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=3D"letter-spacing:-0.05pt">Vol. 9 No. 4, pp. 40 =E2=80=93 62, octubre - di= ciembre 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"> </sp= an></p><p class=3D"stl01" style=3D"line-height:18pt"><span class=3D"stl09" = style=3D"font-size:18pt; letter-spacing:normal">La contribuci</span><span c= lass=3D"stl15" style=3D"letter-spacing:-7.45pt">o</span><span class=3D"stl1= 5" style=3D"letter-spacing:0.05pt">=C2=B4n de los medios sociales a la Educ= aci</span><span class=3D"stl15" style=3D"letter-spacing:-7.45pt">o</span><s= pan class=3D"stl15" style=3D"letter-spacing:1.5pt">=C2=B4n </span><span cla= ss=3D"stl15" style=3D"letter-spacing:1.5pt"> </span></p><p class=3D"st= l01" style=3D"line-height:18pt"><span class=3D"stl15">Social: El caso de = =E2=80=9CEducablog=E2=80=9D </span><span class=3D"stl15"> </span></p><= p class=3D"stl01" style=3D"line-height:14pt"><span class=3D"stl21">The cont= ribution of social media to Social Education: The case of </span><span clas= s=3D"stl21"> </span></p><p class=3D"stl01" style=3D"line-height:14pt">= <span class=3D"stl09" style=3D"font-size:14pt; letter-spacing:normal">=E2= =80=9CEducablog=E2=80=9D </span><span class=3D"stl09" style=3D"font-size:14= pt; letter-spacing:normal"> </span></p><p class=3D"stl01" style=3D"lin= e-height:10pt"><span class=3D"stl08" style=3D"font-size:10pt">1</span></p><= p class=3D"stl01" style=3D"line-height:10pt"><span class=3D"stl08" style=3D= "font-size:10pt">2</span></p><p class=3D"stl01" style=3D"line-height:10pt">= <span class=3D"stl08" style=3D"font-size:10pt">3</span></p><p class=3D"stl0= 1" style=3D"line-height:10pt"><span class=3D"stl08" style=3D"font-size:10pt= ">I</span><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= :0.05pt">=CB=9Cigo Rodr</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=B1guez </span><span class=3D"stl08" style=3D"font-size:10pt;= letter-spacing:-0.9pt">T</span><span class=3D"stl08" style=3D"font-size:10= pt; letter-spacing:0.1pt">orre </span><span class=3D"stl08" style=3D"font-s= ize:10pt; letter-spacing:0.1pt"> </span></p><p class=3D"stl01" style= =3D"line-height:10pt"><span class=3D"stl08" style=3D"font-size:10pt; letter= -spacing:-0.1pt">Universidad del Pa</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=B1s Vasco/Euskal Herriko Unibertsitatea, Leioa, = Espa</span><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-spacin= g:0.4pt">=CB=9Ca. </span><span class=3D"stl08" style=3D"font-size:10pt; let= ter-spacing:0.4pt"> </span></p><p class=3D"stl01" style=3D"line-height= :10pt"><span class=3D"stl08" style=3D"font-size:10pt">inigo.rodriguezt@ehu.= eus </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/0000-0001-7242-6068 </span><span clas= s=3D"stl08" style=3D"font-size:10pt"> </span></p><p class=3D"stl01" st= yle=3D"line-height:10pt"><span class=3D"stl08" style=3D"font-size:10pt">Lei= re Darretxe Urrutxi </span><span class=3D"stl08" style=3D"font-size:10pt">&= #xa0;</span></p><p class=3D"stl01" style=3D"line-height:10pt"><span class= =3D"stl08" style=3D"font-size:10pt; letter-spacing:-0.1pt">Universidad del = Pa</span><span class=3D"stl08" style=3D"font-size:10pt; letter-spacing:-3.0= 5pt">=C2=B4</span><span class=3D"stl08" style=3D"font-size:10pt">=C4=B1s Va= sco/Euskal Herriko Unibertsitatea, Leioa, Espa</span><span class=3D"stl08" = style=3D"font-size:10pt; letter-spacing:-4.15pt">n</span><span class=3D"stl= 08" style=3D"font-size:10pt; letter-spacing:0.4pt">=CB=9Ca. </span><span cl= ass=3D"stl08" style=3D"font-size:10pt; letter-spacing:0.4pt"> </span><= /p><p class=3D"stl01" style=3D"line-height:10pt"><span class=3D"stl08" styl= e=3D"font-size:10pt">leire.darretxe@ehu.eus </span><span class=3D"stl08" st= yle=3D"font-size:10pt"> </span></p><p class=3D"stl01" style=3D"line-he= ight:10pt"><span class=3D"stl08" style=3D"font-size:10pt">https://orcid.org= /0000-0001-7468-7915 </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">Monike Gezuraga Amundarain </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:-0.1pt">Universidad del Pa</span><span class=3D"stl08" sty= le=3D"font-size:10pt; letter-spacing:-3.05pt">=C2=B4</span><span class=3D"s= tl08" style=3D"font-size:10pt">=C4=B1s Vasco/Euskal Herriko Unibertsitatea,= Leioa, Espa</span><span class=3D"stl08" style=3D"font-size:10pt; letter-sp= acing:-4.15pt">n</span><span class=3D"stl08" style=3D"font-size:10pt; lette= r-spacing:0.4pt">=CB=9Ca. </span><span class=3D"stl08" style=3D"font-size:1= 0pt; letter-spacing:0.4pt"> </span></p><p class=3D"stl01" style=3D"lin= e-height:10pt"><span class=3D"stl08" style=3D"font-size:10pt; letter-spacin= g:-0.05pt">monike.gezuraga@ehu.eus </span><span class=3D"stl08" style=3D"fo= nt-size:10pt; 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">ht= tps://orcid.org/0000-0003-0756-1858 </span><span class=3D"stl08" style=3D"f= ont-size:10pt"> </span></p><p class=3D"stl01" style=3D"line-height:10p= t"><span class=3D"stl16" style=3D"font-size:10pt; letter-spacing:-0.1pt">Ar= t</span><span class=3D"stl13" style=3D"font-size:10pt; letter-spacing:-3.05= pt">=C2=B4</span><span class=3D"stl16" style=3D"font-size:10pt; letter-spac= ing:-0.05pt">=C4=B1culo de Investigaci</span><span class=3D"stl16" style=3D= "font-size:10pt; letter-spacing:-4.15pt">o</span><span class=3D"stl16" styl= e=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><s= pan class=3D"stl16" style=3D"font-size:10pt; letter-spacing:-0.1pt">=C4=B1= =EF=AC=81ca y Tecnol</span><span class=3D"stl16" style=3D"font-size:10pt; l= etter-spacing:-4.15pt">o</span><span class=3D"stl16" style=3D"font-size:10p= t; letter-spacing:0.2pt">=C2=B4gica </span><span class=3D"stl16" style=3D"f= ont-size:10pt; letter-spacing:0.2pt"> </span></p><p class=3D"stl01" st= yle=3D"line-height:10pt"><span class=3D"stl08" style=3D"font-size:10pt">Env= iado: 12/11/2024 </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">Revisado: 15/12/2024= </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">Aceptado: 13/01/2025 </span><span cl= ass=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">P= ublicado: 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.v9i4.3529" target=3D"_blank" style=3D"text-decorati= on:none"><span class=3D"stl08" style=3D"font-size:10pt; color:#0000ff">http= s://doi.org/10.33262/cienciadigital.v9i4.3529 </span><span class=3D"stl08" = style=3D"font-size:10pt; color:#0000ff"> </span></a></p><p class=3D"st= l01" style=3D"line-height:10pt"><span class=3D"stl08" style=3D"font-size:10= pt; letter-spacing:-0.15pt">Rodr</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=B1guez Torre, I., Darretxe Urrutxi , L.,& Gezur= aga Amundarain, M. (2025). La contribu- </span><span class=3D"stl08" style= =3D"font-size:10pt"> </span></p><p class=3D"stl01" style=3D"line-heigh= t:10pt"><span class=3D"stl08" style=3D"font-size:10pt">ci</span><span class= =3D"stl08" style=3D"font-size:10pt; letter-spacing:-4.15pt">o</span><span c= lass=3D"stl08" style=3D"font-size:10pt; letter-spacing:0.05pt">=C2=B4n de l= os medios sociales a la Educaci</span><span class=3D"stl08" style=3D"font-s= ize:10pt; letter-spacing:-4.15pt">o</span><span class=3D"stl08" style=3D"fo= nt-size:10pt">=C2=B4n Social: El caso de =E2=80=9CEducablog=E2=80=9D. Cienc= ia Digital, </span><span class=3D"stl08" style=3D"font-size:10pt"> </s= pan></p><p class=3D"stl01" style=3D"line-height:10pt"><span class=3D"stl08"= style=3D"font-size:10pt">9(4), 40-62. </span><span class=3D"stl08" style= =3D"font-size:10pt"> </span></p><p class=3D"stl01" style=3D"line-heigh= t:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.35pt">C</span><spa= n 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 cla= ss=3D"stl01" style=3D"line-height:12pt"><a href=3D"https://doi.org/10.33262= /cienciadigital.v9i4.3529" 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.v9i4.3529 </span><span class=3D"stl08" style=3D= "font-size:10pt; color:#0000ff"> </span></a></p><p class=3D"stl01" sty= le=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt">CIENCI= A DIGITAL, es una revista multidisciplinaria, trimestral, que se publicar</= 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 en soporte elec= tr</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; letter-spacing:0.0= 5pt">=C2=B4nico tiene como </span><span class=3D"stl08" style=3D"font-size:= 8pt; letter-spacing:0.05pt"> </span></p><p class=3D"stl01" style=3D"li= ne-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt">misi</span><sp= an 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:0.05pt">=C2=B4n= contribuir a la formaci</span><span class=3D"stl08" style=3D"font-size:8pt= ; letter-spacing:-3.3pt">o</span><span class=3D"stl08" style=3D"font-size:8= pt">=C2=B4n de profesionales competentes con visi</span><span class=3D"stl0= 8" style=3D"font-size:8pt; letter-spacing:-3.3pt">o</span><span class=3D"st= l08" style=3D"font-size:8pt; letter-spacing:0.05pt">=C2=B4n human</span><sp= an class=3D"stl08" style=3D"font-size: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><span 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 class=3D"stl01" style=3D"line-height:8pt"><s= pan class=3D"stl08" style=3D"font-size:8pt; letter-spacing:-0.05pt">exponer= sus resultados investigativos y cient</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 promue= va mediante su intervenci</span><span class=3D"stl08" style=3D"font-size:8p= t; 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"f= ont-size:8pt; letter-spacing:0.65pt"> </span></p><p class=3D"stl01" st= yle=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt">cambi= os positivos en la sociedad. https://cienciadigital.org </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">La revi= sta es editada por la Editorial Ciencia Digital (Editorial de prestigio reg= istrada en la C</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; lette= r-spacing:0.05pt">=C2=B4mara Ecuatoriana de </span><span class=3D"stl08" st= yle=3D"font-size:8pt; letter-spacing:0.05pt"> </span></p><p class=3D"s= tl01" style=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8p= t">Libro con No de A=EF=AC=81liaci</span><span class=3D"stl08" style=3D"fon= t-size:8pt; letter-spacing:-3.3pt">o</span><span class=3D"stl08" style=3D"f= ont-size:8pt">=C2=B4n 663) www.celibro.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><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 </span><span class=3D"stl22" style=3D= "font-size:8pt">Creative Commons Atribuci</span><span class=3D"stl22" style= =3D"font-size:8pt; letter-spacing:-3.3pt">o</span><span class=3D"stl22" sty= le=3D"font-size:8pt">=C2=B4n-NoComercial-CompartirIgual 4.0 Inter- </span><= span class=3D"stl22" style=3D"font-size:8pt"> </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:12pt"><span class=3D"stl09" style=3D"font-size:8pt; letter-spacin= g:normal">national. </span><span class=3D"stl08" style=3D"font-size:8pt">Co= pia de la licencia: https://creativecommons.org/licenses/by-nc-sa/4.0/deed.= es </span><span class=3D"stl08" style=3D"font-size:8pt; letter-spacing:0.9p= t">.</span><span class=3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"s= tl07"> </span></p><p class=3D"stl01" style=3D"line-height:8pt"><span c= lass=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: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-h= eight:8pt"><span class=3D"stl08" style=3D"font-size:8pt">International. Cop= ia de la licencia: </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">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 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:0.1= pt">=C2=B4gina 40- 62 </span><span class=3D"stl07" style=3D"letter-spacing:= 0.1pt"> </span></p><p style=3D"line-height:12pt"><a href=3D"https://do= i.org/10.33262/cienciadigital.v9i4.3529" target=3D"_blank" style=3D"text-de= coration:none"><img src=3D"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAn= QAAANkCAYAAAA+yLfgAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAOxAAADsQBlSsOGwAACFlJR= EFUeJztwTEBAAAAwqD1T20ND6AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA= AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA= AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA= AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA= AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA= AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA= 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style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span class=3D"stl07" style=3D"letter-spacing:-0.05p= t">Revista Multidisciplinar </span><span class=3D"stl07" style=3D"letter-sp= acing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12p= t"><span class=3D"stl07">Art</span><span class=3D"stl07" style=3D"letter-sp= acing:-3.65pt">=C2=B4</span><span class=3D"stl07">=C4=B1culo Original </spa= n><span class=3D"stl07"> </span></p><p class=3D"stl01" style=3D"line-h= eight:12pt"><span class=3D"stl16" style=3D"letter-spacing:-0.05pt">Palabras= </span><span class=3D"stl16" style=3D"letter-spacing:-0.05pt"> </span= ></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl16" st= yle=3D"letter-spacing:-0.1pt">claves: Resumen:</span><span class=3D"stl09" = style=3D"letter-spacing:normal"> </span><span class=3D"stl08">Introduc= 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. Los medios sociale= s de tem</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</sp= an><span class=3D"stl08">=C2=B4tica profesional </span><span class=3D"stl08= "> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span clas= s=3D"stl08">Educaci</span><span class=3D"stl08" style=3D"letter-spacing:-5p= t">o</span><span class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4n So= cial,</span><span class=3D"stl08"> </span><span class=3D"stl08">no han= sido su=EF=AC=81cientemente investigados para analizar sus contribu- </spa= n><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-h= eight:12pt"><span class=3D"stl08">medios </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">profesionalizaci</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"le= tter-spacing:0.5pt"> </span></p><p class=3D"stl01" style=3D"line-heigh= t:12pt"><span class=3D"stl08">sociales, ciones</span><span class=3D"stl08">=  </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">a las d= istintas profesiones y en espec</span><span class=3D"stl08" style=3D"letter= -spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1=EF=AC=81co a la= Educaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span>= <span class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4n Social. </spa= n><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">=E2=80=9C= Educablog=E2=80=9D es un blog dirigido a profesionales de la Educaci</span>= <span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"= stl08" style=3D"letter-spacing:0.35pt">=C2=B4n So- </span><span class=3D"st= l08" style=3D"letter-spacing:0.35pt"> </span></p><p class=3D"stl01" st= yle=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:0.05= pt">desarrollo </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">sional, </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">profesional </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" style=3D"letter-spacing:-0.05pt">profe- cial</sp= an><span class=3D"stl08"> </span><span class=3D"stl08">desde 2006. Obj= etivo. Analizar la contribuci</span><span class=3D"stl08" style=3D"letter-s= pacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">= =C2=B4n de =E2=80=9CEducablog=E2=80=9D a </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">identidad la</span><span class=3D"stl08= "> </span><span class=3D"stl08">Educaci</span><span class=3D"stl08" st= yle=3D"letter-spacing:-5pt">o</span><span class=3D"stl08">=C2=B4n Social y = realizar propuestas de mejora. Metodolog</span><span class=3D"stl08" style= =3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a. El = </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08">presente art</span><span class=3D"st= l08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">= =C4=B1culo, que se sit</span><span class=3D"stl08" style=3D"letter-spacing:= -5pt">u</span><span class=3D"stl08">=C2=B4a dentro de una 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 cualitativa </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</span><span class= =3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08">= =C2=B4s amplia, se basa en un estudio de caso desde un enfoque fenome- </sp= an><span class=3D"stl08"> </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">=C2=B4gico que pretende= comprender y explicar una realidad concreta </span><span class=3D"stl08">&= #xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">desde la percepci</span><span class=3D"stl08" style=3D"letter-sp= acing:-5pt">o</span><span class=3D"stl08">=C2=B4n de profesionales que sigu= en el blog. Se ha uti- </span><span class=3D"stl08"> </span></p><p cla= ss=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">lizado un cue= stionario mixto virtual y de car</span><span class=3D"stl08" style=3D"lette= r-spacing:-4.65pt">a</span><span class=3D"stl08">=C2=B4cter voluntario, que= se </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"= >dirigi</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><= span class=3D"stl08">=C2=B4 a profesionales del tercer sector social que si= gen =E2=80=9CEducablog=E2=80=9D. </span><span class=3D"stl08"> </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><sp= an class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4lisis se realiz</s= pan><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class= =3D"stl08">=C2=B4 por medio del programa inform</span><span class=3D"stl08"= style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08">=C2=B4tico = NVivo 12 </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">V. Release 1.5. Resultados. Los resultados han permitido, por un 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">do,= identi=EF=AC=81car cuestiones relevantes con respecto a la contribuci</spa= n><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 class=3D"stl01" style=3D= "line-height:12pt"><span class=3D"stl08">de =E2=80=9CEducablog=E2=80=9D a l= a Educaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span= ><span class=3D"stl08">=C2=B4n Social y, por otro, realizar propues- </span= ><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-he= ight:12pt"><span class=3D"stl08">tas de mejora respecto a dicho blog. Concl= usiones. Cabe destacar la </span><span class=3D"stl08"> </span></p><p = class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">repercusi<= /span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span cla= ss=3D"stl08">=C2=B4n de este espacio con respecto a la profesionalizaci</sp= an><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" style=3D"letter-spacing:0.35pt"> </span></p><p class=3D"stl= 01" style=3D"line-height:12pt"><span class=3D"stl08">=C2=B4</span></p><p cl= ass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">identidad y = el desarrollo profesional. Area de estudio general: Cien- </span><span clas= s=3D"stl08"> </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">cias Sociales. Area de estudio espec</span>= <span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span c= lass=3D"stl08">=C4=B1=EF=AC=81ca: Educaci</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. Tipo de estudio: </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">Art</span><span class=3D"stl08" style=3D"= letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1culos orig= inales. </span><span class=3D"stl08"> </span></p><p class=3D"stl01" st= yle=3D"line-height:12pt"><span class=3D"stl16" style=3D"letter-spacing:-0.1= 5pt">Keywords: </span><span class=3D"stl08">Social </span><span class=3D"st= l16" style=3D"letter-spacing:-0.05pt">Abstract: </span><span class=3D"stl08= " style=3D"letter-spacing:-0.05pt">Introduction. Social media with a profes= sional theme have </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">Education, </span><span class=3D"stl08"> </span></p><p = class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">social not= </span><span class=3D"stl08"> </span><span class=3D"stl08">been su=EF= =AC=83ciently researched to analyse their contributions to the </span><span= class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:6= pt"><span class=3D"stl08" style=3D"font-size:6pt">Ed </span><span class=3D"= stl08" style=3D"font-size:6pt"> </span></p><p class=3D"stl01" style=3D= "line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">m= edia, professiona-</span><span class=3D"stl08"> </span><span class=3D"= stl08">di=EF=AC=80erent professions and speci=EF=AC=81cally to Social Educa= tion. .</span><span class=3D"stl08"> </span><span class=3D"stl08" styl= e=3D"letter-spacing:-0.05pt">ucablog</span><span class=3D"stl08" style=3D"l= etter-spacing:-3.65pt">=C2=A8</span><span class=3D"stl08">=C4=B1s </span><s= pan class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-heigh= t:12pt"><span class=3D"stl08">lization, professional</span><span class=3D"s= tl08"> </span><span class=3D"stl08">a blog addressed to Social Educati= on professionals since 2006. Ob- </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">development, pro-</span><span class=3D"stl08"= > </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">jectiv= e. To analyse the contribution of .</span><span class=3D"stl08"> </spa= n><span class=3D"stl08">ucablog=E2=80=9Dto Social Education </span><span cl= ass=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:6pt"= ><span class=3D"stl08" style=3D"font-size:6pt">Ed </span><span class=3D"stl= 08" style=3D"font-size:6pt"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">fess= ional identity </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" style=3D"letter-spacing:-0.05pt">and to make proposals for impr= ovement. Methodology. This article, </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">which is part of a broader qualitative res= earch, is based on a case </span><span class=3D"stl08"> </span></p><p = class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">study from= a phenomenological approach that aims to understand </span><span class=3D"= stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span= class=3D"stl08">and explain a speci=EF=AC=81c reality from the perception = of professionals </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">who follow the blog. A mixed virtual and voluntary questionna= ire </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">was used, which was addressed to professi= onals from the third social </span><span class=3D"stl08" style=3D"letter-sp= acing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:6pt= "><span class=3D"stl08" style=3D"font-size:6pt">Ed </span><span class=3D"st= l08" style=3D"font-size:6pt"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">sec= tor who follow .</span><span class=3D"stl08"> </span><span class=3D"st= l08">ucablog=E2=80=9D. The analysis was carried out using the </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">software NVivo 12= </span><span class=3D"stl08" style=3D"letter-spacing:-1.3pt">V</span><span= class=3D"stl08" style=3D"letter-spacing:-0.05pt">. Release 1.5. Results. T= he results have made it </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">possible, on the one hand, to identify relevant issues= with regard to </span><span class=3D"stl08"> </span></p><p class=3D"s= tl01" style=3D"line-height:6pt"><span class=3D"stl08" style=3D"font-size:6p= t">Ed </span><span class=3D"stl08" style=3D"font-size:6pt"> </span></p= ><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">the co= ntribution of .</span><span class=3D"stl08"> </span><span class=3D"stl= 08">ucablog=E2=80=9Dto Social Education and, on the other, </span><span cla= ss=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"= ><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">to make proposals f= or improvement with regard to this blog. </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"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"stl0= 8" 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:8pt">=C2=B4 protegida bajo una li= cencia Creative Commons en la 4.0 </span><span class=3D"stl08" style=3D"fon= t-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 lic= encia: </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 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: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"><spa= n 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9EXEGg8FgMLwfI+iuC8K4X6HjBVxxN1YsCbrg25urS758m0a0A/fKlSucOXOGhYWFlT5Fg8FgMB= iue24udXBDktxCEX1OlPF05a1uNpLbHSKTw+LiIv39/Vy9ehUpzR9Rg8FgMBgMBoPBYDAYDDc5/= wvRVzM1xi8MUAAAAABJRU5ErkJggg=3D=3D" 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"l= ine-height:12pt"><span class=3D"stl07" style=3D"letter-spacing:-0.05pt">Vol= . 9 No. 4, pp. 40 =E2=80=93 62, octubre - diciembre 2025 </span><span class= =3D"stl07" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"st= l01" style=3D"line-height:12pt"><span class=3D"stl07" style=3D"letter-spaci= ng:-0.05pt">Revista Multidisciplinar </span><span class=3D"stl07" style=3D"= letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-h= eight: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 Origi= nal </span><span class=3D"stl07"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">Conclusions. It is worth highli= ghting the impact of this space with </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">regard to professionalisation, identity a= nd professional development. </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"stl16">1. Introducci</span><span class=3D"stl16" style= =3D"letter-spacing:-5pt">o</span><span class=3D"stl16" style=3D"letter-spac= ing:1pt">=C2=B4n </span><span class=3D"stl16" style=3D"letter-spacing:1pt">=  </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">las siguientes p</span><span class=3D"stl08" style=3D"letter-spa= cing:-4.65pt">a</span><span class=3D"stl08">=C2=B4ginas se recogen los resu= l- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">tados del diagn</span><span cla= ss=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08">= =C2=B4stico llevado a cabo a trav</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" style=3D"letter-spacing:0.65pt"= > </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">de un cuestionario cumplimentado por usua- </span><span class=3D= "stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><spa= n class=3D"stl08">rios y usuarias de dicho blog, poniendo el </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:-4.65pt">e</span><span cla= ss=3D"stl08">=C2=B4nfasis en los datos cualitativos. </span><span class=3D"= stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span= class=3D"stl08">Los blogs actualmente est</span><span class=3D"stl08" styl= e=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-= spacing:0.05pt">=C2=B4n contribuyen- </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">do en la educaci</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=B4n contempor</span><span class=3D"stl08" style=3D"l= etter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacin= g:0.1pt">=C2=B4nea como </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">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= =B4ctica comunicacional reorientando cami- </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:-0.05pt">nos= de aprendizaje (Fofonca, 2010). Muestra </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">de ello son los numerosos blogs vincu= lados a</span><span class=3D"stl08"> </span><span class=3D"stl16" styl= e=3D"letter-spacing:-0.1pt">Revisi</span><span class=3D"stl16" style=3D"let= ter-spacing:-5pt">o</span><span class=3D"stl16" style=3D"letter-spacing:1pt= ">=C2=B4</span><span class=3D"stl09" style=3D"letter-spacing:normal">n de l= iteratura </span><span class=3D"stl09" style=3D"letter-spacing:normal"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08">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 socia= l que est</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</s= pan><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n surgiendo= en 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"stl0= 8" style=3D"letter-spacing:-4.95pt">u</span><span class=3D"stl08" style=3D"= letter-spacing:0.15pt">=C2=B4ltima d</span><span class=3D"stl08" style=3D"l= etter-spacing:-4.65pt">e</span><span class=3D"stl08" style=3D"letter-spacin= g:0.05pt">=C2=B4cada (Mart</span><span class=3D"stl08" style=3D"letter-spac= ing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1nez-P</span><span cla= ss=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08"= style=3D"letter-spacing:0.05pt">=C2=B4rez y Lezcano- </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">Barbero, 2020b). </span><= span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><span class=3D"stl20" style=3D"letter-spacing:normal">Los medios s= ociales y la Educaci</span><span class=3D"stl22" style=3D"letter-spacing:-4= .95pt">o</span><span class=3D"stl22" style=3D"letter-spacing:0.15pt">=C2=B4= n Social </span><span class=3D"stl22" style=3D"letter-spacing:0.15pt"> = ;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"st= l08">La creciente tecnologizaci</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 la sociedad </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">actual se relaciona con el cambio de paradig- </span><sp= an class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height= :12pt"><span class=3D"stl08">ma en el que el centro deja de ser la industri= a </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D= "line-height:12pt"><span class=3D"stl08">y pasa a ser la informaci</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. En este sentido, </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">se posibilita una mayor accesibilidad a la </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:-0.05pt">informaci</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 en distintos formatos como el </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">audiovis= ual o el textual entre otros (Rivera </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">Garc</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 y Mora Litardo, 2= 019) y las Tecno- </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:-0.1pt">log</span><span class=3D"stl= 08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4= =B1as de la Informaci</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 Comunicaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o<= /span><span class=3D"stl08" style=3D"letter-spacing:1pt">=C2=B4n </span><sp= an class=3D"stl08" style=3D"letter-spacing:1pt"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">(TIC) otorgan l= as estructuras necesarias pa- </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">ra que se d</span><span class=3D"stl08" style= =3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08">=C2=B4 este cambi= o como son las redes </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">sociales y los = nodos que encontramos en la </span><span class=3D"stl08"> </span></p><= p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">red (Car= mo, 2015; S</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a<= /span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4nchez, 20= 16). Seg</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">u</span>= <span class=3D"stl08" style=3D"letter-spacing:1pt">=C2=B4n </span><span cla= ss=3D"stl08" style=3D"letter-spacing:1pt"> </span></p><p class=3D"stl0= 1" style=3D"line-height:12pt"><span class=3D"stl08">En relaci</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 a la blogosfera del </span><span cl= ass=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08= ">=C2=B4mbito profe- </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">sional de la Ed= ucaci</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 Social, platafor= mas </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" = style=3D"letter-spacing:-0.05pt">como =E2=80=9Cwww.edusosfera.com=E2=80=9D,= agregador 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">blogs que se cre</span><span class=3D"stl08" style=3D"letter-spa= cing:-5pt">o</span><span class=3D"stl08">=C2=B4 en el a</span><span class= =3D"stl08" style=3D"letter-spacing:-5pt">n</span><span class=3D"stl08" styl= e=3D"letter-spacing:0.1pt">=CB=9Co 2008 y que cuenta </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">con m</span><span class=3D"= stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style= =3D"letter-spacing:0.05pt">=C2=B4s de 140 espacios de los que en 2019 </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">estaban activos 125, nos indican que la pre- </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">sencia de la profesi</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 en la blogosfera es un </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">hecho (Martinez-P</span><span c= lass=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl0= 8" style=3D"letter-spacing:0.05pt">=C2=B4rez, 2019). As</span><span class= =3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl= 08">=C4=B1, algunos </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">de estos blogs = suponen un referente tanto </span><span class=3D"stl08"> </span></p><p= class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">para prof= esionales como estudiantes, como </span><span class=3D"stl08"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">es = el caso de Educablog.es (S</span><span class=3D"stl08" style=3D"letter-spac= ing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">= =C2=B4nchez, 2012). </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">Este art</span><span class= =3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl= 08">=C4=B1culo muestra una parte de los resul-</span><span class=3D"stl08">=  </span><span class=3D"stl08" style=3D"letter-spacing:-0.15pt">Velaste= gu</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</spa= n><span class=3D"stl08">=C4=B1 (2019) Internet es una de las he- </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">tados consegu= idos en una investigaci</span><span class=3D"stl08" style=3D"letter-spacing= :-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.5pt">=C2=B4n= m</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><sp= an class=3D"stl08" style=3D"letter-spacing:0.65pt">=C2=B4s</span><span clas= s=3D"stl08"> </span><span class=3D"stl08">rramientas actualmente m</sp= an><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span cla= ss=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4s utilizadas y co- </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">amplia, e= laborada como tesis doctoral titula-</span><span class=3D"stl08"> </sp= an><span class=3D"stl08">mo sugieren Dami</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=B4n et al. (2020) Internet </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">da =E2=80=9CLos Blogs como espa= cios de identidad,</span><span class=3D"stl08"> </span><span class=3D"= stl08">es como la vida misma intercomunicando a </span><span class=3D"stl08= "> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span clas= s=3D"stl08">desarrollo profesional y conocimiento de la</span><span class= =3D"stl08"> </span><span class=3D"stl08">millones de personas alrededo= r del mundo. </span><span class=3D"stl08"> </span></p><p class=3D"stl0= 1" style=3D"line-height:12pt"><span class=3D"stl08">Educaci</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 Social: El caso de Educablog=E2=80=9D= . </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">Desde el inicio de la Web 2.0, cuyo t</span>= <span class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><span class= =3D"stl08" style=3D"letter-spacing:0.2pt">=C2=B4rmino </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" style=3D"letter-spacing:-0= .05pt">El objetivo de este art</span><span class=3D"stl08" style=3D"letter-= spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1culo es realizar = un</span><span class=3D"stl08"> </span><span class=3D"stl08">empez</sp= an><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class= =3D"stl08">=C2=B4 a usarse en el 2004 por Tim o</span><span class=3D"stl08"= > </span><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">Reilly = </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">diag= n</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span c= lass=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4stico de la contribuci= </span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span cl= ass=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n de =E2=80=9CEduca-</sp= an><span class=3D"stl08"> </span><span class=3D"stl08" style=3D"letter= -spacing:-0.05pt">(Kaplan y Haenlein, 2010), la evoluci</span><span class= =3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" styl= e=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-he= ight:12pt"><span class=3D"stl08">blog=E2=80=9D a la profesionalizaci</span>= <span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"= stl08" style=3D"letter-spacing:0.1pt">=C2=B4n, la identidad</span><span cla= ss=3D"stl08"> </span><span class=3D"stl08">las herramientas que agluti= na ha sido cons- </span><span class=3D"stl08"> </span></p><p class=3D"= stl01" style=3D"line-height:12pt"><span class=3D"stl08">y el desarrollo pro= fesional de la Educaci</span><span class=3D"stl08" style=3D"letter-spacing:= -5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:1pt">=C2=B4n</s= pan><span class=3D"stl08"> </span><span class=3D"stl08">tante y r</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=B4pida, lo cual di=EF=AC=81= culta agruparlas </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">Social, desde la percepci</span><span class=3D"stl08" style=3D= "letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing= :0.15pt">=C2=B4n de usuarios y</span><span class=3D"stl08"> </span><sp= an class=3D"stl08">bajo una misma denominaci</span><span class=3D"stl08" st= yle=3D"letter-spacing:-5pt">o</span><span class=3D"stl08">=C2=B4n (Tess, 20= 13). </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">usuarias profesionales. De esta= manera, en</span><span class=3D"stl08"> </span><span class=3D"stl08">= De esta manera, actualmente el t</span><span class=3D"stl08" style=3D"lette= r-spacing:-4.65pt">e</span><span class=3D"stl08" style=3D"letter-spacing:0.= 2pt">=C2=B4rmino </span><span class=3D"stl08" style=3D"letter-spacing:0.2pt= "> </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: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 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 42- 62 </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:3"><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. 40 =E2=80=93 62, 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"= >=E2=80=9Cmedios sociales=E2=80=9D es usado de forma ge-</span><span class= =3D"stl08"> </span><span class=3D"stl22" style=3D"letter-spacing:-0.05= pt">Profesionalizaci</span><span class=3D"stl22" style=3D"letter-spacing:-4= .95pt">o</span><span class=3D"stl22" style=3D"letter-spacing:0.05pt">=C2=B4= n, identidad y desarrollo </span><span class=3D"stl22" style=3D"letter-spac= ing:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt">= <span class=3D"stl08">neralizada para unir herramientas como los</span><spa= n class=3D"stl08"> </span><span class=3D"stl22" style=3D"letter-spacin= g:-0.05pt">profesional de la Educaci</span><span class=3D"stl22" style=3D"l= etter-spacing:-4.95pt">o</span><span class=3D"stl22" style=3D"letter-spacin= g:0.15pt">=C2=B4n Social </span><span class=3D"stl22" style=3D"letter-spaci= ng:0.15pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">propios blogs, los foros, las wikis o las re- </span><= span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><span class=3D"stl08">La Educaci</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 Social =E2=80=9Ces a la vez un cam- </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">des sociales, entre ot= ras (Manca y Ranieri, </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">po cient</span><span class=3D"stl08" style=3D"letter-spa= cing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1=EF=AC=81co y un </s= pan><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span cl= ass=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4rea de conocimiento 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">2016)= . </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D= "line-height:12pt"><span class=3D"stl08">ser estudiada, una disciplina acad= </span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><span= class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4mica con </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">Con respecto a = las redes sociales, en rela-</span><span class=3D"stl08"> </span><span= class=3D"stl08">la correspondiente titulaci</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 universitaria y </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">ci</span><span class=3D"stl08" style= =3D"letter-spacing:-5pt">o</span><span class=3D"stl08">=C2=B4n al uso profe= sional, Facebook y </span><span class=3D"stl08" style=3D"letter-spacing:-1.= 25pt">T</span><span class=3D"stl08">wit-</span><span class=3D"stl08"> = </span><span class=3D"stl08">un </span><span class=3D"stl08" style=3D"lette= r-spacing:-4.65pt">a</span><span class=3D"stl08">=C2=B4mbito profesional=E2= =80=9D (Vilar Mart</span><span class=3D"stl08" style=3D"letter-spacing:-3.6= 5pt">=C2=B4</span><span class=3D"stl08">=C4=B1n, 2018: </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">ter son las m</span><span class=3D"stl08" style=3D"let= ter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:= 0.05pt">=C2=B4s utilizadas en conjunto con</span><span class=3D"stl08"> = 0;</span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">19). De est= e modo, est</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a<= /span><span class=3D"stl08">=C2=B4 sometida a tensiones </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">los blogs con el objeto principal de difun-</span><spa= n class=3D"stl08"> </span><span class=3D"stl08" style=3D"letter-spacin= g:-0.05pt">que derivan de su naturaleza c</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=B1vico-pol</span><span class=3D"stl08" style=3D"le= tter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1tica </span>= <span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-hei= ght:12pt"><span class=3D"stl08">dir las publicaciones realizadas en los mis= -</span><span class=3D"stl08"> </span><span class=3D"stl08">y a la com= plejidad del campo de acci</span><span class=3D"stl08" style=3D"letter-spac= ing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.35pt">=C2= =B4n es- </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">mos (Bernal, 2015; Marauri-Castillo et al.,</span><span class=3D"stl08= "> </span><span class=3D"stl08">tando su actividad unida a contextos y= </span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><spa= n class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4mbi- </span><span c= lass=3D"stl08" style=3D"letter-spacing:0.15pt"> </span></p><p class=3D= "stl01" style=3D"line-height:12pt"><span class=3D"stl08">2018). Y centr</sp= an><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span cla= ss=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4ndonos en la presencia d= e</span><span class=3D"stl08"> </span><span class=3D"stl08">tos concre= tos y adapt</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a<= /span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4ndose con= tinuamente </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">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 Soci= al en los medios socia-</span><span class=3D"stl08"> </span><span clas= s=3D"stl08">a los cambios de la sociedad. Asimismo, en </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">les, estudios actuales como el de Mart</span><span cla= ss=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"s= tl08">=C4=B1nez-</span><span class=3D"stl08"> </span><span class=3D"st= l08">relaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</sp= an><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n a las tens= iones que soporta, desta- </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">P</span><span class=3D"stl08" style=3D"letter-spacing= :-4.65pt">e</span><span class=3D"stl08">=C2=B4rez y Lezcano-Barbero, (2020b= ) indican</span><span class=3D"stl08"> </span><span class=3D"stl08">ca= n aspectos como la tendencia a =E2=80=9Cla inte- </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">que, aunque se han dado avanc= es en el uso</span><span class=3D"stl08"> </span><span class=3D"stl08"= >graci</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 o la transforma= ci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span = class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n en la sociedad, </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">profesion= al para la comunicaci</span><span class=3D"stl08" style=3D"letter-spacing:-= 5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.2pt">=C2=B4n o= el tra-</span><span class=3D"stl08"> </span><span class=3D"stl08">la = dependencia o la autonom</span><span class=3D"stl08" style=3D"letter-spacin= g:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a respecto de </span><s= pan class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-heigh= t:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">bajo colabor= ativo, siguen existiendo resis-</span><span class=3D"stl08"> </span><s= pan class=3D"stl08">las instituciones p</span><span class=3D"stl08" style= =3D"letter-spacing:-4.95pt">u</span><span class=3D"stl08" style=3D"letter-s= pacing:0.05pt">=C2=B4blicas, las contradiccio- </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">tencias entre algunos sectores = y de hecho la</span><span class=3D"stl08"> </span><span class=3D"stl08= " style=3D"letter-spacing:-0.05pt">nes entre teor</span><span class=3D"stl0= 8" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4= =B1a y pr</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</s= pan><span class=3D"stl08">=C2=B4ctica o re=EF=AC=82exi</span><span class=3D= "stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style= =3D"letter-spacing:0.35pt">=C2=B4n y ac- </span><span class=3D"stl08" style= =3D"letter-spacing:0.35pt"> </span></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><span class=3D"stl08">utilizaci</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 dichas herramientas para 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" style=3D"lett= er-spacing:0.05pt">=C2=B4n (...) a especializaci</span><span class=3D"stl08= " style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"lett= er-spacing:0.05pt">=C2=B4n o la transversa- </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">intervenci</span><span class=3D"stl= 08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"le= tter-spacing:0.1pt">=C2=B4n es escasa. </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">lidad en la formaci</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 de los profesionales=E2=80=9D </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">(Vilar Mart</span><span class=3D"stl08" style=3D"letter= -spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1n, 2018: 19). </= 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:-0.15pt">Aun a= s</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span= ><span class=3D"stl08">=C4=B1, la presencia de la Educaci</span><span class= =3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" styl= e=3D"letter-spacing:0.15pt">=C2=B4n Social </span><span class=3D"stl08" sty= le=3D"letter-spacing:0.15pt"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">en = la red es un hecho y ha ido evolucionando</span><span class=3D"stl08"> = ;</span><span class=3D"stl08">En relaci</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 a la profesionalizaci</span><span class=3D"stl08" style= =3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spac= ing:0.15pt">=C2=B4n, que con- </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">de forma progresiva como se desprende en</span><s= pan class=3D"stl08"> </span><span class=3D"stl08" style=3D"letter-spac= ing:-0.1pt">sistir</span><span class=3D"stl08" style=3D"letter-spacing:-3.6= 5pt">=C2=B4</span><span class=3D"stl08">=C4=B1a en el proceso por el que un= a ocupa- </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">un primer lugar, de la creaci</span><span class=3D"stl08" style=3D"le= tter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.= 15pt">=C2=B4n del portal de</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 pas= a a ser una profesi</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 (S= </span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span= class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4ez Carre- </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">la Educaci</sp= an><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class= =3D"stl08">=C2=B4n Social, =E2=80=9Cwww.eduso.net=E2=80=9D en el</span><spa= n class=3D"stl08"> </span><span class=3D"stl08">ras, 2005), la trayect= oria de la Educaci</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">a</span><span= class=3D"stl08" style=3D"letter-spacing:-5pt">n</span><span class=3D"stl08= " style=3D"letter-spacing:0.15pt">=CB=9Co 2000 (Ba</span><span class=3D"stl= 08" style=3D"letter-spacing:-5pt">n</span><span class=3D"stl08" style=3D"le= tter-spacing:1pt">=CB=9C</span><span class=3D"stl08" style=3D"letter-spacin= g:-5pt">o</span><span class=3D"stl08">=C2=B4n, 2013), que se ha renovado</s= pan><span class=3D"stl08"> </span><span class=3D"stl08">Social ha sido= muy r</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span= ><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4pida si la com= paramos </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">recientemente en el a</span><span class=3D"stl08" style=3D"letter-spaci= ng:-5pt">n</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=CB= =9Co 2020 y sigue vigente</span><span class=3D"stl08"> </span><span cl= ass=3D"stl08">con otras profesiones cercanas. Desde el a</span><span class= =3D"stl08" style=3D"letter-spacing:-5pt">n</span><span class=3D"stl08" styl= e=3D"letter-spacing:1pt">=CB=9Co </span><span class=3D"stl08" style=3D"lett= er-spacing:1pt"> </span></p><p class=3D"stl01" style=3D"line-height:12= pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">como referente d= e la profesi</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</s= pan><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n en el esta= do</span><span class=3D"stl08"> </span><span class=3D"stl08">1991 en e= l que se aprueba la creaci</span><span class=3D"stl08" style=3D"letter-spac= ing:-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:0.5pt"> <= /span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl0= 8">espa</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">n</span><= span class=3D"stl08" style=3D"letter-spacing:0.05pt">=CB=9Col. Del mismo mo= do, tanto algunos co-</span><span class=3D"stl08"> </span><span class= =3D"stl08">la diplomatura universitaria (S</span><span class=3D"stl08" styl= e=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-= spacing:0.1pt">=C2=B4nchez C</span><span class=3D"stl08" style=3D"letter-sp= acing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.2pt"= >=C2=B4no- </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">legios profesionales como el Consejo Gene-</span><span class=3D"stl08= "> </span><span class=3D"stl08">vas, 2012), pasando por el a</span><sp= an class=3D"stl08" style=3D"letter-spacing:-5pt">n</span><span class=3D"stl= 08" style=3D"letter-spacing:0.15pt">=CB=9Co 2007 en el </span><span class= =3D"stl08" style=3D"letter-spacing:0.15pt"> </span></p><p class=3D"stl= 01" style=3D"line-height:12pt"><span class=3D"stl08">ral de Colegios de Edu= cadores y Educadoras</span><span class=3D"stl08"> </span><span class= =3D"stl08">que se publican los =E2=80=9CDocumentos profesio- </span><span c= lass=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12p= t"><span class=3D"stl08">Sociales (CGCEES) cuentan con planes de</span><spa= n class=3D"stl08"> </span><span class=3D"stl08">nalizadores=E2=80=9D (= ASEDES, 2007), que recogen </span><span class=3D"stl08"> </span></p><p= class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">comunicac= i</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span c= lass=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n y tienen una presenc= ia activa</span><span class=3D"stl08"> </span><span class=3D"stl08">ta= nto la de=EF=AC=81nici</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 la Educaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</= span><span class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4n Social <= /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">por m= edio de webs, y principalmente las re-</span><span class=3D"stl08"> </= span><span class=3D"stl08">como las funciones, competencias y el c</span><s= pan class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"st= l08" style=3D"letter-spacing:0.35pt">=C2=B4di- </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:-0.05pt= ">des sociales Facebook y </span><span class=3D"stl08" style=3D"letter-spac= ing:-1.25pt">T</span><span class=3D"stl08">witter (Mart</span><span class= =3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl= 08">=C4=B1nez-</span><span class=3D"stl08"> </span><span class=3D"stl0= 8">go deontol</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</= span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4gico; y co= ntinuando con =E2=80=9CEl li- </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">P</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=B4rez y Lezcano-Barbero, 2020a). </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">bro blanco de las competencias de la titu= - </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 cl= ass=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">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"s= tl08" style=3D"font-size:8pt; letter-spacing:-0.05pt">Esta revista est</spa= n><span class=3D"stl08" style=3D"font-size:8pt; letter-spacing:-3.1pt">a</s= pan><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: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" sty= le=3D"font-size:8pt">http://creativecommons.org/licenses/by-nc-sa/4.0/ </sp= an><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"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:1= 2pt"><span class=3D"stl07">Predicci</span><span class=3D"stl07" style=3D"le= tter-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:-3.6= 5pt">=C2=B4</span><span class=3D"stl07">=C4=B1=EF=AC=81ca </span><span clas= s=3D"stl07"> </span></p><p class=3D"stl01" style=3D"line-height:12pt">= <span 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sition:absolute" /></span><span class=3D"stl07">ISSN: 2602-8085 </span><spa= n 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. 40 =E2=80=93 62, 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"letter-spa= cing:-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-spa= cing:-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-he= ight:12pt"><span class=3D"stl08">laci</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 grado de Pedagog</span><span class=3D"stl08" style=3D"le= tter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a y Educaci<= /span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span cla= ss=3D"stl08" style=3D"letter-spacing:1pt">=C2=B4n</span><span class=3D"stl0= 8"> </span><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">verso= s </span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><sp= an class=3D"stl08">=C2=B4mbitos. Esto exige desarrollar los </span><span cl= ass=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt= "><span class=3D"stl08">Social=E2=80=9D (ANECA, 2005). En este sentido,</sp= an><span class=3D"stl08"> </span><span class=3D"stl08">=E2=80=9CDocume= ntos profesionalizadores=E2=80=9D respon- </span><span class=3D"stl08"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08">aunque la 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= Social ha dejado de</span><span class=3D"stl08"> </span><span class= =3D"stl08">diendo a la especi=EF=AC=81cidad de los menciona- </span><span c= lass=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12p= t"><span class=3D"stl08">ser una disciplina desconocida, y el proce-</span>= <span class=3D"stl08"> </span><span class=3D"stl08">dos </span><span c= lass=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl0= 8" style=3D"letter-spacing:0.05pt">=C2=B4mbitos tanto en relaci</span><span= class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08= " style=3D"letter-spacing:0.1pt">=C2=B4n a las funciones </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">so de profesionalizaci<= /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 se ha producido de</spa= n><span class=3D"stl08"> </span><span class=3D"stl08">y competencias p= rofesionales como a la po- </span><span class=3D"stl08"> </span></p><p= class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">manera r<= /span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span = class=3D"stl08">=C2=B4pida, no ha venido acompa</span><span class=3D"stl08"= style=3D"letter-spacing:-5pt">n</span><span class=3D"stl08" style=3D"lette= r-spacing:0.35pt">=CB=9Cado</span><span class=3D"stl08"> </span><span = class=3D"stl08">sici</span><span class=3D"stl08" style=3D"letter-spacing:-5= pt">o</span><span class=3D"stl08" style=3D"letter-spacing:1pt">=C2=B4n </sp= an><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><span cla= ss=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4tica, aunando por tanto = criterios co- </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">de un reconocimiento equiparable en cuan-</span><span class=3D"s= tl08"> </span><span class=3D"stl08">munes y particularidades. Del mism= o modo, </span><span class=3D"stl08"> </span></p><p class=3D"stl01" st= yle=3D"line-height:12pt"><span class=3D"stl08">to a las administraciones, n= i se han conso-</span><span class=3D"stl08"> </span><span class=3D"stl= 08">es necesario incorporar una formaci</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:-4.65= pt">e</span><span class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4tic= a </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">li= dado su=EF=AC=81cientemente las estructuras de la</span><span class=3D"stl0= 8"> </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">de u= na forma m</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</= span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4s desarrol= lada y espec</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">= =C2=B4</span><span class=3D"stl08">=C4=B1=EF=AC=81ca </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">profesi</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. Adem</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=B4s, desde el punto de vista</span><span class=3D"stl08"= > </span><span class=3D"stl08">al curr</span><span class=3D"stl08" sty= le=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1culo= del grado. </span><span class=3D"stl08"> </span></p><p class=3D"stl01= " style=3D"line-height:12pt"><span class=3D"stl08">acad</span><span class= =3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08">= =C2=B4mico, =E2=80=9Cla inestabilidad en la universi- </span><span class=3D= "stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><spa= n class=3D"stl08">En relaci</span><span class=3D"stl08" style=3D"letter-spa= cing:-5pt">o</span><span class=3D"stl08">=C2=B4n al proceso profesionalizad= or y </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= ">dad, los procesos de convergencia europea o </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">en lo que respecta a la profund= izaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><sp= an class=3D"stl08" style=3D"letter-spacing:0.5pt">=C2=B4n en </span><span c= lass=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-spa= cing:-0.05pt">la devaluaci</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 las humanidades han su- </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">la identidad profesional compartida, Vilar </sp= an><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-= height:12pt"><span class=3D"stl08">puesto tambi</span><span class=3D"stl08"= style=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08" style=3D"le= tter-spacing:0.05pt">=C2=B4n un freno al desarrollo de la </span><span clas= s=3D"stl08" style=3D"letter-spacing:0.05pt"> </span></p><p class=3D"st= l01" style=3D"line-height:12pt"><span class=3D"stl08">Mart</span><span clas= s=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"st= l08">=C4=B1n (2018) aboga por la creaci</span><span class=3D"stl08" style= =3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spac= ing:0.25pt">=C2=B4n de una </span><span class=3D"stl08" style=3D"letter-spa= cing:0.25pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"= ><span class=3D"stl08">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 social=E2=80=9D (Vilar Mart</span><span class=3D"stl08" style=3D"l= etter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1n, 2018: 24= ). </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= ">ley 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 Socia= l que delimite y cla- </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">En lo que respecta a la identidad profesional,</span><spa= n class=3D"stl08"> </span><span class=3D"stl08">ri=EF=AC=81que el come= tido de la profesi</span><span class=3D"stl08" style=3D"letter-spacing:-5pt= ">o</span><span class=3D"stl08" style=3D"letter-spacing:0.2pt">=C2=B4n en l= a so- </span><span class=3D"stl08" style=3D"letter-spacing:0.2pt"> </s= pan></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" style=3D"letter-spaci= ng:-0.05pt">=C2=B4 relacionada con diversos factores como</span><span class= =3D"stl08"> </span><span class=3D"stl08">ciedad. Por lo tanto, la Educ= aci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span= class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4n Social </span><spa= n class=3D"stl08" style=3D"letter-spacing:0.15pt"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">las funciones q= ue desempe</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">n</spa= n><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=CB=9Can sus profes= io-</span><span class=3D"stl08"> </span><span class=3D"stl08">debe pro= curar relanzar su proceso profesio- </span><span class=3D"stl08"> </sp= an></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">= nales, el propio desempe</span><span class=3D"stl08" style=3D"letter-spacin= g:-5pt">n</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=CB= =9Co del trabajo, el</span><span class=3D"stl08"> </span><span class= =3D"stl08">nalizador y para ello debe =E2=80=9Cprofundizar en </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:-4.65pt">a</span><span cl= ass=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4mbit</span><span class= =3D"stl08" style=3D"letter-spacing:1.8pt">o</span><span class=3D"stl08">de = acci</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, la relaci</span><= span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"s= tl08" style=3D"letter-spacing:1pt">=C2=B4</span><span class=3D"stl08" style= =3D"letter-spacing:1.8pt">n</span><span class=3D"stl08">con e</span><span c= lass=3D"stl08" style=3D"letter-spacing:1.8pt">l</span><span class=3D"stl08"= >c</span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">olectivo</s= pan><span class=3D"stl08"> </span><span class=3D"stl08">el a=EF=AC=81a= nzamiento de la identidad profesio- </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">profesional, la identidad digital y el con= texto</span><span class=3D"stl08"> </span><span class=3D"stl08">nal, c= onsolidar la construcci</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 una pers- </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" style=3D"letter-spacing:-0.05pt">hist</span><span class=3D"stl08= " style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"lett= er-spacing:0.05pt">=C2=B4rico-social (Balduzzi y Egle-Corrado,</span><span = class=3D"stl08"> </span><span class=3D"stl08" style=3D"letter-spacing:= -0.05pt">pectiva </span><span class=3D"stl08" style=3D"letter-spacing:-4.65= pt">e</span><span class=3D"stl08">=C2=B4tica amplia y efectiva y desarrolla= r </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D= "line-height:12pt"><span class=3D"stl08">2010; Stan=EF=AC=81eld y Beddoe, 2= 016). La identi-</span><span class=3D"stl08"> </span><span class=3D"st= l08">procesos t</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt= ">e</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4cnico= s desde par</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a<= /span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4metros de= com- </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= ">dad profesional de la 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 Social est</span><span class=3D"stl08" style=3D"letter-spacing:-4.