08"> </span></p><p class=3D= "stl01" style=3D"line-height:12pt"><span class=3D"stl08">dad Educativa Jaci= nto Collahuazo, cu- </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter= -spacing:-0.05pt">yo uso metodol</span><span class=3D"stl08" style=3D"lette= r-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05p= t">=C2=B4gico genera el cam- </span><span class=3D"stl08" style=3D"letter-s= pacing:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12p= t"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">bio positivo en l= a ense</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">n</span><s= pan class=3D"stl08" style=3D"letter-spacing:0.1pt">=CB=9Canza aprendi- </sp= an><span class=3D"stl08" style=3D"letter-spacing:0.1pt"> </span></p><p= class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">zaje medi= ante la interacci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt"= >o</span><span class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4n, la = com- </span><span class=3D"stl08" style=3D"letter-spacing:0.15pt"> </s= pan></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08"= >prensi</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><= span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n de conceptos c= omplejos, y la </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt"= > </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08" style=3D"letter-spacing:-0.05pt">motivaci</span><span class=3D"s= tl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"= letter-spacing:0.05pt">=C2=B4n estudiantil. </span><span class=3D"stl08" st= yle=3D"letter-spacing:0.05pt"> </span></p><p class=3D"stl01" style=3D"= line-height:12pt"><span class=3D"stl09" style=3D"letter-spacing:normal">7. = Declaraci</span><span class=3D"stl16" style=3D"letter-spacing:-5pt">o</span= ><span class=3D"stl16" style=3D"letter-spacing:1pt">=C2=B4n</span><span cla= ss=3D"stl09" style=3D"letter-spacing:normal"> </span><span class=3D"st= l09" style=3D"letter-spacing:normal">de contribuci</span><span class=3D"stl= 16" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl16" style=3D"le= tter-spacing:0.25pt">=C2=B4n de los </span><span class=3D"stl16" style=3D"l= etter-spacing:0.25pt"> </span></p><p class=3D"stl01" style=3D"line-hei= ght:12pt"><span class=3D"stl16">autores </span><span class=3D"stl16"> = </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl= 08" style=3D"letter-spacing:-0.05pt">Todos autores contribuyeron signi=EF= =AC=81cativa- </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"= > </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">mente en la elaboraci</span><span class=3D"stl08" style=3D"lette= r-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.15p= t">=C2=B4n del art</span><span class=3D"stl08" style=3D"letter-spacing:-3.6= 5pt">=C2=B4</span><span class=3D"stl08">=C4=B1culo. </span><span class=3D"s= tl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span = class=3D"stl09" style=3D"letter-spacing:normal">8. Costos</span><span class= =3D"stl09" style=3D"letter-spacing:normal"> </span><span class=3D"stl0= 9" style=3D"letter-spacing:normal">de =EF=AC=81nanciamiento </span><span cl= ass=3D"stl09" style=3D"letter-spacing:normal"> </span></p><p class=3D"= stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spa= cing:-0.05pt">La presente investigaci</span><span class=3D"stl08" style=3D"= letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:= 0.1pt">=C2=B4n fue =EF=AC=81nanciada </span><span class=3D"stl08" style=3D"= letter-spacing:0.1pt"> </span></p><p class=3D"stl01" style=3D"line-hei= ght:12pt"><span class=3D"stl08">en su totalidad con fondos propios de los <= /span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl08">autores. </span><span class=3D"stl08"= > </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">El efecto del uso de esta herramienta </span><span class=3D"stl0= 8"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cla= ss=3D"stl08" style=3D"letter-spacing:-0.05pt">digital fomenta el Aprendizaj= e Signi=EF=AC=81- </span><span class=3D"stl08" style=3D"letter-spacing:-0.0= 5pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span c= lass=3D"stl08">cativo e individual; la implementaci</span><span class=3D"st= l08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"l= etter-spacing:1pt">=C2=B4n </span><span class=3D"stl08" style=3D"letter-spa= cing:1pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><s= pan class=3D"stl08">permite que el 92.5</span><span class=3D"stl08"> <= /span><span class=3D"stl08">% de estudiantes </span><span class=3D"stl08">&= #xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08" style=3D"letter-spacing:-0.05pt">expuestos a esta metodolog</spa= n><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span= class=3D"stl08">=C4=B1a alcancen </span><span class=3D"stl08"> </span= ></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">y = dominen los aprendizajes esperados. </span><span class=3D"stl08"> </sp= an></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" = style=3D"letter-spacing:-0.05pt">Para respaldar esta aseveraci</span><span = class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08"= style=3D"letter-spacing:0.1pt">=C2=B4n, se utili- </span><span class=3D"st= l08" style=3D"letter-spacing:0.1pt"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05= pt">za la estad</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt= ">=C2=B4</span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">=C4= =B1stica inferencial mediante la </span><span class=3D"stl08" style=3D"lett= er-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-heigh= t:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">prueba Wilco= xon, presentando un valor </span><span class=3D"stl08" style=3D"letter-spac= ing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"= ><span class=3D"stl08">de p =C2=A10.001, lo cual signi=EF=AC=81ca que la te= c- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt= ">nolog</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4= </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">=C4=B1a Labxc= hange mejora la metodo- </span><span class=3D"stl08" style=3D"letter-spacin= g:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08" style=3D"letter-spacing:-0.1pt">log</span><span class= =3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl= 08">=C4=B1a de ense</span><span class=3D"stl08" style=3D"letter-spacing:-5p= t">n</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=CB=9Canza= de Biolog</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2= =B4</span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">=C4=B1a Ce= lular. </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> = </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl= 16" style=3D"letter-spacing:-0.05pt">9. Referencias</span><span class=3D"st= l09" style=3D"letter-spacing:normal"> </span><span class=3D"stl16">Bib= liogr</span><span class=3D"stl16" style=3D"letter-spacing:-5pt">a</span><sp= an class=3D"stl16" style=3D"letter-spacing:0.25pt">=C2=B4=EF=AC=81cas </spa= n><span class=3D"stl16" style=3D"letter-spacing:0.25pt"> </span></p><p= class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Alcedo Sa= lamanca, </span><span class=3D"stl08" style=3D"letter-spacing:-1.25pt">Y</s= pan><span class=3D"stl08">. A., Jaimes, </span><span class=3D"stl08" style= =3D"letter-spacing:-1.3pt">V</span><span class=3D"stl08">. & </span><sp= an class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height= :12pt"><span class=3D"stl08">Quintero, A. (2019). Uso de la herramien- </sp= an><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-= height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">ta ilus= trativa como estrategia gerencial </span><span class=3D"stl08" style=3D"let= ter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">innovadora = en la ense</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">n</spa= n><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=CB=9Canza de la Bio= - </span><span class=3D"stl08" style=3D"letter-spacing:0.1pt"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" sty= le=3D"letter-spacing:-0.1pt">log</span><span class=3D"stl08" style=3D"lette= r-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08" style=3D"letter-spaci= ng:-0.05pt">=C4=B1a. Gesti</span><span class=3D"stl08" style=3D"letter-spac= ing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2= =B4n y Desarrollo Libre, 4(7). </span><span class=3D"stl08" style=3D"letter= -spacing:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><a href=3D"https://doi.org/10.18041/2539-3669/gestionlibre.7.2019.8136= " target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl136" s= tyle=3D"color:#000000">https://doi.org/10.18041/2539-3 </span><span class= =3D"stl136" style=3D"color:#000000"> </span></a></p><p class=3D"stl01"= style=3D"line-height:12pt"><a href=3D"https://doi.org/10.18041/2539-3669/g= estionlibre.7.2019.8136" target=3D"_blank" style=3D"text-decoration:none"><= span class=3D"stl33" style=3D"letter-spacing:normal; color:#000000">669/ges= tionlibre.7.2019.8136 </span><span class=3D"stl33" style=3D"letter-spacing:= normal; color:#000000"> </span></a></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><span class=3D"stl08">De=EF=AC=81nitivamente, despu</span><s= pan class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><span class=3D= "stl08" style=3D"letter-spacing:0.05pt">=C2=B4s de observar </span><span cl= ass=3D"stl08" style=3D"letter-spacing:0.05pt"> </span></p><p class=3D"= stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spa= cing:0.05pt">el grado de correlaci</span><span class=3D"stl08" style=3D"let= ter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.0= 5pt">=C2=B4n rho de Spear- </span><span class=3D"stl08" style=3D"letter-spa= cing:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"= ><span class=3D"stl08">man con un valor de 0.955, resultante </span><span c= lass=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12p= t"><span class=3D"stl08">del uso de este simulador y el apren- </span><span= class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">dizaje de Biolo= g</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span= ><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">=C4=B1a Celular, av= izora la </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08">extrema necesidad de integrar esta he- </span><span class=3D"stl08">&= #xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">rramienta en el curr</span><span class=3D"stl08" style=3D"letter= -spacing:-3.65pt">=C2=B4</span><span class=3D"stl08" style=3D"letter-spacin= g:-0.05pt">=C4=B1culo educativo del </span><span class=3D"stl08" style=3D"l= etter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-he= ight:12pt"><span class=3D"stl08">Ministerio de Educaci</span><span class=3D= "stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style= =3D"letter-spacing:0.05pt">=C2=B4n del Ecuador, </span><span class=3D"stl08= " style=3D"letter-spacing:0.05pt"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">potenciando el aprendizaje estu= diantil </span><span class=3D"stl08"> </span></p><p class=3D"stl01" st= yle=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.0= 5pt">para que ellos resuelvan desaf</span><span class=3D"stl08" style=3D"le= tter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1os de su </s= pan><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line= -height:12pt"><span class=3D"stl08">diario convivir; adem</span><span class= =3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" s= tyle=3D"letter-spacing:0.05pt">=C2=B4s, los docentes </span><span class=3D"= stl08" style=3D"letter-spacing:0.05pt"> </span></p><p class=3D"stl01" = style=3D"line-height:12pt"><span class=3D"stl08">podr</span><span class=3D"= stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style= =3D"letter-spacing:0.05pt">=C2=B4n hacer uso del manual propues- </span><sp= an class=3D"stl08" style=3D"letter-spacing:0.05pt"> </span></p><p clas= s=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"lette= r-spacing:-0.1pt">to Labxchange. </span><span class=3D"stl08" style=3D"lett= er-spacing:-0.1pt"> </span></p><p class=3D"stl01" style=3D"line-height= :12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">Alvarado-Cort= </span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><span= class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4s, J. C., Ramos-Jaub= ert, R. </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt"> = </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl= 08" style=3D"letter-spacing:-0.05pt">I. & Cuellar-Pacheco, I. E. (2024)= . Orien- </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08">taci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</spa= n><span class=3D"stl08">=C2=B4n vocacional y Hebegog</span><span class=3D"s= tl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08" s= tyle=3D"letter-spacing:0.05pt">=C4=B1a; rumbo a </span><span class=3D"stl08= " style=3D"letter-spacing:0.05pt"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt= ">una analog</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">= =C2=B4</span><span class=3D"stl08">=C4=B1a postmoderna generativa dis- </sp= an><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-= height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">ciplina= r. Revista RedCA, 7(20), 84-99. </span><span class=3D"stl08" style=3D"lette= r-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height= :12pt"><a href=3D"http://dx.doi.org/10.36677/redca.v7i20.22283" target=3D"_= blank" style=3D"text-decoration:none"><span class=3D"stl28" style=3D"color:= #000000">http://dx.doi.org/10.36677/re </span><span class=3D"stl28" style= =3D"color:#000000"> </span></a></p><p class=3D"stl01" style=3D"line-he= ight:12pt"><a href=3D"http://dx.doi.org/10.36677/redca.v7i20.22283" target= =3D"_blank" style=3D"text-decoration:none"><span class=3D"stl33" style=3D"l= etter-spacing:normal; color:#000000">dca.v7i20.22283 </span><span class=3D"= stl33" style=3D"letter-spacing:normal; color:#000000"> </span></a></p>= <p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style= =3D"letter-spacing:-0.05pt">Alvarado Melit</span><span class=3D"stl08" styl= e=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spa= cing:0.05pt">=C2=B4n, D. (2021). Educaci</span><span class=3D"stl08" style= =3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spac= ing:1pt">=C2=B4n </span><span class=3D"stl08" style=3D"letter-spacing:1pt">=  </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">emocional: Un complemento en el proce- </span><span class=3D"stl= 08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cl= ass=3D"stl08">so de ense</span><span class=3D"stl08" style=3D"letter-spacin= g:-5pt">n</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=CB= =9Canza-aprendizaje virtual a ni- </span><span class=3D"stl08" style=3D"let= ter-spacing:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-heigh= t:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">vel superior= durante COVID-19. Revista </span><span class=3D"stl08" style=3D"letter-spa= cing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt= "><span class=3D"stl09" style=3D"letter-spacing:normal">6. Con=EF=AC=82icto= </span><span class=3D"stl09" style=3D"letter-spacing:normal"> </span><= span class=3D"stl16">de intereses </span><span class=3D"stl16"> </span= ></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" st= yle=3D"letter-spacing:-0.05pt">Los autores declaran que no existe con=EF=AC= =82ic- </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> = </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl= 08">to de intereses en relaci</span><span class=3D"stl08" style=3D"letter-s= pacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.15pt">= =C2=B4n con el art</span><span class=3D"stl08" style=3D"letter-spacing:-3.6= 5pt">=C2=B4</span><span class=3D"stl08">=C4=B1culo </span><span class=3D"st= l08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span c= lass=3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl07"> </span= ></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">= =E2=80=9D=E2=80=9D </span><span class=3D"stl07"> </span></p><p class= =3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-si= ze:8pt; letter-spacing:-0.05pt">Esta revista est</span><span class=3D"stl08= " style=3D"font-size:8pt; letter-spacing:-3.1pt">a</span><span class=3D"stl= 08" style=3D"font-size:8pt">=C2=B4 protegida bajo una licencia Creative Com= mons en la 4.0 </span><span class=3D"stl08" style=3D"font-size:8pt"> <= /span></p><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08= " style=3D"font-size:8pt">International. Copia de la licencia: </span><span= class=3D"stl08" style=3D"font-size:8pt"> </span></p><p class=3D"stl01= " style=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt">h= ttp://creativecommons.org/licenses/by-nc-sa/4.0/ </span><span class=3D"stl0= 8" style=3D"font-size:8pt"> </span></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D </span><span class= =3D"stl07"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl07"> = </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl= 07">Predicci</span><span class=3D"stl07" style=3D"letter-spacing:-5pt">o</s= pan><span class=3D"stl07" style=3D"letter-spacing:0.1pt">=C2=B4n Cient</spa= n><span class=3D"stl07" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span= class=3D"stl07">=C4=B1=EF=AC=81ca </span><span class=3D"stl07"> </spa= n></p><p class=3D"stl01" style=3D"line-height:12pt"><span 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class=3D"stl07">Art</span><span class=3D"stl07" style=3D"letter-spacing= :-3.65pt">=C2=B4</span><span class=3D"stl07">=C4=B1culo Original </span><sp= an class=3D"stl07"> </span></p><p class=3D"stl01" style=3D"line-height= :12pt"><span class=3D"stl08">Scienti=EF=AC=81c, 6(19), 329=E2=80=93348. </s= pan><a href=3D"https://doi.org/10.29394/scientific.issn.2542-2987.2021.6.19= .17.329-348" target=3D"_blank" style=3D"text-decoration:none"><span class= =3D"stl261" style=3D"letter-spacing:0.1pt">https://do </span></a><span clas= s=3D"stl08">Doubront-Guerrero, M. A. (2021). Nece- </span><span class=3D"st= l08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><a href= =3D"https://doi.org/10.29394/scientific.issn.2542-2987.2021.6.19.17.329-348= " target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl261" s= tyle=3D"letter-spacing:0.25pt">i.org/10.29394/scientific.issn </span><span = class=3D"stl261" style=3D"letter-spacing:0.25pt"> </span></a></p><p cl= ass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">sidad de una= Hebegog</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2= =B4</span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">=C4=B1a Tr= ansformacio- </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">=  </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08" style=3D"letter-spacing:-0.05pt">nal. Revista Internacional de I= nvestiga- </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"= stl08">ci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span= ><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n en Ciencias = Sociales, 17(1). </span><a href=3D"http://doi.org/10.18004/riics.2021.junio= .175" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl26= 1" style=3D"letter-spacing:0.2pt">http: </span><span class=3D"stl261" style= =3D"letter-spacing:0.2pt"> </span></a></p><p class=3D"stl01" style=3D"= line-height:12pt"><a href=3D"http://doi.org/10.18004/riics.2021.junio.175" = target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl261" sty= le=3D"letter-spacing:0.25pt">//doi.org/10.18004/riics.2021. </span><span cl= ass=3D"stl261" style=3D"letter-spacing:0.25pt"> </span></a></p><p clas= s=3D"stl01" style=3D"line-height:12pt"><a href=3D"http://doi.org/10.18004/r= iics.2021.junio.175" target=3D"_blank" style=3D"text-decoration:none"><span= class=3D"stl33" style=3D"letter-spacing:normal; color:#000000">junio.175 <= /span><span class=3D"stl33" style=3D"letter-spacing:normal; color:#000000">=  </span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><a href= =3D"https://doi.org/10.29394/scientific.issn.2542-2987.2021.6.19.17.329-348= " target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl183" s= tyle=3D"color:#000000">.2542-2987.2021.6.19.17.329-348 </span><span class= =3D"stl183" style=3D"color:#000000"> </span></a></p><p class=3D"stl01"= style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-= 0.05pt">Anchundia Rold</span><span class=3D"stl08" style=3D"letter-spacing:= -4.65pt">a</span><span class=3D"stl08">=C2=B4n, N. de J., Anchundia </span>= <span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-hei= ght:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">Rold</span>= <span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class= =3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n, M. A., Chila Espinoza, = B. M. </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt"> </= span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08= ">& Angulo Qui</span><span class=3D"stl08" style=3D"letter-spacing:-5pt= ">n</span><span class=3D"stl08" style=3D"letter-spacing:1pt">=CB=9C</span><= span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"s= tl08">=C2=B4nez, F. M. (2023). Me- </span><span class=3D"stl08"> </spa= n></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" s= tyle=3D"letter-spacing:-0.05pt">todolog</span><span class=3D"stl08" style= =3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08" style=3D"let= ter-spacing:-0.05pt">=C4=B1as Activas para un Aprendiza-</span><span class= =3D"stl08"> </span><span class=3D"stl08" style=3D"letter-spacing:-0.1p= t">Erasto, D., Zawadi, R. & Kyobe, J. (2022). </span><span class=3D"stl= 08" style=3D"letter-spacing:-0.1pt"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05= pt">je Signi=EF=AC=81cativo. Ciencia Latina Revista </span><span class=3D"s= tl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" = style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0= .05pt">Cient</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">= =C2=B4</span><span class=3D"stl08">=C4=B1=EF=AC=81ca Multidisciplinar, 7(4)= , 6930- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" st= yle=3D"line-height:12pt"><span class=3D"stl08">6942. </span><a href=3D"http= s://doi.org/10.37811/cl_rcm.v7i4.7453" target=3D"_blank" style=3D"text-deco= ration:none"><span class=3D"stl261" style=3D"letter-spacing:0.6pt">https://= doi.org/10.37811 </span><span class=3D"stl261" style=3D"letter-spacing:0.6p= t"> </span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><a hr= ef=3D"https://doi.org/10.37811/cl_rcm.v7i4.7453" target=3D"_blank" style=3D= "text-decoration:none"><span class=3D"stl09" style=3D"letter-spacing:normal= ; color:#000000">/cl_rcm.v7i4.7453 </span><span class=3D"stl09" style=3D"le= tter-spacing:normal; color:#000000"> </span></a></p><p class=3D"stl01"= style=3D"line-height:12pt"><span class=3D"stl08">Comparing traditional tea= ching methods </span><span class=3D"stl08"> </span></p><p class=3D"stl= 01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacin= g:-0.05pt">versus computer simulations on students=E2=80=99 </span><span cl= ass=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D= "stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-sp= acing:-0.05pt">performance in learning Ohm=E2=80=99s Law at </span><span cl= ass=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D= "stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-sp= acing:-0.05pt">Dodoma City Secondary Schools, Tanza- </span><span class=3D"= stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01"= style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-= 0.05pt">nia. Journal of Research Innovation and </span><span class=3D"stl08= " style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span class=3D"stl08">Implications in Education, 8(3= ), 402 =E2=80=93 </span><span class=3D"stl08"> </span></p><p class=3D"= stl01" style=3D"line-height:12pt"><span class=3D"stl08">412. </span><a href= =3D"https://doi.org/10.59765/yftrp4925" target=3D"_blank" style=3D"text-dec= oration:none"><span class=3D"stl261" style=3D"letter-spacing:0.3pt">https:/= /doi.org/10.59765/y </span><span class=3D"stl261" style=3D"letter-spacing:0= .3pt"> </span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><a= href=3D"https://doi.org/10.59765/yftrp4925" target=3D"_blank" style=3D"tex= t-decoration:none"><span class=3D"stl33" style=3D"letter-spacing:normal; co= lor:#000000">ftrp4925 </span><span class=3D"stl33" style=3D"letter-spacing:= normal; color:#000000"> </span></a></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">Behman= esh, F., Bakouei, F., Nikpour, M. </span><span class=3D"stl08" style=3D"let= ter-spacing:-0.1pt"> </span></p><p class=3D"stl01" style=3D"line-heigh= t:12pt"><span class=3D"stl08">& Parvaneh, M. (2022). Comparing the </sp= an><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-= height:12pt"><span class=3D"stl08">e=EF=AC=80ects of traditional teaching a= nd =EF=AC=82ip- </span><span class=3D"stl08"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl08">ped classroom method= s on midwifery stu- </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">dents=E2=80=99 = practical learning: The embedded</span><span class=3D"stl08"> </span><= span class=3D"stl08" style=3D"letter-spacing:-0.05pt">Falfushynska, H. I., = Buyak, B. B., Torbin, G. </span><span class=3D"stl08" style=3D"letter-spaci= ng:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt">= <span class=3D"stl08" style=3D"letter-spacing:-0.1pt">mixed method. Technol= ogy, Knowledge </span><span class=3D"stl08" style=3D"letter-spacing:-0.1pt"= > </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">and Learning, 27, 599=E2=80=93608. </span><a href=3D"https://doi= .org/10.1007/s10758-020-09478-y" target=3D"_blank" style=3D"text-decoration= :none"><span class=3D"stl09" style=3D"letter-spacing:normal; color:#000000"= >https://do </span><span class=3D"stl09" style=3D"letter-spacing:normal; co= lor:#000000"> </span></a></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><a href=3D"https://doi.org/10.1007/s10758-020-09478-y" target=3D"_blan= k" style=3D"text-decoration:none"><span class=3D"stl261" style=3D"letter-sp= acing:0.25pt">i.org/10.1007/s10758-020-09478 </span><span class=3D"stl261" = style=3D"letter-spacing:0.25pt"> </span></a></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><a href=3D"https://doi.org/10.1007/s10758-020-09478= -y" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl261"= style=3D"letter-spacing:0.5pt">-y </span><span class=3D"stl261" style=3D"l= etter-spacing:0.5pt"> </span></a></p><p class=3D"stl01" style=3D"line-= height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">M., Tere= shchuk, G. </span><span class=3D"stl08" style=3D"letter-spacing:-1.3pt">V</= span><span class=3D"stl08">., Kasianchuk, M. </span><span class=3D"stl08">&= #xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08" style=3D"letter-spacing:0.05pt">M. & Karpi</span><span class= =3D"stl08" style=3D"letter-spacing:-5pt">n</span><span class=3D"stl08" styl= e=3D"letter-spacing:0.05pt">=C2=B4ski, M. (2022). Enhancing </span><span cl= ass=3D"stl08" style=3D"letter-spacing:0.05pt"> </span></p><p class=3D"= stl01" style=3D"line-height:12pt"><span class=3D"stl08">digital and profess= ional competences via </span><span class=3D"stl08"> </span></p><p clas= s=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">the implementa= tion of virtual laboratories </span><span class=3D"stl08"> </span></p>= <p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style= =3D"letter-spacing:-0.05pt">for future physical therapists and rehabili- </= span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></= p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style= =3D"letter-spacing:-0.05pt">tologists. CEUR Workshop Proceedings, </span><s= pan class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p cl= ass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">9, 355=E2=80= =93364. </span><a href=3D"https://doi.org/10.55056/cte.125" target=3D"_blan= k" style=3D"text-decoration:none"><span class=3D"stl261" style=3D"letter-sp= acing:0.4pt">https://doi.org/10.5 </span><span class=3D"stl261" style=3D"le= tter-spacing:0.4pt"> </span></a></p><p class=3D"stl01" style=3D"line-h= eight:12pt"><a href=3D"https://doi.org/10.55056/cte.125" target=3D"_blank" = style=3D"text-decoration:none"><span class=3D"stl33" style=3D"letter-spacin= g:normal; color:#000000">5056/cte.125 </span><span class=3D"stl33" style=3D= "letter-spacing:normal; color:#000000"> </span></a></p><p class=3D"stl= 01" style=3D"line-height:12pt"><span class=3D"stl08">Cujilema Mullo, R. E. = & Castro Salazar, A. </span><span class=3D"stl08"> </span></p><p c= lass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Z. (2022). = Herramientas digitales para el </span><span class=3D"stl08"> </span></= p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">desar= rollo de la comprensi</span><span class=3D"stl08" style=3D"letter-spacing:-= 5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n l= ectora. Pa- </span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"= stl08" style=3D"letter-spacing:-0.05pt">cha. Revista de Estudios Contempor<= /span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span = class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4neos </span><span cla= ss=3D"stl08" style=3D"letter-spacing:0.15pt"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl08">del Sur Global, 3(9)= , e210131. </span><a href=3D"https://doi.org/10.46652/pacha.v3i9.131" targe= t=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl33" style=3D"= letter-spacing:normal; color:#000000">https:// </span></a><span class=3D"st= l08" style=3D"letter-spacing:-0.05pt">Gandol=EF=AC=81, E., Ferdig, R. E. &a= mp; Soyturk, I. </span><span class=3D"stl08" style=3D"letter-spacing:-0.05p= t"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><a href= =3D"https://doi.org/10.46652/pacha.v3i9.131" target=3D"_blank" style=3D"tex= t-decoration:none"><span class=3D"stl09" style=3D"letter-spacing:normal; co= lor:#000000">doi.org/10.46652/pacha.v3i9.131 </span><span class=3D"stl09" s= tyle=3D"letter-spacing:normal; color:#000000"> </span></a></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">(2021). Explori= ng the learning potential </span><span class=3D"stl08"> </span></p><p = class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">of online = gaming communities: An ap- </span><span class=3D"stl08"> </span></p><p= class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">plication= of the game communities of </span><span class=3D"stl08"> </span></p><= p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D= "letter-spacing:-0.05pt">inquiry scale. New Media and Society, </span><span= class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">25(6), 1374-139= 3. </span><a href=3D"https://doi.org/10.1177/14614448211027171" target=3D"_= blank" style=3D"text-decoration:none"><span class=3D"stl261" style=3D"lette= r-spacing:0.25pt">https://doi.org/ </span><span class=3D"stl261" style=3D"l= etter-spacing:0.25pt"> </span></a></p><p class=3D"stl01" style=3D"line= -height:12pt"><a href=3D"https://doi.org/10.1177/14614448211027171" target= =3D"_blank" style=3D"text-decoration:none"><span class=3D"stl33" style=3D"l= etter-spacing:normal; color:#000000">10.1177/14614448211027171 </span><span= class=3D"stl33" style=3D"letter-spacing:normal; color:#000000"> </spa= n></a></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl0= 8">Delgado-Cobe</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">n= </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=CB=9Ca, E. I.