= 65pt">a</span><span class=3D"stl08">=C2=B4</span><span class=3D"stl08"> = 0;</span><span class=3D"stl08">plejidad=E2=80=9D (Vilar Mart</span><span cl= ass=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"= stl08">=C4=B1n, 2018: 34). Si no es </span><span class=3D"stl08"> </sp= an></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">= relacionada al igual que la profesionaliza-</span><span class=3D"stl08">&#x= a0;</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 cl= ass=3D"stl08" style=3D"letter-spacing:-0.05pt">=C4=B1 existe el riesgo de c= onvertirse en una =EF=AC=81- </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">ci</span><span class=3D"stl08" style=3D"letter-sp= acing:-5pt">o</span><span class=3D"stl08">=C2=B4n con los documentos profes= ionalizado-</span><span class=3D"stl08"> </span><span class=3D"stl08">= gura al servicio del control y de iniciarse </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">res, ya que de=EF=AC=81nen la prof= esi</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 atribuyen</span>= <span class=3D"stl08"> </span><span class=3D"stl08">un proceso de desp= rofesionalizaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o= </span><span class=3D"stl08" style=3D"letter-spacing:0.35pt">=C2=B4n (S</sp= an><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span cla= ss=3D"stl08" style=3D"letter-spacing:0.35pt">=C2=B4ez </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">unas funciones y una regu= laci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><spa= n class=3D"stl08" style=3D"letter-spacing:1pt">=C2=B4n </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=B4tica (Juli</span><span class=3D"stl08"= style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08">`</span><sp= an class=3D"stl08"> </span><span class=3D"stl08">Carreras, 2005). </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">i Bosch= , 1995; Vilar Mart</span><span class=3D"stl08" style=3D"letter-spacing:-3.6= 5pt">=C2=B4</span><span class=3D"stl08">=C4=B1n, 2018) y con las </span><sp= an class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height= :12pt"><span class=3D"stl08">Continuando con el desarrollo profesional, </s= pan><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line= -height:12pt"><span class=3D"stl08">competencias que se le otorga a este co= lecti- </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">matizar que est</span><span class=3D"stl08" style=3D"letter-spacing:-4.= 65pt">a</span><span class=3D"stl08">=C2=B4 unido al aprendizaje a lo </span= ><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-he= ight:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">vo profes= ional en el Libro Blanco del T</span><span class=3D"stl08" style=3D"letter-= spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1tulo </span><span= class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><span class=3D"stl08">largo de la vida, pero no s</span><span class=3D= "stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style= =3D"letter-spacing:0.1pt">=C2=B4lo en relaci</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" style=3D"letter-spacing:-0.05pt">de Grado en Pedagog</span><sp= an class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span clas= s=3D"stl08">=C4=B1a y Educaci</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 Social </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">al </span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt"= >a</span><span class=3D"stl08">=C2=B4mbito laboral, ya que tambi</span><spa= n class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><span class=3D"s= tl08" style=3D"letter-spacing:0.1pt">=C2=B4n est</span><span class=3D"stl08= " style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08">=C2=B4 re-= </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"= line-height:12pt"><span class=3D"stl08">lacionado con el desarrollo y la re= alizaci</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 clas= s=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">(Eslava-Suanes et al., 2018). </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">Respecto al a=EF=AC=81anzamiento de l= a identidad</span><span class=3D"stl08"> </span><span class=3D"stl08">= personal. Del mismo modo, el aprendiza- </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">profesional Vilar Mart</span><span cla= ss=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"s= tl08">=C4=B1n (2018) indica que</span><span class=3D"stl08"> </span><s= pan class=3D"stl08">je permanente se ha visto impulsado por la </span><span= class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><span class=3D"stl08">se ha de profundizar en la especializaci</span><= span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"s= tl08" style=3D"letter-spacing:1pt">=C2=B4n</span><span class=3D"stl08"> = 0;</span><span class=3D"stl08">globalizaci</span><span class=3D"stl08" styl= e=3D"letter-spacing:-5pt">o</span><span class=3D"stl08">=C2=B4n y el avance= de la tecnolog</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">respondiendo a la singularidad de los di-</span><span class=3D"s= tl08"> </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">e= ntre otros factores, ya que la necesidad de </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"stl07">=E2=80=9D=E2=80=9D </span><span cl= ass=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">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"s= tl08" style=3D"font-size:8pt; letter-spacing:-0.05pt">Esta revista est</spa= n><span class=3D"stl08" style=3D"font-size:8pt; letter-spacing:-3.1pt">a</s= pan><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: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" sty= le=3D"font-size:8pt">http://creativecommons.org/licenses/by-nc-sa/4.0/ </sp= an><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"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:1= 2pt"><span class=3D"stl07">Predicci</span><span class=3D"stl07" style=3D"le= tter-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:-3.6= 5pt">=C2=B4</span><span class=3D"stl07">=C4=B1=EF=AC=81ca </span><span clas= s=3D"stl07"> </span></p><p class=3D"stl01" style=3D"line-height:12pt">= <span 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Multidisciplinar </span><span class=3D"stl07" style=3D"letter-spacing:-= 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">actualizaci</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 ha hecho m</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=B4s imprescindi-</span><span class=3D"stl08"> </span><span clas= s=3D"stl08">2010; Santill</span><span class=3D"stl08" style=3D"letter-spaci= ng:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">= =C2=B4n Aguirre et al., 2019). </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">ble (Belando-Montoro, 2017). Esta autora </span>= <span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-hei= ght:12pt"><span class=3D"stl08">incide en la necesidad de analizar las ne- = </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl16" style=3D"letter-spacing:-0.05pt">2. = Metodolog</span><span class=3D"stl13">=C2=B4</span><span class=3D"stl09" st= yle=3D"letter-spacing:normal">=C4=B1a </span><span class=3D"stl09" style=3D= "letter-spacing:normal"> </span></p><p class=3D"stl01" style=3D"line-h= eight:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">Esta inve= stigaci</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 se sit</span><span class=3D"stl08" style=3D"letter-spacing:-4.= 95pt">u</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4a = dentro de una in- </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:-0.1pt">vestigaci</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 cualitativa m</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=B4s amplia basada </span><span class=3D"stl08" style=3D"letter-sp= acing:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt= "><span class=3D"stl08">en un estudio de caso que parte de un enfo- </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:-0.05pt">que fenome= nol</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span= class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4gico (Fuster Guillen= , 2019) </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">ya que pretende conocer en profundidad </span><span class=3D"stl08">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"= stl08">=E2=80=9CEducablog=E2=80=9D, y en este sentido, el objetivo </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">general de l= a 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 es el de = realizar </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">un diagn</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</s= pan><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4stico de la= contribuci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</sp= an><span class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4n de =E2=80= =9CEdu- </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"stl= 08">cablog=E2=80=9D a la profesionalizaci</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, identidad y </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">desarrollo profesional de la Educaci</span><span= class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08= " style=3D"letter-spacing:0.35pt">=C2=B4n So- </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">cial, desde la percepci</span><= span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"s= tl08" style=3D"letter-spacing:0.1pt">=C2=B4n de los y las usua- </span><spa= n class=3D"stl08" style=3D"letter-spacing:0.1pt"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">rias profesiona= les. Concretamente se preten- </span><span class=3D"stl08"> </span></p= ><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">de ana= lizar lo siguiente: </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">cesidades de ap= rendizajes reales respecto al </span><span class=3D"stl08"> </span></p= ><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">colect= ivo profesional, asegurando la accesi- </span><span class=3D"stl08"> <= /span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl0= 8">bilidad. Igualmente, aboga por ampliar la vi- </span><span class=3D"stl0= 8"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cla= ss=3D"stl08">si</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 ap= rendizaje permanente integrando </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">el aprendizaje= formal, no formal e informal. </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">Asimismo, Domingo Segovia (2003) indi- </span><= span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><span class=3D"stl08">ca algunos elementos b</span><span class=3D"= stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style= =3D"letter-spacing:0.05pt">=C2=B4sicos en la pr</span><span class=3D"stl08"= style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"le= tter-spacing:0.15pt">=C2=B4ctica </span><span class=3D"stl08" style=3D"lett= er-spacing:0.15pt"> </span></p><p class=3D"stl01" style=3D"line-height= :12pt"><span class=3D"stl08">de la Educaci</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 Social que pueden ser cla- </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">ves de cara al desarrollo profe= sional, como </span><span class=3D"stl08"> </span></p><p class=3D"stl0= 1" style=3D"line-height:12pt"><span class=3D"stl08">son la visi</span><span= class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08= ">=C2=B4n global, la =EF=AC=82exibilidad, fomentar </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">la participaci</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 y la autonom</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, contrarres- </span><span class=3D"s= tl08" style=3D"letter-spacing:0.05pt"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><span class=3D"stl08">tar estereotipos, comunicac= 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 horizontal y </span><= span class=3D"stl08" style=3D"letter-spacing:0.1pt"> </span></p><p cla= ss=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"lett= er-spacing:-0.05pt">trabajo junto a otras profesiones. Tambi</span><span cl= ass=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08= " style=3D"letter-spacing:0.35pt">=C2=B4n, </span><span class=3D"stl08" sty= le=3D"letter-spacing:0.35pt"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08">este autor nos ofrece un modelo de d= esarro- </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">llo profesional espec</span><span class=3D"stl08" style=3D"letter-spac= ing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1=EF=AC=81co para la = =EF=AC=81gura de </span><span class=3D"stl08"> </span></p><p class=3D"= stl01" style=3D"line-height:12pt"><span class=3D"stl08">la educadora y educ= ador social basado en el </span><span class=3D"stl08"> </span></p><p c= lass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">relato de h= istorias de vida profesional, la re- </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">=EF=AC=82exi</span><span class=3D"stl08" s= tyle=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.= 15pt">n cr</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2= =B4</span><span class=3D"stl08">=C4=B1tica, la participaci</span><span clas= s=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" sty= le=3D"letter-spacing:0.15pt">=C2=B4n en grupos de </span><span class=3D"stl= 08" style=3D"letter-spacing:0.15pt"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl08">debate y el aprendizaje dial<= /span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span cla= ss=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4gico. En rela- </span><sp= an class=3D"stl08" style=3D"letter-spacing:0.1pt"> </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:0.1pt">=C2=B4n al mismo se</span><span class=3D"st= l08" style=3D"letter-spacing:-5pt">n</span><span class=3D"stl08" style=3D"l= etter-spacing:0.05pt">=CB=9Cala que es necesario man- </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">tener una re=EF=AC=82exi</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 cr</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">= =C2=B4</span><span class=3D"stl08">=C4=B1tica continua sobre el </span><spa= n class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:= 12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">contexto de ac= 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 que relacione la te= or</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</spa= n><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">con = la pr</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span>= <span class=3D"stl08">=C2=B4ctica, que analice los incidentes </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:-0.15pt">cr</span><span c= lass=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D= "stl08">=C4=B1ticos y que lo haga de manera individual, </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">pero tambi</span><span class=3D"stl08" style=3D"letter= -spacing:-4.65pt">e</span><span class=3D"stl08">=C2=B4n con las y los otros= a trav</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</spa= n><span class=3D"stl08" style=3D"letter-spacing:0.35pt">=C2=B4s de </span><= span class=3D"stl08" style=3D"letter-spacing:0.35pt"> </span></p><p cl= ass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">los principi= os del aprendizaje dial</span><span class=3D"stl08" style=3D"letter-spacing= :-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.2pt">=C2=B4g= ico de </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= ">Freire (1997). </span><span class=3D"stl08"> </span></p><p class=3D"= stl01" style=3D"line-height:12pt"><span class=3D"stl08">=C2=BFCu</span><spa= n class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"s= tl08" style=3D"letter-spacing:0.05pt">=C2=B4l es el per=EF=AC=81l de usuari= o y usuaria </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">profesional de =E2=80=9CEducablog=E2=80=9D? </span><span class=3D"s= tl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span = class=3D"stl08">=C2=BFQu</span><span class=3D"stl08" style=3D"letter-spacin= g:-4.65pt">e</span><span class=3D"stl08">=C2=B4 aspectos valoran los y las = usua- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span class=3D"stl08">rias profesionales de =E2=80= =9CEducablog=E2=80=9D en </span><span class=3D"stl08"> </span></p><p c= lass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">relaci</spa= n><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class= =3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n a su contribuci</span><sp= an class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl= 08" style=3D"letter-spacing:0.5pt">=C2=B4n al </span><span class=3D"stl08" = style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"let= ter-spacing:0.1pt">=C2=B4mbito de </span><span class=3D"stl08" style=3D"let= ter-spacing:0.1pt"> </span></p><p class=3D"stl01" style=3D"line-height= :12pt"><span class=3D"stl08">la Educaci</span><span class=3D"stl08" style= =3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spac= ing:0.15pt">=C2=B4n Social? </span><span class=3D"stl08" style=3D"letter-sp= acing:0.15pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt= "><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">=C2=BFEn qu</span>= <span class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><span class= =3D"stl08" style=3D"letter-spacing:-0.05pt">=C2=B4 factores de la profesion= aliza- </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">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, la identidad y= el desarrollo profe- </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">sional repercute =E2=80=9CEducablog=E2=80=9D? </span><spa= n class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:= 12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">=C2=BFEn qu</s= pan><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><span cl= ass=3D"stl08">=C2=B4 aspectos de =E2=80=9CEducablog=E2=80=9D </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">habr</span><span c= lass=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D= "stl08" style=3D"letter-spacing:-0.05pt">=C4=B1a que incidir para fomentar = su 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"st= l08" style=3D"letter-spacing:0.05pt">tribuci</span><span class=3D"stl08" st= yle=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-s= pacing:0.1pt">=C2=B4n a la Educaci</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=B4n Social? </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">En el presente art</span><span class=3D"stl08" style=3D"le= tter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1culo se pres= entan los re- </span><span class=3D"stl08"> </span></p><p class=3D"stl= 01" style=3D"line-height:12pt"><span class=3D"stl08">sultados del cuestiona= rio que se desarroll</span><span class=3D"stl08" style=3D"letter-spacing:-5= pt">o=C2=B4 </span><span class=3D"stl08" style=3D"letter-spacing:-5pt"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08" style=3D"letter-spacing:-0.05pt">para responder a estas preguntas de = investi- </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">gaci</span><span class=3D"stl08" sty= le=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-sp= acing:0.1pt">=C2=B4n, y que combin</span><span class=3D"stl08" style=3D"let= ter-spacing:-5pt">o</span><span class=3D"stl08">=C2=B4 tanto preguntas ce- = </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08">rradas como abiertas. En este caso, = la mezcla </span><span class=3D"stl08"> </span></p><p class=3D"stl01" = style=3D"line-height:12pt"><span class=3D"stl08">metodol</span><span class= =3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" styl= e=3D"letter-spacing:0.05pt">=C2=B4gica tiene como objeto ampliar el </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">an</span><s= pan class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D= "stl08">=C2=B4lisis de los datos cuantitativos con los da- </span><span cla= ss=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"= ><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">tos cualitativos (C= reswell y Creswell, 2005). </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">Otra cuesti</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 inevitable en la sociedad del </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">conocimiento es la necesidad de que= el de- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" st= yle=3D"line-height:12pt"><span class=3D"stl08">sarrollo profesional y el ap= rendizaje perma- </span><span class=3D"stl08"> </span></p><p class=3D"= stl01" style=3D"line-height:12pt"><span class=3D"stl08">nente caminen de la= mano de la adquisici</span><span class=3D"stl08" style=3D"letter-spacing:-= 5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:1pt">=C2=B4n </s= pan><span class=3D"stl08" style=3D"letter-spacing:1pt"> </span></p><p = class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">y actualiz= aci</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 competencia = tecnol</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><s= pan class=3D"stl08" style=3D"letter-spacing:0.35pt">=C2=B4gi- </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">ca unida al des= arrollo de las habilidades de </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">informaci</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 comunicaci</span><span class=3D"stl08" style=3D"letter-spa= cing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.2pt">=C2= =B4n (Sab</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</s= pan><span class=3D"stl08" style=3D"letter-spacing:0.65pt">=C2=B4n </span><s= pan class=3D"stl08" style=3D"letter-spacing:-1pt">V</span><span class=3D"st= l08">era, </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-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:8pt"><span cl= ass=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:-3.1= pt">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" s= tyle=3D"font-size:8pt"> </span></p><p class=3D"stl01" style=3D"line-he= ight:8pt"><span class=3D"stl08" style=3D"font-size:8pt">International. Copi= a de la licencia: </span><span class=3D"stl08" style=3D"font-size:8pt"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"st= l08" 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 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:0.1= pt">=C2=B4gina 45- 62 </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:0pt; display:block; position:absolute; z-index:6"><img src= =3D"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAnQAAAN3CAYAAAC7isfVAAAAB= HNCSVQICAgIfAhkiAAAAAlwSFlzAAAOxAAADsQBlSsOGwAAIABJREFUeJzsvdmzHcd95/n5/TKr= zt2wETsIkAQXUFwkcZEokdZiW5Zt2e6RQ57pcXd0dMTEREzEvM0/Mu/zMv3QE9EdMx677bG8yW5= KrYVauEqkSFHcCRHEvt/lnKrM3zxkVp065557LwACIAGcH4l7zz1VlZVVuX3z+9vkgf/pL4wsZu= 1HQMBAmSQCCJGYPk4Uy2ddodj611pTjUspo/Mc0lx7udXJ78YAu+KHAtnguda6b/6jKYX0RIq0h= yNIxMTSZwxE2jrHfJmPAR8FjZ5ontpDLQEk1c1FUAzBCDiiFBiGSEBSKavrdRVl9HlzuxlESf8A= 1AQfDTWIIgSFSo2Yn8GbUeSqBpFLfuHX6plW3wi6lVp938vsJJdyy+YelzRwJois924s/1s94sf= b80ruLeuO2JirJ4gJUaztJ5avHnmdzTgWAREMQczAInjF9Upcr8BUiU0Joqufq73zRk9k6BXNOJ= 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IPifKeLryVjcbye0OkclhcXGR/v5+rl69ipTmj6jBYDAYDAaDwWAwGAyGm5z/BVzPpPN+gnwKAA= AAAElFTkSuQmCC" width=3D"628" height=3D"887" alt=3D"" style=3D"position:abs= olute" /></span><span class=3D"stl07">ISSN: 2602-8085 </span><span class=3D= "stl07"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><spa= n class=3D"stl07" style=3D"letter-spacing:-0.05pt">Vol. 9 No. 4, pp. 40 =E2= =80=93 62, octubre - diciembre 2025 </span><span class=3D"stl07" style=3D"l= etter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-he= ight:12pt"><span class=3D"stl07" style=3D"letter-spacing:-0.05pt">Revista M= ultidisciplinar </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">Art</span><span class=3D"stl07" style=3D"letter-spacing:-3.65p= t">=C2=B4</span><span class=3D"stl07">=C4=B1culo Original </span><span clas= s=3D"stl07"> </span></p><p class=3D"stl01" style=3D"line-height:12pt">= <span class=3D"stl08">El cuestionario mixto, se consider</span><span class= =3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08">=C2= =B4 un ins-</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 estaba familiarizad= o con la misma. </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">trumento adecuado para recabar informa- </span><span class=3D"s= tl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span = class=3D"stl08">Para la utilizaci</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 del cuestionario se dise</span><span class=3D"stl08" style=3D"l= etter-spacing:-5pt">n</span><span class=3D"stl08" style=3D"letter-spacing:1= pt">=CB=9C</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o=C2= =B4 </span><span class=3D"stl08" style=3D"letter-spacing:-5pt"> </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 cl= ass=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n detallada sobre la op= ini</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 las perso- </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">un protoco= lo de implementaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt= ">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n que= se or- </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">nas profesionales usuarias del =E2=80=9CEducablog=E2=80=9D </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">ganiz</span><sp= an class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl= 08">=C2=B4 en cuatro secciones. Para su redac- </span><span class=3D"stl08"= > </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">con la =EF=AC=81nalidad de obtener una comprensi</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" style=3D"le= tter-spacing:1pt"> </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, como base se utiliz</span><span class=3D"stl08" style=3D"letter-s= pacing:-5pt">o</span><span class=3D"stl08">=C2=B4 el Cuestionario </span><s= pan class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-heigh= t:12pt"><span class=3D"stl08">profunda y detallada del tema de estudio </sp= an><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-= height:12pt"><span class=3D"stl08">20=C2=AA Encuesta AIMC a usuarios y usua= rias </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= ">de Internet Navegantes en la Red. En las dos </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">(Alaminos y Castej</span><span = class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08"= style=3D"letter-spacing:0.05pt">=C2=B4n, 2006), respondiendo </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">convenientemente a las preguntas y los ob- </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">primeras seccio= nes se incluyeron preguntas </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">jetivos de la investigaci</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=B4n. El cuestionario </span><span class=3D"stl08" st= yle=3D"letter-spacing:0.1pt"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08">en relaci</span><span class=3D"stl08= " style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"lett= er-spacing:0.05pt">=C2=B4n al per=EF=AC=81l de las personas usuarias </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">ha estado = compuesto por preguntas relati- </span><span class=3D"stl08"> </span><= /p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">y el= uso del blog. En la tercera secci</span><span class=3D"stl08" style=3D"let= ter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.5= pt">=C2=B4n se </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-spacing:-0.05pt">vas a la percepci</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 sobre =E2=80=9CEducablog=E2=80=9D 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">re= alizaron preguntas en las que las personas </span><span class=3D"stl08">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"= stl08">los y las usuarias profesionales de la Educa- </span><span class=3D"= stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span= class=3D"stl08">valoraron y dieron su opini</span><span class=3D"stl08" st= yle=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-s= pacing:0.1pt">=C2=B4n (Meneses y </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">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 Social y con respecto a la contribuci</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 class=3D"stl01" style=3D"line-height:12pt"><span c= lass=3D"stl08" style=3D"letter-spacing:-0.2pt">Rodr</span><span class=3D"st= l08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">= =C4=B1guez, 2011) sobre lo que aporta =E2=80=9CEdu- </span><span class=3D"s= tl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span = class=3D"stl08">de =E2=80=9CEducablog=E2=80=9D al </span><span class=3D"stl= 08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D= "letter-spacing:0.05pt">=C2=B4mbito de la Educaci</span><span class=3D"stl0= 8" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"let= ter-spacing:1pt">=C2=B4n </span><span class=3D"stl08" style=3D"letter-spaci= ng:1pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><spa= n class=3D"stl08">cablog=E2=80=9D a la 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 Social y en la cuarta </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">Social, y sus propuestas de mejora= de dicho </span><span class=3D"stl08"> </span></p><p class=3D"stl01" = style=3D"line-height:12pt"><span class=3D"stl08">secci</span><span class=3D= "stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style= =3D"letter-spacing:0.35pt">=C2=B4n se</span><span class=3D"stl08" style=3D"= letter-spacing:-5pt">n</span><span class=3D"stl08" style=3D"letter-spacing:= 0.05pt">=CB=9Calaron aspectos de mejora. </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">espacio. </span><span class=3D"stl08">=  </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">El tipo de muestreo fue intencional, no pro- </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">Debido a que la muestra a la que se ha diri- </span><s= pan class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-heigh= t:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">babil</span>= <span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span c= lass=3D"stl08">=C4=B1stico ya que el cuestionario se dirigi</span><span cla= ss=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08">= =C2=B4 a </span><span class=3D"stl08"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><span class=3D"stl08">gido el cuestionario est</s= pan><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span cl= ass=3D"stl08" style=3D"letter-spacing:-0.05pt">=C2=B4 familiarizada m</span= ><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span = class=3D"stl08">=C4=B1ni- </span><span class=3D"stl08"> </span></p><p = class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">profesiona= les del tercer sector que siguiesen </span><span class=3D"stl08"> </sp= an></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">= mamente con las TIC, ya que son personas </span><span class=3D"stl08"> = ;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"st= l08">=E2=80=9CEducablog=E2=80=9D. La respuesta fue voluntaria, </span><span= class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><span class=3D"stl08">usuarias del blog, se estim</span><span class=3D= "stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08">=C2=B4 = que la mane- </span><span class=3D"stl08"> </span></p><p class=3D"stl0= 1" style=3D"line-height:12pt"><span class=3D"stl08">por lo que se utilizaro= n las diferentes estra- </span><span class=3D"stl08"> </span></p><p cl= ass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">ra m</span><= span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class= =3D"stl08">=C2=B4s e=EF=AC=81ciente para recoger informaci</span><span clas= s=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" sty= le=3D"letter-spacing:1pt">=C2=B4n </span><span class=3D"stl08" style=3D"let= ter-spacing:1pt"> </span></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><span class=3D"stl08">tegias para fomentar la participaci</span><span = class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08"= style=3D"letter-spacing:0.1pt">=C2=B4n. Final- </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= ">era la online. Adem</span><span class=3D"stl08" style=3D"letter-spacing:-= 4.65pt">a</span><span class=3D"stl08">=C2=B4s, este hecho nos posi- </span>= <span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-hei= ght:12pt"><span class=3D"stl08">mente se recibieron 114 respuestas v</span>= <span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class= =3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4lidas </span><span class= =3D"stl08" style=3D"letter-spacing:0.15pt"> </span></p><p class=3D"stl= 01" style=3D"line-height:12pt"><span class=3D"stl08">bilit</span><span clas= s=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08">=C2= =B4 un menor coste de administraci</span><span class=3D"stl08" style=3D"let= ter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.3= 5pt">=C2=B4n, el </span><span class=3D"stl08" style=3D"letter-spacing:0.35p= t"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cla= ss=3D"stl08">(se utilizar</span><span class=3D"stl08" style=3D"letter-spaci= ng:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">= =C2=B4 =E2=80=9CC=E2=80=9D con el respectivo n</span><span class=3D"stl08" = style=3D"letter-spacing:-5pt">u</span><span class=3D"stl08" style=3D"letter= -spacing:0.25pt">=C2=B4mero a </span><span class=3D"stl08" style=3D"letter-= spacing:0.25pt"> </span></p><p class=3D"stl01" style=3D"line-height:12= pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">acceso a una mue= stra mayor y de una manera </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">la hora de la codi=EF=AC=81caci</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 de cada cuestiona- </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">m</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=B4s =EF=AC=82exible y r</span><span class= =3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08">= =C2=B4pida (Meneses y Rodr</span><span class=3D"stl08" style=3D"letter-spac= ing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1guez, </span><span cl= ass=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt= "><span class=3D"stl08">rio analizado). La aplicaci</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 del cuestiona- </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" style=3D"letter-spacing:-0.05pt">2= 011), as</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2= =B4</span><span class=3D"stl08">=C4=B1 como evitar las di=EF=AC=81cultades = deri- </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:0.05pt= ">rio se desarroll</span><span class=3D"stl08" style=3D"letter-spacing:-5pt= ">o</span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">=C2=B4 en = tres fases: </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">vadas de la pandemia del COVID = 19. </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"= >En una primera fase, se public</span><span class=3D"stl08" style=3D"letter= -spacing:-5pt">o</span><span class=3D"stl08">=C2=B4 una en- </span><span cl= ass=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt= "><span class=3D"stl08">Otro aspecto que se ha tenido en cuenta es </span><= span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><span class=3D"stl08">trada en el blog y en las redes sociales </s= pan><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line= -height:12pt"><span class=3D"stl08">el de las preguntas =EF=AC=81ltro, en l= as que se de- </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">Facebook, </span><span class=3D"stl08" style=3D"letter-spacing:-= 1.25pt">T</span><span class=3D"stl08">w</span><span class=3D"stl08" style= =3D"letter-spacing:-0.05pt">itter e Instagram. Esta fa- </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">termina que s</span><= span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"s= tl08" style=3D"letter-spacing:0.05pt">=C2=B4lo algunas de las personas </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:-0.05pt">se tuvo una duraci</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=B4n de 60 d</span><span class=3D"stl08" style=3D"letter-s= pacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1as y sema- </span>= <span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-hei= ght:12pt"><span class=3D"stl08">encuestadas contesten a las preguntas que <= /span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl08">nalmente se realizaron recordatorios = en </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">les correspondan, ya que est</s= pan><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span cl= ass=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n encadena- </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">dichas redes so= ciales para fomentar las </span><span class=3D"stl08"> </span></p><p c= lass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">das autom</= span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span c= lass=3D"stl08">=C2=B4ticamente. Para la realizaci</span><span class=3D"stl0= 8" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"let= ter-spacing:0.35pt">=C2=B4n del </span><span class=3D"stl08" style=3D"lette= r-spacing:0.35pt"> </span></p><p class=3D"stl01" style=3D"line-height:= 12pt"><span class=3D"stl08">respuestas. Con este mismo objeto, se </span><s= pan class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-heigh= t:12pt"><span class=3D"stl08">cuestionario se utiliz</span><span class=3D"s= tl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08">=C2=B4 la= herramienta Goo- </span><span class=3D"stl08"> </span></p><p class=3D= "stl01" style=3D"line-height:12pt"><span class=3D"stl08">utilizaron estrate= gias complementarias </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">gle Forms, valor</span><span class=3D"stl08" style=3D"let= ter-spacing:-4.65pt">a</span><span class=3D"stl08">=C2=B4ndose que se ajust= aba a las </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">como el env</span><span class=3D"stl08" style=3D"letter-spacing:-3.65= pt">=C2=B4</span><span class=3D"stl08">=C4=B1o de un correo electr</span><s= pan class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"st= l08" style=3D"letter-spacing:0.25pt">=C2=B4nico </span><span class=3D"stl08= " style=3D"letter-spacing:0.25pt"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt= ">necesidades de 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 y a que el </span><span class=3D"stl08" style=3D"letter-spacing:0.= 2pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span c= lass=3D"stl08" style=3D"letter-spacing:-0.05pt">a las personas que hab</spa= n><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span= class=3D"stl08">=C4=B1an realizado co- </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">investigador responsable de la impleme= nta- </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= ">mentarios en el blog hasta el a</span><span class=3D"stl08" style=3D"lett= er-spacing:-5pt">n</span><span class=3D"stl08" style=3D"letter-spacing:0.2p= t">=CB=9Co 2021; </span><span class=3D"stl08" style=3D"letter-spacing:0.2pt= "> </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: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 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 46- 62 </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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fO+glJCcEWpyKGLlYqGbJSpvCyv74O4gbROssoWfV0qlbh06RJXr17F87z4eiPiDAaDwWB4P0bQ= XReEcb9Cxwu44m6sWBJ0wbc3V5d8+TaNaAfulStXOHPmDAsLCyt9igaDwWAwXPfcXOrghiS5hSL= 6nCjj6cpb3WwktztEJofFxUX6+/u5evUqUpq/ogaDwWAwGAwGg8FgMBhucv4XWtnL1lRmEaMAAA= AASUVORK5CYII=3D" width=3D"628" height=3D"887" alt=3D"" style=3D"position:a= bsolute" /></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. 40 = =E2=80=93 62, octubre - diciembre 2025 </span><span class=3D"stl07" style= =3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl07" style=3D"letter-spacing:-0.05pt">Revi= sta Multidisciplinar </span><span class=3D"stl07" style=3D"letter-spacing:-= 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">la grabaci</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 difusi</span><span class=3D"stl08" style=3D"letter-spac= ing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2= =B4n de un v</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">= =C2=B4</span><span class=3D"stl08">=C4=B1deo </span><span class=3D"stl08">&= #xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">la informaci</span><span class=3D"stl08" style=3D"letter-spacing= :-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4= n como por ejemplo an</span><span class=3D"stl08" style=3D"letter-spacing:-= 4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.2pt">=C2=B4= li- </span><span class=3D"stl08" style=3D"letter-spacing:0.2pt"> </spa= n></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">s= is de los mensajes escritos en el Blog, </span><span class=3D"stl08"> = </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl= 08">aspecto que supera la pretensi</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=B4n de este </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">art</span><span class=3D"stl08" style=3D"letter-spacing:-3= .65pt">=C2=B4</span><span class=3D"stl08">=C4=B1culo y por ello nos centram= os </span><span class=3D"stl08" style=3D"letter-spacing:-5pt">u</span><span= class=3D"stl08" style=3D"letter-spacing:0.35pt">=C2=B4ni- </span><span cla= ss=3D"stl08" style=3D"letter-spacing:0.35pt"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl08">camente en la t</spa= n><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><span clas= s=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4cnica del cuestionario. <= /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">en el= que se demandaba la participa- </span><span class=3D"stl08"> </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 clas= s=3D"stl08">=C2=B4n; y el contacto con sitios referentes </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">en el </span><span class=3D"stl08" style=3D"letter-spa= cing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt"= >=C2=B4mbito de la Educaci</span><span class=3D"stl08" style=3D"letter-spac= ing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2= =B4n Social </span><span class=3D"stl08" style=3D"letter-spacing:0.15pt">&#= xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D= "stl08" style=3D"letter-spacing:-0.05pt">tanto en Facebook como en </span><= span class=3D"stl08" style=3D"letter-spacing:-1.25pt">T</span><span class= =3D"stl08">witter y </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">a diferentes en= tidades del tercer sector </span><span class=3D"stl08"> </span></p><p = class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">social par= a que difundieran el enlace al </span><span class=3D"stl08"> </span></= p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">cuest= ionario. </span><span class=3D"stl08"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><span class=3D"stl08">En una tercera fase, de car= a a la profun- </span><span class=3D"stl08"> </span></p><p class=3D"st= l01" style=3D"line-height:12pt"><span class=3D"stl08">dizaci</span><span cl= ass=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" s= tyle=3D"letter-spacing:0.2pt">=C2=B4n en el an</span><span class=3D"stl08" = style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"let= ter-spacing:0.05pt">=C2=B4lisis y establecer re- </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">laciones, se realizaron mapas = jer</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><s= pan class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4rqui- </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">cos y consultas= de grupo que indica- </span><span class=3D"stl08"> </span></p><p clas= s=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">ron la presenc= ia de las tem</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">= a</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4ticas en= la </span><span class=3D"stl08" style=3D"letter-spacing:0.1pt"> </spa= n></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">c= ategorizaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</sp= an><span class=3D"stl08" style=3D"letter-spacing:0.35pt">=C2=B4n y por </sp= an><span class=3D"stl08" style=3D"letter-spacing:-5pt">u</span><span class= =3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4ltimo se realiza- </span><s= pan class=3D"stl08" style=3D"letter-spacing:0.1pt"> </span></p><p clas= s=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">ron matrices d= e codi=EF=AC=81caci</span><span class=3D"stl08" style=3D"letter-spacing:-5p= t">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n y = referen- </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">cias cruzadas que posibilitaron estable- </span><span class=3D"stl08">=  </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">cer relaciones entre las categor</span><span class=3D"stl08" sty= le=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1as y= los </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"= >atributos. </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">En la segunda fase, se procedi</span><span class=3D"stl08" style=3D= "letter-spacing:-5pt">o</span><span class=3D"stl08">=C2=B4 al an</span><spa= n class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"s= tl08" style=3D"letter-spacing:0.2pt">=C2=B4li- </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">sis de los datos obtenidos. En = primer </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">lugar, se realiz</span><span class=3D"stl08" style=3D"letter-spacing:-5= pt">o</span><span class=3D"stl08">=C2=B4 el an</span><span class=3D"stl08" = style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"let= ter-spacing:0.05pt">=C2=B4lisis de los da- </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">tos cualitativos utilizando el progr= ama </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= ">NVivo 12 </span><span class=3D"stl08" style=3D"letter-spacing:-1.3pt">V</= span><span class=3D"stl08">.1.5 por medio del cual se </span><span class=3D= "stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><spa= n class=3D"stl08">construy</span><span class=3D"stl08" style=3D"letter-spac= ing:-5pt">o</span><span class=3D"stl08">=C2=B4 el sistema categorial de=EF= =AC=81niti- </span><span class=3D"stl08"> </span></p><p class=3D"stl01= " style=3D"line-height:12pt"><span class=3D"stl08">vo, se categoriz</span><= span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"s= tl08">=C2=B4 la informaci</span><span class=3D"stl08" style=3D"letter-spaci= ng:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.25pt">=C2= =B4n y se es- </span><span class=3D"stl08" style=3D"letter-spacing:0.25pt">=  </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08" style=3D"letter-spacing:-0.05pt">tablecieron las ideas clave y l= as relacio- </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">nes entre las diferentes catego= r</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span= ><span class=3D"stl08">=C4=B1as. En </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">segundo lugar, se redact</span><span class= =3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" styl= e=3D"letter-spacing:-0.05pt">=C2=B4 el informe, </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">aportando diversas conclusione= s en re- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><span class=3D"stl08">laci</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 a los objetivos de la investiga- </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">ci</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. </span><span class=3D"stl08" sty= le=3D"letter-spacing:0.5pt"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl16">3. Resultados </span><span class=3D"s= tl16"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span = class=3D"stl08">En la interpretaci</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 los resultados se des- </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">tacan las subcategor</span><span class= =3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl= 08">=C4=B1as m</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt"= >a</span><span class=3D"stl08">=C2=B4s relevantes a la </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">hora de analizar la informaci</span><span class=3D"stl= 08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"le= tter-spacing:0.5pt">=C2=B4n. </span><span class=3D"stl08" style=3D"letter-s= pacing:0.5pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt= "><span class=3D"stl09" style=3D"letter-spacing:normal">Contribuci</span><s= pan class=3D"stl22" style=3D"letter-spacing:-4.95pt">o</span><span class=3D= "stl22">=C2=B4n a la profesionalizaci</span><span class=3D"stl22" style=3D"= letter-spacing:-4.95pt">o</span><span class=3D"stl22" style=3D"letter-spaci= ng:0.95pt">=C2=B4n </span><span class=3D"stl22" style=3D"letter-spacing:0.9= 5pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span c= lass=3D"stl08">El sistema categorial de=EF=AC=81nitivo cont</span><span cla= ss=3D"stl08" style=3D"letter-spacing:-5pt">o=C2=B4 </span><span class=3D"st= l08" style=3D"letter-spacing:-5pt"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05p= t">con 23 categor</span><span class=3D"stl08" style=3D"letter-spacing:-3.65= pt">=C2=B4</span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">=C4= =B1as: 2 categor</span><span class=3D"stl08" style=3D"letter-spacing:-3.65p= t">=C2=B4</span><span class=3D"stl08">=C4=B1as marco, </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">7 categor</span><span cl= ass=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"= stl08">=C4=B1as principales y 14 subcate- </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:-0.1pt">gor</span><span class=3D"stl08" style= =3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1as. Pa= ra realizar el an</span><span class=3D"stl08" style=3D"letter-spacing:-4.65= pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4lis= is se uti- </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">liz</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</spa= n><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">=C2=B4 el software= NVivo 12 </span><span class=3D"stl08" style=3D"letter-spacing:-1.3pt">V</s= pan><span class=3D"stl08">.1.5 rea- </span><span class=3D"stl08"> </sp= an></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">= lizando diferentes pruebas anal</span><span class=3D"stl08" style=3D"letter= -spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1ticas. </span><s= pan class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-heigh= t:12pt"><span class=3D"stl08">Inicialmente se realizaron b</span><span clas= s=3D"stl08" style=3D"letter-spacing:-5pt">u</span><span class=3D"stl08" sty= le=3D"letter-spacing:0.15pt">=C2=B4squedas </span><span class=3D"stl08" sty= le=3D"letter-spacing:0.15pt"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">de = texto incluyendo frecuencias de pa- </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">labras, conglomerados y nubes de pala- </s= pan><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line= -height:12pt"><span class=3D"stl08">bras de cara a identi=EF=AC=81car conce= ptos cla- </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">ve y focos de atenci</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. A continuaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt= ">o</span><span class=3D"stl08" style=3D"letter-spacing:0.5pt">=C2=B4n, </s= pan><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-spacing:-0.05pt">se leyeron las respuestas y se fue codi=EF=AC=81- = </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">can= do manualmente utilizando el siste- </span><span class=3D"stl08"> </sp= an></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">= ma categorial elaborado para el conjun- </span><span class=3D"stl08"> = </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl= 08">to de la tesis doctoral en la que se est</span><span class=3D"stl08" st= yle=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"lette= r-spacing:0.65pt">=C2=B4n </span><span class=3D"stl08" style=3D"letter-spac= ing:0.65pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt">= <span class=3D"stl08">utilizando otras t</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=B4cnicas de recogida de </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">En cuanto a la contribuci</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 de =E2=80=9CEducablog=E2=80=9D </= 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">respect= o a la profesionalizaci</span><span class=3D"stl08" style=3D"letter-spacing= :-5pt">o</span><span class=3D"stl08">=C2=B4n, la mayor</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" s= tyle=3D"line-height:12pt"><span class=3D"stl08">de las personas encuestadas= (108 referen- </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">cias de las 126 de esta categor</span><span class=3D"stl08" sty= le=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a) h= ablan del </span><span class=3D"stl08"> </span></p><p class=3D"stl01" = style=3D"line-height:12pt"><span class=3D"stl08">=E2=80=9Creconocimiento y = visibilizaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</s= pan><span class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4n=E2=80=9D = de la pro- </span><span class=3D"stl08" style=3D"letter-spacing:0.15pt">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"= stl08" style=3D"letter-spacing:-0.1pt">fesi</span><span class=3D"stl08" sty= le=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-sp= acing:1pt">=C2=B4</span><span class=3D"stl08" style=3D"letter-spacing:-0.05= pt">n y en menor medida indican su apor- </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">taci</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 respecto a la reivindicaci</span><span class=3D"stl08"= style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"lette= r-spacing:0.15pt">=C2=B4n y denun- </span><span class=3D"stl08" style=3D"le= tter-spacing:0.15pt"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><span class=3D"stl08">cias (9 referencias), al conocimiento te</sp= an><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class= =3D"stl08" style=3D"letter-spacing:0.3pt">=C2=B4rico </span><span class=3D"= stl08" style=3D"letter-spacing:0.3pt"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.