= , Briones-Ponce, M. </span><span class=3D"stl08" style=3D"letter-spacing:0.= 05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span = class=3D"stl08">E., Moreira-S</span><span class=3D"stl08" style=3D"letter-s= pacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.05p= t">=C2=B4nchez, J. L., Zambrano- </span><span class=3D"stl08" style=3D"lett= er-spacing:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height= :12pt"><span class=3D"stl08">Due</span><span class=3D"stl08" style=3D"lette= r-spacing:-5pt">n</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt= ">=CB=9Cas, G. L. & Men</span><span class=3D"stl08" style=3D"letter-spa= cing:-4.65pt">e</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt"= >=C2=B4ndez-Sol</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o= </span><span class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4rzano, <= /span><span class=3D"stl08" style=3D"letter-spacing:0.15pt"> </span></= p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style= =3D"letter-spacing:-0.05pt">F. A. (2023). Metodolog</span><span class=3D"st= l08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08" st= yle=3D"letter-spacing:-0.05pt">=C4=B1a educativa ba- </span><span class=3D"= stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01"= style=3D"line-height:12pt"><span class=3D"stl08">sada en recursos did</spa= n><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span clas= s=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4cticos digitales pa- </sp= an><span class=3D"stl08" style=3D"letter-spacing:0.05pt"> </span></p><= p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">ra desar= rollar el Aprendizaje Signi=EF=AC=81cati-</span><span class=3D"stl08"> = ;</span><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">Garc</span><s= pan class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span cla= ss=3D"stl08">=C4=B1a-Chontal, J. A., Murillo-Faustino, A. </span><span clas= s=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt">= <span class=3D"stl08" style=3D"letter-spacing:-0.1pt">vo. MQRInvestigar, 7(= 1), 94=E2=80=93110. </span><a href=3D"http://dx.doi.org/10.56048/MQR20225.7= .1.2023.94-110" target=3D"_blank" style=3D"text-decoration:none"><span clas= s=3D"stl33" style=3D"letter-spacing:normal; color:#000000">http: </span><sp= an class=3D"stl33" style=3D"letter-spacing:normal; color:#000000"> </s= pan></a></p><p class=3D"stl01" style=3D"line-height:12pt"><a href=3D"http:/= /dx.doi.org/10.56048/MQR20225.7.1.2023.94-110" target=3D"_blank" style=3D"t= ext-decoration:none"><span class=3D"stl261" style=3D"letter-spacing:0.25pt"= >//dx.doi.org/10.56048/MQR20225 </span><span class=3D"stl261" style=3D"lett= er-spacing:0.25pt"> </span></a></p><p class=3D"stl01" style=3D"line-he= ight:12pt"><a href=3D"http://dx.doi.org/10.56048/MQR20225.7.1.2023.94-110" = target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl183" sty= le=3D"color:#000000">.7.1.2023.94-110 </span><span class=3D"stl183" style= =3D"color:#000000"> </span></a></p><p class=3D"stl01" style=3D"line-he= ight:12pt"><span class=3D"stl08">M. & P</span><span class=3D"stl08" sty= le=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08" style=3D"letter= -spacing:-0.05pt">=C2=B4rez-Vertel, R. M. (2023). Simula- </span><span clas= s=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spac= ing:-0.05pt">dores ensamble y Packet Tracer y el rendi- </span><span class= =3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"st= l01" style=3D"line-height:12pt"><span class=3D"stl08">miento acad</span><sp= an class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><span class=3D"= stl08" style=3D"letter-spacing:0.05pt">=C2=B4mico en estudiantes de edu- </= span><span class=3D"stl08" style=3D"letter-spacing:0.05pt"> </span></p= ><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">caci</= span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span clas= s=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4n media t</span><span cla= ss=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08"= >=C2=B4cnica. Episteme Koinonia, </span><span class=3D"stl08"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">=E2= =80=9D=E2=80=9D </span><span class=3D"stl07"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D <= /span><span class=3D"stl07"> </span></p><p class=3D"stl01" style=3D"li= ne-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt; letter-spacing= :-0.05pt">Esta revista est</span><span class=3D"stl08" style=3D"font-size:8= pt; letter-spacing:-3.1pt">a</span><span class=3D"stl08" style=3D"font-size= :8pt">=C2=B4 protegida bajo una licencia Creative Commons en la 4.0 </span>= <span class=3D"stl08" style=3D"font-size:8pt"> </span></p><p class=3D"= stl01" style=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8= pt">International. Copia de la licencia: </span><span class=3D"stl08" style= =3D"font-size:8pt"> </span></p><p class=3D"stl01" style=3D"line-height= :8pt"><span class=3D"stl08" style=3D"font-size:8pt">http://creativecommons.= org/licenses/by-nc-sa/4.0/ </span><span class=3D"stl08" style=3D"font-size:= 8pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span c= lass=3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl07"> </span= ></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">= =E2=80=9D=E2=80=9D </span><span class=3D"stl07"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">Predicci</span>= <span class=3D"stl07" style=3D"letter-spacing:-5pt">o</span><span class=3D"= stl07" style=3D"letter-spacing:0.1pt">=C2=B4n Cient</span><span class=3D"st= l07" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl07">= =C4=B1=EF=AC=81ca </span><span class=3D"stl07"> </span></p><p class=3D= "stl01" style=3D"line-height:12pt"><span 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class=3D"stl07">Art</span><span class=3D"stl07" style=3D"letter-spacing:-= 3.65pt">=C2=B4</span><span class=3D"stl07">=C4=B1culo Original </span><span= class=3D"stl07"> </span></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><span class=3D"stl08">6(11), 63=E2=80=9378. </span><a href=3D"https://= doi.org/10.35381/e.k.v6i11.2404" target=3D"_blank" style=3D"text-decoration= :none"><span class=3D"stl261" style=3D"letter-spacing:0.1pt">https://doi.or= g/10.3 </span><span class=3D"stl261" style=3D"letter-spacing:0.1pt"> <= /span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><a href=3D"http= s://doi.org/10.35381/e.k.v6i11.2404" target=3D"_blank" style=3D"text-decora= tion:none"><span class=3D"stl09" style=3D"letter-spacing:normal; color:#000= 000">5381/e.k.v6i11.2404 </span><span class=3D"stl09" style=3D"letter-spaci= ng:normal; color:#000000"> </span></a></p><p class=3D"stl01" style=3D"= line-height:12pt"><a href=3D"http://evaluaciones.evaluacion.gob.ec/BI/nacio= nales-informes-y-resultados/" target=3D"_blank" style=3D"text-decoration:no= ne"><span class=3D"stl136" style=3D"color:#000000">gob.ec/BI/nacionales-inf= ormes-y </span><span class=3D"stl136" style=3D"color:#000000"> </span>= </a></p><p class=3D"stl01" style=3D"line-height:12pt"><a href=3D"http://eva= luaciones.evaluacion.gob.ec/BI/nacionales-informes-y-resultados/" target=3D= "_blank" style=3D"text-decoration:none"><span class=3D"stl171" style=3D"col= or:#000000">-resultados/ </span><span class=3D"stl171" style=3D"color:#0000= 00"> </span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><spa= n class=3D"stl08">Gonz</span><span class=3D"stl08" style=3D"letter-spacing:= -4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.2pt">=C2= =B4lez </span><span class=3D"stl08" style=3D"letter-spacing:-1.1pt">V</span= ><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">argas, A. M. & = Castro Benavi-</span><span class=3D"stl08"> </span><span class=3D"stl0= 8">LabXchange team. (2020). Honoring the </span><span class=3D"stl08"> = ;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"st= l08">des, D. A. (2022). Simulaci</span><span class=3D"stl08" style=3D"lette= r-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.2pt= ">=C2=B4n biom</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt"= >e</span><span class=3D"stl08" style=3D"letter-spacing:0.2pt">=C2=B4di- </s= pan><span class=3D"stl08" style=3D"letter-spacing:0.2pt"> </span></p><= p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">ca para = la educaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</spa= n><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n. Libros IC, = 1(1), </span><span class=3D"stl08" style=3D"letter-spacing:0.1pt"> </s= pan></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08"= >141=E2=80=93154. </span><a href=3D"https://doi.org/10.15765/librosic.v1i1.= 15" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl261"= style=3D"letter-spacing:0.4pt">https://doi.org/10.157 </span><span class= =3D"stl261" style=3D"letter-spacing:0.4pt"> </span></a></p><p class=3D= "stl01" style=3D"line-height:12pt"><a href=3D"https://doi.org/10.15765/libr= osic.v1i1.15" target=3D"_blank" style=3D"text-decoration:none"><span class= =3D"stl09" style=3D"letter-spacing:normal; color:#000000">65/librosic.v1i1.= 15 </span><span class=3D"stl09" style=3D"letter-spacing:normal; color:#0000= 00"> </span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><spa= n class=3D"stl08" style=3D"letter-spacing:-0.1pt">Legacy of LabXchange Foun= der Dr. Ro- </span><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">&#= xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D= "stl08">bert Lue. LabChange. </span><a href=3D"https://about.labxchange.org= /blog/honoring-the-legacy-of-labxchange-founder-dr-robert-lue" target=3D"_b= lank" style=3D"text-decoration:none"><span class=3D"stl111" style=3D"color:= #000000">https://about. </span><span class=3D"stl111" style=3D"color:#00000= 0"> </span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><a hr= ef=3D"https://about.labxchange.org/blog/honoring-the-legacy-of-labxchange-f= ounder-dr-robert-lue" target=3D"_blank" style=3D"text-decoration:none"><spa= n class=3D"stl261" style=3D"letter-spacing:0.25pt">labxchange.org/blog/hono= ring-t </span><span class=3D"stl261" style=3D"letter-spacing:0.25pt"> = </span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><a href=3D"htt= ps://about.labxchange.org/blog/honoring-the-legacy-of-labxchange-founder-dr= -robert-lue" target=3D"_blank" style=3D"text-decoration:none"><span class= =3D"stl28" style=3D"color:#000000">he-legacy-of-labxchange-found </span><sp= an class=3D"stl28" style=3D"color:#000000"> </span></a></p><p class=3D= "stl01" style=3D"line-height:12pt"><a href=3D"https://about.labxchange.org/= blog/honoring-the-legacy-of-labxchange-founder-dr-robert-lue" target=3D"_bl= ank" style=3D"text-decoration:none"><span class=3D"stl99" style=3D"color:#0= 00000">er-dr-robert-lue </span><span class=3D"stl99" style=3D"color:#000000= "> </span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><span = class=3D"stl08">Gortaire D</span><span class=3D"stl08" style=3D"letter-spac= ing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1az, D., Beltr</span><= span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class= =3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n Moreno, M., Mo- </span><= span class=3D"stl08" style=3D"letter-spacing:0.05pt"> </span></p><p cl= ass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">ra Herrera, = E., Reasco Garz</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o= </span><span class=3D"stl08" style=3D"letter-spacing:0.35pt">=C2=B4n, B. &a= mp;</span><span class=3D"stl08"> </span><span class=3D"stl08" style=3D= "letter-spacing:-0.05pt">Listiawati, M., Hartati, S., Agustina, R. D., </sp= an><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p>= <p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style= =3D"letter-spacing:-0.2pt">Rodr</span><span class=3D"stl08" style=3D"letter= -spacing:-3.65pt">=C2=B4</span><span class=3D"stl08" style=3D"letter-spacin= g:-0.05pt">=C4=B1guez Torres, M. (2022). Construc- </span><span class=3D"st= l08" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><span class=3D"stl08">tivismo y conectivismo como= m</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><sp= an class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4todos </span><span= class=3D"stl08" style=3D"letter-spacing:0.15pt"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">de ense</span><= span class=3D"stl08" style=3D"letter-spacing:-5pt">n</span><span class=3D"s= tl08" style=3D"letter-spacing:0.05pt">=CB=9Canza y aprendizaje en la educa-= </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">ci<= /span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span cla= ss=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n universitaria actual. = Ciencia Latina </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt"= > </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08" style=3D"letter-spacing:-0.1pt">Revista Cient</span><span class= =3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl= 08">=C4=B1=EF=AC=81ca Multidisciplinar, 6(6), </span><span class=3D"stl08">=  </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">14046-14058. </span><a href=3D"https://doi.org/10.37811/cl_rcm.v= 7i1.4672" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"s= tl157" style=3D"color:#000000">https://doi.org/10.3 </span><span class=3D"s= tl157" style=3D"color:#000000"> </span></a></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><a href=3D"https://doi.org/10.37811/cl_rcm.v7i1.4672= " target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl09" st= yle=3D"letter-spacing:normal; color:#000000">7811/cl_rcm.v7i1.4672 </span><= span class=3D"stl09" style=3D"letter-spacing:normal; color:#000000"> <= /span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"= stl08">Putra, R. </span><span class=3D"stl08" style=3D"letter-spacing:-1.2p= t">P</span><span class=3D"stl08">. & A</span><span class=3D"stl08" styl= e=3D"letter-spacing:-0.05pt">ndhika, S. (2022). Analy- </span><span class= =3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"st= l01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spaci= ng:-0.05pt">sis of the use of LabXChange as a vir- </span><span class=3D"st= l08" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><span class=3D"stl08">tual laboratory media to im= prove digital </span><span class=3D"stl08"> </span></p><p class=3D"stl= 01" style=3D"line-height:12pt"><span class=3D"stl08">and information litera= cy for Biology edu- </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">cation undergra= duate students. Scientiae </span><span class=3D"stl08"> </span></p><p = class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Educatia: = Jurnal Pendidikan Sains, 11(1). </span><span class=3D"stl08"> </span><= /p><p class=3D"stl01" style=3D"line-height:12pt"><a href=3D"https://doi.org= /10.24235/sc.educatia.v11i1.10278" target=3D"_blank" style=3D"text-decorati= on:none"><span class=3D"stl261" style=3D"letter-spacing:0.25pt">https://doi= .org/10.24235/sc.ed </span><span class=3D"stl261" style=3D"letter-spacing:0= .25pt"> </span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><= a href=3D"https://doi.org/10.24235/sc.educatia.v11i1.10278" target=3D"_blan= k" style=3D"text-decoration:none"><span class=3D"stl33" style=3D"letter-spa= cing:normal; color:#000000">ucatia.v11i1.10278 </span><span class=3D"stl33"= style=3D"letter-spacing:normal; color:#000000"> </span></a></p><p cla= ss=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Guerrero Sala= zar, C. </span><span class=3D"stl08" style=3D"letter-spacing:-1.3pt">V</spa= n><span class=3D"stl08">. (2022). Limitacio- </span><span class=3D"stl08">&= #xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">nes del conectivismo en el Ecuador: nece-</span><span class=3D"s= tl08"> </span><span class=3D"stl08">Ministerio de Educaci</span><span = class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08"= style=3D"letter-spacing:0.1pt">=C2=B4n del Ecuador [MI- </span><span class= =3D"stl08" style=3D"letter-spacing:0.1pt"> </span></p><p class=3D"stl0= 1" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing= :-0.05pt">sidades urgentes para la calidad. Revista </span><span class=3D"s= tl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" = style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0= .05pt">Cient</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">= =C2=B4</span><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">=C4=B1= =EF=AC=81ca Ciencia y Tecnolog</span><span class=3D"stl08" style=3D"letter-= spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a, 22(33), </span= ><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-he= ight:12pt"><span class=3D"stl08">80-89. </span><a href=3D"https://cienciayt= ecnologia.uteg.edu.ec/revista/index.php/cienciaytecnologia/article/view/513= " target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl261" s= tyle=3D"letter-spacing:0.45pt">https://cienciaytecnolog </span><span class= =3D"stl261" style=3D"letter-spacing:0.45pt"> </span></a></p><p class= =3D"stl01" style=3D"line-height:12pt"><a href=3D"https://cienciaytecnologia= .uteg.edu.ec/revista/index.php/cienciaytecnologia/article/view/513" target= =3D"_blank" style=3D"text-decoration:none"><span class=3D"stl261" style=3D"= letter-spacing:0.25pt">ia.uteg.edu.ec/revista/index.p </span><span class=3D= "stl261" style=3D"letter-spacing:0.25pt"> </span></a></p><p class=3D"s= tl01" style=3D"line-height:12pt"><a href=3D"https://cienciaytecnologia.uteg= .edu.ec/revista/index.php/cienciaytecnologia/article/view/513" target=3D"_b= lank" style=3D"text-decoration:none"><span class=3D"stl261" style=3D"letter= -spacing:0.25pt">hp/cienciaytecnologia/article/ </span><span class=3D"stl26= 1" style=3D"letter-spacing:0.25pt"> </span></a></p><p class=3D"stl01" = style=3D"line-height:12pt"><a href=3D"https://cienciaytecnologia.uteg.edu.e= c/revista/index.php/cienciaytecnologia/article/view/513" target=3D"_blank" = style=3D"text-decoration:none"><span class=3D"stl09" style=3D"letter-spacin= g:normal; color:#000000">view/513 </span><span class=3D"stl09" style=3D"let= ter-spacing:normal; color:#000000"> </span></a></p><p class=3D"stl01" = style=3D"line-height:12pt"><span class=3D"stl08">NEDUC]. (2016). Instructiv= o para la apli- </span><span class=3D"stl08"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl08">caci</span><span cla= ss=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" st= yle=3D"letter-spacing:0.05pt">=C2=B4n de la evaluaci</span><span class=3D"s= tl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"= letter-spacing:0.05pt">=C2=B4n estudiantil. Sub- </span><span class=3D"stl0= 8" style=3D"letter-spacing:0.05pt"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05p= t">secretar</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">= =C2=B4</span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">=C4=B1a= de apoyo, seguimiento y regu- </span><span class=3D"stl08" style=3D"letter= -spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:= 12pt"><span class=3D"stl08">laci</span><span class=3D"stl08" style=3D"lette= r-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt= ">=C2=B4n de la educaci</span><span class=3D"stl08" style=3D"letter-spacing= :-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.5pt">=C2=B4n= . </span><a href=3D"https://educacion.gob.ec/wp-content/uploads/downloads/2= 016/07/Instructivo-para-la-aplicacion-de-la-evaluacion-estudiantil.pdf" tar= get=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl261" style= =3D"letter-spacing:0.3pt">https://educ </span><span class=3D"stl261" style= =3D"letter-spacing:0.3pt"> </span></a></p><p class=3D"stl01" style=3D"= line-height:12pt"><a href=3D"https://educacion.gob.ec/wp-content/uploads/do= wnloads/2016/07/Instructivo-para-la-aplicacion-de-la-evaluacion-estudiantil= .pdf" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl13= 6" style=3D"color:#000000">acion.gob.ec/wp-content/uploads </span><span cla= ss=3D"stl136" style=3D"color:#000000"> </span></a></p><p class=3D"stl0= 1" style=3D"line-height:12pt"><a href=3D"https://educacion.gob.ec/wp-conten= t/uploads/downloads/2016/07/Instructivo-para-la-aplicacion-de-la-evaluacion= -estudiantil.pdf" target=3D"_blank" style=3D"text-decoration:none"><span cl= ass=3D"stl261" style=3D"letter-spacing:0.25pt">/downloads/2016/07/Instructi= vo </span><span class=3D"stl261" style=3D"letter-spacing:0.25pt"> </sp= an></a></p><p class=3D"stl01" style=3D"line-height:12pt"><a href=3D"https:/= /educacion.gob.ec/wp-content/uploads/downloads/2016/07/Instructivo-para-la-= aplicacion-de-la-evaluacion-estudiantil.pdf" target=3D"_blank" style=3D"tex= t-decoration:none"><span class=3D"stl28" style=3D"color:#000000">-para-la-a= plicacion-de-la-eva </span><span class=3D"stl28" style=3D"color:#000000">&#= xa0;</span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><a href=3D= "https://educacion.gob.ec/wp-content/uploads/downloads/2016/07/Instructivo-= para-la-aplicacion-de-la-evaluacion-estudiantil.pdf" target=3D"_blank" styl= e=3D"text-decoration:none"><span class=3D"stl55" style=3D"letter-spacing:no= rmal; color:#000000">luacion-estudiantil.pdf </span><span class=3D"stl55" s= tyle=3D"letter-spacing:normal; color:#000000"> </span></a></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Huamanttupa Mam= ani, K. (2023). La inteli- </span><span class=3D"stl08"> </span></p><p= class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">gencia em= ocional y el aprendizaje signi=EF=AC=81- </span><span class=3D"stl08"> = ;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"st= l08" style=3D"letter-spacing:-0.05pt">cativo. Horizontes. Revista De Invest= iga-</span><span class=3D"stl08"> </span><span class=3D"stl08">Ministe= rio de Educaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o<= /span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n del Ecua= dor [MI- </span><span class=3D"stl08" style=3D"letter-spacing:0.1pt"> = </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl= 08">ci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><s= pan class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n En Ciencias De = La Educaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</spa= n><span class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4n, 7(27), </s= pan><span class=3D"stl08" style=3D"letter-spacing:0.15pt"> </span></p>= <p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">454=E2= =80=93467. </span><a href=3D"https://doi.org/10.33996/revistahorizontes.v7i= 27.529" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl= 261" style=3D"letter-spacing:0.4pt">https://doi.org/10.339 </span><span cla= ss=3D"stl261" style=3D"letter-spacing:0.4pt"> </span></a></p><p class= =3D"stl01" style=3D"line-height:12pt"><a href=3D"https://doi.org/10.33996/r= evistahorizontes.v7i27.529" target=3D"_blank" style=3D"text-decoration:none= "><span class=3D"stl09" style=3D"letter-spacing:normal; color:#000000">96/r= evistahorizontes.v7i27.529 </span><span class=3D"stl09" style=3D"letter-spa= cing:normal; color:#000000"> </span></a></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">NEDUC]. (2024a). Biolog</span><= span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span cl= ass=3D"stl08">=C4=B1a, Bachille- </span><span class=3D"stl08"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">rat= o general. Estudios y Construcciones </span><span class=3D"stl08"> </s= pan></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08"= >Uleam-Ep. </span><a href=3D"https://recursos.educacion.gob.ec/wp-content/u= ploads/2024/Textos/Bachillerato/1ro_BG/1ro_BG_BIOLOGIA.pdf" target=3D"_blan= k" style=3D"text-decoration:none"><span class=3D"stl261" style=3D"letter-sp= acing:0.1pt">https://recursos.educa </span><span class=3D"stl261" style=3D"= letter-spacing:0.1pt"> </span></a></p><p class=3D"stl01" style=3D"line= -height:12pt"><a href=3D"https://recursos.educacion.gob.ec/wp-content/uploa= ds/2024/Textos/Bachillerato/1ro_BG/1ro_BG_BIOLOGIA.pdf" target=3D"_blank" s= tyle=3D"text-decoration:none"><span class=3D"stl261" style=3D"letter-spacin= g:0.25pt">cion.gob.ec/wp-content/uploads </span><span class=3D"stl261" styl= e=3D"letter-spacing:0.25pt"> </span></a></p><p class=3D"stl01" style= =3D"line-height:12pt"><a href=3D"https://recursos.educacion.gob.ec/wp-conte= nt/uploads/2024/Textos/Bachillerato/1ro_BG/1ro_BG_BIOLOGIA.pdf" target=3D"_= blank" style=3D"text-decoration:none"><span class=3D"stl261" style=3D"lette= r-spacing:0.25pt">/2024/Textos/Bachillerato/1ro_ </span><span class=3D"stl2= 61" style=3D"letter-spacing:0.25pt"> </span></a></p><p class=3D"stl01"= style=3D"line-height:12pt"><a href=3D"https://recursos.educacion.gob.ec/wp= -content/uploads/2024/Textos/Bachillerato/1ro_BG/1ro_BG_BIOLOGIA.pdf" targe= t=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl33" style=3D"= letter-spacing:normal; color:#000000">BG/1ro_BG_BIOLOGIA.pdf </span><span c= lass=3D"stl33" style=3D"letter-spacing:normal; color:#000000"> </span>= </a></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08"= style=3D"letter-spacing:-0.05pt">Instituto Nacional de Evaluaci</span><spa= n class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl0= 8" style=3D"letter-spacing:0.1pt">=C2=B4n Educativa </span><span class=3D"s= tl08" style=3D"letter-spacing:0.1pt"> </span></p><p class=3D"stl01" st= yle=3D"line-height:12pt"><span class=3D"stl08">[INE</span><span class=3D"st= l08" style=3D"letter-spacing:-1.5pt">V</span><span class=3D"stl08">A</span>= <span class=3D"stl08" style=3D"letter-spacing:-0.05pt">L]. (2023). Resultad= o de evalua- </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">=  </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">ciones nacionales, Ser Estudiante Nivel </span><span class=3D"st= l08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span c= lass=3D"stl08">de Bachillerato. Calle Luis Cordero E1-</span><span class=3D= "stl08"> </span><span class=3D"stl08">Ministerio de Educaci</span><spa= n class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl0= 8" style=3D"letter-spacing:0.1pt">=C2=B4n del Ecuador [MI- </span><span cla= ss=3D"stl08" style=3D"letter-spacing:0.1pt"> </span></p><p class=3D"st= l01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spaci= ng:-0.1pt">14 y Av. 10 de Agosto. Quito-Ecuador. </span><span class=3D"stl0= 8" style=3D"letter-spacing:-0.1pt"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><a href=3D"http://evaluaciones.evaluacion.gob.ec/BI/= nacionales-informes-y-resultados/" target=3D"_blank" style=3D"text-decorati= on:none"><span class=3D"stl136" style=3D"color:#000000">http://evaluaciones= .evaluacion. </span><span class=3D"stl136" style=3D"color:#000000"> </= span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08">NEDUC]. (2024b). Lineamientos institu- </span><span class=3D"stl08">&= #xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">cionales para integrar los dispositivos tec- </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl07"> = </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl= 07">=E2=80=9D=E2=80=9D </span><span class=3D"stl07"> </span></p><p cla= ss=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-= size:8pt; letter-spacing:-0.05pt">Esta revista est</span><span class=3D"stl= 08" style=3D"font-size:8pt; letter-spacing:-3.1pt">a</span><span class=3D"s= tl08" style=3D"font-size:8pt">=C2=B4 protegida bajo una licencia Creative C= ommons en la 4.0 </span><span class=3D"stl08" style=3D"font-size:8pt"> = ;</span></p><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl= 08" style=3D"font-size:8pt">International. Copia de la licencia: </span><sp= an class=3D"stl08" style=3D"font-size:8pt"> </span></p><p class=3D"stl= 01" style=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt"= >http://creativecommons.org/licenses/by-nc-sa/4.0/ </span><span class=3D"st= l08" style=3D"font-size:8pt"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D </span><span clas= s=3D"stl07"> </span></p><p class=3D"stl01" style=3D"line-height:12pt">= <span class=3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl07"> = ;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"st= l07">Predicci</span><span class=3D"stl07" style=3D"letter-spacing:-5pt">o</= span><span class=3D"stl07" style=3D"letter-spacing:0.1pt">=C2=B4n Cient</sp= an><span class=3D"stl07" style=3D"letter-spacing:-3.65pt">=C2=B4</span><spa= n class=3D"stl07">=C4=B1=EF=AC=81ca </span><span class=3D"stl07"> </sp= an></p><p class=3D"stl01" style=3D"line-height:12pt"><span 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">Art</span><span class=3D"stl07" style=3D"letter-spacing:-3.65pt">=C2=B4</= span><span class=3D"stl07">=C4=B1culo Original </span><span class=3D"stl07"= > </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">nol</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o<= /span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4gicos e i= nternet. Direcci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">= o</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n Nacion= al </span><span class=3D"stl08" style=3D"letter-spacing:0.1pt"> </span= ></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" st= yle=3D"letter-spacing:-0.05pt">schools work: An equation for active, </span= ><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p= class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">playful l= earning. Theory into practice, </span><span class=3D"stl08"> </span></= p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">62(2)= , 141-154. </span><a href=3D"https://doi.org/10.1080/00405841.2023.2202136"= target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl261" st= yle=3D"letter-spacing:0.2pt">https://doi.org/10 </span><span class=3D"stl26= 1" style=3D"letter-spacing:0.2pt"> </span></a></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><a href=3D"https://doi.org/10.1080/00405841.2023.= 2202136" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"st= l33" style=3D"letter-spacing:normal; color:#000000">.1080/00405841.2023.220= 2136 </span><span class=3D"stl33" style=3D"letter-spacing:normal; color:#00= 0000"> </span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><s= pan class=3D"stl08" style=3D"letter-spacing:-0.15pt">de Tecnolog</span><spa= n class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class= =3D"stl08">=C4=B1as para la Educaci</span><span class=3D"stl08" style=3D"le= tter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.