= 05pt">(7 referencias) y a la pr</span><span class=3D"stl08" style=3D"letter= -spacing:-4.65pt">a</span><span class=3D"stl08">=C2=B4ctica (2 referencias)= . </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D= "line-height:12pt"><span class=3D"stl08">En este sentido, =E2=80=9CEducablo= g=E2=80=9D ha sido un es- </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">pacio innovador, ya que teniendo en cuenta </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" style=3D"let= ter-spacing:-0.05pt">la trayectoria breve de profesionalizaci</span><span c= lass=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"stl08">=E2=80=9Cha mostrado aspectos 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=B4cticos de la Edu- </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">caci</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 Social cuando nadie lo hac</s= pan><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><sp= an class=3D"stl08">=C4=B1a=E2=80=9D(C4). </span><span class=3D"stl08"> = ;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"st= l08">Por consiguiente, la aportaci</span><span class=3D"stl08" style=3D"let= ter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.5= pt">=C2=B4n m</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">= a</span><span class=3D"stl08">=C2=B4s impor- </span><span class=3D"stl08">&= #xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">tante de =E2=80=9CEducablog=E2=80=9D respecto a la profe- </span= ><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-he= ight:12pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"s= tl07"> </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"> </spa= n></p><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" st= yle=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><spa= n class=3D"stl08" style=3D"font-size:8pt">=C2=B4 protegida bajo una licenci= a Creative Commons en la 4.0 </span><span class=3D"stl08" style=3D"font-siz= e: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"fo= nt-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 </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:12pt"><span= class=3D"stl07">Predicci</span><span class=3D"stl07" style=3D"letter-spaci= ng:-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"stl= 07"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cl= ass=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 4= 7- 62 </span><span class=3D"stl07" style=3D"letter-spacing:0.1pt"> </s= pan></p><p class=3D"stl01" style=3D"line-height:12pt"><span style=3D"height= :0pt; display:block; position:absolute; z-index:8"><img src=3D"data:image/p= ng;base64,iVBORw0KGgoAAAANSUhEUgAAAnQAAAN3CAYAAAC7isfVAAAABHNCSVQICAgIfAhki= AAAAAlwSFlzAAAOxAAADsQBlSsOGwAAIABJREFUeJzsvdmzHcd95/n5/TKrzt2wETsIkAQXUFwk= cZEokdZiW5Zt2e6RQ57pcXd0dMTEREzEvM0/Mu/zMv3QE9EdMx677bG8yW5KrYVauEqkSFHcCRH= Evt/lnKrM3zxkVp065557LwACIAGcH4l7zz1VlZVVuX3z+9vkgf/pL4wsZu1HQMBAmSQCCJGYPk= 4Uy2ddodj611pTjUspo/Mc0lx7udXJ78YAu+KHAtnguda6b/6jKYX0RIq0hyNIxMTSZwxE2jrHf= JmPAR8FjZ5ontpDLQEk1c1FUAzBCDiiFBiGSEBSKavrdRVl9HlzuxlESf8A1AQfDTWIIgSFSo2Y= n8GbUeSqBpFLfuHX6plW3wi6lVp938vsJJdyy+YelzRwJois924s/1s94sfb80ruLeuO2JirJ4g= JUaztJ5avHnmdzTgWAREMQczAInjF9Upcr8BUiU0Joqufq73zRk9k6BXNOJcw56w5P1/OTTaeZ4= 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olute" /></span><span class=3D"stl07">ISSN: 2602-8085 </span><span class=3D= "stl07"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><spa= n class=3D"stl07" style=3D"letter-spacing:-0.05pt">Vol. 9 No. 4, pp. 40 =E2= =80=93 62, octubre - diciembre 2025 </span><span class=3D"stl07" style=3D"l= etter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-he= ight:12pt"><span class=3D"stl07" style=3D"letter-spacing:-0.05pt">Revista M= ultidisciplinar </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">Art</span><span class=3D"stl07" style=3D"letter-spacing:-3.65p= t">=C2=B4</span><span class=3D"stl07">=C4=B1culo Original </span><span clas= s=3D"stl07"> </span></p><p class=3D"stl01" style=3D"line-height:12pt">= <span class=3D"stl08">sionalizaci</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 es la visibilizaci</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 la reali-</span><span class=3D"stl08"> </span><span class= =3D"stl08">colegios profesionales=E2=80=9D (C1). </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">dad de la profesi</span><span= class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08= " style=3D"letter-spacing:0.05pt">=C2=B4n: =E2=80=9Cvisibiliza y da voz 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">esta profesi</span><span class=3D"stl08" style= =3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spac= ing:0.15pt">=C2=B4n tan poli</span><span class=3D"stl08" style=3D"letter-sp= acing:-4.65pt">e</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt= ">=C2=B4drica=E2=80=9D (C14); =E2=80=9Cex- </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:-0.05pt">pli= car la profesi</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o<= /span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n a la so= ciedad, visibilidad </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">de la misma y de las personas destinatarias, </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">abrir miradas nue= vas y crear nuevas expe- </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">riencias, abrir la mira a la Educaci</span><span clas= s=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" sty= le=3D"letter-spacing:0.15pt">=C2=B4n Social </span><span class=3D"stl08" st= yle=3D"letter-spacing:0.15pt"> </span></p><p class=3D"stl01" style=3D"= line-height:12pt"><span class=3D"stl08">m</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=B4s normalizada posible, sin tanta etiqueta </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">y de=EF=AC=81ni= 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 establecida=E2=80= =9D (C10). Las perso- </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">nas encuestadas se</span><span class=3D"stl08" style=3D"l= etter-spacing:-5pt">n</span><span class=3D"stl08" style=3D"letter-spacing:0= .05pt">=CB=9Calan que ha facilitado el </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">conocimiento de la misma por parte de = la </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">sociedad y de otras profesiones= , en el senti- </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">do de explicar en qu</span><span class=3D"stl08" style=3D"lette= r-spacing:-4.65pt">e</span><span class=3D"stl08">=C2=B4 consiste su labor e= n los </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">diferentes </span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt"= >a</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4mbitos= de actuaci</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, sus funcio= - </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:-0.05pt">nes, los proyectos de intervenci</span><span = class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08"= style=3D"letter-spacing:0.2pt">=C2=B4n o su his- </span><span class=3D"stl= 08" style=3D"letter-spacing:0.2pt"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span class=3D"stl08">toria y cultura profesional en= tre otras cues- </span><span class=3D"stl08"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl08">tiones: =E2=80=9Cla = 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 social es una = profesi</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 clas= s=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">relativamente joven, =E2=80=9CEducablog=E2=80=9D ayuda en </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">muchas ocas= iones a poner nombre y en dar </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">a conocer la profesi</span><span class=3D"stl08= " style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"lett= er-spacing:0.05pt">=C2=B4n=E2=80=9D (C21); =E2=80=9Cse apren- </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">de sobre </span= ><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class= =3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4mbitos y funciones, se con= oce 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"stl0= 8" style=3D"letter-spacing:-0.05pt">historia y la cultura profesional a tra= v</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><spa= n class=3D"stl08" style=3D"letter-spacing:0.35pt">=C2=B4s de </span><span c= lass=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-sp= acing:-0.05pt">experiencias y proyectos=E2=80=9D (C28). Asimismo, </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">ha servido p= ara hacer visibles problemas so- </span><span class=3D"stl08"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">cia= les pertenecientes al </span><span class=3D"stl08" style=3D"letter-spacing:= -4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2= =B4mbito de acci</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 </s= pan><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">la Educa= 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 Social: =E2=80=9Cin= forma y ense</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">n</s= pan><span class=3D"stl08" style=3D"letter-spacing:0.35pt">=CB=9Ca so- </spa= n><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">bre temas= sociales de los que se sabe menos </span><span class=3D"stl08"> </spa= n></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">d= e lo necesario como sociedad=E2=80=9D (C33). </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">Las subcategor</span><span clas= s=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"st= l08">=C4=B1as de =E2=80=9Cconocimientos te</span><span class=3D"stl08" styl= e=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spa= cing:0.4pt">=C2=B4ri- </span><span class=3D"stl08" style=3D"letter-spacing:= 0.4pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span= class=3D"stl08">cos=E2=80=9D y =E2=80=9Cpraxis-pr</span><span class=3D"stl= 08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D= "letter-spacing:0.05pt">=C2=B4ctica=E2=80=9D no han resultado </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">signi=EF=AC=81cativas. No obstante, en </span><span class= =3D"stl08" style=3D"letter-spacing:-4.95pt">u</span><span class=3D"stl08" s= tyle=3D"letter-spacing:0.05pt">=C2=B4ltimo lugar, </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">se</span><span class=3D"stl08= " style=3D"letter-spacing:-5pt">n</span><span class=3D"stl08" style=3D"lett= er-spacing:0.05pt">=CB=9Calar que el blog contribuye a la construc- </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">ci</span><s= pan class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"st= l08">=C2=B4n colectiva del conocimiento cient</span><span class=3D"stl08" s= tyle=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1= =EF=AC=81co </span><span class=3D"stl08"> </span></p><p class=3D"stl01= " style=3D"line-height:12pt"><span class=3D"stl08">en torno a la profesi</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 a partir de la re- </spa= n><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:-0.1pt">=EF=AC=82exi</span><span class=3D"stl08" style=3D"le= tter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:1p= t">=C2=B4</span><span class=3D"stl08">n colectiva: =E2=80=9C(. . . ) contri= buye a crear </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">pensamiento cr</span><span class=3D"stl08" style=3D"letter-spacin= g:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1tico y avanzar en el cu= erpo </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= ">cient</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=B1=EF=AC= =81co de la profesi</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 y c= reando cultura </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">profesional=E2=80=9D (C63). </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"stl20" style= =3D"letter-spacing:normal">Contribuci</span><span class=3D"stl22" style=3D"= letter-spacing:-4.95pt">o</span><span class=3D"stl22">=C2=B4n a la identida= d profesional </span><span class=3D"stl22"> </span></p><p class=3D"stl= 01" style=3D"line-height:12pt"><span class=3D"stl08">En relaci</span><span = class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08"= style=3D"letter-spacing:0.1pt">=C2=B4n a la contribuci</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 a la identidad </span><span class=3D"stl= 08" style=3D"letter-spacing:0.1pt"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05p= t">profesional, destaca la funci</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=B4n de =E2=80=9Cexplicar </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">y de=EF=AC=81nir el trabajo=E2=80=9D de la Educ= aci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span= class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4n Social a </span><s= pan class=3D"stl08" style=3D"letter-spacing:0.15pt"> </span></p><p cla= ss=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">partir de exp= eriencias de educadoras y edu- </span><span class=3D"stl08"> </span></= p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">cador= es sociales, contabiliz</span><span class=3D"stl08" style=3D"letter-spacing= :-4.65pt">a</span><span class=3D"stl08">=C2=B4ndose 85 refe- </span><span c= lass=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12p= t"><span class=3D"stl08">rencias al respecto. Seguidamente, con 73 </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:-0.05pt">referencias= destaca la subcategor</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" style=3D"letter-spacing:-4.65pt">c</span><span class=3D"stl08" s= tyle=3D"letter-spacing:0.15pt">=C2=B8rear </span><span class=3D"stl08" styl= e=3D"letter-spacing:0.15pt"> </span></p><p class=3D"stl01" style=3D"li= ne-height:9.5pt"><span class=3D"stl08" style=3D"font-size:9.5pt">2</span></= p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">colec= tivo-red =EF=AC=81nalmente,</span><span class=3D"stl08"> </span><span = class=3D"stl08">en menor medida </span><span class=3D"stl08"> </span><= /p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">(24 = referencias), mencionan la aportaci</span><span class=3D"stl08" style=3D"le= tter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:1p= t">=C2=B4n a </span><span class=3D"stl08" style=3D"letter-spacing:1pt"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08">la de=EF=AC=81nici</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 las =E2=80=9Cfunciones de los educa- </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">dores y las educadoras sociales=E2= =80=9D. </span><span class=3D"stl08"> </span></p><p class=3D"stl01" st= yle=3D"line-height:12pt"><span class=3D"stl08">Aludiendo a la subcategor</s= pan><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><sp= an class=3D"stl08" style=3D"letter-spacing:-0.1pt">=C4=B1a =E2=80=9Cexplica= r- </span><span class=3D"stl08" style=3D"letter-spacing:-0.1pt"> </spa= n></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">d= e=EF=AC=81nir nuestro trabajo=E2=80=9D, en opini</span><span class=3D"stl08= " style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"lett= er-spacing:0.25pt">=C2=B4n de las </span><span class=3D"stl08" style=3D"let= ter-spacing:0.25pt"> </span></p><p class=3D"stl01" style=3D"line-heigh= t:12pt"><span class=3D"stl08">personas encuestadas, =E2=80=9CEducablog=E2= =80=9D es un </span><span class=3D"stl08"> </span></p><p class=3D"stl0= 1" style=3D"line-height:12pt"><span class=3D"stl08">lugar en el que se narr= a la profesi</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</s= pan><span class=3D"stl08" style=3D"letter-spacing:0.25pt">=C2=B4n des- </sp= an><span class=3D"stl08" style=3D"letter-spacing:0.25pt"> </span></p><= p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D= "letter-spacing:-0.05pt">de las vivencias y desde las trayectorias de </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">diferentes profesionales, pegadas a la reali- </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">dad: </= span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><span class=3D"stl08">En 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 a la subcategor</span><span class=3D"stl08" style= =3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a =E2= =80=9Cdenuncias y </span><span class=3D"stl08"> </span></p><p class=3D= "stl01" style=3D"line-height:12pt"><span class=3D"stl08">reivindicaciones= =E2=80=9D principalmente se alude a </span><span class=3D"stl08"> </sp= an></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">= que =E2=80=9CEducablog=E2=80=9D da respuesta a la necesidad </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">de digni=EF=AC=81c= ar la profesi</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</= span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n y de def= enderla en </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">global y en los diferentes </span><= span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class= =3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4mbitos y de ha- </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">cer visible y/= o denunciar las di=EF=AC=81cultades que </span><span class=3D"stl08"> = </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl= 08">nos encontramos en el desempe</span><span class=3D"stl08" style=3D"lett= er-spacing:-5pt">n</span><span class=3D"stl08" style=3D"letter-spacing:0.15= pt">=CB=9Co de nues- </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">tra labor: =E2=80=9Cfomen= ta la uni</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span= ><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n y defensa de= 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" = style=3D"letter-spacing:-0.05pt">profesi</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, uni=EF=AC=81cando criterios y defendien- </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">do los </span><= span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class= =3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4mbitos de actuaci</span><s= pan class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"st= l08" style=3D"letter-spacing:0.15pt">=C2=B4n a trav</span><span class=3D"st= l08" style=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08" style= =3D"letter-spacing:0.15pt">=C2=B4s de los </span><span class=3D"stl08" styl= e=3D"letter-spacing:0.15pt"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">Pien= so que =E2=80=9CEducablog=E2=80=9D favorece mucho 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">re=EF=AC=82exi</span><span class=3D"stl08" style=3D"letter-spacing:= -5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4n= y la cr</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=B1tica= constructiva para ayu- </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">dar a ser mejores profesionales. Cuentan la </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">profesi</span= ><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D= "stl08">=C2=B4n desde sus vivencias que tambi</span><span class=3D"stl08" s= tyle=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08" style=3D"lett= er-spacing:0.65pt">=C2=B4n </span><span class=3D"stl08" style=3D"letter-spa= cing:0.65pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"= ><span class=3D"stl08">son las nuestras y nos hacen sentir muy iden- </span= ><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-he= ight:12pt"><span class=3D"stl08">ti=EF=AC=81cados con lo que cuentan. Estas= razones </span><span class=3D"stl08"> </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:8pt"><span cla= ss=3D"stl08" style=3D"font-size:8pt; letter-spacing:-0.05pt">Esta revista e= st</span><span class=3D"stl08" style=3D"font-size:8pt; letter-spacing:-3.1p= t">a</span><span class=3D"stl08" style=3D"font-size:8pt">=C2=B4 protegida b= ajo una licencia Creative Commons en la 4.0 </span><span class=3D"stl08" st= yle=3D"font-size:8pt"> </span></p><p class=3D"stl01" style=3D"line-hei= ght: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"stl= 08" 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"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-hei= ght: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-spac= ing:0.1pt">=C2=B4n Cient</span><span class=3D"stl07" style=3D"letter-spacin= g:-3.65pt">=C2=B4</span><span class=3D"stl07">=C4=B1=EF=AC=81ca </span><spa= n class=3D"stl07"> </span></p><p class=3D"stl01" style=3D"line-height:= 12pt"><span 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=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. 40 =E2=80=93 62, 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">son las m</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=B4s poderosas para crecer y hacer</span><span clas= s=3D"stl08"> </span><span class=3D"stl08">valor son las experiencias c= ompartidas que </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">profesi</span><span class=3D"stl08" style=3D"letter-spacing:-5p= t">o</span><span class=3D"stl08">=C2=B4n. El conocimiento profesional no</s= pan><span class=3D"stl08"> </span><span class=3D"stl08">posibilitan, p= or un lado, que las personas se </span><span class=3D"stl08"> </span><= /p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">s</s= pan><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class= =3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4lo es teor</span><span clas= s=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"st= l08">=C4=B1a, ni todo est</span><span class=3D"stl08" style=3D"letter-spaci= ng:-4.65pt">a</span><span class=3D"stl08">=C2=B4 en los libros.</span><span= class=3D"stl08"> </span><span class=3D"stl08">sientan identi=EF=AC=81= cadas y acompa</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">n<= /span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=CB=9Cadas dentr= o </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">Hay= una parte esencial que es compartir las</span><span class=3D"stl08"> = </span><span class=3D"stl08">de esta comunidad virtual, y por otro, que se = </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">viv= encias de nuestro quehacer profesional,</span><span class=3D"stl08"> <= /span><span class=3D"stl08">produzca un crecimiento profesional junto a </s= pan><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">nuestr= o d</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</sp= an><span class=3D"stl08" style=3D"letter-spacing:-0.15pt">=C4=B1a a d</span= ><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span = class=3D"stl08">=C4=B1a y eso lo hacen a la perfec-</span><span class=3D"st= l08"> </span><span class=3D"stl08">otros y otras: </span><span class= =3D"stl08"> </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:0.1pt">=C2=B4n= . Luego 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=B4s estar = de acuerdo o no </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">Es un espacio donde sentirte identi=EF=AC=81- </span><span clas= s=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt">= <span class=3D"stl08">con lo que plantean, pero de entrada tienen </span><s= pan class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-heigh= t:12pt"><span class=3D"stl08">cado con otras profesionales y donde </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:-0.05pt">todo mi apo= yo y respeto por ser tan valientes </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">aprender de otras, un escaparate de lo </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">amplia = que es la profesi</span><span class=3D"stl08" style=3D"letter-spacing:-5pt"= >o</span><span class=3D"stl08" style=3D"letter-spacing:0.2pt">=C2=B4n y las= pr</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><s= pan class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4cti- </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">y hablar desde = las tripas (C5). </span><span class=3D"stl08"> </span></p><p class=3D"= stl01" style=3D"line-height:12pt"><span class=3D"stl08">En este espacio 2.0= profesionales se piensan </span><span class=3D"stl08"> </span></p><p = class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">y repiensa= n como tales, =E2=80=9Cla re=EF=AC=82exi</span><span class=3D"stl08" style= =3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spac= ing:0.25pt">=C2=B4n, an</span><span class=3D"stl08" style=3D"letter-spacing= :-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.2pt">=C2= =B4li- </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= ">sis y desarrollo 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= =B4ctico de la propia tarea </span><span class=3D"stl08" style=3D"letter-sp= acing:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt= "><span class=3D"stl08">profesional que se consigue mediante el re- </span>= <span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-hei= ght:12pt"><span class=3D"stl08">gistro de la misma, es decir, una tarjeta d= e </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D= "line-height:12pt"><span class=3D"stl08">presentaci</span><span class=3D"st= l08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08">=C2=B4n qu= e dice =E2=80=9Dsomos profesiona- </span><span class=3D"stl08"> </span= ></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">le= s porque nos pensamos y actuamos como </span><span class=3D"stl08"> </= span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08= ">tales=E2=80=9D(C81). En =E2=80=9CEducablog=E2=80=9D se clari=EF=AC=81ca e= l </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">p= er=EF=AC=81l profesional, explicando qu</span><span class=3D"stl08" style= =3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08">=C2=B4 es y en </= 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">qu</s= pan><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><span cl= ass=3D"stl08">=C2=B4 consiste la Educaci</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 Social tanto a la </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" style=3D"letter-spacing:-0.05pt">sociedad c= omo al colectivo profesional. Para </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">ello, parte= n de la compartici</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 e= xperien- </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">cias profesionales y de buenas pr</span><span class=3D"stl08" style=3D"= letter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spaci= ng:0.1pt">=C2=B4cticas en </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" style=3D"letter-spacing:-0.05pt">diferentes </span><sp= an class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"= stl08" style=3D"letter-spacing:0.05pt">=C2=B4mbitos. Se puede concluir que = </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">cas = profesionales. Hacerlo con calidad </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">y bajo un c</span><span class=3D"stl08" sty= le=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-sp= acing:0.1pt">=C2=B4digo deontol</span><span class=3D"stl08" style=3D"letter= -spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt"= >=C2=B4gico hace que </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">te sientas orgullosa de ser educadora </span><span class=3D= "stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><spa= n class=3D"stl08">social y formar parte de esta profesi</span><span class= =3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" styl= e=3D"letter-spacing:1pt">=C2=B4n </span><span class=3D"stl08" style=3D"lett= er-spacing:1pt"> </span></p><p class=3D"stl01" style=3D"line-height:12= pt"><span class=3D"stl08">(C64) </span><span class=3D"stl08"> </span><= /p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" styl= e=3D"letter-spacing:-0.05pt">Anclaje de la profesi</span><span class=3D"stl= 08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"le= tter-spacing:0.1pt">=C2=B4n en la cotidia- </span><span class=3D"stl08" sty= le=3D"letter-spacing:0.1pt"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl08">nidad de su desarrollo, colaborando a= </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"= line-height:12pt"><span class=3D"stl08">acercar la visi</span><span class= =3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" styl= e=3D"letter-spacing:0.2pt">=C2=B4n acad</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=B4mica y formal a </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 contribuci</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 re=EF=AC=82exi</span><span class=3D"stl08" s= tyle=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-= spacing:0.15pt">=C2=B4n propia </span><span class=3D"stl08" style=3D"letter= -spacing:0.15pt"> </span></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">de los profesio= nales que est</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">= a</span><span class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4n a pie= de </span><span class=3D"stl08" style=3D"letter-spacing:0.15pt"> </sp= an></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">= obra. Rea=EF=AC=81rmaci</span><span class=3D"stl08" style=3D"letter-spacing= :-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4= n de la identidad pro- </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">fesional creciendo con otros mediante </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">un espacio de encuentro (C55) </span><span class=3D"st= l08"> </span></p><p class=3D"stl01" style=3D"line-height:6pt"><span cl= ass=3D"stl08" style=3D"font-size:6pt">Ed </span><span class=3D"stl08" style= =3D"font-size:6pt"> </span></p><p class=3D"stl01" style=3D"line-height= :12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">Adem</span><sp= an class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"= stl08" style=3D"letter-spacing:0.05pt">=C2=B4s, en algunos casos, el grado = de vin- </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">culaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</spa= n><span class=3D"stl08">=C2=B4n es tal, que se generan amistades </span><sp= an class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height= :12pt"><span class=3D"stl08">entre las personas que participan en la co- </= span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><span class=3D"stl08">incluso .</span><span class=3D"stl08">=  </span><span class=3D"stl08">ucablog=E2=80=9D est</span><span class= =3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08">= =C2=B4 insertado en el ima- </span><span class=3D"stl08"> </span></p><= p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">ginario = colectivo Eduso. En este sentido, =E2=80=9Cla </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">profesi</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 les debe mucho=E2=80=9D(C19). </span><span cl= ass=3D"stl08" style=3D"letter-spacing:0.05pt"> </span></p><p class=3D"= stl01" style=3D"line-height:6pt"><span class=3D"stl08" style=3D"font-size:6= pt">Ed </span><span class=3D"stl08" style=3D"font-size:6pt"> </span></= p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">munid= ad virtual de .</span><span class=3D"stl08"> </span><span class=3D"stl= 08">ucablog=E2=80=9D. </span><span class=3D"stl08"> </span></p><p clas= s=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">En cuanto a la= subcategor</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">= =C2=B4</span><span class=3D"stl08">=C4=B1a =E2=80=9Ccrear colecti- </span><= span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><span class=3D"stl08">vo red=E2=80=9D, =E2=80=9CEducablog=E2=80=9D= contribuye a la uni</span><span class=3D"stl08" style=3D"letter-spacing:-5= pt">o</span><span class=3D"stl08" style=3D"letter-spacing:1pt">=C2=B4n </sp= an><span class=3D"stl08" style=3D"letter-spacing:1pt"> </span></p><p c= lass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"le= tter-spacing:-0.05pt">del colectivo profesional, sinti</span><span class=3D= "stl08" style=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08" styl= e=3D"letter-spacing:0.1pt">=C2=B4ndose parte </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">de una comunidad en la que hay espa= cio </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">tanto para las personas hist</s= pan><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class= =3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4ricas de la pro- </span><sp= an 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:-0.1pt">fesi</span><span class=3D"stl08" style=3D"letter-spacing:-= 5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:1pt">=C2=B4</spa= n><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">n como para las nu= evas. Es un lugar </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">de encuentro e interacci</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 el que se ge- </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">neran conexiones y =E2=80=9Ccomunicaci</sp= an><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class= =3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n, necesa- </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">rias para establecer = relaciones, sobre todo de </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">ayuda=E2=80=9D (C22) y apoyo. Asimismo, un gran </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:-0.05pt">En referencia a la subcategor</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 relativa a las </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">=E2=80=9Cfunciones= profesionales=E2=80=9D, las personas en- </span><span class=3D"stl08"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08">cuestadas indican que =E2=80=9CEducablog=E2=80=9D ha con- </span><spa= n class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:= 12pt"><span class=3D"stl08">tribuido a de=EF=AC=81nir y a uni=EF=AC=81car l= a misi</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 de la </span><s= pan class=3D"stl08" style=3D"letter-spacing:0.35pt"> </span></p><p cla= ss=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">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 Social en relaci</span><span= class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08= " style=3D"letter-spacing:0.1pt">=C2=B4n a las funcio- </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">nes espec</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=B1=EF=AC=81cas que deben llevar a cabo en la </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">sociedad y con respecto a otr= as profesiones </span><span class=3D"stl08"> </span></p><p class=3D"st= l01" style=3D"line-height:12pt"><span class=3D"stl08">en relaci</span><span= class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08= ">=C2=B4n al encargo social que se atribuye </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">a dicha profesi</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 y a los distintos </span><span class=3D= "stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" styl= e=3D"letter-spacing:0.1pt">=C2=B4mbitos </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 los que act</span><span class=3D"stl= 08" style=3D"letter-spacing:-4.95pt">u</span><span class=3D"stl08" style=3D= "letter-spacing:0.1pt">=C2=B4a: =E2=80=9Cla contribuci</span><span class=3D= "stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style= =3D"letter-spacing:0.2pt">=C2=B4n princi- </span><span class=3D"stl08" styl= e=3D"letter-spacing:0.2pt"> </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:8pt"><span class=3D"stl0= 8" 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:8pt">=C2=B4 protegida bajo una li= cencia Creative Commons en la 4.0 </span><span class=3D"stl08" style=3D"fon= t-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 lic= encia: </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 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: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"><spa= n 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=B4gi= na 49- 62 </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"he= ight:0pt; display:block; position:absolute; z-index:10"><img src=3D"data:im= age/png;base64,iVBORw0KGgoAAAANSUhEUgAAAnQAAAN3CAYAAAC7isfVAAAABHNCSVQICAgI= fAhkiAAAAAlwSFlzAAAOxAAADsQBlSsOGwAAIABJREFUeJzsvdmzHcd95/n5/TKrzt2wETsIkAQ= XUFwkcZEokdZiW5Zt2e6RQ57pcXd0dMTEREzEvM0/Mu/zMv3QE9EdMx677bG8yW5KrYVauEqkSF= HcCRHEvt/lnKrM3zxkVp065557LwACIAGcH4l7zz1VlZVVuX3z+9vkgf/pL4wsZu1HQMBAmSQCC= JGYPk4Uy2ddodj611pTjUspo/Mc0lx7udXJ78YAu+KHAtnguda6b/6jKYX0RIq0hyNIxMTSZwxE= 2jrHfJmPAR8FjZ5ontpDLQEk1c1FUAzBCDiiFBiGSEBSKavrdRVl9HlzuxlESf8A1AQfDTWIIgS= FSo2Yn8GbUeSqBpFLfuHX6plW3wi6lVp938vsJJdyy+YelzRwJois924s/1s94sfb80ruLeuO2J= irJ4gJUaztJ5avHnmdzTgWAREMQczAInjF9Upcr8BUiU0Joqufq73zRk9k6BXNOJcw56w5P1/OT= 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n:absolute" /></span><span class=3D"stl07">ISSN: 2602-8085 </span><span cla= ss=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. 4= 0 =E2=80=93 62, octubre - diciembre 2025 </span><span class=3D"stl07" style= =3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl07" style=3D"letter-spacing:-0.05pt">Revi= sta Multidisciplinar </span><span class=3D"stl07" style=3D"letter-spacing:-= 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">pal es pensar y repensarnos nuestro encargo</spa= n><span class=3D"stl08"> </span><span class=3D"stl08" style=3D"letter-= spacing:-0.1pt">=EF=AC=82exi</span><span class=3D"stl08" style=3D"letter-sp= acing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">= =C2=B4n y comunicaci</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 e= ntre profesionales: </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">profesional=E2=80=9D (C50); =E2=80=9Csaber cu</span><span c= lass=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl0= 8" style=3D"letter-spacing:0.05pt">=C2=B4l es nuestra</span><span class=3D"= stl08"> </span><span class=3D"stl08">.</span><span class=3D"stl08" sty= le=3D"font-size:8pt">es </span><span class=3D"stl08" style=3D"letter-spacin= g:-0.05pt">un espacio de re=EF=AC=82exi</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 e intercambio de </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">misi</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 ante la sociedad=E2=80=9D (C61); =E2=80=9Cmucho del</span><sp= an class=3D"stl08"> </span><span class=3D"stl08">experiencias e ideas= =E2=80=9D(C30); </span><span class=3D"stl08" style=3D"letter-spacing:-5pt">= u</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=A8n lugar = de en- </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= ">aporte de =E2=80=9CEducablog=E2=80=9D ayuda a identi=EF=AC=81car</span><s= pan class=3D"stl08"> </span><span class=3D"stl08" style=3D"letter-spac= ing:-0.05pt">cuentro, re=EF=AC=82exi</span><span class=3D"stl08" style=3D"l= etter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0= .1pt">=C2=B4n, debate y an</span><span class=3D"stl08" style=3D"letter-spac= ing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">= =C2=B4lisis. Cons- </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">de manera din</span><span class=3D"stl08" style=3D"letter-sp= acing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt= ">=C2=B4mica y autocr</span><span class=3D"stl08" style=3D"letter-spacing:-= 3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1tica el rol del</span><spa= n class=3D"stl08"> </span><span class=3D"stl08" style=3D"letter-spacin= g:0.05pt">trucci</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 es= tado puro=E2=80=9D(C19). </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">profesional de la 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 social en medio </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">Si hablamos de la subcategor</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 =E2=80=9Dformaci</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"stl08">de la sociedad y en relaci</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 a otros profe- </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">jornadas-cong= resos=E2=80=9Dla contribuci</span><span class=3D"stl08" style=3D"letter-spa= cing:-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">&#= xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D= "stl08">sionales=E2=80=9D (C109). </span><span class=3D"stl08"> </span= ></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">bl= og se re=EF=AC=81ere principalmente a la forma- </span><span class=3D"stl08= "> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span clas= s=3D"stl09" style=3D"letter-spacing:normal">Contribuci</span><span class=3D= "stl22" style=3D"letter-spacing:-4.95pt">o</span><span class=3D"stl09" styl= e=3D"letter-spacing:normal">=C2=B4n al desarrollo profesional </span><span = class=3D"stl09" style=3D"letter-spacing:normal"> </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 continua. De esta manera, =E2=80= =9CEducablog=E2=80=9D </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">se considera como un espacio referente en </span><span cl= ass=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt= "><span class=3D"stl08">lo relacionado con 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 y el cre- </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">cimiento profesional: .</span><span cla= ss=3D"stl08" style=3D"font-size:8pt">es </span><span class=3D"stl08">una de= las p</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span= ><span class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4ginas </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:-0.05pt">de referencia m</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=B4s importantes, sino la que </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">m</span><span class=3D"stl08" style= =3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08">=C2=B4s=E2=80=9D(= C14). Las personas profesionales que </span><span class=3D"stl08"> </s= pan></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08"= >participan en el blog forman parte de una re- </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">=EF=AC=82exi</span><span class= =3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" styl= e=3D"letter-spacing:1pt">=C2=B4</span><span class=3D"stl08">n compartida en= la que se produce un </span><span class=3D"stl08"> </span></p><p clas= s=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"st= l08" style=3D"letter-spacing:0.05pt">=C2=B4lisis continuo de la pr</span><s= pan class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D= "stl08" style=3D"letter-spacing:0.05pt">=C2=B4ctica socioeduca- </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">tiva posibilita= ndo la construcci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt"= >o</span><span class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4n del = cono- </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= ">cimiento y por tanto un aprendizaje .</span><span class=3D"stl08" style= =3D"font-size:8pt">en</span><span class=3D"stl08">tre </span><span class=3D= "stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><spa= n class=3D"stl08">todos/as=E2=80=9D(C7). =E2=80=9CEducablog=E2=80=9D puede = conside- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><span class=3D"stl08">rarse por tanto un espacio = de aprendizaje </span><span class=3D"stl08"> </span></p><p class=3D"st= l01" style=3D"line-height:12pt"><span class=3D"stl08">a lo largo de la vida= en el que el debate </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">y la re=EF=AC=82exi</span><span class=3D"stl08" style=3D"= letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:= 0.05pt">=C2=B4n continua permiten repensar- </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" style=3D"letter-spacing:-0.05pt">se= , autoevaluarse y crecer como profesional </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">por medio de experiencias y vivencia= s com- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl08">partidas: =E2=80=9Dla re=EF= =AC=82exi</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span= ><span class=3D"stl08" style=3D"letter-spacing:0.25pt">=C2=B4n y el an</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=B4lisis continuo </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">que aporta a l= a profesi</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span= ><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n, contribuye = a crear </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">pensamiento cr</span><span class=3D"st= l08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">= =C4=B1tico y avanzar en el cuerpo </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">cient</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=B1=EF=AC=81co de la profesi</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 y creando cultu- </span><span class=3D"stl08" styl= e=3D"letter-spacing:0.1pt"> </span></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">ra pr= ofesional=E2=80=9D(C63); re=EF=AC=82exi</span><span class=3D"stl08" style= =3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spac= ing:0.15pt">=C2=B4n compartida </span><span class=3D"stl08" style=3D"letter= -spacing:0.15pt"> </span></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><span class=3D"stl08">y construcci</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 conocimiento de profesio- </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">nales en torno a la pr</span><= span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class= =3D"stl08">=C2=B4ctica=E2=80=9D(C40). Adem</span><span class=3D"stl08" styl= e=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"letter-spaci= ng:0.35pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">en lo relativo al aprendizaje, se indican as- </span><= span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><span class=3D"stl08">pectos como recursos, herramientas, buenas <= /span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl08">pr</span><span class=3D"stl08" style= =3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-s= pacing:0.1pt">=C2=B4cticas, </span><span class=3D"stl08" style=3D"letter-sp= acing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt= ">=C2=B4mbitos, funciones, historia, cul- </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" style=3D"letter-spacing:-0.05pt">tura= profesional, teor</span><span class=3D"stl08" style=3D"letter-spacing:-3.6= 5pt">=C2=B4</span><span class=3D"stl08">=C4=B1as, etc. </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">En lo referente a la contribuci</span><span class=3D"s= tl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"= letter-spacing:0.15pt">=C2=B4n al desarro- </span><span class=3D"stl08" sty= le=3D"letter-spacing:0.15pt"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08">llo profesional, las personas usuari= as profe- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" = style=3D"line-height:12pt"><span class=3D"stl08">sionales destacan tres asp= ectos: En primer </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">lugar, consideran a =E2=80=9CEducablog=E2=80=9D como un </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">=E2=80=9Cforo=E2=80=9D para la re=EF=AC=82exi</spa= n><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 comunicaci</span><sp= an class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl= 08" 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-h= eight:12pt"><span class=3D"stl08">profesional (81 referencias), seguidament= e, </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">destacan la =E2=80=9Clabor form= ativa=E2=80=9D del espacio so- </span><span class=3D"stl08"> </span></= p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">bre t= odo en relaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</= span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n a la form= aci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span= class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n continua </span><sp= an 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">(67 referencias) y por </span><span class=3D"stl08" style= =3D"letter-spacing:-4.95pt">u</span><span class=3D"stl08" style=3D"letter-s= pacing:0.05pt">=C2=B4ltimo indican la la- </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">bor del sitio en relaci</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 a la =E2=80=9Cinformaci</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 class=3D"stl01" style=3D"line-h= eight:12pt"><span class=3D"stl08">y la actualizaci</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=E2=80=9D respecto a la Educaci</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" style=3D"le= tter-spacing:1pt"> </span></p><p class=3D"stl01" style=3D"line-height:= 12pt"><span class=3D"stl08">Social (39 referencias). </span><span class=3D"= stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span= class=3D"stl08">Aludiendo a la subcategor</span><span class=3D"stl08" styl= e=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08" style=3D"le= tter-spacing:-0.05pt">=C4=B1a de =E2=80=9Cforos=E2=80=9D, </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">=E2=80=9CEducablog= =E2=80=9D contribuye al desarrollo pro- </span><span class=3D"stl08"> = </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl= 08">fesional principalmente por =E2=80=9Ddar un espa- </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">cio a la profesi</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=E2=80=9D(C87) en el que encon= - </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">tr= arse, relacionarse, empatizar, colaborar y </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">re=EF=AC=82exionar. En este espacio= se puede leer, </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">hablar, escuchar, en de=EF=AC= =81nitiva, comunicar- </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">se con profesionales y aprender entre todas </span><span= class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><span class=3D"stl08">y todos compartiendo experiencias y dis- </span>= <span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-hei= ght:12pt"><span class=3D"stl08">tintos puntos de vista, lo que posibilita u= n </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D= "line-height:12pt"><span class=3D"stl08">contraste y una visi</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 amplia y cr</span><span class=3D"stl= 08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4= =B1tica de </span><span class=3D"stl08"> </span></p><p class=3D"stl01"= style=3D"line-height:12pt"><span class=3D"stl08">la pr</span><span class= =3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08">= =C2=B4ctica profesional: .</span><span class=3D"stl08" style=3D"font-size:8= pt">es </span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">importa= nte la vi- </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">si</span><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><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=B1tica de nuestra praxis=E2= =80=9D(C50); =E2=80=9Dpor- </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" style=3D"letter-spacing:-0.05pt">que potencia una m= irada cr</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2= =B4</span><span class=3D"stl08">=C4=B1tica del ejercicio </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">profesional=E2=80=9D(C109). En este sentido, =E2=80=9C= Edu- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">cablog=E2=80=9D se puede consid= erar un foro de re- </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Asimismo, 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 =E2=80=9CEducablo= g=E2=80=9D contri- </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"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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" width=3D"628" height=3D"887" alt=3D"" style=3D"position:absolute" /></spa= n><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"stl= 07" style=3D"letter-spacing:-0.05pt">Vol. 9 No. 4, pp. 40 =E2=80=93 62, oct= ubre - diciembre 2025 </span><span class=3D"stl07" style=3D"letter-spacing:= -0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><sp= an class=3D"stl07" style=3D"letter-spacing:-0.05pt">Revista Multidisciplina= r </span><span class=3D"stl07" style=3D"letter-spacing:-0.05pt"> </spa= n></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl07">A= rt</span><span class=3D"stl07" style=3D"letter-spacing:-3.65pt">=C2=B4</spa= n><span class=3D"stl07">=C4=B1culo Original </span><span class=3D"stl07">&#= xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D= "stl08" style=3D"letter-spacing:-0.05pt">buye a la =E2=80=9Cinformaci</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 actualizaci</span><span cl= ass=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" s= tyle=3D"letter-spacing:0.35pt">=C2=B4n=E2=80=9D de</span><span class=3D"stl= 08"> </span><span class=3D"stl08">y act</span><span class=3D"stl08" st= yle=3D"letter-spacing:-4.95pt">u</span><span class=3D"stl08">=C2=B4a para v= isibilizar los diferentes </span><span class=3D"stl08" style=3D"letter-spac= ing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.15pt">= =C2=B4mbi- </span><span class=3D"stl08" style=3D"letter-spacing:0.15pt">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"= stl08" style=3D"letter-spacing:-0.05pt">profesionales =E2=80=9Dpara estar a= l d</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</sp= an><span class=3D"stl08">=C4=B1a en todo lo</span><span class=3D"stl08">&#x= a0;</span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">tos y pone= rlos en valor, en especial los m</span><span class=3D"stl08" style=3D"lette= r-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.= 65pt">=C2=B4s </span><span class=3D"stl08" style=3D"letter-spacing:0.65pt">=  </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">que respecta a la Educaci</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 Social=E2=80=9D(C107).</span><span class=3D"stl08"> </s= pan><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">novedosos o meno= s asentados: =E2=80=9Dfomenta 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">Este espacio 2.0 permite la actualizaci</span= ><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D= "stl08" style=3D"letter-spacing:0.35pt">=C2=B4n so-</span><span class=3D"st= l08"> </span><span class=3D"stl08">uni</span><span class=3D"stl08" sty= le=3D"letter-spacing:-5pt">o</span><span class=3D"stl08">=C2=B4n y defensa = de la profesi</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</= span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n. Uni=EF= =AC=81cando </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">bre la realidad profesional y sobre temas so-</span><span class=3D"= stl08"> </span><span class=3D"stl08">criterios y defendiendo los </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=B4mbitos de ac- </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">ciales del mome= nto, e interpela al lector y a</span><span class=3D"stl08"> </span><sp= an class=3D"stl08">tuaci</span><span class=3D"stl08" style=3D"letter-spacin= g:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2= =B4n a trav</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">e<= /span><span class=3D"stl08">=C2=B4s de los colegios profesiona- </span><spa= n class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:= 12pt"><span class=3D"stl08">la lectora haci</span><span class=3D"stl08" sty= le=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08">=C2=B4ndole re= =EF=AC=82exionar y, por tanto,</span><span class=3D"stl08"> </span><sp= an class=3D"stl08">les=E2=80=9D(C1); </span><span class=3D"stl08" style=3D"= letter-spacing:-4.65pt">c</span><span class=3D"stl08" style=3D"letter-spaci= ng:0.1pt">=C2=B8onocer m</span><span class=3D"stl08" style=3D"letter-spacin= g:-4.65pt">a</span><span class=3D"stl08">=C2=B4s sobre los diferentes </spa= n><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-h= eight:12pt"><span class=3D"stl08">contribuyendo al mantenimiento y evitando= </span><span class=3D"stl08"> </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=B4mbitos, sobre todo aquellos m</span><span class=3D"stl08" st= yle=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"lette= r-spacing:-0.05pt">=C2=B4s novedo- </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">el estancamiento. Se</span><span class=3D"s= tl08" style=3D"letter-spacing:-5pt">n</span><span class=3D"stl08" style=3D"= letter-spacing:0.05pt">=CB=9Calar que resulta espe-</span><span class=3D"st= l08"> </span><span class=3D"stl08">sos=E2=80=9D(C28). </span><span cla= ss=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"= ><span class=3D"stl08">cialmente </span><span class=3D"stl08" style=3D"lett= er-spacing:-5pt">u</span><span class=3D"stl08" style=3D"letter-spacing:0.05= pt">=C2=B4til para las personas que comien- </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">Asimismo, se indican </span><span c= lass=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl0= 8" style=3D"letter-spacing:0.05pt">=C2=B4mbitos que o bien 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">zan su trayectoria profesional: .</span><span class=3D"st= l08" style=3D"font-size:8pt">en</span><span class=3D"stl08">se</span><span = class=3D"stl08" style=3D"letter-spacing:-5pt">n</span><span class=3D"stl08"= style=3D"letter-spacing:0.25pt">=CB=9Car y po- </span><span class=3D"stl08= " style=3D"letter-spacing:0.25pt"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">han visto re=EF=AC=82ejados en = =E2=80=9CEducablog=E2=80=9D como </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:-0.1pt">ner al d</span><span class=3D"stl08" style=3D"= letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a sobre to= do a las personas que em- </span><span class=3D"stl08"> </span></p><p = class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">.</span><s= pan class=3D"stl08" style=3D"font-size:8pt">a</span><span class=3D"stl08">d= olescencia=E2=80=9D(C45; C55), =E2=80=9Dmenores=E2=80=9D(C62; </span><span = class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12= pt"><span class=3D"stl08">piezan en este </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=B4mbito=E2=80=9D(C100). Las personas </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">C64) o </span><span cl= ass=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=A8</span><span class=3D"= stl08">=C4=B1nfancia=E2=80=9D(C70; C72) etc. o bien se </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">encuestadas se</span><span class=3D"stl08" style=3D"le= tter-spacing:-5pt">n</span><span class=3D"stl08">=CB=9Calan la labor inform= ativa de </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">demanda que tengan una mayor presencia: </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">=E2=80=9CEducablog=E2=80=9D rel= ativa principalmente a la di- </span><span class=3D"stl08"> </span></p= ><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">.</spa= n><span class=3D"stl08" style=3D"font-size:8pt">a</span><span class=3D"stl0= 8">lgo m</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</sp= an><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4s sobre el </= 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=B4mbito de la intervenci= </span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span cl= ass=3D"stl08" style=3D"letter-spacing:1pt">=C2=B4n </span><span class=3D"st= l08" style=3D"letter-spacing:1pt"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">fusi</span><span class=3D"stl08= " style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08">=C2=B4n de ex= periencias innovadoras, forma- </span><span class=3D"stl08"> </span></= p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">en sa= lud mental=E2=80=9D (C54), =E2=80=9Dviolencia machis- </span><span class=3D= "stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><spa= n class=3D"stl08">ci</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 y= recursos metodol</span><span class=3D"stl08" style=3D"letter-spacing:-5pt"= >o</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4gicos e= ntre otros </span><span class=3D"stl08" style=3D"letter-spacing:0.1pt"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08">ta=E2=80=9D(C27), .</span><span class=3D"stl08" style=3D"font-size:8p= t">ed</span><span class=3D"stl08">ucaci</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 ambiental=E2=80=9D(C65), etc. </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">aspectos: =E2=80=9Dproporcion= a informaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</sp= an><span class=3D"stl08" style=3D"letter-spacing:1pt">=C2=B4n </span><span = class=3D"stl08" style=3D"letter-spacing:-5pt">u</span><span class=3D"stl08"= style=3D"letter-spacing:0.2pt">=C2=B4til pa- </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"stl22" style=3D"letter-spacing:-0.05pt">P= ropuestas de mejora </span><span class=3D"stl22" 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">ra la profesi</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 general y para la forma- </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">ci</span>= <span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"= stl08">=C2=B4n de los y las profesionales=E2=80=9D(C65); =E2=80=9Csit</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" s= tyle=3D"letter-spacing:1pt"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:0.05pt">y apo= rta 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 de presente y= retos de futuro, </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">adem</span><span class=3D"stl08" style=3D"letter-spacing:-4.6= 5pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4s = de herramientas=E2=80=9D(C68). </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">En relaci</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 a las mejoras relativas al blog, </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">las personas encuestadas han in= cidido en es- </span><span class=3D"stl08"> </span></p><p class=3D"stl= 01" style=3D"line-height:12pt"><span class=3D"stl08">pecial en las relativa= s al =E2=80=9Ccontenido=E2=80=9D (104 </span><span class=3D"stl08"> </= span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08= ">referencias) y a continuaci</span><span class=3D"stl08" style=3D"letter-s= pacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">= =C2=B4n han indicado </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">mejoras respecto a la =E2= =80=9Cinnovaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o<= /span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n=E2=80=9D= (67 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"stl= 08">ferencias) y =EF=AC=81nalmente en relaci</span><span class=3D"stl08" st= yle=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-s= pacing:0.2pt">=C2=B4n a la =E2=80=9Ces- </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">tructura=E2=80=9D (37 referencias). </s= pan><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line= -height:12pt"><span class=3D"stl08">Aludiendo a la subcategor</span><span c= lass=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D= "stl08">=C4=B1a =E2=80=9Cestudiar Edu- </span><span class=3D"stl08"> <= /span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl0= 8">caci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><= span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n Social=E2=80= =9D indican que =E2=80=9CEducablog=E2=80=9D tie- </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">ne la funci</span><span class= =3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" styl= e=3D"letter-spacing:0.5pt">=C2=B4n de </span><span class=3D"stl08" style=3D= "letter-spacing:-4.65pt">c</span><span class=3D"stl08">=C2=B8onectar con la= s universi- </span><span class=3D"stl08"> </span></p><p class=3D"stl01= " style=3D"line-height:12pt"><span class=3D"stl08">dades=E2=80=9D(C48) y qu= e es un espacio en el que </span><span class=3D"stl08"> </span></p><p = class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">interact</= span><span class=3D"stl08" style=3D"letter-spacing:-4.95pt">u</span><span c= lass=3D"stl08">=C2=B4an =E2=80=9Dprofesionales referentes para el </span><s= pan class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-heigh= t:12pt"><span class=3D"stl08">alumnado=E2=80=9D(C78). </span><span class=3D= "stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><spa= n class=3D"stl08">Las personas encuestadas proponen multi- </span><span cla= ss=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"= ><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">tud de =E2=80=9Ccon= tenidos=E2=80=9D que les gustar</span><span class=3D"stl08" style=3D"letter= -spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a o bien </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:-0.05pt">que se inc= luyeran en el blog o bien que se </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">tratasen con= mayor frecuencia. Los temas </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">propuestos se pueden clasi=EF=AC=81car en diferen= tes </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">bloques o tem</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=B4ticas: uno de los m</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=B4s deman- </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" style=3D"letter-spacing:-0.05pt">da= dos es el bloque relativo a los </span><span class=3D"stl08" style=3D"lette= r-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.= 1pt">=C2=B4mbitos </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">de intervenci</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, incidiendo especialmente </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">en algunos como la salud mental, la violen- </sp= an><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-= height:12pt"><span class=3D"stl08">cia machista, la educaci</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 emocional o la </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">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 ambiental, entre otros: =E2=80=9Dtodos l= os </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:-4.65pt">a</span><span class=3D"stl08" style=3D"lett= er-spacing:0.05pt">=C2=B4mbitos=E2=80=9D(C67); </span><span class=3D"stl08"= style=3D"letter-spacing:-4.65pt">c</span><span class=3D"stl08" style=3D"le= tter-spacing:0.1pt">=C2=B8onocer m</span><span class=3D"stl08" style=3D"let= ter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:= 0.05pt">=C2=B4s sobre los di- </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"stl09" style=3D"letter-spacing:normal">=C2=B4</span></p>= <p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl22">Ambitos= de la Educaci</span><span class=3D"stl22" style=3D"letter-spacing:-4.95pt"= >o</span><span class=3D"stl22" style=3D"letter-spacing:0.15pt">=C2=B4n Soci= al: </span><span class=3D"stl22" style=3D"letter-spacing:0.15pt"> </sp= an></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">= Respecto a las contribuciones de =E2=80=9CEduca- </span><span class=3D"stl0= 8"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cla= ss=3D"stl08">blog=E2=80=9D, ha emergido la relativa a los =E2=80=9C</span><= span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class= =3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4mbi- </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">tos=E2=80=9D de actuaci</= 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 la Educaci</span><spa= n class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl0= 8" style=3D"letter-spacing:0.15pt">=C2=B4n Social </span><span class=3D"stl= 08" 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">ya que las y los profesionales indican que </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= ">=E2=80=9Dmuestra en qu</span><span class=3D"stl08" style=3D"letter-spacin= g:-4.65pt">e</span><span class=3D"stl08">=C2=B4 consiste la Educaci</span><= span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"s= tl08" style=3D"letter-spacing:0.35pt">=C2=B4n So- </span><span class=3D"stl= 08" style=3D"letter-spacing:0.35pt"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl08">cial en todos sus </span><spa= n class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"s= tl08" style=3D"letter-spacing:0.05pt">=C2=B4mbitos=E2=80=9D(C45) y su gran = </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" styl= e=3D"letter-spacing:-0.05pt">diversidad. Este espacio 2.0 es </span><span c= lass=3D"stl08" style=3D"letter-spacing:-5pt">u</span><span class=3D"stl08" = style=3D"letter-spacing:0.1pt">=C2=A8n escaparate </span><span class=3D"stl= 08" style=3D"letter-spacing:0.1pt"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05p= t">de lo amplia que es la profesi</span><span class=3D"stl08" style=3D"lett= er-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.1p= t">=C2=B4n (...)=E2=80=9D(C64) </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"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"stl07">&= #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: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 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VORK5CYII=3D" width=3D"628" height=3D"887" alt=3D"" style=3D"position:absol= ute" /></span><span class=3D"stl07">ISSN: 2602-8085 </span><span class=3D"s= tl07"> </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. 40 =E2= =80=93 62, octubre - diciembre 2025 </span><span class=3D"stl07" style=3D"l= etter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-he= ight:12pt"><span class=3D"stl07" style=3D"letter-spacing:-0.05pt">Revista M= ultidisciplinar </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">Art</span><span class=3D"stl07" style=3D"letter-spacing:-3.65p= t">=C2=B4</span><span class=3D"stl07">=C4=B1culo Original </span><span clas= s=3D"stl07"> </span></p><p class=3D"stl01" style=3D"line-height:12pt">= <span class=3D"stl08" style=3D"letter-spacing:-0.05pt">ferentes </span><spa= n class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"s= tl08" style=3D"letter-spacing:0.05pt">=C2=B4mbitos, sobre todo los m</span>= <span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class= =3D"stl08" style=3D"letter-spacing:-0.05pt">=C2=B4s nove-</span><span class= =3D"stl08"> </span><span class=3D"stl08">Educaci</span><span class=3D"= stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08">=C2=B4n = Social: =E2=80=9Dproyectos innovadores, </span><span class=3D"stl08"> = </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl= 08">dosos=E2=80=9D(C28); =E2=80=9D(...) adicciones, salud men-</span><span = class=3D"stl08"> </span><span class=3D"stl08">actualidad del sector, r= econocimiento insti- </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">tal, exclusi</span><span class=3D"stl08" style=3D"letter-s= pacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">= =C2=B4n de la infancia, adolescencia,</span><span class=3D"stl08"> </s= pan><span class=3D"stl08">tucional...=E2=80=9D(C81); .</span><span class=3D= "stl08" style=3D"font-size:8pt">a</span><span class=3D"stl08">brirlo a </sp= an><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span cla= ss=3D"stl08">=C2=B4mbitos profe- </span><span class=3D"stl08"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">jus= ticia, etc.