= 5pt">=C2=B4n. </span><a href=3D"https://recursos.educacion.gob.ec/red/linea= mientos-institucionales-para-integrar-los-dispositivos-tecnologicos-e-inter= net/" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl26= 1" style=3D"letter-spacing:0.2pt">http </span><span class=3D"stl261" style= =3D"letter-spacing:0.2pt"> </span></a></p><p class=3D"stl01" style=3D"= line-height:12pt"><a href=3D"https://recursos.educacion.gob.ec/red/lineamie= ntos-institucionales-para-integrar-los-dispositivos-tecnologicos-e-internet= /" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl261" = style=3D"letter-spacing:0.25pt">s://recursos.educacion.gob.ec/ </span><span= class=3D"stl261" style=3D"letter-spacing:0.25pt"> </span></a></p><p c= lass=3D"stl01" style=3D"line-height:12pt"><a href=3D"https://recursos.educa= cion.gob.ec/red/lineamientos-institucionales-para-integrar-los-dispositivos= -tecnologicos-e-internet/" target=3D"_blank" style=3D"text-decoration:none"= ><span class=3D"stl261" style=3D"letter-spacing:0.25pt">red/lineamientos-in= stitucional </span><span class=3D"stl261" style=3D"letter-spacing:0.25pt">&= #xa0;</span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><a href= =3D"https://recursos.educacion.gob.ec/red/lineamientos-institucionales-para= -integrar-los-dispositivos-tecnologicos-e-internet/" target=3D"_blank" styl= e=3D"text-decoration:none"><span class=3D"stl261" style=3D"letter-spacing:0= .25pt">es-para-integrar-los-dispositi </span><span class=3D"stl261" style= =3D"letter-spacing:0.25pt"> </span></a></p><p class=3D"stl01" style=3D= "line-height:12pt"><a href=3D"https://recursos.educacion.gob.ec/red/lineami= entos-institucionales-para-integrar-los-dispositivos-tecnologicos-e-interne= t/" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl57" = style=3D"color:#000000">vos-tecnologicos-e-internet/ </span><span class=3D"= stl57" style=3D"color:#000000"> </span></a></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.1pt= ">Onowugbeda, F. U., Agbanimu, D. O., Oke- </span><span class=3D"stl08" sty= le=3D"letter-spacing:-0.1pt"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">buk= ola, </span><span class=3D"stl08" style=3D"letter-spacing:-1.2pt">P</span><= span class=3D"stl08">. A., Ibukunolu, A. A., </span><span class=3D"stl08" s= tyle=3D"letter-spacing:-1.1pt">T</span><span class=3D"stl08" style=3D"lette= r-spacing:0.05pt">okunbo </span><span class=3D"stl08" style=3D"letter-spaci= ng:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08" style=3D"letter-spacing:-0.05pt">Odekeye, O. & Olo= ri, O. E. (2023). Re- </span><span class=3D"stl08" style=3D"letter-spacing:= -0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><sp= an class=3D"stl08">ducing anxiety and promoting meaning- </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">ful learning of biology concepts through </span><span = class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12= pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">a culturally sen= sitive and context-speci=EF=AC=81c </span><span class=3D"stl08" style=3D"le= tter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-hei= ght:12pt"><span class=3D"stl08">instructional method. International Jour- <= /span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl08">nal of Science Education, 45(15), 130= 3- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">1320. </span><a href=3D"https:/= /doi.org/10.1080/09500693.2023.2202799" target=3D"_blank" style=3D"text-dec= oration:none"><span class=3D"stl261" style=3D"letter-spacing:0.1pt">https:/= /doi.org/10.1080/09 </span><span class=3D"stl261" style=3D"letter-spacing:0= .1pt"> </span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><a= href=3D"https://doi.org/10.1080/09500693.2023.2202799" target=3D"_blank" s= tyle=3D"text-decoration:none"><span class=3D"stl33" style=3D"letter-spacing= :normal; color:#000000">500693.2023.2202799 </span><span class=3D"stl33" st= yle=3D"letter-spacing:normal; color:#000000"> </span></a></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Miranda-N</span= ><span class=3D"stl08" style=3D"letter-spacing:-4.95pt">u</span><span class= =3D"stl08" style=3D"letter-spacing:1pt">=C2=B4</span><span class=3D"stl08" = style=3D"letter-spacing:-5pt">n</span><span class=3D"stl08" style=3D"letter= -spacing:0.35pt">=CB=9Cez, </span><span class=3D"stl08" style=3D"letter-spa= cing:-1.25pt">Y</span><span class=3D"stl08">. R. (2022). Aprendiza- </span>= <span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-hei= ght:12pt"><span class=3D"stl08">je Signi=EF=AC=81cativo desde la praxis edu= cati- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05p= t">va constructivista. Revista Arbitrada In- </span><span class=3D"stl08" s= tyle=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">terdisciplinaria Koinon</span><= span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span cl= ass=3D"stl08">=C4=B1a, 7(13), 79=E2=80=9391. </span><span class=3D"stl08">&= #xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><a href=3D"ht= tps://doi.org/10.35381/r.k.v7i13.1643" target=3D"_blank" style=3D"text-deco= ration:none"><span class=3D"stl261" style=3D"letter-spacing:0.25pt">https:/= /doi.org/10.35381/r.k.v </span><span class=3D"stl261" style=3D"letter-spaci= ng:0.25pt"> </span></a></p><p class=3D"stl01" style=3D"line-height:12p= t"><a href=3D"https://doi.org/10.35381/r.k.v7i13.1643" target=3D"_blank" st= yle=3D"text-decoration:none"><span class=3D"stl09" style=3D"letter-spacing:= normal; color:#000000">7i13.1643 </span><span class=3D"stl09" style=3D"lett= er-spacing:normal; color:#000000"> </span></a></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><span class=3D"stl08">Nahuelcura-Mill</span><span= class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"st= l08">=C2=B4n, N. (2023). Innovaci</span><span class=3D"stl08" style=3D"lett= er-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:1pt"= >=C2=B4n </span><span class=3D"stl08" style=3D"letter-spacing:1pt"> </= span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08= ">en la Ense</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">n</s= pan><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=CB=9Canza de la = Anatom</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4<= /span><span class=3D"stl08">=C4=B1a Huma- </span><span class=3D"stl08"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08" style=3D"letter-spacing:-0.05pt">na: Aula Invertida y su Aplicaci</sp= an><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class= =3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n. Inter- </span><span cla= ss=3D"stl08" style=3D"letter-spacing:0.05pt"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl08">national Journal of = Morphology, 41(2). </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><a href=3D"https://doi.org/10.4067/s0= 717-95022023000200389" target=3D"_blank" style=3D"text-decoration:none"><sp= an class=3D"stl136" style=3D"color:#000000">https://doi.org/10.4067/s0717-9= </span><span class=3D"stl136" style=3D"color:#000000"> </span></a></p= ><p class=3D"stl01" style=3D"line-height:12pt"><a href=3D"https://doi.org/1= 0.4067/s0717-95022023000200389" target=3D"_blank" style=3D"text-decoration:= none"><span class=3D"stl09" style=3D"letter-spacing:normal; color:#000000">= 5022023000200389 </span><span class=3D"stl09" style=3D"letter-spacing:norma= l; color:#000000"> </span></a></p><p class=3D"stl01" style=3D"line-hei= ght:12pt"><span class=3D"stl08">Paladines Enriquez, N. R. (2023). Imple- </= span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><span class=3D"stl08">mentaci</span><span class=3D"stl08" st= yle=3D"letter-spacing:-5pt">o</span><span class=3D"stl08">=C2=B4n efectiva = de las TIC en la educa- </span><span class=3D"stl08"> </span></p><p cl= ass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">ci</span><sp= an class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl= 08" style=3D"letter-spacing:0.05pt">=C2=B4n para mejorar el aprendizaje: un= a re- </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt"> </= span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08= ">visi</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><s= pan class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n sistem</span><sp= an class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"= stl08">=C2=B4tica. Ciencia Latina Revis- </span><span class=3D"stl08"> = ;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"st= l08" style=3D"letter-spacing:-0.05pt">ta Cient</span><span class=3D"stl08" = style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1= =EF=AC=81ca Multidisciplinar, 7(1), 5788- </span><span class=3D"stl08"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08">5804. </span><a href=3D"https://doi.org/10.37811/cl_rcm.v7i1.4862" ta= rget=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl261" style= =3D"letter-spacing:0.1pt">https://doi.org/10.37811/c </span><span class=3D"= stl261" style=3D"letter-spacing:0.1pt"> </span></a></p><p class=3D"stl= 01" style=3D"line-height:12pt"><a href=3D"https://doi.org/10.37811/cl_rcm.v= 7i1.4862" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"s= tl33" style=3D"letter-spacing:normal; color:#000000">l_rcm.v7i1.4862 </span= ><span class=3D"stl33" style=3D"letter-spacing:normal; color:#000000"> = ;</span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">Nanto, D., Agustina, R. D., Ramadhanti, I., </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">Putra, R. </span><span class=3D"stl08" style=3D"letter= -spacing:-1.2pt">P</span><span class=3D"stl08">. & M</span><span class= =3D"stl08" style=3D"letter-spacing:-0.05pt">ulhayatiah, D. (2022). </span><= span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p c= lass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">The usefuln= ess of LabXChange virtual </span><span class=3D"stl08"> </span></p><p = class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"l= etter-spacing:-0.05pt">lab and PhyPhox real lab on pendulum </span><span cl= ass=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D= "stl01" style=3D"line-height:12pt"><span class=3D"stl08">student practicum = during a pandemic. </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Journal of Phys= ics: Conference Series, </span><span class=3D"stl08"> </span></p><p cl= ass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">2157(1), 21-= 22. </span><a href=3D"https://doi.org/10.1088/1742-6596/2157/1/012047" targ= et=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl261" style= =3D"letter-spacing:0.2pt">https://doi.org/10 </span><span class=3D"stl261" = style=3D"letter-spacing:0.2pt"> </span></a></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><a href=3D"https://doi.org/10.1088/1742-6596/2157/1/= 012047" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl= 174" style=3D"letter-spacing:normal; color:#000000">.1088/1742-6596/2157/1/= 012047 </span><span class=3D"stl174" style=3D"letter-spacing:normal; color:= #000000"> </span></a></p><p class=3D"stl01" style=3D"line-height:12pt"= ><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">Parker, R., Thomsen= , B. S. & Berry, A. </span><span class=3D"stl08" style=3D"letter-spacin= g:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">(2022). Learning through play at School </span><span c= lass=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12p= t"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">=E2=80=93 A frame= work for policy and practice. </span><span class=3D"stl08" style=3D"letter-= spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><span class=3D"stl08">Frontiers in Education, 7. </span><a href=3D"htt= ps://doi.org/10.3389/feduc.2022.751801" target=3D"_blank" style=3D"text-dec= oration:none"><span class=3D"stl261" style=3D"letter-spacing:0.35pt">https:= //do </span><span class=3D"stl261" style=3D"letter-spacing:0.35pt"> </= span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><a href=3D"https= ://doi.org/10.3389/feduc.2022.751801" target=3D"_blank" style=3D"text-decor= ation:none"><span class=3D"stl33" style=3D"letter-spacing:normal; color:#00= 0000">i.org/10.3389/feduc.2022.751801 </span><span class=3D"stl33" style=3D= "letter-spacing:normal; color:#000000"> </span></a></p><p class=3D"stl= 01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacin= g:-0.1pt">Navarro, </span><span class=3D"stl08" style=3D"letter-spacing:-0.= 1pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span c= lass=3D"stl08">C., </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Arias-Calder</s= pan><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class= =3D"stl08" style=3D"letter-spacing:0.5pt">=C2=B4n, </span><span class=3D"st= l08" style=3D"letter-spacing:0.5pt"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl08">M., </span><span class=3D"stl= 08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cl= ass=3D"stl08">Ram</span><span class=3D"stl08" style=3D"letter-spacing:-5pt"= >o</span><span class=3D"stl08">=C2=B4n Noblecilla, A. M., Hidalgo Encar- </= span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><span class=3D"stl08">naci</span><span class=3D"stl08" style= =3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spac= ing:0.05pt">=C2=B4n, D. O., Rivas S</span><span class=3D"stl08" style=3D"le= tter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing= :0.05pt">=C2=B4nchez, O. E. & </span><span class=3D"stl08" style=3D"let= ter-spacing:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-heigh= t:12pt"><span class=3D"stl08">Coronel F</span><span class=3D"stl08" style= =3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08">=C2=B4rez, D. F. = (2023). An</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</= span><span class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4lisis </sp= an><span class=3D"stl08" style=3D"letter-spacing:0.15pt"> </span></p><= p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">bibliom<= /span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><span = class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4trico de la producci<= /span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span cla= ss=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n cient</span><span class= =3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl= 08">=C4=B1=EF=AC=81- </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">ca sobre educac= i</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span c= lass=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n virtual en tiempos </= span><span class=3D"stl08" style=3D"letter-spacing:0.1pt"> </span></p>= <p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style= =3D"letter-spacing:-0.05pt">de COVID-19. Revista Multidisciplinaria </span>= <span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p = class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"l= etter-spacing:-0.1pt">Investigaci</span><span class=3D"stl08" style=3D"lett= er-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:1pt"= >=C2=B4</span><span class=3D"stl08">n Contempor</span><span class=3D"stl08"= style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"le= tter-spacing:0.05pt">=C2=B4nea, 1(2), 58- </span><span class=3D"stl08" styl= e=3D"letter-spacing:0.05pt"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl08">77. </span><a href=3D"https://doi.org= /10.58995/redlic.ic.v1.n2.a49" target=3D"_blank" style=3D"text-decoration:n= one"><span class=3D"stl198" style=3D"color:#000000">https://doi.org/10.5899= 5/red </span><span class=3D"stl198" style=3D"color:#000000"> </span></= a></p><p class=3D"stl01" style=3D"line-height:12pt"><a href=3D"https://doi.= org/10.58995/redlic.ic.v1.n2.a49" target=3D"_blank" style=3D"text-decoratio= n:none"><span class=3D"stl33" style=3D"letter-spacing:normal; color:#000000= ">lic.ic.v1.n2.a49 </span><span class=3D"stl33" style=3D"letter-spacing:nor= mal; color:#000000"> </span></a></p><p class=3D"stl01" style=3D"line-h= eight:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">Henr</spa= n><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span= class=3D"stl08">=C4=B1quez, C. A. & Riquelme, </span><span class=3D"st= l08" style=3D"letter-spacing:-1.2pt">P. </span><span class=3D"stl08" style= =3D"letter-spacing:-1.2pt"> </span></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><span class=3D"stl08">(2024). Assessment of student and </sp= an><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-= height:12pt"><span class=3D"stl08">teacher perceptions on the use of virtua= l </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D= "line-height:12pt"><span class=3D"stl08">simulation in Cell Biology Laborat= ory </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">Education. Education Sciences, = 14(3), </span><span class=3D"stl08"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl08">243. </span><a href=3D"https:= //doi.org/10.3390/educsci14030243" target=3D"_blank" style=3D"text-decorati= on:none"><span class=3D"stl261" style=3D"letter-spacing:0.3pt">https://doi.= org/10.3390/ed </span><span class=3D"stl261" style=3D"letter-spacing:0.3pt"= > </span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><a href= =3D"https://doi.org/10.3390/educsci14030243" target=3D"_blank" style=3D"tex= t-decoration:none"><span class=3D"stl09" style=3D"letter-spacing:normal; co= lor:#000000">ucsci14030243 </span><span class=3D"stl09" style=3D"letter-spa= cing:normal; color:#000000"> </span></a></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt= ">Nesbitt, K. T., Blinko=EF=AC=80, E., Golinko=EF=AC=80, R. </span><span cl= ass=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D= "stl01" style=3D"line-height:12pt"><span class=3D"stl08">M. & Hirsh-Pas= ek, K. (2023). Making </span><span class=3D"stl08"> </span></p><p clas= s=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">=E2=80=9D=E2= =80=9D </span><span class=3D"stl07"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D </span><sp= an class=3D"stl07"> </span></p><p class=3D"stl01" style=3D"line-height= :8pt"><span class=3D"stl08" style=3D"font-size:8pt; letter-spacing:-0.05pt"= >Esta revista est</span><span class=3D"stl08" style=3D"font-size:8pt; lette= r-spacing:-3.1pt">a</span><span class=3D"stl08" style=3D"font-size:8pt">=C2= =B4 protegida bajo una licencia Creative Commons en la 4.0 </span><span cla= ss=3D"stl08" style=3D"font-size:8pt"> </span></p><p class=3D"stl01" st= yle=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt">Inter= national. Copia de la licencia: </span><span class=3D"stl08" style=3D"font-= size:8pt"> </span></p><p class=3D"stl01" style=3D"line-height:8pt"><sp= an class=3D"stl08" style=3D"font-size:8pt">http://creativecommons.org/licen= ses/by-nc-sa/4.0/ </span><span class=3D"stl08" style=3D"font-size:8pt"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl07"> </span></p><p c= lass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">=E2=80=9D= =E2=80=9D </span><span class=3D"stl07"> </span></p><p class=3D"stl01" = style=3D"line-height:12pt"><span class=3D"stl07">Predicci</span><span class= =3D"stl07" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl07" styl= e=3D"letter-spacing:0.1pt">=C2=B4n Cient</span><span class=3D"stl07" style= =3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl07">=C4=B1=EF=AC= =81ca </span><span class=3D"stl07"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span 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BoPBYFhpTIXuI+JaCW/vk1lxjl7gVA0qcYl7CZCWCFwQoYM1PmDcuw0+i6i1G19+7erc9dB2jQK= goTK/b2pqir6+Pubm5mLBJ6Ws2NlqMBgMBoPBCLqPnvcVlBKCK0pFDl2sVDRko0zlZXl9H8QNpH= WSVbbo61KpxKVLl7h69Sqe58XXGxFnMBgMBsP7MYLuuiCM+xU6XsAVd2PFkqALvr25uuTLt2lEO= 3CvXLnCmTNnWFhYWOlTNBgMBoPhuufmUgc3JMktFNHnRBlPV97qZiO53SEyOSwuLtLf38/Vq1eR= 0vwRNRgMBoPBYDAYDAaDwXCT878Avfl940tshwcAAAAASUVORK5CYII=3D" width=3D"628" h= eight=3D"887" alt=3D"" style=3D"position:absolute" /></span><span class=3D"= stl07">ISSN: 2602-8085 </span><span class=3D"stl07"> </span></p><p cla= ss=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07" style=3D"lett= er-spacing:-0.05pt">Vol. 9 No. 4, pp. 22 =E2=80=93 39, octubre - diciembre = 2025 </span><span class=3D"stl07" style=3D"letter-spacing:-0.05pt"> </= span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07= " style=3D"letter-spacing:-0.05pt">Revista Multidisciplinar </span><span cl= ass=3D"stl07" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D= "stl01" style=3D"line-height:12pt"><span class=3D"stl07">Art</span><span cl= ass=3D"stl07" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"= stl07">=C4=B1culo Original </span><span class=3D"stl07"> </span></p><p= class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Ramos-Gal= arza, C. (2021). Editorial: Di- </span><span class=3D"stl08"> </span><= /p><p class=3D"stl01" style=3D"line-height:12pt"><a href=3D"https://doi.org= /10.26754/ojs_clio/clio.2022487369" target=3D"_blank" style=3D"text-decorat= ion:none"><span class=3D"stl261" style=3D"letter-spacing:0.25pt">//doi.org/= 10.26754/ojs_clio/cl </span><span class=3D"stl261" style=3D"letter-spacing:= 0.25pt"> </span></a></p><p class=3D"stl01" style=3D"line-height:12pt">= <a href=3D"https://doi.org/10.26754/ojs_clio/clio.2022487369" target=3D"_bl= ank" style=3D"text-decoration:none"><span class=3D"stl33" style=3D"letter-s= pacing:normal; color:#000000">io.2022487369 </span><span class=3D"stl33" st= yle=3D"letter-spacing:normal; color:#000000"> </span></a></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">se</span><span = class=3D"stl08" style=3D"letter-spacing:-5pt">n</span><span class=3D"stl08"= >=CB=9Cos de investigaci</span><span class=3D"stl08" style=3D"letter-spacin= g:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2= =B4n experimental. </span><span class=3D"stl08" style=3D"letter-spacing:0.0= 5pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span c= lass=3D"stl08">CienciAm</span><span class=3D"stl08" style=3D"letter-spacing= :-4.65pt">e</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2= =B4rica 10(1):1-17 </span><a href=3D"http://dx.doi.org/10.33210/ca.v10i1.35= 6" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl261" = style=3D"letter-spacing:0.6pt">http://dx </span><span class=3D"stl261" styl= e=3D"letter-spacing:0.6pt"> </span></a></p><p class=3D"stl01" style=3D= "line-height:12pt"><a href=3D"http://dx.doi.org/10.33210/ca.v10i1.356" targ= et=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl09" style=3D= "letter-spacing:normal; color:#000000">.doi.org/10.33210/ca.v10i1.356 </spa= n><span class=3D"stl09" style=3D"letter-spacing:normal; color:#000000"> = 0;</span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">Salas-Rueda, R. A. (2023). Metodolog</span><span class=3D"stl08"= style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1= a </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D= "line-height:12pt"><span class=3D"stl08">para el dise</span><span class=3D"= stl08" style=3D"letter-spacing:-5pt">n</span><span class=3D"stl08" style=3D= "letter-spacing:0.05pt">=CB=9Co de aplicaciones educati- </span><span class= =3D"stl08" style=3D"letter-spacing:0.05pt"> </span></p><p class=3D"stl= 01" style=3D"line-height:12pt"><span class=3D"stl08">vas y su implementaci<= /span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span cla= ss=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4n en el campo </span><sp= an class=3D"stl08" style=3D"letter-spacing:0.15pt"> </span></p><p clas= s=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">de las matem</= span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span c= lass=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4ticas. Dilemas Contem-= </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">por= </span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span= class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4neos: Educaci</span>= <span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"= stl08" style=3D"letter-spacing:0.1pt">=C2=B4n, Pol</span><span class=3D"stl= 08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4= =B1tica y </span><span class=3D"stl08" style=3D"letter-spacing:-1.1pt">V</s= pan><span class=3D"stl08">alores, </span><span class=3D"stl08"> </span= ></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">9(= 1). </span><a href=3D"https://doi.org/10.46377/dilemas.v11i1.3728" target= =3D"_blank" style=3D"text-decoration:none"><span class=3D"stl261" style=3D"= letter-spacing:0.25pt">https://doi.org/10.46377/d </span><span class=3D"stl= 261" style=3D"letter-spacing:0.25pt"> </span></a></p><p class=3D"stl01= " style=3D"line-height:12pt"><a href=3D"https://doi.org/10.46377/dilemas.v1= 1i1.3728" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"s= tl101" style=3D"letter-spacing:normal; color:#000000">ilemas.v11i1.3728 </s= pan><span class=3D"stl101" style=3D"letter-spacing:normal; color:#000000">&= #xa0;</span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><span cla= ss=3D"stl08" style=3D"letter-spacing:-0.2pt">Ravelo D</span><span class=3D"= stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">= =C4=B1az, Z. (2022). Hebegog</span><span class=3D"stl08" style=3D"letter-sp= acing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a, gno- </span><spa= n class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:= 12pt"><span class=3D"stl08">sis de transici</span><span class=3D"stl08" sty= le=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-sp= acing:0.05pt">=C2=B4n entre la pedagog</span><span class=3D"stl08" style=3D= "letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a y la </= span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">andra= gog</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</sp= an><span class=3D"stl08">=C4=B1a en la formaci</span><span class=3D"stl08" = style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter= -spacing:0.1pt">=C2=B4n del adoles- </span><span class=3D"stl08" style=3D"l= etter-spacing:0.1pt"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">cente. HOLO= PRAXIS. Revista de Cien- </span><span class=3D"stl08" style=3D"letter-spaci= ng:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt">= <span class=3D"stl08" style=3D"letter-spacing:-0.1pt">cia, Tecnolog</span><= span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span cl= ass=3D"stl08" style=3D"letter-spacing:-0.1pt">=C4=B1a e Innovaci</span><spa= n class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl0= 8" style=3D"letter-spacing:1pt">=C2=B4</span><span class=3D"stl08">n, 6(1),= 73=E2=80=9392. </span><span class=3D"stl08"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><a href=3D"https://revista.uniandes.edu.ec= /ojs/index.php/holopraxis/article/view/2993" target=3D"_blank" style=3D"tex= t-decoration:none"><span class=3D"stl261" style=3D"letter-spacing:0.25pt">h= ttps://revista.uniandes.edu.e </span><span class=3D"stl261" style=3D"letter= -spacing:0.25pt"> </span></a></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><a href=3D"https://revista.uniandes.edu.ec/ojs/index.php/holopraxi= s/article/view/2993" target=3D"_blank" style=3D"text-decoration:none"><span= class=3D"stl261" style=3D"letter-spacing:0.25pt">c/ojs/index.php/holopraxi= s/art </span><span class=3D"stl261" style=3D"letter-spacing:0.25pt"> <= /span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><a href=3D"http= s://revista.uniandes.edu.ec/ojs/index.php/holopraxis/article/view/2993" tar= get=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl09" style= =3D"letter-spacing:normal; color:#000000">icle/view/2993 </span><span class= =3D"stl09" style=3D"letter-spacing:normal; color:#000000"> </span></a>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" sty= le=3D"letter-spacing:-0.05pt">Smyrnova, I. M., Kononenko, A. H. & </spa= n><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><= p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Knysh, S= . I. (2023). Formation of digital </span><span class=3D"stl08"> </span= ></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">co= mpetence in students of higher educa- </span><span class=3D"stl08"> </= span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08= " style=3D"letter-spacing:-0.05pt">tion. Innovate Pedagogy, 2(56), 134=E2= =80=93137. </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">&#= xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><a href=3D"htt= ps://doi.org/10.32782/2663-6085/2023/56.2.29" target=3D"_blank" style=3D"te= xt-decoration:none"><span class=3D"stl136" style=3D"color:#000000">https://= doi.org/10.32782/2663-6 </span><span class=3D"stl136" style=3D"color:#00000= 0"> </span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><a hr= ef=3D"https://doi.org/10.32782/2663-6085/2023/56.2.29" target=3D"_blank" st= yle=3D"text-decoration:none"><span class=3D"stl33" style=3D"letter-spacing:= normal; color:#000000">085/2023/56.2.29 </span><span class=3D"stl33" style= =3D"letter-spacing:normal; color:#000000"> </span></a></p><p class=3D"= stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spa= cing:-0.15pt">Reen, F. J., Jump, O., McEvoy, G., </span><span class=3D"stl0= 8" style=3D"letter-spacing:-0.15pt"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05= pt">McSharry, B. </span><span class=3D"stl08" style=3D"letter-spacing:-1.2p= t">P</span><span class=3D"stl08">.</span><span class=3D"stl08" style=3D"let= ter-spacing:-0.1pt">, Morgan, J., Murphy, D., </span><span class=3D"stl08" = style=3D"letter-spacing:-0.1pt"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">. . .</span><span class=3D"stl0= 8"> </span><span class=3D"stl08">Supple, B. (2024). Students informed = </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08">development of virtual reality simul= ations </span><span class=3D"stl08"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl08">for teaching and learning in = the molecu- </span><span class=3D"stl08"> </span></p><p class=3D"stl01= " style=3D"line-height:12pt"><span class=3D"stl08">lar sciences. Journal of= Biological Educa- </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">tion, 1=E2=80= =9317. </span><a href=3D"https://doi.org/10.1080/00219266.2024.2386250" tar= get=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl261" style= =3D"letter-spacing:0.1pt">https://doi.org/10.108 </span><span class=3D"stl2= 61" style=3D"letter-spacing:0.1pt"> </span></a></p><p class=3D"stl01" = style=3D"line-height:12pt"><a href=3D"https://doi.org/10.1080/00219266.2024= .2386250" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"s= tl09" style=3D"letter-spacing:normal; color:#000000">0/00219266.2024.238625= 0 </span><span class=3D"stl09" style=3D"letter-spacing:normal; color:#00000= 0"> </span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><span= class=3D"stl08">=C2=B4</span></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><span class=3D"stl08">Su</span><span class=3D"stl08" style=3D"letter-s= pacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.05p= t">=C2=B4rez-Guerrero, C., San Mart</span><span class=3D"stl08" style=3D"le= tter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1n Alonso, A.= </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"= line-height:12pt"><span class=3D"stl08">& Limaymanta, C. (2022). Estado= y dise- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><span class=3D"stl08">minaci</span><span class=3D= "stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style= =3D"letter-spacing:0.05pt">=C2=B4n del conectivismo. An</span><span class= =3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" s= tyle=3D"letter-spacing:0.1pt">=C2=B4lisis bi- </span><span class=3D"stl08" = style=3D"letter-spacing:0.1pt"> </span></p><p class=3D"stl01" style=3D= "line-height:12pt"><span class=3D"stl08">bliom</span><span class=3D"stl08" = style=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08">=C2=B4trico.