=E2=80=9D(C17). Otra tem</span><span class=3D"stl08" style=3D"le= tter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing= :0.1pt">=C2=B4tica muy so-</span><span class=3D"stl08"> </span><span c= lass=3D"stl08">sionales similares=E2=80=9D(C32). </span><span class=3D"stl0= 8"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cla= ss=3D"stl08">licitada es el empleo y la formaci</span><span class=3D"stl08"= style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"lette= r-spacing:0.2pt">=C2=B4n, alu- </span><span class=3D"stl08" style=3D"letter= -spacing:0.2pt"> </span></p><p class=3D"stl01" style=3D"line-height:12= pt"><span class=3D"stl08">En cuanto a introducir cambios en relaci</span><s= pan class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"st= l08" style=3D"letter-spacing:1pt">=C2=B4n </span><span class=3D"stl08" styl= e=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">diendo = a temas como los convenios, cursos </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">a la =E2= =80=9Cinnovaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o<= /span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n=E2=80= =9D en el blog, se han indicado </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">o a la b</span><span class=3D"stl08" style=3D"l= etter-spacing:-5pt">u</span><span class=3D"stl08" style=3D"letter-spacing:0= .05pt">=C2=B4squeda u oferta de trabajo: </span><span class=3D"stl08" style= =3D"letter-spacing:-5pt">u</span><span class=3D"stl08" style=3D"letter-spac= ing:0.1pt">=C2=A8n apar- </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">numerosas ideas entre las que han destaca- </span><span= class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><span class=3D"stl08">tado en el que se hable de condiciones la- </spa= n><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-h= eight:12pt"><span class=3D"stl08">do, el realizar encuentros entre profesio= na- </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= ">borales y del convenio=E2=80=9D(C41); =E2=80=9D(...) adem</span><span cla= ss=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08"= style=3D"letter-spacing:0.65pt">=C2=B4s </span><span class=3D"stl08" style= =3D"letter-spacing:0.65pt"> </span></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><span class=3D"stl08">les de la 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 Social y carreras a=EF=AC=81nes </span><s= pan class=3D"stl08" style=3D"letter-spacing:0.1pt"> </span></p><p clas= s=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">de ofertas de = empleo y 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=E2=80= =9D(C95). </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">(C91; C110; C5; C92). Igualmente, se pone </span><span class=3D"stl08"= > </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08" style=3D"letter-spacing:-0.2pt">Tambi</span><span class=3D"stl08= " style=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08" style=3D"l= etter-spacing:0.05pt">=C2=B4n se demandan tem</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=B4ticas en relaci</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">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=B4nfasi= s en dar mayor peso a las entrevis- </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">a las herramientas o recursos profesiona- = </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08">tas y a los testimonios tanto de pro= fesionales </span><span class=3D"stl08"> </span></p><p class=3D"stl01"= style=3D"line-height:12pt"><span class=3D"stl08">les, mencion</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=B4ndose aspectos como metodo- </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">como de u= suarias y usuarios, y seguir dando </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:-0.1pt">log</span><span class=3D"stl08" style=3D"let= ter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1as, din</span= ><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class= =3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4micas o buenas pr</span><s= pan class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D= "stl08" style=3D"letter-spacing:0.05pt">=C2=B4cticas: =E2=80=9Dpro- </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">espacio a las experiencias y a los proyec- </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">fundizar en m= etodolog</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2= =B4</span><span class=3D"stl08">=C4=B1as y experiencias </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">tos: =E2=80=9Ddiversi=EF=AC=81car los colaboradores ha= bitua- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl08">de </span><span class=3D"stl0= 8" style=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08" style=3D"= letter-spacing:0.05pt">=C2=B4xito=E2=80=9D(C64); herramientas metodol</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"stl= 08" style=3D"letter-spacing:0.35pt"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05= pt">les, ampliar enfoques y realidades y las ya </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">cas (C68). Del mismo modo, la = comuni- </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">mencionadas de dar mayor peso a entrevis- </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 class=3D"stl08" style=3D"lett= er-spacing:0.05pt">=C2=B4n entre profesionales es una tem</span><span class= =3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" s= tyle=3D"letter-spacing:0.15pt">=C2=B4tica </span><span class=3D"stl08" styl= e=3D"letter-spacing:0.15pt"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl08">tas y =EF=AC=81rmas de profesionales= =E2=80=9D(C39). Otro </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">que tiene gran = presencia en aspectos como </span><span class=3D"stl08"> </span></p><p= class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">aspecto q= ue se repite, es la necesidad de una </span><span class=3D"stl08"> </s= pan></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08"= >el di</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span= ><span class=3D"stl08">=C2=B4logo y contraste profesional, las en- </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">mayor difusi= </span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span cl= ass=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n del blog: =E2=80=9Dno = s</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=B4, pero habr</span><= span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span cl= ass=3D"stl08">=C4=B1a </span><span class=3D"stl08"> </span></p><p clas= s=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">trevistas o la= compartici</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</sp= an><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n de experie= ncias </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= ">que difundir esta p</span><span class=3D"stl08" style=3D"letter-spacing:-= 4.65pt">a</span><span class=3D"stl08">=C2=B4gina. Una de las formas </span>= <span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-hei= ght:12pt"><span class=3D"stl08">profesionales: =E2=80=9Dpor inter</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=B4s personal y pro- </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">ser</span><span class=3D"stl08" style=3D"letter-spacing:-3= .65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a informar en las universid= ades=E2=80=9D(C42), </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">fesional me gustar</span><span class=3D"stl08" style=3D"l= etter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a que tuvie= ra m</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><= span class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4s peso </span><s= pan class=3D"stl08" style=3D"letter-spacing:0.15pt"> </span></p><p cla= ss=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">y en este sen= tido, se aboga por una utili- </span><span class=3D"stl08"> </span></p= ><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">la sec= 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 de =EF=AC=81rmas o = entrevistas a pro- </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">zaci</span><span class=3D"stl08" style=3D"letter-spacing:-5p= t">o</span><span class=3D"stl08" style=3D"letter-spacing:0.5pt">=C2=B4n m</= span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span c= lass=3D"stl08">=C2=B4s intensiva de las redes sociales: </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">fesionales de la Educaci</span><span class=3D"stl08" s= tyle=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-= spacing:0.1pt">=C2=B4n Social=E2=80=9D(C39); </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">=E2=80=9Ddar m</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=B4s potencialidad a las redes sociales </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">=E2=80= =9Ddi</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span>= <span class=3D"stl08">=C2=B4logo interprofesional=E2=80=9D(C89); =E2=80=9D(= ...) y la </span><span class=3D"stl08"> </span></p><p class=3D"stl01" = style=3D"line-height:12pt"><span class=3D"stl08">(principalmente Instagram,= por ejemplo) y </span><span class=3D"stl08"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl08">interacci</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 con otras miradas profesiona- </= 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">m</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=B4s coordinaci</span><span = class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08"= style=3D"letter-spacing:0.05pt">=C2=B4n entre cuentas que tambi</span><spa= n class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><span class=3D"s= tl08" style=3D"letter-spacing:0.65pt">=C2=B4n </span><span class=3D"stl08" = style=3D"letter-spacing:0.65pt"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">les=E2=80=9D(C63). Asimismo, se= demanda una ma- </span><span class=3D"stl08"> </span></p><p class=3D"= stl01" style=3D"line-height:12pt"><span class=3D"stl08">divulguen en torno = a la Educaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</s= pan><span class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4n Social, <= /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">yor presencia a la re=EF=AC=82exi</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, la denuncia y el </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">como se inici</span><sp= an class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl= 08">=C2=B4 en el per=EF=AC=81l de Instagram du- </span><span class=3D"stl08= "> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span clas= s=3D"stl08">posicionamiento o al debate pol</span><span class=3D"stl08" sty= le=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1tico= : =E2=80=9Ddar </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">rante la cuarentena por el COVID=E2=80=9D(C80). </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">mensajes claros y de impacto que ayuden </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">Siguiendo con las =E2= =80=9Cinnovaciones=E2=80=9D, las perso- </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">nas entrevistadas opinan que habr</spa= n><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span= class=3D"stl08">=C4=B1a que dar </span><span class=3D"stl08"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">esp= acio al empleo y la formaci</span><span class=3D"stl08" style=3D"letter-spa= cing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2= =B4n: =E2=80=9Dhacer un </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">portal de enlace a ofertas de empleo=E2=80=9D(C30). </sp= an><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-= height:12pt"><span class=3D"stl08">Finalmente, destacan la necesidad actual= de </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">redactar art</span><span class= =3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl= 08">=C4=B1culos m</span><span class=3D"stl08" style=3D"letter-spacing:-4.65= pt">a</span><span class=3D"stl08">=C2=B4s breves y potenciar el </span><spa= n class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:= 12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">elemento audio= visual: =E2=80=9CNo s</span><span class=3D"stl08" style=3D"letter-spacing:-= 4.65pt">e</span><span class=3D"stl08">=C2=B4 si tanto de </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">a la re=EF=AC=82exi</= span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span clas= s=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n=E2=80=9D(C33); =E2=80= =9D(...) debate pol</span><span class=3D"stl08" 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">institucional=E2=80=9D(C53). Por </span><span class=3D"stl= 08" style=3D"letter-spacing:-4.95pt">u</span><span class=3D"stl08" style=3D= "letter-spacing:0.05pt">=C2=B4ltimo, se solicitan </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">diversidad de contenidos como= son las no- </span><span class=3D"stl08"> </span></p><p class=3D"stl0= 1" style=3D"line-height:12pt"><span class=3D"stl08">ticias de actualidad so= bre la profesi</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o<= /span><span class=3D"stl08" style=3D"letter-spacing:0.2pt">=C2=B4n, pro- </= 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" style= =3D"letter-spacing:-0.05pt">yectos innovadores, datos en relaci</span><span= class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08= " style=3D"letter-spacing:0.35pt">=C2=B4n a los </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:-0.05pt= ">colectivos de intervenci</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 o la incorpora- </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">ci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt= ">o</span><span class=3D"stl08">=C2=B4n al blog de otras profesiones a=EF= =AC=81nes a la </span><span class=3D"stl08"> </span></p><p class=3D"st= l01" 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"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:8pt"><s= pan class=3D"stl08" style=3D"font-size:8pt; letter-spacing:-0.05pt">Esta re= vista est</span><span class=3D"stl08" style=3D"font-size:8pt; letter-spacin= g:-3.1pt">a</span><span class=3D"stl08" style=3D"font-size:8pt">=C2=B4 prot= egida bajo una licencia Creative Commons en la 4.0 </span><span class=3D"st= l08" style=3D"font-size:8pt"> </span></p><p class=3D"stl01" style=3D"l= ine-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">http://creativecommons.org/licenses/by-n= c-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"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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LlYqGrJRpvKyvL4P4gbSOskqW/R1qVTi0qVLXL16Fc/z4uuNiDMYDAaD4f0YQXddEMb9Ch0v4Iq= 7sWJJ0AXf3lxd8uXbNKIduFeuXOHMmTMsLCys9CkaDAaDwXDdc3OpgxuS5BaK6HOijKcrb3Wzkd= zuEJkcFhcX6e/v5+rVq0hp/ooaDAaDwWAwGAwGg8FguMn5XwCu2SEJREPlAAAAAElFTkSuQmCC"= 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"stl0= 7" style=3D"letter-spacing:-0.05pt">Vol. 9 No. 4, pp. 40 =E2=80=93 62, octu= bre - diciembre 2025 </span><span class=3D"stl07" style=3D"letter-spacing:-= 0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><spa= n 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">Ar= t</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">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"= stl08">estructura, que seguro los profesionales de</span><span class=3D"stl= 08"> </span><span class=3D"stl08">.</span><span class=3D"stl08" style= =3D"font-size:8pt">o</span><span class=3D"stl08">tras.</span><span class=3D= "stl08" style=3D"font-size:8pt">es </span><span class=3D"stl08">menos rese<= /span><span class=3D"stl08" style=3D"letter-spacing:-5pt">n</span><span cla= ss=3D"stl08" style=3D"letter-spacing:0.05pt">=CB=9Cable tal y como se puede= </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 = comunicaci</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 digital podr= </span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span= class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n aportar m</span><sp= an class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"= stl08" style=3D"letter-spacing:0.65pt">=C2=B4s</span><span class=3D"stl08">=  </span><span class=3D"stl08">observar en la tabla 1: </span><span cla= ss=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"= ><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">que yo, pero s</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=B1 quiz</span><span cl= ass=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08= " style=3D"letter-spacing:0.05pt">=C2=B4s en los tiempos tan </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">acelerados que viv= imos los posts, re=EF=AC=82exio- </span><span class=3D"stl08"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">nes= requieren formatos m</span><span class=3D"stl08" style=3D"letter-spacing:-= 4.65pt">a</span><span class=3D"stl08">=C2=B4s breves en algu- </span><span = class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12= pt"><span class=3D"stl08">nas ocasiones=E2=80=9D (C109). Y en este sentido,= </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"= line-height:12pt"><span class=3D"stl08">aumentar los contenidos de podcast,= v</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</spa= n><span class=3D"stl08">=C4=B1deo </span><span class=3D"stl08"> </span= ></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">o = crear una app de =E2=80=9CEducablog=E2=80=9D: </span><span class=3D"stl08" = style=3D"letter-spacing:-4.65pt">c</span><span class=3D"stl08" style=3D"let= ter-spacing:0.1pt">=C2=B8reo que te- </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">nemos que repensar la utilidad de los blogs= . </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">Lo= s v</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</sp= an><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">=C4=B1deos est</s= pan><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span cl= ass=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n ocupando lugar y nos = des- </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">plazan de leer. Otra idea es pensar en po= dcast </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">bien trabajados=E2=80=9D(C50). </span><span class=3D"stl08"> </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">Tabla 1: Referencias compart= idas entre categor</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=B1as de </span><span class=3D"stl08" style=3D"font-size:10pt">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:10pt"><span class=3D"= stl08" style=3D"font-size:10pt">=E2=80=9Ccontribuciones=E2=80=9D </span><sp= an class=3D"stl08" style=3D"font-size:10pt"> </span></p><p class=3D"st= l01" style=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt= ">Desarrollo Identidad</span><span class=3D"stl08" style=3D"font-size:8pt">=  </span><span class=3D"stl08" style=3D"font-size:8pt">Profesiona- Otra= s </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"fo= nt-size:8pt; letter-spacing:-0.05pt">Profe- </span><span class=3D"stl08" st= yle=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:8= pt">sional </span><span class=3D"stl08" style=3D"font-size:8pt"> </spa= n></p><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" st= yle=3D"font-size:8pt">159 </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; letter-spacing:-0.05pt">Profe- </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"stl= 08" style=3D"font-size:8pt">sional </span><span class=3D"stl08" style=3D"fo= nt-size:8pt"> </span></p><p class=3D"stl01" style=3D"line-height:8pt">= <span class=3D"stl08" style=3D"font-size:8pt">65 </span><span class=3D"stl0= 8" style=3D"font-size:8pt"> </span></p><p class=3D"stl01" style=3D"lin= e-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt">lizaci</span><s= pan 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=B4= n </span><span class=3D"stl08" style=3D"font-size:8pt; letter-spacing:0.65p= t"> </span></p><p class=3D"stl01" style=3D"line-height:8pt"><span clas= s=3D"stl08" style=3D"font-size:8pt">Desarrollo </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">Profesio- </span><span class=3D"stl08" style=3D"font-size:8pt; lette= r-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height= :8pt"><span class=3D"stl08" style=3D"font-size:8pt">nal </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">Identid= ad </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"f= ont-size:8pt; letter-spacing:-0.05pt">Profesio- </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"font-si= ze:8pt">nal </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">37 </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">5</span></p><p class=3D"stl01" style= =3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt">9</span>= </p><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" styl= e=3D"font-size:8pt">65 </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">146 </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">42 </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">Profesi= onali- </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">zaci</span><span class=3D"stl08" style=3D"font-size:8pt;= letter-spacing:-3.3pt">o</span><span class=3D"stl08" style=3D"font-size:8p= t; letter-spacing:0.65pt">=C2=B4n </span><span class=3D"stl08" style=3D"fon= t-size:8pt; letter-spacing:0.65pt"> </span></p><p class=3D"stl01" styl= e=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:8pt">37 </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">5</span></p><p class=3D"stl01" style=3D"line-height:8pt"><span clas= s=3D"stl08" style=3D"font-size:8pt">42 </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">9</span></p><p class=3D= "stl01" style=3D"line-height:8pt"><span class=3D"stl08" style=3D"font-size:= 8pt">122 </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">7</span></p><p class=3D"stl01" style=3D"line-height:8pt= "><span class=3D"stl08" style=3D"font-size:8pt">7</span></p><p class=3D"stl= 01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacin= g:-0.15pt">Por </span><span class=3D"stl08" style=3D"letter-spacing:-5pt">u= </span><span class=3D"stl08" style=3D"letter-spacing:1pt">=C2=B4</span><spa= n class=3D"stl08">ltimo, si nos referimos a las mejoras </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">respecto a la =E2=80= =9Cestructura=E2=80=9D, se apuntan diver- </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">sos cambios entre los que destacan, = por un </span><span class=3D"stl08"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl08">lado, el que sea m</span><spa= n class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"s= tl08" style=3D"letter-spacing:0.05pt">=C2=B4s visual (C29; C69; C112; </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">C19) y ll= amativo (C20; C105) en especial la </span><span class=3D"stl08"> </spa= n></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">p= ortada o presentaci</span><span class=3D"stl08" style=3D"letter-spacing:-5p= t">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n, q= ue se utilicen otra </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">gama de colores ya que se = consideran muy </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">oscuros (C5; C67) y que se mejore la visua- </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">lizaci</span><span class=3D"stl08" style=3D"letter-spa= cing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.15pt">= =C2=B4n del men</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">u= </span><span class=3D"stl08">=C2=B4 en el m</span><span class=3D"stl08" sty= le=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-sp= acing:0.1pt">=C2=B4vil (C72; C75). </span><span class=3D"stl08" style=3D"le= tter-spacing:0.1pt"> </span></p><p class=3D"stl01" style=3D"line-heigh= t:12pt"><span class=3D"stl08">Del mismo modo, se indica que podr</span><spa= n class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class= =3D"stl08">=C4=B1a ser </span><span class=3D"stl08"> </span></p><p cla= ss=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">m</span><span= class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"st= l08" style=3D"letter-spacing:0.05pt">=C2=B4s accesible, din</span><span cla= ss=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08"= >=C2=B4mico e interactivo (C2; </span><span class=3D"stl08"> </span></= p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">C19; = C28; C36; C48; C63; C107). Por otro </span><span class=3D"stl08"> </sp= an></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">= lado, se se</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">n</sp= an><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=CB=9Cala que se p= odr</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</sp= an><span class=3D"stl08">=C4=B1a potenciar 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:-0.35pt">v</span><span class=3D"stl08" s= tyle=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1nc= ulo con las redes sociales (C90; C52), </span><span class=3D"stl08"> <= /span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl0= 8">mejorar el sistema de b</span><span class=3D"stl08" style=3D"letter-spac= ing:-5pt">u</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2= =B4squeda de art</span><span class=3D"stl08" style=3D"letter-spacing:-3.65p= t">=C2=B4</span><span class=3D"stl08">=C4=B1cu- </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">los por medio de fechas y tem<= /span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span = class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4ticas (C64; </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">C31) e incorp= orar una secci</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 ofert= as y </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">= b</span><span class=3D"stl08" style=3D"letter-spacing:-4.95pt">u</span><spa= n class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4squeda de empleo (C= 95; C30; C36), entre </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">otros aspectos. </span><span class=3D"stl08"> </span>= </p><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" styl= e=3D"font-size:8pt">Otras </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">36 </span><span class=3D"stl08" style= =3D"font-size:8pt"> </span></p><p class=3D"stl01" style=3D"line-height= :12pt"><span class=3D"stl08">En 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 a las relaciones entre las ca- </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= ">tegor</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4= </span><span class=3D"stl08">=C4=B1as de =E2=80=9Cmejoras=E2=80=9D, en camb= io, no son </span><span class=3D"stl08"> </span></p><p class=3D"stl01"= style=3D"line-height:12pt"><span class=3D"stl08">signi=EF=AC=81cativas, co= mpartiendo muy pocas re- </span><span class=3D"stl08"> </span></p><p c= lass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">ferencias, = lo que indica que tienen un alto </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:-3.65pt">=C2=B4</span><span class=3D"stl08" style=3D"l= etter-spacing:-0.05pt">=C4=B1ndice de exclusi</span><span class=3D"stl08" s= tyle=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-= spacing:0.1pt">=C2=B4n entre ellas. </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">En </span><span class=3D"stl08" style=3D"let= ter-spacing:-4.95pt">u</span><span class=3D"stl08">=C2=B4ltimo lugar, la re= laci</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 entre las cate- </= 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:-0.1pt">gor</span><span class=3D"stl08" style=3D"letter-= spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1as relativas a la= s =E2=80=9Ccontribuciones=E2=80=9D del </span><span class=3D"stl08"> <= /span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl0= 8">blog y las relativas a las =E2=80=9Cmejoras=E2=80=9D se limita </span><s= pan class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-heigh= t:12pt"><span class=3D"stl08">=C2=B4</span></p><p class=3D"stl01" style=3D"= line-height:12pt"><span class=3D"stl08">a la referente a =E2=80=9CAmbitos= =E2=80=9D y =E2=80=9Ccontenido=E2=80=9D con </span><span class=3D"stl08">&#= xa0;</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-height:12pt"><spa= n class=3D"stl08">21 coincidencias y a =E2=80=9CAmbitos=E2=80=9D y =E2=80= =9CEstructu- </span><span class=3D"stl08"> </span></p><p class=3D"stl0= 1" style=3D"line-height:12pt"><span class=3D"stl08">ra=E2=80=9D con tan s</= span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span clas= s=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4lo una referencia compart= ida. </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"= >La raz</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 dichas refe= rencias compartidas </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">se debe a la necesidad y a la demanda de </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">profesionales de una = mayor atenci</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 a la </spa= n><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"l= etter-spacing:-0.05pt">diversidad de </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=B4mbitos de la Educaci</span><span class=3D"stl08" style=3D"= letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:= 0.35pt">=C2=B4n So- </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">cial. Educablog, debido a la ocupaci</span><span class=3D"s= tl08" 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"lett= er-spacing:0.5pt"> </span></p><p class=3D"stl01" style=3D"line-height:= 12pt"><span class=3D"stl08">sus fundadores en los </span><span class=3D"stl= 08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08">=C2=B4mb= itos de infancia, </span><span class=3D"stl08"> </span></p><p class=3D= "stl01" style=3D"line-height:12pt"><span class=3D"stl08">juventud y adolesc= encia, se ha centrado en </span><span class=3D"stl08"> </span></p><p c= lass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">gran medida= en estas </span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</= span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4reas y si = bien se re- </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">conoce la contribuci</span><span class=3D"stl08" style=3D"letter-sp= acing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">= =C2=B4n de =E2=80=9CEducablog=E2=80=9D a la </span><span class=3D"stl08" st= yle=3D"letter-spacing:0.1pt"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08">visibilizaci</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 de diversos </span><span class=3D"stl08" styl= e=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-= spacing:0.05pt">=C2=B4mbitos: =E2=80=9Csiem- </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" style=3D"letter-spacing:-0.05pt">p= re han defendido los diferentes </span><span class=3D"stl08" style=3D"lette= r-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.= 1pt">=C2=B4mbitos 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">trabajo de la 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 Social y como di- </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"stl22" style=3D"letter-spacing:-0.05pt">Relaci</span><= span class=3D"stl22" style=3D"letter-spacing:-4.95pt">o</span><span class= =3D"stl22">=C2=B4n entre las categor</span><span class=3D"stl22" style=3D"l= etter-spacing:-3.7pt">=C2=B4</span><span class=3D"stl22" style=3D"letter-sp= acing:-0.1pt">=C4=B1as generales </span><span class=3D"stl22" 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:-0.1pt">Todas las cate= gor</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</sp= an><span class=3D"stl08">=C4=B1as con respecto a las =E2=80=9Ccon- </span><= span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><span class=3D"stl08">tribuciones=E2=80=9D de =E2=80=9CEducablog= =E2=80=9D a la Educaci</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= class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Social se= relacionan entre s</span><span class=3D"stl08" style=3D"letter-spacing:-3.= 65pt">=C2=B4</span><span class=3D"stl08">=C4=B1 de manera in- </span><span = class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12= pt"><span class=3D"stl08">tensa, compartiendo numerosas referencias, </span= ><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-he= ight:12pt"><span class=3D"stl08">aunque en el caso de la subcategor</span><= span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span cl= ass=3D"stl08">=C4=B1a de </span><span class=3D"stl08"> </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">=E2=80=9D=E2=80=9D </span>= <span class=3D"stl07"> </span></p><p class=3D"stl01" style=3D"line-hei= ght:8pt"><span class=3D"stl08" style=3D"font-size:8pt; letter-spacing:-0.05= pt">Esta revista est</span><span class=3D"stl08" style=3D"font-size:8pt; le= tter-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:8pt">In= ternational. Copia de la licencia: </span><span class=3D"stl08" style=3D"fo= nt-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/li= censes/by-nc-sa/4.0/ </span><span class=3D"stl08" style=3D"font-size:8pt">&= #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:12pt"><span class=3D"stl07">Predicci</span><span cl= ass=3D"stl07" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl07" s= tyle=3D"letter-spacing:0.1pt">=C2=B4n Cient</span><span class=3D"stl07" sty= le=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" s= tyle=3D"line-height:12pt"><span class=3D"stl07">P</span><span class=3D"stl0= 7" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl07" style=3D"= letter-spacing:0.1pt">=C2=B4gina 53- 62 </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:0pt; display:block; position:absolute; = z-index:14"><img src=3D"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAnQAA= AN3CAYAAAC7isfVAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAOxAAADsQBlSsOGwAAIABJREFU= eJzsvdmzHcd95/n5/TKrzt2wETsIkAQXUFwkcZEokdZiW5Zt2e6RQ57pcXd0dMTEREzEvM0/Mu/= zMv3QE9EdMx677bG8yW5KrYVauEqkSFHcCRHEvt/lnKrM3zxkVp065557LwACIAGcH4l7zz1VlZ= VVuX3z+9vkgf/pL4wsZu1HQMBAmSQCCJGYPk4Uy2ddodj611pTjUspo/Mc0lx7udXJ78YAu+KHA= tnguda6b/6jKYX0RIq0hyNIxMTSZwxE2jrHfJmPAR8FjZ5ontpDLQEk1c1FUAzBCDiiFBiGSEBS= KavrdRVl9HlzuxlESf8A1AQfDTWIIgSFSo2Yn8GbUeSqBpFLfuHX6plW3wi6lVp938vsJJdyy+Y= elzRwJois924s/1s94sfb80ruLeuO2JirJ4gJUaztJ5avHnmdzTgWAREMQczAInjF9Upcr8BUiU= 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"887" alt=3D"" style=3D"position:absolute" /></span><span class=3D"stl07">I= SSN: 2602-8085 </span><span class=3D"stl07"> </span></p><p class=3D"st= l01" style=3D"line-height:12pt"><span class=3D"stl07" style=3D"letter-spaci= ng:-0.05pt">Vol. 9 No. 4, pp. 40 =E2=80=93 62, octubre - diciembre 2025 </s= pan><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"stl08">je antes, desde= el respeto y la interacci</span><span class=3D"stl08" style=3D"letter-spac= ing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.5pt">=C2= =B4n,</span><span class=3D"stl08"> </span><span class=3D"stl08">el sen= tido de que es necesario la existencia </span><span class=3D"stl08"> <= /span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl0= 8">intercambio y complementariedad con otras</span><span class=3D"stl08">&#= xa0;</span><span class=3D"stl08">de espacios de encuentro de profesionales = </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">pro= fesiones a=EF=AC=81nes=E2=80=9D (C6), existe una deman-</span><span class= =3D"stl08"> </span><span class=3D"stl08">que interact</span><span clas= s=3D"stl08" style=3D"letter-spacing:-4.95pt">u</span><span class=3D"stl08" = style=3D"letter-spacing:0.05pt">=C2=B4en, compartan experiencias y </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">da por parte= del colectivo profesional que</span><span class=3D"stl08"> </span><sp= an class=3D"stl08" style=3D"letter-spacing:-0.05pt">expliquen qu</span><spa= n class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span><span class=3D"s= tl08">=C2=B4 entienden por Educaci</span><span class=3D"stl08" style=3D"let= ter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.3= 5pt">=C2=B4n So- </span><span class=3D"stl08" style=3D"letter-spacing:0.35p= t"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cla= ss=3D"stl08">no ha sido su=EF=AC=81cientemente atendida, tal y</span><span = class=3D"stl08"> </span><span class=3D"stl08">cial en los distintos </= 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=B4mbitos de acci</span><= span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"s= tl08" style=3D"letter-spacing:0.2pt">=C2=B4n: =E2=80=9Cdi- </span><span cla= ss=3D"stl08" style=3D"letter-spacing:0.2pt"> </span></p><p class=3D"st= l01" style=3D"line-height:12pt"><span class=3D"stl08">como se re=EF=AC=82ej= a en las solicitudes respec-</span><span class=3D"stl08"> </span><span= class=3D"stl08">fusi</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 re=EF=AC=82exi</span><span class=3D"stl08" style=3D"letter-spacing:-5pt"= >o</span><span class=3D"stl08">=C2=B4n, proyectos, recursos des- </span><sp= an class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height= :12pt"><span class=3D"stl08">to a la mejora del contenido: =E2=80=9Cde todo= s los</span><span class=3D"stl08"> </span><span class=3D"stl08">de la = pr</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><sp= an class=3D"stl08">=C2=B4ctica socioeducativa. Construcci</span><span class= =3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" styl= e=3D"letter-spacing:1pt">=C2=B4n </span><span class=3D"stl08" style=3D"lett= er-spacing:1pt"> </span></p><p class=3D"stl01" style=3D"line-height:12= pt"><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span cl= ass=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4mbitos=E2=80=9D (C75); = =E2=80=9Cconocer m</span><span class=3D"stl08" style=3D"letter-spacing:-4.6= 5pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4s = sobre los di-</span><span class=3D"stl08"> </span><span class=3D"stl08= ">de conocimiento a trav</span><span class=3D"stl08" style=3D"letter-spacin= g:-4.65pt">e</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">= =C2=B4s de la generaci</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= class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"= letter-spacing:-0.05pt">ferentes </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=B4mbitos, sobre todo aquellos m</span><span class=3D"stl08" styl= e=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-= spacing:0.65pt">=C2=B4s</span><span class=3D"stl08"> </span><span clas= s=3D"stl08">de una red donde compartir conocimiento=E2=80=9D </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">novedosos=E2=80= =9D (C29). </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">(C56): </span><span class=3D"stl08"> </span></p><p class=3D"st= l01" style=3D"line-height:12pt"><span class=3D"stl22" style=3D"letter-spaci= ng:-0.05pt">Relaci</span><span class=3D"stl22" style=3D"letter-spacing:-4.9= 5pt">o</span><span class=3D"stl22">=C2=B4n entre las subcategor</span><span= class=3D"stl22" style=3D"letter-spacing:-3.7pt">=C2=B4</span><span class= =3D"stl09" style=3D"letter-spacing:normal">=C4=B1as </span><span class=3D"s= tl09" style=3D"letter-spacing:normal"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><span class=3D"stl08">El hecho de que los compa</= span><span class=3D"stl08" style=3D"letter-spacing:-5pt">n</span><span clas= s=3D"stl08" style=3D"letter-spacing:0.05pt">=CB=9Ceros hayan </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-sp= acing:-0.05pt">expresado contado y relatado su trayec- </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">toria para m</span><s= pan class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span cla= ss=3D"stl08" style=3D"letter-spacing:-0.05pt">=C4=B1 es un valor que contri= buye </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">a entender la profesi</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 como una expe- </span><span class=3D"st= l08" style=3D"letter-spacing:0.05pt"> </span></p><p class=3D"stl01" st= yle=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:0.05= pt">riencia de largo recorrido y tambi</span><span class=3D"stl08" style=3D= "letter-spacing:-4.65pt">e</span><span class=3D"stl08" style=3D"letter-spac= ing:0.65pt">=C2=B4n a </span><span class=3D"stl08" style=3D"letter-spacing:= 0.65pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><spa= n class=3D"stl08">poder ir transitando los diferentes mo- </span><span clas= s=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt">= <span class=3D"stl08">mentos hist</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=B4ricos que estamos vivien- </span><span class=3D"stl08" style=3D"l= etter-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">do re=EF= =AC=82exionando a trav</span><span class=3D"stl08" style=3D"letter-spacing:= -4.65pt">e</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2= =B4s de la mirada </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">profesional (C111) </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">Si profundiza= mos en las relaciones entre las </span><span class=3D"stl08"> </span><= /p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" styl= e=3D"letter-spacing:-0.05pt">distintas subcategor</span><span class=3D"stl0= 8" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4= =B1as de =E2=80=9Ccontribuciones=E2=80=9D </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">(ver tabla 2), dentro de la categor<= /span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><= span class=3D"stl08">=C4=B1a =E2=80=9CIdenti- </span><span class=3D"stl08">=  </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">dad profesional=E2=80=9D en lo que respecta a la sub- </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">categor</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 =E2=80=9CExplicar,= de=EF=AC=81nir nuestro trabajo=E2=80=9D, </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">que cuenta con 82 referencias, se re= laciona </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">con 24 referencias tanto con la subcategor</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">=E2=80=9CForos=E2=80=9D como con = =E2=80=9CReconocimiento, visibi- </span><span class=3D"stl08"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">liz= aci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span= class=3D"stl08" style=3D"letter-spacing:0.35pt">=C2=B4n=E2=80=9D. </span><= span class=3D"stl08" style=3D"letter-spacing:0.35pt"> </span></p><p cl= ass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Con respecto= a la subcategor</span><span class=3D"stl08" style=3D"letter-spacing:-3.65p= t">=C2=B4</span><span class=3D"stl08">=C4=B1a =E2=80=9CCrear </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">colectivo-red=E2= =80=9D, que contiene 73 referencias, </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">=E2=80=9Cforos=E2=80=9D es con la que com= parte m</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</spa= n><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4s referen- </= 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">cias, = siendo 27 en total, ya que se entiende </span><span class=3D"stl08"> <= /span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl0= 8" style=3D"letter-spacing:-0.05pt">que para la generaci</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 de un sentimiento </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" style=3D"letter-spacing:-0.= 05pt">como colectivo y generar una red profesio- </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 es necesario que existan foros en los que </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">cohabiten educadoras y educa= dores socia- </span><span class=3D"stl08"> </span></p><p class=3D"stl0= 1" style=3D"line-height:12pt"><span class=3D"stl08">les: =E2=80=9Cespacios = de intercambio e interacci</span><span class=3D"stl08" style=3D"letter-spac= ing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:1pt">=C2=B4= n </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 el= sector profesional=E2=80=9D (C113); =E2=80=9Csirve de </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08" style=3D"letter-spacing:-0.25pt">veh</span><span class= =3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl= 08">=C4=B1culo para compartir puntos de vista y ex- </span><span class=3D"s= tl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span = class=3D"stl08">periencias de diferentes </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=B4mbitos de la edu- </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">caci</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 social=E2=80=9D (C31). </span><span class=3D"stl08" styl= e=3D"letter-spacing:0.1pt"> </span></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><span class=3D"stl08">En cuanto a la relaci</span><span clas= s=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" sty= le=3D"letter-spacing:0.05pt">=C2=B4n con =E2=80=9CReconocimien- </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">to, visibilizac= i</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span c= lass=3D"stl08">=C2=B4n=E2=80=9D se explica ya que se en- </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">tiende que para visibilizar la profesi</span><span cla= ss=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" st= yle=3D"letter-spacing:0.2pt">=C2=B4n hay </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" style=3D"letter-spacing:-0.05pt">precis= amente que explicarla a la sociedad: </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:-0.15pt">Para m</= span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><s= pan class=3D"stl08">=C4=B1 la contribuci</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 tiene que ver </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">con visibilizar experiencias concretas </span= ><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-he= ight:12pt"><span class=3D"stl08">bajo el denominador de Educaci</span><span= class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08= " style=3D"letter-spacing:0.35pt">=C2=B4n So- </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">cial. A partir del t</span><spa= n class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class= =3D"stl08">=C4=B1tulo y desde el re- </span><span class=3D"stl08"> </s= pan></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08"= >corrido realizado de personas involu- </span><span class=3D"stl08"> <= /span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl0= 8">cradas y con capacidad para contar me </span><span class=3D"stl08"> = ;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"st= l08">parece que ha sido un recurso muy </span><span class=3D"stl08"> <= /span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl0= 8">did</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span= ><span class=3D"stl08">=C2=B4ctico que ha visibilizado la reali- </span><sp= an class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height= :12pt"><span class=3D"stl08">dad de la 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 Social (C111) </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">La relaci</span><span class=3D"stl08" styl= e=3D"letter-spacing:-5pt">o</span><span class=3D"stl08">=C2=B4n con =E2=80= =9CExplicar, de=EF=AC=81nir nuestra </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">profesi</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=E2=80=9D con quien comparte 18 referen- </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">cias se determina p= or la necesidad de gene- </span><span class=3D"stl08"> </span></p><p c= lass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">rar narrati= vas compartidas con el colectivo </span><span class=3D"stl08"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">que= hacen que las personas profesionales se </span><span class=3D"stl08"> = ;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"st= l08">Por otro lado, la relaci</span><span class=3D"stl08" style=3D"letter-s= pacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">= =C2=B4n con =E2=80=9CForos=E2=80=9D se ma- </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">ni=EF=AC=81esta en la construcci</sp= an><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class= =3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n compartida y re- </span><= span class=3D"stl08" style=3D"letter-spacing:0.1pt"> </span></p><p cla= ss=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"lett= er-spacing:-0.05pt">=EF=AC=82exionada de la de=EF=AC=81nici</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 profesi</span><span class=3D"st= l08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"l= etter-spacing:0.5pt">=C2=B4n en </span><span class=3D"stl08" style=3D"lette= r-spacing:0.5pt"> </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 54- = 62 </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:15"><img src=3D"data:image/png= ;base64,iVBORw0KGgoAAAANSUhEUgAAAnQAAAN3CAYAAAC7isfVAAAABHNCSVQICAgIfAhkiAA= AAAlwSFlzAAAOxAAADsQBlSsOGwAAIABJREFUeJzsvdmzHcd95/n5/TKrzt2wETsIkAQXUFwkcZ= EokdZiW5Zt2e6RQ57pcXd0dMTEREzEvM0/Mu/zMv3QE9EdMx677bG8yW5KrYVauEqkSFHcCRHEv= t/lnKrM3zxkVp065557LwACIAGcH4l7zz1VlZVVuX3z+9vkgf/pL4wsZu1HQMBAmSQCCJGYPk4U= y2ddodj611pTjUspo/Mc0lx7udXJ78YAu+KHAtnguda6b/6jKYX0RIq0hyNIxMTSZwxE2jrHfJm= PAR8FjZ5ontpDLQEk1c1FUAzBCDiiFBiGSEBSKavrdRVl9HlzuxlESf8A1AQfDTWIIgSFSo2Yn8= GbUeSqBpFLfuHX6plW3wi6lVp938vsJJdyy+YelzRwJois924s/1s94sfb80ruLeuO2JirJ4gJU= 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dn++/FFH+oNYa13W5cuUKly/3hyYTHd5m0QBhBJzBYDAYPo4sXw5dKOaij2gYf1FHLM6pieSdwj= dsIUTYitXhxSJx3OheVijVljYSrbiNC+L6TcUoay7xmL+LoFvaHqx8vtEe1cSJikhQCpQOMuLaV= jWydd0ajv/2BGeOv87Wbbu4a2cnq2qrqXYCERuJYaU0jgRfC7RWbGisxrEshAzXmwWdaaTQ2NFO= VzRCRn1vmSjALTVELL84WjQ6QD6/wHvvvcv09FQw+xcn3IiKz0bcGQwGg+HjxvJW6GI+6I33epc= vveyfnWj7Zy//3d/2f1+BcL3WZSRog2qg0FCdTfPpT93B7bftoOR5pHO11NXmqLIkNmEwsNZIKd= ASPNcj5dhoIUilLKQQ+CpYeyaFiKtc1pJHff9miBuPqOXqeR6Dg4NMTExgWRau62JZlhFtBoPBY= DBwwwi6jwNh9SiqKi4RlBoC44UGqRUNuRy1VTk8FbUVRfDDUjoIPg6rbTocQwz20gq00ijfD1rR= UsSPGlUbV5r8CRyrMD4+ztmzZ5mamgII9956YaVupT0rg8FgMBg+XIyg+wiJG65aLLGAqFCcKSQ= az/MQUuJYNnYcqKuCeUAR3FcnWswpW4IORJsQBEIuEjnhZgvByhNzEAjZcrnMuXPnGBoaii83Wy= AMBoPBYFjECLqPiLi9qUXiex2GF4dfA1r5WGGbVPt+EM8SlN/iA2l0nPsihECEIbpCRvEuwV1U6= PIVIjCQLOXGF0TB+V+9ejXeiRuFCPu+j+M4wa1MRInBYDAYPuYYQfcRE+1MjewHSXknlMISYnGc= TYLyPYSwUJFjNpq5S8R5aK2RQiJF6PYMBY4UMp6fiyp1K4vguZ44cYLBwUF838f3faSUOI5TsVr= NYDAYDIaPM/Kfv4nhw6TCFqHjP8IrReh6Bd9XYVadFbRoZWAA8HUgYLTWaIJWLDpwrWqtiPquSi= uU9oMQ58pHqSC5zH45ud55lMtlenp6GBsbw7Is0ul0vP4Lgvm6G+HcDQaDwWBYbkyF7iPieglv7= 5NZcY5e4FQNKnGJewmQlghcEKGDNT5g3LsNPouotRtffv3q3I3Qdo0CoKEyv29ycpLe3l5mZ2dj= wSelrNjZajAYDAaDwQi6j573FZQSgitKRQ5drFQ0ZKNM5SV5fR/ECtI6ySpb9HWpVOLy5ctcu3Y= Nz/Pi642IMxgMBoPh/RhBd0MQxv0KHS/giruxYlHQBd/eXF3ypds0oh24V69e5ezZs8zPzy/3KR= oMBoPBcMNzc6mDFUlyC0X0OVHG05W3utlIbneITA4LCwv09fVx7do1pDR/RQ0Gg8FgMBgMBoPBY= DDc5PwvXugbFFeeqxMAAAAASUVORK5CYII=3D" width=3D"628" height=3D"887" alt=3D"= " style=3D"position:absolute" /></span><span class=3D"stl07">ISSN: 2602-808= 5 </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">V= ol. 9 No. 4, pp. 40 =E2=80=93 62, octubre - diciembre 2025 </span><span cla= ss=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-spa= cing:-0.05pt">Revista Multidisciplinar </span><span class=3D"stl07" style= =3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"li= ne-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 O= riginal </span><span class=3D"stl07"> </span></p><p class=3D"stl01" st= yle=3D"line-height:10pt"><span class=3D"stl08" style=3D"font-size:10pt; let= ter-spacing:-0.05pt">Tabla 2: Referencias compartidas entre subcategor</spa= n><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=B1as de =E2= =80=9Ccontribuciones=E2=80=9D </span><span class=3D"stl08" style=3D"font-si= ze:10pt"> </span></p><p class=3D"stl01" style=3D"line-height:7.5pt"><s= pan class=3D"stl08" style=3D"font-size:7.5pt">=C2=B4</span></p><p class=3D"= stl01" style=3D"line-height:7.5pt"><span class=3D"stl08" style=3D"font-size= :7.5pt">Reconocimiento Explicar-de=EF=AC=81nir Crear</span><span class=3D"s= tl08" style=3D"font-size:7.5pt"> </span><span class=3D"stl08" style=3D= "font-size:7.5pt">colectivo Foros Formaci</span><span class=3D"stl08" style= =3D"font-size:7.5pt; letter-spacing:-3.2pt">o</span><span class=3D"stl08" s= tyle=3D"font-size:7.5pt; letter-spacing:0.05pt">=C2=B4n Actualizaci</span><= span class=3D"stl08" style=3D"font-size:7.5pt; letter-spacing:-3.2pt">o</sp= an><span class=3D"stl08" style=3D"font-size:7.5pt; letter-spacing:0.05pt">= =C2=B4n Funciones Ambitos </span><span class=3D"stl08" style=3D"font-size:7= .5pt; letter-spacing:0.05pt"> </span></p><p class=3D"stl01" style=3D"l= ine-height:7.5pt"><span class=3D"stl08" style=3D"font-size:7.5pt">Reconocim= iento 108 </span><span class=3D"stl08" style=3D"font-size:7.5pt"> </sp= an></p><p class=3D"stl01" style=3D"line-height:7.5pt"><span class=3D"stl08"= style=3D"font-size:7.5pt">Explicar-de=EF=AC=81nir 24 </span><span class=3D= "stl08" style=3D"font-size:7.5pt"> </span></p><p class=3D"stl01" style= =3D"line-height:7.5pt"><span class=3D"stl08" style=3D"font-size:7.5pt">24 <= /span><span class=3D"stl08" style=3D"font-size:7.5pt"> </span></p><p c= lass=3D"stl01" style=3D"line-height:7.5pt"><span class=3D"stl08" style=3D"f= ont-size:7.5pt">82 </span><span class=3D"stl08" style=3D"font-size:7.5pt">&= #xa0;</span></p><p class=3D"stl01" style=3D"line-height:7.5pt"><span class= =3D"stl08" style=3D"font-size:7.5pt">18 </span><span class=3D"stl08" style= =3D"font-size:7.5pt"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:7.5pt"><span class=3D"stl08" style=3D"font-size:7.5pt">9</span></p><p cl= ass=3D"stl01" style=3D"line-height:7.5pt"><span class=3D"stl08" style=3D"fo= nt-size:7.5pt">15 </span><span class=3D"stl08" style=3D"font-size:7.5pt">&#= xa0;</span></p><p class=3D"stl01" style=3D"line-height:7.5pt"><span class= =3D"stl08" style=3D"font-size:7.5pt">18 </span><span class=3D"stl08" style= =3D"font-size:7.5pt"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:7.5pt"><span class=3D"stl08" style=3D"font-size:7.5pt">73 </span><span c= lass=3D"stl08" style=3D"font-size:7.5pt"> </span></p><p class=3D"stl01= " style=3D"line-height:7.5pt"><span class=3D"stl08" style=3D"font-size:7.5p= t">1</span></p><p class=3D"stl01" style=3D"line-height:7.5pt"><span class= =3D"stl08" style=3D"font-size:7.5pt">27 </span><span class=3D"stl08" style= =3D"font-size:7.5pt"> </span></p><p class=3D"stl01" style=3D"line-heig= ht:7.5pt"><span class=3D"stl08" style=3D"font-size:7.5pt">4</span></p><p cl= ass=3D"stl01" style=3D"line-height:7.5pt"><span class=3D"stl08" style=3D"fo= nt-size:7.5pt">9</span></p><p class=3D"stl01" style=3D"line-height:7.5pt"><= span class=3D"stl08" style=3D"font-size:7.5pt">9</span></p><p class=3D"stl0= 1" style=3D"line-height:7.5pt"><span class=3D"stl08" style=3D"font-size:7.5= pt">13 </span><span class=3D"stl08" style=3D"font-size:7.5pt"> </span>= </p><p class=3D"stl01" style=3D"line-height:7.5pt"><span class=3D"stl08" st= yle=3D"font-size:7.5pt">9</span></p><p class=3D"stl01" style=3D"line-height= :7.5pt"><span class=3D"stl08" style=3D"font-size:7.5pt">5</span></p><p clas= s=3D"stl01" style=3D"line-height:7.5pt"><span class=3D"stl08" style=3D"font= -size:7.5pt">6</span></p><p class=3D"stl01" style=3D"line-height:7.5pt"><sp= an class=3D"stl08" style=3D"font-size:7.5pt">24 </span><span class=3D"stl08= " style=3D"font-size:7.5pt"> </span></p><p class=3D"stl01" style=3D"li= ne-height:7.5pt"><span class=3D"stl08" style=3D"font-size:7.5pt">27 </span>= <span class=3D"stl08" style=3D"font-size:7.5pt"> </span></p><p class= =3D"stl01" style=3D"line-height:7.5pt"><span class=3D"stl08" style=3D"font-= size:7.5pt">1</span></p><p class=3D"stl01" style=3D"line-height:7.5pt"><spa= n class=3D"stl08" style=3D"font-size:7.5pt">14 </span><span class=3D"stl08"= style=3D"font-size:7.5pt"> </span></p><p class=3D"stl01" style=3D"lin= e-height:7.5pt"><span class=3D"stl08" style=3D"font-size:7.5pt">4</span></p= ><p class=3D"stl01" style=3D"line-height:7.5pt"><span class=3D"stl08" style= =3D"font-size:7.5pt">14 </span><span class=3D"stl08" style=3D"font-size:7.5= pt"> </span></p><p class=3D"stl01" style=3D"line-height:7.5pt"><span c= lass=3D"stl08" style=3D"font-size:7.5pt">2</span></p><p class=3D"stl01" sty= le=3D"line-height:7.5pt"><span class=3D"stl08" style=3D"font-size:7.5pt">5<= /span></p><p class=3D"stl01" style=3D"line-height:7.5pt"><span class=3D"stl= 08" style=3D"font-size:7.5pt">Crear colectivo </span><span class=3D"stl08" = style=3D"font-size:7.5pt"> </span></p><p class=3D"stl01" style=3D"line= -height:7.5pt"><span class=3D"stl08" style=3D"font-size:7.5pt">Actualizaci<= /span><span class=3D"stl08" style=3D"font-size:7.5pt; letter-spacing:-3.2pt= ">o</span><span class=3D"stl08" style=3D"font-size:7.5pt; letter-spacing:0.= 65pt">=C2=B4n </span><span class=3D"stl08" style=3D"font-size:7.5pt; letter= -spacing:0.65pt"> </span></p><p class=3D"stl01" style=3D"line-height:7= .5pt"><span class=3D"stl08" style=3D"font-size:7.5pt; letter-spacing:-0.05p= t">Foros </span><span class=3D"stl08" style=3D"font-size:7.5pt; letter-spac= ing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:7.5pt= "><span class=3D"stl08" style=3D"font-size:7.5pt">15 </span><span class=3D"= stl08" style=3D"font-size:7.5pt"> </span></p><p class=3D"stl01" style= =3D"line-height:7.5pt"><span class=3D"stl08" style=3D"font-size:7.5pt">13 <= /span><span class=3D"stl08" style=3D"font-size:7.5pt"> </span></p><p c= lass=3D"stl01" style=3D"line-height:7.5pt"><span class=3D"stl08" style=3D"f= ont-size:7.5pt">9</span></p><p class=3D"stl01" style=3D"line-height:7.5pt">= <span class=3D"stl08" style=3D"font-size:7.5pt">1</span></p><p class=3D"stl= 01" style=3D"line-height:7.5pt"><span class=3D"stl08" style=3D"font-size:7.= 5pt">2</span></p><p class=3D"stl01" style=3D"line-height:7.5pt"><span class= =3D"stl08" style=3D"font-size:7.5pt">8</span></p><p class=3D"stl01" style= =3D"line-height:7.5pt"><span class=3D"stl08" style=3D"font-size:7.5pt">39 <= /span><span class=3D"stl08" style=3D"font-size:7.5pt"> </span></p><p c= lass=3D"stl01" style=3D"line-height:7.5pt"><span class=3D"stl08" style=3D"f= ont-size:7.5pt">1</span></p><p class=3D"stl01" style=3D"line-height:7.5pt">= <span class=3D"stl08" style=3D"font-size:7.5pt">8</span></p><p class=3D"stl= 01" style=3D"line-height:7.5pt"><span class=3D"stl08" style=3D"font-size:7.= 5pt">0</span></p><p class=3D"stl01" style=3D"line-height:7.5pt"><span class= =3D"stl08" style=3D"font-size:7.5pt">3</span></p><p class=3D"stl01" style= =3D"line-height:7.5pt"><span class=3D"stl08" style=3D"font-size:7.5pt">3</s= pan></p><p class=3D"stl01" style=3D"line-height:7.5pt"><span class=3D"stl08= " style=3D"font-size:7.5pt">0</span></p><p class=3D"stl01" style=3D"line-he= ight:7.5pt"><span class=3D"stl08" style=3D"font-size:7.5pt">24 </span><span= class=3D"stl08" style=3D"font-size:7.5pt"> </span></p><p class=3D"stl= 01" style=3D"line-height:7.5pt"><span class=3D"stl08" style=3D"font-size:7.= 5pt">14 </span><span class=3D"stl08" style=3D"font-size:7.5pt"> </span= ></p><p class=3D"stl01" style=3D"line-height:7.5pt"><span class=3D"stl08" s= tyle=3D"font-size:7.5pt">5</span></p><p class=3D"stl01" style=3D"line-heigh= t:7.5pt"><span class=3D"stl08" style=3D"font-size:7.5pt">76 </span><span cl= ass=3D"stl08" style=3D"font-size:7.5pt"> </span></p><p class=3D"stl01"= style=3D"line-height:7.5pt"><span class=3D"stl08" style=3D"font-size:7.5pt= ">10 </span><span class=3D"stl08" style=3D"font-size:7.5pt"> </span></= p><p class=3D"stl01" style=3D"line-height:7.5pt"><span class=3D"stl08" styl= e=3D"font-size:7.5pt">3</span></p><p class=3D"stl01" style=3D"line-height:7= .5pt"><span class=3D"stl08" style=3D"font-size:7.5pt">10 </span><span class= =3D"stl08" style=3D"font-size:7.5pt"> </span></p><p class=3D"stl01" st= yle=3D"line-height:7.5pt"><span class=3D"stl08" style=3D"font-size:7.5pt">6= 0 </span><span class=3D"stl08" style=3D"font-size:7.5pt"> </span></p><= p class=3D"stl01" style=3D"line-height:7.5pt"><span class=3D"stl08" style= =3D"font-size:7.5pt">2</span></p><p class=3D"stl01" style=3D"line-height:7.= 5pt"><span class=3D"stl08" style=3D"font-size:7.5pt">2</span></p><p class= =3D"stl01" style=3D"line-height:7.5pt"><span class=3D"stl08" style=3D"font-= size:7.5pt">3</span></p><p class=3D"stl01" style=3D"line-height:7.5pt"><spa= n class=3D"stl08" style=3D"font-size:7.5pt">Formaci</span><span class=3D"st= l08" style=3D"font-size:7.5pt; letter-spacing:-3.2pt">o</span><span class= =3D"stl08" style=3D"font-size:7.5pt; letter-spacing:0.65pt">=C2=B4n </span>= <span class=3D"stl08" style=3D"font-size:7.5pt; letter-spacing:0.65pt"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:7.5pt"><span class=3D"= stl08" style=3D"font-size:7.5pt">9</span></p><p class=3D"stl01" style=3D"li= ne-height:7.5pt"><span class=3D"stl08" style=3D"font-size:7.5pt">6</span></= p><p class=3D"stl01" style=3D"line-height:7.5pt"><span class=3D"stl08" styl= e=3D"font-size:7.5pt">2</span></p><p class=3D"stl01" style=3D"line-height:7= .5pt"><span class=3D"stl08" style=3D"font-size:7.5pt">=C2=B4</span></p><p c= lass=3D"stl01" style=3D"line-height:7.5pt"><span class=3D"stl08" style=3D"f= ont-size:7.5pt">Ambitos </span><span class=3D"stl08" style=3D"font-size:7.5= pt"> </span></p><p class=3D"stl01" style=3D"line-height:7.5pt"><span c= lass=3D"stl08" style=3D"font-size:7.5pt">6</span></p><p class=3D"stl01" sty= le=3D"line-height:7.5pt"><span class=3D"stl08" style=3D"font-size:7.5pt">2<= /span></p><p class=3D"stl01" style=3D"line-height:7.5pt"><span class=3D"stl= 08" style=3D"font-size:7.5pt">2</span></p><p class=3D"stl01" style=3D"line-= height:7.5pt"><span class=3D"stl08" style=3D"font-size:7.5pt">5</span></p><= p class=3D"stl01" style=3D"line-height:7.5pt"><span class=3D"stl08" style= =3D"font-size:7.5pt">23 </span><span class=3D"stl08" style=3D"font-size:7.5= pt"> </span></p><p class=3D"stl01" style=3D"line-height:7.5pt"><span c= lass=3D"stl08" style=3D"font-size:7.5pt">36 </span><span class=3D"stl08" st= yle=3D"font-size:7.5pt"> </span></p><p class=3D"stl01" style=3D"line-h= eight:7.5pt"><span class=3D"stl08" style=3D"font-size:7.5pt">5</span></p><p= class=3D"stl01" style=3D"line-height:7.5pt"><span class=3D"stl08" style=3D= "font-size:7.5pt">Funciones </span><span class=3D"stl08" style=3D"font-size= :7.5pt"> </span></p><p class=3D"stl01" style=3D"line-height:7.5pt"><sp= an class=3D"stl08" style=3D"font-size:7.5pt">5</span></p><p class=3D"stl01"= style=3D"line-height:7.5pt"><span class=3D"stl08" style=3D"font-size:7.5pt= ">14 </span><span class=3D"stl08" style=3D"font-size:7.5pt"> </span></= p><p class=3D"stl01" style=3D"line-height:7.5pt"><span class=3D"stl08" styl= e=3D"font-size:7.5pt">2</span></p><p class=3D"stl01" style=3D"line-height:7= .5pt"><span class=3D"stl08" style=3D"font-size:7.5pt">6</span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter= -spacing:-0.05pt">identi=EF=AC=81quen y a la vez generen una red pro-</span= ><span class=3D"stl08"> </span><span class=3D"stl08" style=3D"letter-s= pacing:-0.05pt">=E2=80=9CForos=E2=80=9D, que cuenta con 76 referencias, 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">fes= ional. Ambas cuestiones, por tanto, est</span><span class=3D"stl08" style= =3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-s= pacing:0.65pt">=C2=B4n</span><span class=3D"stl08"> </span><span class= =3D"stl08" style=3D"letter-spacing:-0.05pt">relaciona con mayor intensidad = con =E2=80=9CCrear </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">estrechamente relacionadas: =E2=80=9CEducablog es</span><sp= an class=3D"stl08"> </span><span class=3D"stl08">colectivo-red=E2=80= =9D compartiendo 27 y con =E2=80=9CEx- </span><span class=3D"stl08"> <= /span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl0= 8">un espacio de encuentro de referencia pa-</span><span class=3D"stl08">&#= xa0;</span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">plicar, d= e=EF=AC=81nir nuestra profesi</span><span class=3D"stl08" style=3D"letter-s= pacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">= =C2=B4n=E2=80=9D coincidien- </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">ra las personas que ejercemos la educaci</span><spa= n class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl0= 8" style=3D"letter-spacing:1pt">=C2=B4n</span><span class=3D"stl08"> <= /span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">do en 24. Esta= s relaciones ya se han expli- </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">social. Nos ayuda a de=EF=AC=81nirnos a nosotras= </span><span class=3D"stl08"> </span><span class=3D"stl08" style=3D"le= tter-spacing:0.05pt">cado con anterioridad. </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" style=3D"letter-spacing:-0.05pt">mi= smas en una profesi</span><span class=3D"stl08" style=3D"letter-spacing:-5p= t">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n en= la que hay tanta </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" style=3D"letter-spacing:-0.05pt">La subcategor</span><span cl= ass=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"= stl08">=C4=B1a =E2=80=9CFormaci</span><span class=3D"stl08" style=3D"letter= -spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt"= >=C2=B4n-Jornadas- </span><span class=3D"stl08" style=3D"letter-spacing:0.1= pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cl= ass=3D"stl08">falta de narrativas=E2=80=9D (C32); =E2=80=9Cmisi</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 interac- </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">congresos=E2=80=9D cuenta co= n 60 referencias y se </span><span class=3D"stl08"> </span></p><p clas= s=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= ">=C2=B4n son claves en nuestro d</span><span class=3D"stl08" style=3D"lett= er-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08" style=3D"letter-spac= ing:-0.15pt">=C4=B1a a d</span><span class=3D"stl08" style=3D"letter-spacin= g:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a=E2=80=9D (C33); </spa= n><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-h= eight:12pt"><span class=3D"stl08">relaciona con intensidad con =E2=80=9CExp= licar, </span><span class=3D"stl08"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl08">=E2=80=9Cnarrativas de la mis= ma y conexiones entre </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">de=EF=AC=81nir nuestro trabajo=E2=80=9D con 14 referenci= as, </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"= >entendiendo la formaci</span><span class=3D"stl08" style=3D"letter-spacing= :-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4= n de profesionales </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">personas, proyectos, entida= des=E2=80=9D (C91). </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:-0.15pt">Por </span><span class=3D= "stl08" style=3D"letter-spacing:-4.95pt">u</span><span class=3D"stl08" styl= e=3D"letter-spacing:1pt">=C2=B4</span><span class=3D"stl08">ltimo, en la su= bcategor</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2= =B4</span><span class=3D"stl08">=C4=B1a =E2=80=9CFunciones</span><span clas= s=3D"stl08"> </span><span class=3D"stl08">como un aprendizaje continuo= que se </span><span class=3D"stl08"> </span></p><p class=3D"stl01" st= yle=3D"line-height:12pt"><span class=3D"stl08">educador(a) social=E2=80=9D,= que cuenta con 23 re-</span><span class=3D"stl08"> </span><span class= =3D"stl08">basa en compartir experiencias y buenas </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">ferencias, la mayor relaci<= /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 se da con =E2=80=9CEx-<= /span><span class=3D"stl08"> </span><span class=3D"stl08">pr</span><sp= an class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"= stl08">=C2=B4cticas y en la explicaci</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 nuestro </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" style=3D"letter-spacing:-0.05pt">plicar, de=EF=AC=81ni= r nuestro trabajo=E2=80=9D con 14 coin-</span><span class=3D"stl08"> <= /span><span class=3D"stl08">trabajo: =E2=80=9Cvisibiliza las buenas pr</spa= n><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span clas= s=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4cticas </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">cidencias ya que precis= amente las funciones</span><span class=3D"stl08"> </span><span class= =3D"stl08" style=3D"letter-spacing:-0.05pt">y aprendizajes de la propia pro= fesi</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><spa= n class=3D"stl08" style=3D"letter-spacing:0.5pt">=C2=B4n, </span><span clas= s=3D"stl08" style=3D"letter-spacing:0.5pt"> </span></p><p class=3D"stl= 01" style=3D"line-height:12pt"><span class=3D"stl08">que desempe</span><spa= n class=3D"stl08" style=3D"letter-spacing:-5pt">n</span><span class=3D"stl0= 8" style=3D"letter-spacing:0.05pt">=CB=9Can las y los profesionales re-</sp= an><span class=3D"stl08"> </span><span class=3D"stl08">siempre aprendi= endo de lo vivido y de las </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">sultan clave para explicar el trabajo de la</span><= span class=3D"stl08"> </span><span class=3D"stl08">experiencias fundam= entadas en las teor</span><span class=3D"stl08" style=3D"letter-spacing:-3.= 65pt">=C2=B4</span><span class=3D"stl08">=C4=B1as </span><span class=3D"stl= 08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cl= ass=3D"stl08">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 = Social en los distintos </span><span class=3D"stl08" style=3D"letter-spacin= g:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2= =B4mbitos:</span><span class=3D"stl08"> </span><span class=3D"stl08" s= tyle=3D"letter-spacing:-0.05pt">de la propia profesi</span><span class=3D"s= tl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08">=C2=B4n= =E2=80=9D (C25). Tambi</span><span class=3D"stl08" style=3D"letter-spacing:= -4.65pt">e</span><span class=3D"stl08" style=3D"letter-spacing:0.35pt">=C2= =B4n se </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"stl= 08">=E2=80=9Cayuda al debate de lo que hace o no el Edu-</span><span class= =3D"stl08"> </span><span class=3D"stl08">relaciona con =E2=80=9CForos= =E2=80=9D con 10 referencias, </span><span class=3D"stl08"> </span></p= ><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">cador = Social=E2=80=9D (C48); =E2=80=9Csaber cu</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=B4l es nuestra</span><span class=3D"stl08"> </span>= <span class=3D"stl08">ya que =E2=80=9CEducablog=E2=80=9D se entiende como u= n </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D= "line-height:12pt"><span class=3D"stl08">misi</span><span class=3D"stl08" s= tyle=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-= spacing:0.05pt">=C2=B4n ante la sociedad=E2=80=9D (C62); =E2=80=9Cmucho del= </span><span class=3D"stl08"> </span><span class=3D"stl08">espacio de = aprendizaje compartido en el </span><span class=3D"stl08"> </span></p>= <p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">aporte = de Educablog ayuda a identi=EF=AC=81car de</span><span class=3D"stl08"> = 0;</span><span class=3D"stl08">que es necesario el concurso de espacios </s= pan><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line= -height:12pt"><span class=3D"stl08">manera din</span><span class=3D"stl08" = style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"let= ter-spacing:0.05pt">=C2=B4mica y autocr</span><span class=3D"stl08" style= =3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1tica e= l rol del pro-</span><span class=3D"stl08"> </span><span class=3D"stl0= 8">de interacci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o= </span><span class=3D"stl08">=C2=B4n como los foros: =E2=80=9Cre=EF=AC=82ex= i</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span c= lass=3D"stl08" style=3D"letter-spacing:1pt">=C2=B4n </span><span class=3D"s= tl08" style=3D"letter-spacing:1pt"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05p= t">fesional de la educaci</span><span class=3D"stl08" style=3D"letter-spaci= ng:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2= =B4n social en medio de</span><span class=3D"stl08"> </span><span clas= s=3D"stl08">compartida y construcci</span><span class=3D"stl08" style=3D"le= tter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.= 1pt">=C2=B4n de conocimiento </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">la sociedad y en relaci</span><span class=3D"stl08"= style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"lette= r-spacing:0.05pt">=C2=B4n a otros profesiona-</span><span class=3D"stl08">&= #xa0;</span><span class=3D"stl08">de profesionales en torno a la pr</span><= span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class= =3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4ctica=E2=80=9D </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">les=E2=80=9D (C= 110). </span><span class=3D"stl08"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span class=3D"stl08">Si analizamos las subcategor</= span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><s= pan class=3D"stl08">=C4=B1as de =E2=80=9CDesa-</span><span class=3D"stl08">=  </span><span class=3D"stl08">La </span><span class=3D"stl08"> </= span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08= ">rrollo profesional=E2=80=9D, en lo que respecta a</span><span class=3D"st= l08"> </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">In= formaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><= span class=3D"stl08">=C2=B4n=E2=80=9D, que contiene 39 referencias, </span>= <span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-hei= ght:12pt"><span class=3D"stl08">(C41). </span><span class=3D"stl08"> <= /span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl0= 8" style=3D"letter-spacing:-0.05pt">subcategor</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">=E2= =80=9CActualizaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt"= >o</span><span class=3D"stl08" style=3D"letter-spacing:1pt">=C2=B4</span><s= pan class=3D"stl08">n- </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 55- 62 </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:16"><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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" 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. 40 =E2=80=93 62, 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"l= etter-spacing:-0.05pt">Revista Multidisciplinar </span><span class=3D"stl07= " style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" styl= e=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"stl08">tiene una relaci</s= pan><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class= =3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n importante con =E2=80=9C= Re-</span><span class=3D"stl08"> </span><span class=3D"stl08" style=3D= "letter-spacing:-0.05pt">Con la subcategor</span><span class=3D"stl08" styl= e=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a =E2= =80=9CCrear colectivo-red=E2=80=9D </span><span class=3D"stl08"> </spa= n></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">c= onocimiento, visibilizaci</span><span class=3D"stl08" style=3D"letter-spaci= ng:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.2pt">=C2= =B4n=E2=80=9D con 13</span><span class=3D"stl08"> </span><span class= =3D"stl08">comparte 15 referencias y la relaci</span><span class=3D"stl08" = style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter= -spacing:0.2pt">=C2=B4n entre </span><span class=3D"stl08" style=3D"letter-= spacing:0.2pt"> </span></p><p class=3D"stl01" style=3D"line-height:12p= t"><span class=3D"stl08">referencias compartidas que inciden en ambas</span= ><span class=3D"stl08"> </span><span class=3D"stl08" style=3D"letter-s= pacing:-0.05pt">se explica por el hecho de que para </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">que la visibilizaci</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 profesi</span><span cl= ass=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" s= tyle=3D"letter-spacing:0.2pt">=C2=B4n est</span><span class=3D"stl08" style= =3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08">=C2=B4</span><spa= n class=3D"stl08"> </span><span class=3D"stl08">visibilizar la profesi= </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 cobra gran relevan- <= /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">unida= estrechamente con la actualidad de la</span><span class=3D"stl08"> </= span><span class=3D"stl08">cia que se genere una red que la impulse: </span= ><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-he= ight:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">misma, si= endo clave informar sobre lo que</span><span class=3D"stl08"> </span><= span class=3D"stl08">=E2=80=9Cla presencia en redes de diferentes recursos = </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">ocur= re en relaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</s= pan><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n a la Educa= ci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span = class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4n Social</span><span = class=3D"stl08"> </span><span class=3D"stl08">sobre 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 Social, adem</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=B4s de visibili- </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">y =E2=80=9CEducablog=E2=80=9D = cumple con este cometido:</span><span class=3D"stl08"> </span><span cl= ass=3D"stl08">zar, permiten que las personas que estamos </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">=E2=80=9Cvisibilizar = nuestra profesi</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o= </span><span class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4n y apor= tarnos</span><span class=3D"stl08"> </span><span class=3D"stl08">dentr= o de este campo nos sintamos a</span><span class=3D"stl08" style=3D"letter-= spacing:-5pt">u</span><span class=3D"stl08" style=3D"letter-spacing:0.5pt">= =C2=B4n m</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</s= pan><span class=3D"stl08" style=3D"letter-spacing:0.65pt">=C2=B4s </span><s= pan class=3D"stl08" style=3D"letter-spacing:0.65pt"> </span></p><p cla= ss=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"lett= er-spacing:-0.05pt">informaci</span><span class=3D"stl08" style=3D"letter-s= pacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">= =C2=B4n; Resulta </span><span class=3D"stl08" style=3D"letter-spacing:-5pt"= >u</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4til ya= que da a identi=EF=AC=81cadas,</span><span class=3D"stl08"> </span><s= pan class=3D"stl08">teniendo la educaci</span><span class=3D"stl08" style= =3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spac= ing:0.15pt">=C2=B4n social </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:-0.05pt">conocer nuevos proy= ectos y/o experiencias</span><span class=3D"stl08"> </span><span class= =3D"stl08">presente en m</span><span class=3D"stl08" style=3D"letter-spacin= g:-4.95pt">u</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">= =C2=B4ltiples aspectos de nuestras </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">innovadoras= =E2=80=9D (C96). </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">vidas m</span><span class=3D"stl08" style=3D"letter-spacing:-= 4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2= =B4s all</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</sp= an><span class=3D"stl08">=C2=B4 de lo acad</span><span class=3D"stl08" styl= e=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08">=C2=B4mico o pro= fesio- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl08">nal=E2=80=9D(C66); =E2=80=9Cl= e da m</span><span class=3D"stl08" style=3D"letter-spacing:-4.95pt">u</span= ><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4sculo=E2=80=9D = (C87). </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:-0.15pt">Por </span><span class=3D"stl08" style= =3D"letter-spacing:-4.95pt">u</span><span class=3D"stl08" style=3D"letter-s= pacing:1pt">=C2=B4</span><span class=3D"stl08">ltimo, 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 con =E2=80=9CExplicar de=EF=AC=81= nir </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" = style=3D"letter-spacing:-0.05pt">nuestro trabajo=E2=80=9D con la que compar= te 9 refe-</span><span class=3D"stl08"> </span><span class=3D"stl08">F= inalizando con 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 relacio- </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" style=3D"letter-spacing:-0.05pt">rencias, se de=EF=AC=81ne po= r el hecho de que infor-</span><span class=3D"stl08"> </span><span cla= ss=3D"stl08">nes, dentro de =E2=80=9Cotras=E2=80=9D la subcategor</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">=C2=B4</span></= p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">mar s= obre la actualidad de la profesi</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 est</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">= a</span><span class=3D"stl08">=C2=B4</span><span class=3D"stl08"> </sp= an><span class=3D"stl08">=E2=80=9CAmbitos=E2=80=9D se relaciona principalme= nte con </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:-3.6= 5pt">=C2=B4</span><span class=3D"stl08">=C4=B1ntimamente relacionado con la= explicaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</spa= n><span class=3D"stl08" style=3D"letter-spacing:1pt">=C2=B4n</span><span cl= ass=3D"stl08"> </span><span class=3D"stl08">=E2=80=9CReconocimiento-vi= sibilizaci</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=E2=80=9D co= n la que </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"st= l08">y =E2=80=9Cla difusi</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 de experiencias y recorridos</span><span class=3D"stl08"> </span>= <span class=3D"stl08">comparte 9 referencias ya que precisamente </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">profesionales= =E2=80=9D (C51) </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">la visibilizaci</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 de la profesi</span><span class=3D"stl08" style=3D"letter-spacing:-= 5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.2pt">=C2=B4n e= st</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><sp= an class=3D"stl08">=C2=B4 rela- </span><span class=3D"stl08"> </span><= /p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">cion= ada con la de todos los </span><span class=3D"stl08" style=3D"letter-spacin= g:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">= =C2=B4mbitos que 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">componen: =E2=80=9Cdar a conocer la profesi</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 y </span><span class=3D"stl08" style=3D"= letter-spacing:1pt"> </span></p><p class=3D"stl01" style=3D"line-heigh= t:12pt"><span class=3D"stl08">sus ramas=E2=80=9D (C88); =E2=80=9Cmuestra la= realidad pro- </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">fesional del colectivo en diferentes </span><span class=3D"stl0= 8" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"= letter-spacing:0.1pt">=C2=B4mbitos=E2=80=9D </span><span class=3D"stl08" st= yle=3D"letter-spacing:0.1pt"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08">(C69). </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">Respecto a la =E2=80=9CProfesio= nalizaci</span><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=9D, la = sub- </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"= style=3D"letter-spacing:-0.05pt">categor</span><span class=3D"stl08" style= =3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a =E2= =80=9CReconocimiento-visibilizaci</span><span class=3D"stl08" style=3D"lett= er-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.5p= t">=C2=B4n=E2=80=9D </span><span class=3D"stl08" style=3D"letter-spacing:0.= 5pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span c= lass=3D"stl08" style=3D"letter-spacing:-0.15pt">recoge la mayor</span><span= class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class= =3D"stl08">=C4=B1a de las referencias con 108, </span><span class=3D"stl08"= > </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">incidiendo principalmente en el reconoci- </span><span class=3D"= stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span= class=3D"stl08">miento de la labor de =E2=80=9CEducablog=E2=80=9D en este = </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08">sentido. </span><span class=3D"stl08= "> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span clas= s=3D"stl08">Asimismo, se relaciona con =E2=80=9CExplicar- </span><span clas= s=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt">= <span class=3D"stl08">de=EF=AC=81nir nuestro trabajo=E2=80=9D compartiendo = 5 re- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span class=3D"stl08">ferencias que inciden en que = =E2=80=9CEducablog=E2=80=9D </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">=E2=80=9Cmuestra en qu</span><span class=3D"stl08"= style=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08">=C2=B4 cons= iste la educaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o= </span><span class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4n social= </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">en = todos sus </span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</= span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4mbitos=E2= =80=9D (C43), y con =E2=80=9CFuncio- </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">nes educador(a) social=E2=80=9D con la que= tiene en </span><span class=3D"stl08"> </span></p><p class=3D"stl01" = style=3D"line-height:12pt"><span class=3D"stl08">com</span><span class=3D"s= tl08" style=3D"letter-spacing:-4.95pt">u</span><span class=3D"stl08" style= =3D"letter-spacing:0.15pt">=C2=B4n tambi</span><span class=3D"stl08" style= =3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08">=C2=B4n 5 referen= cias que se</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">n</sp= an><span class=3D"stl08" style=3D"letter-spacing:0.25pt">=CB=9Calan </span>= <span class=3D"stl08" style=3D"letter-spacing:0.25pt"> </span></p><p c= lass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">que dicho e= spacio es </span><span class=3D"stl08" style=3D"letter-spacing:-4.95pt">u</= span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4til para = =E2=80=9Cvalidar las </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">funciones y puestos propias de la educaci</span><span clas= s=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" sty= le=3D"letter-spacing:1pt">=C2=B4n </span><span class=3D"stl08" style=3D"let= ter-spacing:1pt"> </span></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><span class=3D"stl08">social=E2=80=9D (C13) en sus diferentes </span><= span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class= =3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4reas de ac- </span><span cl= ass=3D"stl08" style=3D"letter-spacing:0.1pt"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl08">tuaci</span><span cl= ass=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" s= tyle=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"stl08">En cuanto a la relaci</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 con =E2=80=9CExplicar y 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">=EF=AC=81nir nu= estro trabajo=E2=80=9D, con la que comparte </span><span class=3D"stl08">&#= xa0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D= "stl08">24 referencias, tal y como se se</span><span class=3D"stl08" style= =3D"letter-spacing:-5pt">n</span><span class=3D"stl08" style=3D"letter-spac= ing:0.35pt">=CB=9Cal</span><span class=3D"stl08" style=3D"letter-spacing:-5= pt">o</span><span class=3D"stl08">=C2=B4 con an- </span><span class=3D"stl0= 8"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cla= ss=3D"stl08">terioridad se establece en el sentido de que </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">explicando nuestra p= rofesi</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 a la sociedad </= 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">contrib= uimos a la visibilizaci</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 la misma: </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" style=3D"letter-spacing:-0.05pt">=E2=80=9Cexplicar la profesi</s= pan><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class= =3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n a la sociedad, visibi- <= /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">lidad= de la misma y de las personas destina- </span><span class=3D"stl08"> = </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl= 08">tarias, abrir miradas nuevas y crear nuevas </span><span class=3D"stl08= "> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span clas= s=3D"stl08">experiencias, abrir la mira a la Educaci</span><span class=3D"s= tl08" 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-sp= acing:1pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">Social m</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=B4s normalizada posible, sin tanta </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">etiqueta y de=EF=AC=81nici</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 establecida=E2=80=9D (C11). </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"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 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=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-sp= acing:-0.05pt">Vol. 9 No. 4, pp. 40 =E2=80=93 62, 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" sty= le=3D"letter-spacing:-0.05pt">Revista Multidisciplinar </span><span class= =3D"stl07" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"st= l01" 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"stl= 07">=C4=B1culo Original </span><span class=3D"stl07"> </span></p><p cl= ass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">=C2=B4</span= ></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl09" st= yle=3D"letter-spacing:normal">4. Discusi</span><span class=3D"stl16" style= =3D"letter-spacing:-5pt">o</span><span class=3D"stl16" style=3D"letter-spac= ing:1pt">=C2=B4n </span><span class=3D"stl16" style=3D"letter-spacing:1pt">=  </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">colaborativo mediada por las TIC (Avalos, </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">2007; Balart Carmona y Cor= t</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=B4s Fuenteal- </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">ba, 2018). = Espacios como este blog, resul- </span><span class=3D"stl08"> </span><= /p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">tan = id</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span = class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4neos para la de=EF=AC= =81nici</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><= span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n, por un lado, <= /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">de la = propia identidad profesional en el en- </span><span class=3D"stl08"> <= /span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl0= 8">torno virtual y por otro, para la delimitaci</span><span class=3D"stl08"= style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"lette= r-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" style=3D"letter-spacing:-0.05pt">de las funciones educativa= s que debe ejer- </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">cer la Educaci</span><span class=3D"stl08" style=3D"letter-sp= acing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">= =C2=B4n Social en el entorno virtual </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">(S</span><span class=3D"stl08" style=3D"let= ter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:= 0.05pt">=C2=B4nchez, 2012). </span><span class=3D"stl08" style=3D"letter-sp= acing:0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt= "><span class=3D"stl08">Despu</span><span class=3D"stl08" style=3D"letter-s= pacing:-4.65pt">e</span><span class=3D"stl08">=C2=B4s de analizar las =E2= =80=9Cvoces=E2=80=9D de las per- </span><span class=3D"stl08"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">son= as profesionales del tercer sector social </span><span class=3D"stl08"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08">seguidoras de =E2=80=9CEducablog=E2=80=9D, queda re=EF=AC=82eja- </sp= an><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-= height:12pt"><span class=3D"stl08">do que dicho espacio tiene una contribuc= i</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span c= lass=3D"stl08" style=3D"letter-spacing:1pt">=C2=B4n </span><span class=3D"s= tl08" style=3D"letter-spacing:1pt"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span class=3D"stl08">signi=EF=AC=81cativa en los as= pectos se</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">n</span= ><span class=3D"stl08" style=3D"letter-spacing:0.15pt">=CB=9Calados. </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 este mo= do, en 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 a la pro= fesionali- </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">zaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</sp= an><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n destaca la= labor del espacio en rela- </span><span class=3D"stl08" style=3D"letter-sp= acing: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-spac= ing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2= =B4n a la =E2=80=9Cvisibilizaci</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 reivindicaci</span><span class=3D"stl08" style=3D"letter-spacing= :-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.35pt">=C2=B4= n=E2=80=9D 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">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 = Social, teniendo en cuenta que </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">el blog ha acompa</span><span class=3D"stl08" st= yle=3D"letter-spacing:-5pt">n</span><span class=3D"stl08" style=3D"letter-s= pacing:0.05pt">=CB=9Cado a dicha profesi</span><span class=3D"stl08" style= =3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spac= ing:0.5pt">=C2=B4n en </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">el inicio del proceso de profesionalizaci</span><span clas= s=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" sty= le=3D"letter-spacing:1pt">=C2=B4n </span><span class=3D"stl08" style=3D"let= ter-spacing:1pt"> </span></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><span class=3D"stl08">despu</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 aprobaci</span><span class=3D"stl08" style=3D"letter-sp= acing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">= =C2=B4n de la creaci</span><span class=3D"stl08" style=3D"letter-spacing:-5= pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.5pt">=C2=B4n de= </span><span class=3D"stl08" style=3D"letter-spacing:0.5pt"> </span><= /p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">la d= iplomatura. Cuesti</span><span class=3D"stl08" style=3D"letter-spacing:-5pt= ">o</span><span class=3D"stl08">=C2=B4n clave, sobre todo, </span><span cla= ss=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"= ><span class=3D"stl08">en los inicios de dicho proceso profesionali- </span= ><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-he= ight:12pt"><span class=3D"stl08">zador y teniendo en cuenta que, a pesar de= su </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">rapidez, </span><span class=3D"= stl08" style=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08">=C2= =B4ste no ha venido acompa</span><span class=3D"stl08" style=3D"letter-spac= ing:-5pt">n</span><span class=3D"stl08" style=3D"letter-spacing:0.25pt">=CB= =9Cado de </span><span class=3D"stl08" style=3D"letter-spacing:0.25pt"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08">un reconocimiento equivalente por parte de </span><span class=3D"stl0= 8"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cla= ss=3D"stl08">las administraciones (Vilar Mart</span><span class=3D"stl08" s= tyle=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1n,= 2018). </span><span class=3D"stl08"> </span></p><p class=3D"stl01" st= yle=3D"line-height:12pt"><span class=3D"stl08">Asimismo, respecto al espaci= o virtual, a la </span><span class=3D"stl08"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl08">Educaci</span><span = class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08"= style=3D"letter-spacing:0.15pt">=C2=B4n Social a</span><span class=3D"stl0= 8" style=3D"letter-spacing:-5pt">u</span><span class=3D"stl08" style=3D"let= ter-spacing:0.05pt">=C2=B4n le queda mucho para </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">alcanzar un desarrollo adecuado= (Amador </span><span class=3D"stl08"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><span class=3D"stl08">Mu</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=9Coz et al., 2014) y espacios como =E2=80=9CEdu- <= /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">cablo= g=E2=80=9D ofrecen a las y los profesionales la </span><span class=3D"stl08= "> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span clas= s=3D"stl08">oportunidad de re=EF=AC=82exionar conjuntamente </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">en torno a la pr</s= pan><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span cl= ass=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4ctica de manera cr</spa= n><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span= class=3D"stl08">=C4=B1tica, apo- </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">yando dicho proceso de profesionalizaci</spa= n><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 class=3D"stl01" style=3D= "line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.1pt">(R= om</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><sp= an class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n Garc</span><span= class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class= =3D"stl08">=C4=B1a y Mart</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=B1nez-Rivera, 2017). </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">En referencia al desarrollo profesional, ofre- <= /span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl08">ce un espacio de di</span><span class= =3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08">= =C2=B4logo para la re=EF=AC=82exi</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= " style=3D"letter-spacing:-0.15pt">cr</span><span class=3D"stl08" style=3D"= letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1tica conti= nua y conjunta sobre la pr</span><span class=3D"stl08" style=3D"letter-spac= ing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.15pt">= =C2=B4cti- </span><span class=3D"stl08" style=3D"letter-spacing:0.15pt">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"= stl08" style=3D"letter-spacing:-0.05pt">ca, siendo un lugar valioso para la= formaci</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 cla= ss=3D"stl08" style=3D"letter-spacing:1pt"> </span></p><p class=3D"stl0= 1" style=3D"line-height:12pt"><span class=3D"stl08">a lo largo de la vida p= rofesional (Domingo </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">Segovia, 2003) y que encajar</span><span class=3D"stl08" = style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a= en la con- </span><span class=3D"stl08"> </span></p><p class=3D"stl01= " style=3D"line-height:12pt"><span class=3D"stl08">cepci</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 de una =E2=80=9Ccomunidad de aprendizaj= e=E2=80=9D </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">virtual en la que se analizan y contrastan las </span><span class=3D= "stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><spa= n class=3D"stl08">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= cticas pedag</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</s= pan><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4gicas de ma= nera coopera- </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">tiva construyendo el aprendizaj= e de mane- </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">ra social (Barrera et al., 2017). Del mismo </span><span class=3D"s= tl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span = class=3D"stl08" style=3D"letter-spacing:-0.05pt">modo, =E2=80=9CEducablog= =E2=80=9D encajar</span><span class=3D"stl08" style=3D"letter-spacing:-3.65= pt">=C2=B4</span><span class=3D"stl08">=C4=B1a en una pers- </span><span cl= ass=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt= "><span class=3D"stl08">pectiva amplia del aprendizaje en la que tie- </spa= n><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-h= eight:12pt"><span class=3D"stl08">nen presencia tanto el aprendizaje formal= </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"= line-height:12pt"><span class=3D"stl08">como el no formal y el informal (Be= lando- </span><span class=3D"stl08"> </span></p><p class=3D"stl01" sty= le=3D"line-height:12pt"><span class=3D"stl08">Montoro, 2017), de hecho, aut= oras como Fa- </span><span class=3D"stl08"> </span></p><p class=3D"stl= 01" style=3D"line-height:12pt"><span class=3D"stl08">jardo Mart</span><span= class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class= =3D"stl08">=C4=B1nez (2020) indican que es nece- </span><span class=3D"stl0= 8"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cla= ss=3D"stl08">sario potenciar tambi</span><span class=3D"stl08" style=3D"let= ter-spacing:-4.65pt">e</span><span class=3D"stl08" style=3D"letter-spacing:= 0.05pt">=C2=B4n otros tipos de apren- </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">dizajes entre iguales, de car</span><span= class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"st= l08" style=3D"letter-spacing:0.15pt">=C2=B4cter m</span><span class=3D"stl0= 8" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"= letter-spacing:-0.05pt">=C2=B4s infor- </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">mal y tambi</span><span class=3D"stl0= 8" style=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08" style=3D"= letter-spacing:0.05pt">=C2=B4n desde el espacio virtual. </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">Continuando con la ide= ntidad profesional, </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">=E2=80=9CEducab= log=E2=80=9D es un espacio en el que =E2=80=9Cexpli- </span><span class=3D"= stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span= class=3D"stl08">car y de=EF=AC=81nir el trabajo=E2=80=9D desde las experie= n- </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= ">cias personales que a su vez generan identi- </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">=EF=AC=81caci</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 y sentido de pertenencia a un =E2=80=9C= co- </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">= lectivo profesional=E2=80=9D por parte de las dem</span><span class=3D"stl0= 8" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"= letter-spacing:0.65pt">=C2=B4s </span><span class=3D"stl08" style=3D"letter= -spacing:0.65pt"> </span></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><span class=3D"stl08">personas que habitan este espacio WEB 2.0, </spa= n><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-h= eight:12pt"><span class=3D"stl08">generando una =E2=80=9Cred=E2=80=9D de co= municaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span>= <span class=3D"stl08" style=3D"letter-spacing:0.25pt">=C2=B4n pro- </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" style=3D"let= ter-spacing:-0.05pt">fesional y una comunidad de aprendizaje </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">En cuanto a las= mejoras se</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">n</sp= an><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=CB=9Caladas por la= 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">per= sonas que han respondido el cuestiona- </span><span class=3D"stl08"> <= /span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl0= 8">rio, en 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 al = =E2=80=9Ccontenido=E2=80=9D reclaman dar </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">mayor= visibilidad a =E2=80=9Ctodos=E2=80=9D los </span><span class=3D"stl08" sty= le=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter= -spacing:0.1pt">=C2=B4mbitos de la </span><span class=3D"stl08" style=3D"le= tter-spacing:0.1pt"> </span></p><p class=3D"stl01" style=3D"line-heigh= t:12pt"><span class=3D"stl08">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 Social, re=EF=AC=82ej</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=B4ndose as</span><span class=3D"stl08" style=3D"letter-spacin= g:-3.65pt">=C2=B4</span><span class=3D"stl08" style=3D"letter-spacing:-0.15= pt">=C4=B1 la diver- </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">sidad de la misma y contribuy</span><span class=3D"stl08"= style=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08" style=3D"le= tter-spacing:0.05pt">=C2=B4ndose a a=EF=AC=81an- </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">zar la identidad profesional (= Vilar Mart</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2= =B4</span><span class=3D"stl08">=C4=B1n, </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">2018). Asimismo, se demanda mayor pre= - </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"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-s= pacing:-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"fon= t-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 cla= ss=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">http://creativeco= mmons.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"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:12pt"><span class=3D"stl07">Predicci</spa= n><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"stl= 07">=C4=B1=EF=AC=81ca </span><span class=3D"stl07"> </span></p><p clas= s=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"stl= 07" style=3D"letter-spacing:0.1pt">=C2=B4gina 57- 62 </span><span class=3D"= stl07" style=3D"letter-spacing:0.1pt"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><span style=3D"height:0pt; display:block; positio= n:absolute; z-index:18"><img src=3D"data:image/png;base64,iVBORw0KGgoAAAANS= UhEUgAAAnQAAAN3CAYAAAC7isfVAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAOxAAADsQBlSsO= GwAAIABJREFUeJzsvdmzHcd95/n5/TKrzt2wETsIkAQXUFwkcZEokdZiW5Zt2e6RQ57pcXd0dMT= EREzEvM0/Mu/zMv3QE9EdMx677bG8yW5KrYVauEqkSFHcCRHEvt/lnKrM3zxkVp065557LwACIA= GcH4l7zz1VlZVVuX3z+9vkgf/pL4wsZu1HQMBAmSQCCJGYPk4Uy2ddodj611pTjUspo/Mc0lx7u= dXJ78YAu+KHAtnguda6b/6jKYX0RIq0hyNIxMTSZwxE2jrHfJmPAR8FjZ5ontpDLQEk1c1FUAzB= CDiiFBiGSEBSKavrdRVl9HlzuxlESf8A1AQfDTWIIgSFSo2Yn8GbUeSqBpFLfuHX6plW3wi6lVp= 938vsJJdyy+YelzRwJois924s/1s94sfb80ruLeuO2JirJ4gJUaztJ5avHnmdzTgWAREMQczAIn= 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WPlaYJtW+H9izBOG3+EQaHfu+CCEQoYmukJG9S3CICrt8hQgaSBZz/QuiYP2XL1+OZ+JGJsK+7+= M4TrCXsSgxGAwGw02OEXSfMNHM1Kj9ICnvhFJYQiyUs0lQvocQFirqmI1q7hJ2HlprpJBIEXZ7h= gJHChnXz0WRuuVF8FqPHTvG4OAgvu/j+z5SShzHqRitZjAYDAbDzYz853cxfJxUtEXo+K/wSRF2= vYLvq9CrzgpStDJoAPB1IGC01miCVCw66FrVWhHlXZVWKO0HJs6VV6kgOcx+KbnWOsrlMj09PYy= OjmJZFul0Oh7/BUF93fWwdoPBYDAYlhoTofuEuJbD24dkVuyjF3SqBpG4xFECpCWCLoiwgzU+YZ= y7DW5FlNqNt187Onc9pF0jA2io9O+bmJigt7eXmZmZWPBJKStmthoMBoPBYDCC7pPnQwGlhOCKX= JHDLlYqErKRp/Iiv76PYhlpnWSULbpfKpW4ePEiV65cwfO8+Hkj4gwGg8Fg+DBG0F0XhHa/QscD= uOJsrFgQdMHDGytLvniaRjQD9/Lly5w+fZq5ubmlXqLBYDAYDNc9N5Y6WJYkp1BEt4kwnq7c60Y= jOd0hanKYn5+nr6+PK1euIKX5ETUYDAaDwWAwGAwGg8Fwg/M/Ab2MJoyG+gMtAAAAAElFTkSuQm= CC" width=3D"628" height=3D"887" alt=3D"" style=3D"position:absolute" /></s= pan><span class=3D"stl07">ISSN: 2602-8085 </span><span class=3D"stl07"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl07" style=3D"letter-spacing:-0.05pt">Vol. 9 No. 4, pp. 40 =E2=80=93 62, o= ctubre - diciembre 2025 </span><span class=3D"stl07" style=3D"letter-spacin= g:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl07" style=3D"letter-spacing:-0.05pt">Revista Multidiscipli= nar </span><span class=3D"stl07" style=3D"letter-spacing:-0.05pt"> </s= pan></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</s= pan><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">sencia de informaci</span><span class=3D"stl08" style=3D"letter-= spacing:-5pt">o</span><span class=3D"stl08">=C2=B4n sobre empleo y for- </s= pan><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line= -height:12pt"><span class=3D"stl08">maci</span><span class=3D"stl08" style= =3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spac= ing: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 c= lass=3D"stl08">Educablog visibiliza y reivindica la </span><span class=3D"s= tl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span = class=3D"stl08" style=3D"letter-spacing:-0.05pt">profesionalizaci</span><sp= an class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl= 08" 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" styl= e=3D"letter-spacing:0.35pt">=C2=B4n So- </span><span class=3D"stl08" style= =3D"letter-spacing:0.35pt"> </span></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><span class=3D"stl08">cial acompa</span><span class=3D"stl08= " style=3D"letter-spacing:-5pt">n</span><span class=3D"stl08" style=3D"lett= er-spacing:0.05pt">=CB=9Cando durante todos estos </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">a</span><span class=3D"stl08"= style=3D"letter-spacing:-5pt">n</span><span class=3D"stl08" style=3D"lette= r-spacing:0.05pt">=CB=9Cos la evoluci</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 dicha profesi</span><span class=3D"stl08" style=3D"lette= r-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"= >y otorgando un espacio para sobre la </span><span class=3D"stl08"> </= span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08= ">pr</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><= span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4ctica. </span><sp= an 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 lo que respe= cta a las limitaciones, se</span><span class=3D"stl08" style=3D"letter-spac= ing:-5pt">n</span><span class=3D"stl08" style=3D"letter-spacing:0.25pt">=CB= =9Calar </span><span class=3D"stl08" style=3D"letter-spacing:0.25pt"> = </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl= 08">que debido al car</span><span class=3D"stl08" style=3D"letter-spacing:-= 4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2= =B4cter voluntario de las res- </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">puestas y aun previendo dicha di=EF=AC=81cultad = y </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D= "line-height:12pt"><span class=3D"stl08">utilizando a tal efecto las estrat= egias se</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">n</span>= <span class=3D"stl08" style=3D"letter-spacing:0.25pt">=CB=9Cala- </span><sp= an class=3D"stl08" style=3D"letter-spacing:0.25pt"> </span></p><p clas= s=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">das, la muestr= a fue de 114. Se considera </span><span class=3D"stl08"> </span></p><p= class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">que, si b= ien se hubiera querido que fue- </span><span class=3D"stl08"> </span><= /p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">se m= </span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span= class=3D"stl08">=C2=B4s amplia, la muestra es representati- </span><span c= lass=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12p= t"><span class=3D"stl08">va de las personas profesionales del tercer </span= ><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-he= ight:12pt"><span class=3D"stl08">sector que usan el blog de una manera re- = </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:-0.1pt">gula= r y, adem</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</s= pan><span class=3D"stl08">=C2=B4s, debido a que el cuestiona- </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">rio se haya dent= ro de una investigaci</span><span class=3D"stl08" style=3D"letter-spacing:-= 5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.5pt">=C2=B4n m= </span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span= class=3D"stl08" style=3D"letter-spacing:0.65pt">=C2=B4s </span><span class= =3D"stl08" style=3D"letter-spacing:0.65pt"> </span></p><p class=3D"stl= 01" style=3D"line-height:12pt"><span class=3D"stl08">amplia, los datos reco= gidos se contrastar</span><span class=3D"stl08" style=3D"letter-spacing:-4.= 65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.65pt">=C2=B4n= </span><span class=3D"stl08" style=3D"letter-spacing:0.65pt"> </span>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">con= los obtenidos por medio de otras t</span><span class=3D"stl08" style=3D"le= tter-spacing:-4.65pt">e</span><span class=3D"stl08" style=3D"letter-spacing= :0.15pt">=C2=B4cni- </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">cas, realiz</span><span class=3D"stl08" style=3D"letter-spa= cing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt"= >=C2=B4ndose as</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt= ">=C2=B4</span><span class=3D"stl08">=C4=B1 una triangulaci</span><span cla= ss=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" st= yle=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">t</span><span class=3D"stl08" style=3D"= letter-spacing:-4.65pt">e</span><span class=3D"stl08" style=3D"letter-spaci= ng:0.05pt">=C2=B4cnicas y de informaci</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 asegurar</span><span class=3D"stl08" style=3D"letter-sp= acing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.65pt= ">=C2=B4n </span><span class=3D"stl08" style=3D"letter-spacing:0.65pt"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08" style=3D"letter-spacing:-0.05pt">la validez de la informaci</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 extra</span><span class=3D"stl0= 8" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4= =B1da de las </span><span class=3D"stl08"> </span></p><p class=3D"stl0= 1" style=3D"line-height:12pt"><span class=3D"stl08">respuestas del cuestion= ario. </span><span class=3D"stl08"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span class=3D"stl08">Educablog proporciona un espac= io de </span><span class=3D"stl08"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span class=3D"stl08">identidad profesional respecto= a la Edu- </span><span class=3D"stl08"> </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 class=3D"stl08" style= =3D"letter-spacing:0.05pt">=C2=B4n Social creando una red de profe- </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">sionales pa= ra poder explicar y de=EF=AC=81nir 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">trabajo que lleva a cabo este colectivo = </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">profesional. </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">Educablog permite un espacio de </s= pan><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line= -height:12pt"><span class=3D"stl08">aprendizaje reconocido para contribuir = </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08">al desarrollo profesional de la Educ= a- </span><span class=3D"stl08"> </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:0.15pt">=C2=B4n Social. </span><span class=3D"stl08" style=3D"lett= er-spacing:0.15pt"> </span></p><p class=3D"stl01" style=3D"line-height= :12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">Hay una falta= de estudios de las con- </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">tribuciones, potencialidades e implica- </span><span = class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12= pt"><span class=3D"stl08">ciones </span><span class=3D"stl08" style=3D"lett= er-spacing:-4.65pt">e</span><span class=3D"stl08" style=3D"letter-spacing:0= .05pt">=C2=B4ticas de los medios sociales en </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" style=3D"letter-spacing:-0.05pt">s= u uso profesional. </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">Finalmente se considera que se debe conti- </span><span cla= ss=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"= ><span class=3D"stl08">nuar estudiando la repercusi</span><span class=3D"st= l08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"l= etter-spacing:0.15pt">=C2=B4n de los me- </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">dios sociales en distintas profesiones= y en </span><span class=3D"stl08"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><span class=3D"stl08">especial en la Educaci</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 Social debido a que </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">la escasez de= estudios no se corresponde con </span><span class=3D"stl08"> </span><= /p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">la t= rascendencia de dichos espacios con res- </span><span class=3D"stl08"> = ;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"st= l08">pecto a la profesionalizaci</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, la identidad y </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">el desarrollo profesional. </span><span class=3D"stl08= "> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span clas= s=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 cl= ass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"let= ter-spacing:-0.05pt">Los autores declaran que no existe con=EF=AC=82ic- </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">to de = intereses en relaci</span><span class=3D"stl08" style=3D"letter-spacing:-5p= t">o</span><span class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4n co= n el art</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2= =B4</span><span class=3D"stl08">=C4=B1culo </span><span class=3D"stl08">&#x= a0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"= stl08">presentado. </span><span class=3D"stl08"> </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-s= pacing:-5pt">o</span><span class=3D"stl16" style=3D"letter-spacing:1pt">=C2= =B4n</span><span class=3D"stl09" style=3D"letter-spacing:normal"> </sp= an><span class=3D"stl09" style=3D"letter-spacing:normal">de contribuci</spa= n><span class=3D"stl16" style=3D"letter-spacing:-5pt">o</span><span class= =3D"stl16" style=3D"letter-spacing:0.25pt">=C2=B4n de los </span><span clas= s=3D"stl16" style=3D"letter-spacing:0.25pt"> </span></p><p class=3D"st= l01" style=3D"line-height:12pt"><span class=3D"stl16">autores </span><span = class=3D"stl16"> </span></p><p class=3D"stl01" style=3D"line-height:12= pt"><span class=3D"stl09" style=3D"letter-spacing:normal">5. Conclusiones <= /span><span class=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-spacing:-0.05pt">Todos autores contribuyeron signi=EF=AC=81cativ= a- </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">= mente en la elaboraci</span><span class=3D"stl08" style=3D"letter-spacing:-= 5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4n = del art</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4= </span><span class=3D"stl08">=C4=B1culo. </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">Actualmente la sociedad est</span><sp= an class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"= stl08">=C2=B4 condicio- </span><span class=3D"stl08"> </span></p><p cl= ass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">nada por el = valor que Internet est</span><span class=3D"stl08" style=3D"letter-spacing:= -4.65pt">a</span><span class=3D"stl08">=C2=B4 te- </span><span class=3D"stl= 08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cl= ass=3D"stl08">niendo en la manera de comunicarnos. </span><span class=3D"st= l08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span c= lass=3D"stl08">En este sentido, los medios sociales co- </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">mo por ejemplo los blogs suponen he- </span><span clas= s=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt">= <span class=3D"stl08">rramientas que se est</span><span class=3D"stl08" sty= le=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter= -spacing:0.05pt">=C2=B4n utilizando en </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">la educaci</span><span class=3D"stl08"= style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"lette= r-spacing:0.05pt">=C2=B4n y en concreto en la Edu- </span><span class=3D"st= l08" style=3D"letter-spacing:0.05pt"> </span></p><p class=3D"stl01" st= yle=3D"line-height:12pt"><span class=3D"stl08">caci</span><span class=3D"st= l08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08">=C2=B4n So= cial, tanto a nivel profesional </span><span class=3D"stl08"> </span><= /p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">como= en la intervenci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt"= >o</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n direc= ta. </span><span class=3D"stl08" style=3D"letter-spacing:0.1pt"> </spa= n></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl09" s= tyle=3D"letter-spacing:normal">8. Costos</span><span class=3D"stl09" style= =3D"letter-spacing:normal"> </span><span class=3D"stl09" style=3D"lett= er-spacing:normal">de =EF=AC=81nanciamiento </span><span class=3D"stl09" st= yle=3D"letter-spacing:normal"> </span></p><p class=3D"stl01" style=3D"= line-height:12pt"><span class=3D"stl08" style=3D"letter-spacing:-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 f= ue =EF=AC=81nanciada </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 su totalidad con fondos propios de los </span><span clas= s=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-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"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 class=3D"stl07">P</span><span clas= s=3D"stl07" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl07" = style=3D"letter-spacing:0.1pt">=C2=B4gina 58- 62 </span><span class=3D"stl0= 7" style=3D"letter-spacing:0.1pt"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span style=3D"height:0pt; display:block; position:ab= solute; z-index:19"><img src=3D"data:image/png;base64,iVBORw0KGgoAAAANSUhEU= gAAAnQAAAN3CAYAAAC7isfVAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAOxAAADsQBlSsOGwAA= IABJREFUeJzsvdmzHcd95/n5/TKrzt2wETsIkAQXUFwkcZEokdZiW5Zt2e6RQ57pcXd0dMTEREz= EvM0/Mu/zMv3QE9EdMx677bG8yW5KrYVauEqkSFHcCRHEvt/lnKrM3zxkVp065557LwACIAGcH4= l7zz1VlZVVuX3z+9vkgf/pL4wsZu1HQMBAmSQCCJGYPk4Uy2ddodj611pTjUspo/Mc0lx7udXJ7= 8YAu+KHAtnguda6b/6jKYX0RIq0hyNIxMTSZwxE2jrHfJmPAR8FjZ5ontpDLQEk1c1FUAzBCDii= FBiGSEBSKavrdRVl9HlzuxlESf8A1AQfDTWIIgSFSo2Yn8GbUeSqBpFLfuHX6plW3wi6lVp938v= sJJdyy+YelzRwJois924s/1s94sfb80ruLeuO2JirJ4gJUaztJ5avHnmdzTgWAREMQczAInjF9U= 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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. 