= Education in the Knowled- </span><span class=3D"stl08"> </span></p><p= class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">ge Societ= y (EKS), (23), e28212. </span><a href=3D"https://doi.org/10.14201/eks.28212= " target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl138" s= tyle=3D"color:#000000">https: </span><span class=3D"stl138" style=3D"color:= #000000"> </span></a></p><p class=3D"stl01" style=3D"line-height:12pt"= ><a href=3D"https://doi.org/10.14201/eks.28212" target=3D"_blank" style=3D"= text-decoration:none"><span class=3D"stl33" style=3D"letter-spacing:normal;= color:#000000">//doi.org/10.14201/eks.28212 </span><span class=3D"stl33" s= tyle=3D"letter-spacing:normal; color:#000000"> </span></a></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter= -spacing:-0.05pt">Revisionvillage. (2024). IB Biology SL. Past </span><span= class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter= -spacing:-0.05pt">Papers. </span><a href=3D"https://www.revisionvillage.com= /ib-biology/sl/past-papers/" target=3D"_blank" style=3D"text-decoration:non= e"><span class=3D"stl261" style=3D"letter-spacing:0.3pt">https://www.revisi= onvill </span><span class=3D"stl261" style=3D"letter-spacing:0.3pt"> <= /span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><a href=3D"http= s://www.revisionvillage.com/ib-biology/sl/past-papers/" target=3D"_blank" s= tyle=3D"text-decoration:none"><span class=3D"stl261" style=3D"letter-spacin= g:0.25pt">age.com/ib-biology/sl/past-pap </span><span class=3D"stl261" styl= e=3D"letter-spacing:0.25pt"> </span></a></p><p class=3D"stl01" style= =3D"line-height:12pt"><a href=3D"https://www.revisionvillage.com/ib-biology= /sl/past-papers/" target=3D"_blank" style=3D"text-decoration:none"><span cl= ass=3D"stl33" style=3D"letter-spacing:normal; color:#000000">ers/ </span><s= pan class=3D"stl33" style=3D"letter-spacing:normal; color:#000000"> </= span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08" style=3D"letter-spacing:-0.15pt">Tang, J., Riley, W. 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Journ= al of Advan- </span><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">&= #xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">ces in Modeling Earth Systems, 13(10), </span><span class=3D"stl= 08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cl= ass=3D"stl08">e2021MS002469. </span><a href=3D"https://doi.org/10.1029/2021= MS002469" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"s= tl261" style=3D"letter-spacing:0.4pt">https://doi.org/ </span><span class= =3D"stl261" style=3D"letter-spacing:0.4pt"> </span></a></p><p class=3D= "stl01" style=3D"line-height:12pt"><a href=3D"https://doi.org/10.1029/2021M= S002469" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"st= l33" style=3D"letter-spacing:normal; color:#000000">10.1029/2021MS002469 </= span><span class=3D"stl33" style=3D"letter-spacing:normal; color:#000000">&= #xa0;</span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><span cla= ss=3D"stl08">Robles Ortega, D. A., Hern</span><span class=3D"stl08" style= =3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08">=C2=B4ndez Rosale= s, </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">M. J., Mendoza Chavarria, </spa= n><span class=3D"stl08" style=3D"letter-spacing:-1.3pt">V</span><span class= =3D"stl08">. C. & Gua</span><span class=3D"stl08" style=3D"letter-spaci= ng:-5pt">n</span><span class=3D"stl08" style=3D"letter-spacing:1pt">=CB=9Ca= </span><span class=3D"stl08" style=3D"letter-spacing:1pt"> </span></p= ><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style= =3D"letter-spacing:-0.05pt">Moya, J. (2022). La educaci</span><span class= =3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" styl= e=3D"letter-spacing:0.1pt">=C2=B4n tradicional </span><span class=3D"stl08"= style=3D"letter-spacing:0.1pt"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt= ">vs La educaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o= </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n virtua= l. Recimundo, 6(4), </span><span class=3D"stl08" style=3D"letter-spacing:0.= 05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span = class=3D"stl08">689=E2=80=93698. </span><a href=3D"http://dx.doi.org/10.268= 20/recimundo/6.(4).octubre.2022.689-698" target=3D"_blank" style=3D"text-de= coration:none"><span class=3D"stl261" style=3D"letter-spacing:0.15pt">http:= //dx.doi.org/10.26 </span><span class=3D"stl261" style=3D"letter-spacing:0.= 15pt"> </span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><a= href=3D"http://dx.doi.org/10.26820/recimundo/6.(4).octubre.2022.689-698" t= arget=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl136" styl= e=3D"color:#000000">820/recimundo/6.(4).octubre.202 </span><span class=3D"s= tl136" style=3D"color:#000000"> </span></a></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><a href=3D"http://dx.doi.org/10.26820/recimundo/6.(4= ).octubre.2022.689-698" target=3D"_blank" style=3D"text-decoration:none"><s= pan class=3D"stl245" style=3D"color:#000000">2.689-698 </span><span class= =3D"stl245" style=3D"color:#000000"> </span></a></p><p class=3D"stl01"= style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-= 0.1pt">Towner, E., Chierchia, G. & Blakemore, S. </span><span class=3D"= stl08" style=3D"letter-spacing:-0.1pt"> </span></p><p class=3D"stl01" = style=3D"line-height:12pt"><span class=3D"stl08">J. (2023). Sensitivity and= speci=EF=AC=81city in af- </span><span class=3D"stl08"> </span></p><p= class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">fective a= nd social learning in adolescence. </span><span class=3D"stl08"> </spa= n></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" s= tyle=3D"letter-spacing:-0.05pt">Trends in Cognitive Sciences, 27(7), 642- <= /span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span><= /p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">655.= </span><a href=3D"https://doi.org/10.1016/j.tics.2023.04.002" target=3D"_b= lank" style=3D"text-decoration:none"><span class=3D"stl261" style=3D"letter= -spacing:0.3pt">https://doi.org/10.1016/j. </span><span class=3D"stl261" st= yle=3D"letter-spacing:0.3pt"> </span></a></p><p class=3D"stl01" style= =3D"line-height:12pt"><a href=3D"https://doi.org/10.1016/j.tics.2023.04.002= " target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl33" st= yle=3D"letter-spacing:normal; color:#000000">tics.2023.04.002 </span><span = class=3D"stl33" style=3D"letter-spacing:normal; color:#000000"> </span= ></a></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08= ">Rubio-Campillo, X. (2022). Identi=EF=AC=81caci</span><span class=3D"stl08= " style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"lett= er-spacing:1pt">=C2=B4n </span><span class=3D"stl08" style=3D"letter-spacin= g:1pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span= class=3D"stl08">computacional de tem</span><span class=3D"stl08" style=3D"= letter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spaci= ng:0.05pt">=C2=B4ticas hist</span><span class=3D"stl08" style=3D"letter-spa= cing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.2pt">=C2= =B4ricas en </span><span class=3D"stl08" style=3D"letter-spacing:0.2pt">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"= stl08" style=3D"letter-spacing:-0.05pt">contextos de aprendizaje informal: = el caso </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> = ;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"st= l08">de los juegos de mesa. Cl</span><span class=3D"stl08" style=3D"letter-= spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1o, (48). </span><= a href=3D"https://doi.org/10.26754/ojs_clio/clio.2022487369" target=3D"_bla= nk" style=3D"text-decoration:none"><span class=3D"stl33" style=3D"letter-sp= acing:normal; color:#000000">https: </span><span class=3D"stl33" style=3D"l= etter-spacing:normal; color:#000000"> </span></a></p><p class=3D"stl01= " style=3D"line-height:12pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D </spa= n><span class=3D"stl07"> </span></p><p class=3D"stl01" style=3D"line-h= eight:12pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"= stl07"> </span></p><p class=3D"stl01" style=3D"line-height:8pt"><span = class=3D"stl08" style=3D"font-size:8pt; letter-spacing:-0.05pt">Esta revist= a est</span><span class=3D"stl08" style=3D"font-size:8pt; letter-spacing:-3= .1pt">a</span><span class=3D"stl08" style=3D"font-size:8pt">=C2=B4 protegid= a bajo una licencia Creative Commons en la 4.0 </span><span class=3D"stl08"= style=3D"font-size:8pt"> </span></p><p class=3D"stl01" style=3D"line-= height:8pt"><span class=3D"stl08" style=3D"font-size:8pt">International. Co= pia de la licencia: </span><span class=3D"stl08" style=3D"font-size:8pt">&#= xa0;</span></p><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"= stl08" style=3D"font-size:8pt">http://creativecommons.org/licenses/by-nc-sa= /4.0/ </span><span class=3D"stl08" style=3D"font-size:8pt"> </span></p= ><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">=E2=80= =9D=E2=80=9D </span><span class=3D"stl07"> </span></p><p class=3D"stl0= 1" style=3D"line-height:12pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D </sp= an><span class=3D"stl07"> </span></p><p class=3D"stl01" style=3D"line-= height:12pt"><span class=3D"stl07">Predicci</span><span class=3D"stl07" sty= le=3D"letter-spacing:-5pt">o</span><span class=3D"stl07" style=3D"letter-sp= acing:0.1pt">=C2=B4n Cient</span><span class=3D"stl07" style=3D"letter-spac= ing:-3.65pt">=C2=B4</span><span class=3D"stl07">=C4=B1=EF=AC=81ca </span><s= pan class=3D"stl07"> </span></p><p class=3D"stl01" style=3D"line-heigh= t:12pt"><span 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NlqMBgMBoPBCLqPnvcVlBKCK0pFDl2sVDRko0zlZXl9H8QNpHWSVbbo61KpxKVLl7h69Sqe58XX= GxFnMBgMBsP7MYLuuiCM+xU6XsAVd2PFkqALvr25uuTLt2lEO3CvXLnCmTNnWFhYWOlTNBgMBoP= huufmUgc3JMktFNHnRBlPV97qZiO53SEyOSwuLtLf38/Vq1eR0vwRNRgMBoPBYDAYDAaDwXCT87= 8Avfl940tshwcAAAAASUVORK5CYII=3D" width=3D"628" height=3D"887" alt=3D"" sty= le=3D"position:absolute" /></span><span class=3D"stl07">ISSN: 2602-8085 </s= pan><span class=3D"stl07"> </span></p><p class=3D"stl01" style=3D"line= -height:12pt"><span class=3D"stl07" style=3D"letter-spacing:-0.05pt">Vol. 9= No. 4, pp. 22 =E2=80=93 39, octubre - diciembre 2025 </span><span class=3D= "stl07" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01= " style=3D"line-height:12pt"><span class=3D"stl07" style=3D"letter-spacing:= -0.05pt">Revista Multidisciplinar </span><span class=3D"stl07" style=3D"let= ter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><span class=3D"stl07">Art</span><span class=3D"stl07" style=3D"let= ter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl07">=C4=B1culo Original= </span><span class=3D"stl07"> </span></p><p class=3D"stl01" style=3D"= line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">Tri= yanto, S. A., Wahidin, W., Hartania, N.,</span><span class=3D"stl08"> = </span><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">Zulyusri, Z., = Desy, D., Santosa, T. A., & Yu- </span><span class=3D"stl08" style=3D"l= etter-spacing:-0.1pt"> </span></p><p class=3D"stl01" style=3D"line-hei= ght:12pt"><span class=3D"stl08">Solihat, A. </span><span class=3D"stl08" st= yle=3D"letter-spacing:1.8pt">&</span><span class=3D"stl08">Sutrisno, S.= (2022). Blended </span><span class=3D"stl08"> </span></p><p class=3D"= stl01" style=3D"line-height:12pt"><span class=3D"stl08">problem-based learn= ing with integrated </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">social media-ba= sed learning media in im- </span><span class=3D"stl08"> </span></p><p = class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"l= etter-spacing:-0.05pt">proving students=E2=80=99 critical thinking skills. = </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Bio= sfer: Jurnal Pendidika</span><span class=3D"stl08" style=3D"letter-spacing:= 1.8pt">n</span><span class=3D"stl08">Biologi, 15(2), </span><span class=3D"= stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span= class=3D"stl08">242=E2=80=93254. </span><a href=3D"https://doi.org/10.2100= 9/biosferjpb.25792" target=3D"_blank" style=3D"text-decoration:none"><span = class=3D"stl261" style=3D"letter-spacing:0.4pt">https://doi.org/10.210 </sp= an><span class=3D"stl261" style=3D"letter-spacing:0.4pt"> </span></a><= /p><p class=3D"stl01" style=3D"line-height:12pt"><a href=3D"https://doi.org= /10.21009/biosferjpb.25792" target=3D"_blank" style=3D"text-decoration:none= "><span class=3D"stl225" style=3D"letter-spacing:normal; color:#000000">09/= biosferjpb.25792 </span><span class=3D"stl225" style=3D"letter-spacing:norm= al; color:#000000"> </span></a></p><p class=3D"stl01" style=3D"line-he= ight:12pt"><span class=3D"stl08">lianti, S. (2022). Meta-analysis: The ef- = </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08">fect of the technological pedagogica= l con- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.1p= t">tent knowledge (TPACK) model through </span><span class=3D"stl08" style= =3D"letter-spacing:-0.1pt"> </span></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><span class=3D"stl08">online learning on Biology learning ou= t- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">comes, learning e=EF=AC=80ectiv= eness, and 21st </span><span class=3D"stl08"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spac= ing:-0.05pt">century competencies of post-COVID-19 </span><span class=3D"st= l08" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.= 05pt">Students and Teachers. International Jour- </span><span class=3D"stl0= 8" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05= pt">nal of Progressive Sciences and Techno- </span><span class=3D"stl08" st= yle=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D= "line-height:12pt"><span class=3D"stl08">logies, 34(2), 285-294. </span><a = href=3D"https://doi.org/10.52155/ijpsat.v34.2.4631" target=3D"_blank" style= =3D"text-decoration:none"><span class=3D"stl261" style=3D"letter-spacing:0.= 4pt">https://doi. </span><span class=3D"stl261" style=3D"letter-spacing:0.4= pt"> </span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><a h= ref=3D"https://doi.org/10.52155/ijpsat.v34.2.4631" target=3D"_blank" style= =3D"text-decoration:none"><span class=3D"stl33" style=3D"letter-spacing:nor= mal; color:#000000">org/10.52155/ijpsat.v34.2.4631 </span><span class=3D"st= l33" style=3D"letter-spacing:normal; color:#000000"> </span></a></p><p= class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"= letter-spacing:-0.05pt">Varguillas, C. (2023). TIC y educaci</span><span cl= ass=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" s= tyle=3D"letter-spacing:0.25pt">=C2=B4n con- </span><span class=3D"stl08" st= yle=3D"letter-spacing:0.25pt"> </span></p><p class=3D"stl01" style=3D"= line-height:12pt"><span class=3D"stl08">tempor</span><span class=3D"stl08" = style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08">=C2=B4nea. E= ditorial Unach. </span><a href=3D"https://doi.org/10.37135/u.editorial.05.1= 07" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl261"= style=3D"letter-spacing:0.95pt">https: </span><span class=3D"stl261" style= =3D"letter-spacing:0.95pt"> </span></a></p><p class=3D"stl01" style=3D= "line-height:12pt"><a href=3D"https://doi.org/10.37135/u.editorial.05.107" = target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl261" sty= le=3D"letter-spacing:0.25pt">//doi.org/10.37135/u.editorial </span><span cl= ass=3D"stl261" style=3D"letter-spacing:0.25pt"> </span></a></p><p clas= s=3D"stl01" style=3D"line-height:12pt"><a href=3D"https://doi.org/10.37135/= u.editorial.05.107" target=3D"_blank" style=3D"text-decoration:none"><span = class=3D"stl09" style=3D"letter-spacing:normal; color:#000000">.05.107 </sp= an><span class=3D"stl09" style=3D"letter-spacing:normal; color:#000000">&#x= a0;</span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08" style=3D"letter-spacing:-0.05pt">Villada, J. & Velasquez, J.= (2023). =C2=BFPuede </span><span class=3D"stl08" style=3D"letter-spacing:-= 0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><spa= n class=3D"stl08">la pertenencia al grupo explicar la para- </span><span cl= ass=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt= "><span class=3D"stl08">doja de la imitaci</span><span class=3D"stl08" styl= e=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spa= cing:0.05pt">=C2=B4n? Fidelidad y =EF=AC=82exibi- </span><span class=3D"stl= 08" style=3D"letter-spacing:0.05pt"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl08">lidad, dos caracter</span><sp= an class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span clas= s=3D"stl08" style=3D"letter-spacing:-0.05pt">=C4=B1sticas del aprendizaje <= /span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span><= /p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">cult= ural. Electronic Journal of Research in </span><span class=3D"stl08"> = </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl= 08" style=3D"letter-spacing:-0.05pt">Education Psychology, 21(61), 619-644.= </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span= ></p><p class=3D"stl01" style=3D"line-height:12pt"><a href=3D"https://doi.o= rg/10.25115/ejrep.v21i61.7785" target=3D"_blank" style=3D"text-decoration:n= one"><span class=3D"stl261" style=3D"letter-spacing:0.25pt">https://doi.org= /10.25115/ejrep </span><span class=3D"stl261" style=3D"letter-spacing:0.25p= t"> </span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><a hr= ef=3D"https://doi.org/10.25115/ejrep.v21i61.7785" target=3D"_blank" style= =3D"text-decoration:none"><span class=3D"stl09" style=3D"letter-spacing:nor= mal; color:#000000">.v21i61.7785 </span><span class=3D"stl09" style=3D"lett= er-spacing:normal; color:#000000"> </span></a></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.= 1pt">Wassinger, C. A., Owens, B., Boynewicz, </span><span class=3D"stl08" s= tyle=3D"letter-spacing:-0.1pt"> </span></p><p class=3D"stl01" style=3D= "line-height:12pt"><span class=3D"stl08">K., & Williams, D. A. (2022). = Flip- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span class=3D"stl08">ped classroom versus tradition= al teaching </span><span class=3D"stl08"> </span></p><p class=3D"stl01= " style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:= -0.05pt">methods within musculoskeletal physi- </span><span class=3D"stl08"= style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt= ">cal therapy: a case report. Physiotherapy </span><span class=3D"stl08" st= yle=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D= "line-height:12pt"><span class=3D"stl08">Theory and Practice, 38(13), 3169-= 3179. </span><span class=3D"stl08"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><a href=3D"https://doi.org/10.1080/09593985.2021.194= 1457" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl26= 1" style=3D"letter-spacing:0.25pt">https://doi.org/10.1080/095939 </span><s= pan class=3D"stl261" style=3D"letter-spacing:0.25pt"> </span></a></p><= p class=3D"stl01" style=3D"line-height:12pt"><a href=3D"https://doi.org/10.= 1080/09593985.2021.1941457" target=3D"_blank" style=3D"text-decoration:none= "><span class=3D"stl09" style=3D"letter-spacing:normal; color:#000000">85.2= 021.1941457 </span><span class=3D"stl09" style=3D"letter-spacing:normal; co= lor:#000000"> </span></a></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><span class=3D"stl08" style=3D"letter-spacing:-1.2pt">Y</span><span cl= ass=3D"stl08">a</span><span class=3D"stl08" style=3D"letter-spacing:-0.1pt"= >mamoto, T., Weitemier, A., & Kuroka- </span><span class=3D"stl08" styl= e=3D"letter-spacing:-0.1pt"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl08">wa, M. (2023). Smartphone-enabled web= - </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D= "line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">b= ased simulation of Cellular Neurophy- </span><span class=3D"stl08" style=3D= "letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-= height:12pt"><span class=3D"stl08">siology for laboratory courses and its <= /span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl08">e=EF=AC=80ectiveness. Journal of Unde= rgraduate </span><span class=3D"stl08"> </span></p><p class=3D"stl01" = style=3D"line-height:12pt"><span class=3D"stl08">Neuroscience Education, 21= (2), A151- </span><span class=3D"stl08"> </span></p><p class=3D"stl01"= style=3D"line-height:12pt"><span class=3D"stl08">A158. </span><a href=3D"h= ttps://doi.org/10.59390/rcvf6232" target=3D"_blank" style=3D"text-decoratio= n:none"><span class=3D"stl261" style=3D"letter-spacing:0.5pt">https://doi.o= rg/10.59390 </span><span class=3D"stl261" style=3D"letter-spacing:0.5pt">&#= xa0;</span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><a href=3D= "https://doi.org/10.59390/rcvf6232" target=3D"_blank" style=3D"text-decorat= ion:none"><span class=3D"stl09" style=3D"letter-spacing:normal; color:#0000= 00">/rcvf6232 </span><span class=3D"stl09" style=3D"letter-spacing:normal; = color:#000000"> </span></a></p><p class=3D"stl01" style=3D"line-height= :12pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl07= "> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span clas= s=3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl07"> </span></= p><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" style= =3D"font-size:8pt; letter-spacing:-0.05pt">Esta revista est</span><span cla= ss=3D"stl08" style=3D"font-size:8pt; letter-spacing:-3.1pt">a</span><span c= lass=3D"stl08" style=3D"font-size:8pt">=C2=B4 protegida bajo una licencia C= reative Commons en la 4.0 </span><span class=3D"stl08" style=3D"font-size:8= pt"> </span></p><p class=3D"stl01" style=3D"line-height:8pt"><span cla= ss=3D"stl08" style=3D"font-size:8pt">International. Copia de la licencia: <= /span><span class=3D"stl08" style=3D"font-size:8pt"> </span></p><p cla= ss=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-= size:8pt">http://creativecommons.org/licenses/by-nc-sa/4.0/ </span><span cl= ass=3D"stl08" style=3D"font-size:8pt"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D </span><= span class=3D"stl07"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl= 07"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cl= ass=3D"stl07">Predicci</span><span class=3D"stl07" style=3D"letter-spacing:= -5pt">o</span><span class=3D"stl07" style=3D"letter-spacing:0.1pt">=C2=B4n = Cient</span><span class=3D"stl07" style=3D"letter-spacing:-3.65pt">=C2=B4</= span><span class=3D"stl07">=C4=B1=EF=AC=81ca </span><span class=3D"stl07">&= #xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl07">P</span><span class=3D"stl07" style=3D"letter-spacing:-4.65pt">a= </span><span class=3D"stl07" style=3D"letter-spacing:0.1pt">=C2=B4gina 39- = 39 </span><span class=3D"stl07" style=3D"letter-spacing:0.1pt"> </span= ></p><p style=3D"line-height:12pt"><a href=3D"https://doi.org/10.21009/bios= ferjpb.25792" target=3D"_blank" style=3D"text-decoration:none"><img src=3D"= data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAnQAAANkCAYAAAA+yLfgAAAABHNCS= VQICAgIfAhkiAAAAAlwSFlzAAAOxAAADsQBlSsOGwAACFlJREFUeJztwTEBAAAAwqD1T20ND6AA= AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA= AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA= AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA= AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA= AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA= 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" alt="" class="stl_04" /> </div> <div class="stl_view"> <div class="stl_05 stl_06"> <div class="stl_01" style="left:23.443em;top:1.219em;"><span class="stl_07 stl_08 stl_09">ISSN: 2602-8085  </span></div> <div class="stl_01" style="left:23.443em;top:2.4229em;"><span class="stl_07 stl_08 stl_10" style="word-spacing:0.0381em;">Vol. 9 No. 4, pp. 22 – 39, octubre - diciembre 2025  </span></div> <div class="stl_01" style="left:23.443em;top:3.6267em;"><span class="stl_07 stl_08 stl_11" style="word-spacing:0.0062em;">Revista Multidisciplinar  </span></div> <div class="stl_01" style="left:23.443em;top:4.8205em;z-index:82;"><span class="stl_07 stl_08 stl_12">Art</span><span class="stl_07 stl_08 stl_13">´</span><span class="stl_07 stl_08 stl_14" style="word-spacing:-0.0036em;">ıculo Original  </span></div> <div class="stl_01" style="left:7.0799em;top:10.6611em;z-index:134;"><span class="stl_50 stl_08 stl_208" style="word-spacing:-0.0258em;">res web en neurofisiolog</span><span class="stl_50 stl_08 stl_82">´</span><span class="stl_50 stl_08 stl_161" style="word-spacing:-0.0188em;">ıa celular, se eval</span><span class="stl_50 stl_08 stl_221">u</span><span class="stl_50 stl_08 stl_252">´a</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.4989em;"> </span><span class="stl_50 stl_08 stl_45" style="word-spacing:0.0063em;">De manera similar, un estudio reciente ana-  </span></div> <div class="stl_01" style="left:7.0799em;top:12.0455em;z-index:1500;"><span class="stl_50 stl_08 stl_118" style="word-spacing:-0.0167em;">a un grupo de estudiantes sobre la aceptabi-</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5828em;"> </span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0995em;">liza la percepci</span><span class="stl_50 stl_08 stl_59">o</span><span class="stl_50 stl_08 stl_57" style="word-spacing:0.0905em;">´n de 400 estudiantes y 12  </span></div> <div class="stl_01" style="left:7.0799em;top:13.4299em;z-index:190;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0416em;">lidad antes y despu</span><span class="stl_50 stl_08 stl_67">e</span><span class="stl_50 stl_08 stl_100" style="word-spacing:0.0344em;">´s de usar el simulador;</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5795em;"> </span><span class="stl_50 stl_08 stl_219" style="word-spacing:-0.0113em;">profesores sobre el uso de simulaciones vir-  </span></div> <div class="stl_01" style="left:7.0799em;top:14.8143em;z-index:1588;"><span class="stl_50 stl_08 stl_168" style="word-spacing:0.0359em;">muestra que antes de la aplicaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_42" style="word-spacing:-0.0471em;">´n, el 50 %</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5623em;"> </span><span class="stl_50 stl_08 stl_81" style="word-spacing:-0.0378em;">tuales en el aprendizaje de Biolog</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_38" style="word-spacing:-0.032em;">ıa Celular,  </span></div> <div class="stl_01" style="left:7.0799em;top:16.2086em;"><span class="stl_50 stl_08 stl_72" style="word-spacing:0.0897em;">de los participantes estaba “muy de acuer-</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5845em;"> </span><span class="stl_50 stl_08 stl_117" style="word-spacing:-0.0092em;">tomando en cuenta la usabilidad, desarrollo  </span></div> <div class="stl_01" style="left:7.0799em;top:17.593em;"><span class="stl_50 stl_08 stl_24" style="word-spacing:0.0245em;">do” y “algo de acuerdo”, mientras que des-</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5837em;"> </span><span class="stl_50 stl_08 stl_132" style="word-spacing:0.0696em;">actitudinal, apoyo al aprendizaje e impacto  </span></div> <div class="stl_01" style="left:7.0799em;top:18.9674em;z-index:351;"><span class="stl_50 stl_08 stl_09">pu</span><span class="stl_50 stl_08 stl_67">e</span><span class="stl_50 stl_08 stl_96" style="word-spacing:-0.0051em;">´s de usar el simulador, la aceptaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_189" style="word-spacing:-0.0597em;">´n au-</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5556em;"> </span><span class="stl_50 stl_08 stl_43" style="word-spacing:0.0525em;">y beneficio de las simulaciones de Labster,  </span></div> <div class="stl_01" style="left:7.0799em;top:20.3518em;z-index:361;"><span class="stl_50 stl_08 stl_09">ment</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_184" style="word-spacing:-0.0522em;">´ al 90 %. Para validar estos resultados,</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5856em;"> </span><span class="stl_50 stl_08 stl_149" style="word-spacing:-0.0344em;">donde el 90 % de los estudiantes consideran  </span></div> <div class="stl_01" style="left:7.0799em;top:21.7362em;z-index:1781;"><span class="stl_50 stl_08 stl_80" style="word-spacing:0.0353em;">se aplica la prueba “t” pareada, obteniendo</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5826em;"> </span><span class="stl_50 stl_08 stl_69" style="word-spacing:-0.0307em;">que las simulaciones son atractivas y f</span><span class="stl_50 stl_08 stl_67">a</span><span class="stl_50 stl_08 stl_105">´ciles  </span></div> <div class="stl_01" style="left:7.0799em;top:23.1305em;"><span class="stl_50 stl_08 stl_219" style="word-spacing:0.1682em;">un valor p ¡0.01, lo que indica diferencia</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5859em;"> </span><span class="stl_50 stl_08 stl_108" style="word-spacing:0.0055em;">de usar (Navarro et al., 2024).  </span></div> <div class="stl_01" style="left:7.0799em;top:24.5049em;z-index:492;"><span class="stl_50 stl_08 stl_72" style="word-spacing:0.0588em;">significativa en la aplicaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_60" style="word-spacing:0.0373em;">´n de esta herra-  </span></div> <div class="stl_01" style="left:25.2183em;top:25.4904em;"><span class="stl_50 stl_08 stl_184" style="word-spacing:0.006em;">Para finalizar, en otro estudio realizado, pa-  </span></div> <div class="stl_01" style="left:7.0799em;top:25.8893em;z-index:540;"><span class="stl_50 stl_08 stl_86" style="word-spacing:0.1735em;">mienta digital en el aprendizaje. Adem</span><span class="stl_50 stl_08 stl_67">a</span><span class="stl_50 stl_08 stl_253">´s,  </span></div> <div class="stl_01" style="left:25.2183em;top:26.8648em;z-index:1877;"><span class="stl_50 stl_08 stl_33" style="word-spacing:-0.052em;">ra comparar m</span><span class="stl_50 stl_08 stl_67">e</span><span class="stl_50 stl_08 stl_210" style="word-spacing:-0.0631em;">´todos de ense</span><span class="stl_50 stl_08 stl_59">n</span><span class="stl_50 stl_08 stl_138" style="word-spacing:-0.0659em;">˜anza tradicio-  </span></div> <div class="stl_01" style="left:7.0799em;top:27.2837em;"><span class="stl_50 stl_08 stl_118" style="word-spacing:0.0657em;">los participantes indican que la funcionali-  </span></div> <div class="stl_01" style="left:25.2183em;top:28.2592em;"><span class="stl_50 stl_08 stl_80" style="word-spacing:0.0755em;">nales y simulaciones computarizadas en la  </span></div> <div class="stl_01" style="left:7.0799em;top:28.6581em;z-index:616;"><span class="stl_50 stl_08 stl_63" style="word-spacing:-0.0687em;">dad de esta herramienta es positiva en t</span><span class="stl_50 stl_08 stl_67">e</span><span class="stl_50 stl_08 stl_254">´rmi-  </span></div> <div class="stl_01" style="left:25.2183em;top:29.6336em;z-index:1943;"><span class="stl_50 stl_08 stl_33">conceptualizaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_106" style="word-spacing:0.1191em;">´n de la ley de Ohm, don-  </span></div> <div class="stl_01" style="left:7.0799em;top:30.0524em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0773em;">nos de utilidad, con un indicador del 80</span><span class="stl_50 stl_08 stl_09" style="word-spacing:-0.083em;"> </span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0773em;">%  </span></div> <div class="stl_01" style="left:25.2183em;top:31.018em;z-index:1993;"><span class="stl_50 stl_08 stl_33" style="word-spacing:-0.0083em;">de tiene lugar pruebas antes y despu</span><span class="stl_50 stl_08 stl_67">e</span><span class="stl_50 stl_08 stl_255" style="word-spacing:-0.0455em;">´s de la  </span></div> <div class="stl_01" style="left:7.0799em;top:31.4369em;"><span class="stl_50 stl_08 stl_23" style="word-spacing:0.0403em;">de las respuestas positivas, lo que refleja la  </span></div> <div class="stl_01" style="left:25.2183em;top:32.4023em;z-index:2010;"><span class="stl_50 stl_08 stl_78">intervenci</span><span class="stl_50 stl_08 stl_59">o</span><span class="stl_50 stl_08 stl_159" style="word-spacing:0.0504em;">´n de simulaciones computariza-  </span></div> <div class="stl_01" style="left:7.0799em;top:32.8113em;z-index:702;"><span class="stl_50 stl_08 stl_09">aceptaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_97" style="word-spacing:-0.0015em;">´n de simuladores web en entornos  </span></div> <div class="stl_01" style="left:25.2183em;top:33.7967em;"><span class="stl_50 stl_08 stl_63" style="word-spacing:0.1058em;">das a 120 estudiantes de la ciudad de Do-  </span></div> <div class="stl_01" style="left:7.0799em;top:34.1957em;z-index:755;"><span class="stl_50 stl_08 stl_152" style="word-spacing:0.0338em;">de ense</span><span class="stl_50 stl_08 stl_26">n</span><span class="stl_50 stl_08 stl_178" style="word-spacing:0.0234em;">˜anza tradicional (</span><span class="stl_50 stl_08 stl_134">Y</span><span class="stl_50 stl_08 stl_09">a</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0345em;">mamoto et al.,  </span></div> <div class="stl_01" style="left:25.2183em;top:35.1811em;"><span class="stl_50 stl_08 stl_80" style="word-spacing:0.1552em;">doma. Los resultados de las pruebas ana-  </span></div> <div class="stl_01" style="left:7.0799em;top:35.59em;"><span class="stl_50 stl_08 stl_09">2023).  </span></div> <div class="stl_01" style="left:25.2183em;top:36.5555em;z-index:2131;"><span class="stl_50 stl_08 stl_33" style="word-spacing:0.211em;">lizados mediante la aplicaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_89" style="word-spacing:0.1832em;">´n “t” de es-  </span></div> <div class="stl_01" style="left:7.0799em;top:37.9399em;z-index:800;"><span class="stl_50 stl_08 stl_29">Adem</span><span class="stl_50 stl_08 stl_67">a</span><span class="stl_50 stl_08 stl_219" style="word-spacing:0.0666em;">´s, en otra investigaci</span><span class="stl_50 stl_08 stl_59">o</span><span class="stl_50 stl_08 stl_148" style="word-spacing:0.0401em;">´n sobre el im-</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5734em;"> </span><span class="stl_50 stl_08 stl_53" style="word-spacing:0.0396em;">tudiante muestran un aumento significativo  </span></div> <div class="stl_01" style="left:7.0799em;top:39.3243em;z-index:2207;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.078em;">pacto de la simulaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_256" style="word-spacing:0.0625em;">´n virtual en el apren-</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5755em;"> </span><span class="stl_50 stl_08 stl_11" style="word-spacing:0.1139em;">del aprendizaje de esta ley despu</span><span class="stl_50 stl_08 stl_67">e</span><span class="stl_50 stl_08 stl_89" style="word-spacing:0.0797em;">´s de ha-  </span></div> <div class="stl_01" style="left:7.0799em;top:40.7087em;z-index:2239;"><span class="stl_50 stl_08 stl_167" style="word-spacing:-0.0182em;">dizaje de Biolog</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_87" style="word-spacing:-0.0187em;">ıa Celular, donde se efect</span><span class="stl_50 stl_08 stl_221">u</span><span class="stl_50 stl_08 stl_252">´a</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.4993em;"> </span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0476em;">berse realizado la simulaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_173" style="word-spacing:0.0307em;">´n computariza-  </span></div> <div class="stl_01" style="left:7.0799em;top:42.0931em;z-index:906;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.012em;">el an</span><span class="stl_50 stl_08 stl_67">a</span><span class="stl_50 stl_08 stl_210" style="word-spacing:0.0009em;">´lisis diagn</span><span class="stl_50 stl_08 stl_59">o</span><span class="stl_50 stl_08 stl_199" style="word-spacing:0.0061em;">´stico usando la encuesta y</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5804em;"> </span><span class="stl_50 stl_08 stl_21" style="word-spacing:0.0722em;">da; resulta un valor p ¡0.001 (Erasto et al.,  </span></div> <div class="stl_01" style="left:7.0799em;top:43.4774em;z-index:950;"><span class="stl_50 stl_08 stl_20" style="word-spacing:0.0276em;">escala de autoevaluaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_196" style="word-spacing:0.0119em;">´n a 100 estudiantes,</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5788em;"> </span><span class="stl_50 stl_08 stl_92" style="word-spacing:0.1002em;">2022). Si bien la ley de Ohm fue desarro-  </span></div> <div class="stl_01" style="left:7.0799em;top:44.8618em;z-index:2343;"><span class="stl_50 stl_08 stl_69" style="word-spacing:-0.0429em;">se encuentra que el 87 % valoran el aprendi-</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5846em;"> </span><span class="stl_50 stl_08 stl_114" style="word-spacing:0.0112em;">llada para sistemas el</span><span class="stl_50 stl_08 stl_67">e</span><span class="stl_50 stl_08 stl_14" style="word-spacing:0.0058em;">´ctricos, esta ley tiene  </span></div> <div class="stl_01" style="left:7.0799em;top:46.2462em;z-index:2385;"><span class="stl_50 stl_08 stl_43" style="word-spacing:-0.0727em;">zaje virtual e interactivo y manifiestan que la</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5852em;"> </span><span class="stl_50 stl_08 stl_78" style="word-spacing:0.1394em;">aplicaciones en fisiolog</span><span class="stl_50 stl_08 stl_82">´</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.1363em;">ıa celular y neuro-  </span></div> <div class="stl_01" style="left:7.0799em;top:47.6306em;z-index:1052;"><span class="stl_50 stl_08 stl_09">repetici</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_98" style="word-spacing:0.0184em;">´n de conceptos y recursos visuales</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5798em;"> </span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.009em;">ciencia, donde la membrana celular funcio-  </span></div> <div class="stl_01" style="left:7.0799em;top:49.015em;z-index:2458;"><span class="stl_50 stl_08 stl_174" style="word-spacing:0.1029em;">son necesarios para aprender y desarrollar</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5819em;"> </span><span class="stl_50 stl_08 stl_33" style="word-spacing:0.0178em;">na como un circuito el</span><span class="stl_50 stl_08 stl_67">e</span><span class="stl_50 stl_08 stl_190" style="word-spacing:0.0081em;">´ctrico; por ejemplo,  </span></div> <div class="stl_01" style="left:7.0799em;top:50.3994em;z-index:2506;"><span class="stl_50 stl_08 stl_24" style="word-spacing:0.0974em;">contenidos complicados, por lo que se ne-</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5837em;"> </span><span class="stl_50 stl_08 stl_168" style="word-spacing:0.0967em;">esta ley nos permite comprender c</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_42" style="word-spacing:0.0532em;">´mo las  </span></div> <div class="stl_01" style="left:7.0799em;top:51.7838em;z-index:2514;"><span class="stl_50 stl_08 stl_09" style="word-spacing:-0.0802em;">cesitan simulaciones accesibles. Luego de la</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5833em;"> </span><span class="stl_50 stl_08 stl_33">c</span><span class="stl_50 stl_08 stl_67">e</span><span class="stl_50 stl_08 stl_187" style="word-spacing:-0.0369em;">´lulas generan y mantienen su potencial de  </span></div> <div class="stl_01" style="left:7.0799em;top:53.1681em;z-index:1217;"><span class="stl_50 stl_08 stl_09">aplicaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_56" style="word-spacing:-0.0682em;">´n de la simulaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_257" style="word-spacing:-0.0711em;">´n virtual, en la en-</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5743em;"> </span><span class="stl_50 stl_08 stl_44" style="word-spacing:0.0058em;">membrana celular (Tang et al., 2021).  </span></div> <div class="stl_01" style="left:7.0799em;top:54.5625em;"><span class="stl_50 stl_08 stl_114" style="word-spacing:-0.0207em;">cuesta posterior a la experiencia, el 91 % de  </span></div> <div class="stl_01" style="left:25.2183em;top:55.332em;"><span class="stl_84 stl_16 stl_09" style="word-spacing:0.75em;">5. Conclusiones  </span></div> <div class="stl_01" style="left:7.0799em;top:55.9469em;"><span class="stl_50 stl_08 stl_70" style="word-spacing:-0.0293em;">los estudiantes indican que ellos disfrutaron  </span></div> <div class="stl_01" style="left:7.0799em;top:57.3313em;"><span class="stl_50 stl_08 stl_21" style="word-spacing:0.165em;">de la experiencia y la consideran motiva-  </span></div> <div class="stl_01" style="left:27.1693em;top:57.7447em;z-index:2628;"><span class="stl_50 stl_08 stl_167" style="word-spacing:-0.0679em;">Los resultados de esta investigaci</span><span class="stl_50 stl_08 stl_59">o</span><span class="stl_50 stl_08 stl_189" style="word-spacing:-0.1326em;">´n de-  </span></div> <div class="stl_01" style="left:7.0799em;top:58.7057em;z-index:1367;"><span class="stl_50 stl_08 stl_33" style="word-spacing:0.023em;">dora; adem</span><span class="stl_50 stl_08 stl_67">a</span><span class="stl_50 stl_08 stl_40" style="word-spacing:-0.0223em;">´s, el 90 % se</span><span class="stl_50 stl_08 stl_26">n</span><span class="stl_50 stl_08 stl_258" style="word-spacing:0.0107em;">˜alan que mejoran  </span></div> <div class="stl_01" style="left:27.1693em;top:59.139em;"><span class="stl_50 stl_08 stl_184" style="word-spacing:0.0714em;">muestran que el simulador web Labx-  </span></div> <div class="stl_01" style="left:7.0799em;top:60.0901em;z-index:1413;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0459em;">la comprensi</span><span class="stl_50 stl_08 stl_59">o</span><span class="stl_50 stl_08 stl_171" style="word-spacing:0.0386em;">´n de conceptos a trav</span><span class="stl_50 stl_08 stl_67">e</span><span class="stl_50 stl_08 stl_255" style="word-spacing:0.0095em;">´s de la  </span></div> <div class="stl_01" style="left:27.1693em;top:60.5234em;"><span class="stl_50 stl_08 stl_63" style="word-spacing:0.0824em;">change es una herramienta digital efi-  </span></div> <div class="stl_01" style="left:7.0799em;top:61.4744em;z-index:1429;"><span class="stl_50 stl_08 stl_09">interacci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_192" style="word-spacing:-0.0084em;">´n (Reen et al., 2024).  </span></div> <div class="stl_01" style="left:27.1693em;top:61.9079em;"><span class="stl_50 stl_08 stl_66" style="word-spacing:0.2302em;">caz para potenciar el aprendizaje de  </span></div> <div class="stl_01" style="left:15.0477em;top:64.4944em;z-index:2728;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:37.3043em;top:64.4944em;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:15.0477em;top:65.2955em;z-index:2746;"><span class="stl_52 stl_08 stl_71" style="word-spacing:0.0117em;">Esta revista est</span><span class="stl_52 stl_08 stl_67">a</span><span class="stl_52 stl_08 stl_53" style="word-spacing:0.0094em;">´ protegida bajo una licencia Creative Commons en la 4.0  </span></div> <div class="stl_01" style="left:15.0477em;top:65.9872em;z-index:2824;"><span class="stl_52 stl_08 stl_80" style="word-spacing:0.0263em;">International. Copia de la licencia:  </span></div> <div class="stl_01" style="left:15.0477em;top:66.6716em;"><span class="stl_52 stl_08 stl_81">http://creativecommons.org/licenses/by-nc-sa/4.0/  </span></div> <div class="stl_01" style="left:15.0477em;top:67.1385em;z-index:2876;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:37.3043em;top:67.1385em;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:14.7987em;top:67.8975em;z-index:2895;"><span class="stl_07 stl_08 stl_33">Predicci</span><span class="stl_07 stl_08 stl_26">o</span><span class="stl_07 stl_08 stl_40" style="word-spacing:-0.0187em;">´n Cient</span><span class="stl_07 stl_08 stl_82">´</span><span class="stl_07 stl_08 stl_09">ıfica  </span></div> <div class="stl_01" style="left:34.6925em;top:68.2405em;z-index:2902;"><span class="stl_07 stl_08 stl_33">P</span><span class="stl_07 stl_08 stl_67">a</span><span class="stl_07 stl_08 stl_83" style="word-spacing:-0.0158em;">´gina 33- 39  </span></div> </div> </div> </div> <div id="page_12" class="stl_ stl_02"> <div class="stl_03"> <img src="data:image/png;base64,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" alt="" class="stl_04" /> </div> <div class="stl_view"> <div class="stl_05 stl_06"> <div class="stl_01" style="left:23.443em;top:1.219em;"><span class="stl_07 stl_08 stl_09">ISSN: 2602-8085  </span></div> <div class="stl_01" style="left:23.443em;top:2.4229em;"><span class="stl_07 stl_08 stl_10" style="word-spacing:0.0381em;">Vol. 9 No. 4, pp. 22 – 39, octubre - diciembre 2025  </span></div> <div class="stl_01" style="left:23.443em;top:3.6267em;"><span class="stl_07 stl_08 stl_11" style="word-spacing:0.0062em;">Revista Multidisciplinar  </span></div> <div class="stl_01" style="left:23.443em;top:4.8205em;z-index:82;"><span class="stl_07 stl_08 stl_12">Art</span><span class="stl_07 stl_08 stl_13">´</span><span class="stl_07 stl_08 stl_14" style="word-spacing:-0.0036em;">ıculo Original  </span></div> <div class="stl_01" style="left:9.0309em;top:10.6611em;z-index:102;"><span class="stl_50 stl_08 stl_31">Biolog</span><span class="stl_50 stl_08 stl_82">´</span><span class="stl_50 stl_08 stl_75" style="word-spacing:0.373em;">ıa Celular en los estudiantes</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5837em;"> </span><span class="stl_50 stl_08 stl_09">presentado.  </span></div> <div class="stl_01" style="left:9.0309em;top:12.0554em;"><span class="stl_50 stl_08 stl_66" style="word-spacing:0.113em;">de primero de bachillerato de la Uni-  </span></div> <div class="stl_01" style="left:9.0309em;top:13.4399em;"><span class="stl_50 stl_08 stl_114" style="word-spacing:0.0221em;">dad Educativa Jacinto Collahuazo, cu-  </span></div> <div class="stl_01" style="left:9.0309em;top:14.8143em;z-index:221;"><span class="stl_50 stl_08 stl_206" style="word-spacing:0.199em;">yo uso metodol</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_106" style="word-spacing:0.182em;">´gico genera el cam-  </span></div> <div class="stl_01" style="left:9.0309em;top:16.1987em;z-index:258;"><span class="stl_50 stl_08 stl_184" style="word-spacing:0.1229em;">bio positivo en la ense</span><span class="stl_50 stl_08 stl_26">n</span><span class="stl_50 stl_08 stl_56" style="word-spacing:0.1028em;">˜anza aprendi-  </span></div> <div class="stl_01" style="left:9.0309em;top:17.583em;z-index:295;"><span class="stl_50 stl_08 stl_69" style="word-spacing:0.1468em;">zaje mediante la interacci</span><span class="stl_50 stl_08 stl_59">o</span><span class="stl_50 stl_08 stl_89" style="word-spacing:0.1167em;">´n, la com-  </span></div> <div class="stl_01" style="left:9.0309em;top:18.9674em;z-index:311;"><span class="stl_50 stl_08 stl_09">prensi</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_192" style="word-spacing:0.0306em;">´n de conceptos complejos, y la  </span></div> <div class="stl_01" style="left:9.0309em;top:20.3518em;z-index:346;"><span class="stl_50 stl_08 stl_11">motivaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_220" style="word-spacing:-0.0114em;">´n estudiantil.  </span></div> <div class="stl_01" style="left:25.2183em;top:12.818em;z-index:1312;"><span class="stl_84 stl_16 stl_09" style="word-spacing:0.75em;">7. Declaraci</span><span class="stl_84 stl_16 stl_26">o</span><span class="stl_84 stl_16 stl_116">´n</span><span class="stl_84 stl_16 stl_09" style="word-spacing:0.1415em;"> </span><span class="stl_84 stl_16 stl_09" style="word-spacing:0.2249em;">de contribuci</span><span class="stl_84 stl_16 stl_59">o</span><span class="stl_84 stl_16 stl_42" style="word-spacing:0.1838em;">´n de los  </span></div> <div class="stl_01" style="left:26.9618em;top:14.0662em;"><span class="stl_84 stl_16 stl_23">autores  </span></div> <div class="stl_01" style="left:25.2183em;top:16.4888em;"><span class="stl_50 stl_08 stl_133" style="word-spacing:0.1853em;">Todos autores contribuyeron significativa-  </span></div> <div class="stl_01" style="left:25.2183em;top:17.8632em;z-index:1391;"><span class="stl_50 stl_08 stl_33" style="word-spacing:0em;">mente en la elaboraci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_259" style="word-spacing:-0.027em;">´n del art</span><span class="stl_50 stl_08 stl_82">´</span><span class="stl_50 stl_08 stl_09">ıculo.  </span></div> <div class="stl_01" style="left:25.2183em;top:20.0271em;"><span class="stl_84 stl_16 stl_09" style="word-spacing:0.75em;">8. Costos</span><span class="stl_84 stl_16 stl_09"> </span><span class="stl_84 stl_16 stl_09">de financiamiento  </span></div> <div class="stl_01" style="left:25.2183em;top:22.4398em;z-index:1443;"><span class="stl_50 stl_08 stl_113" style="word-spacing:0.352em;">La presente investigaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_56" style="word-spacing:0.3263em;">´n fue financiada  </span></div> <div class="stl_01" style="left:25.2183em;top:23.8341em;"><span class="stl_50 stl_08 stl_78" style="word-spacing:0.1535em;">en su totalidad con fondos propios de los  </span></div> <div class="stl_01" style="left:25.2183em;top:25.2185em;"><span class="stl_50 stl_08 stl_09">autores.  </span></div> <div class="stl_01" style="left:9.0309em;top:22.4698em;"><span class="stl_50 stl_08 stl_66" style="word-spacing:0.1224em;">El efecto del uso de esta herramienta  </span></div> <div class="stl_01" style="left:9.0309em;top:23.8541em;"><span class="stl_50 stl_08 stl_81" style="word-spacing:0.0137em;">digital fomenta el Aprendizaje Signifi-  </span></div> <div class="stl_01" style="left:9.0309em;top:25.2285em;z-index:459;"><span class="stl_50 stl_08 stl_69" style="word-spacing:0.018em;">cativo e individual; la implementaci</span><span class="stl_50 stl_08 stl_59">o</span><span class="stl_50 stl_08 stl_150">´n  </span></div> <div class="stl_01" style="left:9.0309em;top:26.6229em;"><span class="stl_50 stl_08 stl_117" style="word-spacing:0.1607em;">permite que el 92.5</span><span class="stl_50 stl_08 stl_09" style="word-spacing:-0.0848em;"> </span><span class="stl_50 stl_08 stl_21" style="word-spacing:0.1652em;">% de estudiantes  </span></div> <div class="stl_01" style="left:9.0309em;top:27.9974em;z-index:514;"><span class="stl_50 stl_08 stl_31" style="word-spacing:0.0189em;">expuestos a esta metodolog</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.01em;">ıa alcancen  </span></div> <div class="stl_01" style="left:9.0309em;top:29.3917em;"><span class="stl_50 stl_08 stl_114" style="word-spacing:0.0223em;">y dominen los aprendizajes esperados.  </span></div> <div class="stl_01" style="left:9.0309em;top:30.7661em;z-index:585;"><span class="stl_50 stl_08 stl_140" style="word-spacing:-0.0887em;">Para respaldar esta aseveraci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_148" style="word-spacing:-0.1179em;">´n, se utili-  </span></div> <div class="stl_01" style="left:9.0309em;top:32.1504em;z-index:605;"><span class="stl_50 stl_08 stl_191" style="word-spacing:-0.0298em;">za la estad</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_81" style="word-spacing:-0.0377em;">ıstica inferencial mediante la  </span></div> <div class="stl_01" style="left:9.0309em;top:33.5449em;"><span class="stl_50 stl_08 stl_32" style="word-spacing:-0.0646em;">prueba Wilcoxon, presentando un valor  </span></div> <div class="stl_01" style="left:9.0309em;top:34.9292em;"><span class="stl_50 stl_08 stl_24" style="word-spacing:-0.0429em;">de p ¡0.001, lo cual significa que la tec-  </span></div> <div class="stl_01" style="left:9.0309em;top:36.3036em;z-index:704;"><span class="stl_50 stl_08 stl_141">nolog</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_208" style="word-spacing:-0.0504em;">ıa Labxchange mejora la metodo-  </span></div> <div class="stl_01" style="left:9.0309em;top:37.688em;z-index:758;"><span class="stl_50 stl_08 stl_37">log</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_152" style="word-spacing:-0.0846em;">ıa de ense</span><span class="stl_50 stl_08 stl_59">n</span><span class="stl_50 stl_08 stl_68" style="word-spacing:-0.0941em;">˜anza de Biolog</span><span class="stl_50 stl_08 stl_82">´</span><span class="stl_50 stl_08 stl_163" style="word-spacing:-0.0715em;">ıa Celular.  </span></div> <div class="stl_01" style="left:25.2183em;top:32.903em;z-index:1521;"><span class="stl_84 stl_16 stl_141" style="word-spacing:0.7609em;">9. Referencias</span><span class="stl_84 stl_16 stl_09" style="word-spacing:0.0055em;"> </span><span class="stl_84 stl_16 stl_33">Bibliogr</span><span class="stl_84 stl_16 stl_26">a</span><span class="stl_84 stl_16 stl_42">´ficas  </span></div> <div class="stl_01" style="left:25.2183em;top:37.5493em;z-index:1554;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.2835em;">Alcedo Salamanca, </span><span class="stl_50 stl_08 stl_34">Y</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.284em;">. </span><span class="stl_50 stl_08 stl_09">A</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.2835em;">., Jaimes, </span><span class="stl_50 stl_08 stl_260">V</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.284em;">. &  </span></div> <div class="stl_01" style="left:26.1938em;top:38.9337em;"><span class="stl_50 stl_08 stl_225" style="word-spacing:-0.0831em;">Quintero, A. (2019). Uso de la herramien-  </span></div> <div class="stl_01" style="left:26.1938em;top:40.318em;"><span class="stl_50 stl_08 stl_219" style="word-spacing:0.2634em;">ta ilustrativa como estrategia gerencial  </span></div> <div class="stl_01" style="left:26.1938em;top:41.6924em;z-index:1647;"><span class="stl_50 stl_08 stl_206" style="word-spacing:0.214em;">innovadora en la ense</span><span class="stl_50 stl_08 stl_59">n</span><span class="stl_50 stl_08 stl_40" style="word-spacing:0.1875em;">˜anza de la Bio-  </span></div> <div class="stl_01" style="left:26.1938em;top:43.0769em;z-index:1673;"><span class="stl_50 stl_08 stl_37">log</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_81" style="word-spacing:0.1483em;">ıa. Gesti</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_220" style="word-spacing:0.1326em;">´n y Desarrollo Libre, 4(7).  </span></div> <div class="stl_01" style="left:26.1938em;top:44.779em;"><a href="https://doi.org/10.18041/2539-3669/gestionlibre.7.2019.8136" target="_blank"><span class="stl_261 stl_262 stl_136">https://doi.org/10.18041/2539-3  </span></a></div> <div class="stl_01" style="left:26.1938em;top:46.1635em;"><a href="https://doi.org/10.18041/2539-3669/gestionlibre.7.2019.8136" target="_blank"><span class="stl_261 stl_262 stl_33">669/gestionlibre.7.2019.8136  </span></a></div> <div class="stl_01" style="left:9.0309em;top:39.796em;z-index:791;"><span class="stl_50 stl_08 stl_69" style="word-spacing:0.1516em;">Definitivamente, despu</span><span class="stl_50 stl_08 stl_67">e</span><span class="stl_50 stl_08 stl_178" style="word-spacing:0.1378em;">´s de observar  </span></div> <div class="stl_01" style="left:9.0309em;top:41.1804em;z-index:822;"><span class="stl_50 stl_08 stl_263" style="word-spacing:0.0946em;">el grado de correlaci</span><span class="stl_50 stl_08 stl_59">o</span><span class="stl_50 stl_08 stl_159" style="word-spacing:0.0908em;">´n rho de Spear-  </span></div> <div class="stl_01" style="left:9.0309em;top:42.5747em;"><span class="stl_50 stl_08 stl_66" style="word-spacing:0.0666em;">man con un valor de 0.955, resultante  </span></div> <div class="stl_01" style="left:9.0309em;top:43.9591em;"><span class="stl_50 stl_08 stl_75" style="word-spacing:0.1148em;">del uso de este simulador y el apren-  </span></div> <div class="stl_01" style="left:9.0309em;top:45.3335em;z-index:910;"><span class="stl_50 stl_08 stl_25" style="word-spacing:0.1332em;">dizaje de Biolog</span><span class="stl_50 stl_08 stl_82">´</span><span class="stl_50 stl_08 stl_264" style="word-spacing:0.134em;">ıa Celular, avizora la  </span></div> <div class="stl_01" style="left:9.0309em;top:46.7279em;"><span class="stl_50 stl_08 stl_78" style="word-spacing:0.034em;">extrema necesidad de integrar esta he-  </span></div> <div class="stl_01" style="left:9.0309em;top:48.1023em;z-index:980;"><span class="stl_50 stl_08 stl_58" style="word-spacing:-0.0169em;">rramienta en el curr</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_119" style="word-spacing:-0.0085em;">ıculo educativo del  </span></div> <div class="stl_01" style="left:9.0309em;top:49.4867em;z-index:1018;"><span class="stl_50 stl_08 stl_201" style="word-spacing:0.0779em;">Ministerio de Educaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_213" style="word-spacing:0.0698em;">´n del Ecuador,  </span></div> <div class="stl_01" style="left:9.0309em;top:50.881em;"><span class="stl_50 stl_08 stl_69" style="word-spacing:0.1089em;">potenciando el aprendizaje estudiantil  </span></div> <div class="stl_01" style="left:9.0309em;top:52.2554em;z-index:1092;"><span class="stl_50 stl_08 stl_87" style="word-spacing:0.0056em;">para que ellos resuelvan desaf</span><span class="stl_50 stl_08 stl_82">´</span><span class="stl_50 stl_08 stl_09" style="word-spacing:-0.0025em;">ıos de su  </span></div> <div class="stl_01" style="left:9.0309em;top:53.6399em;z-index:1120;"><span class="stl_50 stl_08 stl_63" style="word-spacing:0.1427em;">diario convivir; adem</span><span class="stl_50 stl_08 stl_67">a</span><span class="stl_50 stl_08 stl_68" style="word-spacing:0.1314em;">´s, los docentes  </span></div> <div class="stl_01" style="left:9.0309em;top:55.0242em;z-index:1139;"><span class="stl_50 stl_08 stl_09">podr</span><span class="stl_50 stl_08 stl_67">a</span><span class="stl_50 stl_08 stl_109" style="word-spacing:0.0285em;">´n hacer uso del manual propues-  </span></div> <div class="stl_01" style="left:9.0309em;top:56.4185em;"><span class="stl_50 stl_08 stl_129" style="word-spacing:0.0136em;">to Labxchange.  </span></div> <div class="stl_01" style="left:25.2183em;top:48.0602em;z-index:1770;"><span class="stl_50 stl_08 stl_184">Alvarado-Cort</span><span class="stl_50 stl_08 stl_67">e</span><span class="stl_50 stl_08 stl_192" style="word-spacing:0.1143em;">´s, J. C., Ramos-Jaubert, R.  </span></div> <div class="stl_01" style="left:26.1938em;top:49.4546em;"><span class="stl_50 stl_08 stl_95" style="word-spacing:-0.0352em;">I. & Cuellar-Pacheco, I. E. (2024). Orien-  </span></div> <div class="stl_01" style="left:26.1938em;top:50.829em;z-index:1855;"><span class="stl_50 stl_08 stl_33">taci</span><span class="stl_50 stl_08 stl_59">o</span><span class="stl_50 stl_08 stl_30" style="word-spacing:0.0412em;">´n vocacional y Hebegog</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_97" style="word-spacing:0.0368em;">ıa; rumbo a  </span></div> <div class="stl_01" style="left:26.1938em;top:52.2134em;z-index:1874;"><span class="stl_50 stl_08 stl_208" style="word-spacing:-0.0491em;">una analog</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_86" style="word-spacing:-0.0521em;">ıa postmoderna generativa dis-  </span></div> <div class="stl_01" style="left:26.1938em;top:53.6077em;"><span class="stl_50 stl_08 stl_265" style="word-spacing:0.2626em;">ciplinar. Revista RedCA, 7(20), 84-99.  </span></div> <div class="stl_01" style="left:26.1938em;top:55.3em;"><a href="http://dx.doi.org/10.36677/redca.v7i20.22283" target="_blank"><span class="stl_261 stl_262 stl_28">http://dx.doi.org/10.36677/re  </span></a></div> <div class="stl_01" style="left:26.1938em;top:56.6844em;"><a href="http://dx.doi.org/10.36677/redca.v7i20.22283" target="_blank"><span class="stl_261 stl_262 stl_33">dca.v7i20.22283  </span></a></div> <div class="stl_01" style="left:25.2183em;top:58.5811em;z-index:2014;"><span class="stl_50 stl_08 stl_31" style="word-spacing:0.3041em;">Alvarado Melit</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_175" style="word-spacing:0.2849em;">´n, D. (2021). Educaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_116">´n  </span></div> <div class="stl_01" style="left:26.1938em;top:59.9754em;"><span class="stl_50 stl_08 stl_168" style="word-spacing:-0.029em;">emocional: Un complemento en el proce-  </span></div> <div class="stl_01" style="left:26.1938em;top:61.3499em;z-index:2058;"><span class="stl_50 stl_08 stl_70" style="word-spacing:0.0192em;">so de ense</span><span class="stl_50 stl_08 stl_59">n</span><span class="stl_50 stl_08 stl_98" style="word-spacing:0.0117em;">˜anza-aprendizaje virtual a ni-  </span></div> <div class="stl_01" style="left:26.1938em;top:62.7443em;"><span class="stl_50 stl_08 stl_141" style="word-spacing:0.0878em;">vel superior durante COVID-19. Revista  </span></div> <div class="stl_01" style="left:7.0799em;top:59.2253em;"><span class="stl_84 stl_16 stl_09" style="word-spacing:0.75em;">6. Conflicto</span><span class="stl_84 stl_16 stl_09"> </span><span class="stl_84 stl_16 stl_168" style="word-spacing:0.0022em;">de intereses  </span></div> <div class="stl_01" style="left:7.0799em;top:61.6479em;"><span class="stl_50 stl_08 stl_95" style="word-spacing:0.0585em;">Los autores declaran que no existe conflic-  </span></div> <div class="stl_01" style="left:7.0799em;top:63.0223em;z-index:1268;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.1415em;">to de intereses en relaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_266" style="word-spacing:0.1186em;">´n con el art</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_09">ıculo  </span></div> <div class="stl_01" style="left:15.0477em;top:64.4944em;z-index:2122;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:37.3043em;top:64.4944em;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:15.0477em;top:65.2955em;z-index:2140;"><span class="stl_52 stl_08 stl_71" style="word-spacing:0.0117em;">Esta revista est</span><span class="stl_52 stl_08 stl_67">a</span><span class="stl_52 stl_08 stl_53" style="word-spacing:0.0094em;">´ protegida bajo una licencia Creative Commons en la 4.0  </span></div> <div class="stl_01" style="left:15.0477em;top:65.9872em;z-index:2218;"><span class="stl_52 stl_08 stl_80" style="word-spacing:0.0263em;">International. Copia de la licencia:  </span></div> <div class="stl_01" style="left:15.0477em;top:66.6716em;"><span class="stl_52 stl_08 stl_81">http://creativecommons.org/licenses/by-nc-sa/4.0/  </span></div> <div class="stl_01" style="left:15.0477em;top:67.1385em;z-index:2270;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:37.3043em;top:67.1385em;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:14.7987em;top:67.8975em;z-index:2289;"><span class="stl_07 stl_08 stl_33">Predicci</span><span class="stl_07 stl_08 stl_26">o</span><span class="stl_07 stl_08 stl_40" style="word-spacing:-0.0187em;">´n Cient</span><span class="stl_07 stl_08 stl_82">´</span><span class="stl_07 stl_08 stl_09">ıfica  </span></div> <div class="stl_01" style="left:34.6925em;top:68.2405em;z-index:2296;"><span class="stl_07 stl_08 stl_33">P</span><span class="stl_07 stl_08 stl_67">a</span><span class="stl_07 stl_08 stl_83" style="word-spacing:-0.0158em;">´gina 34- 39  </span></div> <div style="position:absolute;left:-0.0013em;top:-0.0763em;width:49.6092em;height:70.1613em;"> <a href="https://doi.org/10.18041/2539-3669/gestionlibre.7.2019.8136" target="_blank"> <img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAYAAAAfFcSJAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAADElEQVR4nGJgAAIAAAAA//8bPySpAAAABklEQVQDAAAFAAHHrpkTAAAAAElFTkSuQmCC" class="stl_grlink" /> </a> </div> </div> </div> </div> <div id="page_13" class="stl_ stl_02"> <div class="stl_03"> <img 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" alt="" class="stl_04" /> </div> <div class="stl_view"> <div class="stl_05 stl_06"> <div class="stl_01" style="left:23.443em;top:1.219em;"><span class="stl_07 stl_08 stl_09">ISSN: 2602-8085  </span></div> <div class="stl_01" style="left:23.443em;top:2.4229em;"><span class="stl_07 stl_08 stl_10" style="word-spacing:0.0381em;">Vol. 9 No. 4, pp. 22 – 39, octubre - diciembre 2025  </span></div> <div class="stl_01" style="left:23.443em;top:3.6267em;"><span class="stl_07 stl_08 stl_11" style="word-spacing:0.0062em;">Revista Multidisciplinar  </span></div> <div class="stl_01" style="left:23.443em;top:4.8205em;z-index:82;"><span class="stl_07 stl_08 stl_12">Art</span><span class="stl_07 stl_08 stl_13">´</span><span class="stl_07 stl_08 stl_14" style="word-spacing:-0.0036em;">ıculo Original  </span></div> <div class="stl_01" style="left:8.0554em;top:10.6711em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0363em;">Scientific, 6(19), 329–348. </span><a href="https://doi.org/10.29394/scientific.issn.2542-2987.2021.6.19.17.329-348" target="_blank"><span class="stl_261 stl_262 stl_267" style="word-spacing:0.5629em;">https://do </span></a><span class="stl_50 stl_08 stl_201" style="word-spacing:0.2303em;">Doubront-Guerrero, M. A. (2021). Nece-  </span></div> <div class="stl_01" style="left:8.0554em;top:12.3633em;"><a href="https://doi.org/10.29394/scientific.issn.2542-2987.2021.6.19.17.329-348" target="_blank"><span class="stl_261 stl_262 stl_268">i.org/10.29394/scientific.issn  </span></a></div> <div class="stl_01" style="left:26.1938em;top:12.0455em;z-index:1258;"><span class="stl_50 stl_08 stl_86" style="word-spacing:0.1073em;">sidad de una Hebegog</span><span class="stl_50 stl_08 stl_82">´</span><span class="stl_50 stl_08 stl_38" style="word-spacing:0.113em;">ıa Transformacio-  </span></div> <div class="stl_01" style="left:26.1938em;top:13.4399em;"><span class="stl_50 stl_08 stl_264" style="word-spacing:0.2214em;">nal. Revista Internacional de Investiga-  </span></div> <div class="stl_01" style="left:26.1938em;top:14.8143em;z-index:1314;"><span class="stl_50 stl_08 stl_09">ci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_171" style="word-spacing:0.0627em;">´n en Ciencias Sociales, 17(1). </span><a href="http://doi.org/10.18004/riics.2021.junio.175" target="_blank"><span class="stl_261 stl_262 stl_269">http:  </span></a></div> <div class="stl_01" style="left:26.1938em;top:16.5164em;"><a href="http://doi.org/10.18004/riics.2021.junio.175" target="_blank"><span class="stl_261 stl_262 stl_268">//doi.org/10.18004/riics.2021.  </span></a></div> <div class="stl_01" style="left:26.1938em;top:17.9009em;"><a href="http://doi.org/10.18004/riics.2021.junio.175" target="_blank"><span class="stl_261 stl_262 stl_33">junio.175  </span></a></div> <div class="stl_01" style="left:8.0554em;top:13.7477em;"><a href="https://doi.org/10.29394/scientific.issn.2542-2987.2021.6.19.17.329-348" target="_blank"><span class="stl_261 stl_262 stl_183">.2542-2987.2021.6.19.17.329-348  </span></a></div> <div class="stl_01" style="left:7.0799em;top:15.6445em;z-index:205;"><span class="stl_50 stl_08 stl_87" style="word-spacing:0.3064em;">Anchundia Rold</span><span class="stl_50 stl_08 stl_67">a</span><span class="stl_50 stl_08 stl_182" style="word-spacing:0.295em;">´n, N. de J., Anchundia  </span></div> <div class="stl_01" style="left:8.0554em;top:17.0289em;z-index:229;"><span class="stl_50 stl_08 stl_186">Rold</span><span class="stl_50 stl_08 stl_67">a</span><span class="stl_50 stl_08 stl_200" style="word-spacing:0.2092em;">´n, M. A., Chila Espinoza, B. M.  </span></div> <div class="stl_01" style="left:8.0554em;top:18.4133em;z-index:268;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0849em;">& Angulo Qui</span><span class="stl_50 stl_08 stl_26">n</span><span class="stl_50 stl_08 stl_116">˜</span><span class="stl_50 stl_08 stl_59">o</span><span class="stl_50 stl_08 stl_227" style="word-spacing:0.0819em;">´nez, F. M. (2023). Me-  </span></div> <div class="stl_01" style="left:8.0554em;top:19.7976em;z-index:294;"><span class="stl_50 stl_08 stl_10">todolog</span><span class="stl_50 stl_08 stl_82">´</span><span class="stl_50 stl_08 stl_219" style="word-spacing:0.2572em;">ıas Activas para un Aprendiza-</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5858em;"> </span><span class="stl_50 stl_08 stl_94" style="word-spacing:0.0682em;">Erasto, D., Zawadi, R. & Kyobe, J. (2022).  </span></div> <div class="stl_01" style="left:8.0554em;top:21.192em;"><span class="stl_50 stl_08 stl_132" style="word-spacing:0.2067em;">je Significativo. Ciencia Latina Revista  </span></div> <div class="stl_01" style="left:8.0554em;top:22.5664em;z-index:361;"><span class="stl_50 stl_08 stl_141">Cient</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_78" style="word-spacing:0.2866em;">ıfica Multidisciplinar, 7(4), 6930-  </span></div> <div class="stl_01" style="left:8.0554em;top:23.9608em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.1752em;">6942. </span><a href="https://doi.org/10.37811/cl_rcm.v7i4.7453" target="_blank"><span class="stl_261 stl_262 stl_270">https://doi.org/10.37811  </span></a></div> <div class="stl_01" style="left:8.0554em;top:25.6529em;"><a href="https://doi.org/10.37811/cl_rcm.v7i4.7453" target="_blank"><span class="stl_261 stl_262 stl_09">/cl_rcm.v7i4.7453  </span></a></div> <div class="stl_01" style="left:26.1938em;top:21.192em;"><span class="stl_50 stl_08 stl_49" style="word-spacing:0.0833em;">Comparing traditional teaching methods  </span></div> <div class="stl_01" style="left:26.1938em;top:22.5764em;"><span class="stl_50 stl_08 stl_44" style="word-spacing:-0.0119em;">versus computer simulations on students’  </span></div> <div class="stl_01" style="left:26.1938em;top:23.9608em;"><span class="stl_50 stl_08 stl_81" style="word-spacing:0.1784em;">performance in learning Ohm’s Law at  </span></div> <div class="stl_01" style="left:26.1938em;top:25.3451em;"><span class="stl_50 stl_08 stl_119" style="word-spacing:-0.0243em;">Dodoma City Secondary Schools, Tanza-  </span></div> <div class="stl_01" style="left:26.1938em;top:26.7295em;"><span class="stl_50 stl_08 stl_44" style="word-spacing:0.1123em;">nia. Journal of Research Innovation and  </span></div> <div class="stl_01" style="left:26.1938em;top:28.1139em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.229em;">Implications in Education, 8(3), 402 –  </span></div> <div class="stl_01" style="left:26.1938em;top:29.4983em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0936em;">412. </span><a href="https://doi.org/10.59765/yftrp4925 " target="_blank"><span class="stl_261 stl_262 stl_271">https://doi.org/10.59765/y  </span></a></div> <div class="stl_01" style="left:26.1938em;top:31.1905em;"><a href="https://doi.org/10.59765/yftrp4925 " target="_blank"><span class="stl_261 stl_262 stl_33">ftrp4925  </span></a></div> <div class="stl_01" style="left:7.0799em;top:27.5598em;"><span class="stl_50 stl_08 stl_129" style="word-spacing:0.2096em;">Behmanesh, F., Bakouei, F., Nikpour, M.  </span></div> <div class="stl_01" style="left:8.0554em;top:28.9441em;"><span class="stl_50 stl_08 stl_92" style="word-spacing:0.125em;">& Parvaneh, M. (2022). Comparing the  </span></div> <div class="stl_01" style="left:8.0554em;top:30.3285em;"><span class="stl_50 stl_08 stl_149" style="word-spacing:0.2245em;">effects of traditional teaching and flip-  </span></div> <div class="stl_01" style="left:8.0554em;top:31.7129em;"><span class="stl_50 stl_08 stl_168" style="word-spacing:-0.0739em;">ped classroom methods on midwifery stu-  </span></div> <div class="stl_01" style="left:8.0554em;top:33.0973em;"><span class="stl_50 stl_08 stl_75" style="word-spacing:0.0781em;">dents’ practical learning: The embedded</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5838em;"> </span><span class="stl_50 stl_08 stl_163" style="word-spacing:-0.0547em;">Falfushynska, H. I., Buyak, B. B., Torbin, G.  </span></div> <div class="stl_01" style="left:8.0554em;top:34.4817em;"><span class="stl_50 stl_08 stl_272" style="word-spacing:0.203em;">mixed method. Technology, Knowledge  </span></div> <div class="stl_01" style="left:8.0554em;top:35.866em;"><span class="stl_50 stl_08 stl_187" style="word-spacing:-0.0471em;">and Learning, 27, 599–608. </span><a href="https://doi.org/10.1007/s10758-020-09478-y" target="_blank"><span class="stl_261 stl_262 stl_09">https://do  </span></a></div> <div class="stl_01" style="left:8.0554em;top:37.5583em;"><a href="https://doi.org/10.1007/s10758-020-09478-y" target="_blank"><span class="stl_261 stl_262 stl_268">i.org/10.1007/s10758-020-09478  </span></a></div> <div class="stl_01" style="left:8.0554em;top:38.9427em;"><a href="https://doi.org/10.1007/s10758-020-09478-y" target="_blank"><span class="stl_261 stl_262 stl_273">-y  </span></a></div> <div class="stl_01" style="left:26.1938em;top:34.4817em;z-index:1715;"><span class="stl_50 stl_08 stl_251" style="word-spacing:0.1674em;">M., Tereshchuk, G. </span><span class="stl_50 stl_08 stl_260">V</span><span class="stl_50 stl_08 stl_09">.</span><span class="stl_50 stl_08 stl_21" style="word-spacing:0.1552em;">, Kasianchuk, M.  </span></div> <div class="stl_01" style="left:26.1938em;top:35.8561em;z-index:1739;"><span class="stl_50 stl_08 stl_192" style="word-spacing:0.1266em;">M. & Karpi</span><span class="stl_50 stl_08 stl_26">n</span><span class="stl_50 stl_08 stl_213" style="word-spacing:0.1265em;">´ski, M. (2022). Enhancing  </span></div> <div class="stl_01" style="left:26.1938em;top:37.2504em;"><span class="stl_50 stl_08 stl_168" style="word-spacing:0.0408em;">digital and professional competences via  </span></div> <div class="stl_01" style="left:26.1938em;top:38.6349em;"><span class="stl_50 stl_08 stl_182" style="word-spacing:-0.0817em;">the implementation of virtual laboratories  </span></div> <div class="stl_01" style="left:26.1938em;top:40.0192em;"><span class="stl_50 stl_08 stl_132" style="word-spacing:-0.0529em;">for future physical therapists and rehabili-  </span></div> <div class="stl_01" style="left:26.1938em;top:41.4036em;"><span class="stl_50 stl_08 stl_90" style="word-spacing:0.047em;">tologists. CEUR Workshop Proceedings,  </span></div> <div class="stl_01" style="left:26.1938em;top:42.7879em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.1229em;">9, 355–364. </span><a href="https://doi.org/10.55056/cte.125" target="_blank"><span class="stl_261 stl_262 stl_274">https://doi.org/10.5  </span></a></div> <div class="stl_01" style="left:26.1938em;top:44.4802em;"><a href="https://doi.org/10.55056/cte.125" target="_blank"><span class="stl_261 stl_262 stl_33">5056/cte.125  </span></a></div> <div class="stl_01" style="left:7.0799em;top:40.8494em;"><span class="stl_50 stl_08 stl_86" style="word-spacing:0.0018em;">Cujilema Mullo, R. E. & Castro Salazar, A.  </span></div> <div class="stl_01" style="left:8.0554em;top:42.2338em;"><span class="stl_50 stl_08 stl_117" style="word-spacing:0.0229em;">Z. (2022). Herramientas digitales para el  </span></div> <div class="stl_01" style="left:8.0554em;top:43.6083em;z-index:799;"><span class="stl_50 stl_08 stl_123" style="word-spacing:-0.0019em;">desarrollo de la comprensi</span><span class="stl_50 stl_08 stl_59">o</span><span class="stl_50 stl_08 stl_198" style="word-spacing:-0.0117em;">´n lectora. Pa-  </span></div> <div class="stl_01" style="left:8.0554em;top:44.9926em;z-index:843;"><span class="stl_50 stl_08 stl_125" style="word-spacing:-0.0714em;">cha. Revista de Estudios Contempor</span><span class="stl_50 stl_08 stl_67">a</span><span class="stl_50 stl_08 stl_89">´neos  </span></div> <div class="stl_01" style="left:8.0554em;top:46.3869em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:-0.0498em;">del Sur Global, 3(9), e210131. </span><a href="https://doi.org/10.46652/pacha.v3i9.131" target="_blank"><span class="stl_261 stl_262 stl_33" style="word-spacing:0.5833em;">https:// </span></a><span class="stl_50 stl_08 stl_131" style="word-spacing:0.2055em;">Gandolfi, E., Ferdig, R. E. & Soyturk, I.  </span></div> <div class="stl_01" style="left:8.0554em;top:48.0792em;"><a href="https://doi.org/10.46652/pacha.v3i9.131" target="_blank"><span class="stl_261 stl_262 stl_09">doi.org/10.46652/pacha.v3i9.131  </span></a></div> <div class="stl_01" style="left:26.1938em;top:47.7714em;"><span class="stl_50 stl_08 stl_123" style="word-spacing:0.1072em;">(2021). Exploring the learning potential  </span></div> <div class="stl_01" style="left:26.1938em;top:49.1557em;"><span class="stl_50 stl_08 stl_12" style="word-spacing:0.179em;">of online gaming communities: An ap-  </span></div> <div class="stl_01" style="left:26.1938em;top:50.5401em;"><span class="stl_50 stl_08 stl_12" style="word-spacing:0.2902em;">plication of the game communities of  </span></div> <div class="stl_01" style="left:26.1938em;top:51.9245em;z-index:2113;"><span class="stl_50 stl_08 stl_133" style="word-spacing:0.2015em;">inquiry scale. New Media and Society,  </span></div> <div class="stl_01" style="left:26.1938em;top:53.3089em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0803em;">25(6), 1374-1393. </span><a href="https://doi.org/10.1177/14614448211027171" target="_blank"><span class="stl_261 stl_262 stl_275">https://doi.org/  </span></a></div> <div class="stl_01" style="left:26.1938em;top:55.0011em;"><a href="https://doi.org/10.1177/14614448211027171" target="_blank"><span class="stl_261 stl_262 stl_33">10.1177/14614448211027171  </span></a></div> <div class="stl_01" style="left:7.0799em;top:49.976em;z-index:926;"><span class="stl_50 stl_08 stl_23">Delgado-Cobe</span><span class="stl_50 stl_08 stl_26">n</span><span class="stl_50 stl_08 stl_203" style="word-spacing:0.092em;">˜a, E. I., Briones-Ponce, M.  </span></div> <div class="stl_01" style="left:8.0554em;top:51.3604em;z-index:963;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.242em;">E., Moreira-S</span><span class="stl_50 stl_08 stl_67">a</span><span class="stl_50 stl_08 stl_263" style="word-spacing:0.2376em;">´nchez, J. L., Zambrano-  </span></div> <div class="stl_01" style="left:8.0554em;top:52.7448em;z-index:1011;"><span class="stl_50 stl_08 stl_09">Due</span><span class="stl_50 stl_08 stl_26">n</span><span class="stl_50 stl_08 stl_148" style="word-spacing:0.1619em;">˜as, G. L. & Men</span><span class="stl_50 stl_08 stl_67">e</span><span class="stl_50 stl_08 stl_88">´ndez-Sol</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_89">´rzano,  </span></div> <div class="stl_01" style="left:8.0554em;top:54.1291em;z-index:1038;"><span class="stl_50 stl_08 stl_240" style="word-spacing:0.0733em;">F. A. (2023). Metodolog</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_184" style="word-spacing:0.0675em;">ıa educativa ba-  </span></div> <div class="stl_01" style="left:8.0554em;top:55.5135em;z-index:1071;"><span class="stl_50 stl_08 stl_33" style="word-spacing:0.074em;">sada en recursos did</span><span class="stl_50 stl_08 stl_67">a</span><span class="stl_50 stl_08 stl_98" style="word-spacing:0.0671em;">´cticos digitales pa-  </span></div> <div class="stl_01" style="left:8.0554em;top:56.8979em;z-index:2175;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0718em;">ra desarrollar el Aprendizaje Significati-</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5831em;"> </span><span class="stl_50 stl_08 stl_161">Garc</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_66" style="word-spacing:0.0197em;">ıa-Chontal, J. A., Murillo-Faustino, A.  </span></div> <div class="stl_01" style="left:8.0554em;top:58.2923em;"><span class="stl_50 stl_08 stl_166" style="word-spacing:0.0142em;">vo. MQRInvestigar, 7(1), 94–110. </span><a href="http://dx.doi.org/10.56048/MQR20225.7.1.2023.94-110" target="_blank"><span class="stl_261 stl_262 stl_33">http:  </span></a></div> <div class="stl_01" style="left:8.0554em;top:59.9845em;"><a href="http://dx.doi.org/10.56048/MQR20225.7.1.2023.94-110" target="_blank"><span class="stl_261 stl_262 stl_268">//dx.doi.org/10.56048/MQR20225  </span></a></div> <div class="stl_01" style="left:8.0554em;top:61.3689em;"><a href="http://dx.doi.org/10.56048/MQR20225.7.1.2023.94-110" target="_blank"><span class="stl_261 stl_262 stl_183">.7.1.2023.94-110  </span></a></div> <div class="stl_01" style="left:26.1938em;top:58.2823em;z-index:2216;"><span class="stl_50 stl_08 stl_92" style="word-spacing:-0.0536em;">M. & P</span><span class="stl_50 stl_08 stl_67">e</span><span class="stl_50 stl_08 stl_208" style="word-spacing:-0.0475em;">´rez-Vertel, R. M. (2023). Simula-  </span></div> <div class="stl_01" style="left:26.1938em;top:59.6766em;"><span class="stl_50 stl_08 stl_140" style="word-spacing:-0.0739em;">dores ensamble y Packet Tracer y el rendi-  </span></div> <div class="stl_01" style="left:26.1938em;top:61.051em;z-index:2292;"><span class="stl_50 stl_08 stl_09" style="word-spacing:-0.001em;">miento acad</span><span class="stl_50 stl_08 stl_67">e</span><span class="stl_50 stl_08 stl_122" style="word-spacing:-0.005em;">´mico en estudiantes de edu-  </span></div> <div class="stl_01" style="left:26.1938em;top:62.4354em;z-index:2330;"><span class="stl_50 stl_08 stl_09">caci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_104" style="word-spacing:-0.126em;">´n media t</span><span class="stl_50 stl_08 stl_67">e</span><span class="stl_50 stl_08 stl_118" style="word-spacing:-0.099em;">´cnica. Episteme Koinonia,  </span></div> <div class="stl_01" style="left:15.0477em;top:64.4944em;z-index:2356;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:37.3043em;top:64.4944em;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:15.0477em;top:65.2955em;z-index:2374;"><span class="stl_52 stl_08 stl_71" style="word-spacing:0.0117em;">Esta revista est</span><span class="stl_52 stl_08 stl_67">a</span><span class="stl_52 stl_08 stl_53" style="word-spacing:0.0094em;">´ protegida bajo una licencia Creative Commons en la 4.0  </span></div> <div class="stl_01" style="left:15.0477em;top:65.9872em;z-index:2452;"><span class="stl_52 stl_08 stl_80" style="word-spacing:0.0263em;">International. Copia de la licencia:  </span></div> <div class="stl_01" style="left:15.0477em;top:66.6716em;"><span class="stl_52 stl_08 stl_81">http://creativecommons.org/licenses/by-nc-sa/4.0/  </span></div> <div class="stl_01" style="left:15.0477em;top:67.1385em;z-index:2504;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:37.3043em;top:67.1385em;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:14.7987em;top:67.8975em;z-index:2523;"><span class="stl_07 stl_08 stl_33">Predicci</span><span class="stl_07 stl_08 stl_26">o</span><span class="stl_07 stl_08 stl_40" style="word-spacing:-0.0187em;">´n Cient</span><span class="stl_07 stl_08 stl_82">´</span><span class="stl_07 stl_08 stl_09">ıfica  </span></div> <div class="stl_01" style="left:34.6925em;top:68.2405em;z-index:2530;"><span class="stl_07 stl_08 stl_33">P</span><span class="stl_07 stl_08 stl_67">a</span><span class="stl_07 stl_08 stl_83" style="word-spacing:-0.0158em;">´gina 35- 39  </span></div> <div style="position:absolute;left:-0.0013em;top:-0.0763em;width:49.6092em;height:70.1613em;"> <a href="https://doi.org/10.29394/scientific.issn.2542-2987.2021.6.19.17.329-348" target="_blank"> <img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAYAAAAfFcSJAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAADElEQVR4nGJgAAIAAAAA//8bPySpAAAABklEQVQDAAAFAAHHrpkTAAAAAElFTkSuQmCC" class="stl_grlink" /> </a> </div> </div> </div> </div> <div id="page_14" class="stl_ stl_02"> <div class="stl_03"> <img 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" alt="" class="stl_04" /> </div> <div class="stl_view"> <div class="stl_05 stl_06"> <div class="stl_01" style="left:23.443em;top:1.219em;"><span class="stl_07 stl_08 stl_09">ISSN: 2602-8085  </span></div> <div class="stl_01" style="left:23.443em;top:2.4229em;"><span class="stl_07 stl_08 stl_10" style="word-spacing:0.0381em;">Vol. 9 No. 4, pp. 22 – 39, octubre - diciembre 2025  </span></div> <div class="stl_01" style="left:23.443em;top:3.6267em;"><span class="stl_07 stl_08 stl_11" style="word-spacing:0.0062em;">Revista Multidisciplinar  </span></div> <div class="stl_01" style="left:23.443em;top:4.8205em;z-index:82;"><span class="stl_07 stl_08 stl_12">Art</span><span class="stl_07 stl_08 stl_13">´</span><span class="stl_07 stl_08 stl_14" style="word-spacing:-0.0036em;">ıculo Original  </span></div> <div class="stl_01" style="left:8.0554em;top:10.6711em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0313em;">6(11), 63–78. </span><a href="https://doi.org/10.35381/e.k.v6i11.2404" target="_blank"><span class="stl_261 stl_262 stl_276">https://doi.org/10.3  </span></a></div> <div class="stl_01" style="left:8.0554em;top:12.3633em;"><a href="https://doi.org/10.35381/e.k.v6i11.2404" target="_blank"><span class="stl_261 stl_262 stl_09">5381/e.k.v6i11.2404  </span></a></div> <div class="stl_01" style="left:26.1938em;top:10.979em;"><a href="http://evaluaciones.evaluacion.gob.ec/BI/nacionales-informes-y-resultados/" target="_blank"><span class="stl_261 stl_262 stl_136">gob.ec/BI/nacionales-informes-y  </span></a></div> <div class="stl_01" style="left:26.1938em;top:12.3633em;"><a href="http://evaluaciones.evaluacion.gob.ec/BI/nacionales-informes-y-resultados/" target="_blank"><span class="stl_261 stl_262 stl_171">-resultados/  </span></a></div> <div class="stl_01" style="left:7.0799em;top:14.2114em;z-index:156;"><span class="stl_50 stl_08 stl_09">Gonz</span><span class="stl_50 stl_08 stl_67">a</span><span class="stl_50 stl_08 stl_255" style="word-spacing:0.05em;">´lez </span><span class="stl_50 stl_08 stl_207">V</span><span class="stl_50 stl_08 stl_167" style="word-spacing:0.0953em;">argas, A. M. & Castro Benavi-</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5877em;"> </span><span class="stl_50 stl_08 stl_75" style="word-spacing:0.2812em;">LabXchange team. (2020). Honoring the  </span></div> <div class="stl_01" style="left:8.0554em;top:15.5958em;z-index:212;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.1067em;">des, D. A. (2022). Simulaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_112" style="word-spacing:0.0737em;">´n biom</span><span class="stl_50 stl_08 stl_67">e</span><span class="stl_50 stl_08 stl_255">´di-  </span></div> <div class="stl_01" style="left:8.0554em;top:16.9802em;z-index:232;"><span class="stl_50 stl_08 stl_33" style="word-spacing:0.247em;">ca para la educaci</span><span class="stl_50 stl_08 stl_59">o</span><span class="stl_50 stl_08 stl_181" style="word-spacing:0.2342em;">´n. Libros IC, 1(1),  </span></div> <div class="stl_01" style="left:8.0554em;top:18.3745em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.1235em;">141–154. </span><a href="https://doi.org/10.15765/librosic.v1i1.15 " target="_blank"><span class="stl_261 stl_262 stl_277">https://doi.org/10.157  </span></a></div> <div class="stl_01" style="left:8.0554em;top:20.0668em;"><a href="https://doi.org/10.15765/librosic.v1i1.15 " target="_blank"><span class="stl_261 stl_262 stl_09">65/librosic.v1i1.15  </span></a></div> <div class="stl_01" style="left:26.1938em;top:15.6058em;"><span class="stl_50 stl_08 stl_146" style="word-spacing:0.0704em;">Legacy of LabXchange Founder Dr. Ro-  </span></div> <div class="stl_01" style="left:26.1938em;top:16.9902em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0111em;">bert Lue. LabChange. </span><a href="https://about.labxchange.org/blog/honoring-the-legacy-of-labxchange-founder-dr-robert-lue " target="_blank"><span class="stl_261 stl_262 stl_111">https://about.  </span></a></div> <div class="stl_01" style="left:26.1938em;top:18.6824em;"><a href="https://about.labxchange.org/blog/honoring-the-legacy-of-labxchange-founder-dr-robert-lue " target="_blank"><span class="stl_261 stl_262 stl_268">labxchange.org/blog/honoring-t  </span></a></div> <div class="stl_01" style="left:26.1938em;top:20.0668em;"><a href="https://about.labxchange.org/blog/honoring-the-legacy-of-labxchange-founder-dr-robert-lue " target="_blank"><span class="stl_261 stl_262 stl_28">he-legacy-of-labxchange-found  </span></a></div> <div class="stl_01" style="left:26.1938em;top:21.4511em;"><a href="https://about.labxchange.org/blog/honoring-the-legacy-of-labxchange-founder-dr-robert-lue " target="_blank"><span class="stl_261 stl_262 stl_99">er-dr-robert-lue  </span></a></div> <div class="stl_01" style="left:7.0799em;top:21.9149em;z-index:321;"><span class="stl_50 stl_08 stl_47" style="word-spacing:-0.0525em;">Gortaire D</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_09" style="word-spacing:-0.0525em;">ıaz, D., Beltr</span><span class="stl_50 stl_08 stl_67">a</span><span class="stl_50 stl_08 stl_68" style="word-spacing:-0.0628em;">´n Moreno, M., Mo-  </span></div> <div class="stl_01" style="left:8.0554em;top:23.2993em;z-index:360;"><span class="stl_50 stl_08 stl_33" style="word-spacing:0.3213em;">ra Herrera, E., Reasco Garz</span><span class="stl_50 stl_08 stl_59">o</span><span class="stl_50 stl_08 stl_189" style="word-spacing:0.2654em;">´n, B. &</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5558em;"> </span><span class="stl_50 stl_08 stl_119" style="word-spacing:0.0435em;">Listiawati, M., Hartati, S., Agustina, R. D.,  </span></div> <div class="stl_01" style="left:8.0554em;top:24.6837em;z-index:370;"><span class="stl_50 stl_08 stl_278">Rodr</span><span class="stl_50 stl_08 stl_82">´</span><span class="stl_50 stl_08 stl_131" style="word-spacing:0.1208em;">ıguez Torres, M. (2022). Construc-  </span></div> <div class="stl_01" style="left:8.0554em;top:26.068em;z-index:427;"><span class="stl_50 stl_08 stl_33" style="word-spacing:0.2373em;">tivismo y conectivismo como m</span><span class="stl_50 stl_08 stl_67">e</span><span class="stl_50 stl_08 stl_105">´todos  </span></div> <div class="stl_01" style="left:8.0554em;top:27.4524em;z-index:440;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.071em;">de ense</span><span class="stl_50 stl_08 stl_26">n</span><span class="stl_50 stl_08 stl_183" style="word-spacing:0.0654em;">˜anza y aprendizaje en la educa-  </span></div> <div class="stl_01" style="left:8.0554em;top:28.8369em;z-index:470;"><span class="stl_50 stl_08 stl_09">ci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_177" style="word-spacing:0.1054em;">´n universitaria actual. Ciencia Latina  </span></div> <div class="stl_01" style="left:8.0554em;top:30.2212em;z-index:517;"><span class="stl_50 stl_08 stl_279" style="word-spacing:0.0998em;">Revista Cient</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_23" style="word-spacing:0.0865em;">ıfica Multidisciplinar, 6(6),  </span></div> <div class="stl_01" style="left:8.0554em;top:31.6155em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0097em;">14046-14058. </span><a href="https://doi.org/10.37811/cl_rcm.v7i1.4672" target="_blank"><span class="stl_261 stl_262 stl_157">https://doi.org/10.3  </span></a></div> <div class="stl_01" style="left:8.0554em;top:33.3078em;"><a href="https://doi.org/10.37811/cl_rcm.v7i1.4672" target="_blank"><span class="stl_261 stl_262 stl_09">7811/cl_rcm.v7i1.4672  </span></a></div> <div class="stl_01" style="left:26.1938em;top:24.6936em;z-index:1510;"><span class="stl_50 stl_08 stl_09" style="word-spacing:-0.0375em;">Putra, R. </span><span class="stl_50 stl_08 stl_134">P</span><span class="stl_50 stl_08 stl_09" style="word-spacing:-0.037em;">. & </span><span class="stl_50 stl_08 stl_09">A</span><span class="stl_50 stl_08 stl_20" style="word-spacing:-0.0318em;">ndhika, S. (2022). Analy-  </span></div> <div class="stl_01" style="left:26.1938em;top:26.078em;"><span class="stl_50 stl_08 stl_61" style="word-spacing:0.1605em;">sis of the use of LabXChange as a vir-  </span></div> <div class="stl_01" style="left:26.1938em;top:27.4624em;"><span class="stl_50 stl_08 stl_23" style="word-spacing:0.098em;">tual laboratory media to improve digital  </span></div> <div class="stl_01" style="left:26.1938em;top:28.8468em;"><span class="stl_50 stl_08 stl_86" style="word-spacing:-0.0214em;">and information literacy for Biology edu-  </span></div> <div class="stl_01" style="left:26.1938em;top:30.2312em;"><span class="stl_50 stl_08 stl_63" style="word-spacing:0.1032em;">cation undergraduate students. Scientiae  </span></div> <div class="stl_01" style="left:26.1938em;top:31.6155em;"><span class="stl_50 stl_08 stl_92" style="word-spacing:-0.0384em;">Educatia: Jurnal Pendidikan Sains, 11(1).  </span></div> <div class="stl_01" style="left:26.1938em;top:33.3078em;"><a href="https://doi.org/10.24235/sc.educatia.v11i1.10278" target="_blank"><span class="stl_261 stl_262 stl_268">https://doi.org/10.24235/sc.ed  </span></a></div> <div class="stl_01" style="left:26.1938em;top:34.6922em;"><a href="https://doi.org/10.24235/sc.educatia.v11i1.10278" target="_blank"><span class="stl_261 stl_262 stl_33">ucatia.v11i1.10278  </span></a></div> <div class="stl_01" style="left:7.0799em;top:35.1659em;z-index:616;"><span class="stl_50 stl_08 stl_66" style="word-spacing:0.0857em;">Guerrero Salazar, C. </span><span class="stl_50 stl_08 stl_260">V</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.084em;">. </span><span class="stl_50 stl_08 stl_09">(</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.084em;">2022). Limitacio-  </span></div> <div class="stl_01" style="left:8.0554em;top:36.5403em;z-index:1779;"><span class="stl_50 stl_08 stl_09" style="word-spacing:-0.0725em;">nes del conectivismo en el Ecuador: nece-</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5832em;"> </span><span class="stl_50 stl_08 stl_201" style="word-spacing:0.0685em;">Ministerio de Educaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_138" style="word-spacing:0.0547em;">´n del Ecuador [MI-  </span></div> <div class="stl_01" style="left:8.0554em;top:37.9346em;"><span class="stl_50 stl_08 stl_128" style="word-spacing:0.0742em;">sidades urgentes para la calidad. Revista  </span></div> <div class="stl_01" style="left:8.0554em;top:39.309em;z-index:731;"><span class="stl_50 stl_08 stl_141">Cient</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_146" style="word-spacing:0.1055em;">ıfica Ciencia y Tecnolog</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_70" style="word-spacing:0.0933em;">ıa, 22(33),  </span></div> <div class="stl_01" style="left:8.0554em;top:40.7034em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.1301em;">80-89. </span><a href="https://cienciaytecnologia.uteg.edu.ec/revista/index.php/cienciaytecnologia/article/view/513" target="_blank"><span class="stl_261 stl_262 stl_280">https://cienciaytecnolog  </span></a></div> <div class="stl_01" style="left:8.0554em;top:42.3956em;"><a href="https://cienciaytecnologia.uteg.edu.ec/revista/index.php/cienciaytecnologia/article/view/513" target="_blank"><span class="stl_261 stl_262 stl_268">ia.uteg.edu.ec/revista/index.p  </span></a></div> <div class="stl_01" style="left:8.0554em;top:43.78em;"><a href="https://cienciaytecnologia.uteg.edu.ec/revista/index.php/cienciaytecnologia/article/view/513" target="_blank"><span class="stl_261 stl_262 stl_268">hp/cienciaytecnologia/article/  </span></a></div> <div class="stl_01" style="left:8.0554em;top:45.1644em;"><a href="https://cienciaytecnologia.uteg.edu.ec/revista/index.php/cienciaytecnologia/article/view/513" target="_blank"><span class="stl_261 stl_262 stl_09">view/513  </span></a></div> <div class="stl_01" style="left:26.1938em;top:37.9346em;"><span class="stl_50 stl_08 stl_66" style="word-spacing:-0.0736em;">NEDUC]. (2016). Instructivo para la apli-  </span></div> <div class="stl_01" style="left:26.1938em;top:39.309em;z-index:1851;"><span class="stl_50 stl_08 stl_09">caci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_199" style="word-spacing:0.0529em;">´n de la evaluaci</span><span class="stl_50 stl_08 stl_59">o</span><span class="stl_50 stl_08 stl_57" style="word-spacing:0.0499em;">´n estudiantil. Sub-  </span></div> <div class="stl_01" style="left:26.1938em;top:40.6934em;z-index:1877;"><span class="stl_50 stl_08 stl_208">secretar</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_133" style="word-spacing:0.0588em;">ıa de apoyo, seguimiento y regu-  </span></div> <div class="stl_01" style="left:26.1938em;top:42.0779em;z-index:1924;"><span class="stl_50 stl_08 stl_33">laci</span><span class="stl_50 stl_08 stl_59">o</span><span class="stl_50 stl_08 stl_121" style="word-spacing:0.0796em;">´n de la educaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_162" style="word-spacing:0.0129em;">´n. </span><a href="https://educacion.gob.ec/wp-content/uploads/downloads/2016/07/Instructivo-para-la-aplicacion-de-la-evaluacion-estudiantil.pdf" target="_blank"><span class="stl_261 stl_262 stl_281">https://educ  </span></a></div> <div class="stl_01" style="left:26.1938em;top:43.78em;"><a href="https://educacion.gob.ec/wp-content/uploads/downloads/2016/07/Instructivo-para-la-aplicacion-de-la-evaluacion-estudiantil.pdf" target="_blank"><span class="stl_261 stl_262 stl_136">acion.gob.ec/wp-content/uploads  </span></a></div> <div class="stl_01" style="left:26.1938em;top:45.1644em;"><a href="https://educacion.gob.ec/wp-content/uploads/downloads/2016/07/Instructivo-para-la-aplicacion-de-la-evaluacion-estudiantil.pdf" target="_blank"><span class="stl_261 stl_262 stl_268">/downloads/2016/07/Instructivo  </span></a></div> <div class="stl_01" style="left:26.1938em;top:46.5488em;"><a href="https://educacion.gob.ec/wp-content/uploads/downloads/2016/07/Instructivo-para-la-aplicacion-de-la-evaluacion-estudiantil.pdf" target="_blank"><span class="stl_261 stl_262 stl_28">-para-la-aplicacion-de-la-eva  </span></a></div> <div class="stl_01" style="left:26.1938em;top:47.9332em;"><a href="https://educacion.gob.ec/wp-content/uploads/downloads/2016/07/Instructivo-para-la-aplicacion-de-la-evaluacion-estudiantil.pdf" target="_blank"><span class="stl_261 stl_262 stl_55">luacion-estudiantil.pdf  </span></a></div> <div class="stl_01" style="left:7.0799em;top:47.0225em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:-0.036em;">Huamanttupa Mamani, K. (2023). La inteli-  </span></div> <div class="stl_01" style="left:8.0554em;top:48.4069em;"><span class="stl_50 stl_08 stl_23" style="word-spacing:-0.0461em;">gencia emocional y el aprendizaje signifi-  </span></div> <div class="stl_01" style="left:8.0554em;top:49.7813em;z-index:2072;"><span class="stl_50 stl_08 stl_64" style="word-spacing:0.0305em;">cativo. Horizontes. Revista De Investiga-</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5888em;"> </span><span class="stl_50 stl_08 stl_201" style="word-spacing:0.0685em;">Ministerio de Educaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_138" style="word-spacing:0.0547em;">´n del Ecuador [MI-  </span></div> <div class="stl_01" style="left:8.0554em;top:51.1657em;z-index:976;"><span class="stl_50 stl_08 stl_09">ci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_57" style="word-spacing:-0.091em;">´n En Ciencias De La Educaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_212" style="word-spacing:-0.1059em;">´n, 7(27),  </span></div> <div class="stl_01" style="left:8.0554em;top:52.56em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.1235em;">454–467. </span><a href="https://doi.org/10.33996/revistahorizontes.v7i27.529" target="_blank"><span class="stl_261 stl_262 stl_277">https://doi.org/10.339  </span></a></div> <div class="stl_01" style="left:8.0554em;top:54.2523em;"><a href="https://doi.org/10.33996/revistahorizontes.v7i27.529" target="_blank"><span class="stl_261 stl_262 stl_09">96/revistahorizontes.v7i27.529  </span></a></div> <div class="stl_01" style="left:26.1938em;top:51.1657em;z-index:2109;"><span class="stl_50 stl_08 stl_78" style="word-spacing:0.307em;">NEDUC]. (2024a). Biolog</span><span class="stl_50 stl_08 stl_82">´</span><span class="stl_50 stl_08 stl_78" style="word-spacing:0.307em;">ıa, Bachille-  </span></div> <div class="stl_01" style="left:26.1938em;top:52.56em;"><span class="stl_50 stl_08 stl_72" style="word-spacing:0.1448em;">rato general. Estudios y Construcciones  </span></div> <div class="stl_01" style="left:26.1938em;top:53.9444em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0342em;">Uleam-Ep. </span><a href="https://recursos.educacion.gob.ec/wp-content/uploads/2024/Textos/Bachillerato/1ro_BG/1ro_BG_BIOLOGIA.pdf" target="_blank"><span class="stl_261 stl_262 stl_282">https://recursos.educa  </span></a></div> <div class="stl_01" style="left:26.1938em;top:55.6366em;"><a href="https://recursos.educacion.gob.ec/wp-content/uploads/2024/Textos/Bachillerato/1ro_BG/1ro_BG_BIOLOGIA.pdf" target="_blank"><span class="stl_261 stl_262 stl_268">cion.gob.ec/wp-content/uploads  </span></a></div> <div class="stl_01" style="left:26.1938em;top:57.021em;"><a href="https://recursos.educacion.gob.ec/wp-content/uploads/2024/Textos/Bachillerato/1ro_BG/1ro_BG_BIOLOGIA.pdf" target="_blank"><span class="stl_261 stl_262 stl_268">/2024/Textos/Bachillerato/1ro_  </span></a></div> <div class="stl_01" style="left:26.1938em;top:58.4055em;"><a href="https://recursos.educacion.gob.ec/wp-content/uploads/2024/Textos/Bachillerato/1ro_BG/1ro_BG_BIOLOGIA.pdf" target="_blank"><span class="stl_261 stl_262 stl_33">BG/1ro_BG_BIOLOGIA.pdf  </span></a></div> <div class="stl_01" style="left:7.0799em;top:56.1004em;z-index:1073;"><span class="stl_50 stl_08 stl_108" style="word-spacing:0.0248em;">Instituto Nacional de Evaluaci</span><span class="stl_50 stl_08 stl_59">o</span><span class="stl_50 stl_08 stl_283" style="word-spacing:0.006em;">´n Educativa  </span></div> <div class="stl_01" style="left:8.0554em;top:57.4947em;"><span class="stl_50 stl_08 stl_09">[INE</span><span class="stl_50 stl_08 stl_107">V</span><span class="stl_50 stl_08 stl_09">A</span><span class="stl_50 stl_08 stl_132" style="word-spacing:0.045em;">L]. (2023). Resultado de evalua-  </span></div> <div class="stl_01" style="left:8.0554em;top:58.8791em;"><span class="stl_50 stl_08 stl_23" style="word-spacing:0.1636em;">ciones nacionales, Ser Estudiante Nivel  </span></div> <div class="stl_01" style="left:8.0554em;top:60.2535em;z-index:2290;"><span class="stl_50 stl_08 stl_149" style="word-spacing:0.0945em;">de Bachillerato. Calle Luis Cordero E1-</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.5837em;"> </span><span class="stl_50 stl_08 stl_201" style="word-spacing:0.0685em;">Ministerio de Educaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_138" style="word-spacing:0.0547em;">´n del Ecuador [MI-  </span></div> <div class="stl_01" style="left:8.0554em;top:61.6479em;"><span class="stl_50 stl_08 stl_235" style="word-spacing:0.1677em;">14 y Av. 10 de Agosto. Quito-Ecuador.  </span></div> <div class="stl_01" style="left:8.0554em;top:63.3401em;"><a href="http://evaluaciones.evaluacion.gob.ec/BI/nacionales-informes-y-resultados/" target="_blank"><span class="stl_261 stl_262 stl_136">http://evaluaciones.evaluacion.  </span></a></div> <div class="stl_01" style="left:26.1938em;top:61.6479em;"><span class="stl_50 stl_08 stl_149" style="word-spacing:-0.0197em;">NEDUC]. (2024b). Lineamientos institu-  </span></div> <div class="stl_01" style="left:26.1938em;top:63.0323em;"><span class="stl_50 stl_08 stl_12" style="word-spacing:-0.0753em;">cionales para integrar los dispositivos tec-  </span></div> <div class="stl_01" style="left:15.0477em;top:64.4944em;z-index:2382;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:37.3043em;top:64.4944em;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:15.0477em;top:65.2955em;z-index:2400;"><span class="stl_52 stl_08 stl_71" style="word-spacing:0.0117em;">Esta revista est</span><span class="stl_52 stl_08 stl_67">a</span><span class="stl_52 stl_08 stl_53" style="word-spacing:0.0094em;">´ protegida bajo una licencia Creative Commons en la 4.0  </span></div> <div class="stl_01" style="left:15.0477em;top:65.9872em;z-index:2478;"><span class="stl_52 stl_08 stl_80" style="word-spacing:0.0263em;">International. Copia de la licencia:  </span></div> <div class="stl_01" style="left:15.0477em;top:66.6716em;"><span class="stl_52 stl_08 stl_81">http://creativecommons.org/licenses/by-nc-sa/4.0/  </span></div> <div class="stl_01" style="left:15.0477em;top:67.1385em;z-index:2530;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:37.3043em;top:67.1385em;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:14.7987em;top:67.8975em;z-index:2549;"><span class="stl_07 stl_08 stl_33">Predicci</span><span class="stl_07 stl_08 stl_26">o</span><span class="stl_07 stl_08 stl_40" style="word-spacing:-0.0187em;">´n Cient</span><span class="stl_07 stl_08 stl_82">´</span><span class="stl_07 stl_08 stl_09">ıfica  </span></div> <div class="stl_01" style="left:34.6925em;top:68.2405em;z-index:2556;"><span class="stl_07 stl_08 stl_33">P</span><span class="stl_07 stl_08 stl_67">a</span><span class="stl_07 stl_08 stl_83" style="word-spacing:-0.0158em;">´gina 36- 39  </span></div> <div style="position:absolute;left:-0.0013em;top:-0.0763em;width:49.6092em;height:70.1613em;"> <a href="https://doi.org/10.35381/e.k.v6i11.2404" target="_blank"> <img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAYAAAAfFcSJAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAADElEQVR4nGJgAAIAAAAA//8bPySpAAAABklEQVQDAAAFAAHHrpkTAAAAAElFTkSuQmCC" class="stl_grlink" /> </a> </div> </div> </div> </div> <div id="page_15" class="stl_ stl_02"> <div class="stl_03"> <img 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" alt="" class="stl_04" /> </div> <div class="stl_view"> <div class="stl_05 stl_06"> <div class="stl_01" style="left:23.443em;top:1.219em;"><span class="stl_07 stl_08 stl_09">ISSN: 2602-8085  </span></div> <div class="stl_01" style="left:23.443em;top:2.4229em;"><span class="stl_07 stl_08 stl_10" style="word-spacing:0.0381em;">Vol. 9 No. 4, pp. 22 – 39, octubre - diciembre 2025  </span></div> <div class="stl_01" style="left:23.443em;top:3.6267em;"><span class="stl_07 stl_08 stl_11" style="word-spacing:0.0062em;">Revista Multidisciplinar  </span></div> <div class="stl_01" style="left:23.443em;top:4.8205em;z-index:82;"><span class="stl_07 stl_08 stl_12">Art</span><span class="stl_07 stl_08 stl_13">´</span><span class="stl_07 stl_08 stl_14" style="word-spacing:-0.0036em;">ıculo Original  </span></div> <div class="stl_01" style="left:8.0554em;top:10.6611em;z-index:124;"><span class="stl_50 stl_08 stl_09">nol</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_175" style="word-spacing:0.0417em;">´gicos e internet. Direcci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_284" style="word-spacing:0.0374em;">´n Nacional  </span></div> <div class="stl_01" style="left:26.1938em;top:10.6711em;"><span class="stl_50 stl_08 stl_240" style="word-spacing:0.3056em;">schools work: An equation for active,  </span></div> <div class="stl_01" style="left:26.1938em;top:12.0554em;"><span class="stl_50 stl_08 stl_201" style="word-spacing:0.2906em;">playful learning. Theory into practice,  </span></div> <div class="stl_01" style="left:26.1938em;top:13.4399em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0662em;">62(2), 141-154. </span><a href="https://doi.org/10.1080/00405841.2023.2202136" target="_blank"><span class="stl_261 stl_262 stl_285">https://doi.org/10  </span></a></div> <div class="stl_01" style="left:26.1938em;top:15.132em;"><a href="https://doi.org/10.1080/00405841.2023.2202136" target="_blank"><span class="stl_261 stl_262 stl_33">.1080/00405841.2023.2202136  </span></a></div> <div class="stl_01" style="left:8.0554em;top:12.0455em;z-index:162;"><span class="stl_50 stl_08 stl_124" style="word-spacing:0.0911em;">de Tecnolog</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_33" style="word-spacing:0.0657em;">ıas para la Educaci</span><span class="stl_50 stl_08 stl_59">o</span><span class="stl_50 stl_08 stl_28" style="word-spacing:-0.0178em;">´n. </span><a href="https://recursos.educacion.gob.ec/red/lineamientos-institucionales-para-integrar-los-dispositivos-tecnologicos-e-internet/" target="_blank"><span class="stl_261 stl_262 stl_286">http  </span></a></div> <div class="stl_01" style="left:8.0554em;top:13.7477em;"><a href="https://recursos.educacion.gob.ec/red/lineamientos-institucionales-para-integrar-los-dispositivos-tecnologicos-e-internet/" target="_blank"><span class="stl_261 stl_262 stl_268">s://recursos.educacion.gob.ec/  </span></a></div> <div class="stl_01" style="left:8.0554em;top:15.132em;"><a href="https://recursos.educacion.gob.ec/red/lineamientos-institucionales-para-integrar-los-dispositivos-tecnologicos-e-internet/" target="_blank"><span class="stl_261 stl_262 stl_268">red/lineamientos-institucional  </span></a></div> <div class="stl_01" style="left:8.0554em;top:16.5165em;"><a href="https://recursos.educacion.gob.ec/red/lineamientos-institucionales-para-integrar-los-dispositivos-tecnologicos-e-internet/" target="_blank"><span class="stl_261 stl_262 stl_268">es-para-integrar-los-dispositi  </span></a></div> <div class="stl_01" style="left:8.0554em;top:17.9009em;"><a href="https://recursos.educacion.gob.ec/red/lineamientos-institucionales-para-integrar-los-dispositivos-tecnologicos-e-internet/" target="_blank"><span class="stl_261 stl_262 stl_57">vos-tecnologicos-e-internet/  </span></a></div> <div class="stl_01" style="left:25.2183em;top:17.0389em;"><span class="stl_50 stl_08 stl_91" style="word-spacing:-0.0261em;">Onowugbeda, F. U., Agbanimu, D. O., Oke-  </span></div> <div class="stl_01" style="left:26.1938em;top:18.4232em;z-index:1384;"><span class="stl_50 stl_08 stl_38" style="word-spacing:-0.004em;">bukola, </span><span class="stl_50 stl_08 stl_134">P</span><span class="stl_50 stl_08 stl_09" style="word-spacing:-0.013em;">. </span><span class="stl_50 stl_08 stl_09">A</span><span class="stl_50 stl_08 stl_30" style="word-spacing:-0.0161em;">., Ibukunolu, A. A., </span><span class="stl_50 stl_08 stl_207">T</span><span class="stl_50 stl_08 stl_199">okunbo  </span></div> <div class="stl_01" style="left:26.1938em;top:19.8076em;"><span class="stl_50 stl_08 stl_10" style="word-spacing:0.0973em;">Odekeye, O. & Olori, O. E. (2023). Re-  </span></div> <div class="stl_01" style="left:26.1938em;top:21.192em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.085em;">ducing anxiety and promoting meaning-  </span></div> <div class="stl_01" style="left:26.1938em;top:22.5764em;"><span class="stl_50 stl_08 stl_80" style="word-spacing:0.046em;">ful learning of biology concepts through  </span></div> <div class="stl_01" style="left:26.1938em;top:23.9608em;"><span class="stl_50 stl_08 stl_44" style="word-spacing:-0.0102em;">a culturally sensitive and context-specific  </span></div> <div class="stl_01" style="left:26.1938em;top:25.3451em;"><span class="stl_50 stl_08 stl_63" style="word-spacing:0.0842em;">instructional method. International Jour-  </span></div> <div class="stl_01" style="left:26.1938em;top:26.7295em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.085em;">nal of Science Education, 45(15), 1303-  </span></div> <div class="stl_01" style="left:26.1938em;top:28.1139em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0307em;">1320. </span><a href="https://doi.org/10.1080/09500693.2023.2202799 " target="_blank"><span class="stl_261 stl_262 stl_287">https://doi.org/10.1080/09  </span></a></div> <div class="stl_01" style="left:26.1938em;top:29.8061em;"><a href="https://doi.org/10.1080/09500693.2023.2202799 " target="_blank"><span class="stl_261 stl_262 stl_33">500693.2023.2202799  </span></a></div> <div class="stl_01" style="left:7.0799em;top:19.7489em;z-index:304;"><span class="stl_50 stl_08 stl_09">Miranda-N</span><span class="stl_50 stl_08 stl_102">u</span><span class="stl_50 stl_08 stl_137">´</span><span class="stl_50 stl_08 stl_26">n</span><span class="stl_50 stl_08 stl_189" style="word-spacing:0.0933em;">˜ez, </span><span class="stl_50 stl_08 stl_34">Y</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.148em;">. </span><span class="stl_50 stl_08 stl_09">R</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.1485em;">. (2022). Aprendiza-  </span></div> <div class="stl_01" style="left:8.0554em;top:21.1434em;"><span class="stl_50 stl_08 stl_72" style="word-spacing:0.1386em;">je Significativo desde la praxis educati-  </span></div> <div class="stl_01" style="left:8.0554em;top:22.5277em;"><span class="stl_50 stl_08 stl_11" style="word-spacing:0.1235em;">va constructivista. Revista Arbitrada In-  </span></div> <div class="stl_01" style="left:8.0554em;top:23.9021em;z-index:418;"><span class="stl_50 stl_08 stl_45" style="word-spacing:0.1756em;">terdisciplinaria Koinon</span><span class="stl_50 stl_08 stl_82">´</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.1725em;">ıa, 7(13), 79–91.  </span></div> <div class="stl_01" style="left:8.0554em;top:25.6043em;"><a href="https://doi.org/10.35381/r.k.v7i13.1643" target="_blank"><span class="stl_261 stl_262 stl_268">https://doi.org/10.35381/r.k.v  </span></a></div> <div class="stl_01" style="left:8.0554em;top:26.9887em;"><a href="https://doi.org/10.35381/r.k.v7i13.1643" target="_blank"><span class="stl_261 stl_262 stl_09">7i13.1643  </span></a></div> <div class="stl_01" style="left:7.0799em;top:28.8369em;z-index:510;"><span class="stl_50 stl_08 stl_23">Nahuelcura-Mill</span><span class="stl_50 stl_08 stl_67">a</span><span class="stl_50 stl_08 stl_21" style="word-spacing:0.1636em;">´n, N. (2023). Innovaci</span><span class="stl_50 stl_08 stl_59">o</span><span class="stl_50 stl_08 stl_150">´n  </span></div> <div class="stl_01" style="left:8.0554em;top:30.2212em;z-index:536;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0939em;">en la Ense</span><span class="stl_50 stl_08 stl_26">n</span><span class="stl_50 stl_08 stl_190" style="word-spacing:0.0846em;">˜anza de la Anatom</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.094em;">ıa Huma-  </span></div> <div class="stl_01" style="left:8.0554em;top:31.6056em;z-index:572;"><span class="stl_50 stl_08 stl_130" style="word-spacing:0.0037em;">na: Aula Invertida y su Aplicaci</span><span class="stl_50 stl_08 stl_59">o</span><span class="stl_50 stl_08 stl_210" style="word-spacing:-0.013em;">´n. Inter-  </span></div> <div class="stl_01" style="left:8.0554em;top:32.9999em;"><span class="stl_50 stl_08 stl_75" style="word-spacing:0.1886em;">national Journal of Morphology, 41(2).  </span></div> <div class="stl_01" style="left:8.0554em;top:34.6922em;"><a href="https://doi.org/10.4067/s0717-95022023000200389" target="_blank"><span class="stl_261 stl_262 stl_136">https://doi.org/10.4067/s0717-9  </span></a></div> <div class="stl_01" style="left:8.0554em;top:36.0765em;"><a href="https://doi.org/10.4067/s0717-95022023000200389" target="_blank"><span class="stl_261 stl_262 stl_09">5022023000200389  </span></a></div> <div class="stl_01" style="left:25.2183em;top:31.7129em;"><span class="stl_50 stl_08 stl_66" style="word-spacing:0.1999em;">Paladines Enriquez, N. R. (2023). Imple-  </span></div> <div class="stl_01" style="left:26.1938em;top:33.0874em;z-index:1712;"><span class="stl_50 stl_08 stl_33">mentaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_30" style="word-spacing:-0.0915em;">´n efectiva de las TIC en la educa-  </span></div> <div class="stl_01" style="left:26.1938em;top:34.4717em;z-index:1743;"><span class="stl_50 stl_08 stl_09">ci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_177" style="word-spacing:0.0293em;">´n para mejorar el aprendizaje: una re-  </span></div> <div class="stl_01" style="left:26.1938em;top:35.8561em;z-index:1790;"><span class="stl_50 stl_08 stl_33">visi</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_288" style="word-spacing:0.0055em;">´n sistem</span><span class="stl_50 stl_08 stl_67">a</span><span class="stl_50 stl_08 stl_201" style="word-spacing:0.0241em;">´tica. Ciencia Latina Revis-  </span></div> <div class="stl_01" style="left:26.1938em;top:37.2404em;z-index:1822;"><span class="stl_50 stl_08 stl_31" style="word-spacing:-0.0207em;">ta Cient</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_78" style="word-spacing:-0.0274em;">ıfica Multidisciplinar, 7(1), 5788-  </span></div> <div class="stl_01" style="left:26.1938em;top:38.6349em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0307em;">5804. </span><a href="https://doi.org/10.37811/cl_rcm.v7i1.4862" target="_blank"><span class="stl_261 stl_262 stl_287">https://doi.org/10.37811/c  </span></a></div> <div class="stl_01" style="left:26.1938em;top:40.327em;"><a href="https://doi.org/10.37811/cl_rcm.v7i1.4862" target="_blank"><span class="stl_261 stl_262 stl_33">l_rcm.v7i1.4862  </span></a></div> <div class="stl_01" style="left:7.0799em;top:37.9346em;"><span class="stl_50 stl_08 stl_86" style="word-spacing:0.0208em;">Nanto, D., Agustina, R. D., Ramadhanti, I.,  </span></div> <div class="stl_01" style="left:8.0554em;top:39.319em;z-index:707;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.1665em;">Putra, R. </span><span class="stl_50 stl_08 stl_134">P</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.1665em;">. & </span><span class="stl_50 stl_08 stl_09">M</span><span class="stl_50 stl_08 stl_128" style="word-spacing:0.1736em;">ulhayatiah, D. (2022).  </span></div> <div class="stl_01" style="left:8.0554em;top:40.7034em;"><span class="stl_50 stl_08 stl_86" style="word-spacing:0.2421em;">The usefulness of LabXChange virtual  </span></div> <div class="stl_01" style="left:8.0554em;top:42.0878em;"><span class="stl_50 stl_08 stl_20" style="word-spacing:0.1657em;">lab and PhyPhox real lab on pendulum  </span></div> <div class="stl_01" style="left:8.0554em;top:43.4722em;"><span class="stl_50 stl_08 stl_49" style="word-spacing:0.3266em;">student practicum during a pandemic.  </span></div> <div class="stl_01" style="left:8.0554em;top:44.8565em;"><span class="stl_50 stl_08 stl_23" style="word-spacing:0.2609em;">Journal of Physics: Conference Series,  </span></div> <div class="stl_01" style="left:8.0554em;top:46.2409em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0662em;">2157(1), 21-22. </span><a href="https://doi.org/10.1088/1742-6596/2157/1/012047" target="_blank"><span class="stl_261 stl_262 stl_285">https://doi.org/10  </span></a></div> <div class="stl_01" style="left:8.0554em;top:47.9332em;"><a href="https://doi.org/10.1088/1742-6596/2157/1/012047" target="_blank"><span class="stl_261 stl_262 stl_174">.1088/1742-6596/2157/1/012047  </span></a></div> <div class="stl_01" style="left:25.2183em;top:42.2338em;"><span class="stl_50 stl_08 stl_25" style="word-spacing:0.255em;">Parker, R., Thomsen, B. S. & Berry, A.  </span></div> <div class="stl_01" style="left:26.1938em;top:43.6182em;"><span class="stl_50 stl_08 stl_114" style="word-spacing:0.0638em;">(2022). Learning through play at School  </span></div> <div class="stl_01" style="left:26.1938em;top:45.0026em;"><span class="stl_50 stl_08 stl_87" style="word-spacing:0.1526em;">– A framework for policy and practice.  </span></div> <div class="stl_01" style="left:26.1938em;top:46.3869em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.1077em;">Frontiers in Education, 7. </span><a href="https://doi.org/10.3389/feduc.2022.751801" target="_blank"><span class="stl_261 stl_262 stl_289">https://do  </span></a></div> <div class="stl_01" style="left:26.1938em;top:48.0792em;"><a href="https://doi.org/10.3389/feduc.2022.751801" target="_blank"><span class="stl_261 stl_262 stl_33">i.org/10.3389/feduc.2022.751801  </span></a></div> <div class="stl_01" style="left:7.0799em;top:49.7913em;"><span class="stl_50 stl_08 stl_48">Navarro,  </span></div> <div class="stl_01" style="left:12.1689em;top:49.7913em;"><span class="stl_50 stl_08 stl_09">C.,  </span></div> <div class="stl_01" style="left:14.9624em;top:49.7813em;z-index:944;"><span class="stl_50 stl_08 stl_227">Arias-Calder</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_162">´n,  </span></div> <div class="stl_01" style="left:23.0042em;top:49.7913em;"><span class="stl_50 stl_08 stl_09">M.,  </span></div> <div class="stl_01" style="left:25.2183em;top:49.976em;z-index:2065;"><span class="stl_50 stl_08 stl_33">Ram</span><span class="stl_50 stl_08 stl_59">o</span><span class="stl_50 stl_08 stl_80" style="word-spacing:0.1255em;">´n Noblecilla, A. M., Hidalgo Encar-  </span></div> <div class="stl_01" style="left:26.1938em;top:51.3604em;z-index:2116;"><span class="stl_50 stl_08 stl_33">naci</span><span class="stl_50 stl_08 stl_59">o</span><span class="stl_50 stl_08 stl_228" style="word-spacing:0.1458em;">´n, D. O., Rivas S</span><span class="stl_50 stl_08 stl_67">a</span><span class="stl_50 stl_08 stl_142" style="word-spacing:0.1475em;">´nchez, O. E. &  </span></div> <div class="stl_01" style="left:26.1938em;top:52.7448em;z-index:2156;"><span class="stl_50 stl_08 stl_33" style="word-spacing:0.3081em;">Coronel F</span><span class="stl_50 stl_08 stl_67">a</span><span class="stl_50 stl_08 stl_47" style="word-spacing:0.3084em;">´rez, D. F. (2023). An</span><span class="stl_50 stl_08 stl_67">a</span><span class="stl_50 stl_08 stl_105">´lisis  </span></div> <div class="stl_01" style="left:26.1938em;top:54.1291em;z-index:2196;"><span class="stl_50 stl_08 stl_33">bibliom</span><span class="stl_50 stl_08 stl_67">e</span><span class="stl_50 stl_08 stl_68" style="word-spacing:0.1673em;">´trico de la producci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_60" style="word-spacing:0.1582em;">´n cient</span><span class="stl_50 stl_08 stl_82">´</span><span class="stl_50 stl_08 stl_09">ıfi-  </span></div> <div class="stl_01" style="left:26.1938em;top:55.5135em;z-index:2215;"><span class="stl_50 stl_08 stl_33" style="word-spacing:0.2581em;">ca sobre educaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_256" style="word-spacing:0.2422em;">´n virtual en tiempos  </span></div> <div class="stl_01" style="left:26.1938em;top:56.9079em;"><span class="stl_50 stl_08 stl_10" style="word-spacing:-0.0225em;">de COVID-19. Revista Multidisciplinaria  </span></div> <div class="stl_01" style="left:26.1938em;top:58.2823em;z-index:2293;"><span class="stl_50 stl_08 stl_153">Investigaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_116">´</span><span class="stl_50 stl_08 stl_33" style="word-spacing:0.175em;">n Contempor</span><span class="stl_50 stl_08 stl_67">a</span><span class="stl_50 stl_08 stl_210" style="word-spacing:0.1639em;">´nea, 1(2), 58-  </span></div> <div class="stl_01" style="left:26.1938em;top:59.6766em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0228em;">77. </span><a href="https://doi.org/10.58995/redlic.ic.v1.n2.a49" target="_blank"><span class="stl_261 stl_262 stl_198">https://doi.org/10.58995/red  </span></a></div> <div class="stl_01" style="left:26.1938em;top:61.3689em;"><a href="https://doi.org/10.58995/redlic.ic.v1.n2.a49" target="_blank"><span class="stl_261 stl_262 stl_33">lic.ic.v1.n2.a49  </span></a></div> <div class="stl_01" style="left:8.0554em;top:51.1657em;z-index:976;"><span class="stl_50 stl_08 stl_161">Henr</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_69" style="word-spacing:0.6501em;">ıquez, C. A. & Riquelme, </span><span class="stl_50 stl_08 stl_134">P</span><span class="stl_50 stl_08 stl_134">.  </span></div> <div class="stl_01" style="left:8.0554em;top:52.56em;"><span class="stl_50 stl_08 stl_63" style="word-spacing:0.6525em;">(2024). Assessment of student and  </span></div> <div class="stl_01" style="left:8.0554em;top:53.9444em;"><span class="stl_50 stl_08 stl_101" style="word-spacing:0.064em;">teacher perceptions on the use of virtual  </span></div> <div class="stl_01" style="left:8.0554em;top:55.3288em;"><span class="stl_50 stl_08 stl_80" style="word-spacing:0.2586em;">simulation in Cell Biology Laboratory  </span></div> <div class="stl_01" style="left:8.0554em;top:56.7132em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.373em;">Education. Education Sciences, 14(3),  </span></div> <div class="stl_01" style="left:8.0554em;top:58.0976em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0936em;">243. </span><a href="https://doi.org/10.3390/educsci14030243" target="_blank"><span class="stl_261 stl_262 stl_271">https://doi.org/10.3390/ed  </span></a></div> <div class="stl_01" style="left:8.0554em;top:59.7898em;"><a href="https://doi.org/10.3390/educsci14030243" target="_blank"><span class="stl_261 stl_262 stl_09">ucsci14030243  </span></a></div> <div class="stl_01" style="left:7.0799em;top:61.6479em;"><span class="stl_50 stl_08 stl_141" style="word-spacing:0.1906em;">Nesbitt, K. T., Blinkoff, E., Golinkoff, R.  </span></div> <div class="stl_01" style="left:8.0554em;top:63.0323em;"><span class="stl_50 stl_08 stl_12" style="word-spacing:0.2237em;">M. & Hirsh-Pasek, K. (2023). Making  </span></div> <div class="stl_01" style="left:15.0477em;top:64.4944em;z-index:2355;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:37.3043em;top:64.4944em;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:15.0477em;top:65.2955em;z-index:2373;"><span class="stl_52 stl_08 stl_71" style="word-spacing:0.0117em;">Esta revista est</span><span class="stl_52 stl_08 stl_67">a</span><span class="stl_52 stl_08 stl_53" style="word-spacing:0.0094em;">´ protegida bajo una licencia Creative Commons en la 4.0  </span></div> <div class="stl_01" style="left:15.0477em;top:65.9872em;z-index:2451;"><span class="stl_52 stl_08 stl_80" style="word-spacing:0.0263em;">International. Copia de la licencia:  </span></div> <div class="stl_01" style="left:15.0477em;top:66.6716em;"><span class="stl_52 stl_08 stl_81">http://creativecommons.org/licenses/by-nc-sa/4.0/  </span></div> <div class="stl_01" style="left:15.0477em;top:67.1385em;z-index:2503;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:37.3043em;top:67.1385em;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:14.7987em;top:67.8975em;z-index:2522;"><span class="stl_07 stl_08 stl_33">Predicci</span><span class="stl_07 stl_08 stl_26">o</span><span class="stl_07 stl_08 stl_40" style="word-spacing:-0.0187em;">´n Cient</span><span class="stl_07 stl_08 stl_82">´</span><span class="stl_07 stl_08 stl_09">ıfica  </span></div> <div class="stl_01" style="left:34.6925em;top:68.2405em;z-index:2529;"><span class="stl_07 stl_08 stl_33">P</span><span class="stl_07 stl_08 stl_67">a</span><span class="stl_07 stl_08 stl_83" style="word-spacing:-0.0158em;">´gina 37- 39  </span></div> <div style="position:absolute;left:-0.0013em;top:-0.0763em;width:49.6092em;height:70.1613em;"> <a href="https://recursos.educacion.gob.ec/red/lineamientos-institucionales-para-integrar-los-dispositivos-tecnologicos-e-internet/" target="_blank"> <img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAYAAAAfFcSJAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAADElEQVR4nGJgAAIAAAAA//8bPySpAAAABklEQVQDAAAFAAHHrpkTAAAAAElFTkSuQmCC" class="stl_grlink" /> </a> </div> </div> </div> </div> <div id="page_16" class="stl_ stl_02"> <div class="stl_03"> <img 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" alt="" class="stl_04" /> </div> <div class="stl_view"> <div class="stl_05 stl_06"> <div class="stl_01" style="left:23.443em;top:1.219em;"><span class="stl_07 stl_08 stl_09">ISSN: 2602-8085  </span></div> <div class="stl_01" style="left:23.443em;top:2.4229em;"><span class="stl_07 stl_08 stl_10" style="word-spacing:0.0381em;">Vol. 9 No. 4, pp. 22 – 39, octubre - diciembre 2025  </span></div> <div class="stl_01" style="left:23.443em;top:3.6267em;"><span class="stl_07 stl_08 stl_11" style="word-spacing:0.0062em;">Revista Multidisciplinar  </span></div> <div class="stl_01" style="left:23.443em;top:4.8205em;z-index:82;"><span class="stl_07 stl_08 stl_12">Art</span><span class="stl_07 stl_08 stl_13">´</span><span class="stl_07 stl_08 stl_14" style="word-spacing:-0.0036em;">ıculo Original  </span></div> <div class="stl_01" style="left:7.0799em;top:10.6711em;"><span class="stl_50 stl_08 stl_96" style="word-spacing:0.2335em;">Ramos-Galarza, C. (2021). Editorial: Di-  </span></div> <div class="stl_01" style="left:26.1938em;top:10.979em;"><a href="https://doi.org/10.26754/ojs_clio/clio.2022487369" target="_blank"><span class="stl_261 stl_262 stl_268">//doi.org/10.26754/ojs_clio/cl  </span></a></div> <div class="stl_01" style="left:26.1938em;top:12.3633em;"><a href="https://doi.org/10.26754/ojs_clio/clio.2022487369" target="_blank"><span class="stl_261 stl_262 stl_33">io.2022487369  </span></a></div> <div class="stl_01" style="left:8.0554em;top:12.0455em;z-index:152;"><span class="stl_50 stl_08 stl_09">se</span><span class="stl_50 stl_08 stl_26">n</span><span class="stl_50 stl_08 stl_72" style="word-spacing:0.5989em;">˜os de investigaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_245" style="word-spacing:0.5855em;">´n experimental.  </span></div> <div class="stl_01" style="left:8.0554em;top:13.4299em;z-index:176;"><span class="stl_50 stl_08 stl_09">CienciAm</span><span class="stl_50 stl_08 stl_67">e</span><span class="stl_50 stl_08 stl_246" style="word-spacing:0.1957em;">´rica 10(1):1-17 </span><a href="http://dx.doi.org/10.33210/ca.v10i1.356" target="_blank"><span class="stl_261 stl_262 stl_290">http://dx  </span></a></div> <div class="stl_01" style="left:8.0554em;top:15.132em;"><a href="http://dx.doi.org/10.33210/ca.v10i1.356" target="_blank"><span class="stl_261 stl_262 stl_09">.doi.org/10.33210/ca.v10i1.356  </span></a></div> <div class="stl_01" style="left:25.2183em;top:14.2601em;z-index:1283;"><span class="stl_50 stl_08 stl_43" style="word-spacing:0.312em;">Salas-Rueda, R. A. (2023). Metodolog</span><span class="stl_50 stl_08 stl_82">´</span><span class="stl_50 stl_08 stl_09">ıa  </span></div> <div class="stl_01" style="left:26.1938em;top:15.6445em;z-index:1297;"><span class="stl_50 stl_08 stl_33" style="word-spacing:0.1966em;">para el dise</span><span class="stl_50 stl_08 stl_26">n</span><span class="stl_50 stl_08 stl_192" style="word-spacing:0.188em;">˜o de aplicaciones educati-  </span></div> <div class="stl_01" style="left:26.1938em;top:17.0289em;z-index:1340;"><span class="stl_50 stl_08 stl_53" style="word-spacing:0.2399em;">vas y su implementaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_212" style="word-spacing:0.2128em;">´n en el campo  </span></div> <div class="stl_01" style="left:26.1938em;top:18.4133em;z-index:1362;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.3139em;">de las matem</span><span class="stl_50 stl_08 stl_67">a</span><span class="stl_50 stl_08 stl_111" style="word-spacing:0.3078em;">´ticas. Dilemas Contem-  </span></div> <div class="stl_01" style="left:26.1938em;top:19.7976em;z-index:1414;"><span class="stl_50 stl_08 stl_33">por</span><span class="stl_50 stl_08 stl_67">a</span><span class="stl_50 stl_08 stl_57" style="word-spacing:0.0498em;">´neos: Educaci</span><span class="stl_50 stl_08 stl_59">o</span><span class="stl_50 stl_08 stl_198" style="word-spacing:0.0454em;">´n, Pol</span><span class="stl_50 stl_08 stl_82">´</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0585em;">ıtica y </span><span class="stl_50 stl_08 stl_207">V</span><span class="stl_50 stl_08 stl_09">alores,  </span></div> <div class="stl_01" style="left:26.1938em;top:21.192em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0727em;">9(1). </span><a href="https://doi.org/10.46377/dilemas.v11i1.3728" target="_blank"><span class="stl_261 stl_262 stl_291">https://doi.org/10.46377/d  </span></a></div> <div class="stl_01" style="left:26.1938em;top:22.8842em;"><a href="https://doi.org/10.46377/dilemas.v11i1.3728" target="_blank"><span class="stl_261 stl_262 stl_101">ilemas.v11i1.3728  </span></a></div> <div class="stl_01" style="left:7.0799em;top:17.0289em;z-index:258;"><span class="stl_50 stl_08 stl_292" style="word-spacing:0.2358em;">Ravelo D</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_53" style="word-spacing:0.2083em;">ıaz, Z. (2022). Hebegog</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.205em;">ıa, gno-  </span></div> <div class="stl_01" style="left:8.0554em;top:18.4133em;z-index:296;"><span class="stl_50 stl_08 stl_33" style="word-spacing:0.0925em;">sis de transici</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_159" style="word-spacing:0.0837em;">´n entre la pedagog</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0925em;">ıa y la  </span></div> <div class="stl_01" style="left:8.0554em;top:19.7976em;z-index:325;"><span class="stl_50 stl_08 stl_208">andragog</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_86" style="word-spacing:0.171em;">ıa en la formaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_40" style="word-spacing:0.1484em;">´n del adoles-  </span></div> <div class="stl_01" style="left:8.0554em;top:21.192em;"><span class="stl_50 stl_08 stl_119" style="word-spacing:0.0925em;">cente. HOLOPRAXIS. Revista de Cien-  </span></div> <div class="stl_01" style="left:8.0554em;top:22.5664em;z-index:393;"><span class="stl_50 stl_08 stl_293" style="word-spacing:-0.0766em;">cia, Tecnolog</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_195" style="word-spacing:-0.0836em;">ıa e Innovaci</span><span class="stl_50 stl_08 stl_59">o</span><span class="stl_50 stl_08 stl_150">´</span><span class="stl_50 stl_08 stl_09" style="word-spacing:-0.097em;">n, 6(1), 73–92.  </span></div> <div class="stl_01" style="left:8.0554em;top:24.2686em;"><a href="https://revista.uniandes.edu.ec/ojs/index.php/holopraxis/article/view/2993" target="_blank"><span class="stl_261 stl_262 stl_268">https://revista.uniandes.edu.e  </span></a></div> <div class="stl_01" style="left:8.0554em;top:25.6529em;"><a href="https://revista.uniandes.edu.ec/ojs/index.php/holopraxis/article/view/2993" target="_blank"><span class="stl_261 stl_262 stl_268">c/ojs/index.php/holopraxis/art  </span></a></div> <div class="stl_01" style="left:8.0554em;top:27.0374em;"><a href="https://revista.uniandes.edu.ec/ojs/index.php/holopraxis/article/view/2993" target="_blank"><span class="stl_261 stl_262 stl_09">icle/view/2993  </span></a></div> <div class="stl_01" style="left:25.2183em;top:24.7909em;"><span class="stl_50 stl_08 stl_126" style="word-spacing:0.3505em;">Smyrnova, I. M., Kononenko, A. H. &  </span></div> <div class="stl_01" style="left:26.1938em;top:26.1754em;"><span class="stl_50 stl_08 stl_86" style="word-spacing:0.0418em;">Knysh, S. I. (2023). Formation of digital  </span></div> <div class="stl_01" style="left:26.1938em;top:27.5598em;"><span class="stl_50 stl_08 stl_149" style="word-spacing:0.0559em;">competence in students of higher educa-  </span></div> <div class="stl_01" style="left:26.1938em;top:28.9441em;"><span class="stl_50 stl_08 stl_93" style="word-spacing:-0.0206em;">tion. Innovate Pedagogy, 2(56), 134–137.  </span></div> <div class="stl_01" style="left:26.1938em;top:30.6364em;"><a href="https://doi.org/10.32782/2663-6085/2023/56.2.29" target="_blank"><span class="stl_261 stl_262 stl_136">https://doi.org/10.32782/2663-6  </span></a></div> <div class="stl_01" style="left:26.1938em;top:32.0208em;"><a href="https://doi.org/10.32782/2663-6085/2023/56.2.29" target="_blank"><span class="stl_261 stl_262 stl_33">085/2023/56.2.29  </span></a></div> <div class="stl_01" style="left:7.0799em;top:28.9441em;"><span class="stl_50 stl_08 stl_294" style="word-spacing:0.6119em;">Reen, F. J., Jump, O., McEvoy, G.,  </span></div> <div class="stl_01" style="left:8.0554em;top:30.3285em;z-index:521;"><span class="stl_50 stl_08 stl_81" style="word-spacing:-0.0126em;">McSharry, B. </span><span class="stl_50 stl_08 stl_134">P</span><span class="stl_50 stl_08 stl_09">.</span><span class="stl_50 stl_08 stl_146" style="word-spacing:-0.0039em;">, Morgan, J., Murphy, D.,  </span></div> <div class="stl_01" style="left:8.0554em;top:31.7129em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:-0.05em;">. . .</span><span class="stl_50 stl_08 stl_09" style="word-spacing:0.172em;"> </span><span class="stl_50 stl_08 stl_78" style="word-spacing:-0.0245em;">Supple, B. (2024). Students informed  </span></div> <div class="stl_01" style="left:8.0554em;top:33.0973em;"><span class="stl_50 stl_08 stl_168" style="word-spacing:-0.0849em;">development of virtual reality simulations  </span></div> <div class="stl_01" style="left:8.0554em;top:34.4817em;"><span class="stl_50 stl_08 stl_69" style="word-spacing:0.0654em;">for teaching and learning in the molecu-  </span></div> <div class="stl_01" style="left:8.0554em;top:35.866em;"><span class="stl_50 stl_08 stl_96" style="word-spacing:-0.0591em;">lar sciences. Journal of Biological Educa-  </span></div> <div class="stl_01" style="left:8.0554em;top:37.2504em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0368em;">tion, 1–17. </span><a href="https://doi.org/10.1080/00219266.2024.2386250" target="_blank"><span class="stl_261 stl_262 stl_295">https://doi.org/10.108  </span></a></div> <div class="stl_01" style="left:8.0554em;top:38.9427em;"><a href="https://doi.org/10.1080/00219266.2024.2386250" target="_blank"><span class="stl_261 stl_262 stl_09">0/00219266.2024.2386250  </span></a></div> <div class="stl_01" style="left:41.7518em;top:33.7034em;z-index:1688;"><span class="stl_50 stl_08 stl_09">´</span></div> <div class="stl_01" style="left:25.2183em;top:33.9175em;z-index:1678;"><span class="stl_50 stl_08 stl_09">Su</span><span class="stl_50 stl_08 stl_67">a</span><span class="stl_50 stl_08 stl_100" style="word-spacing:-0.0754em;">´rez-Guerrero, C., San Mart</span><span class="stl_50 stl_08 stl_13">´</span><span class="stl_50 stl_08 stl_09" style="word-spacing:-0.068em;">ın Alonso, A.  </span></div> <div class="stl_01" style="left:26.1938em;top:35.3119em;"><span class="stl_50 stl_08 stl_23" style="word-spacing:-0.0204em;">& Limaymanta, C. (2022). Estado y dise-  </span></div> <div class="stl_01" style="left:26.1938em;top:36.6863em;z-index:1752;"><span class="stl_50 stl_08 stl_33">minaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_196" style="word-spacing:0.1095em;">´n del conectivismo. An</span><span class="stl_50 stl_08 stl_67">a</span><span class="stl_50 stl_08 stl_83" style="word-spacing:0.1032em;">´lisis bi-  </span></div> <div class="stl_01" style="left:26.1938em;top:38.0707em;z-index:1767;"><span class="stl_50 stl_08 stl_33">bliom</span><span class="stl_50 stl_08 stl_67">e</span><span class="stl_50 stl_08 stl_49" style="word-spacing:0.1318em;">´trico. Education in the Knowled-  </span></div> <div class="stl_01" style="left:26.1938em;top:39.465em;"><span class="stl_50 stl_08 stl_168" style="word-spacing:0.0273em;">ge Society (EKS), (23), e28212. </span><a href="https://doi.org/10.14201/eks.28212" target="_blank"><span class="stl_261 stl_262 stl_138">https:  </span></a></div> <div class="stl_01" style="left:26.1938em;top:41.1573em;"><a href="https://doi.org/10.14201/eks.28212" target="_blank"><span class="stl_261 stl_262 stl_33">//doi.org/10.14201/eks.28212  </span></a></div> <div class="stl_01" style="left:7.0799em;top:40.8494em;"><span class="stl_50 stl_08 stl_87" style="word-spacing:-0.0891em;">Revisionvillage. (2024). IB Biology SL. Past  </span></div> <div class="stl_01" style="left:8.0554em;top:42.2338em;"><span class="stl_50 stl_08 stl_132" style="word-spacing:0.0944em;">Papers. </span><a href="https://www.revisionvillage.com/ib-biology/sl/past-papers/" target="_blank"><span class="stl_261 stl_262 stl_296">https://www.revisionvill  </span></a></div> <div class="stl_01" style="left:8.0554em;top:43.926em;"><a href="https://www.revisionvillage.com/ib-biology/sl/past-papers/" target="_blank"><span class="stl_261 stl_262 stl_268">age.com/ib-biology/sl/past-pap  </span></a></div> <div class="stl_01" style="left:8.0554em;top:45.3105em;"><a href="https://www.revisionvillage.com/ib-biology/sl/past-papers/" target="_blank"><span class="stl_261 stl_262 stl_33">ers/  </span></a></div> <div class="stl_01" style="left:25.2183em;top:43.064em;"><span class="stl_50 stl_08 stl_297" style="word-spacing:0.1508em;">Tang, J., Riley, W. J., Marschmann, G. L.  </span></div> <div class="stl_01" style="left:26.1938em;top:44.4484em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.318em;">& Brodie, E. L. (2021). Conceptuali-  </span></div> <div class="stl_01" style="left:26.1938em;top:45.8328em;"><span class="stl_50 stl_08 stl_21" style="word-spacing:0.2649em;">zing biogeochemical reactions with an  </span></div> <div class="stl_01" style="left:26.1938em;top:47.2172em;"><span class="stl_50 stl_08 stl_298" style="word-spacing:0.0868em;">Ohm’s Law Analogy. Journal of Advan-  </span></div> <div class="stl_01" style="left:26.1938em;top:48.6016em;"><span class="stl_50 stl_08 stl_63" style="word-spacing:0.1109em;">ces in Modeling Earth Systems, 13(10),  </span></div> <div class="stl_01" style="left:26.1938em;top:49.9859em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.117em;">e2021MS002469. </span><a href="https://doi.org/10.1029/2021MS002469" target="_blank"><span class="stl_261 stl_262 stl_299">https://doi.org/  </span></a></div> <div class="stl_01" style="left:26.1938em;top:51.6782em;"><a href="https://doi.org/10.1029/2021MS002469" target="_blank"><span class="stl_261 stl_262 stl_33">10.1029/2021MS002469  </span></a></div> <div class="stl_01" style="left:7.0799em;top:47.2072em;z-index:869;"><span class="stl_50 stl_08 stl_149" style="word-spacing:0.1076em;">Robles Ortega, D. A., Hern</span><span class="stl_50 stl_08 stl_67">a</span><span class="stl_50 stl_08 stl_55" style="word-spacing:0.1033em;">´ndez Rosales,  </span></div> <div class="stl_01" style="left:8.0554em;top:48.5916em;z-index:913;"><span class="stl_50 stl_08 stl_63" style="word-spacing:-0.0639em;">M. J., Mendoza Chavarria, </span><span class="stl_50 stl_08 stl_260">V</span><span class="stl_50 stl_08 stl_09" style="word-spacing:-0.065em;">. </span><span class="stl_50 stl_08 stl_09">C</span><span class="stl_50 stl_08 stl_70" style="word-spacing:-0.0649em;">. & Gua</span><span class="stl_50 stl_08 stl_26">n</span><span class="stl_50 stl_08 stl_116">˜a  </span></div> <div class="stl_01" style="left:8.0554em;top:49.976em;z-index:939;"><span class="stl_50 stl_08 stl_125" style="word-spacing:-0.0546em;">Moya, J. (2022). La educaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_56" style="word-spacing:-0.0772em;">´n tradicional  </span></div> <div class="stl_01" style="left:8.0554em;top:51.3604em;z-index:964;"><span class="stl_50 stl_08 stl_81" style="word-spacing:-0.0901em;">vs La educaci</span><span class="stl_50 stl_08 stl_59">o</span><span class="stl_50 stl_08 stl_136" style="word-spacing:-0.1023em;">´n virtual. Recimundo, 6(4),  </span></div> <div class="stl_01" style="left:8.0554em;top:52.7547em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0467em;">689–698. </span><a href="http://dx.doi.org/10.26820/recimundo/6.(4).octubre.2022.689-698 " target="_blank"><span class="stl_261 stl_262 stl_300">http://dx.doi.org/10.26  </span></a></div> <div class="stl_01" style="left:8.0554em;top:54.447em;"><a href="http://dx.doi.org/10.26820/recimundo/6.(4).octubre.2022.689-698 " target="_blank"><span class="stl_261 stl_262 stl_136">820/recimundo/6.(4).octubre.202  </span></a></div> <div class="stl_01" style="left:8.0554em;top:55.8314em;"><a href="http://dx.doi.org/10.26820/recimundo/6.(4).octubre.2022.689-698 " target="_blank"><span class="stl_261 stl_262 stl_245">2.689-698  </span></a></div> <div class="stl_01" style="left:25.2183em;top:53.5849em;"><span class="stl_50 stl_08 stl_301" style="word-spacing:0.0593em;">Towner, E., Chierchia, G. & Blakemore, S.  </span></div> <div class="stl_01" style="left:26.1938em;top:54.9694em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:-0.0638em;">J. (2023). Sensitivity and specificity in af-  </span></div> <div class="stl_01" style="left:26.1938em;top:56.3537em;"><span class="stl_50 stl_08 stl_53" style="word-spacing:-0.0849em;">fective and social learning in adolescence.  </span></div> <div class="stl_01" style="left:26.1938em;top:57.7381em;"><span class="stl_50 stl_08 stl_20" style="word-spacing:-0.0481em;">Trends in Cognitive Sciences, 27(7), 642-  </span></div> <div class="stl_01" style="left:26.1938em;top:59.1224em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0936em;">655. </span><a href="https://doi.org/10.1016/j.tics.2023.04.002" target="_blank"><span class="stl_261 stl_262 stl_271">https://doi.org/10.1016/j.  </span></a></div> <div class="stl_01" style="left:26.1938em;top:60.8147em;"><a href="https://doi.org/10.1016/j.tics.2023.04.002" target="_blank"><span class="stl_261 stl_262 stl_33">tics.2023.04.002  </span></a></div> <div class="stl_01" style="left:7.0799em;top:57.7281em;z-index:1096;"><span class="stl_50 stl_08 stl_12" style="word-spacing:0.1716em;">Rubio-Campillo, X. (2022). Identificaci</span><span class="stl_50 stl_08 stl_59">o</span><span class="stl_50 stl_08 stl_150">´n  </span></div> <div class="stl_01" style="left:8.0554em;top:59.1125em;z-index:1128;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.0005em;">computacional de tem</span><span class="stl_50 stl_08 stl_67">a</span><span class="stl_50 stl_08 stl_106" style="word-spacing:-0.0079em;">´ticas hist</span><span class="stl_50 stl_08 stl_59">o</span><span class="stl_50 stl_08 stl_302" style="word-spacing:-0.0335em;">´ricas en  </span></div> <div class="stl_01" style="left:8.0554em;top:60.5069em;"><span class="stl_50 stl_08 stl_219" style="word-spacing:-0.0714em;">contextos de aprendizaje informal: el caso  </span></div> <div class="stl_01" style="left:8.0554em;top:61.8813em;z-index:1193;"><span class="stl_50 stl_08 stl_45" style="word-spacing:-0.0488em;">de los juegos de mesa. Cl</span><span class="stl_50 stl_08 stl_82">´</span><span class="stl_50 stl_08 stl_09" style="word-spacing:-0.0523em;">ıo, (48). </span><a href="https://doi.org/10.26754/ojs_clio/clio.2022487369" target="_blank"><span class="stl_261 stl_262 stl_33">https:  </span></a></div> <div class="stl_01" style="left:15.0477em;top:64.4944em;z-index:2264;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:37.3043em;top:64.4944em;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:15.0477em;top:65.2955em;z-index:2282;"><span class="stl_52 stl_08 stl_71" style="word-spacing:0.0117em;">Esta revista est</span><span class="stl_52 stl_08 stl_67">a</span><span class="stl_52 stl_08 stl_53" style="word-spacing:0.0094em;">´ protegida bajo una licencia Creative Commons en la 4.0  </span></div> <div class="stl_01" style="left:15.0477em;top:65.9872em;z-index:2360;"><span class="stl_52 stl_08 stl_80" style="word-spacing:0.0263em;">International. Copia de la licencia:  </span></div> <div class="stl_01" style="left:15.0477em;top:66.6716em;"><span class="stl_52 stl_08 stl_81">http://creativecommons.org/licenses/by-nc-sa/4.0/  </span></div> <div class="stl_01" style="left:15.0477em;top:67.1385em;z-index:2412;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:37.3043em;top:67.1385em;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:14.7987em;top:67.8975em;z-index:2431;"><span class="stl_07 stl_08 stl_33">Predicci</span><span class="stl_07 stl_08 stl_26">o</span><span class="stl_07 stl_08 stl_40" style="word-spacing:-0.0187em;">´n Cient</span><span class="stl_07 stl_08 stl_82">´</span><span class="stl_07 stl_08 stl_09">ıfica  </span></div> <div class="stl_01" style="left:34.6925em;top:68.2405em;z-index:2438;"><span class="stl_07 stl_08 stl_33">P</span><span class="stl_07 stl_08 stl_67">a</span><span class="stl_07 stl_08 stl_83" style="word-spacing:-0.0158em;">´gina 38- 39  </span></div> <div style="position:absolute;left:-0.0013em;top:-0.0763em;width:49.6092em;height:70.1613em;"> <a href="http://dx.doi.org/10.33210/ca.v10i1.356" target="_blank"> <img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAYAAAAfFcSJAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAADElEQVR4nGJgAAIAAAAA//8bPySpAAAABklEQVQDAAAFAAHHrpkTAAAAAElFTkSuQmCC" class="stl_grlink" /> </a> </div> </div> </div> </div> <div id="page_17" class="stl_ stl_02"> <div class="stl_03"> <img 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" alt="" class="stl_04" /> </div> <div class="stl_view"> <div class="stl_05 stl_06"> <div class="stl_01" style="left:23.443em;top:1.219em;"><span class="stl_07 stl_08 stl_09">ISSN: 2602-8085  </span></div> <div class="stl_01" style="left:23.443em;top:2.4229em;"><span class="stl_07 stl_08 stl_10" style="word-spacing:0.0381em;">Vol. 9 No. 4, pp. 22 – 39, octubre - diciembre 2025  </span></div> <div class="stl_01" style="left:23.443em;top:3.6267em;"><span class="stl_07 stl_08 stl_11" style="word-spacing:0.0062em;">Revista Multidisciplinar  </span></div> <div class="stl_01" style="left:23.443em;top:4.8205em;z-index:82;"><span class="stl_07 stl_08 stl_12">Art</span><span class="stl_07 stl_08 stl_13">´</span><span class="stl_07 stl_08 stl_14" style="word-spacing:-0.0036em;">ıculo Original  </span></div> <div class="stl_01" style="left:7.0799em;top:10.6711em;"><span class="stl_50 stl_08 stl_251" style="word-spacing:0.07em;">Triyanto, S. 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Meta-analysis: The ef-  </span></div> <div class="stl_01" style="left:26.1938em;top:13.4399em;"><span class="stl_50 stl_08 stl_53" style="word-spacing:-0.0682em;">fect of the technological pedagogical con-  </span></div> <div class="stl_01" style="left:26.1938em;top:14.8242em;"><span class="stl_50 stl_08 stl_229" style="word-spacing:0.0655em;">tent knowledge (TPACK) model through  </span></div> <div class="stl_01" style="left:26.1938em;top:16.2086em;"><span class="stl_50 stl_08 stl_182" style="word-spacing:0.0404em;">online learning on Biology learning out-  </span></div> <div class="stl_01" style="left:26.1938em;top:17.593em;"><span class="stl_50 stl_08 stl_66" style="word-spacing:0.2088em;">comes, learning effectiveness, and 21st  </span></div> <div class="stl_01" style="left:26.1938em;top:18.9774em;"><span class="stl_50 stl_08 stl_119" style="word-spacing:-0.0133em;">century competencies of post-COVID-19  </span></div> <div class="stl_01" style="left:26.1938em;top:20.3618em;"><span class="stl_50 stl_08 stl_167" style="word-spacing:-0.0847em;">Students and Teachers. International Jour-  </span></div> <div class="stl_01" style="left:26.1938em;top:21.7461em;"><span class="stl_50 stl_08 stl_17" style="word-spacing:0.0635em;">nal of Progressive Sciences and Techno-  </span></div> <div class="stl_01" style="left:26.1938em;top:23.1305em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.1166em;">logies, 34(2), 285-294. </span><a href="https://doi.org/10.52155/ijpsat.v34.2.4631" target="_blank"><span class="stl_261 stl_262 stl_304">https://doi.  </span></a></div> <div class="stl_01" style="left:26.1938em;top:24.8228em;"><a href="https://doi.org/10.52155/ijpsat.v34.2.4631" target="_blank"><span class="stl_261 stl_262 stl_33">org/10.52155/ijpsat.v34.2.4631  </span></a></div> <div class="stl_01" style="left:7.0799em;top:22.5664em;z-index:397;"><span class="stl_50 stl_08 stl_140" style="word-spacing:-0.0273em;">Varguillas, C. (2023). TIC y educaci</span><span class="stl_50 stl_08 stl_26">o</span><span class="stl_50 stl_08 stl_42" style="word-spacing:-0.0778em;">´n con-  </span></div> <div class="stl_01" style="left:8.0554em;top:23.9508em;z-index:410;"><span class="stl_50 stl_08 stl_33">tempor</span><span class="stl_50 stl_08 stl_67">a</span><span class="stl_50 stl_08 stl_14" style="word-spacing:0.2798em;">´nea. 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Electronic Journal of Research in  </span></div> <div class="stl_01" style="left:8.0554em;top:35.866em;"><span class="stl_50 stl_08 stl_125" style="word-spacing:0.1034em;">Education Psychology, 21(61), 619-644.  </span></div> <div class="stl_01" style="left:8.0554em;top:37.5583em;"><a href="https://doi.org/10.25115/ejrep.v21i61.7785" target="_blank"><span class="stl_261 stl_262 stl_268">https://doi.org/10.25115/ejrep  </span></a></div> <div class="stl_01" style="left:8.0554em;top:38.9427em;"><a href="https://doi.org/10.25115/ejrep.v21i61.7785" target="_blank"><span class="stl_261 stl_262 stl_09">.v21i61.7785  </span></a></div> <div class="stl_01" style="left:7.0799em;top:40.8494em;"><span class="stl_50 stl_08 stl_186" style="word-spacing:0.1805em;">Wassinger, C. A., Owens, B., Boynewicz,  </span></div> <div class="stl_01" style="left:8.0554em;top:42.2338em;"><span class="stl_50 stl_08 stl_75" style="word-spacing:0.3659em;">K., & Williams, D. A. (2022). Flip-  </span></div> <div class="stl_01" style="left:8.0554em;top:43.6182em;"><span class="stl_50 stl_08 stl_53" style="word-spacing:-0.0241em;">ped classroom versus traditional teaching  </span></div> <div class="stl_01" style="left:8.0554em;top:45.0026em;"><span class="stl_50 stl_08 stl_119" style="word-spacing:0.2817em;">methods within musculoskeletal physi-  </span></div> <div class="stl_01" style="left:8.0554em;top:46.3869em;"><span class="stl_50 stl_08 stl_133" style="word-spacing:0.0659em;">cal therapy: a case report. Physiotherapy  </span></div> <div class="stl_01" style="left:8.0554em;top:47.7714em;"><span class="stl_50 stl_08 stl_80" style="word-spacing:0.0167em;">Theory and Practice, 38(13), 3169-3179.  </span></div> <div class="stl_01" style="left:8.0554em;top:49.4635em;"><a href="https://doi.org/10.1080/09593985.2021.1941457" target="_blank"><span class="stl_261 stl_262 stl_268">https://doi.org/10.1080/095939  </span></a></div> <div class="stl_01" style="left:8.0554em;top:50.848em;"><a href="https://doi.org/10.1080/09593985.2021.1941457" target="_blank"><span class="stl_261 stl_262 stl_09">85.2021.1941457  </span></a></div> <div class="stl_01" style="left:7.0799em;top:52.7547em;z-index:985;"><span class="stl_50 stl_08 stl_134">Y</span><span class="stl_50 stl_08 stl_09">a</span><span class="stl_50 stl_08 stl_279" style="word-spacing:0.1818em;">mamoto, T., Weitemier, A., & Kuroka-  </span></div> <div class="stl_01" style="left:8.0554em;top:54.1391em;"><span class="stl_50 stl_08 stl_66" style="word-spacing:-0.0784em;">wa, M. (2023). Smartphone-enabled web-  </span></div> <div class="stl_01" style="left:8.0554em;top:55.5235em;"><span class="stl_50 stl_08 stl_131" style="word-spacing:0.1491em;">based simulation of Cellular Neurophy-  </span></div> <div class="stl_01" style="left:8.0554em;top:56.9079em;"><span class="stl_50 stl_08 stl_75" style="word-spacing:0.3125em;">siology for laboratory courses and its  </span></div> <div class="stl_01" style="left:8.0554em;top:58.2923em;"><span class="stl_50 stl_08 stl_53" style="word-spacing:0.1936em;">effectiveness. Journal of Undergraduate  </span></div> <div class="stl_01" style="left:8.0554em;top:59.6766em;"><span class="stl_50 stl_08 stl_149" style="word-spacing:0.3147em;">Neuroscience Education, 21(2), A151-  </span></div> <div class="stl_01" style="left:8.0305em;top:61.061em;"><span class="stl_50 stl_08 stl_09" style="word-spacing:0.1485em;">A158. </span><a href="https://doi.org/10.59390/rcvf6232" target="_blank"><span class="stl_261 stl_262 stl_306">https://doi.org/10.59390  </span></a></div> <div class="stl_01" style="left:8.0554em;top:62.7533em;"><a href="https://doi.org/10.59390/rcvf6232" target="_blank"><span class="stl_261 stl_262 stl_09">/rcvf6232  </span></a></div> <div class="stl_01" style="left:15.0477em;top:64.4944em;z-index:1606;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:37.3043em;top:64.4944em;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:15.0477em;top:65.2955em;z-index:1624;"><span class="stl_52 stl_08 stl_71" style="word-spacing:0.0117em;">Esta revista est</span><span class="stl_52 stl_08 stl_67">a</span><span class="stl_52 stl_08 stl_53" style="word-spacing:0.0094em;">´ protegida bajo una licencia Creative Commons en la 4.0  </span></div> <div class="stl_01" style="left:15.0477em;top:65.9872em;z-index:1702;"><span class="stl_52 stl_08 stl_80" style="word-spacing:0.0263em;">International. Copia de la licencia:  </span></div> <div class="stl_01" style="left:15.0477em;top:66.6716em;"><span class="stl_52 stl_08 stl_81">http://creativecommons.org/licenses/by-nc-sa/4.0/  </span></div> <div class="stl_01" style="left:15.0477em;top:67.1385em;z-index:1754;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:37.3043em;top:67.1385em;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:14.7987em;top:67.8975em;z-index:1773;"><span class="stl_07 stl_08 stl_33">Predicci</span><span class="stl_07 stl_08 stl_26">o</span><span class="stl_07 stl_08 stl_40" style="word-spacing:-0.0187em;">´n Cient</span><span class="stl_07 stl_08 stl_82">´</span><span class="stl_07 stl_08 stl_09">ıfica  </span></div> <div class="stl_01" style="left:34.6925em;top:68.2405em;z-index:1780;"><span class="stl_07 stl_08 stl_33">P</span><span class="stl_07 stl_08 stl_67">a</span><span class="stl_07 stl_08 stl_83" style="word-spacing:-0.0158em;">´gina 39- 39  </span></div> <div style="position:absolute;left:-0.0013em;top:-0.0763em;width:49.6092em;height:70.1613em;"> <a href="https://doi.org/10.21009/biosferjpb.25792" target="_blank"> <img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAYAAAAfFcSJAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAADElEQVR4nGJgAAIAAAAA//8bPySpAAAABklEQVQDAAAFAAHHrpkTAAAAAElFTkSuQmCC" class="stl_grlink" /> </a> </div> </div> </div> </div> </body> </html>