40 =E2=80=93 62, 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">la constr= ucci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><spa= n class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n de la identidad p= rofesio- </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">nal de estudiantes universitarios ava= nza- </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">dos. Revista Intercontinental de Psico- = </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">log</span><span class=3D"stl08" style=3D"lette= r-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a y Educaci</sp= an><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class= =3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n, 12(2), 65-83. </span><a = href=3D"https://www.redalyc.org/articulo.oa?id=3D80218376004" target=3D"_bl= ank" style=3D"text-decoration:none"><span class=3D"stl99" style=3D"letter-s= pacing:normal; color:#000000">https: </span><span class=3D"stl99" style=3D"= letter-spacing:normal; color:#000000"> </span></a></p><p class=3D"stl0= 1" style=3D"line-height:12pt"><a href=3D"https://www.redalyc.org/articulo.o= a?id=3D80218376004" target=3D"_blank" style=3D"text-decoration:none"><span = class=3D"stl294" style=3D"letter-spacing:0.25pt">//www.redalyc.org/articulo= .oa? </span><span class=3D"stl294" style=3D"letter-spacing:0.25pt"> </= span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl16" style=3D"letter-spacing:-0.05pt">9. Referencias</span><span class=3D"= stl09" style=3D"letter-spacing:normal"> </span><span class=3D"stl16">B= ibliogr</span><span class=3D"stl16" style=3D"letter-spacing:-5pt">a</span><= span class=3D"stl16" style=3D"letter-spacing:0.25pt">=C2=B4=EF=AC=81cas </s= pan><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">Alamino= s, A. y Castej</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o<= /span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4n, J. L. (= 2006). Ela- </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">boraci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</= span><span class=3D"stl08" style=3D"letter-spacing:0.25pt">=C2=B4n, an</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=B4lisis e interpretaci</spa= n><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class= =3D"stl08" style=3D"letter-spacing:0.25pt">=C2=B4n de en- </span><span clas= s=3D"stl08" style=3D"letter-spacing:0.25pt"> </span></p><p class=3D"st= l01" style=3D"line-height:12pt"><span class=3D"stl08">cuestas, cuestionario= s y escalas de opi- </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">ni</span><span = class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08"= style=3D"letter-spacing:0.1pt">=C2=B4n. Editorial Mar=EF=AC=81l. </span><a= href=3D"https://tinyurl.com/25nht367" target=3D"_blank" style=3D"text-deco= ration:none"><span class=3D"stl09" style=3D"letter-spacing:normal; color:#0= 00000">https://tinyur </span><span class=3D"stl09" style=3D"letter-spacing:= normal; color:#000000"> </span></a></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><a href=3D"https://tinyurl.com/25nht367" target=3D"_blank" s= tyle=3D"text-decoration:none"><span class=3D"stl09" style=3D"letter-spacing= :normal; color:#000000">l.com/25nht367 </span><span class=3D"stl09" style= =3D"letter-spacing:normal; color:#000000"> </span></a></p><p class=3D"= stl01" style=3D"line-height:12pt"><a href=3D"https://www.redalyc.org/articu= lo.oa?id=3D80218376004" target=3D"_blank" style=3D"text-decoration:none"><s= pan class=3D"stl20" style=3D"letter-spacing:normal; color:#000000">id=3D802= 18376004 </span><span class=3D"stl20" style=3D"letter-spacing:normal; color= :#000000"> </span></a></p><p class=3D"stl01" style=3D"line-height:12pt= "><span class=3D"stl08">Ba</span><span class=3D"stl08" style=3D"letter-spac= ing:-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 cl= ass=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n, R. (2013). El nacimi= ento de edu- </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">so.net: El Portal de la Educaci</span><span class=3D"stl08" styl= e=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spa= cing:0.15pt">=C2=B4n Social. </span><span class=3D"stl08" style=3D"letter-s= pacing:0.15pt"> </span></p><p class=3D"stl01" style=3D"line-height:12p= t"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">RES: Revista de E= ducaci</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 Social, 17, 1- <= /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">12. </= span><a href=3D"https://www.eduso.net/res/pdf/17/eduso_res_17.pdf" target= =3D"_blank" style=3D"text-decoration:none"><span class=3D"stl214" style=3D"= color:#000000">https://www.eduso.net/res/pd </span><span class=3D"stl214" s= tyle=3D"color:#000000"> </span></a></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><a href=3D"https://www.eduso.net/res/pdf/17/eduso_res_17.pdf= " target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl20" st= yle=3D"letter-spacing:normal; color:#000000">f/17/eduso_res_17.pdf </span><= span class=3D"stl20" 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">ANECA (2005). Libro blanco: T</span= ><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span = class=3D"stl08">=C4=B1tulo de </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">Grado en Pedagog</span><span class=3D"stl08" st= yle=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a y= Educaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span>= <span class=3D"stl08" style=3D"letter-spacing:0.15pt">=C2=B4n social. </spa= n><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">ANECA. </span><a href=3D"https://tinyurl.com/2e9xsn= rd" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl294"= style=3D"letter-spacing:0.45pt">https://tinyurl.com/2e </span><span class= =3D"stl294" style=3D"letter-spacing:0.45pt"> </span></a></p><p class= =3D"stl01" style=3D"line-height:12pt"><a href=3D"https://tinyurl.com/2e9xsn= rd" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl09" = style=3D"letter-spacing:normal; color:#000000">9xsnrd </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">Barrer= a, F. et al. (2017). Comunidades de </span><span class=3D"stl08"> </sp= an></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">= Aprendizaje de Educadoras en Fundaci</span><span class=3D"stl08" style=3D"l= etter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:1= pt">=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"st= l08" style=3D"letter-spacing:-0.05pt">Integra: Una estrategia de innovaci</= 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 cu- </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">rricular y desarrollo = profesional docen- </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">te en educaci</= span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span clas= s=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n parvularia. Paulo Freir= e. </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:-0.1pt">Revista de Pedagog</span><span class=3D"stl0= 8" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08" styl= e=3D"letter-spacing:-0.1pt">=C4=B1a Cr</span><span class=3D"stl08" style=3D= "letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1tica, 6, = 171-192. </span><span class=3D"stl08"> </span></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><a href=3D"https://revistas.academia.cl/index.php= /pfr/article/view/486" target=3D"_blank" style=3D"text-decoration:none"><sp= an class=3D"stl294" style=3D"letter-spacing:0.25pt">https://revistas.academ= ia.cl/i </span><span class=3D"stl294" style=3D"letter-spacing:0.25pt"> = ;</span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><a href=3D"ht= tps://revistas.academia.cl/index.php/pfr/article/view/486" target=3D"_blank= " style=3D"text-decoration:none"><span class=3D"stl20" style=3D"letter-spac= ing:normal; color:#000000">ndex.php/pfr/article/view/486 </span><span class= =3D"stl20" style=3D"letter-spacing:normal; color:#000000"> </span></a>= </p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">ASE= DES (2007). Documentos profesionali- </span><span class=3D"stl08"> </s= pan></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08"= >zadores. ASEDES. </span><a href=3D"https://www.eduso.net/categoria_recurso= s/profesion/documentos-profesionalizadores/" target=3D"_blank" style=3D"tex= t-decoration:none"><span class=3D"stl208" style=3D"color:#000000">https://w= ww.edus </span><span class=3D"stl208" style=3D"color:#000000"> </span>= </a></p><p class=3D"stl01" style=3D"line-height:12pt"><a href=3D"https://ww= w.eduso.net/categoria_recursos/profesion/documentos-profesionalizadores/" t= arget=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl294" styl= e=3D"letter-spacing:0.25pt">o.net/categoria_recursos/profe </span><span cla= ss=3D"stl294" style=3D"letter-spacing:0.25pt"> </span></a></p><p class= =3D"stl01" style=3D"line-height:12pt"><a href=3D"https://www.eduso.net/cate= goria_recursos/profesion/documentos-profesionalizadores/" target=3D"_blank"= style=3D"text-decoration:none"><span class=3D"stl164" style=3D"color:#0000= 00">sion/documentos-profesionalizad </span><span class=3D"stl164" style=3D"= color:#000000"> </span></a></p><p class=3D"stl01" style=3D"line-height= :12pt"><a href=3D"https://www.eduso.net/categoria_recursos/profesion/docume= ntos-profesionalizadores/" target=3D"_blank" style=3D"text-decoration:none"= ><span class=3D"stl20" style=3D"letter-spacing:normal; color:#000000">ores/= </span><span class=3D"stl20" style=3D"letter-spacing:normal; color:#000000= "> </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:12= pt"><span class=3D"stl08">Avalos, B. (2007). El desarrollo profesio- </span= ><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-he= ight:12pt"><span class=3D"stl08">Belando-Montoro, M. R. (2017). Apren- </sp= an><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-= height:12pt"><span class=3D"stl08">dizaje a lo largo de la vida. Concep- </= span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><span class=3D"stl08">to y componentes. Revista Iberoamerica= - </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D= "line-height:12pt"><span class=3D"stl08">na 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, 75, 219-234. </span><a href=3D"https://d= oi.org/10.35362/rie7501255" target=3D"_blank" style=3D"text-decoration:none= "><span class=3D"stl294" style=3D"letter-spacing:0.4pt">https: </span><span= class=3D"stl294" style=3D"letter-spacing:0.4pt"> </span></a></p><p cl= ass=3D"stl01" style=3D"line-height:12pt"><a href=3D"https://doi.org/10.3536= 2/rie7501255" target=3D"_blank" style=3D"text-decoration:none"><span class= =3D"stl20" style=3D"letter-spacing:normal; color:#000000">//doi.org/10.3536= 2/rie7501255 </span><span class=3D"stl20" style=3D"letter-spacing:normal; c= olor:#000000"> </span></a></p><p class=3D"stl01" style=3D"line-height:= 12pt"><span class=3D"stl08">nal continuo de los docentes: lo que nos </span= ><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-he= ight:12pt"><span class=3D"stl08">dice la experiencia internacional y de la = </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"l= ine-height:12pt"><span class=3D"stl08">regi</span><span class=3D"stl08" sty= le=3D"letter-spacing:-5pt">o</span><span class=3D"stl08">=C2=B4n latinoamer= icana. Revista Pensa- </span><span class=3D"stl08"> </span></p><p clas= s=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">miento Educati= vo, 41(2), 77-99. </span><a href=3D"https://pensamientoeducativo.uc.cl/inde= x.php/pel/article/view/25677" target=3D"_blank" style=3D"text-decoration:no= ne"><span class=3D"stl191" style=3D"color:#000000">https: </span><span clas= s=3D"stl191" style=3D"color:#000000"> </span></a></p><p class=3D"stl01= " style=3D"line-height:12pt"><a href=3D"https://pensamientoeducativo.uc.cl/= index.php/pel/article/view/25677" target=3D"_blank" style=3D"text-decoratio= n:none"><span class=3D"stl294" style=3D"letter-spacing:0.25pt">//pensamient= oeducativo.uc.cl/i </span><span class=3D"stl294" style=3D"letter-spacing:0.= 25pt"> </span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><a= href=3D"https://pensamientoeducativo.uc.cl/index.php/pel/article/view/2567= 7" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl09" s= tyle=3D"letter-spacing:normal; color:#000000">ndex.php/pel/article/view/256= 77 </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">Bernal, R. M. (2015). Herramientas Te- </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">lem</span><span class=3D"stl08" style=3D"letter-spacin= g:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">= =C2=B4ticas para la Comunicaci</span><span class=3D"stl08" style=3D"letter-= spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">= =C2=B4n Educati- </span><span class=3D"stl08" style=3D"letter-spacing:0.1pt= "> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span clas= s=3D"stl08" style=3D"letter-spacing:-0.05pt">va: Catalogaci</span><span cla= ss=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" st= yle=3D"letter-spacing:0.25pt">=C2=B4n, An</span><span class=3D"stl08" style= =3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-s= pacing:0.15pt">=C2=B4lisis </span><span class=3D"stl08" style=3D"letter-spa= cing:1.8pt">y</span><span class=3D"stl08" style=3D"letter-spacing:-0.3pt">P= </span><span class=3D"stl08">osibilidades </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:-0.1pt">de Uso de Blogs. Tesis doctoral. Univ= er- </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">= sidad de Murcia. </span><a href=3D"http://hdl.handle.net/10201/45695" targe= t=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl294" style=3D= "letter-spacing:0.25pt">http://hdl.handle </span><span class=3D"stl294" sty= le=3D"letter-spacing:0.25pt"> </span></a></p><p class=3D"stl01" style= =3D"line-height:12pt"><a href=3D"http://hdl.handle.net/10201/45695" target= =3D"_blank" style=3D"text-decoration:none"><span class=3D"stl20" style=3D"l= etter-spacing:normal; color:#000000">.net/10201/45695 </span><span class=3D= "stl20" 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">Balart Carmona, C. y Cort</span><span class=3D"s= tl08" style=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08" style= =3D"letter-spacing:0.05pt">=C2=B4s Fuentealba, </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= ">S. (2018). Una mirada hist</span><span class=3D"stl08" style=3D"letter-sp= acing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spacing:0.15pt">= =C2=B4rica del im- </span><span class=3D"stl08" style=3D"letter-spacing:0.1= 5pt"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span c= lass=3D"stl08">pacto de las TIC en la sociedad del co- </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">nocimiento en el contexto nacional ac- </span><span cl= ass=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt= "><span class=3D"stl08">tual. Contextos: Estudios De Humanida- </span><span= class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:1= 2pt"><span class=3D"stl08">des y Ciencias Sociales, 41, 1-19. </span><a hre= f=3D"http://revistas2.umce.cl/index.php/contextos/article/view/1386" target= =3D"_blank" style=3D"text-decoration:none"><span class=3D"stl225" style=3D"= color:#000000">http: </span><span class=3D"stl225" style=3D"color:#000000">=  </span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><a href= =3D"http://revistas2.umce.cl/index.php/contextos/article/view/1386" target= =3D"_blank" style=3D"text-decoration:none"><span class=3D"stl294" style=3D"= letter-spacing:0.25pt">//revistas2.umce.cl/index.php/ </span><span class=3D= "stl294" style=3D"letter-spacing:0.25pt"> </span></a></p><p class=3D"s= tl01" style=3D"line-height:12pt"><a href=3D"http://revistas2.umce.cl/index.= php/contextos/article/view/1386" target=3D"_blank" style=3D"text-decoration= :none"><span class=3D"stl09" style=3D"letter-spacing:normal; color:#000000"= >contextos/article/view/1386 </span><span class=3D"stl09" style=3D"letter-s= pacing: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= ">Carmo, M. T. D. A. M. (2015). Comunica- </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">ci</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 digital, educaci</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 y ciudadan</span><span class=3D"stl08" style=3D"letter-spaci= ng:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a glo- </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">bal: un nuevo para= digma. Tesis docto- </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">ral. Universidad Complutense de Madrid. </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= a href=3D"https://hdl.handle.net/20.500.14352/26543" target=3D"_blank" styl= e=3D"text-decoration:none"><span class=3D"stl294" style=3D"letter-spacing:0= .25pt">https://hdl.handle.net/20.500. </span><span class=3D"stl294" style= =3D"letter-spacing:0.25pt"> </span></a></p><p class=3D"stl01" style=3D= "line-height:12pt"><a href=3D"https://hdl.handle.net/20.500.14352/26543" ta= rget=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl20" style= =3D"letter-spacing:normal; color:#000000">14352/26543 </span><span class=3D= "stl20" style=3D"letter-spacing:normal; color:#000000"> </span></a></p= ><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Balduz= zi, M. M. y Egle-Corrado, R. (2010). </span><span class=3D"stl08"> </s= pan></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08"= >Representaciones sociales e ideolog</span><span class=3D"stl08" style=3D"l= etter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a en </span= ><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-he= ight:12pt"><span class=3D"stl07">=E2=80=9D=E2=80=9D </span><span class=3D"s= tl07"> </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"> </spa= n></p><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"stl08" st= yle=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><spa= n class=3D"stl08" style=3D"font-size:8pt">=C2=B4 protegida bajo una licenci= a Creative Commons en la 4.0 </span><span class=3D"stl08" style=3D"font-siz= e: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"fo= nt-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 </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:12pt"><span= class=3D"stl07">Predicci</span><span class=3D"stl07" style=3D"letter-spaci= ng:-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"stl= 07"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cl= 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Dl2sVDRko0zlZXl9H8QNpHWSVbbo61KpxKVLl7h69Sqe58XXGxFnMBgMBsP7MYLuuiCM+xU6XsA= Vd2PFkqALvr25uuTLt2lEO3CvXLnCmTNnWFhYWOlTNBgMBoPhuufmUgc3JMktFNHnRBlPV97qZi= O53SEyOSwuLtLf38/Vq1eR0vwRNRgMBoPBYDAYDAaDwXCT878Avfl940tshwcAAAAASUVORK5CY= II=3D" 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">&= #xa0;</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. 40 =E2=80=93 = 62, octubre - diciembre 2025 </span><span class=3D"stl07" style=3D"letter-s= pacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"line-height:12= pt"><span class=3D"stl07" style=3D"letter-spacing:-0.05pt">Revista Multidis= ciplinar </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">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"s= tl07"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span = class=3D"stl08" style=3D"letter-spacing:-0.05pt">Creswell, J. </span><span = class=3D"stl08" style=3D"letter-spacing:-1.15pt">W</span><span class=3D"stl= 08">. y Creswell, J. 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(2005). </span><span class=3D"stl08"> </span><= /p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">174.= </span><a href=3D"https://doi.org/10.34810/EducacioSocialn76id351119" targ= et=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl294" style= =3D"letter-spacing:0.3pt">https://doi.org/10.34810/E </span><span class=3D"= stl294" style=3D"letter-spacing:0.3pt"> </span></a></p><p class=3D"stl= 01" style=3D"line-height:12pt"><a href=3D"https://doi.org/10.34810/Educacio= Socialn76id351119" target=3D"_blank" style=3D"text-decoration:none"><span c= lass=3D"stl20" style=3D"letter-spacing:normal; color:#000000">ducacioSocial= n76id351119 </span><span class=3D"stl20" 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:-0.05pt">Mixed methods r= esearch: Developments, </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">debates, and dilemmas. En R.A. Swan- </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">son y E.F. Holton (Ed= s.), Research in </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">organizations: Foundations and methods </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">of inquiry, pp. 315-326. = San Francis- </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">co: Berrett-Koehler Publishers. </span><a href=3D"https://tinyur= l.com/ymetogmh" target=3D"_blank" style=3D"text-decoration:none"><span clas= s=3D"stl294" style=3D"letter-spacing:0.4pt">https: </span><span class=3D"st= l294" style=3D"letter-spacing:0.4pt"> </span></a></p><p class=3D"stl01= " style=3D"line-height:12pt"><a href=3D"https://tinyurl.com/ymetogmh" targe= t=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl198" style=3D= "letter-spacing:normal; color:#000000">//tinyurl.com/ymetogmh </span><span = class=3D"stl198" 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" style=3D"letter-spacing:-0.05pt">Fofonca, E. (2010). A Pr</span><span cl= ass=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08= " style=3D"letter-spacing:0.05pt">=C2=B4tica Comunicacio- </span><span clas= s=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">nal dos Blogs: Poss</span><span class=3D"stl08" style=3D"letter= -spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1veis Contribui</= span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">c</span><span c= lass=3D"stl08" style=3D"letter-spacing:0.65pt">=C2=B8</span><span class=3D"= stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08">=CB=9C e= s </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D= "line-height:12pt"><span class=3D"stl08">para a Educa</span><span class=3D"= stl08" style=3D"letter-spacing:-4.65pt">c</span><span class=3D"stl08" style= =3D"letter-spacing:0.65pt">=C2=B8</span><span class=3D"stl08" style=3D"lett= er-spacing:-4.65pt">a</span><span class=3D"stl08">=CB=9C o Contempor</span>= <span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class= =3D"stl08" style=3D"letter-spacing:0.1pt">=CB=86nea. Punto </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">Cero, 15(20), 19-25. = </span><a href=3D"https://www.redalyc.org/articulo.oa?id=3D421839647003" ta= rget=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl294" style= =3D"letter-spacing:0.3pt">https://www.re </span><span class=3D"stl294" styl= e=3D"letter-spacing:0.3pt"> </span></a></p><p class=3D"stl01" style=3D= "line-height:12pt"><a href=3D"https://www.redalyc.org/articulo.oa?id=3D4218= 39647003" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"s= tl294" style=3D"letter-spacing:0.25pt">dalyc.org/articulo.oa?id=3D42183 </s= pan><span class=3D"stl294" style=3D"letter-spacing:0.25pt"> </span></a= ></p><p class=3D"stl01" style=3D"line-height:12pt"><a href=3D"https://www.r= edalyc.org/articulo.oa?id=3D421839647003" target=3D"_blank" style=3D"text-d= ecoration:none"><span class=3D"stl20" style=3D"letter-spacing:normal; color= :#000000">9647003 </span><span class=3D"stl20" 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">Dami</span><span class=3D"stl08" style=3D"= letter-spacing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spaci= ng:0.1pt">=C2=B4n, D. L., D</span><span class=3D"stl08" style=3D"letter-spa= cing:-4.65pt">a</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">= =C2=B4vila, G. </span><span class=3D"stl08" style=3D"letter-spacing:-1.2pt"= >P</span><span class=3D"stl08">., Castillo, M. </span><span class=3D"stl08"= > </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08" style=3D"letter-spacing:-1.2pt">P</span><span class=3D"stl08">.,= & Cazar, S. S. (2020). Impacto de </span><span class=3D"stl08"> <= /span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl0= 8">la brecha digital en los procesos de en- </span><span class=3D"stl08">&#= xa0;</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</spa= n><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=CB=9Canza y aprend= izaje en la escuela de </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" style=3D"letter-spacing:-0.05pt">Administraci</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 de Empresas de la Escue- </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">la Superior= Polit</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</span= ><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4cnica de Chimb= orazo. </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">Ciencia digital, 4(1), 304-320. </span><a href=3D"https://doi.org/10.332= 62/cienciadigital.v4i1.1103" target=3D"_blank" style=3D"text-decoration:non= e"><span class=3D"stl294" style=3D"letter-spacing:0.55pt">https: </span><sp= an class=3D"stl294" style=3D"letter-spacing:0.55pt"> </span></a></p><p= class=3D"stl01" style=3D"line-height:12pt"><a href=3D"https://doi.org/10.3= 3262/cienciadigital.v4i1.1103" target=3D"_blank" style=3D"text-decoration:n= one"><span class=3D"stl294" style=3D"letter-spacing:0.25pt">//doi.org/10.33= 262/cienciadigi </span><span class=3D"stl294" 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/10.33262/cienciadigital.v4i1.1103" target=3D"_blank" = style=3D"text-decoration:none"><span class=3D"stl09" style=3D"letter-spacin= g:normal; color:#000000">tal.v4i1.1103 </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">Freire, </span><spa= n class=3D"stl08" style=3D"letter-spacing:-1.2pt">P</span><span class=3D"st= l08">. (1997). A la sombra de este Arbol, </span><span class=3D"stl08"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08">Apertura. El Roure. </span><a href=3D"https://tinyurl.com/ym3hxjwj" t= arget=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl20" style= =3D"letter-spacing:normal; color:#000000">https://tinyurl. </span><span cla= ss=3D"stl20" style=3D"letter-spacing:normal; color:#000000"> </span></= a></p><p class=3D"stl01" style=3D"line-height:12pt"><a href=3D"https://tiny= url.com/ym3hxjwj" target=3D"_blank" style=3D"text-decoration:none"><span cl= ass=3D"stl153" style=3D"letter-spacing:normal; color:#000000">com/ym3hxjwj = </span><span class=3D"stl153" 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">Fuster Guillen, D. E. (201= 9). Investigaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o= </span><span class=3D"stl08" style=3D"letter-spacing:1pt">=C2=B4n </span><s= pan 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">cualitativa: M</span><span class=3D"stl08" style=3D"lette= r-spacing:-4.65pt">e</span><span class=3D"stl08">=C2=B4todo fenomenol</span= ><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D= "stl08" style=3D"letter-spacing:0.05pt">=C2=B4gico her- </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">men</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=B4utico. Prop</span><span class=3D"stl08= " style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"lett= er-spacing:0.05pt">=C2=B4sitos y Representacio- </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">nes, 7(1), 201-229. </span><a h= ref=3D"http://dx.doi.org/10.20511/pyr2019.v7n1.267" target=3D"_blank" style= =3D"text-decoration:none"><span class=3D"stl294" style=3D"letter-spacing:0.= 3pt">http://dx.doi.o </span><span class=3D"stl294" style=3D"letter-spacing:= 0.3pt"> </span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><= a href=3D"http://dx.doi.org/10.20511/pyr2019.v7n1.267" target=3D"_blank" st= yle=3D"text-decoration:none"><span class=3D"stl20" style=3D"letter-spacing:= normal; color:#000000">rg/10.20511/pyr2019.v7n1.267 </span><span class=3D"s= tl20" style=3D"letter-spacing:normal; color:#000000"> </span></a></p><= p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Domingo = Segovia, J. (2003). Dimensiones- </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">clave para el desarrollo profesional del </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:-0.05pt">educador social. Revista de ciencias de la </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">educaci= </span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span cl= ass=3D"stl08">=C2=B4n: Organo del Instituto Calasanz </span><span class=3D"= stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span= class=3D"stl08">de Ciencias de la Educaci</span><span class=3D"stl08" styl= e=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-spa= cing:0.1pt">=C2=B4n, 196, 503- </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">524. </span><a href=3D"https://tinyurl.com/yttktl= c4" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl294"= style=3D"letter-spacing:0.3pt">https://tinyurl.com/yttktl </span><span cla= ss=3D"stl294" style=3D"letter-spacing:0.3pt"> </span></a></p><p class= =3D"stl01" style=3D"line-height:12pt"><a href=3D"https://tinyurl.com/yttktl= c4" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl09" = style=3D"letter-spacing:normal; color:#000000">c4 </span><span class=3D"stl= 09" style=3D"letter-spacing:normal; color:#000000"> </span></a></p><p = class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Juli</span= ><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class= =3D"stl08">` i Bosch, A. (1995). El Educador Social: </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">una =EF=AC=81gura profesi= onal surgida de diversas </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">pr</span><span class=3D"stl08" style=3D"letter-spacin= g:-4.65pt">a</span><span class=3D"stl08">=C2=B4cticas e identidades profesi= onales. En </span><span class=3D"stl08"> </span></p><p class=3D"stl01"= style=3D"line-height:12pt"><span class=3D"stl08">FEAPES: Actas del I Congr= eso Estatal del </span><span class=3D"stl08"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl08">Educador Social: pre= sente y futuro en la </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Educaci</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 Social. Barcelona: FEAPES- </= 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">Bibl</= span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span c= lass=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4ria, 31-47. </span><a h= ref=3D"https://www.eduso.net/res/pdf/12/tj_murcia%20res_12.pdf" target=3D"_= blank" style=3D"text-decoration:none"><span class=3D"stl294" style=3D"lette= r-spacing:0.2pt">https://www.eduso. </span><span class=3D"stl294" style=3D"= letter-spacing:0.2pt"> </span></a></p><p class=3D"stl01" style=3D"line= -height:12pt"><a href=3D"https://www.eduso.net/res/pdf/12/tj_murcia%20res_1= 2.pdf" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl2= 94" style=3D"letter-spacing:0.25pt">net/res/pdf/12/tj_murcia%20res </span><= span class=3D"stl294" style=3D"letter-spacing:0.25pt"> </span></a></p>= <p class=3D"stl01" style=3D"line-height:12pt"><a href=3D"https://www.eduso.= net/res/pdf/12/tj_murcia%20res_12.pdf" target=3D"_blank" style=3D"text-deco= ration:none"><span class=3D"stl20" style=3D"letter-spacing:normal; color:#0= 00000">_12.pdf </span><span class=3D"stl20" style=3D"letter-spacing:normal;= color:#000000"> </span></a></p><p class=3D"stl01" style=3D"line-heigh= t:12pt"><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">Eslava-Suane= s, M. D., Gonz</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt"= >a</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4lez-L</= span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span clas= s=3D"stl08" style=3D"letter-spacing:0.2pt">=C2=B4pez, I. </span><span class= =3D"stl08" style=3D"letter-spacing:0.2pt"> </span></p><p class=3D"stl0= 1" style=3D"line-height:12pt"><span class=3D"stl08">y De-Le</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-Huertas, C. (2018). La iden- </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">tidad profes= ional del educador social 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:-0.1pt">trav</span><span class=3D"stl08" style=3D"letter-sp= acing:-4.65pt">e</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt= ">=C2=B4s de su per=EF=AC=81l competencial. Edu- </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">cation in the Knowledge Society (EKS), </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">19(1), 53-76. </span><a href=3D"http= ://hdl.handle.net/10366/143322" target=3D"_blank" style=3D"text-decoration:= none"><span class=3D"stl09" style=3D"letter-spacing:normal; color:#000000">= http://hdl.handle.net </span><span class=3D"stl09" style=3D"letter-spacing:= normal; color:#000000"> </span></a></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><a href=3D"http://hdl.handle.net/10366/143322" target=3D"_bl= ank" style=3D"text-decoration:none"><span class=3D"stl09" style=3D"letter-s= pacing:normal; color:#000000">/10366/143322 </span><span class=3D"stl09" st= yle=3D"letter-spacing:normal; color:#000000"> </span></a></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Kaplan, A. M. y= Haenlein, M. (2010). Users </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">of the world, unite! The challenges and </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">opportunities= of Social Media. Business </span><span class=3D"stl08"> </span></p><p= class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">Horizons,= 53(1), 59-68. </span><a href=3D"https://doi.org/10.1016/j.bushor.2009.09.0= 03" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl204"= style=3D"color:#000000">https://doi. </span><span class=3D"stl204" style= =3D"color:#000000"> </span></a></p><p class=3D"stl01" style=3D"line-he= ight:12pt"><a href=3D"https://doi.org/10.1016/j.bushor.2009.09.003" target= =3D"_blank" style=3D"text-decoration:none"><span class=3D"stl294" style=3D"= letter-spacing:0.25pt">org/10.1016/j.bushor.2009.09.0 </span><span class=3D= "stl294" style=3D"letter-spacing:0.25pt"> </span></a></p><p class=3D"s= tl01" style=3D"line-height:12pt"><a href=3D"https://doi.org/10.1016/j.busho= r.2009.09.003" target=3D"_blank" style=3D"text-decoration:none"><span class= =3D"stl09" style=3D"letter-spacing:normal; color:#000000">03 </span><span c= lass=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"= style=3D"letter-spacing:-0.1pt">Fajardo Mart</span><span class=3D"stl08" s= tyle=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1ne= z, S. (2020). La calidad de la </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">formaci</span><span class=3D"stl08" style=3D"le= tter-spacing:-5pt">o</span><span class=3D"stl08">=C2=B4n en las organizacio= nes del tercer </span><span class=3D"stl08"> </span></p><p class=3D"st= l01" style=3D"line-height:12pt"><span class=3D"stl08">sector social. Situac= 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 actual y propues- </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">tas de m= ejora. Educaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o<= /span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">=C2=B4 Social.= Revis- </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">ta d=E2=80=99intervenci</span><span class=3D"stl08" style=3D"letter-sp= acing:-5pt">o</span><span class=3D"stl08">=C2=B4 Socioeducativa, 76, 154- <= /span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl08">Manca, S. y Ranieri, M. (2016). Faceb= ook </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">and the others. Potentials and = obstacles </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">of Social Media for teaching in higher </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">education. Computers and Educat= ion, 95, </span><span class=3D"stl08"> </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:8pt"><span cla= ss=3D"stl08" style=3D"font-size:8pt; letter-spacing:-0.05pt">Esta revista e= st</span><span class=3D"stl08" style=3D"font-size:8pt; letter-spacing:-3.1p= t">a</span><span class=3D"stl08" style=3D"font-size:8pt">=C2=B4 protegida b= ajo una licencia Creative Commons en la 4.0 </span><span class=3D"stl08" st= yle=3D"font-size:8pt"> </span></p><p class=3D"stl01" style=3D"line-hei= ght: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"stl= 08" 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"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-hei= ght: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-spac= ing:0.1pt">=C2=B4n Cient</span><span class=3D"stl07" style=3D"letter-spacin= g:-3.65pt">=C2=B4</span><span class=3D"stl07">=C4=B1=EF=AC=81ca </span><spa= n class=3D"stl07"> </span></p><p class=3D"stl01" style=3D"line-height:= 12pt"><span 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qPnvcVlBKCK0pFDl2sVDRko0zlZXl9H8QNpHWSVbbo61KpxKVLl7h69Sqe58XXGxFnMBgMBsP7M= YLuuiCM+xU6XsAVd2PFkqALvr25uuTLt2lEO3CvXLnCmTNnWFhYWOlTNBgMBoPhuufmUgc3JMkt= FNHnRBlPV97qZiO53SEyOSwuLtLf38/Vq1eR0vwRNRgMBoPBYDAYDAaDwXCT878Avfl940tshwc= AAAAASUVORK5CYII=3D" width=3D"628" height=3D"887" alt=3D"" style=3D"positio= n:absolute" /></span><span class=3D"stl07">ISSN: 2602-8085 </span><span cla= ss=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. 4= 0 =E2=80=93 62, octubre - diciembre 2025 </span><span class=3D"stl07" style= =3D"letter-spacing:-0.05pt"> </span></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><span class=3D"stl07" style=3D"letter-spacing:-0.05pt">Revi= sta Multidisciplinar </span><span class=3D"stl07" style=3D"letter-spacing:-= 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">216-230. </span><a href=3D"https://doi.org/10.10= 16/j.compedu.2016.01.012" target=3D"_blank" style=3D"text-decoration:none">= <span class=3D"stl09" style=3D"letter-spacing:normal; color:#000000">https:= //doi.org/10.1016/ </span></a><span class=3D"stl08" style=3D"letter-spacing= :-0.1pt">Rivera Garc</span><span class=3D"stl08" style=3D"letter-spacing:-3= .65pt">=C2=B4</span><span class=3D"stl08">=C4=B1a, C., & Mora Litardo, = E. D. </span><span class=3D"stl08"> </span></p><p class=3D"stl01" styl= e=3D"line-height:12pt"><a href=3D"https://doi.org/10.1016/j.compedu.2016.01= .012" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl09= " style=3D"letter-spacing:normal; color:#000000">j.compedu.2016.01.012 </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">(2019). El apoyo de las Tics en= los pro- </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">cesos pedag</span><span class=3D"stl08" style=3D"letter-spacing:-5pt= ">o</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4gicos= de los colegios de la </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" style=3D"letter-spacing:-0.05pt">ciudad de Ventanas-Ecua= dor. Ciencia Di- </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">gital, 3(4), 101-121. </span><a href=3D"https://doi.org/10.33= 262/cienciadigital.v3i4.956" target=3D"_blank" style=3D"text-decoration:non= e"><span class=3D"stl294" style=3D"letter-spacing:0.4pt">https://doi.or </s= pan><span class=3D"stl294" style=3D"letter-spacing:0.4pt"> </span></a>= </p><p class=3D"stl01" style=3D"line-height:12pt"><a href=3D"https://doi.or= g/10.33262/cienciadigital.v3i4.956" target=3D"_blank" style=3D"text-decorat= ion:none"><span class=3D"stl294" style=3D"letter-spacing:0.25pt">g/10.33262= /cienciadigital.v3i4 </span><span class=3D"stl294" style=3D"letter-spacing:= 0.25pt"> </span></a></p><p class=3D"stl01" style=3D"line-height:12pt">= <a href=3D"https://doi.org/10.33262/cienciadigital.v3i4.956" target=3D"_bla= nk" style=3D"text-decoration:none"><span class=3D"stl20" style=3D"letter-sp= acing:normal; color:#000000">.956 </span><span class=3D"stl20" style=3D"let= ter-spacing:normal; color:#000000"> </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:12pt"><span class=3D"stl08">I., </span><spa= n class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:= 12pt"><span class=3D"stl08">Marauri-Castillo, </span><span class=3D"stl08">=  </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class= =3D"stl08">Cantalapiedra- </span><span class=3D"stl08"> </span></p><p = class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">=C2=B4</sp= an></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">= Gonz</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><= span class=3D"stl08">=C2=B4lez, M. J. y Alvarez-Fern</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=B4ndez, </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">C. (2018). Blog and </span><span class= =3D"stl08" style=3D"letter-spacing:-1.25pt">T</span><span class=3D"stl08">w= </span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">itter, the pe= rfect </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">combination for a digital communicator: </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">The cases of Escolar.net, El comidi= sta </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"= >and Mi mesa cojea. El profesional de la</span><span class=3D"stl08"> = </span><span class=3D"stl08" style=3D"letter-spacing:-0.15pt">Rom</span><sp= an class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"= stl08" style=3D"letter-spacing:0.05pt">=C2=B4n Garc</span><span class=3D"st= l08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">= =C4=B1a, M. del M. y Mart</span><span class=3D"stl08" style=3D"letter-spaci= ng:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1nez- </span><span clas= s=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt">= <span class=3D"stl08">informacion, 27(2), 349-358. </span><a href=3D"https:= //doi.org/10.3145/epi.2018.mar.13" target=3D"_blank" style=3D"text-decorati= on:none"><span class=3D"stl294" style=3D"letter-spacing:0.2pt">https:// </s= pan><span class=3D"stl294" style=3D"letter-spacing:0.2pt"> </span></a>= </p><p class=3D"stl01" style=3D"line-height:12pt"><a href=3D"https://doi.or= g/10.3145/epi.2018.mar.13" target=3D"_blank" style=3D"text-decoration:none"= ><span class=3D"stl121" style=3D"letter-spacing:normal; color:#000000">doi.= org/10.3145/epi.2018.mar.13 </span><span class=3D"stl121" style=3D"letter-s= pacing: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= ">Rivera, O. (2017). Construyendo pro- </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:-0.1pt">fesi<= /span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span cla= ss=3D"stl08" style=3D"letter-spacing:1pt">=C2=B4</span><span class=3D"stl08= " style=3D"letter-spacing:-0.05pt">n con el proyecto Hablemoseduso. </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">RES: Revista 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 Social, 24, </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">546-553. </span><a href=3D"https://eduso.net= /res/wp-content/uploads/documentos/983.pdf" target=3D"_blank" style=3D"text= -decoration:none"><span class=3D"stl20" style=3D"letter-spacing:normal; col= or:#000000">https://eduso.net/res/wp </span><span class=3D"stl20" style=3D"= letter-spacing:normal; color:#000000"> </span></a></p><p class=3D"stl0= 1" style=3D"line-height:12pt"><a href=3D"https://eduso.net/res/wp-content/u= ploads/documentos/983.pdf" target=3D"_blank" style=3D"text-decoration:none"= ><span class=3D"stl294" style=3D"letter-spacing:0.25pt">-content/uploads/do= cumentos/98 </span><span class=3D"stl294" style=3D"letter-spacing:0.25pt">&= #xa0;</span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><a href= =3D"https://eduso.net/res/wp-content/uploads/documentos/983.pdf" target=3D"= _blank" style=3D"text-decoration:none"><span class=3D"stl20" style=3D"lette= r-spacing:normal; color:#000000">3.pdf </span><span class=3D"stl20" 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:0.05pt">Martinez-P</span><span class=3D"stl08" style=3D"letter-spacing= :-4.65pt">e</span><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2= =B4rez, A. (2019). Blogs y Educa- </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">ci</span><span class=3D"stl08" style=3D"lette= r-spacing:-5pt">o</span><span class=3D"stl08">=C2=B4n Social: La experienci= a de Edusosfe- </span><span class=3D"stl08"> </span></p><p class=3D"st= l01" style=3D"line-height:12pt"><span class=3D"stl08">ra. En L.J. Belmonte = et al. (Eds.) Inno- </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">=C2=B4n Docente e Investigaci</span><sp= an class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl= 08" style=3D"letter-spacing:0.15pt">=C2=B4n en Cien- </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">cias Sociales, Econ</span>= <span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"= stl08" style=3D"letter-spacing:0.1pt">=C2=B4micas y Jur</span><span class= =3D"stl08" style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl= 08">=C4=B1dicas,</span><span class=3D"stl08"> </span><span class=3D"st= l08">Sab</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</sp= an><span class=3D"stl08">=C2=B4n Vera, C. (2010). Educaci</span><span class= =3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" styl= e=3D"letter-spacing:0.2pt">=C2=B4n perma- </span><span class=3D"stl08" styl= e=3D"letter-spacing:0.2pt"> </span></p><p class=3D"stl01" style=3D"lin= e-height:12pt"><span class=3D"stl08">pp. 885-896. Madrid: Dykinson, </span>= <a href=3D"https://tinyurl.com/ytjbpesz" target=3D"_blank" style=3D"text-de= coration:none"><span class=3D"stl55" style=3D"letter-spacing:normal; color:= #000000">https: </span><span class=3D"stl55" style=3D"letter-spacing:normal= ; color:#000000"> </span></a></p><p class=3D"stl01" style=3D"line-heig= ht:12pt"><a href=3D"https://tinyurl.com/ytjbpesz" target=3D"_blank" style= =3D"text-decoration:none"><span class=3D"stl09" style=3D"letter-spacing:nor= mal; color:#000000">//tinyurl.com/ytjbpesz </span><span class=3D"stl09" sty= le=3D"letter-spacing:normal; color:#000000"> </span></a></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">nente y aprendi= zaje permanente: Dos mo- </span><span class=3D"stl08"> </span></p><p c= lass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">delos te</s= pan><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class= =3D"stl08">=C2=B4rico-aplicativos diferentes. Re- </span><span class=3D"stl= 08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cl= ass=3D"stl08">vista Iberoamericana de Educaci</span><span class=3D"stl08" s= tyle=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"letter-= spacing:0.25pt">=C2=B4n, 52, </span><span class=3D"stl08" style=3D"letter-s= pacing:0.25pt"> </span></p><p class=3D"stl01" style=3D"line-height:12p= t"><span class=3D"stl08">203-230. </span><a href=3D"https://doi.org/10.3536= 2/rie520617" target=3D"_blank" style=3D"text-decoration:none"><span class= =3D"stl20" style=3D"letter-spacing:normal; color:#000000">https://doi.org/1= 0.35362 </span><span class=3D"stl20" 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/10.35362/rie520617" target=3D"_blank" style=3D"= text-decoration:none"><span class=3D"stl20" style=3D"letter-spacing:normal;= color:#000000">/rie520617 </span><span class=3D"stl20" style=3D"letter-spa= cing:normal; color:#000000"> </span></a></p><p class=3D"stl01" style= =3D"line-height:12pt"><span class=3D"stl08">Mart</span><span class=3D"stl08= " style=3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4= =B1nez-P</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">e</sp= an><span class=3D"stl08">=C2=B4rez, A. y Lezcano-Barbero, F. </span><span c= lass=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12p= t"><span class=3D"stl08">(2020a). Posibilidades de las herramien- </span><s= pan class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-heigh= t:12pt"><span class=3D"stl08">tas WEB 2.0 para el trabajo de los </span><sp= an class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height= :12pt"><span class=3D"stl08">educadores y educadoras sociales. En</span><sp= an class=3D"stl08"> </span><span class=3D"stl08">S</span><span class= =3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><span class=3D"stl08">= =C2=B4ez Carreras, J. (2005). La profesionaliza- </span><span class=3D"stl0= 8"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><span cla= ss=3D"stl08">E.S</span><span class=3D"stl08" style=3D"letter-spacing:-4.65p= t">a</span><span class=3D"stl08" style=3D"letter-spacing:-0.05pt">=C2=B4nch= ez et al. (Eds.). Tecnolog</span><span class=3D"stl08" style=3D"letter-spac= ing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1as edu- </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">cativas y estrat= egias did</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</s= pan><span class=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4cticas, pp.= 986- </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= ">995. Malaga: UMA Editorial. </span><a href=3D"https://hdl.handle.net/1063= 0/20345" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"st= l294" style=3D"letter-spacing:0.7pt">https: </span><span class=3D"stl294" s= tyle=3D"letter-spacing:0.7pt"> </span></a></p><p class=3D"stl01" style= =3D"line-height:12pt"><a href=3D"https://hdl.handle.net/10630/20345" target= =3D"_blank" style=3D"text-decoration:none"><span class=3D"stl09" style=3D"l= etter-spacing:normal; color:#000000">//hdl.handle.net/10630/20345 </span><s= pan 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"s= tl08">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 de los educad= ores sociales: construc- </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">ci</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 un modelo te</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">= o</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4rico par= a su estu- </span><span class=3D"stl08" style=3D"letter-spacing:0.1pt"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D"s= tl08" style=3D"letter-spacing:-0.05pt">dio. Revista 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, 336, 129-139. </span><span class= =3D"stl08" style=3D"letter-spacing:0.1pt"> </span></p><p class=3D"stl0= 1" style=3D"line-height:12pt"><a href=3D"https://tinyurl.com/yuoedxzd" targ= et=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl20" style=3D= "letter-spacing:normal; color:#000000">https://tinyurl.com/yuoedxzd </span>= <span class=3D"stl20" style=3D"letter-spacing:normal; color:#000000"> = </span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><span class=3D= "stl08">Mart</span><span class=3D"stl08" style=3D"letter-spacing:-3.65pt">= =C2=B4</span><span class=3D"stl08">=C4=B1nez-P</span><span class=3D"stl08" = style=3D"letter-spacing:-4.65pt">e</span><span class=3D"stl08">=C2=B4rez, A= . y Lezcano-Barbero, F.</span><span class=3D"stl08"> </span><span clas= s=3D"stl08">S</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">= a</span><span class=3D"stl08">=C2=B4nchez, A. (2016). La Sociedad de la In-= </span><span class=3D"stl08"> </span></p><p class=3D"stl01" style=3D"= line-height:12pt"><span class=3D"stl08">(2020b). Social educators professio= nal sa- </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">tisfaction: In=EF=AC=82uential factors. Bordon. Re- </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">vista de Pedagogia, 7= 2(2), 99-118. </span><a href=3D"https://doi.org/10.13042/Bordon.2020.72172"= target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl294" st= yle=3D"letter-spacing:0.2pt">http </span><span class=3D"stl294" style=3D"le= tter-spacing:0.2pt"> </span></a></p><p class=3D"stl01" style=3D"line-h= eight:12pt"><a href=3D"https://doi.org/10.13042/Bordon.2020.72172" target= =3D"_blank" style=3D"text-decoration:none"><span class=3D"stl294" style=3D"= letter-spacing:0.25pt">s://doi.org/10.13042/Bordon.20 </span><span class=3D= "stl294" style=3D"letter-spacing:0.25pt"> </span></a></p><p class=3D"s= tl01" style=3D"line-height:12pt"><a href=3D"https://doi.org/10.13042/Bordon= .2020.72172" target=3D"_blank" style=3D"text-decoration:none"><span class= =3D"stl09" style=3D"letter-spacing:normal; color:#000000">20.72172 </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" style=3D"letter-spacing:-0.05pt">formaci</span><span class=3D"stl08"= style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08" style=3D"lette= r-spacing:0.05pt">=C2=B4n, Sociedad del Conocimiento y </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" style=3D"letter-spacin= g:-0.05pt">Sociedad del Aprendizaje. Referentes en </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">torno a su formaci</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. Bibliotecas. Anales </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:-0.1pt">de 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, 12(2), 231-239. </span><a href=3D"ht= tps://revistasbnjm.sld.cu/index.php/BAI/article/view/179" target=3D"_blank"= style=3D"text-decoration:none"><span class=3D"stl20" style=3D"letter-spaci= ng:normal; color:#000000">https: </span><span class=3D"stl20" style=3D"lett= er-spacing:normal; color:#000000"> </span></a></p><p class=3D"stl01" s= tyle=3D"line-height:12pt"><a href=3D"https://revistasbnjm.sld.cu/index.php/= BAI/article/view/179" target=3D"_blank" style=3D"text-decoration:none"><spa= n class=3D"stl294" style=3D"letter-spacing:0.25pt">//revistasbnjm.sld.cu/in= dex.ph </span><span class=3D"stl294" style=3D"letter-spacing:0.25pt"> = </span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><a href=3D"htt= ps://revistasbnjm.sld.cu/index.php/BAI/article/view/179" target=3D"_blank" = style=3D"text-decoration:none"><span class=3D"stl20" style=3D"letter-spacin= g:normal; color:#000000">p/BAI/article/view/179 </span><span class=3D"stl20= " style=3D"letter-spacing:normal; color:#000000"> </span></a></p><p cl= ass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"let= ter-spacing:-0.05pt">Meneses, J. y Rodr</span><span class=3D"stl08" style= =3D"letter-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1guez, = D. (2011). El cues- </span><span class=3D"stl08"> </span></p><p class= =3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">tionario y la e= ntrevista. Editorial UOC.</span><span class=3D"stl08"> </span><span cl= ass=3D"stl08">S</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt= ">a</span><span class=3D"stl08" style=3D"letter-spacing:0.1pt">=C2=B4nchez = C</span><span class=3D"stl08" style=3D"letter-spacing:-4.65pt">a</span><spa= n class=3D"stl08" style=3D"letter-spacing:-0.05pt">=C2=B4novas, J. F. (2012= ). La realidad </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://www.researchgate.net/publication/265004566_El_cuestionario_y_la_en= trevista" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"s= tl294" style=3D"letter-spacing:0.25pt">https://www.researchgate.net/p </spa= n><span class=3D"stl294" style=3D"letter-spacing:0.25pt"> </span></a><= /p><p class=3D"stl01" style=3D"line-height:12pt"><a href=3D"https://www.res= earchgate.net/publication/265004566_El_cuestionario_y_la_entrevista" target= =3D"_blank" style=3D"text-decoration:none"><span class=3D"stl294" style=3D"= letter-spacing:0.25pt">ublication/265004566_El_cuesti </span><span class=3D= "stl294" style=3D"letter-spacing:0.25pt"> </span></a></p><p class=3D"s= tl01" style=3D"line-height:12pt"><a href=3D"https://www.researchgate.net/pu= blication/265004566_El_cuestionario_y_la_entrevista" target=3D"_blank" styl= e=3D"text-decoration:none"><span class=3D"stl09" style=3D"letter-spacing:no= rmal; color:#000000">onario_y_la_entrevista </span><span class=3D"stl09" st= yle=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 class=3D"stl08">sobre la educaci</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 social: la participa- </span><span cl= ass=3D"stl08" style=3D"letter-spacing:0.1pt"> </span></p><p class=3D"s= tl01" 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">=C2= =B4n como proceso de profesionalizaci</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"stl08" style=3D"letter-spacing:-0.05pt">Aposta. Revista de Ciencias Soc= iales, 52, </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= "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"f= ont-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:8pt">=C2=B4 protegida bajo una licencia Creat= ive 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: </s= pan><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">http://creativecommons.org/licenses/by-nc-sa/4.0/ </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"stl07">=E2=80=9D=E2=80=9D </span><sp= an 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 clas= s=3D"stl07">Predicci</span><span class=3D"stl07" style=3D"letter-spacing:-5= pt">o</span><span class=3D"stl07" style=3D"letter-spacing:0.1pt">=C2=B4n Ci= ent</span><span class=3D"stl07" style=3D"letter-spacing:-3.65pt">=C2=B4</sp= an><span class=3D"stl07">=C4=B1=EF=AC=81ca </span><span class=3D"stl07">&#x= a0;</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">1-28. </span><a href=3D"https://www.redalyc.org/= articulo.oa?id=3D495950248005" target=3D"_blank" style=3D"text-decoration:n= one"><span class=3D"stl294" style=3D"letter-spacing:0.15pt">https://www.red= alyc.org/ar </span><span class=3D"stl294" style=3D"letter-spacing:0.15pt">&= #xa0;</span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><a href= =3D"https://www.redalyc.org/articulo.oa?id=3D495950248005" target=3D"_blank= " style=3D"text-decoration:none"><span class=3D"stl09" style=3D"letter-spac= ing:normal; color:#000000">ticulo.oa?id=3D495950248005 </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">cac= i</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span c= lass=3D"stl08" style=3D"letter-spacing:0.05pt">=C2=B4n social. Educaci</spa= n><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class= =3D"stl08" style=3D"letter-spacing:-0.05pt">=C2=B4 social. Revista </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">d=E2=80=99i= ntervenci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span= ><span class=3D"stl08">=C2=B4 socioeducativa, 70, 17-38 </span><span class= =3D"stl08"> </span></p><p class=3D"stl01" style=3D"line-height:12pt"><= a href=3D"https://doi.org/10.34810/EducacioSocialn70id347362." target=3D"_b= lank" style=3D"text-decoration:none"><span class=3D"stl294" style=3D"letter= -spacing:0.25pt">https://doi.org/10.34810/Educa </span><span class=3D"stl29= 4" style=3D"letter-spacing:0.25pt"> </span></a></p><p class=3D"stl01" = style=3D"line-height:12pt"><a href=3D"https://doi.org/10.34810/EducacioSoci= aln70id347362." target=3D"_blank" style=3D"text-decoration:none"><span clas= s=3D"stl20" style=3D"letter-spacing:normal; color:#000000">cioSocialn70id34= 7362. </span><span class=3D"stl20" style=3D"letter-spacing:normal; color:#0= 00000"> </span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><= span class=3D"stl08">S</span><span class=3D"stl08" style=3D"letter-spacing:= -4.65pt">a</span><span class=3D"stl08">=C2=B4nchez, S. (2012). Un verano en= la nube. </span><span class=3D"stl08"> </span></p><p class=3D"stl01" = style=3D"line-height:12pt"><span class=3D"stl08">De TIC y Educaci</span><sp= an class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl= 08" style=3D"letter-spacing:0.1pt">=C2=B4n Social. Quaderns </span><span cl= ass=3D"stl08" style=3D"letter-spacing:0.1pt"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl08">d=E2=80=99Educaci</s= pan><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class= =3D"stl08">=C2=B4 Social, 14, 44-55. </span><a href=3D"https://www.eduso.ne= t/categoria_recursos/documental/hemerotecas/quaderns-deducacio-social/qes-n= um-14/" target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl= 294" style=3D"letter-spacing:0.7pt">https: </span><span class=3D"stl294" st= yle=3D"letter-spacing:0.7pt"> </span></a></p><p class=3D"stl01" style= =3D"line-height:12pt"><a href=3D"https://www.eduso.net/categoria_recursos/d= ocumental/hemerotecas/quaderns-deducacio-social/qes-num-14/" target=3D"_bla= nk" style=3D"text-decoration:none"><span class=3D"stl294" style=3D"letter-s= pacing:0.25pt">//www.eduso.net/categoria_recu </span><span class=3D"stl294"= style=3D"letter-spacing:0.25pt"> </span></a></p><p class=3D"stl01" st= yle=3D"line-height:12pt"><a href=3D"https://www.eduso.net/categoria_recurso= s/documental/hemerotecas/quaderns-deducacio-social/qes-num-14/" target=3D"_= blank" style=3D"text-decoration:none"><span class=3D"stl294" style=3D"lette= r-spacing:0.25pt">rsos/documental/hemerotecas/qu </span><span class=3D"stl2= 94" style=3D"letter-spacing:0.25pt"> </span></a></p><p class=3D"stl01"= style=3D"line-height:12pt"><a href=3D"https://www.eduso.net/categoria_recu= rsos/documental/hemerotecas/quaderns-deducacio-social/qes-num-14/" target= =3D"_blank" style=3D"text-decoration:none"><span class=3D"stl152" style=3D"= color:#000000">aderns-deducacio-social/qes-n </span><span class=3D"stl152" = style=3D"color:#000000"> </span></a></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><a href=3D"https://www.eduso.net/categoria_recursos/documen= tal/hemerotecas/quaderns-deducacio-social/qes-num-14/" target=3D"_blank" st= yle=3D"text-decoration:none"><span class=3D"stl294" style=3D"letter-spacing= :0.1pt">um-14/ </span><span class=3D"stl294" style=3D"letter-spacing:0.1pt"= > </span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><span c= lass=3D"stl08">Santill</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 Aguirre, J., Cadena </span><span class=3D"stl08" style=3D"letter-spaci= ng:-1.1pt">V</span><span class=3D"stl08" style=3D"letter-spacing:-0.2pt">ac= a, V. del </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" style=3D"letter-spacing:-0.05pt">C., & Cadena Vaca, M. (2019). Ed= ucaci</span><span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><sp= an 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">Steam: entrada a la socie= dad del conoci- </span><span class=3D"stl08"> </span></p><p class=3D"s= tl01" style=3D"line-height:12pt"><span class=3D"stl08">miento. Ciencia Digi= tal, 3(3.4.), 212-227. </span><span class=3D"stl08"> </span></p><p cla= ss=3D"stl01" style=3D"line-height:12pt"><a href=3D"https://doi.org/10.33262= /cienciadigital.v3i3.4.847" target=3D"_blank" style=3D"text-decoration:none= "><span class=3D"stl294" style=3D"letter-spacing:0.25pt">https://doi.org/10= .33262/cienc </span><span class=3D"stl294" style=3D"letter-spacing:0.25pt">=  </span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><a href= =3D"https://doi.org/10.33262/cienciadigital.v3i3.4.847" target=3D"_blank" s= tyle=3D"text-decoration:none"><span class=3D"stl09" style=3D"letter-spacing= :normal; color:#000000">iadigital.v3i3.4.847 </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">Stan=EF=AC=81el= d, D. y Beddoe, L. (2016). So- </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">cial Work and Social Media in Aotea- </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" style=3D"lett= er-spacing:-0.05pt">roa New Zealand: Educating Social Wor- </span><span cla= ss=3D"stl08" style=3D"letter-spacing:-0.05pt"> </span></p><p class=3D"= stl01" style=3D"line-height:12pt"><span class=3D"stl08">kers across Shiftin= g Boundaries of So- </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">cial Work Identity. Social Work Educa- </span><span class= =3D"stl08" style=3D"letter-spacing:-0.1pt"> </span></p><p class=3D"stl= 01" style=3D"line-height:12pt"><span class=3D"stl08">tion, 35(3), 284-296. = </span><a href=3D"https://doi.org/10.1080/02615479.2016.1154663" target=3D"= _blank" style=3D"text-decoration:none"><span class=3D"stl294" style=3D"lett= er-spacing:0.25pt">https://doi.or </span><span class=3D"stl294" style=3D"le= tter-spacing:0.25pt"> </span></a></p><p class=3D"stl01" style=3D"line-= height:12pt"><a href=3D"https://doi.org/10.1080/02615479.2016.1154663" targ= et=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl09" style=3D= "letter-spacing:normal; color:#000000">g/10.1080/02615479.2016.1154663 </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:-0.1pt">Tess, P. A. (2013). The role of = social me- </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">dia in higher education classes (real and </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">virtual)-A literature review.= Computers in </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">Human Behavior, 29(5), 60-68. <= /span><a href=3D"https://doi.org/10.1016/j.chb.2012.12.032" target=3D"_blan= k" style=3D"text-decoration:none"><span class=3D"stl294" style=3D"letter-sp= acing:0.3pt">https: </span><span class=3D"stl294" style=3D"letter-spacing:0= .3pt"> </span></a></p><p class=3D"stl01" style=3D"line-height:12pt"><a= href=3D"https://doi.org/10.1016/j.chb.2012.12.032" target=3D"_blank" style= =3D"text-decoration:none"><span class=3D"stl294" style=3D"letter-spacing:0.= 25pt">//doi.org/10.1016/j.chb.2012.1 </span><span class=3D"stl294" style=3D= "letter-spacing:0.25pt"> </span></a></p><p class=3D"stl01" style=3D"li= ne-height:12pt"><a href=3D"https://doi.org/10.1016/j.chb.2012.12.032" targe= t=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl20" style=3D"= letter-spacing:normal; color:#000000">2.032 </span><span class=3D"stl20" st= yle=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:-0.15pt">Velastegu</span><span class=3D"stl08" style=3D"letter-spa= cing:-3.65pt">=C2=B4</span><span class=3D"stl08" style=3D"letter-spacing:-0= .05pt">=C4=B1, E. (2019). Las ventajas y des- </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">ventajas del internet en la soc= iedad. Con- </span><span class=3D"stl08"> </span></p><p class=3D"stl01= " style=3D"line-height:12pt"><span class=3D"stl08">ciencia Digital, 2(1), 3= 5-45. </span><a href=3D"https://doi.org/10.33262/concienciadigital.v2i1.928= " target=3D"_blank" style=3D"text-decoration:none"><span class=3D"stl09" st= yle=3D"letter-spacing:normal; color:#000000">https://do </span><span class= =3D"stl09" style=3D"letter-spacing:normal; color:#000000"> </span></a>= </p><p class=3D"stl01" style=3D"line-height:12pt"><a href=3D"https://doi.or= g/10.33262/concienciadigital.v2i1.928" target=3D"_blank" style=3D"text-deco= ration:none"><span class=3D"stl294" style=3D"letter-spacing:0.25pt">i.org/1= 0.33262/concienciadigit </span><span class=3D"stl294" 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/10.33262/concienciadigital.v2i1.928" target= =3D"_blank" style=3D"text-decoration:none"><span class=3D"stl09" style=3D"l= etter-spacing:normal; color:#000000">al.v2i1.928 </span><span class=3D"stl0= 9" style=3D"letter-spacing:normal; color:#000000"> </span></a></p><p c= lass=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08" style=3D"le= tter-spacing:-0.05pt">Vilar Mart</span><span class=3D"stl08" style=3D"lette= r-spacing:-3.65pt">=C2=B4</span><span class=3D"stl08">=C4=B1n, J. (2018). E= lementos de re=EF=AC=82e- </span><span class=3D"stl08"> </span></p><p = class=3D"stl01" style=3D"line-height:12pt"><span class=3D"stl08">xi</span><= span class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"s= tl08" style=3D"letter-spacing:0.1pt">=C2=B4n para el futuro pr</span><span = class=3D"stl08" style=3D"letter-spacing:-5pt">o</span><span class=3D"stl08"= style=3D"letter-spacing:0.1pt">=C2=B4ximo de la edu- </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"stl07">=E2=80=9D=E2=80=9D </span>= <span class=3D"stl07"> </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:8pt"><span cl= ass=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:-3.1= pt">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" s= tyle=3D"font-size:8pt"> </span></p><p class=3D"stl01" style=3D"line-he= ight:8pt"><span class=3D"stl08" style=3D"font-size:8pt">International. Copi= a de la licencia: </span><span class=3D"stl08" style=3D"font-size:8pt"> = 0;</span></p><p class=3D"stl01" style=3D"line-height:8pt"><span class=3D"st= l08" 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 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:0.1= pt">=C2=B4gina 62- 62 </span><span class=3D"stl07" style=3D"letter-spacing:= 0.1pt"> </span></p><p style=3D"line-height:12pt"><a href=3D"https://ww= w.redalyc.org/articulo.oa?id=3D495950248005" target=3D"_blank" style=3D"tex= t-decoration:none"><img src=3D"data:image/png;base64,iVBORw0KGgoAAAANSUhEUg= AAAnQAAANkCAYAAAA+yLfgAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAOxAAADsQBlSsOGwAAC= FlJREFUeJztwTEBAAAAwqD1T20ND6AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA= 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. 40 – 62, 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:131;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.1134em;">je antes, desde el respeto y la interacci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_152">´n,</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5415em;"> </span><span class="stl_47 stl_08 stl_109" style="word-spacing:0.0505em;">el sentido de que es necesario la existencia  </span></div> <div class="stl_01" style="left:7.0799em;top:12.0554em;"><span class="stl_47 stl_08 stl_140" style="word-spacing:-0.051em;">intercambio y complementariedad con otras</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5827em;"> </span><span class="stl_47 stl_08 stl_70" style="word-spacing:0.1349em;">de espacios de encuentro de profesionales  </span></div> <div class="stl_01" style="left:7.0799em;top:13.4399em;z-index:1433;"><span class="stl_47 stl_08 stl_114" style="word-spacing:-0.0021em;">profesiones afines” (C6), existe una deman-</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5861em;"> </span><span class="stl_47 stl_08 stl_64" style="word-spacing:0.131em;">que interact</span><span class="stl_47 stl_08 stl_126">u</span><span class="stl_47 stl_08 stl_85" style="word-spacing:0.1209em;">´en, compartan experiencias y  </span></div> <div class="stl_01" style="left:7.0799em;top:14.8143em;z-index:1492;"><span class="stl_47 stl_08 stl_29" style="word-spacing:0.1406em;">da por parte del colectivo profesional que</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5852em;"> </span><span class="stl_47 stl_08 stl_111" style="word-spacing:0.003em;">expliquen qu</span><span class="stl_47 stl_08 stl_65">e</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0101em;">´ entienden por Educaci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_88" style="word-spacing:-0.0636em;">´n So-  </span></div> <div class="stl_01" style="left:7.0799em;top:16.1986em;z-index:1530;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.1412em;">no ha sido suficientemente atendida, tal y</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5833em;"> </span><span class="stl_47 stl_08 stl_97" style="word-spacing:0.022em;">cial en los distintos </span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_66" style="word-spacing:0.01em;">´mbitos de acci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_162" style="word-spacing:-0.0134em;">´n: “di-  </span></div> <div class="stl_01" style="left:7.0799em;top:17.583em;z-index:1553;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.1832em;">como se refleja en las solicitudes respec-</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5833em;"> </span><span class="stl_47 stl_08 stl_09">fusi</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_224" style="word-spacing:-0.0427em;">´n de reflexi</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_142" style="word-spacing:-0.0311em;">´n, proyectos, recursos des-  </span></div> <div class="stl_01" style="left:7.0799em;top:18.9674em;z-index:1617;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0607em;">to a la mejora del contenido: “de todos los</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5833em;"> </span><span class="stl_47 stl_08 stl_20" style="word-spacing:0.009em;">de la pr</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_98" style="word-spacing:0.0066em;">´ctica socioeducativa. Construcci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_19">´n  </span></div> <div class="stl_01" style="left:7.0799em;top:20.3518em;z-index:1654;"><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_167" style="word-spacing:-0.0075em;">´mbitos” (C75); “conocer m</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_189" style="word-spacing:-0.0143em;">´s sobre los di-</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5767em;"> </span><span class="stl_47 stl_08 stl_42" style="word-spacing:0.1127em;">de conocimiento a trav</span><span class="stl_47 stl_08 stl_65">e</span><span class="stl_47 stl_08 stl_89" style="word-spacing:0.1034em;">´s de la generaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_19">´n  </span></div> <div class="stl_01" style="left:7.0799em;top:21.7362em;z-index:423;"><span class="stl_47 stl_08 stl_36" style="word-spacing:0.1496em;">ferentes </span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_199" style="word-spacing:0.1353em;">´mbitos, sobre todo aquellos m</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_120">´s</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5278em;"> </span><span class="stl_47 stl_08 stl_31" style="word-spacing:0.0409em;">de una red donde compartir conocimiento”  </span></div> <div class="stl_01" style="left:7.0799em;top:23.1305em;"><span class="stl_47 stl_08 stl_36" style="word-spacing:0.01em;">novedosos” (C29).  </span></div> <div class="stl_01" style="left:25.2183em;top:23.1305em;"><span class="stl_47 stl_08 stl_09">(C56):  </span></div> <div class="stl_01" style="left:7.0799em;top:25.0909em;z-index:468;"><span class="stl_130 stl_22 stl_139">Relaci</span><span class="stl_130 stl_22 stl_73">o</span><span class="stl_130 stl_22 stl_140" style="word-spacing:-0.0013em;">´n entre las subcategor</span><span class="stl_130 stl_22 stl_272">´</span><span class="stl_130 stl_22 stl_09">ıas  </span></div> <div class="stl_01" style="left:27.108em;top:25.1068em;z-index:1718;"><span class="stl_47 stl_08 stl_62" style="word-spacing:0.005em;">El hecho de que los compa</span><span class="stl_47 stl_08 stl_17">n</span><span class="stl_47 stl_08 stl_156" style="word-spacing:-0.0049em;">˜eros hayan  </span></div> <div class="stl_01" style="left:27.108em;top:26.5012em;"><span class="stl_47 stl_08 stl_137" style="word-spacing:-0.0489em;">expresado contado y relatado su trayec-  </span></div> <div class="stl_01" style="left:27.108em;top:27.8756em;z-index:1772;"><span class="stl_47 stl_08 stl_64" style="word-spacing:-0.0641em;">toria para m</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_41" style="word-spacing:-0.0603em;">ı es un valor que contribuye  </span></div> <div class="stl_01" style="left:27.108em;top:29.26em;z-index:1815;"><span class="stl_47 stl_08 stl_107" style="word-spacing:-0.0329em;">a entender la profesi</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_218" style="word-spacing:-0.0474em;">´n como una expe-  </span></div> <div class="stl_01" style="left:27.108em;top:30.6443em;z-index:1859;"><span class="stl_47 stl_08 stl_199" style="word-spacing:0.0585em;">riencia de largo recorrido y tambi</span><span class="stl_47 stl_08 stl_65">e</span><span class="stl_47 stl_08 stl_120" style="word-spacing:-0.0479em;">´n a  </span></div> <div class="stl_01" style="left:27.108em;top:32.0388em;"><span class="stl_47 stl_08 stl_70" style="word-spacing:0.0441em;">poder ir transitando los diferentes mo-  </span></div> <div class="stl_01" style="left:27.108em;top:33.4132em;z-index:1907;"><span class="stl_47 stl_08 stl_62" style="word-spacing:0.0584em;">mentos hist</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_182" style="word-spacing:0.0464em;">´ricos que estamos vivien-  </span></div> <div class="stl_01" style="left:27.108em;top:34.7975em;z-index:1950;"><span class="stl_47 stl_08 stl_196" style="word-spacing:0.0529em;">do reflexionando a trav</span><span class="stl_47 stl_08 stl_65">e</span><span class="stl_47 stl_08 stl_230" style="word-spacing:0.0308em;">´s de la mirada  </span></div> <div class="stl_01" style="left:27.108em;top:36.1918em;"><span class="stl_47 stl_08 stl_112" style="word-spacing:0.0047em;">profesional (C111)  </span></div> <div class="stl_01" style="left:7.0799em;top:27.1031em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:-0.0298em;">Si profundizamos en las relaciones entre las  </span></div> <div class="stl_01" style="left:7.0799em;top:28.4775em;z-index:529;"><span class="stl_47 stl_08 stl_112" style="word-spacing:0.0447em;">distintas subcategor</span><span class="stl_47 stl_08 stl_81">´</span><span class="stl_47 stl_08 stl_93" style="word-spacing:0.0383em;">ıas de “contribuciones”  </span></div> <div class="stl_01" style="left:7.0799em;top:29.8619em;z-index:580;"><span class="stl_47 stl_08 stl_114" style="word-spacing:0.0089em;">(ver tabla 2), dentro de la categor</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.004em;">ıa “Identi-  </span></div> <div class="stl_01" style="left:7.0799em;top:31.2563em;"><span class="stl_47 stl_08 stl_50" style="word-spacing:-0.0342em;">dad profesional” en lo que respecta a la sub-  </span></div> <div class="stl_01" style="left:7.0799em;top:32.6307em;z-index:635;"><span class="stl_47 stl_08 stl_10">categor</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_72" style="word-spacing:-0.0745em;">ıa “Explicar, definir nuestro trabajo”,  </span></div> <div class="stl_01" style="left:7.0799em;top:34.025em;"><span class="stl_47 stl_08 stl_77" style="word-spacing:0.0507em;">que cuenta con 82 referencias, se relaciona  </span></div> <div class="stl_01" style="left:7.0799em;top:35.3994em;z-index:743;"><span class="stl_47 stl_08 stl_115" style="word-spacing:-0.0195em;">con 24 referencias tanto con la subcategor</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_09">ıa  </span></div> <div class="stl_01" style="left:7.0799em;top:36.7939em;"><span class="stl_47 stl_08 stl_109" style="word-spacing:-0.0519em;">“Foros” como con “Reconocimiento, visibi-  </span></div> <div class="stl_01" style="left:7.0799em;top:38.1683em;z-index:790;"><span class="stl_47 stl_08 stl_09">lizaci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_88">´n”.  </span></div> <div class="stl_01" style="left:25.2183em;top:38.1682em;z-index:2003;"><span class="stl_47 stl_08 stl_109" style="word-spacing:0.4505em;">Con respecto a la subcategor</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.448em;">ıa “Crear  </span></div> <div class="stl_01" style="left:25.2183em;top:39.5626em;"><span class="stl_47 stl_08 stl_112" style="word-spacing:0.0083em;">colectivo-red”, que contiene 73 referencias,  </span></div> <div class="stl_01" style="left:25.2183em;top:40.937em;z-index:2079;"><span class="stl_47 stl_08 stl_70" style="word-spacing:-0.026em;">“foros” es con la que comparte m</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_154" style="word-spacing:-0.0331em;">´s referen-  </span></div> <div class="stl_01" style="left:25.2183em;top:42.3313em;"><span class="stl_47 stl_08 stl_77" style="word-spacing:0.055em;">cias, siendo 27 en total, ya que se entiende  </span></div> <div class="stl_01" style="left:25.2183em;top:43.7058em;z-index:2143;"><span class="stl_47 stl_08 stl_139" style="word-spacing:0.1753em;">que para la generaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_177" style="word-spacing:0.1575em;">´n de un sentimiento  </span></div> <div class="stl_01" style="left:25.2183em;top:45.1001em;"><span class="stl_47 stl_08 stl_259" style="word-spacing:0.0484em;">como colectivo y generar una red profesio-  </span></div> <div class="stl_01" style="left:25.2183em;top:46.4845em;"><span class="stl_47 stl_08 stl_163" style="word-spacing:-0.0254em;">nal es necesario que existan foros en los que  </span></div> <div class="stl_01" style="left:25.2183em;top:47.8688em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.1502em;">cohabiten educadoras y educadores socia-  </span></div> <div class="stl_01" style="left:25.2183em;top:49.2433em;z-index:2306;"><span class="stl_47 stl_08 stl_20" style="word-spacing:0.0588em;">les: “espacios de intercambio e interacci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_19">´n  </span></div> <div class="stl_01" style="left:25.2183em;top:50.6377em;"><span class="stl_47 stl_08 stl_62" style="word-spacing:0.0838em;">en el sector profesional” (C113); “sirve de  </span></div> <div class="stl_01" style="left:25.2183em;top:52.0121em;z-index:2348;"><span class="stl_47 stl_08 stl_273">veh</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_94" style="word-spacing:-0.0906em;">ıculo para compartir puntos de vista y ex-  </span></div> <div class="stl_01" style="left:25.2183em;top:53.3964em;z-index:2407;"><span class="stl_47 stl_08 stl_12" style="word-spacing:0.0577em;">periencias de diferentes </span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_66" style="word-spacing:0.0459em;">´mbitos de la edu-  </span></div> <div class="stl_01" style="left:25.2183em;top:54.7808em;z-index:2427;"><span class="stl_47 stl_08 stl_09">caci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_92" style="word-spacing:-0.0139em;">´n social” (C31).  </span></div> <div class="stl_01" style="left:7.0799em;top:40.1545em;z-index:812;"><span class="stl_47 stl_08 stl_20" style="word-spacing:-0.044em;">En cuanto a la relaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_103" style="word-spacing:-0.0513em;">´n con “Reconocimien-  </span></div> <div class="stl_01" style="left:7.0799em;top:41.5389em;z-index:847;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0879em;">to, visibilizaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_140" style="word-spacing:0.0872em;">´n” se explica ya que se en-  </span></div> <div class="stl_01" style="left:7.0799em;top:42.9233em;z-index:903;"><span class="stl_47 stl_08 stl_50" style="word-spacing:0.0692em;">tiende que para visibilizar la profesi</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_274" style="word-spacing:0.0303em;">´n hay  </span></div> <div class="stl_01" style="left:7.0799em;top:44.3176em;"><span class="stl_47 stl_08 stl_115" style="word-spacing:0.0042em;">precisamente que explicarla a la sociedad:  </span></div> <div class="stl_01" style="left:8.9698em;top:46.2939em;z-index:965;"><span class="stl_47 stl_08 stl_275" style="word-spacing:0.1476em;">Para m</span><span class="stl_47 stl_08 stl_81">´</span><span class="stl_47 stl_08 stl_14" style="word-spacing:0.1209em;">ı la contribuci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_165" style="word-spacing:0.1158em;">´n tiene que ver  </span></div> <div class="stl_01" style="left:8.9698em;top:47.6884em;"><span class="stl_47 stl_08 stl_102" style="word-spacing:0.1753em;">con visibilizar experiencias concretas  </span></div> <div class="stl_01" style="left:8.9698em;top:49.0628em;z-index:1040;"><span class="stl_47 stl_08 stl_97" style="word-spacing:-0.0025em;">bajo el denominador de Educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_88" style="word-spacing:-0.0607em;">´n So-  </span></div> <div class="stl_01" style="left:8.9698em;top:50.4471em;z-index:1061;"><span class="stl_47 stl_08 stl_23" style="word-spacing:0.1161em;">cial. A partir del t</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.1158em;">ıtulo y desde el re-  </span></div> <div class="stl_01" style="left:8.9698em;top:51.8414em;"><span class="stl_47 stl_08 stl_74" style="word-spacing:0.1542em;">corrido realizado de personas involu-  </span></div> <div class="stl_01" style="left:8.9698em;top:53.2259em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0063em;">cradas y con capacidad para contar me  </span></div> <div class="stl_01" style="left:8.9698em;top:54.6103em;"><span class="stl_47 stl_08 stl_102" style="word-spacing:0.2678em;">parece que ha sido un recurso muy  </span></div> <div class="stl_01" style="left:8.9698em;top:55.9847em;z-index:1173;"><span class="stl_47 stl_08 stl_20">did</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_14" style="word-spacing:0.133em;">´ctico que ha visibilizado la reali-  </span></div> <div class="stl_01" style="left:8.9698em;top:57.369em;z-index:1219;"><span class="stl_47 stl_08 stl_20" style="word-spacing:0em;">dad de la Educaci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_53" style="word-spacing:-0.0152em;">´n Social (C111)  </span></div> <div class="stl_01" style="left:25.2183em;top:56.7671em;z-index:2451;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.1749em;">La relaci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_98" style="word-spacing:0.173em;">´n con “Explicar, definir nuestra  </span></div> <div class="stl_01" style="left:25.2183em;top:58.1515em;z-index:2487;"><span class="stl_47 stl_08 stl_36">profesi</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_89" style="word-spacing:0.0757em;">´n” con quien comparte 18 referen-  </span></div> <div class="stl_01" style="left:25.2183em;top:59.5458em;"><span class="stl_47 stl_08 stl_23" style="word-spacing:0.0115em;">cias se determina por la necesidad de gene-  </span></div> <div class="stl_01" style="left:25.2183em;top:60.9303em;"><span class="stl_47 stl_08 stl_44" style="word-spacing:0.0726em;">rar narrativas compartidas con el colectivo  </span></div> <div class="stl_01" style="left:25.2183em;top:62.3146em;"><span class="stl_47 stl_08 stl_42" style="word-spacing:-0.0075em;">que hacen que las personas profesionales se  </span></div> <div class="stl_01" style="left:7.0799em;top:59.3554em;z-index:1254;"><span class="stl_47 stl_08 stl_50" style="word-spacing:-0.0586em;">Por otro lado, la relaci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_96" style="word-spacing:-0.0726em;">´n con “Foros” se ma-  </span></div> <div class="stl_01" style="left:7.0799em;top:60.7397em;z-index:1293;"><span class="stl_47 stl_08 stl_60" style="word-spacing:0.0151em;">nifiesta en la construcci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_180" style="word-spacing:-0.0041em;">´n compartida y re-  </span></div> <div class="stl_01" style="left:7.0799em;top:62.1241em;z-index:1344;"><span class="stl_47 stl_08 stl_115" style="word-spacing:-0.0708em;">flexionada de la definici</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_240" style="word-spacing:-0.0846em;">´n de la profesi</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_152" style="word-spacing:-0.1585em;">´n en  </span></div> <div class="stl_01" style="left:15.0477em;top:64.4944em;z-index:2629;"><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:2647;"><span class="stl_49 stl_08 stl_69" style="word-spacing:0.0117em;">Esta revista est</span><span class="stl_49 stl_08 stl_65">a</span><span class="stl_49 stl_08 stl_50" 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:2725;"><span class="stl_49 stl_08 stl_79" 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_49 stl_08 stl_80">http://creativecommons.org/licenses/by-nc-sa/4.0/  </span></div> <div class="stl_01" style="left:15.0477em;top:67.1385em;z-index:2777;"><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:2796;"><span class="stl_07 stl_08 stl_20">Predicci</span><span class="stl_07 stl_08 stl_17">o</span><span class="stl_07 stl_08 stl_38" style="word-spacing:-0.0187em;">´n Cient</span><span class="stl_07 stl_08 stl_81">´</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:2803;"><span class="stl_07 stl_08 stl_20">P</span><span class="stl_07 stl_08 stl_65">a</span><span class="stl_07 stl_08 stl_82" style="word-spacing:-0.0158em;">´gina 54- 62  </span></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. 40 – 62, 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:12.5637em;top:10.6437em;z-index:140;"><span class="stl_24 stl_08 stl_90" style="word-spacing:0.007em;">Tabla 2: Referencias compartidas entre subcategor</span><span class="stl_24 stl_08 stl_13">´</span><span class="stl_24 stl_08 stl_93" style="word-spacing:-0.0022em;">ıas de “contribuciones”  </span></div> <div class="stl_01" style="left:39.9275em;top:12.4821em;z-index:244;"><span class="stl_276 stl_08 stl_09">´</span></div> <div class="stl_01" style="left:12.4604em;top:12.6196em;z-index:233;"><span class="stl_276 stl_08 stl_112" style="word-spacing:0.8455em;">Reconocimiento Explicar-definir Crear</span><span class="stl_276 stl_08 stl_09" style="word-spacing:0.0023em;"> </span><span class="stl_276 stl_08 stl_41" style="word-spacing:0.8468em;">colectivo Foros Formaci</span><span class="stl_276 stl_08 stl_17">o</span><span class="stl_276 stl_08 stl_181" style="word-spacing:0.8321em;">´n Actualizaci</span><span class="stl_276 stl_08 stl_17">o</span><span class="stl_276 stl_08 stl_218" style="word-spacing:0.8311em;">´n Funciones Ambitos  </span></div> <div class="stl_01" style="left:7.5885em;top:13.4512em;"><span class="stl_276 stl_08 stl_62" style="word-spacing:0.8443em;">Reconocimiento 108  </span></div> <div class="stl_01" style="left:7.5885em;top:14.2532em;"><span class="stl_276 stl_08 stl_33" style="word-spacing:1.09em;">Explicar-definir 24  </span></div> <div class="stl_01" style="left:17.3324em;top:13.4512em;"><span class="stl_276 stl_08 stl_09">24  </span></div> <div class="stl_01" style="left:17.3324em;top:14.2532em;"><span class="stl_276 stl_08 stl_09">82  </span></div> <div class="stl_01" style="left:17.3324em;top:15.0552em;"><span class="stl_276 stl_08 stl_09">18  </span></div> <div class="stl_01" style="left:17.3324em;top:15.8572em;"><span class="stl_276 stl_08 stl_09">9</span></div> <div class="stl_01" style="left:22.049em;top:13.4512em;"><span class="stl_276 stl_08 stl_09">15  </span></div> <div class="stl_01" style="left:22.049em;top:14.2532em;"><span class="stl_276 stl_08 stl_09">18  </span></div> <div class="stl_01" style="left:22.049em;top:15.0552em;"><span class="stl_276 stl_08 stl_09">73  </span></div> <div class="stl_01" style="left:22.0489em;top:15.8572em;"><span class="stl_276 stl_08 stl_09">1</span></div> <div class="stl_01" style="left:22.049em;top:16.6592em;"><span class="stl_276 stl_08 stl_09">27  </span></div> <div class="stl_01" style="left:22.049em;top:17.4612em;"><span class="stl_276 stl_08 stl_09">4</span></div> <div class="stl_01" style="left:26.6473em;top:13.4512em;"><span class="stl_276 stl_08 stl_09">9</span></div> <div class="stl_01" style="left:28.7882em;top:13.4512em;"><span class="stl_276 stl_08 stl_09">9</span></div> <div class="stl_01" style="left:32.255em;top:13.4512em;"><span class="stl_276 stl_08 stl_09">13  </span></div> <div class="stl_01" style="left:32.255em;top:14.2532em;"><span class="stl_276 stl_08 stl_09">9</span></div> <div class="stl_01" style="left:36.4839em;top:13.4512em;"><span class="stl_276 stl_08 stl_09">5</span></div> <div class="stl_01" style="left:39.803em;top:13.4512em;"><span class="stl_276 stl_08 stl_09">6</span></div> <div class="stl_01" style="left:26.6473em;top:14.2532em;"><span class="stl_276 stl_08 stl_09">24  </span></div> <div class="stl_01" style="left:26.6473em;top:15.0552em;"><span class="stl_276 stl_08 stl_09">27  </span></div> <div class="stl_01" style="left:26.6473em;top:15.8572em;"><span class="stl_276 stl_08 stl_09">1</span></div> <div class="stl_01" style="left:28.7882em;top:14.2532em;"><span class="stl_276 stl_08 stl_09">14  </span></div> <div class="stl_01" style="left:28.7882em;top:15.0552em;"><span class="stl_276 stl_08 stl_09">4</span></div> <div class="stl_01" style="left:36.4839em;top:14.2532em;"><span class="stl_276 stl_08 stl_09">14  </span></div> <div class="stl_01" style="left:36.4839em;top:15.0552em;"><span class="stl_276 stl_08 stl_09">2</span></div> <div class="stl_01" style="left:39.803em;top:14.2532em;"><span class="stl_276 stl_08 stl_09">5</span></div> <div class="stl_01" style="left:7.5885em;top:15.0552em;"><span class="stl_276 stl_08 stl_41" style="word-spacing:0.0058em;">Crear colectivo  </span></div> <div class="stl_01" style="left:7.5885em;top:15.8508em;z-index:347;"><span class="stl_276 stl_08 stl_114">Actualizaci</span><span class="stl_276 stl_08 stl_17">o</span><span class="stl_276 stl_08 stl_19">´n  </span></div> <div class="stl_01" style="left:7.5885em;top:16.6592em;"><span class="stl_276 stl_08 stl_36">Foros  </span></div> <div class="stl_01" style="left:12.4604em;top:15.0552em;"><span class="stl_276 stl_08 stl_09">15  </span></div> <div class="stl_01" style="left:12.4604em;top:15.8572em;"><span class="stl_276 stl_08 stl_09">13  </span></div> <div class="stl_01" style="left:12.4604em;top:16.6592em;"><span class="stl_276 stl_08 stl_09">9</span></div> <div class="stl_01" style="left:32.255em;top:15.0552em;"><span class="stl_276 stl_08 stl_09">1</span></div> <div class="stl_01" style="left:39.803em;top:15.0552em;"><span class="stl_276 stl_08 stl_09">2</span></div> <div class="stl_01" style="left:28.7882em;top:15.8572em;"><span class="stl_276 stl_08 stl_09">8</span></div> <div class="stl_01" style="left:32.255em;top:15.8572em;"><span class="stl_276 stl_08 stl_09">39  </span></div> <div class="stl_01" style="left:32.255em;top:16.6592em;"><span class="stl_276 stl_08 stl_09">1</span></div> <div class="stl_01" style="left:32.255em;top:17.4612em;"><span class="stl_276 stl_08 stl_09">8</span></div> <div class="stl_01" style="left:32.255em;top:18.2771em;"><span class="stl_276 stl_08 stl_09">0</span></div> <div class="stl_01" style="left:32.255em;top:19.0792em;"><span class="stl_276 stl_08 stl_09">3</span></div> <div class="stl_01" style="left:36.4839em;top:15.8572em;"><span class="stl_276 stl_08 stl_09">3</span></div> <div class="stl_01" style="left:39.803em;top:15.8572em;"><span class="stl_276 stl_08 stl_09">0</span></div> <div class="stl_01" style="left:17.3324em;top:16.6592em;"><span class="stl_276 stl_08 stl_09">24  </span></div> <div class="stl_01" style="left:17.3324em;top:17.4612em;"><span class="stl_276 stl_08 stl_09">14  </span></div> <div class="stl_01" style="left:17.3324em;top:18.2771em;"><span class="stl_276 stl_08 stl_09">5</span></div> <div class="stl_01" style="left:26.6473em;top:16.6592em;"><span class="stl_276 stl_08 stl_09">76  </span></div> <div class="stl_01" style="left:26.6473em;top:17.4612em;"><span class="stl_276 stl_08 stl_09">10  </span></div> <div class="stl_01" style="left:26.6473em;top:18.2771em;"><span class="stl_276 stl_08 stl_09">3</span></div> <div class="stl_01" style="left:28.7882em;top:16.6592em;"><span class="stl_276 stl_08 stl_09">10  </span></div> <div class="stl_01" style="left:28.7882em;top:17.4612em;"><span class="stl_276 stl_08 stl_09">60  </span></div> <div class="stl_01" style="left:28.7882em;top:18.2771em;"><span class="stl_276 stl_08 stl_09">2</span></div> <div class="stl_01" style="left:36.4839em;top:16.6592em;"><span class="stl_276 stl_08 stl_09">2</span></div> <div class="stl_01" style="left:39.803em;top:16.6592em;"><span class="stl_276 stl_08 stl_09">3</span></div> <div class="stl_01" style="left:7.5885em;top:17.4548em;z-index:384;"><span class="stl_276 stl_08 stl_09">Formaci</span><span class="stl_276 stl_08 stl_17">o</span><span class="stl_276 stl_08 stl_19">´n  </span></div> <div class="stl_01" style="left:12.4604em;top:17.4612em;"><span class="stl_276 stl_08 stl_09">9</span></div> <div class="stl_01" style="left:36.4839em;top:17.4612em;"><span class="stl_276 stl_08 stl_09">6</span></div> <div class="stl_01" style="left:39.803em;top:17.4612em;"><span class="stl_276 stl_08 stl_09">2</span></div> <div class="stl_01" style="left:7.7128em;top:18.1333em;z-index:397;"><span class="stl_276 stl_08 stl_09">´</span></div> <div class="stl_01" style="left:7.5885em;top:18.2771em;"><span class="stl_276 stl_08 stl_09">Ambitos  </span></div> <div class="stl_01" style="left:12.4604em;top:18.2771em;"><span class="stl_276 stl_08 stl_09">6</span></div> <div class="stl_01" style="left:22.049em;top:18.2771em;"><span class="stl_276 stl_08 stl_09">2</span></div> <div class="stl_01" style="left:22.049em;top:19.0792em;"><span class="stl_276 stl_08 stl_09">2</span></div> <div class="stl_01" style="left:36.4839em;top:18.2771em;"><span class="stl_276 stl_08 stl_09">5</span></div> <div class="stl_01" style="left:36.4839em;top:19.0792em;"><span class="stl_276 stl_08 stl_09">23  </span></div> <div class="stl_01" style="left:39.803em;top:18.2771em;"><span class="stl_276 stl_08 stl_09">36  </span></div> <div class="stl_01" style="left:39.803em;top:19.0792em;"><span class="stl_276 stl_08 stl_09">5</span></div> <div class="stl_01" style="left:7.5885em;top:19.0792em;"><span class="stl_276 stl_08 stl_67">Funciones  </span></div> <div class="stl_01" style="left:12.4604em;top:19.0792em;"><span class="stl_276 stl_08 stl_09">5</span></div> <div class="stl_01" style="left:17.3324em;top:19.0792em;"><span class="stl_276 stl_08 stl_09">14  </span></div> <div class="stl_01" style="left:26.6473em;top:19.0792em;"><span class="stl_276 stl_08 stl_09">2</span></div> <div class="stl_01" style="left:28.7882em;top:19.0792em;"><span class="stl_276 stl_08 stl_09">6</span></div> <div class="stl_01" style="left:7.0799em;top:21.7061em;"><span class="stl_47 stl_08 stl_114" style="word-spacing:0.0128em;">identifiquen y a la vez generen una red pro-</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.586em;"> </span><span class="stl_47 stl_08 stl_80" style="word-spacing:0.097em;">“Foros”, que cuenta con 76 referencias, se  </span></div> <div class="stl_01" style="left:7.0799em;top:23.0805em;z-index:507;"><span class="stl_47 stl_08 stl_178" style="word-spacing:-0.0189em;">fesional. Ambas cuestiones, por tanto, est</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_120">´n</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5278em;"> </span><span class="stl_47 stl_08 stl_112" style="word-spacing:0.0665em;">relaciona con mayor intensidad con “Crear  </span></div> <div class="stl_01" style="left:7.0799em;top:24.4749em;"><span class="stl_47 stl_08 stl_94" style="word-spacing:0.0361em;">estrechamente relacionadas: “Educablog es</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5842em;"> </span><span class="stl_47 stl_08 stl_44" style="word-spacing:0.0171em;">colectivo-red” compartiendo 27 y con “Ex-  </span></div> <div class="stl_01" style="left:7.0799em;top:25.8493em;z-index:1618;"><span class="stl_47 stl_08 stl_70" style="word-spacing:0.1365em;">un espacio de encuentro de referencia pa-</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5846em;"> </span><span class="stl_47 stl_08 stl_106" style="word-spacing:-0.0631em;">plicar, definir nuestra profesi</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_92" style="word-spacing:-0.0849em;">´n” coincidien-  </span></div> <div class="stl_01" style="left:7.0799em;top:27.2337em;z-index:617;"><span class="stl_47 stl_08 stl_32" style="word-spacing:0.0377em;">ra las personas que ejercemos la educaci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_175">´n</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.4999em;"> </span><span class="stl_47 stl_08 stl_11" style="word-spacing:0.0737em;">do en 24. Estas relaciones ya se han expli-  </span></div> <div class="stl_01" style="left:7.0799em;top:28.628em;"><span class="stl_47 stl_08 stl_97" style="word-spacing:0.1856em;">social. Nos ayuda a definirnos a nosotras</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5844em;"> </span><span class="stl_47 stl_08 stl_212" style="word-spacing:-0.0047em;">cado con anterioridad.  </span></div> <div class="stl_01" style="left:7.0799em;top:30.0024em;z-index:672;"><span class="stl_47 stl_08 stl_112" style="word-spacing:-0.0294em;">mismas en una profesi</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_164" style="word-spacing:-0.0417em;">´n en la que hay tanta  </span></div> <div class="stl_01" style="left:25.2183em;top:30.6044em;z-index:1711;"><span class="stl_47 stl_08 stl_139" style="word-spacing:0.906em;">La subcategor</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_20" style="word-spacing:0.901em;">ıa “Formaci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_57">´n-Jornadas-  </span></div> <div class="stl_01" style="left:7.0799em;top:31.3869em;z-index:719;"><span class="stl_47 stl_08 stl_64" style="word-spacing:-0.079em;">falta de narrativas” (C32); “misi</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_151" style="word-spacing:-0.1019em;">´n e interac-  </span></div> <div class="stl_01" style="left:25.2183em;top:31.9987em;"><span class="stl_47 stl_08 stl_94" style="word-spacing:0.1155em;">congresos” cuenta con 60 referencias y se  </span></div> <div class="stl_01" style="left:7.0799em;top:32.7712em;z-index:759;"><span class="stl_47 stl_08 stl_09">ci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_77" style="word-spacing:0.0043em;">´n son claves en nuestro d</span><span class="stl_47 stl_08 stl_81">´</span><span class="stl_47 stl_08 stl_277" style="word-spacing:0.029em;">ıa a d</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_68" style="word-spacing:0.0023em;">ıa” (C33);  </span></div> <div class="stl_01" style="left:25.2183em;top:33.3831em;"><span class="stl_47 stl_08 stl_67" style="word-spacing:0.4194em;">relaciona con intensidad con “Explicar,  </span></div> <div class="stl_01" style="left:7.0799em;top:34.1656em;"><span class="stl_47 stl_08 stl_70" style="word-spacing:0.0341em;">“narrativas de la misma y conexiones entre  </span></div> <div class="stl_01" style="left:25.2183em;top:34.7674em;"><span class="stl_47 stl_08 stl_112" style="word-spacing:0.0731em;">definir nuestro trabajo” con 14 referencias,  </span></div> <div class="stl_01" style="left:25.2183em;top:36.1419em;z-index:1852;"><span class="stl_47 stl_08 stl_97" style="word-spacing:0.1102em;">entendiendo la formaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_18" style="word-spacing:0.1011em;">´n de profesionales  </span></div> <div class="stl_01" style="left:7.0799em;top:35.5499em;"><span class="stl_47 stl_08 stl_107" style="word-spacing:0.0048em;">personas, proyectos, entidades” (C91).  </span></div> <div class="stl_01" style="left:7.0799em;top:37.5263em;z-index:865;"><span class="stl_47 stl_08 stl_105" style="word-spacing:0.151em;">Por </span><span class="stl_47 stl_08 stl_126">u</span><span class="stl_47 stl_08 stl_278">´</span><span class="stl_47 stl_08 stl_50" style="word-spacing:0.1299em;">ltimo, en la subcategor</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_64" style="word-spacing:0.128em;">ıa “Funciones</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5847em;"> </span><span class="stl_47 stl_08 stl_77" style="word-spacing:0.5129em;">como un aprendizaje continuo que se  </span></div> <div class="stl_01" style="left:7.0799em;top:38.9206em;"><span class="stl_47 stl_08 stl_44" style="word-spacing:0.0795em;">educador(a) social”, que cuenta con 23 re-</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5837em;"> </span><span class="stl_47 stl_08 stl_142" style="word-spacing:0.2451em;">basa en compartir experiencias y buenas  </span></div> <div class="stl_01" style="left:7.0799em;top:40.295em;z-index:1958;"><span class="stl_47 stl_08 stl_147" style="word-spacing:0.0478em;">ferencias, la mayor relaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_151" style="word-spacing:0.0166em;">´n se da con “Ex-</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5725em;"> </span><span class="stl_47 stl_08 stl_09">pr</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_98" style="word-spacing:0.2819em;">´cticas y en la explicaci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_172" style="word-spacing:0.2669em;">´n de nuestro  </span></div> <div class="stl_01" style="left:7.0799em;top:41.6794em;z-index:2000;"><span class="stl_47 stl_08 stl_207" style="word-spacing:0.0303em;">plicar, definir nuestro trabajo” con 14 coin-</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5859em;"> </span><span class="stl_47 stl_08 stl_64" style="word-spacing:0.4494em;">trabajo: “visibiliza las buenas pr</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_124">´cticas  </span></div> <div class="stl_01" style="left:7.0799em;top:43.0639em;z-index:2038;"><span class="stl_47 stl_08 stl_70" style="word-spacing:-0.0417em;">cidencias ya que precisamente las funciones</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5846em;"> </span><span class="stl_47 stl_08 stl_107" style="word-spacing:0.4922em;">y aprendizajes de la propia profesi</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_152">´n,  </span></div> <div class="stl_01" style="left:7.0799em;top:44.4482em;z-index:1038;"><span class="stl_47 stl_08 stl_97" style="word-spacing:0.0542em;">que desempe</span><span class="stl_47 stl_08 stl_17">n</span><span class="stl_47 stl_08 stl_212" style="word-spacing:0.0469em;">˜an las y los profesionales re-</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.581em;"> </span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0973em;">siempre aprendiendo de lo vivido y de las  </span></div> <div class="stl_01" style="left:7.0799em;top:45.8326em;z-index:2109;"><span class="stl_47 stl_08 stl_200" style="word-spacing:0.1721em;">sultan clave para explicar el trabajo de la</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5878em;"> </span><span class="stl_47 stl_08 stl_109" style="word-spacing:0.1566em;">experiencias fundamentadas en las teor</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_09">ıas  </span></div> <div class="stl_01" style="left:7.0799em;top:47.2169em;z-index:2146;"><span class="stl_47 stl_08 stl_09">Educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_164" style="word-spacing:0.0861em;">´n Social en los distintos </span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_82">´mbitos:</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5754em;"> </span><span class="stl_47 stl_08 stl_139" style="word-spacing:0.1em;">de la propia profesi</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_79" style="word-spacing:0.0935em;">´n” (C25). Tambi</span><span class="stl_47 stl_08 stl_65">e</span><span class="stl_47 stl_08 stl_201" style="word-spacing:0.0395em;">´n se  </span></div> <div class="stl_01" style="left:7.0799em;top:48.6114em;"><span class="stl_47 stl_08 stl_62" style="word-spacing:-0.038em;">“ayuda al debate de lo que hace o no el Edu-</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.585em;"> </span><span class="stl_47 stl_08 stl_42" style="word-spacing:0.1683em;">relaciona con “Foros” con 10 referencias,  </span></div> <div class="stl_01" style="left:7.0799em;top:49.9858em;z-index:1200;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0285em;">cador Social” (C48); “saber cu</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_256" style="word-spacing:0.0184em;">´l es nuestra</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5783em;"> </span><span class="stl_47 stl_08 stl_50" style="word-spacing:0.156em;">ya que “Educablog” se entiende como un  </span></div> <div class="stl_01" style="left:7.0799em;top:51.3701em;z-index:1216;"><span class="stl_47 stl_08 stl_09">misi</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_167" style="word-spacing:-0.033em;">´n ante la sociedad” (C62); “mucho del</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5806em;"> </span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.27em;">espacio de aprendizaje compartido en el  </span></div> <div class="stl_01" style="left:7.0799em;top:52.7644em;"><span class="stl_47 stl_08 stl_23" style="word-spacing:0.0549em;">aporte de Educablog ayuda a identificar de</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5835em;"> </span><span class="stl_47 stl_08 stl_142" style="word-spacing:0.1903em;">que es necesario el concurso de espacios  </span></div> <div class="stl_01" style="left:7.0799em;top:54.1389em;z-index:2321;"><span class="stl_47 stl_08 stl_20" style="word-spacing:-0.061em;">manera din</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_89" style="word-spacing:-0.0665em;">´mica y autocr</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_09" style="word-spacing:-0.0612em;">ıtica el rol del pro-</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5837em;"> </span><span class="stl_47 stl_08 stl_20" style="word-spacing:0.218em;">de interacci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_153" style="word-spacing:0.217em;">´n como los foros: “reflexi</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_19">´n  </span></div> <div class="stl_01" style="left:7.0799em;top:55.5233em;z-index:2345;"><span class="stl_47 stl_08 stl_80" style="word-spacing:0.0117em;">fesional de la educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_92" style="word-spacing:-0.0067em;">´n social en medio de</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5765em;"> </span><span class="stl_47 stl_08 stl_55" style="word-spacing:-0.0417em;">compartida y construcci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_177" style="word-spacing:-0.0513em;">´n de conocimiento  </span></div> <div class="stl_01" style="left:7.0799em;top:56.9077em;z-index:2389;"><span class="stl_47 stl_08 stl_20" style="word-spacing:-0.0322em;">la sociedad y en relaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_158" style="word-spacing:-0.0388em;">´n a otros profesiona-</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5802em;"> </span><span class="stl_47 stl_08 stl_74" style="word-spacing:0.2984em;">de profesionales en torno a la pr</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_124">´ctica”  </span></div> <div class="stl_01" style="left:7.0799em;top:58.302em;"><span class="stl_47 stl_08 stl_09">les” (C110).  </span></div> <div class="stl_01" style="left:7.0799em;top:60.2784em;z-index:1435;"><span class="stl_47 stl_08 stl_67" style="word-spacing:0.1059em;">Si analizamos las subcategor</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.103em;">ıas de “Desa-</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5837em;"> </span><span class="stl_47 stl_08 stl_09">La  </span></div> <div class="stl_01" style="left:7.0799em;top:61.6627em;z-index:2443;"><span class="stl_47 stl_08 stl_74" style="word-spacing:0.2668em;">rrollo profesional”, en lo que respecta a</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.584em;"> </span><span class="stl_47 stl_08 stl_80">Informaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_55" style="word-spacing:0.08em;">´n”, que contiene 39 referencias,  </span></div> <div class="stl_01" style="left:25.2183em;top:58.302em;"><span class="stl_47 stl_08 stl_09">(C41).  </span></div> <div class="stl_01" style="left:28.7839em;top:60.2784em;z-index:2414;"><span class="stl_47 stl_08 stl_114">subcategor</span><span class="stl_47 stl_08 stl_81">´</span><span class="stl_47 stl_08 stl_09">ıa  </span></div> <div class="stl_01" style="left:36.3336em;top:60.2784em;z-index:2430;"><span class="stl_47 stl_08 stl_279">“Actualizaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_19">´</span><span class="stl_47 stl_08 stl_09">n-  </span></div> <div class="stl_01" style="left:15.0477em;top:64.4944em;z-index:2474;"><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:2492;"><span class="stl_49 stl_08 stl_69" style="word-spacing:0.0117em;">Esta revista est</span><span class="stl_49 stl_08 stl_65">a</span><span class="stl_49 stl_08 stl_50" 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:2570;"><span class="stl_49 stl_08 stl_79" 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_49 stl_08 stl_80">http://creativecommons.org/licenses/by-nc-sa/4.0/  </span></div> <div class="stl_01" style="left:15.0477em;top:67.1385em;z-index:2622;"><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:2641;"><span class="stl_07 stl_08 stl_20">Predicci</span><span class="stl_07 stl_08 stl_17">o</span><span class="stl_07 stl_08 stl_38" style="word-spacing:-0.0187em;">´n Cient</span><span class="stl_07 stl_08 stl_81">´</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:2648;"><span class="stl_07 stl_08 stl_20">P</span><span class="stl_07 stl_08 stl_65">a</span><span class="stl_07 stl_08 stl_82" style="word-spacing:-0.0158em;">´gina 55- 62  </span></div> </div> </div> </div> <div id="page_16" 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. 40 – 62, 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:1419;"><span class="stl_47 stl_08 stl_20" style="word-spacing:0.3701em;">tiene una relaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_186" style="word-spacing:0.3585em;">´n importante con “Re-</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5781em;"> </span><span class="stl_47 stl_08 stl_115" style="word-spacing:0.1492em;">Con la subcategor</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_42" style="word-spacing:0.1487em;">ıa “Crear colectivo-red”  </span></div> <div class="stl_01" style="left:7.0799em;top:12.0455em;z-index:1473;"><span class="stl_47 stl_08 stl_20" style="word-spacing:0.885em;">conocimiento, visibilizaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_162" style="word-spacing:0.8501em;">´n” con 13</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.567em;"> </span><span class="stl_47 stl_08 stl_32" style="word-spacing:0.0564em;">comparte 15 referencias y la relaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_162" style="word-spacing:0.0226em;">´n entre  </span></div> <div class="stl_01" style="left:7.08em;top:13.4399em;"><span class="stl_47 stl_08 stl_60" style="word-spacing:0.4753em;">referencias compartidas que inciden en ambas</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0766em;"> </span><span class="stl_47 stl_08 stl_33" style="word-spacing:0.0816em;">se explica por el hecho de que para  </span></div> <div class="stl_01" style="left:7.08em;top:14.8143em;z-index:1534;"><span class="stl_47 stl_08 stl_74" style="word-spacing:0.2313em;">que la visibilizaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_218" style="word-spacing:0.2203em;">´n de la profesi</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_280" style="word-spacing:0.1958em;">´n est</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_09">´</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.6388em;"> </span><span class="stl_47 stl_08 stl_29" style="word-spacing:0.0889em;">visibilizar la profesi</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_156" style="word-spacing:0.0792em;">´n cobra gran relevan-  </span></div> <div class="stl_01" style="left:7.08em;top:16.2086em;"><span class="stl_47 stl_08 stl_64" style="word-spacing:0.0052em;">unida estrechamente con la actualidad de la</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5842em;"> </span><span class="stl_47 stl_08 stl_29" style="word-spacing:0.126em;">cia que se genere una red que la impulse:  </span></div> <div class="stl_01" style="left:7.08em;top:17.593em;"><span class="stl_47 stl_08 stl_133" style="word-spacing:0.0806em;">misma, siendo clave informar sobre lo que</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5866em;"> </span><span class="stl_47 stl_08 stl_97" style="word-spacing:-0.049em;">“la presencia en redes de diferentes recursos  </span></div> <div class="stl_01" style="left:7.08em;top:18.9674em;z-index:1652;"><span class="stl_47 stl_08 stl_199" style="word-spacing:0.2028em;">ocurre en relaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_38" style="word-spacing:0.1884em;">´n a la Educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_127" style="word-spacing:0.1792em;">´n Social</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5694em;"> </span><span class="stl_47 stl_08 stl_09" style="word-spacing:-0.014em;">sobre Educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_53" style="word-spacing:-0.0292em;">´n Social, adem</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_129" style="word-spacing:-0.0251em;">´s de visibili-  </span></div> <div class="stl_01" style="left:7.08em;top:20.3618em;"><span class="stl_47 stl_08 stl_102" style="word-spacing:0.1071em;">y “Educablog” cumple con este cometido:</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5838em;"> </span><span class="stl_47 stl_08 stl_29" style="word-spacing:0.0341em;">zar, permiten que las personas que estamos  </span></div> <div class="stl_01" style="left:7.08em;top:21.7362em;z-index:1735;"><span class="stl_47 stl_08 stl_115" style="word-spacing:0.1412em;">“visibilizar nuestra profesi</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_281" style="word-spacing:0.1113em;">´n y aportarnos</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5704em;"> </span><span class="stl_47 stl_08 stl_74" style="word-spacing:-0.0104em;">dentro de este campo nos sintamos a</span><span class="stl_47 stl_08 stl_95">u</span><span class="stl_47 stl_08 stl_282" style="word-spacing:-0.096em;">´n m</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_120">´s  </span></div> <div class="stl_01" style="left:7.08em;top:23.1206em;z-index:1768;"><span class="stl_47 stl_08 stl_80">informaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_208" style="word-spacing:0.4329em;">´n; Resulta </span><span class="stl_47 stl_08 stl_95">u</span><span class="stl_47 stl_08 stl_46" style="word-spacing:0.4694em;">´til ya que da a identificadas,</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.1267em;"> </span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.1285em;">teniendo la educaci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_127" style="word-spacing:0.1012em;">´n social  </span></div> <div class="stl_01" style="left:7.08em;top:24.5149em;z-index:1788;"><span class="stl_47 stl_08 stl_283" style="word-spacing:0.0996em;">conocer nuevos proyectos y/o experiencias</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5879em;"> </span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.106em;">presente en m</span><span class="stl_47 stl_08 stl_126">u</span><span class="stl_47 stl_08 stl_179" style="word-spacing:0.0998em;">´ltiples aspectos de nuestras  </span></div> <div class="stl_01" style="left:7.08em;top:25.8993em;"><span class="stl_47 stl_08 stl_106" style="word-spacing:0.0075em;">innovadoras” (C96).  </span></div> <div class="stl_01" style="left:25.2183em;top:25.8893em;z-index:1837;"><span class="stl_47 stl_08 stl_20" style="word-spacing:0.0551em;">vidas m</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_284" style="word-spacing:0.0273em;">´s all</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_68" style="word-spacing:0.0737em;">´ de lo acad</span><span class="stl_47 stl_08 stl_65">e</span><span class="stl_47 stl_08 stl_205" style="word-spacing:0.0516em;">´mico o profesio-  </span></div> <div class="stl_01" style="left:25.2183em;top:27.2837em;z-index:1869;"><span class="stl_47 stl_08 stl_09">nal”(C66); “le da m</span><span class="stl_47 stl_08 stl_126">u</span><span class="stl_47 stl_08 stl_194" style="word-spacing:-0.0151em;">´sculo” (C87).  </span></div> <div class="stl_01" style="left:7.08em;top:27.8756em;z-index:527;"><span class="stl_47 stl_08 stl_105" style="word-spacing:-0.006em;">Por </span><span class="stl_47 stl_08 stl_126">u</span><span class="stl_47 stl_08 stl_278">´</span><span class="stl_47 stl_08 stl_09" style="word-spacing:-0.0306em;">ltimo, la relaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_150" style="word-spacing:-0.0411em;">´n con “Explicar definir  </span></div> <div class="stl_01" style="left:7.08em;top:29.26em;z-index:1901;"><span class="stl_47 stl_08 stl_115" style="word-spacing:-0.0244em;">nuestro trabajo” con la que comparte 9 refe-</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5853em;"> </span><span class="stl_47 stl_08 stl_64" style="word-spacing:0.4523em;">Finalizando con el an</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_165" style="word-spacing:0.442em;">´lisis de relacio-  </span></div> <div class="stl_01" style="left:7.08em;top:30.6444em;z-index:1948;"><span class="stl_47 stl_08 stl_196" style="word-spacing:0.0101em;">rencias, se define por el hecho de que infor-</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5873em;"> </span><span class="stl_47 stl_08 stl_97" style="word-spacing:0.4887em;">nes, dentro de “otras” la subcategor</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_09">ıa  </span></div> <div class="stl_01" style="left:25.8544em;top:31.8146em;z-index:1952;"><span class="stl_47 stl_08 stl_09">´</span></div> <div class="stl_01" style="left:7.08em;top:32.0288em;z-index:658;"><span class="stl_47 stl_08 stl_109" style="word-spacing:0.0203em;">mar sobre la actualidad de la profesi</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_285" style="word-spacing:-0.0174em;">´n est</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_09">´</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.6388em;"> </span><span class="stl_47 stl_08 stl_140" style="word-spacing:0.0185em;">“Ambitos” se relaciona principalmente con  </span></div> <div class="stl_01" style="left:7.0526em;top:33.4132em;z-index:2018;"><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_97" style="word-spacing:-0.0061em;">ıntimamente relacionado con la explicaci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_175">´n</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.4999em;"> </span><span class="stl_47 stl_08 stl_94">“Reconocimiento-visibilizaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_168" style="word-spacing:-0.06em;">´n” con la que  </span></div> <div class="stl_01" style="left:7.08em;top:34.7975em;z-index:710;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0669em;">y “la difusi</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_150" style="word-spacing:0.0569em;">´n de experiencias y recorridos</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5778em;"> </span><span class="stl_47 stl_08 stl_50" style="word-spacing:-0.0164em;">comparte 9 referencias ya que precisamente  </span></div> <div class="stl_01" style="left:7.08em;top:36.1919em;"><span class="stl_47 stl_08 stl_115" style="word-spacing:0.0041em;">profesionales” (C51)  </span></div> <div class="stl_01" style="left:25.2183em;top:36.1819em;z-index:2101;"><span class="stl_47 stl_08 stl_20" style="word-spacing:0.164em;">la visibilizaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_218" style="word-spacing:0.154em;">´n de la profesi</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_286" style="word-spacing:0.1299em;">´n est</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.2195em;">´ rela-  </span></div> <div class="stl_01" style="left:25.2183em;top:37.5663em;z-index:2130;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.062em;">cionada con la de todos los </span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_256" style="word-spacing:0.0519em;">´mbitos que la  </span></div> <div class="stl_01" style="left:25.2183em;top:38.9507em;z-index:2173;"><span class="stl_47 stl_08 stl_109" style="word-spacing:0.192em;">componen: “dar a conocer la profesi</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_19" style="word-spacing:0.022em;">´n y  </span></div> <div class="stl_01" style="left:25.2183em;top:40.345em;"><span class="stl_47 stl_08 stl_102" style="word-spacing:-0.0077em;">sus ramas” (C88); “muestra la realidad pro-  </span></div> <div class="stl_01" style="left:25.2183em;top:41.7195em;z-index:2246;"><span class="stl_47 stl_08 stl_10" style="word-spacing:-0.057em;">fesional del colectivo en diferentes </span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_82">´mbitos”  </span></div> <div class="stl_01" style="left:25.2183em;top:43.1138em;"><span class="stl_47 stl_08 stl_09">(C69).  </span></div> <div class="stl_01" style="left:7.08em;top:38.1683em;z-index:785;"><span class="stl_47 stl_08 stl_107" style="word-spacing:0.0702em;">Respecto a la “Profesionalizaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_87" style="word-spacing:0.0411em;">´n”, la sub-  </span></div> <div class="stl_01" style="left:7.08em;top:39.5526em;z-index:834;"><span class="stl_47 stl_08 stl_10">categor</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_94" style="word-spacing:0.3197em;">ıa “Reconocimiento-visibilizaci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_30">´n”  </span></div> <div class="stl_01" style="left:7.08em;top:40.937em;z-index:850;"><span class="stl_47 stl_08 stl_287" style="word-spacing:-0.0557em;">recoge la mayor</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_42" style="word-spacing:-0.0743em;">ıa de las referencias con 108,  </span></div> <div class="stl_01" style="left:7.08em;top:42.3313em;"><span class="stl_47 stl_08 stl_140" style="word-spacing:0.1713em;">incidiendo principalmente en el reconoci-  </span></div> <div class="stl_01" style="left:7.08em;top:43.7158em;"><span class="stl_47 stl_08 stl_60" style="word-spacing:0.077em;">miento de la labor de “Educablog” en este  </span></div> <div class="stl_01" style="left:7.08em;top:45.1001em;"><span class="stl_47 stl_08 stl_09">sentido.  </span></div> <div class="stl_01" style="left:25.2183em;top:45.1001em;"><span class="stl_47 stl_08 stl_50" style="word-spacing:0.4905em;">Asimismo, se relaciona con “Explicar-  </span></div> <div class="stl_01" style="left:25.2183em;top:46.4845em;"><span class="stl_47 stl_08 stl_102" style="word-spacing:0.0516em;">definir nuestro trabajo” compartiendo 5 re-  </span></div> <div class="stl_01" style="left:25.2183em;top:47.8688em;"><span class="stl_47 stl_08 stl_29" style="word-spacing:0.1294em;">ferencias que inciden en que “Educablog”  </span></div> <div class="stl_01" style="left:25.2183em;top:49.2433em;z-index:2397;"><span class="stl_47 stl_08 stl_139" style="word-spacing:-0.0646em;">“muestra en qu</span><span class="stl_47 stl_08 stl_65">e</span><span class="stl_47 stl_08 stl_64" style="word-spacing:-0.0488em;">´ consiste la educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_127" style="word-spacing:-0.0968em;">´n social  </span></div> <div class="stl_01" style="left:25.2183em;top:50.6277em;z-index:2416;"><span class="stl_47 stl_08 stl_09" style="word-spacing:-0.0642em;">en todos sus </span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_225" style="word-spacing:-0.0686em;">´mbitos” (C43), y con “Funcio-  </span></div> <div class="stl_01" style="left:25.2183em;top:52.022em;"><span class="stl_47 stl_08 stl_32" style="word-spacing:0.0364em;">nes educador(a) social” con la que tiene en  </span></div> <div class="stl_01" style="left:25.2183em;top:53.3964em;z-index:2510;"><span class="stl_47 stl_08 stl_09">com</span><span class="stl_47 stl_08 stl_126">u</span><span class="stl_47 stl_08 stl_284" style="word-spacing:0.1513em;">´n tambi</span><span class="stl_47 stl_08 stl_65">e</span><span class="stl_47 stl_08 stl_79" style="word-spacing:0.1776em;">´n 5 referencias que se</span><span class="stl_47 stl_08 stl_17">n</span><span class="stl_47 stl_08 stl_40">˜alan  </span></div> <div class="stl_01" style="left:25.2183em;top:54.7908em;z-index:2533;"><span class="stl_47 stl_08 stl_29" style="word-spacing:0.1163em;">que dicho espacio es </span><span class="stl_47 stl_08 stl_126">u</span><span class="stl_47 stl_08 stl_243" style="word-spacing:0.1049em;">´til para “validar las  </span></div> <div class="stl_01" style="left:25.2183em;top:56.1653em;z-index:2588;"><span class="stl_47 stl_08 stl_102" style="word-spacing:-0.0263em;">funciones y puestos propias de la educaci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_175">´n  </span></div> <div class="stl_01" style="left:25.2183em;top:57.5496em;z-index:2618;"><span class="stl_47 stl_08 stl_50" style="word-spacing:0.0266em;">social” (C13) en sus diferentes </span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_82" style="word-spacing:0.0076em;">´reas de ac-  </span></div> <div class="stl_01" style="left:25.2183em;top:58.934em;z-index:2634;"><span class="stl_47 stl_08 stl_09">tuaci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_30">´n.  </span></div> <div class="stl_01" style="left:7.08em;top:47.0764em;z-index:973;"><span class="stl_47 stl_08 stl_20" style="word-spacing:0.0195em;">En cuanto a la relaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_177" style="word-spacing:0.0067em;">´n con “Explicar y de-  </span></div> <div class="stl_01" style="left:7.08em;top:48.4708em;"><span class="stl_47 stl_08 stl_94" style="word-spacing:0.0826em;">finir nuestro trabajo”, con la que comparte  </span></div> <div class="stl_01" style="left:7.08em;top:49.8452em;z-index:1058;"><span class="stl_47 stl_08 stl_42" style="word-spacing:-0.0038em;">24 referencias, tal y como se se</span><span class="stl_47 stl_08 stl_17">n</span><span class="stl_47 stl_08 stl_88">˜al</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0343em;">´ con an-  </span></div> <div class="stl_01" style="left:7.08em;top:51.2396em;"><span class="stl_47 stl_08 stl_153" style="word-spacing:0.0388em;">terioridad se establece en el sentido de que  </span></div> <div class="stl_01" style="left:7.08em;top:52.614em;z-index:1127;"><span class="stl_47 stl_08 stl_10" style="word-spacing:0.1057em;">explicando nuestra profesi</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_38" style="word-spacing:0.0794em;">´n a la sociedad  </span></div> <div class="stl_01" style="left:7.08em;top:53.9984em;z-index:1168;"><span class="stl_47 stl_08 stl_31" style="word-spacing:-0.1004em;">contribuimos a la visibilizaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_151" style="word-spacing:-0.1195em;">´n de la misma:  </span></div> <div class="stl_01" style="left:7.08em;top:55.3828em;z-index:1199;"><span class="stl_47 stl_08 stl_91" style="word-spacing:0.0603em;">“explicar la profesi</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_150" style="word-spacing:0.0408em;">´n a la sociedad, visibi-  </span></div> <div class="stl_01" style="left:7.08em;top:56.7771em;"><span class="stl_47 stl_08 stl_60" style="word-spacing:-0.0195em;">lidad de la misma y de las personas destina-  </span></div> <div class="stl_01" style="left:7.08em;top:58.1615em;"><span class="stl_47 stl_08 stl_178" style="word-spacing:0.0725em;">tarias, abrir miradas nuevas y crear nuevas  </span></div> <div class="stl_01" style="left:7.08em;top:59.5359em;z-index:1328;"><span class="stl_47 stl_08 stl_121" style="word-spacing:0.1313em;">experiencias, abrir la mira a la Educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_19">´n  </span></div> <div class="stl_01" style="left:7.08em;top:60.9203em;z-index:1338;"><span class="stl_47 stl_08 stl_20" style="word-spacing:0.1601em;">Social m</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_179" style="word-spacing:0.1535em;">´s normalizada posible, sin tanta  </span></div> <div class="stl_01" style="left:7.08em;top:62.3047em;z-index:1384;"><span class="stl_47 stl_08 stl_74" style="word-spacing:0.0014em;">etiqueta y definici</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_164" style="word-spacing:-0.0081em;">´n establecida” (C11).  </span></div> <div class="stl_01" style="left:15.0477em;top:64.4944em;z-index:2639;"><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:2657;"><span class="stl_49 stl_08 stl_69" style="word-spacing:0.0117em;">Esta revista est</span><span class="stl_49 stl_08 stl_65">a</span><span class="stl_49 stl_08 stl_50" 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:2735;"><span class="stl_49 stl_08 stl_79" 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_49 stl_08 stl_80">http://creativecommons.org/licenses/by-nc-sa/4.0/  </span></div> <div class="stl_01" style="left:15.0477em;top:67.1385em;z-index:2787;"><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:2806;"><span class="stl_07 stl_08 stl_20">Predicci</span><span class="stl_07 stl_08 stl_17">o</span><span class="stl_07 stl_08 stl_38" style="word-spacing:-0.0187em;">´n Cient</span><span class="stl_07 stl_08 stl_81">´</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:2813;"><span class="stl_07 stl_08 stl_20">P</span><span class="stl_07 stl_08 stl_65">a</span><span class="stl_07 stl_08 stl_82" style="word-spacing:-0.0158em;">´gina 56- 62  </span></div> </div> </div> </div> <div id="page_17" 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. 40 – 62, 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:39.6735em;top:10.4469em;z-index:1479;"><span class="stl_47 stl_08 stl_09">´</span></div> <div class="stl_01" style="left:7.0799em;top:10.6013em;z-index:106;"><span class="stl_83 stl_16 stl_09" style="word-spacing:0.75em;">4. Discusi</span><span class="stl_83 stl_16 stl_17">o</span><span class="stl_83 stl_16 stl_19">´n  </span></div> <div class="stl_01" style="left:25.2183em;top:10.6711em;"><span class="stl_47 stl_08 stl_178" style="word-spacing:0.069em;">colaborativo mediada por las TIC (Avalos,  </span></div> <div class="stl_01" style="left:25.2183em;top:12.0455em;z-index:1511;"><span class="stl_47 stl_08 stl_103" style="word-spacing:0.1502em;">2007; Balart Carmona y Cort</span><span class="stl_47 stl_08 stl_65">e</span><span class="stl_47 stl_08 stl_256" style="word-spacing:0.1469em;">´s Fuenteal-  </span></div> <div class="stl_01" style="left:25.2183em;top:13.4399em;"><span class="stl_47 stl_08 stl_102" style="word-spacing:0.08em;">ba, 2018). Espacios como este blog, resul-  </span></div> <div class="stl_01" style="left:25.2183em;top:14.8143em;z-index:1583;"><span class="stl_47 stl_08 stl_68" style="word-spacing:0.0421em;">tan id</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_186" style="word-spacing:0.0305em;">´neos para la definici</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_38" style="word-spacing:0.0231em;">´n, por un lado,  </span></div> <div class="stl_01" style="left:25.2183em;top:16.2086em;"><span class="stl_47 stl_08 stl_70" style="word-spacing:0.0414em;">de la propia identidad profesional en el en-  </span></div> <div class="stl_01" style="left:25.2183em;top:17.583em;z-index:1671;"><span class="stl_47 stl_08 stl_86" style="word-spacing:-0.0431em;">torno virtual y por otro, para la delimitaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_19">´n  </span></div> <div class="stl_01" style="left:25.2183em;top:18.9774em;"><span class="stl_47 stl_08 stl_72" style="word-spacing:0.1097em;">de las funciones educativas que debe ejer-  </span></div> <div class="stl_01" style="left:25.2183em;top:20.3518em;z-index:1722;"><span class="stl_47 stl_08 stl_20" style="word-spacing:-0.0594em;">cer la Educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_177" style="word-spacing:-0.0727em;">´n Social en el entorno virtual  </span></div> <div class="stl_01" style="left:25.2183em;top:21.7362em;z-index:1751;"><span class="stl_47 stl_08 stl_20">(S</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_103" style="word-spacing:-0.0074em;">´nchez, 2012).  </span></div> <div class="stl_01" style="left:7.0799em;top:12.6474em;z-index:114;"><span class="stl_47 stl_08 stl_09">Despu</span><span class="stl_47 stl_08 stl_65">e</span><span class="stl_47 stl_08 stl_97" style="word-spacing:0.04em;">´s de analizar las “voces” de las per-  </span></div> <div class="stl_01" style="left:7.0799em;top:14.0418em;"><span class="stl_47 stl_08 stl_97" style="word-spacing:0.0791em;">sonas profesionales del tercer sector social  </span></div> <div class="stl_01" style="left:7.0799em;top:15.4261em;"><span class="stl_47 stl_08 stl_44" style="word-spacing:0.1324em;">seguidoras de “Educablog”, queda refleja-  </span></div> <div class="stl_01" style="left:7.0799em;top:16.8005em;z-index:256;"><span class="stl_47 stl_08 stl_23" style="word-spacing:-0.038em;">do que dicho espacio tiene una contribuci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_175">´n  </span></div> <div class="stl_01" style="left:7.0799em;top:18.1849em;z-index:286;"><span class="stl_47 stl_08 stl_97" style="word-spacing:0.0022em;">significativa en los aspectos se</span><span class="stl_47 stl_08 stl_17">n</span><span class="stl_47 stl_08 stl_87">˜alados.  </span></div> <div class="stl_01" style="left:7.0799em;top:20.1713em;z-index:314;"><span class="stl_47 stl_08 stl_64" style="word-spacing:-0.0005em;">De este modo, en relaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_18" style="word-spacing:-0.0093em;">´n a la profesionali-  </span></div> <div class="stl_01" style="left:7.0799em;top:21.5556em;z-index:337;"><span class="stl_47 stl_08 stl_09">zaci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_167" style="word-spacing:0.039em;">´n destaca la labor del espacio en rela-  </span></div> <div class="stl_01" style="left:7.0799em;top:22.94em;z-index:408;"><span class="stl_47 stl_08 stl_09">ci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_186" style="word-spacing:-0.0875em;">´n a la “visibilizaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_177" style="word-spacing:-0.0888em;">´n y reivindicaci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_88" style="word-spacing:-0.1316em;">´n” de  </span></div> <div class="stl_01" style="left:7.0799em;top:24.3244em;z-index:423;"><span class="stl_47 stl_08 stl_20" style="word-spacing:-0.042em;">la Educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_100" style="word-spacing:-0.0487em;">´n Social, teniendo en cuenta que  </span></div> <div class="stl_01" style="left:7.0799em;top:25.7088em;z-index:484;"><span class="stl_47 stl_08 stl_09" style="word-spacing:-0.0224em;">el blog ha acompa</span><span class="stl_47 stl_08 stl_17">n</span><span class="stl_47 stl_08 stl_212" style="word-spacing:-0.0271em;">˜ado a dicha profesi</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_30" style="word-spacing:-0.1054em;">´n en  </span></div> <div class="stl_01" style="left:7.0799em;top:27.0932em;z-index:525;"><span class="stl_47 stl_08 stl_97" style="word-spacing:0.1013em;">el inicio del proceso de profesionalizaci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_175">´n  </span></div> <div class="stl_01" style="left:7.0799em;top:28.4775em;z-index:561;"><span class="stl_47 stl_08 stl_09">despu</span><span class="stl_47 stl_08 stl_65">e</span><span class="stl_47 stl_08 stl_256" style="word-spacing:0.0398em;">´s de la aprobaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_38" style="word-spacing:0.0314em;">´n de la creaci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_30" style="word-spacing:-0.0334em;">´n de  </span></div> <div class="stl_01" style="left:7.0799em;top:29.8619em;z-index:586;"><span class="stl_47 stl_08 stl_12" style="word-spacing:0.0591em;">la diplomatura. Cuesti</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_104" style="word-spacing:0.055em;">´n clave, sobre todo,  </span></div> <div class="stl_01" style="left:7.0799em;top:31.2563em;"><span class="stl_47 stl_08 stl_50" style="word-spacing:-0.037em;">en los inicios de dicho proceso profesionali-  </span></div> <div class="stl_01" style="left:7.0799em;top:32.6407em;"><span class="stl_47 stl_08 stl_32" style="word-spacing:-0.0733em;">zador y teniendo en cuenta que, a pesar de su  </span></div> <div class="stl_01" style="left:7.0799em;top:34.0151em;z-index:709;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0853em;">rapidez, </span><span class="stl_47 stl_08 stl_65">e</span><span class="stl_47 stl_08 stl_198" style="word-spacing:0.0846em;">´ste no ha venido acompa</span><span class="stl_47 stl_08 stl_17">n</span><span class="stl_47 stl_08 stl_40" style="word-spacing:0.0432em;">˜ado de  </span></div> <div class="stl_01" style="left:7.0799em;top:35.4094em;"><span class="stl_47 stl_08 stl_44" style="word-spacing:0.0058em;">un reconocimiento equivalente por parte de  </span></div> <div class="stl_01" style="left:7.0799em;top:36.7839em;z-index:781;"><span class="stl_47 stl_08 stl_109" style="word-spacing:0.1409em;">las administraciones (Vilar Mart</span><span class="stl_47 stl_08 stl_81">´</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.138em;">ın, 2018).  </span></div> <div class="stl_01" style="left:7.0799em;top:38.1782em;"><span class="stl_47 stl_08 stl_157" style="word-spacing:0.066em;">Asimismo, respecto al espacio virtual, a la  </span></div> <div class="stl_01" style="left:7.0799em;top:39.5526em;z-index:846;"><span class="stl_47 stl_08 stl_09">Educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_87" style="word-spacing:0.0061em;">´n Social a</span><span class="stl_47 stl_08 stl_95">u</span><span class="stl_47 stl_08 stl_181" style="word-spacing:0.0209em;">´n le queda mucho para  </span></div> <div class="stl_01" style="left:7.0799em;top:40.9469em;"><span class="stl_47 stl_08 stl_157" style="word-spacing:0.1563em;">alcanzar un desarrollo adecuado (Amador  </span></div> <div class="stl_01" style="left:7.0799em;top:42.3214em;z-index:902;"><span class="stl_47 stl_08 stl_09">Mu</span><span class="stl_47 stl_08 stl_17">n</span><span class="stl_47 stl_08 stl_18" style="word-spacing:-0.0048em;">˜oz et al., 2014) y espacios como “Edu-  </span></div> <div class="stl_01" style="left:7.0799em;top:43.7158em;"><span class="stl_47 stl_08 stl_70" style="word-spacing:0.0416em;">cablog” ofrecen a las y los profesionales la  </span></div> <div class="stl_01" style="left:7.0799em;top:45.1001em;"><span class="stl_47 stl_08 stl_44" style="word-spacing:0.2126em;">oportunidad de reflexionar conjuntamente  </span></div> <div class="stl_01" style="left:7.0799em;top:46.4745em;z-index:1036;"><span class="stl_47 stl_08 stl_141" style="word-spacing:-0.0608em;">en torno a la pr</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_199" style="word-spacing:-0.0599em;">´ctica de manera cr</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_09" style="word-spacing:-0.056em;">ıtica, apo-  </span></div> <div class="stl_01" style="left:7.0799em;top:47.8589em;z-index:1083;"><span class="stl_47 stl_08 stl_207" style="word-spacing:0.0917em;">yando dicho proceso de profesionalizaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_19">´n  </span></div> <div class="stl_01" style="left:7.0799em;top:49.2433em;z-index:1104;"><span class="stl_47 stl_08 stl_202">(Rom</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_186" style="word-spacing:-0.0112em;">´n Garc</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_102" style="word-spacing:0.001em;">ıa y Mart</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_80" style="word-spacing:0.0044em;">ınez-Rivera, 2017).  </span></div> <div class="stl_01" style="left:25.2183em;top:23.7324em;"><span class="stl_47 stl_08 stl_67" style="word-spacing:-0.068em;">En referencia al desarrollo profesional, ofre-  </span></div> <div class="stl_01" style="left:25.2183em;top:25.1069em;z-index:1839;"><span class="stl_47 stl_08 stl_20" style="word-spacing:0.1186em;">ce un espacio de di</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_86" style="word-spacing:0.1154em;">´logo para la reflexi</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_19">´n  </span></div> <div class="stl_01" style="left:25.2183em;top:26.4913em;z-index:1876;"><span class="stl_47 stl_08 stl_277">cr</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_20" style="word-spacing:0.0813em;">ıtica continua y conjunta sobre la pr</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_127">´cti-  </span></div> <div class="stl_01" style="left:25.2183em;top:27.8756em;z-index:1918;"><span class="stl_47 stl_08 stl_80" style="word-spacing:-0.0752em;">ca, siendo un lugar valioso para la formaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_19">´n  </span></div> <div class="stl_01" style="left:25.2183em;top:29.27em;"><span class="stl_47 stl_08 stl_29" style="word-spacing:0.0606em;">a lo largo de la vida profesional (Domingo  </span></div> <div class="stl_01" style="left:25.2183em;top:30.6444em;z-index:1979;"><span class="stl_47 stl_08 stl_288" style="word-spacing:0.1373em;">Segovia, 2003) y que encajar</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.1273em;">ıa en la con-  </span></div> <div class="stl_01" style="left:25.2183em;top:32.0288em;z-index:1996;"><span class="stl_47 stl_08 stl_20">cepci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_46" style="word-spacing:-0.0517em;">´n de una “comunidad de aprendizaje”  </span></div> <div class="stl_01" style="left:25.2183em;top:33.4231em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:-0.0293em;">virtual en la que se analizan y contrastan las  </span></div> <div class="stl_01" style="left:25.2183em;top:34.7975em;z-index:2081;"><span class="stl_47 stl_08 stl_09">pr</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_66" style="word-spacing:0.113em;">´cticas pedag</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_54" style="word-spacing:0.1134em;">´gicas de manera coopera-  </span></div> <div class="stl_01" style="left:25.2183em;top:36.1919em;"><span class="stl_47 stl_08 stl_114" style="word-spacing:0.1135em;">tiva construyendo el aprendizaje de mane-  </span></div> <div class="stl_01" style="left:25.2183em;top:37.5763em;"><span class="stl_47 stl_08 stl_31" style="word-spacing:0.0644em;">ra social (Barrera et al., 2017). Del mismo  </span></div> <div class="stl_01" style="left:25.2183em;top:38.9507em;z-index:2198;"><span class="stl_47 stl_08 stl_139" style="word-spacing:0.097em;">modo, “Educablog” encajar</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0917em;">ıa en una pers-  </span></div> <div class="stl_01" style="left:25.2183em;top:40.345em;"><span class="stl_47 stl_08 stl_178" style="word-spacing:-0.0247em;">pectiva amplia del aprendizaje en la que tie-  </span></div> <div class="stl_01" style="left:25.2183em;top:41.7294em;"><span class="stl_47 stl_08 stl_77" style="word-spacing:0.1932em;">nen presencia tanto el aprendizaje formal  </span></div> <div class="stl_01" style="left:25.2183em;top:43.1139em;"><span class="stl_47 stl_08 stl_77" style="word-spacing:0.0585em;">como el no formal y el informal (Belando-  </span></div> <div class="stl_01" style="left:25.2183em;top:44.4982em;"><span class="stl_47 stl_08 stl_62" style="word-spacing:-0.0691em;">Montoro, 2017), de hecho, autoras como Fa-  </span></div> <div class="stl_01" style="left:25.2183em;top:45.8726em;z-index:2364;"><span class="stl_47 stl_08 stl_23" style="word-spacing:0.0235em;">jardo Mart</span><span class="stl_47 stl_08 stl_81">´</span><span class="stl_47 stl_08 stl_102" style="word-spacing:0.0246em;">ınez (2020) indican que es nece-  </span></div> <div class="stl_01" style="left:25.2183em;top:47.257em;z-index:2412;"><span class="stl_47 stl_08 stl_98" style="word-spacing:-0.0819em;">sario potenciar tambi</span><span class="stl_47 stl_08 stl_65">e</span><span class="stl_47 stl_08 stl_103" style="word-spacing:-0.0869em;">´n otros tipos de apren-  </span></div> <div class="stl_01" style="left:25.2183em;top:48.6414em;z-index:2465;"><span class="stl_47 stl_08 stl_70" style="word-spacing:0.0236em;">dizajes entre iguales, de car</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_289" style="word-spacing:-0.0013em;">´cter m</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_288" style="word-spacing:0.0308em;">´s infor-  </span></div> <div class="stl_01" style="left:25.2183em;top:50.0258em;z-index:2483;"><span class="stl_47 stl_08 stl_09" style="word-spacing:-0em;">mal y tambi</span><span class="stl_47 stl_08 stl_65">e</span><span class="stl_47 stl_08 stl_85" style="word-spacing:-0.0085em;">´n desde el espacio virtual.  </span></div> <div class="stl_01" style="left:7.0799em;top:51.2396em;"><span class="stl_47 stl_08 stl_97" style="word-spacing:0.1532em;">Continuando con la identidad profesional,  </span></div> <div class="stl_01" style="left:7.0799em;top:52.6239em;"><span class="stl_47 stl_08 stl_50" style="word-spacing:-0.0276em;">“Educablog” es un espacio en el que “expli-  </span></div> <div class="stl_01" style="left:7.0799em;top:54.0084em;"><span class="stl_47 stl_08 stl_109" style="word-spacing:0.0348em;">car y definir el trabajo” desde las experien-  </span></div> <div class="stl_01" style="left:7.0799em;top:55.3927em;"><span class="stl_47 stl_08 stl_107" style="word-spacing:0.0014em;">cias personales que a su vez generan identi-  </span></div> <div class="stl_01" style="left:7.0799em;top:56.7671em;z-index:1276;"><span class="stl_47 stl_08 stl_09">ficaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_218" style="word-spacing:0.0366em;">´n y sentido de pertenencia a un “co-  </span></div> <div class="stl_01" style="left:7.0799em;top:58.1515em;z-index:1342;"><span class="stl_47 stl_08 stl_50" style="word-spacing:0.0549em;">lectivo profesional” por parte de las dem</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_120">´s  </span></div> <div class="stl_01" style="left:7.0799em;top:59.5459em;"><span class="stl_47 stl_08 stl_94" style="word-spacing:-0.0424em;">personas que habitan este espacio WEB 2.0,  </span></div> <div class="stl_01" style="left:7.0799em;top:60.9203em;z-index:1410;"><span class="stl_47 stl_08 stl_64" style="word-spacing:0.0327em;">generando una “red” de comunicaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_40" style="word-spacing:-0.0108em;">´n pro-  </span></div> <div class="stl_01" style="left:7.0799em;top:62.3146em;"><span class="stl_47 stl_08 stl_115" style="word-spacing:0.2195em;">fesional y una comunidad de aprendizaje  </span></div> <div class="stl_01" style="left:25.2183em;top:52.0121em;z-index:2529;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.1211em;">En cuanto a las mejoras se</span><span class="stl_47 stl_08 stl_17">n</span><span class="stl_47 stl_08 stl_123" style="word-spacing:0.1048em;">˜aladas por las  </span></div> <div class="stl_01" style="left:25.2183em;top:53.4064em;"><span class="stl_47 stl_08 stl_12" style="word-spacing:0.0987em;">personas que han respondido el cuestiona-  </span></div> <div class="stl_01" style="left:25.2183em;top:54.7809em;z-index:2591;"><span class="stl_47 stl_08 stl_136" style="word-spacing:-0.0319em;">rio, en relaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_164" style="word-spacing:-0.0362em;">´n al “contenido” reclaman dar  </span></div> <div class="stl_01" style="left:25.2183em;top:56.1653em;z-index:2645;"><span class="stl_47 stl_08 stl_163" style="word-spacing:-0.0771em;">mayor visibilidad a “todos” los </span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_230" style="word-spacing:-0.0974em;">´mbitos de la  </span></div> <div class="stl_01" style="left:25.2183em;top:57.5496em;z-index:2687;"><span class="stl_47 stl_08 stl_09">Educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_230" style="word-spacing:0.0222em;">´n Social, reflej</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_164" style="word-spacing:0.0281em;">´ndose as</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_290" style="word-spacing:0.0627em;">ı la diver-  </span></div> <div class="stl_01" style="left:25.2183em;top:58.934em;z-index:2722;"><span class="stl_47 stl_08 stl_99" style="word-spacing:-0.0981em;">sidad de la misma y contribuy</span><span class="stl_47 stl_08 stl_65">e</span><span class="stl_47 stl_08 stl_189" style="word-spacing:-0.1083em;">´ndose a afian-  </span></div> <div class="stl_01" style="left:25.2183em;top:60.3184em;z-index:2769;"><span class="stl_47 stl_08 stl_29" style="word-spacing:0.1296em;">zar la identidad profesional (Vilar Mart</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_09">ın,  </span></div> <div class="stl_01" style="left:25.2183em;top:61.7128em;"><span class="stl_47 stl_08 stl_207" style="word-spacing:0.1332em;">2018). Asimismo, se demanda mayor pre-  </span></div> <div class="stl_01" style="left:15.0477em;top:64.4944em;z-index:2808;"><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:2826;"><span class="stl_49 stl_08 stl_69" style="word-spacing:0.0117em;">Esta revista est</span><span class="stl_49 stl_08 stl_65">a</span><span class="stl_49 stl_08 stl_50" 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:2904;"><span class="stl_49 stl_08 stl_79" 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_49 stl_08 stl_80">http://creativecommons.org/licenses/by-nc-sa/4.0/  </span></div> <div class="stl_01" style="left:15.0477em;top:67.1385em;z-index:2956;"><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:2975;"><span class="stl_07 stl_08 stl_20">Predicci</span><span class="stl_07 stl_08 stl_17">o</span><span class="stl_07 stl_08 stl_38" style="word-spacing:-0.0187em;">´n Cient</span><span class="stl_07 stl_08 stl_81">´</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:2982;"><span class="stl_07 stl_08 stl_20">P</span><span class="stl_07 stl_08 stl_65">a</span><span class="stl_07 stl_08 stl_82" style="word-spacing:-0.0158em;">´gina 57- 62  </span></div> </div> </div> </div> <div id="page_18" class="stl_ stl_02"> <div class="stl_03"> <img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAxkAAARhCAYAAABONUjdAAAACXBIWXMAAA7DAAAOwwHHb6hkAAB//0lEQVR4nOy9939UdRr2//whz+v1XYWUaSl061bddffZtUCS6UnosPburrp2UVAIKYT03kMTCwgiqGsDRBGwo9I7IT2Zmet73Z9zpmYSAkRld88PV85kTj9zyv0+d/s/ptxWRCo5pyVG/C67FeYR1Ua1q+nU9COqBSbKPFbKboFlFJLpLmq53hbYIpQS8//FyuppVrJQZu/YyaIv92JkcTdFyxUpjnfxeLjaYHW2R6iV4v7INO5Gqp6q04YeTWYqWeQV1cHqrkGaswYT7PWYkNWMtCwu08Xzz93M6ZqUTFy/1dmEFCrV0YhUZ4Naj8W5GibXapi5HRb30G02uxp/Vpm4XSE5GmCmrHYeB8rM7U52NiJJl4n/27IakJqpyZalTZPIcePcDUrjXQ2cpx42HpuUrHouq14t0+y8MJkc9ZeH7KKGkJK5T/FVh2T7T6+krNqwMkV1l6ja6GUOq2pdNXHHJ2bWRCtDVHuJ4rrOK25TRpVS8oxqmKbXcMh183NChqbxIdVgPMclBDW9OiT5XsaPy6hTGj+jFuP5/TgZJ8dd7k+zV8E8bw2S5q0OKXn+WmrdECVRiVSCrsRRSZa1ZkwUuY0JovnDKGK6MdVcHptRSKZLnLsqpARqvGie9jnxfJqjKekyVzJlGkZJc3gc5qzRh0PnHTpPe5SSZ7cpJc1qpfjsHxM1K1lnNsE2s0EXn2m5fE7l8jlGWyta8h2fZzmcJ6eR4jMgp46qob1QpZTiqUJahFLdlRcsbd7g/+VUKVWmfy5HWoxSXWUhpbgqlKwiN8XliNT2eWq4fbUxqh6itCGqGpUuZl9HUnBfgrI5y+Mqdjorj4PVPZIq4kvNWxkli7OC9lS5kk3k5PyOEpizVsCUWUDlwxypjHxY48imhss1ZWpDW6xmLEcKZZueN6ysQc3Ig2VGPlUAy3Que/pyXcFplyF1+lIlm2jGUs6zjNMvg3m6KE9tv9m+gvtYgv9jQIYBGfEgw0xgMBEMTLxZJHtrFRwkq//l+yZ92KCrTletrjp93obQ9ElUopdDb4MCkFQa0mk0ntPszUhx8HgTGJI4bSLHJ2bXc7p6NZ2VwGIjlAiYmD11CkCSPDwvOb05Fop+acjgPpmcdTTyebwIUYluGlhKNMjcNCZlHA1vi11ApEENBUwSuJ/jeNyupMbzc5JTxvGBlNWkw4oBGQZk/EyQMUOHjIxRQIaCEU3qf4GMTA0yxvH/cVxeovyuvC5NM/mMoEFsijDiE0UEg0QdKuKBhgEZBmT8Z0KGJg0yCA1Kw0BGjqhFB4xmgkUjVY+UbD77ssOQkTqmxneFDhZlI0JGEDRSaACHjG8xygUudMhQoKEg4vyQEVTqZQYZwykWOsYUMlwaZMj4IGBY7CthGgPICOqSIYNDK+dTGgYyrNNfJowsDQGGzGfOKoTFsRJWZ6kBGQZkxIcMk5sGoUfeQNJQyNblpUFB4AhJ/z6ZN0BN8rlGzZcsgKGWI0DQqpTI/RbYMLt443U2ah4Kh3zWPBcCIAkEjATeXBO9GrhYeLOy8GZk9mjrSMyuVdMkcflm5Tm5vCAj2UWj0cXjwhvZeG8FrswuxxUcjuOxEdAQL4VZ93iIZL7x/H6cp0aBxnhClXg2zHY+eLIoQph4OwzIMCDj54aM8bESb8WMsPciMQYygp6MK0X8/0r+nyweztx2WGgAihdDGfALNGmG+toQJAznzRi9DMgwIOPSICN55hgBBpdjmalBRqSUt0KpJQoyrLQ5NMBoQkpOA6VBRgohI0V5CmgYeyrH0CCvCIFFpOJBhkiDDB003BpkyHb9XJDxU4DGaKDjp4SMkEdIRGM85MWggX4hkGGNhYzMOB6NC4aM5SHJ/0oRkJES9GJQCjBuEwlkEE4yCRj2YuXFsBiQYUDG8JDRqDwXSQomaoYogXCRkFOllJhdiSSlKh0y6rW3lxIC5WpX4U2iJA9v5oQOs4vHwNlMwGhW4VBhyGhEggKNBkKGFmJldtcrD4aJRrgAT0IO151Dw0yNu3whI8FdRbCowBXZFfgVdSW3fZxAmwqbagrLKZ6MGgUZ43ljTlCeDO5H1iolSxaPl92ADAMyfmHImKFBRmSIVBL/T9IhQ4VGzRDVEjBqcQXXP47H28Rngo0GoEUHjEQxzAkYiQZkGJDxM0BG/Pl0wJitKXlWm6aZOmSMkYZCRnMEZESAhgKMlpAXQ0FGdj1SBTK8NSpMSgAjxT02kBE0oEcPGTJ9RPiQDhgptAFsEZBh4/PL9hNCxi/l6Rg9ZJSfBzKGyhYcR2Nc82IUXRJkWDI1XQhkWGOlICNvGMhYpsAiRQ+TCkNG2IthISgpr4zsk8uADAMyhoUMyY1oVB4J8RqIZyEsDTyCkKGBRpXu1ajVvRgCE+080WhgONfS8F2rw4Z8144URxsho0WHjEYFDCpcSsKquC0ikwqJ0sKiZFuSuO4EBTg0bmiwX5aQ4axTYVEJyjtRTcioImRU40pu7zgCRCLhKtnBa83O64b7L3kaia4aBRoyT6KLyyB8WbJW82axWnkzDMgwIOPngozkESAjNg8jWYcMlZMxvQpXKtXgCgGNTLkGeN7OaodtHq9/gQkaz+ODkLFwrSYDMgzI+AkgY6TpYyHDRMAwxUCGBghjoUjIaIkDGS06ZDQp2bIJGdkNCjBSvbW6QR42oscOMoYCRnzIqBhidKvt4TMtVYcMWxAyvL8cZPwUsDF6yBgBLkaQLWL5mhej+KIhw6IDhvk8kBErWwRYRCoMGRHf64Ch5WDo4ncWJX36jCJYCUtWB4+Lnm9iQIYBGcMnfqvcjGY9B0NLyE72ihpVzoSELgU9G0lUMFRKQq3M7hYFE1bnamqNSti2uERawngYMhp5kUmehpa/kcztkNAq8YKo5G6BEsrM/wU0EiWUKrtO93JcbpAhSdsNKqci0dWgQp/Ee6HE/UuQpG4BCzuvF6UWFQoleRwmgobJVavldNi5L1mreKMwPBkGZPy8kKG8ExkjQEZEiNRwkCHhUuN5Xcv9XsKkLLrxn0DDd5wYvwZkGJBxmUKGaczg4kIgo1kDDPFiEDJSFWREGOkRhu9YGN4XAxlR0iEjGMb13woZ8cKoxhIyrCGA0bwYlwoZAhjmrAuDDAUaM0YJGTN070UkZKiEbz2HI6OQ9kqxBhiUhfsmye0GZBiQER8yXFLdqVmrHCVVnWjkS3UpgQcFHiHvQr3yMGjJ4VrSt9ndoJZhdTXr1ad0uVrUdzaBiyBguOqoGpXgLaBhVlWsWvUqVqtgs6/m9Gt40q5W3wXDuGR4OUKGeCaCoVCqspRLA45ElwYgAhBmu3gqmlVit1Sisjq4744aAkctxc80zK1ZjUbitwEZly1kJA0DGeMFMOwNKv9KqkmZxBhWYVJaeNT4BaI1SgkqZMqADAMyLg0ykmfzWMxeow31aUeEjNnt0boYyMgdpQgX5pDES8LndBAycpojkr2HQkaqboyfzxC+OMiIHy4VVkWEtFCtFD0vROBiKGTUhCAjrOqQhgeOqpDiJbZfbpChPA/BalBRqrhw6YAR9GJIPoaZkCFJ0+bMwgjAWB5WhgYblhEgI3L6qCTwGfEVDRYjaZmCimhpMGLNKCDYFNGuWRmGDEcFIaPSgAwDMoaHDMmbUDDgCIKClJptiwCOYMnZes2DIYAhydp6CVsrDWurq1GFQym56qkGlYMhknFWd62qHCWS+dR3TgGRVq53FVLsa6i1hI21ygNiUXBRHwKZywoyHBpkaJ6IZjU0qTK2WhiV5qWo1yDC3qDK2WqSkrXcdxFBw2rnDZsKg0e9ARkGZPxskJE4CsgQwDDNqI2ADK36VALP5wRe28m5bVqi9zytilSCHiY1fqGuIGgYkGFAxiVCholwYSJkqOGIHowwZJgjdLGQYRtBQyBjVpOeEB4NGVqYlORhROdiSKhUsMxrNBicHzTSvdUhDW+AjwYyIoxst56HEVfixdAhI0rVms4HGfpyxgIyLhQ0LnSe0ValGl3lqnBFqTBgiKEugFGgAMNEODBFwYMGHiNCRlZ4+rhJ4DEaAhkZw2iIpyNPz8PIV4BhFS+GvVQDDHsZ7ZYKyoAMAzKGDZdqVJCQQoM1VYDAwe8cumdCvAzuVt2r0RIqZ2v26knaUm5WQUOt5qFw1VLy5kPebkifjIYIWKhF6kx5y1/O7+SmU6dAJIXrS7G3I1UgI2s1T+BV3IYWvQ9HjT68zDwZesUo8T5onohGBRRS0tbsrArJIkM7RWNSqmulZBG6MrUeGgo0nNXKlZrECzaZF6lZlcU1IMOAjJ8WMpIiICNhBMhI4rKTptcohSpLTdemSRSo5vNAGXzz9ERvXQIV4xZqCsLG+SDDKGFrQMZYQoZZFAEW4VwMXbljDRnNGliovhkaZATDpaScrcgWggytopQCDBrtwXCikHHr1o39WHn0EKagN0Dggkr1VkV9H/JEqPmGgwzNexFcl6ok5a6I8mAoeaO9ECFPxjCQMbxHIwJWIvdhjCAj7vGKOXbhYzIKXUDJ29FAhgIMexgwzBGAoSAjMxYygh6N5Qo0LDGQEZo+nicjpPwIaeVph3gtFFgs0xUGDWtGHMgQLwYhyUZgsjlk3ytoq5UrT4YBGQZkjAAZDQoOrK4aXlx1vBD5nbNRC3kiYIgsbt6knc0wuSL7ZtDwIiyYKQtvPFaPAAENaolnlJuRV0rS0uBzN6gKUaK0uW1IcJTy+wpVss9GILE5CBv2FgKOhEvpuQkqbKhaW6bnMoQMZ7AZX1DcRocGGCZXua4ypWReiCZ7tUp8t2ZSGdx+goY5S4zzah7HciS6SjhdJZdba0CGARk/PWSoz6ODjMgytgl6adtxMq8Uapi5Gua5NPjn6SFRutdiHHXlQk3ngwyjGZ8BGWMNGRpgDA8ZSYQCgQzLaBK/Rw0ZLVqYVGxpWzVdE1KoVAKGpnoFGKkEjFRvdRRkBA3mcHhSWMN7GOIrOF8an7eRSo3Iv7C5469DACMtu0Zto0CCjc92pZEgY0SPRpxtHGPIiN2XS1FkfsylQoZUlFIeDHvQgxH0YsSESGXFUdCroYOGyJQZVrwcjiBYpBBiRMH/FaRElKwNg4YAxtI4Xg1tOjNlmp6vQrsk2TvFIf1UKhRkiCRUSl6oGpBhQMawkGEmZJhdUgu7FhN5Y07h8q1uLT/D7OR+ePiQzWgMgUayiwalSwubsno1WXgzsngFOKpo5JWpsCgToUUqSSVweeNkvbP4oOONysQbncVTrprUpNCwllyQVPca3iRW6+skmJCOrdmy3MsTMsJdv8WjIR4ISegmKHCfkt0EB3cZErmPJnXj5THLpIF9GyFtOq+LGS008BowPpNGHac3z+Tx9+rJ4AZkGJBxGUCG8ljcVqXlZejrkO+ulBK3/L2Tc/gsEIOPkJE0PxoyFGD8/fyQEQUYCwzIMCDjEiBjdljm2SNDRmx1qeEUm5MxKsiIUHCcAowQZNQrpXhrwpAR9Eh4RoaMiwKPYSAjJcYwt0YtT/diXAJkDPVq/EyQMUY6H2QMBx2SaB8pLVRqZZQHw6JUEA0Z8QAjDmSEACMrAjQiACQWNCIBwxoBGuaQhkKGOQIyFGBIKFeGXrLWXqp7MSI9GQZkGJBxPk+GlwarVHJy0/ggPCQ6JOeilevgTdrRqqpFpeWso9ZyfqkA1ay8HRZPE/8XI7xOdb4WWVzylqaBNxCOl23N5QPauxb/N6MV49yr1BukJN4gklT1Bl7EhIh0LjdZSrhyfMrM1bwxy7lWjyuyypEky7xMISMkwkGwb0YS92k8JWVtVeM9HpvxEr+e0YQUx3qk2NfDmrWWgMKHJaHqSi77V45ajJdlOI2cDAMyLh/IGHdrpQKMZClTy2mvmF7Fa5L7wfuaZfZaGne8bueuuWjISDQgw4CMXxgyRu59cSGQwWeWLkuEFyMeZKTofTGCkBFUilfClbSQpbGFjGilBuePgQwFGjpkSKSBARmXChllekWp4gjIKFCAcTGQYc4oCFWjioQMU2j80ByOYStUhTQ0XMoUEuFihuSLyHauUCFfVkc0ZJj52awSvw3IMCBjGMgwu7UeGYmqehQl4U3ynatJhwnKoVU/kpAfLXejHmnuekzg9BPctfxOwp5403BUI42f0+wVSOf/FgkHkupU2WuR4H6NgPE6TNnSGZwnp4snrKsEZrt0FuXDwMmHjLMFiVx3IiFlvIBLthaedTlWl9JK2DappntaKVvCmfS/kL4Z7jpcyWN6JSFsnJv75OQDzt4GS2a7lnfCoSmzDYn8bjzB6grutyoFeoGAYUCGARk/NWSo5XPfx3Hcr6gree2bZrXDMo+gMFd6YugVpSLDpRZGhEuNkPhtQIYBGWMJGeYhOg9knLeL9/nDpsIQIoDRpiAjEk5CoVK5wYRvvbt3sMRryGsgkFGpgYY3PjxcLHAMMc498ZcVhAybDhlBELpgyIgbOvVzQUbVmCgSMkaCjeD3keFTwbyXYEUpKfdqCYVJXSRkZGrhSlGQkRWGjeESxeNDhg4lCk6GJn6bZuQhWUnzYCgvhr1Y7YuCDNXvo1wHDAMyDMg4D2QoCPA2IcHbpJrIyW9mzW3TxjvqCBR1mOQhTPBEmuKsxFRnGSbzhJuUVYiJPOGn2IswzbkS01ylmMqTcAovpGk8ea+yr8AkTmezlytQScneAJPrFVVFKc1bhknZxZjoXYF00n6aqw021xrVMyPBVU8gqYMltx1JnmbVUdx8mVWX0gCDMORspQgRrkbVXC/RXac6eY/j9l3pbqNoBEgHdMcq1StjAmFtIg3tdBptqVJpSuDDSSOM42U5JmlWaECGARm/MGSM13MvgtWkxokHg/9faZcmmbx/0OA1i7E/by2Nb72rdwRkjF8YkfgdAxlJBmQYkDGWkBHXg6FJYFgBxsxItYZFoBhOI3k04gGHQIaFy5fO3to0zQougsneUq5WJXxL4z1vGDI0r0FQNFizfyLIcOsKJocHlxlXQyEjKIEMK/fBakBGDGRoXgsZigcj7MXQKkoFQ6TCooGfdfGQkZyl6UIgIwQXUZCh52bong3xYAhcaBIvRhGnK1JwoUrWOvW+GEMgw+iTYUDGiJDRourdj/fQeM9pU4ndUv0p3VWFiTy5rvZQznzccnstsh9ZhYXPvIp7XtyodPeiDbjnhc2498W3qS24d9Em3Pf863h4yWbctXgzFizeiqzHtiBV+mBktiIlkyDiLsBV3qWEliWY4irEJFcz19XOG1KLqlolZXJtOXx42uXt/uUJGYkKMto00HBJnwwJl6pRsDHe1YJxhKZxThpOjjUqFMxKI3WyvRSTeSFPmrGMgLYCE+w1vLB57WWt0rqDOwzIMCDjF4aMDK1E7Xh9u8bdVoVf3VaJK+R78XDScJOStUnzBTDW0siNAxkLwuVrg98LGEQChgEZBmSMFWTEh4sIL4YOGOYIKciY3RJfQdCYNUxi+DCQYeVyZai+y2nWK0kFO3uHS9aGDHcxtLOjIcMmkJE9hpARCRjnhYwwHAzxZIT0vwIZsvxYDYWNWMiIBIxwX4yiYSBjBLiIAxmmCMhIuljIiG38F0wCz9DL6GaEASNZhWetUPsggKE8GHrjPXMUZBjN+AzIOA9kiMdA4qzV7+/l/1mlmOAuxzTPSlznLcDNt5diwZP1WFK1DY0b9mHzjmPY/nUvdn7bjw/2duK93dTnXfhgTy8+2tODjz8/i51f9uDdvV3Y+lUfCtd/j7RbyzGFxtrf7mqG/aE6OB4qR9b9Zci8vx6TsyowkQZzujT28VaqBHKbm9uUqTW8k14elxtkRHoyJI8lWSV9V6ockkSCUYJjLRLt6xRAWLnfE7JW4ta7qpB5TzHs966E/f5q/PX2RlhvKYcti+eJ3hXcgAwDMn7RErYRkCH7LY33fjW9UnkxEuXeOkczesWDMV48GfOjISNhGMhIUmDA62GeLgMyDMj4hSEjmUARq0jIMEWETlliIGOohkJGZMnaMGTohnvQ0M4Oy6ZDhm0YT8aFQodNL9uaTgM5fawgwxuGjLBGhgxN/4GQ4YpVZYwqlIKd1YOAkSIejVBfjCIFB2MGGZxXwGIkyIhNArfEhEgFYcKkJ3aHISNfh4x8zYshjQKz9DApSWBXgKEBRTwZkHGBkBGChBgNDxQ04IeoJQQYkZBhCqlJyRyUJ0b698HpzZ6wFGS4NVk8kWoKyRpXzXouhiatozfBQmDDVU+DuhqTvBWY6i7A9d6lcBAEClvfx7G+QZwLAN2BAHpF/gB6BgLoGwygn//3cVzvINXPDxzX2d2PcwM+nOD4Ve9+jWumv4w/uErQtOU43tzdgS17T+PdrzqxfvtZXGMvxGR7GSa45GTmBehaiSkz23nBtqqGfUMgwxUNGaY4ig8LDVEyhRQ5b8OQ6dS0OlyE1ahyMuSzwIVZ8kucogpOKwY3H3hZ4r1pwiR7OX43swCt736Lt/f8iPe+PIx3vzyN6o3fY8r0fO57LdJUlap6rXxvPMUmnocS0Gm4h1TH/4MyIMOAjPM34xs2XEoHjXESJsXt1LwY0nhPM47FgzFevBkL1saHjAXDeDIMyDAg4xeGDNP5ICPGqxHM0xip1K1lphYuJaHGCjRCkBFuvJcWARmpoTApGrU5lZqypaKiBhmXUrI2SjS8L8aToUDDWx0TKlVNm+YCISOk/y7ISJMhn/VBpREy0iQXIxIyxIuRWaTCnMYGMgrO68mIlE3K10b04ogFjFjI0LqPF4byMGTbBZQEnCwuPUzKgIyxhQyBBLMuy3khgwY8ZQmpWc1jjoSDCMhIVhKAkOpOmssx2GwnRd7oS38Ib+MQyLDEAEYQMsIA0hiSdYjCkKHgQpfyZHi0ZnsSazfFU4wpWc9hzhP1WP/B9zjU2YvTvQQJH+AL+BDwD8Dv74ff14+AT/4PICBs4RfxT38vx/Wim9Oc9vvw2sdf4Y/eJXDcVYOP95/CwV4/Dvb4cKjHjwPdfrS9exa33NmKifYCTPAU8aQuQdL0Ml68zfzMfYwDGZYYyEiO0MiQUR9SslJDzLz1UdMEJeCQpDwYQTUq0DCpilDRkCGdu62ZbUjJbEUaDbXfzarCiw2f4MvTPTjY3YVjvb04zoO584dOPLzsffxGHkCZVaob+IVCRnIUZNTS4A/KgAwDMi6uGZ9AhoKL6VUaYPAaSZJnhBiBujE+XvXGWGdAhgEZ/5GQkTxrbCHDPCxkhL0Yadm1WsUmpaGQYVWQwaFXS8L+eSFjpFCncP6IARnDQIa7IgIySmC1r1AlXzXIKIgBjEuBjPwLhgzrRUFGocolES+GeGosrvJhIcNqQMbFQYYAhYn7m5jDm3OO7LMGGwIT0rAuUlbpmp3dqMqumngzsfLmlMQbTFJ2k+qKm+zl/HrnbCuPX1I2Hw48huOyG5Ao8Ze5pUh3LcMU18uY5lyOqY5iTHRIvB+Xld2sciaSvW1q3hRPK394qfREI9a5iutuJ2S0KghJypZ11iklZ0vvBWmSVwfpvp3irqcaeAFppWfFe5EgeRjeVm5LOxK5jUk0JmxZ5bjGW4Q5TzagefMuHOnqB/kC/QMECEJGYJAfBvoAGYr6B+Gjwewb9BNA+BWBAwo8fOgO+HGS9LHuo734teMJuO4rx6cHT+E0Jzmr6zRn2vyZH1n3rcYkXphp7lJCRSUvIF7sTukI3qg6kae4+Bs5JW+BIGVvohqUMa9K6bqa1fFNdLchgWCSRNl4TNKVCFU0bq3S04L7L13Kk3kDkf4ViVxPIoFOVbPisZZhslt6htSoDpZS/1mOXbKDRpmzXlW+kvNAzu1xDh5nKV+rvA81eodv3oQ5nY3bpwBjRiMmzijHn+ZWoqD9MxzgsTxDMOv0D/LYAF8e6cQ/Xt6GG2fWYWImb1ACGjRozRn8vezc7kzuZ1aTqu5lFs+JXcrhcruddar/SBJ/c9mm8fZajOPxMnMfpOeJGLk/O2gYkHHZQ0YiAUMkYKHgYkaVUgJhInF6GD6kupQke/9/0yt5nvO85/MiSQeMJN0QTwxVi9IgI6iEYZQYUV0qVgnzjWZ8BmSMAjKUVuuKTfxuV9WkYitKDUn8nqUlfCfPGgoYw0FGbDJ4PGnJ5G16GdsWrcN3Lp+nOXV6OdjqUE+MVD7zU1WSd6WehyGgweeHLmt2VUSlp6GKBIrzQ0Z0x+8UqXrkqQiPj8gLsUmD3Ozo6lEpoc81eqhUdVyNBBeR2x0LGZciDQhiy8+ODWRElbJ1hT+nRHwnkqZ0KmxKjnPIi1GsPBfWTE3BSlJRFaGUhnbujq8ISNCVLPPqkmnCYVIFWmfuDGnCV6hLAw1Ny0O9MMyx5Wp1D4ZJwEgqYtlL9GTvijBc0CayBqUDhippSxmQcYGQYVE5Cm0KMBJy29U+mWnwa5BBw9fTEJLN26DeWlhyG7nPNLBm0oDn/wmEjCRJpCZUmBUktNGQb8Z4Gr+JudLMioAys4w3n2W49f5yPFu9GY+teBPT76zB5Bl5mKjeHnCZXukt0ap6V6QKZNBYS3FokGFzaZCRrCBD3jjWKWmQUasDRp0CllSChk36YkjVJmo8l3slt2mcQAYlIV7pPKlumLMSK1Z9gK+OnUUPjeEBP7mBPOHrJzwQKgQslFuj369GDnLYR1iQaXv82uh+/n+WgHEMwNqPv8Cvvc9jxl0l+PTASZzhNOeoLk5/sj+ADTsGYb9/HabyYk136wY7DX217U4xuLndNLRtLu6zh6AlzftodKc55TjU8UKTpGvx+PBhQ1gyewRIBJiquT8ENRpzNhpLKfytpIt4slPryp0sjfCkCV52vSo9K13Jk6WyFT/bZP1Smtcpx1DzGoyjMX8ljfdx3KYEaZznEsiR0CQu01GlOntbaeCmZjUinXAwMbMeUzLLcNO8CuS1fYqDCjJ86PD5CRrA18e68M+893BDbq2Wl8LlpMu+EjJsGfVII2ikEapsWQQq7qPFLp3Zua32GgU9Ump4PIcJAkDcrkS7GLfSDLHm5w+ZMiDjPwYypAnkOJEOGgIZSVTydG63dPjWvRi/EggRmKXhJgZx4vywIZ60INhMLxoyhtUIkHHhMiDjfxcyhvNyjAAZUdLg4bxwMZxHYxhp8NKqw4g81xuUbLy3p6gStVV8zlcSMjTJZw0wRHzO5FQTMHQJZAxb+SkaJkbj0YgCDAUZ5dHzC2Tk8HmXo0MGbQdbdp2SlNyNhA4FFdkxuiTIiNcdfHQaO6AYBjIExtwVcUBGhxlXOAk81RXrxRDDnoooVzsUMmI6d49CQSgJAYYOGeEEbwGMQqWUjCJdBbpXIwwZwQZ8Jg5jIcOskr0lp6SMUBHs6K3JSjvHpsRj4KjQZUDGRXsyZJxJ31eTmoaGrvJeNKgmcineOiUrP9tyOE5cpoSKRBrwiTR0RfLm26SvR9yoYhgmyht1caPOrMLU2cX4010rkd/+Pj45dAbvf30Ci6u34aY5RbhaEsKc8mZdwpqaVRhQiruJNwxCjqtFy1mQztzcJlO2vGWnEUfQSM4WMBGPRaPyXIgHI5USb4YKw/JIbwzpR9GsPBnjdOiYlEvI4Ik68/FWbPnsgAKBPsm3EC/FYAADAz70EygGBgLo7/XhxIkeHDrWje+P9eDbE/346tQAvjzWh+8O9+O7YwP44uQgPj3lR/Xb3+L67EL8YWYxNu86jq+O9uPbI9347mgX9h7sxUvVX+Av89swxVWn+m+IwW5x6y5ccVPS2E+lcW3jcbBx/9NcDZjI4zKJJ/oEO2+eWeUEEx4nd4MKCxM4scrFMX2F8gilZPFmQAM+zSUleWsILbwpOCSOUnODyoVjdvDmTmPdwmUrb4R4UZx8WDjk925RYWlJNNzHZVTQOKzQfncX55GEb9J8Mpdn4nKtdt7UBW5oUE7gcGJWGX5NkFy45DV8+P1pfHGqG1+e6MJXx7vwzr6TyH3sNVxL8EknZKTaqwgVtUgnuNho4KXTIJ9IgzmdxmhaRqVa3iRuWyphQ4VWcR0JM6pUOJUkyifrxqSZ8ymj34AMAzKGhYwaNRSgSNThQiBDPkvI1JWcXhrvScnaJBqpquFehNEd7tptQIYBGQZkhD0ezfy/kYBRz+d9/RDISNcVggwVKhUJGTW0R6pHhIwLCqOKgIwwYFREL095MaoNyIgHGZFen9gmhlHlbct1L8ZKvR9GYRRkKNCwRysIGqMFjEuBjJTzQEayJHzrzf40L0apCp23qAiNsIaDjBQDMi4cMlK8mtfCRmNdDWmEh0OkGhCsdy0Xpdldy2U0qbKrtux1MLml58NqLrNdy4/gdKqjtlfebjQrF6rVWYyJ7jzcfE8ZFtW9g+9O94J2OmiXY+cPx/Gv4g24aSENTBqtNjF6JZlbvTmnockbmXTVtimjWnI3aHCKuF1a0jhhx91Gw1iTzd2qjPPQ9JRJvbXXcjISlXFdi2m5NGZvfhbLmj4iCHSi2+9Hr8+HboGLgOapOMftO3K2B59+cxBrt+xF7aufonz95yh942uUbNiP4le/Q+Ur36Fq/X5UbDyIoo1HcH/Jp5hKCp6csRJLar9A0xs/oPm1vWhc/xnqX/sGN/BCnjSjUnkdUqRSk/TWkDJw3lJewCVI95RhQrbWqVTcklN5g77aXYqrXStwrbsYv86twFW5vOlkraSKMYHjpuaUYapnBa6bXYkp2RWYzJv8FBrzU7mf1/L3+g2P12/4G04jBKTfVky4KiOQ1NLI5zHKbFChSlaH9O9YzYuZx5ugkU5gS+Pvkc71TMuWWMxiHtNingclSMsuxUSuc0oO153NoYv7RPiYwBtPuqOI4LEIL63Zidqte1D39qeo2bQbS5p3KaiTxoVWgpCF25LGG9Y08WxwPyc7SjHNUYbruJxfE4au57qvI4hcy+28ippA8LDewmNEY3AiAUx6b1gzeB5kGpBhQMYI4VICF5laPoaCjBkaZIg3Q3pjqHyMLGkq2YBESZAVY3hBNGQIXCTNW6tBxnwDMgzIMCAjBBkzdcjIkZePQciQcKmqoZAxxJMxesgYVedv1eW7IhoyvAZkjA4yhlG8HhpSwlaqMElXbPsKJRtBQ2S1F9JopxyaomAjS9doACOYS3GJkBGUJSJUSkGGyvkojAmTqhweMiRUymlAxiVARpMKhUqn0lRYVJOSggwFHvWhC1Fi4S2qmhQhw7OON5T1qrnchNw16q262S0JXXyou/hQ58k4gUbxZPcy3HznSixv/jdO+rQwo24a8F0cngXw2bFzuGvxRvx+Dg1jXtwTs8UrUUMDqiQUS6klYdWELnSVfyEw4WqHleu3utdSMlylPB4q8VsSzTmdkt5J20Z4SeMJNMW5Atc7F+GNj3/ACW5QR18vuvq70AfCBgI4xe08xe179d+7cMvcp3FjztO4yv4EJmU9TeN8ESZ4luHq3GJc7yrElOkv4Sp3AdJdpPjMIhr8Tfg1QeyW+RXIubcEs+/PR+69SzHrgXJc5yjGZBrZE1yEHHHdesRNV4DJOUW4enYBJrleRFrW87h+7gpkPbYKrkdb4Ly/Gk4Cmuuecjjvq4brkVZcn52P67zLcePcYh7bCmTeWw3Hww249b5a3HxfPWY80A7HA2uRcXsLMhbUwXFHA26ZU4Y/egrxO3cRrhXwE+ig0Zzq5HngbOVxlO7cPPaZfEBklGDy9HxMvW0xJt/6HK72vozrZy3H7xcU4893V+DWB6qR9XAt7A/XI/OBZky/vxU3LJAQqDxMcr+Ev96zlOOWwvnQYtjvX4xb7+Jx4jrTeYEK4P12YT3+dFc9brqzGhkPNSLrgXpk3c19uLMGnrsbkH13M9x3NeP3vLH8wVmIG7MFQAg8zhKk3roClptLYb2V5wUNTwMyDMgYNvE7Yt2qX4YOGhI2JV4M8XJILkaSnouRpENElCdjng4ZqmeGARkGZBiQoYVK0Q7IbdQBox4pObWhjt6xkJEaysmoDnkzNEM/sndG9UVDRnCdAhmiFJECjIoowDAg49IgQ/XJkGZ1CjCK40KG1VmkFASNEGzokGEZBWiMNWSIzMHeGCHIWBHq6m1zGZDx00KGpxlpNMDl7XW6W0BDAwytilSjVkEqW1Nqrngw2mFx8Rg5OL8KZWpS86W6tEY0qbm1sOTUIX12LaZkFyDz/goUNL2Lrw91qdQGSaruHwjQqA+gg7BxbMCH7YfP4fGyt/Hn22sx2VWOSQSKiTlVNOqKCQkVqp+ExavFb6o3H54arq+R69bewFtdawk466g1MHnaVW6HVKuyEJosklSuQpAIGNQknkDX0tC2370C7+87hG5fAAO+fvT7ujCAfpwjaJwKBLDm/d2Y/2wVrvM8SwN5EablFGCCdwVvaKXKtSj0O5XbMVFImBeXibBgcYp3oQp/+nsjXt2+H7sOnMSnB47j0x+PY9ePJ7Hy9cP4Cw3oCYSTdA+Xl72ccLEctzxQhqert6Dtva/x7tdH8fGPJ7Dz8Bl8dugM9h08hS+5nC85/74Dp7D7wBk0bfwaOfetwGNLG/n/SeyR7w+exmecdheHOzjNzh/P4jMOd/94Grt/4LhvT2LXNyfw3p7DKGjZhb/dUc5jXajdNNwSDiV5FuKZIDy5l2P2I00ob/sMmz7m9nx3DDt+OM5lnsAnap9O4fODsi2n8ekPZ7D9+zMobP8Qf55biH+Vv4+t3xzC9kOc/uAxTn8Mmz47gLuXbMFvs1fiN9nL8GjJRrz3/Wls53J2HTrN43Ra7cPeH09hz/7T+Pw7isvc8dVxfMxtfuvzYyh99UvM/FcbAWkZpmYVY4q9mlBTp/I3DMgwICN+Mz79uxk1SJ4RhozxhAzJ0xjH4zdOcjHEMJVcjAUGZBiQcflDxshw8XNBBp+vuQ1hyJB+E6Gk7zBkyOfUKC/CTwMZQW9GSMF5gwquf9SQURNH/xuQEZX4rUsiD1KdGmRIyVqpKBWEDAUXw0GG8m5EV5yKBxaRfS8so4KMMGwEIcMWlZORr1eb0uYzRUFGsC9GmQZOrsgqUpUGZIw9ZLTwBBLDVwON1BBgNKkEcFGwrG1abjvHN6u8gQluAgEvvGk5EsJCMHCXY4JHT7rKruSJkYcZD9WhZN0OGspn0Euw8A/44evuhW9gEP2DAfQQODoDwHHCx0c0Wp+teQd/u7MGUwkBU7JLVAiRnPQaZOiuVVWarlold0vZV0mStkioj3utUrJntapQpUBDytlKfobKUahTYUqTeeL8LqcE9zzbTEP2uErc9vsG4Qv0EjF6FGR8fXYQT1S8jutyFmFqdp4GF+5SJPOkNLlqVahWskP6PfDG5JSbD09OwoeEE032luFvd9dhB439E9yv05QkgB8mVK3f1YuMh5owxb0Ekz0v4rfzl+HvS1Zj/fav8Pnh0zjU2YdTPEYdEq4FHhu/VLwawECAx0uqWA36cM4fwL8/P4z7nijC8vJWnBsAuik5llIdS46nrO8Mhx1cRje073t9krTuQyeX/+3xLmzc/T3mLmrH1NxC1bPD6ixEqn0Z/vL3Mjxf/i627DiEA8d6cPqc7n2S3iEylPVwG2R7BgJcJj+LV2rtlk+QMW8ZVrR8qqpLiSdIqmpJz5Evj57DP5dtwp94LP+c8yIKmt/CMf7+x3lOdAZEfi6b+8dt7BrQzgtZZ5eeOH+CdPrN6T68vfcgHinYiJtml2HSbUVInV7Om5YBGQZkDNMnI0ODC8nBCEKGSvaeUYUrs7SeGCpMKujBCCoGMpINyDAg4zKAjGQCRvIvDBlm3YthUV4MraqUGOspek8MqSqVHgEZ8llVmlL9KILGfVDRkBELG7GQMVyoVAgyYhW5zCBcjDrxO54uvoTtfxpkRIVJubTytSpUyl6iQ0ZxNGTEhEpFQoYalzUyaAxtqjdayMiPAxmRJW0jIUMvX6uXrJXu5VoXcwMyfnLISHULaMhQ8jOaVUiUWr5+PKxBj4enHhN5Yk6SJnKuAlyTXYhprmWYbF+Kqz0rVOfsNJ5YaS4agJkv4OW297Hr4Fl0SMUmGvO+XhrzvYSMvh4MDPTR6B1U5V/FGD5OvffNUbxQ9zb+evtKtczJnjKus1pLcPZIvkZtxMVXo3+v5WaYPLwRe/hAVVqtPBpSfcnqalSQkaIgox6T7NX4Q04ZFpVsxteEn/4+P/x9gwgM9mMAfTTuA9j25SncsWQNJjsXI921Qt0orU4aKvYaVUbW5l0Fi7tVa5YnpWCle3dOKW+kxZjqKcaMe2uVV+GsH6q6khjKh2mlv/lZH1wPN+Aa1/O4Ye5i3PVSC17f+R2O9Awog7qHBnu3NPjT5+vxEy4EMjCIPoJGJ43wMzTK39v7Pe5/ZjkKqprRJZ4h6evhl7K6AhP6OrkfZwlMPfCpZfj8PO5+HndfL5frwwkup2LT58h6rAETPS8RjvJ4bBZhUe07+OirUzjBje4mUUj1XrXsgLZ8kY/z+rlM0QBH9nDk+k074Zi9GKWNO3H0HI+jD2pfevj7fnusA48vfQN/zX4Zt+S8gBJCxhnOc2ZAa3jYNcjzgADU4/erYyDfdavcGI7jvp/jETgT8OEoV75172HMe7wN19qLMSmrEtasGgMyDMiICxkmAoVJAOO2atWYL1HvkXElx0n1tPE5zTRsabwtWDu0FK0uDTIk+XutARkGZPzykDEqwIiFjFZdFwsZzWEJYEhVqSBkKCNd65qtAQZFozpKOnzINJrHY2TICCoYfnWhfTRSQg0AY9Z3yZChlbcdETKGLUX7HwgZER2/UxxaLobNruWDWrNW6InfevJ3EDLiyBqjSNhQSeOiGHAQyDAHISOizG18yChUUmVsMwuH6Zuh9d+w2It1wCilXVhO+zC2J4YeNhUqYVsRBRlGdamLgAwlT4vqt2D1xBwHbxAwJJSqFlO9ZfjT32uR8UAdcv9Vj/uXrcbMJxqQ/VgT3P9oxd/uqMY1nuWYQuP8KsczaN72Ob6nwdlJg3OARqVPjHkfDd5+mo79nTRQe9DnH6AhrL11P0199N1hPF32Om6clY9r3SUEmmq9YlSj3v+iTuVsWD3i3ajRSrN6G5TnQoGGhEwpr8YaAkC7ggLNm1FLGq/HBILCH2ZWYGXLDvxwlNvQS8jokZK1NOW5LecC0rn7W8x+ejWmuEnI9lJV+SpFhWdJxas2gk87t6WVNyeeTx4pCVtOoCnmuEJMdRXCeX8d9h44rd769+uG//Euwstng8h5sB6/znoS2Q+vxKp39mogQkOehwaDMn1Ae4Pf4dOGPcrg9qm3/eKdOE5t2bcfdz27FHnVjao8rgCANAlU8w9qHgcNMnzKSO8VwAh0IeDvgG+wg1AygA7OsPNwFx4r30hYfB6/mf0ysh4sxwffniQAcN19PnR3ye/FZfvDEKPEeQcJPQPy2/GLTm70K2/uhHPWEpTV78Dxjj7ljegjNPRxAfuPncNTyzfgb9lLcUv2EpQ0vE3AgDovxGPRyY3u4gq69X0X78ZZziv73BkQ8Ovh9mreEcnrWd7wEWbc0cxzTCCj2oAMAzKGQEayQAYBw3SbBhmqZG2GVs72Cm73Fa46JNAYS15IKFi4Vm+ut1pJPicRPEQGZBiQcTlARtCLcXGQ0abrUiCjSUkBRggy6mHTC8NEQ0Y1JuiSz1GQEalRQkbqhQKHDhipkieiKwowLhoyIntpDAcZFw8TlyNkBJvxWe1asneKiJBhi4GMoU34dIiIAxkhZRVGeR5CcKDDgwKLyEZ9MXBh0yV5GFouhiyvKAQaAi8WvRN4sC+G1nSvLFQgQJrvmQkZZkd5NGSooQYeIciQ/A2nARlxZQqGPSnIaFbdsIft+s19tijAaFZlUtO9dZiaU4UbF9TA8VA9nih5G7UbvsC2fcdVyMvOAwPY9kUPWrb+SDjYitxHq/HXhUvwa/vDeJQQsnXX9zjRPYCufq1TdsBPw5WGYyDQQ3XBz88SdiNvvMXAP0PQ2Ln/OB7P34C/zFqJq3lCTHTWqHKuUtLWJqVXpQ+EqjRVw32jQZEjQx003KsIF1qOhsW9mkNpDiiVpggmzjqkOWrwx/m1qHjlcxw62Q1uDgkIKpSrf5DGtz+Amjf2wf5QKybwhEyXTth2yedoUUqVXJQsaR6nVa1KJPSYlDu2nNMW4xrXCmTf16ByCwQcZJ/F+D/XG8B7nw5g5r3VuMH+JJ5YvgoHO7QkeOUtkKEAQr8PJzp78cPJc/juOHWiE/tPduJbah8/7zndifYP92HuEy/jpZpmBR59yugPqBA0Cf/qoNF+8FwPfqQOU0fPnkN3X5d2zP3d/BEG1Dwy78q1b+P3uU/gT/MWof6trzhPnzL0B3gc/JTPp4HFGf6AJ0lDx6gj53pxVJZLHenswaGOXrS8th2O2ctRUvsJTnT08zeFCvPq47r2cz+eLNiEm7zLcZNrGRaXvYUvj3bh2xPnqA58f7IDP5zqUJ+/4rTf8Ptv+P9BLvvMAIElIOpXQHWiD9i2uwv3vbgFE6fzxpJVaUCGARmjhowrMqvxK94DrvA2IEGMt9tfCXkvxkVBhm6gG5BhQMZ/C2REVocaFWREeDBCkNGoAMMW9GJ4g6FS54eMVH261EuAjFGBRqQXI6cm3BsjJzZcy4AMgQxpiGiVoRTuoVJUY0PNg5Gmh0oJYNh0yEi1F3O4Qu+TUTQsYIwIGVmaUnQNAY3MGMjIGAVk6IngSlGQId29i/Rk7xJVhleDDK35ntlRFgMZlYjs9G1AxgiycP9ts9pVv4pIyFCVliIhg9OZc2gwS1jRzHakz1zFE4EXtL0U188sg+PhRtRtPoDPaRgepJF5oteHc+rNc0DlCBynAX2M3x3pHcDnR06h9rV/Y85Di3FzzuP4xwsteOvj/SpXQMJ4ev3SMXtQh4xOpQH/OfT5e9Eb8KkcgtM0+PfSAn+6cCP+Or8UU+zSGbwaE6VKlEOS0dsUCCV66pDAm0pyrkCG5tGQkrYCFxaChgxNhIxkKWPrqVHVsVKc1fjdnEoFEodO96jme+gTuzugwoAkjKfslX2Y8cAqpEs3cidvrHYeL3sjj0cTJjgJG44mGjG1SHbJsltVrw7xrEzgyXu9qxSeu+rwxfenFVwIPAwQsHr6Anh3ex9m31ONWfeWoGH9R+gclM7iFMeLx0CaAX5z8DRqV3+E+56swx3/FDXi9n+2YAE1+5/NmPNkK/40fzGudz+IF6vbFSh0qdCiAR4/PwEhgI/2HUB+3dt4sfwtLKvditLmbfj8q4OEGR8GeoSoAgoiOri+1ds+Qe7Dy3Db/H9hf4cPnYSUPukboudwiBdGjPtX3t6Dlk3fovqNb/BCzTt4sW4LFte9hcX1b+OF6ndw59NrcNvsEhTW7saR0/3aMqTjt38A3x7vxGMFW/CH7BJMIxjcNKsaOY+0Y+7jtZj7aCnmP7YC8/5ZhNn/WIlZ/6jAvEerMI+fa9b9G/sOnESXT7wxAkbatnx5OIBni9/DtMw81bndgAwDMuJCxm1VME/nda/mlcZ7lfgVt3mcV2+8F9G9e3yMJ0PK1SYZkGFAxn8VZAQb6bWOEjKahiq3nrZCHZ+/dRcMGWmxkOEda8iojgqVGhIiFeXBqL1EyBgmdOo/DTI80nW9agTIKEOqo5RQUaJ5MWiLRUJGGDSK4gJHPMAIVqOynQcyLAIaWdowmBQeCxlBwEjJLAhVnLKIIrwsWuM9fpaqWBL2RVBIUaFSFVEwER0yZUDGqD0Z4sVIkh4W2QITbUihBCyks7MYTeKtsEhjO57MyTzp0nMlRr8KV3lKkf3YOpSs24vPDp3GYcLFmT4xOgMqPMdHI7VPknQlrt6nheiopGNa1kfOdePzH45h0Yo1yL07Dw8+X4cNH3+jJUFzZgUatOwH/R3oHzhF0DjH4Tn0DtBQHtSSmM/R4v7m2Dm8WLkFf/t7Ga52FWOKq1Z1hba4CE4u3jRz2lT37yucZcqbYJEbAQFK65uxOgQZid56JHJ8stxgeDP6/YJK1G36CvtP9KK/X/NkiLEvIUGSdF3Y/ikhYw0mSc6HU8K0CC6qYV2jqmqVpjwq0jSQD3CuQ7qbS87IRFcVriEpe+6pxxc/nFahS34dNM51CWR0Ye69FXj4uWZs/vAblbAN8aT0a53GDx87g/r2TXDMfgK3uJ/CTTOexF+yFuHPWS/ijyLXElxnfw5XZz2O650PYnHNGpyUBGkEuIhByqeAo23TDtwydxmN+QL8v9n5+GvuC3ipeD0+23ME3fIj6dskXpT1W3fgnicL8dCzRQo6+vT8i16/AMcgjvK3zKvZgJwHSnHzwhLcMLcE1+bm4w8LVvA4FhDY8nHD7CICRBFunl2Jwrp9OHpmQIWJ9QtkcMe+OSGQsQ1/kD4f9nJclVWG61wF+Mu8Zfit8x/4nfN+3OB5CH/Mfhx/9D6N3zuewE3Ox+FZ8Aze2PIRgchPYPNp20Wd4vHKI+RMmf48b1ClBmQYkDGsJ8Msid8ZWq8MlYshYVIzW2j4rooBDE2RgBEJGUafDAMyfinICAHGJUNGcNwlQEZOfMjQwqVqCBQ1cSEjXYeMaNAYY8iIyMEYGTLqhujCIGMEj8Z/C2RIqBQN6jRnKaGiJEJByIhM/A6qaOTwqAjISInRUMjQvBAKVjKH5mGMBBnWzMIo8BHACDbeC0KGVrqW+6wrEipi/7fFyICMGMAQWWe2qfAnk0qSDodKpUjFqBz5XKcu6kkzqzDRvQJXu/Nw14uvofWtb/DV0S50ESy6+/sIAgPwD/TB39eDwd4eGqo0/GiZ+wN+GpQEBBqUAhDdktTbF8An3xxCUeMG/P1fJbjj6Sq0b9uDwz39Kiyqx9+PvsEu+HydEDPZ5+/mZ63qlHTeHtAb4u347jierXgTt95ZjmmOlao7dKqbD03Haox3EjK8rbDkNqv8DFX9QRLEVUO+VpWcLR2+E3gDScih8ZEtJXDL8LuFpSh7fTf2n+zGAA1uzegOoIu0JLkKFa9/icyH1/ICq4DZScNLGtcJmLkakGSvJqDJG5A2JDoEMAQ02tU46cFxvbcCzntqsPfAKZWT4JMqTJKwTQrbtvMU5j6wAouK12LnN8cUTMGvh2txX8929GL3vu/x+pYP8dqWHVhPWFi/cRfWv7kL66j2jZ+hZfMneHBxPTIWPEHjfxXO+rRwKX/Ax93wqxyO+jc+xm89SzDVnoernVTmc3hkyWq8/8lB9ArQUAP8fXq5z29s/QiPLSrG8tImlR/Rr4z5gFpmB7f7i2Md8NwnELEMUx35SFVJXkW8Ea3gBceLOysPE7PyCQ4F+OvsahQ1fIHjHQN6oricE/0q5Ovxwm24YWYFpmYWY9Jt+fh9dj7uebENS+s3ou6N99D69odYReBZtfUTtG3egXXUa29+jP37jxLUuH/SjX1gUFUpk0T6wubNmJLxDNe/0oAMAzKGTfwOVpWSrt+S7J2Q3UQjr53QoJWsHQ4wwga6eDA0g9/o+G1Axn8NZIQUCxnNceHCNLNRSQFGjjTljQ49SomAh7QgXIwQLnUpkDEsbAzxUoRlEXG7rRHei7iQ4dE0esiI8Wj8xJBhHWtFQYamFL1cbaqDkOHQIYNGekg6ZKSoHhkrVBJ4GDKGEY19W4RS4iicT6GDwgiQEQyVis7lCIZKFakSu+aQisON97hP0n7AqsNECDJiFcfDYTUgY3jIkJApEyEjiYawSaot6ZCRyv1L8UpSNeHCW45rZ5XgN7nLcO+SdXj1/f344WQPegbFSB6kUdqNwEAPrdBu+Hu7VZWoAA1SnxilMp7GpCQCSxiOgIKAhhiDu344gvymjXDfl487n63Dxu1f4cC5bnT6fcoAlapHfn8PlyXQ0odBGpKDYlBKlSGftox39x3As+Wb8NcFNFJ5kkx0S+L1K0jIakOCg7Ak4V3BEnNSdUqSw6VHhqcRyd5GHTJobEgVKM9K/GZBMfLaP1A5AQMqaTqgYOlszyDO8nPLOz/C/a91qtO1JAGZ3NLVtIk3qUYt0dtdo4AtWUrnCmS4aLQ46lS5s9/MrIHjvhrsPngK3Sr3oU8lt5/t82PrJ0cx98HlWFbzKr44ekYBgeQ9BLifAhv9/T709Gldx1VlJkJbT794dwZVCdpzhANJFC9qeB3eO55AQWWLSi4f4PwBAo3sh/xf+/oOws5SpPHinOgswhTny3jg5Vfx7qeH0SfJ4fwZB/u1/I03CRnPLClFVeM6GvBQQDSoErYDOM6Jt+49ghtzFytgmSDNa1zVMLtozHFfkxwSq8kbkfTXyFyJv8yuwYqmL3Di3AB8ytvF/edvvF9BxlbcOLMU0zLycNvttXi+4h288dFX+PLIWZwgwHYE5Nj7VMK3lL3lT4G+Xm4nycff61fhbH699PFZjlvetAmTM5+CjTc7AzIMyIhfwlbviyGN96RkrfTEEGNLOnnHVJOKDxhrdA+GARkGZPy8kBEFFmMOGZGwcX7ICAKGaWYD7YparVt3TI5DSgxopMcoLQYwxgIyhoBGTJ5FpMTzYon0wMSBjJQLhoxI/cyQ4RljRaxDyrqmOMsJGWUKMORFnsBFWgRkKNCgAZ8SBRkjKEsDkpTzSAMNTUFvRrzqU0Evhi3yOz3xW5oimzNXaOK2Bz0YAhi2GLjQjintwljFCaUyIGMEyJDcDIEMs16eVhK/zQIbHFpUUnUZpnlX4E/zi/DA0lV4b99JnKJh1zs4gH5aeoFBWnu+Plqg/EyDUIw9VZLWJ8nSPi3MiaDRp/onhEueShlTCZHa+f0xLK1/E+57X8IjLzVi886vcaSzT5Us7acROkh48Q/2YJAg4+vvp+EdDI8JqDyDs1zue18cxpPFm3HTXIKGSxr9reEPTuM+kzdBCWXySOhXjbrIRVZVeYqGmLeekCGikcIbkZmQcf38YjxTtQX7jpwJeQEGadB3Dfhwhuva+NkpzHthPSa68njBkeLlpio3kJn1BDYal7zRJtHQTvG08UTlsXXyODu1fI9reOOz31+nQszOETK6/X3Ka9M5GISMPBQ0vIpvTnaonJZBrjvAffQTuvp5XAUqenxSbcnH7enhse2iod6jPEWSk3CGx7Sg5hV4FjyG/PIWZYwP6mFZflUONoDq13bgGs9SFcOY4lxB0MjDvS+9ga27jmjGe5fmOREvzqZt2/HC0io0tL7BdUMlestvK4D3w5leNL39DX6bsxSpGcthyaqA2U1Dzd2McY4GJPIckjK+KY5aTMgsw01zarGi5SuVHD6gPBmDCrD2H+/Eo/lbCCs8x6jFle9j/ymo/BGpPtUX6KG6eKx6ec4MqpAoFWomIWykJn/nIAKENBXSxnEnuZ0vN2zCpMynVTKaARkGZMSDDNUXQ8rWcv3jeX0m5vL+T2NV5WIsHAYw5unSjXMx9BNo8CcYkGFAxs8EGcMCxi8AGUHASM7lvS63jnZFzaggIy1GsYAxVpCRGjVPNDhYIxQJGZHfDwcZCjTiwMbwkFHz3wMZ0hNDekJIZU0a6SmZhIrMCMjQNSrIyAprRMjIjJYGGmHIiFeFaihkFMVARmyIlEBCNGAYkDFG1aUk8VsgQ5K6U3LbVeK35GSk5bRhUk4jrsopxw1zinDXiy045tcSiQdo/Plp3Pr7zsLXdVaVng0Myttk6dgN1TTtLImig8bzaVqEJ7oHcZpgopq1DWhJzJLYLKVKxTD+7tQZLKlsx22zn8KjL7dj8/b9ONnr08qc9nE9NMQDNMoDgUEVNtVH2BDI6BnsU7kBki/w2YHT+OfyDfh9TjGuclcTjFqQ7uZvmlmrPBfaGwitaZ8lu4r7XE3IoHHhaSRg0DhWN4oyXDNvJe7LexXbvz+lSqf2+3rRR2N+QDfiPz/hxz9WvIFprkWY4FoKU+YynmQreMxKkOwqJbxUKPCQmsmpDnEv0sjObcJE3qjSM1ci4+4G1YG7S+U2aG/lpQnetk9OYc4Dy1HY+Dq+O92peoT06/vcT4DrI9R1USd7O9ErvTH4tz/QTaO7m9Nq1ZWkhGtZ21bMvGcJllesRUdfsHeFngPB361+4w5cm5OHdE8JJuSUIc25DHcsfhWbPznE343Ti4eA80no1MatO/FiXgNa12yLyiGRbf7qWDfKX/0CN84rUTeCcdNLcAWNygRPCxIIV0luXifONsJHPVIy5ByqQ37blzjMlfRI1SsQVuBXVbL+kbcZf8zOxwPPv4ptHx/kvhJIef74fN387Xl+BTr4e/cQyLR55fwZlIpkkhTfQ8A4J6Ch7etJbtuylq2Y4nxRNQcyIMOAjEjISBTAoMbPqFJ9MRLkOEmYFA0tycVIWLAqnOAdDzDmhXMyQpCxwIAMAzL+NyEjCBgXAhmj0c8BGQos4um8kKH15rJ6IzUSZOjy1PzHQkbQ+I6EjFTxYtBgF6Xp3oy0IZBRrKpPWePkaYzGexGEjOB6NNAoGhYsIjUSZFgypexuqZ7oLd4ZaaxXFeXJCIVLGZBx8ZAhXoxk6eCd06rNJ4nRnmZVQSqdwDGBF8ZU13IsfG413v3ynOoWfa7fp+LpA4FeFcYkeRg9XX00Qv2qp4P0UZBSp2/sPII3PzuOklUfoGrtTry/5ziOdXF8j5ZU3OvTEonFaOzw+XDwXBfyat6E+/YleGRRHbbu/EY1XxPPhQr3GeiHr6+bxmWvSvbt5v/yBl9K3Aq8nOjz4QsarE8Wb8Hvsgsw1bGSoFGPNNU/o0HlY4gHQwDDHAEZye5mqkWFOMn4STkrkXl/FT74+ogqnTvol/V1Ku9LpzJipcLUu5h+93Jcl70YV3nzMMGZz4uuAGmelUjPLlMegvTMfEx2FmOCmxejS4z5Mk5bjox7avHJj6dUIrz0vZAQJcnJeGfHacy9Px+F9W/g21OdypMxoDwpmldIclG6KMmFkGRumt881gM4qyArgBM8pkeopfVbkLlwEZaUr1Lw1a/3yhAgE09A1WsfYapzsdrGVIJGmjOPUPUm3t1zQv0e4hEg06CbBvzrb+/Ec8sa0LRagwxl2A9q/T0OnfPjlY9OELZexkRPqYpVTCZQWQVcXY00upthcbTyuDTyWFTghrnVyGvbgx87+9W+C2SIpITtP/M24f/NykfV6k9w+NQgAcePgb4B/t7Sv4NIJTk6JBzxbpzm+k/1aL1DBGoDfQEEegOqApecUwIZS1vewkT7c6p+twEZBmTEg4xxAhncvkRPA5JmEornttOIpsE6f1WcKlJDIUPGJRiQYUCGARkGZPwPQYbWdK5UK1crQPELQUZKZuGIgDFcuJRVAQa3JyvoxSBguKpUpEk8yLAYkHFp4VJSWUqGqbNXqflM0tSO+yWQIcaAxN7Nf3EjVn1wAAe6ApphLKFQEhLV1w9/f78CAClpKobujh86ULlxD+7LX49baKhPf6AO0++twfS7KpD7SC0Wlb2JD/aewFmCiupErcJ4tL4LZ2khfnn0DIpbNuOuJ0rw8PPV2PjOXnR1S3UlGttqfdKZelAZ35JELqFYEjo1oJLFAzjD7dh75CyeLHkdf7u9hMZ0EdLtlaqHhlVK3PJmYMquUdWmpFGfmTcKi0uqQ63SmvNxGinJ9mt3Ht74+AA65G16QNbZif5+6ULO7aRh+83xs6he/x5uW/ASfutahKuzXsS0rGVcXyGmiBx5uM61FNdSk53LCCHLMdlVgOuzi+B+qAafHzqFroBPeYTk7XtHlx/v7ziJeffkYXFxO3Z/f0SFBUkfDRUWRB04dBJvbv0ElTSgS5q2oqh2C4oa3kFR47+R3/BvvNzwAZa0fAzHw2X4fc4TeKF6LU7weJzsJlz09aj8hx7lydiJ63LyuJ+8yKk0+1Lct/QNbPvsqKpo5dOrWYm34rWt2/HoC2VYXtamEtH7adn7BiS3xocO1QflLG6ck4fJngKCFG8crhJebGVInl4Cy4wKpNEwnUSDegov6D/OLUN++2c8j8TrwnMG4qnx4/tjHXgibwMyF+Rj9Vu7eW5AhdZJHkyfnCc8CB/t3o/qNe8jr2Erlje/h/zGbTwGm/DZvu+Vd0W8aAJi3fx9pCnf0pY3MSHzSSNcyoCM4SEjsxrjnfVIknshDVAJlVKQEfRk6IZ1sg4ZZl0mHTQUZKhu4AZkGJBx+UBGMoE5qNFBxnCAEgcyqOFCpcKQUa2rJm4C+GhhY2whoyYEGZZIGZAxClVzmdWhqkpWe5l6eWeLgIpY/ZSQEVQILiKqUEnhGQ0w8pVsmflDE78zVmiAYS8LVYSKhgxNUYneMZBhdknRH03/25ChxJuBJCQrNVGSh6GNM2UHQaMBtpnSYI83D3cDL8xm9dbf4qjALQ+/gorN3+LLM/0qVEg8BtLfQZrT+QdoIEsy8oB0kAbe3nsQz9Vvg+Nfjbh+PinXnY+J3hJM8ZZhiksa5xXibwtW4pGla/D2zv040dGHgUGtB4RfStf2+dFJ4/KzH47TcH4Ttz9ajCeXNGLru1/gXEevWp8ycAcHNQ+AvKWXSlOqipXkaPhVjoaUyf3gq4N4umwD/ryghEZuESa4alVXcLkxSC6G6pshkgRwQobVsVqBhnQAT3VU4Voa32Vr9uH7E71cTx+X30lDfwD9Az4VCtbFbf768Em0btiOZTXv4fnSf+PplR/iqdIdeLKMKvkQz5W/j6dL38Pjpe/j8artWLD4DVzteAGeB8qwl8DQLWFQ/n4Mcnt7emhI7ziFeXfm4Z/PV2HbJ19pkOHTQoKkId/J013Y9M6neGxRLXLvXA7Xwjy4by+G645SZN1eiukc3nJPOQHiOVzj/gcW1a7DMXnz3y/5JAMq/6GLBnvdhh24zruMcEHAcJdgomu5DhlaToZAhqxXQrle27Yd9z+5HP94rkBVl1JJ/P09PO79ygO1v6MHz1VvxV9uX4GpriWY5HgJE7NexmRe3FN4QU/lBT0towhXZSzDX+auQOGqT3CIkCFeGCKjynmRjt9PL98Iz10r8Nq7e1RvlR49f0dA9MCJLiyvfBXee5djxp0FBNZCZN6dB+cdz+KVzR+o0ClJkB/guSDzCWTktW4i6BmJ3//tkJEQIW0ZNWHYkPK0EZL/NcjQu3vbJbSvUb3FNSuYoKEqWrg6nJNB49WADAMy/ishg5LeGCN7MsKgYZ5DG0FBRnMYMnJFWh5iMjUEMihrhFcjJQI0YjXm1aVC0wVL1sYkeY8kAzKiASPoyXCWqxAjrfkegYJKt0tVz2Klnw0ysoaHDA008iNAQ0sMt8wooAQyihVk2EJejEoNMiib6uatdfRWIBFHBmQE5dUa65ml03UuH+xKDUgiZCRz+01qH6gcgQwxuMX4rledstNofKe5y3HVzBI837wTO4904XQA6i1x74BfvTH2+/zKqOumtS/5Fu98cQiPrtyAv9xTisk5y7kMnhjS5Tq3TrsoXVyuqwaTnCtxffbLePDlddi267CqNDTo00J0/Hozvg6uZ/vXh1BUvwF3/DMfjz1bhvc//gJnznardYqhL94U0aC88ZZqU4M+tU2ybZKgLbCydfcPeLTwddw4S8ruVvJi4A3HXc+bBm+MOfVI5E3MnNOgJYY723iCtPFEayGQNOAqRyXuXbwF7395gttDo3iwW5XiFSCQZHZ5uy5v2zv6AvjmyAD2/DCAXd/1Y9f3g5QPO+Xzd73Ytb8bH+/vw0cHfah48wtc53gWjnuKsOfgCfSABjsJwkdoGiBRbP+kA3PvLMTc+/LRsuFDFRrUL00ABwMKxiSs6usfj6O2bSseeaaGxn8t7nuqEfc81YI7nmrFgqdbMPfZNlyf8ySucT1IyFiLo34NAHsABWDSJLH6te0EvqWqGlSqswyTCH/3LduAbbsPq+Rxv94XRNa3kZBxz6MvY969T+Ho2R7lOeofEMjoU4BwkhNt338a+S1v44nidXi88BU8lr8eTxVtxJPU44Vv4NGC1zH70VrcPCcPxa3bcViS+gNaqJSAivQ7eTJ/M9x3rsTr7+1Bp6qCpTX9E9D44WgnVjZswF1PlePvT9di4TP1uP3pStz9ZBHefG+X2k4JKZPKV70cSjGB/La3MM35rOHJ+G+CjBmcd4Y2DANGjZa4TSXoStQBQ2SaXqN19p6ug4YOIeMk4dvdoCV7z12lV4rSDGkBjMSFa0OQEQyXMkUARihcSkHG2nD+hgEZBmTEUeIoFZ6H9kUcqfLKQSiIp0jIEICY1TaMzjc+elrTbE0aZGigoUrW5kpFKemNUatAYzjIsA7pph3t2RgWPqI8EdXhhnqq5G2E4kCITUnmq1WKCpMaQdacaMAI9vuwRUGGJH7XKXsprJHgIqhfGjIqh5VFqSpK1uDyFWBUaFWYFDBokJGqQGMlwWJFlFJDgFCkl7Etjp8Arid8BzWaxO/gshVkZBVE9dVI5f+isDcj2CNDgwxrhoRLrQzlYihPhoSA6dK8NVUKGhRExAKG0v96CVuvJptHytA2qdrPyTMrkTiLmqlVUEnKXg2Td43aB5M02suuoqrVtCk5UlKuAtOyi5H5UBU27flBAwxpxDYoBr2efC3x8f0+HD3Xj537j+HuxWvxuzmFmOTNRzrnTckmJXK52puDJpg8XJdnlQpZSneJZ2MZnlj5Lt7ZfQynCCkKNMQ7MTigNXqjgb3n4DG8XLka02c9gqeW1uPdnV/idFefKsk60K/BxcCgBhpiiPv1ztzyVrtfdecGNn/yAw3SVvzOXYxJ01digpMAlU34ymnEOF5E5lk0NBy8YbiakEqlU1MlYTyzGjfMrUHdW3vwfVc3Tg30K6jQ8iP6CTSD2tvzgJYHIDkmXbqnp1tvZNclnbwlvIo6xu/Xf/QV/pSzGFl3FWE3IaMrMKjK+kqPh35a2x/v7MTcu8twc87zWFLxGo50DaCzX9u/AT1JvIvLPckF79x3ENv3HMIHew7j33uO4Z09x7Hl8+N4a98ZzHlyJf7EY/Zi7Woc5XrP6p2wxbA/x22pfpWQ4V5GuODFklGKdF6c9y59A2/vPqR+Z/EsSZdx8gQ2bd2Bux95Cc65/8SWj77GsY4u1e9Eql5JiFuP9A8hvHTArzwQnSqJXdtOKS8sHcdPEnDatuzAjDkvoqTpIxzp6FPrUdtDfSkdv5dvwYy5RVjz1m4VhtWnezEk70I+7z96Gh/u/ZHg+CPe++I43v38gPr/AAFFmj4GK5aJt0VBRusWTHU8byR+/xdBhgBGcgRoCGQIXEj5WVWCVoeNIGQIWKiO3rdVU/I/DSEdUK4Qj4bcC+foxue81SPCQTDRO5TwPVqoMCDDgAy1Ttlu/v4x2x+7bZGQITlCQSXOaQtpRMi4UEV4LhRQhMZFekiC0wlktMIisEHQsMwU+6KBz/f6CCM9nJMRq5BHY0jzuzjwMUS1MXkd4SZ+0ZARvRzpexFbKepClBKnEd9FiYCRMqwuDTyGQkZNWJ4azRsxWsiQojhBebRmfCmqbK2W8G2zD4WMVMJCqr2IsBGW/B/2MBRpUHCeKlOj9mqoaYsUXFijOoMXhCAjNVNUqKRAI9iIT4VKrdS8GK4Krau3S8uxsMbV0CRwqw5csU34/nea8ek9LoKQYRYPhgDGrCpCRiMSc7jdAhiUxSv7wfGect4weCHl1iuX4ARCwDWePKxY9yn2HutUxuKAyg/wob+vi0MtJ0LeQn/y3TE8uPQVTHMvwSQPKdZbzouyMvQWwaZuQM1I9vAB4VlHSe5DHSbmVOEabwEeytuErbuO41yfVmpVyrVK2dpurkPa8H174iyeXbkON8/8Fx5aVIctH2udsMUADojnQ0KNpFeHWJjyHY1yX7/WR4OLxIGzA2h761tcfcvTuF7cejPKYabxY/LU08iowzivJIBLUngTL6Q6pHPbpvB3S7U3kshLsOCl9Xjt0/0qBOd0r1alKSBJJD7xnPg0D8NguBO29M7jQPsjRm+fj+DhV/uy4cN9+IPjaWQ/UI49h04RPnq5L90YFIDhwdz63lnMubcOf7C/gPlPNGPTrmOqzG+PaqgHtT8iAShpgCieBPFQSN8IMeZPQdPWfYdw57NFeLmmVRncx/o1yOjoH6QB70PtGztwlXu5aqiT7qrHZFcp7lm6AW9+ehCn9TK1Ei4luSIb3t6OhQ8uxW25T+CRF+vw7bFTalndOgAQtXjYuynp0O7T8yP0+QOaB0X2/RUuxzXveZQ3fYATXRpkiFflDFf29fFzeDTvLdw6Ox8Vq3bhwGmf2t8B/ZgOBBPkpS0jvzs1oCXgK1DhRFKFStYnHo1e/VgUtW/F1c4XDMj4L4MMk654kBEEjSBkCGBYKKsOGwIZAimJ3I/xPDaJM1uVYZowf2TAGFMZkGFAxn8cZETma0RARm4YMsKhSBcIGcOARxgs6qI1asiojU7u/p+CDIIV7ZixhAzp8C0VpS4nyLBmxXYIj4aMtBBkUAQMW0YwdKtEC/uKhAy9m3mU4kCGTYVWVQ4LGP97kOHRcjKScgkXM5tpVPMm7V0Hs2ctx63idM3qok5ylhIw5HMbUt3NBIY6/HVhFXYdPI0zg35lQIvRLgAgSd6SO9FBa+7fnx/CUys34Lezl9M4Jy1mV+hvDWi0exuVVDM/Dz9zuRY3t4/GvLop8SSWeL5f56zE/Ys34J1dp9Tbb/FSqC7YAb8yJI9wXd+d64b3gWLc4H4Odz/bird2HFSGrnT87lG9FLQGcdATgP06ZMhb7TP8/6tjXVhc8SFunl+lwqYmehqQKr91diPGe+tUmJjFrfXQkJrI42eshMXZoLqRXjcnH/flr8bbXxxWlZrOETR6+8SLwu1UfSw0I7gvmCOi56yIZ8WnGgdKgrrWIO7V9/bhRuczmPlgGXYfOonOQD+NZy2RvYcL2PxBFzx3tuA6XiC/8RTi70+txt5DAgfaG3qBin7pG6EqagX0Er5+1WNDjpUk5Z+i3v7sW9z7zDK8XNGE41I2OKAZ35JkLV6Hyte3EyyWKRdfKsFqoqsEd770BqHmgDquYtwL9J3ietds241Z/yjHdVnP4LfuRSha9YFKrFdVxiRkjQe9X4cM6ScS0CFDEtXlWEgZ3nMEkXVbPoBzzr9Q1/YBjvz/7J2He1Tl1vb/ku97P5W0SU8oKtaj5xxP8dWjkGRqCkWl2NuxgoVeQkvvvRBAQD0eO9gAaVKlI71DemYmub97rb1nMqkEe5mLa5GZyZ69n/3MfnbWb1a5L7Zr9McHS9+ebMSbyz7EP52z8PQblfhw0z40idAiKaK5pU3rQLrkvN3taGwVTZAutLR1GGryZucx+fgFMhRCpCaj9n0MHxss/P69QcbVIhmSLiUpUeGSIvVAKSJpPsgIe9A4Rph8Ns5aOk4NGsEYCDJ8jnUQMoKQ8ZNCxgDpUv0Bxs8HGQNtV2+mS9HoV/ySkNF/ulQQMn4QZPhSpUzIkP35IhkCGFeDjNgAu1bIGJJexrVCxlgDMLohI1c7Y0Xbe0FGMJLxQyCjTrunhKbzBpW6GuHOtbxwVvPCWcHFWYO49DJEkNrkvVGuFYhzLMefxjdgypvv48iFFnWevSIG53Vr4XOXOnNdOHS6A1m1dNyn5mBkKj/MtGKjvkFSkTgvUa56LoBa7q+aAFKFOHslj1mpeYwRXHThuijKMJzH/uvEEjw5cy0+/vo4LjZ71IkUx/wKncajjR2oX/8d7ptcgNsdi/GPh/Px9Ly1+O/XR3DO7TXUn8XR9UrXI69ChoKGCvUZ6Tiy3eZDF/DQK/W4M70Iw+28CdmrEWKrNMQIBTK4GC3OIo6tiOOnM2LljclRikTXEvx50iI8NrcOb39xBCcue9HUYTi04vg3eaHjbDRTktpMZ1dqKQR82jiWJlN08N0N+/Bn+zxYHyvA9uPncU7az9IElC6SAt7b5IXj6bdxs60YI6x5HGs+npz9Lt7bcBrHLrm1RkO2FU0NA66MeRL1b4k2SWvXczzWup3HCBlZyCxZjgvuLo1OSNRJhPgkdavkva0YlbpU6V0UumOtOXg882N8uPM8LpjtYQWKRBOl7vO9cL5Si5ucWUhMysR9j+ZgdtnH+HzfKZyXbl4yHgJAa5fR4UsAyxfdkWjHFUlbQxdWfbwRKRNfR3HdJk2XEhgQ+JFxHzjbhJm56/GP1Pn4Z9osvJH9NrYduoQr7i6NUknrXinwbxdhR1E35+vt2tLXUI+XKJbMeaOpuXKO+8ys/xCJBKOoIGT8biDDV5MRFlCT4UuRGtarHiPChAxJlZJohhH9kG147xGRyHErEDHRcHAHgosgZAQh4+eCjL7v6R8wfnHIkGLyDP6NTzdSjn9RyBigi9RPARlDBQ3Dqe+2Xy5dqvyaIcOwXpDh+/beTJX6ySDjGovB+4eM7sJvf6qUwMUYAYxlGsWQLx2jbWaqlCOgxmIgmAhCxmCQUU9bruMNhIwI5xpejKsRS8iIEwiQBegq1W/2Irl9PN/3z6lrsKBiD46f6zC6P3V5CBduLVD2eAzneu36g5j0+go6n4sR68zXwvGwNN4AU/nH27WSFyshhsCSYK9For0K8fZyPi/V8JvoU4TSuY0k5MQ4+TtrIe6UiMactVi39RjONLbrN/OiKL3q8wMY/9o7GM1j3OgsxM2uAvx5Yh6eXrga20+14KxbNCPk230TMjpE+dn4hluiIa3oUgA4Q693Wf1m/OuxCgzXhUKHyVajn2OkdokoJYAVIoyQETW+FuEuzpetSluyxtsW4o70xXhk2losKtuAVR/ux6ebT2Lj3ovYerQZ2463YMvRy9h8+II6x7sON2PP0VZaE3Z/14Ltx1rw9bFWFLz7LW6xZeGu9EKs/vosvj7ega3H2rDtaBs+39uCF3O24y+TVyLWxs8jRaIMhbhjXDEmz3wPy+icr/1sP77ceRZb93P/x93YcaQVO3isb460YBsfbz7Ujq8Pt2NuyadImZqJaUtXc1xu7t+DPSe4PY+z5Ugb5tZswnDXMkJGAcIlN9Gai/ufqsGC2m3YfKST+xIVdje+/M6LWcu34+6p5Yh38WaTnIcRtqW4/4kKPLv4fRSu3YG1G05g44FGbD18BTsPN2L34Raef4uOa/uRZmz5rhGbjzchb9VGAsRsTH21Dut2nMO2w008ThO2cuzvbT5DuKrBnxzLMDppAe6bVIRpWZ9i9brD2Lj7EnbwfHfub8LeQy3Y9107n3Ne5bwPNmEnX9vDc9rFc9t+pAObj3bgK9orReuQyM8tkucXhIzfCWT021mqb8F3eABkqGnBd7kCRgg/n3DeJ6PpoFtogfUVAznWQcgIQsYvDhnjDQsb/+NDRg8b4HfaZSqjTs0AjBr9UvGXgIyYQTtP/XSQEQgavZW+/TYIZPjsp4eM0u9Vk9EDMnyF345i/UZfi6T9kJHXL2T0NgMussz6iasof/9IkOGHDYWMrG7IEH0MjlX1PVR8r7inkndAu9ogZAwJMgzAiHY2mJBRq0WOoWkrYXGu4sW4CnH2Bjr+tYh1GTeIMEe1gka8qxoPPL0GNR+cw5nz0qK2i4BhQoZEGNx02Bs78UbWe7hnQg6GO3L1G39VeU5bZYLMah7jLR5jBR29OgMyeMHH8iKOprMqN5wwB50gjjPcUY9IWyW3KcTtrqV4Zcm7+GTbcew+2YR3Nh7GlJmrcbMjjxdtEeIclUjgokywZeOuCUtQ/P5eHLjUquk47V1Gxyuv6jgYhekewlF7l1dTdi4QRjYdvIwpM2R/+dxfOS+oFbAQiCIIQJEKP0UI5fjCeOO0jF+LYXbe0O3lGlpLoCM+akwu7uQiS336LTw16yNMz/4Ccys3Y37d15hV+TneLF2HWSVfYH7pZmSWb8W8ko3IrN6COdVf4/XKLXh4/mc8zzLE0fl6KnsrZtXsxdzqXZhVthOvFuzA6AwpQC/FMGsJbrCXaL3M8HSaLQd/GV+AjBcb8OLiTzGzcDMWV+8hTGzDnOKt/Lkdc8t2YG75Lswu24W/T8jDLcnz4Hy+gfvera/PK/8GmVU7MbdiB9Jff5efRxYsBKgInlu0o5D0vwT/eqIe8yoPYWHVYcwo2Ydp5QeQNO2/XIyESI4r3FqGBIk+EQpHcR7+OqEGD73+Mabnf40ZRRswu3gTz3mL2hzOwawyvl65ATOqNmHSHIKidaFCxMtZX3KeNmN26RZusx3PLdmAuPsXYmRyIUaklCB+TD5G80aQ+vzbeHHhF5iTtxkLCr5GZvEWLCrdjnlFmzGXj2cXb8a80q1YUL4d8yu+wRye24zynZhWugvWl99BnC0XFmtxEDJ+p5Dh08bwt631A0ZZN2AQNrSjFI8Zws8nRO5z4xoQPWkNLI8QMq4CGEHICELGLwUZPSIYPzZcXAOA+NvZZtTSZ6pRwIhIrdbOlT87ZPRbFN5t0T8xZPjsmiFj0IjGTwAZPcZxbZDRU4CvSOsXtFA6xWd5fJ6nUYHBISP7muDix4QMQ6yP247N0iiGdq/iuH2A4e8k1VsDIwgZ1xLJWG5GMuqMmgzeHELT+Ny1AjEOAYx6hQypmYjmzSKMcBGuNRRlePDZlVj71RU0t3Siy2umSnV6tJ2oFF1v2deK8c9XYuSYeUigkxoj85bOG2jaGkLGGo2WxNhXI962ipBRz22qCQiymLgQXFwUaXTqeaMK4xwOcyxX2EgYV4eRacW42ToHLy79BJk1O/DEnPfobC7i6+WI5zFiOO9SzB7DY95IIHG9XIH1+07ggrYuNbQSBDA6pZ2t1HWoSrS0S3XjsturqTsLK7/AvVMqMVx1M1Zy7BwzHdsIOtpR6SUcUwn+hxdKKM8nhHNlSV+OmHTpPEW4GVOK2+w1uNVailu4yEbblqra9UjnbIxyzcSNov7tzMRN1iUYNTYTwx+cq61iE62zEGOdhzhnAeJTV/KCX46oMYWIG5ONEaIjkZyHkVy8ibwZ3pCUx+PSoR9fpcATztdjU7gttxvBhStifyOSFvMYWXzfUjruWZyzLH1+M2HkJproggzn4hdLFJXL++Yj8t5ZGE2wuMmRzc8kmwCYz33nI25cpXFT581kuK0Yowg4w/+Vj+FJRVys+bxxFekNW2ArzE4HOqkYFo49lo5horUGiYS1BC7kEUmZhISFfhuRIue9gNfAXMTa5iHWukj7Ww+35vNclxFSluBGK39yvImy+McWIpLOYFRyDW8G/IyTZb8FiLtvMW58cDFu47nePCYTI+6fj5v43pFJS3CTPZvjXcqxZqrFiyUv4r4Wq7qntKmL4GcVhIzfB2SEjO2ti1HeP2D4zHxNdTF4nQpghPKeb6GjZ5m0GhFDgIxg4XcQMn5UyJCfEwZrXdsLMsb3jGL0iT58T4AIGz9IVKRXm1u/VoYJGQIY2vLeNIEMXwenQSFjgE5SA3eXGhpk9L+P8u5WtT8BZPjb4Q4AG1dvZfvjtbX90SBDohaBbXDF/G1r6Qv47eqQEaPWDQ6R/dhgkHG1lraBkOHrMBXdD2RIBEONY5XC9Vi7oYsRZR9AaM/ev/UHGf3ZHwwyfDUZ1UbrWm1fK+lBBAu+LoARL+rWhIwIFx2SjBrttmRx5eP+Z2ux8vOzaGqRGgeji5JoUjR2GHnva9cdxPgXq3GrY4nWVAyXGyehJcy1ivtawwt2NT/MVXQwVyCBkBHrqOHCq1IRvEhzkYam0Pkj9Ei3q2Euaatbg3AuDvn2WVKibksvws10ymOSpDuQ1HDw985aWJzVmpMpEZQbbTOR+/bX2HehWdOrpBC7i3DRZRape6VAmpDR0dVBCPFqfcaK9YcwYfoajLTJBcexpa1GuFVCg7xI0os5piKOpxg38DjX2SUFTG6qFXQYi3k+VQSDMsTTaYlLIlxJbqJtCSyOTJ7XIkSnc4GlEQrsJYizFmME5yaBTnS8S17P1eLyMAEM69tciA1ISK6lk1xDZ7uaj8tUgTKS5x4znhf2uELOabZ2z4ixFnEOSzQPNYZji+VY42kJaoW6gCxC7NZcJMjY719EGJDjliAhvQxxqRx7mtyE6MzbjfHFWMu0y1Y44e8GjjXcJlGUakTSAY4eW81zreWCkRspn6cTeLiwhiXzppJWoorekVZZbOJI8ybJfUnOZozkOvLmE8VxRPBzDLdlIYRQNIwwEWrL04iXhU6/vDcymVCRUsTnBLwUOoOSxsJjhopxPsKtvIHbSnmdlhCKCjGSEJhgy+f7snX/kfKY5x/Ox2Fyc5LoFOcuNjWPjvBiREj/bHtBEDL+AJARKLoXCBgRAZoYN/B6CuW9TwXNBC4m9RTPC0JGEDJ+VZDRCwTCfmTICISXwSGjzi/c1w0ZlX6zpPbWmSjXVvj9WZRGF4ZmMX7r7eAH/q4/yOjeRw9V7yBkfE/IKAyAjLxuGxAystUEMKK/J2QEFoEPFTKi9Hl3ilYM/R+xaDEt9s7zQ0aPKIYoezsCzN6/9YaMP7xOhgEZNdrdSYRy/JAh4jmpxutxUguhXZaqMIyTGz6Bjv44OkV01P75dDWqPzmGs5eN7khSRC0aEdLNSYqbl//3GzifIgjYMzGKIBBHgIhyNWjXqkgzVSrWvsKMltRpAbjFVasgESFdp5zSKrdai67lm8VhabW4jmMJkUgKn0eL6rgUixOCIum4RaeJGnkdQiXVwWWMOZ5O5yjHIjy/dC02HTyFJolmqNiGKrPB02EUqneKpgc6FDREe2P7sQ68nL2Ojn02hgvcJPMYjnLtrGChwx4hjqvLUAIO5Xzf4KxAiOQ2uiqN+aJDFE/nTVq/xokgT6qkV+VzWzq7BIxw3twsnHtxwGNt0vqNDrmNi4rwJm1zbxhTz9+9QzhYi7hkQs4YOvRJNdxnlYYmY9IKea453JaLQ9oB24r1WJF2SWmjgyZq5RxLqK1UoUxD1BxfhE2iRIREe6k+jkk1hBVDCChiUQSFEC6AcKmFEQeezmKc0wC7YVxEwwgU4fysLJJCRhCKtNbqdaQQQhgIl/3LzYrOvTj5UjRlcUiOe5mmu1mkiN5GR4/jDeV5hHA+BdaGEXREj+R6LswbOGZRlQ/n3IRZea3ZahBGqAiR2hjXcjqC1bwWa2k1HA8BTyDHwXPi8SOS8lWFM9ol58o513EX67Ubyv2H2AsxTIq8pVOas0AhJCI5GMn43UFGkmn+jlMmXPQXxdBty3BdEq8/m9GyVgAjYsoaDAuAiJ8NMIKQEYQM/hx0u/ENalcT3LtqofZQIGPCwJDRrfhtqH33hoxwl9HAxaJQMQQF7f4E7r6Hcx8IGz3gwq+50UtsL+2nhYxAGxJk9AsePydkDGIB+/HvzwcZ0pHJmtfTBoCMGKl9CFD39oOFNcCGkjo1VMhIyepnewMujNoRjpX+gGRr+CDDBwYWSUtX0Cgd2IKQ0RsyajWlKFprLcpNyJBohpEuFaFdpCQtylioUel0IukQhvJGEjquVoX57nqsAvNqtuDkZRG+M7QhOkyhM4GM9zccxMMvFeEO51yMtC1VZzpG07NW0clbwQlfTgfWaIcbJQ4ogSGMoBHKeZM5i6KzHqMRFFEgr0aICOMRQEJSZa74x0SE+xzcj2OldryKTudcyz7ocEbQ6ZdOUHLxj3RmI+2VSny8/TABqEu7EGn7KxHN83i1takvouERyCCInGrtwsKq9bjJtgiJ0ubNzjESFoRixUG3OCp1DkMd0kGDfxDUETcKvmKtxUigo5xIJz2B5yU1InJDkTkLSy0iAJRwfFXaqle6V8ULBNhJ0Km8wNOKeU7iHHH+basJLCu4EAhbdITirTXcd6XR6UA0S2gW6dPMeY3n6/E2zplNHP5aYzwyl9x/GM1Ch9wiP+1y3Gp19i1SsC6vi6Ixxxpik3njPBNWxMG30PmMpAMokBROqLKkS40MISSFf0RsDRzzco0syLkI2AjQSEvfOL43OqmA45bQY74urLCUIo14WFLEmeQ5yoLlDX+Yo1jB4n8IOMMIQaH83IYpGAlc0Agx4dY6NQGNCIdEMASEaDyfUBvPj+ceI92/rLyOue9oAkOMfEYphQpS4TxWOPcdbuex+dmEcGzhSYWqLB+TwrGMKdAoSRAyfn+QoYBBC6f5weIBXl9iUocxpjuKcT2vn2HSyptOZsTk1Qij3fDQikEh4ycBjCBk/LEhY8LVISNcAaNhSB2hBiraDiMc+Kx3ilRgBKMPZAQqfAdGL3xwkV7Nv89VmiLli2L8HJDR/za+aEVAtCQwepHa6/g/A2T47XtBxve3aPEzepuChWGSou4DCaOg22hX66+7MIEixm/FRvclP2D0hgyJDOT0W/htRDBy9PdR1my1SD7utm7IuGp0I7mvRQdARmTyUjU/ZKQEKIsLYCTnaXpXDMdv1GIERDGuETK6bWDI8NnvHzLolEVJtEJzEsv0pqBF33TUQ1P5B0W6KSmIiINcpg5y5MQaXE9Hf5iI62RU4KbxBUh7tRr7zzapEJykSrVry1RD1Xrfyct4aWE17smYrcrRI5SoJQ1rpQEGjuX6XL6FjuONKSq1Wju6hLg4BsKHamU4KzUNKYw3gFCCUEgaIYPzFZLKm7GLf4gd/ANKi0p9i+dUr46+RQBDvj2RdrOSRuPMRcozZfhg80FtEyvj9IoSt1dqSboM3hDg6PQSlDoISZ3awrVwzQb8eUIWEnmxxHEuLCIjL9EKu0QT6ghAdDzEAeZ5RNBZl99Jp6d4Xsw3OnIxkhftCDrXiXRshYyjCAVRznz9GU0HN9YmYCApXVIktZjzsJSQka8LPyKZx+C+RZ9CukjFadetaoUx+YbeWPxyo5A0pArEJ9cQNAhwBLcIu1EoH2jymsUm58Bx9mPyerjdsDCeW7i91oAQm9EKMEzSmHgNRNjosCVV8zj1HJvACq8dgRBJpRPwslYjTtK66MQPT8nlufPGYs3SkGg85y9OQCSZi1aIntedRE00QiK1HHx/hKNSYSBcgIf7iUjhukjh+DkXFkKWhQ66mICFwJNAR7i1SlP7oiQli5ARm0yASM6n5SroxNkKVFAwWlK3rLxZpnAMSaXcjnNL5zNKvt1OqQhCxu8ZMsaU+5W9fZARNqaU25YqYFzHMdxAWNacdnGmCRghk97qEcn4WS0IGX9IyAhTuFhl/hx4uwi/NQxsAW1n+2s/e1XI6FVQ3m8EQ6MXJmBkGIAh3aT8HaXUhgYXPwVkdNeADPH4PydkDPL+a9fQuLqJFEC3BUQ2TMAINGlNazH1MPqDjFgChph0k4qkgy7WFzJyBoQM8QcMwAg0Ovx8Xw/I6G1XS6HqFd0YEDLom0QSNCIJGFFSU6qAUWS04O2le9GdLjUIYPQBjiBkKGREEjKiTKqPSDUKrEPTVqkQX5iqfddrNCNSHEheeHGTGnC9S5x9OnWEjAQ6xbc6Z+Hj7cdxttmDZtEroIl+hUCHaC5Uv7Me417Ixh2p83FTWiFinVVGsTlBJorzE+mQiEMpRkykQ50hHSkIEM4GOp2cd1edRjEEMiS9yAANSU+SaAfHyjGGElbCHNINawWtVms6tD4grdK8uZQj3pEH23OV+HjrYY2yuAkXbkmTcneiU9K8TOXpri5J+TIE7C7zec2H32Ds04QAqfkg7IRLOpHDqEmIstYjLpV/wFNq9Jt1C51vKTQf7liGO8Ytxl3jFuKu1MX4kyuL556DW9NycUtGDi2Lls3n+bg9tZDGn2mEEmcm4u3zCTNLEO/K12/YY6yiTVGIBC7yOAEnW7V+uy/wJGFfWfxyw0iQ9Cw6pLEcSzRBItIu3/hz7gQufGYTyODnLr9XE2ARq1KT5xa+L1ytzkyJknS6Wk1bC6WzbpFaColsJFUhkceKTZJOXiUGhDoljapSIxkJ1nKMJkjJed+RxmskbTFudi3DTY5CnmcpEgSSOJcRdPolwhFml2K/Oo22RBCYLFIHIj95DEvKctM4di325jzQBIB0e6nBSanUVKyoZN78eMOIHytF74twuysbt/EavY3HHu3KwUh7HsdWoGAXK2lnY3idjJGoS7Xh9Ach43cHGYHpUr5OUgoYDxjdpDRNise/jus3NIPXPR3ZcKnDEMCYtAohk99CyM8NGEHICELGTwkZA6RQBdZ0DBkyBDDG9Ypg8G+vWKTfflrIGAwu/F2jaJYB7NcAGX3O6WeFDKPRTlSA+fQvDMgo7QEZhpp1kfGNP/+edkNG/qCQEaMpUkaxd3+QESk1lEOEjKHUa0T7IWOZmg8ypF7TAAwTMnTshQoXgYDRs6jbhAz7ANYPZEQGIcOAjMjUKi36jpAWtqkrTcBYQ6hYrToWkQQN2V6Uvq9PkZz9agUMKZ4d4ViMP4/LxJzij7H94AU0dRipSO0dXnXYRalZ6htK1qzHXzJmIPbBOVqgLEXZYXQOJT0njB9ebIbUCBTSgS5STYzIdP6hSOVNnmOSIsxwjXBUBRSSSQpVrWFa5E24kJQrKVBPleiLFI+XG8VmvHHEOLLh+HcVPt5yWIXfBDKkFkOiGKL+7e0APG5o2pTH06EK2VL83bBuJxwvVGBEaoGxMDVdimNOKVcHMEbmRorVHZXaiSDRnoW7Ji7FhNeLkPHSYkx8MQcPv1iAh14sxoSXSjD+ZbEiPi7i70rw0AtlmEBLe64U46bVYszzpbh7cjZuTl+G4bZsjKKjnmgT/Q0uADpBYSnVGGblOU6gs53BhU9IiZFOVFLYLTeBlGKNPIiKZ6TDSIsyTFKlJFpRrRapUFFpFGwLHNGiJX1KUqRo4ZpiJbDBPyhWfg50wqXFawLPcTT3eyvHMfK+Iox4IFsLraP5GUqqVJi9guBVQ4jIw4NPl8PxbBHSni/E+JdK4Xq+HP+aWk4o5XXD85GoRqSkKlnL1MGM4D4ttEg639HWcrVIgoUluUEtMrmeN4waTR0T0IjRNC/Ohyg4j5U0rXKFsVGOXNyUsgB3O+Yincd/+MVSZDxbCNuThbh3Uj7HzxvQg9mIk3NP4rU2hvsZG4SM3xdkyDVhmDwWcT0fZISbFvqgEcWQ6+d6XoM3SErmxAZ/mtQwOvoCGWFT1xA4gpARhIxfHjLCe8DF94OMwQT1wnqDxVAgw9euVlS9fcre3wMsfmzI6Bm5MCIqFr/xb136rxsy+gWNnwgyuustSnvUi0i6eaSvXsNR2gMyon3tapMLNBKgmhhWwwaGjBx/ilRPwDDeZxGzyc9BIONa6zV6WaRCRzZ9ihy1SB9g2LpTpKK0tmIgeOCciJRBDxs8ovEHhwzDZFsDMngzc72loBFBs/BxpEuiBHWqERHPxZmYXoIEF51L5yLclroAdzjewF+sr6D67e04fcVQc9buTbTmtnY69V6ca/dg1Rd78ZeJy3BTeiHi0so0ahE3oY4mKVul2rUgLKUQsRx7TBr/GNDhNCCjGzQiAkBD1bdVgbtKoy1qDqkhqdGUnjBxYiU9K62U483CY3PW4sudJ9EsQKEpUoZBUqU8BA23RDMkjcqNDkJIE8e//JPtSHm2hJCRp/mQsfJNDR3pCPnGnk6u9NQPp8Mo0Y04Lrq/TK7AtOL1ONjajuOtbTjV0o4zzbSmdpzizxN8fso0ee1cY7sKCn53pR1HmjrwLR+vP9KCsk9O4vmsz3CzdT6d8iyMtOUQImT++fnIN/kEvLuersH/vliP+/5djfufq0LSSyvxrxfews0TyuiAGxGXyADYiLAbFggZUQoXnCOa/LTwM7aY9RhhmjbFa9f2Fs99BRJdhbhnSgWsTzYg9fGVSHu8AeNeaMDYZ+px0/gKLXiX2o6IZOnutAQf7D2J73iex3neR3leR3m+h/g89eVqRD+wAFFjeeNxlilkhEs9RDJv/kkcF51q6UIlZkmpNaMY9RrVEACJkd9LEbnUdgig2Cs0ChLN68AylvAwdgFhIg9zCb7HZd557BOc32N8/MXBS3ijfAfik5Yh7P5chYsoK0Ha2qCQE4SM3yFkjDEgQ6AivHeaVFIpruN1dL2jEiHj6zWCET5ltRHFkBqMR4y0qZ8dMIKQEYSMHwMyxv9ckFEdABk/DDCCkPELQEYgaPSCjB6F4b0gIyZF6i5/i5CRZUJGnpniVWi0lg1Cxo8NGYb5xhphgkZEqhR9G+JzRheoVby46nlRSdpQEUY4FuHexwvwWslHWPP1ISyu3oB/jZuBx14pwvtf7MeFVmgEQzpNeeistxAwGt1eHLncipr132I0weTGcXmEiULtuBSdWkJHtoDObRHieZNKyFiuOhcWZ72hpi3GsYVLW0kR9nEZ9RaSoiOLTr61j3IKcFQb3ZrkPKQuw2GofYrK+OjUpVi2fAsOnmpGuwCFx6z7dpsmjaZ8dRldXrR5OnHJ04W6j75B8jOEFEeOLnILLzDZt0ZbXEYtgAgaxrrquIjKcPeEKrxW8BnO89wvuN1o5k7buG8xiaBInUqraTIOboIOWjuNjIELfO1UexcOXXZjy5ErPP53SH26DH+yL8GopFzE0SmKHluAUWk8nw924cODZ/HZoTP47OAZfHLwHD46dA6uN1YgzpGrNwOpEYl0GsXcIqIoNQzhalUKE7JApP2rb0EJZIRrd6oqY3vRJtHiboKDYzaWrt2IL/afxeb957CFP7/adw7rDpyF87U1WusgHb6kmHokIePzQ2dxlud5iXaFc3ueP4+0A+nTyzGc8BTDm4TFlq/RK6mhkZQnC51tKd7WQivpcEUYCtPOUhJd4fwLDKWIlShEhRGSrue8h8r5aKcuKbhfiv+dkof5vD4vcT5beOzLnNuLfLzteCPmVG9FfHImb4yFRpF8SgOdUfkZhIzfPWSYpnoYvjQpXm8h6VzLdIzDJ9Oxn2ykSoX4IKNXC9sgZAQh41cNGeO7zTIuwMY3fC/ICDGtX8hQZe8aP2RY0iv7Ou197OopVNcOGYEdpMoDIKPSTN2q6mWVAeY7brk2Iok0O0/9mJDRo4tV6tDPrzdsxLh+Wsgw0qPM6EXvVrvOgPdIupQJGbHJRqvaq0FGD+uTJmUChh8ycn8SyDAiGNlmBCPPSPMiYBgdn3xw4Svc7h8yxAc0vowNhIwy04YKGYVqv3vIsJgmYBGuP2v5PqN1raZIuaTwegUvvgY66rUEjBLc7MrGmCcLsaB6HTbSuT3d7sX2o5exoPB9ZDyZiVcWVOOjr/fhihRXdxoRgw4CRrtEBvj8wJV25L+3CX9/IheJqUsQl5qLWEn5ERjghRzPY8dqIXi9oULu5A2NFubTx0g1tDosAZAh9QLShSqCTmaYpE/JuZgds+JdRUiwLsU/J+XinQ1HCEBeuCVa4e7UDrZuOr2eDhMyJALDB1KTIeO9wu2q3t+K+x8rQLw9l8egs04nVyBD9i9tZiMcEkWRDlF1SLTV4u90DmYWbcQlSbciyXRIxyrtWkXg6jTmxG2aPNfjegyTFsDNIgTIX4hTfpHjOnIBqHpnLyb8uwa38zxGihgfF+Ft6fPxn93f4XQXtxPj9uf48xRt6oKVSLQv1c4PEuIUyAiXNrucnxCJvpiwEaGgUe5fHBZHqXa1kla0UoAtoBEhxdSSfqbCfC9g1aadhAVpUdyp9TYCECd47IfnvsMbTqF2vkokbNxsX4QNhIxL/J2ky7UQtq5w+2OEqXGvF3FfM3mTWspFWMBjFCOEC1wiQharRFjKNHVOFMZDCTwhHGeIdK6S9smyYKVw2yo3unKNrg0T8TRbtQEadgHCbPzv1ALML/tI62pEfLGF83tZIOO7y5hXvRE3cnyx1gJNzwpN5h/RZK4BaxAyfj+QYYBGSC/ICPN1k+J+5LqRblLXS7E3nagIwkXY5FV+uBDQEMD4ybtIBSEjCBk/AWRYTMiIDIAMn/lB4wdBRn0AZFQZgJHeT2Sgj129GPx7QUZab8joDy76g42fBjIGjqpcO2T4zSVp6hU/C2T0AQ2BDF8bXG2iUqgdmWJFINfUnQm0ZgAAf/9JREFUwxgQMvoxBQyb0UmqB2Co5ervfPbjQoZEMHL9heqGw++LYpQOHMHwQQbnTlryW/pEM0xfaqiQYf9DQIZARS2PW6PtYaVgK1JVOeXbeSmgNixGtTLKcFNqHu5/vBiLa9ZjKx3IK/ItMR04cYo37z+PuQVvY+ILyzB9WS0+23UYzf4C6w543G462F5c5msnaQuWf4L7ny3A8NTFBIFcJPDmlJjOY9EBjrbXGJDhWM7HUvMgEQ3RzqBzzJtCOBebFIGLtkO0FpHXckHU04muwzDpTCXnxPOITSvFCFc+bnMuw5Oz12Lb4fPq7Lrp/HvcHoUMjw8yVKCvEx1ejrWzTSMx4qAWrpbuUsvouBYY9KpRATpDXIzhrmJtyxchqUjJ1XScG3DvlHcxq3grLtARb+niceBGp5o8lkeELtM8CiCGgGGnx63igG0eD5r5XOZOtEYu0ik/chFYWv0FHqTjfJN1MUbzfO4eNxcf7zqKixxjk8AJrZVjvkh7cn4DRtgWa5crjWZo+1k60w4fZNSYkFEdsFDK/JGMCIWMCqPTE0Eq2lWCeGcmRtmfwdpN3+ASP+9mUlK7RGdAsOFYJ89bg4SUXMTTWRw+Nh93OhZh08GzCpZtHJN062ritXKS73lkpiiGv8EFn6kLTWBxWHKxEckwIUMWoQEZlRhmF30WUWEu5ri5QK2l2h1K2tRGWUULo1Jb2w6joy6K7LG8Kd37WDEWVn6q11u7XIddMk8gEF/EgqrPMdqxALG84YSPKaUTX6/teMPF2Q9Cxu8IMsyibwWMMgUMbVk71jhOiLWC1xWvL953Qh9eYaRJETKGPbKyB2SECmAEISMIGb92yBjfK4oxCGRYfNuZ7x0KZIT0gQxfVykDMiJ6px/1+vb+l4SMiH4sEDIM++1ARuz3hI2rQoa053cYXzgGwobPdFtNlSJkpBT4IUNBww8ZuWbr2tyhQQatGy76h4wBQWMoBeD9QEakiCNLPYnNSJMSXS21IRR0B0JGoA0EGRbOl8XMzPiDQgYdTt4cwjLorKWX68KUomkR4YtWjYxyxKUWYURaDv42OQ9vFH+Mfacu0ckEWt3Gt/HSrlYiF98ca8Sskv/A/uxCPDOvBN+ePKepUm3NzehoaaYj3UGHrxPn+L4zfN/Chk9xz9QsJNgXI4GO7PA0gQyx5RrFiJIWqbQY6XLkEhCiE6ndpeh8SEcsEfZz1Gq0Jdy1Cjfw5/XpNOk8RcdVIiS3pudh7NRirPjgIE5cauNYOwgZrYSMDkOLz21GEjSywLHydx20dgLAyWYvFlSuwy32hRrFkW/NBcCky1aYq4CfFU2Uv6XrVBJBLLkBf3/4HbxZsAVnOrroVLcTJtpAdCBgtPOfG60EjRZas/yUtKxOqf/gdu5WI4KirxMaJBLSaRSfX+b8frrrGJ5bvBo322djtH0+/jZ+Pj7Z8R0uE5La+AF0tEu0xKgjeWb+coyyZSLeVuCPZkitRLhGMGrU/OlSUiSuVmpamb4WobDBxaTt6Zby3GbiFsfzhIydGmVpFcB0G93DJILyxPy3MILbJYzNxY1jsvFXztnm/Wc1PaxdIaNL33eS75s6uxg32gkZYxYiIilPazkipF0tHWoLLUqLvov02CKyZ0QyymgiEFiktRgxdBLjkko4LlEkl9azhKeUWoSIGjpvdP98rBwLqj/XuWuTz7bLSFfbefQCMqvW4aaUmYh5kJAzpkg7VkVa64OF378jyOhhUvRNyAh/0BDjk3FJLZU0nQiVjnp0skIJFgIYIYGRDNPEsQ59OJguFYSMXw4y+oJF/5DRGyR6p0v1gYzx/UDG+MEgo94wvz5GX8jor7ahX8jox/kOfK+vM9RQISNKui2mlmm3zKg+kFFN/6pav1A1rLonZKT/NiHjWkGjL2QYIn0+wOgBGSZoGM+NzkpGOlGRUcOgyt4DQcbAcDFoJMNvQ4SMa2hp2zNVKteoKdFOUj7ICGhRO0j6kx8yNCW/vFdUYwDIsP/BISOccBGeUWpCRpUp0FdjAIarEImpS/HXqTmYVbEOx0gWLWaqT5eZ7tNmRjQu8PmXhy8QRN7B39L/jSem5+Dbo+dUpE+8+E4vIYPOdBufnvMYoFH03iaMTpuPUWl52nVKi5Hty+kYr+SHsMKMaNSZKuBV2sI2QoQDJeIiOfhOfjaEixDnKlzH91w/bg2uk2gGnet4Vw7ueSgXT8+ox4WWDi1I7+TRu7wt6DIho8vTXY8hkQW3+Y9bYfvRZryc9T5utC5EgnaWqjW0G7goLSKYl1qAMAcdeUJNrKsB8Sn1PN5qzCzagkt8f5tGL9pVRdzNR7LPJp77ZdpF0+SxvNZhmkQGBC4kOtREazMhQxz5yo+34W+PLMbNtlm40zYD63ceQbPH6IoloNTWbsDeU/MaMNKeqXUZMY5C85uKChUPtNgrzMXjy6ssRpxVhPxK9aevT7TeSBy8gXAfIxyi+TEftzqmYdVXu3HebTjskobUKGlatMdmN+Am6xKMduRhdPIi3PngdOw8dEoBtIXnITU5cp7naeNfycTIpFcwwi4RIs5jSpFqbUSmlGrL3jjRFLHmcxwi4leqv9NFas/j81zEcfv4pGIkJhXRChHLxxbRurDXqt5HDH//j6nlmE/IkGuytdMQiZSxfHviEpbVfo5RY95E/NilKpQYmVSFYQ+UBSHjdwYZYX3MfK8ARko5bhDIEGdJOkdNWolhpoVM6gkaovwdFqzJCELGbxEyrmK9IaO/aEZfyKgLgAwCRkb194KMIWlXXCNkRJqQIe8LrMWQyEW4ZmvUqM9j6RcyftzC718/ZBgWYwrxdTvR3ZAhKVI+R9nXktUvvCfpRqrk/cMgI7AmIzJgH9cCGdeWKmUUmvta8BpaFr0gYxDrhozyIGQMCTJSa3SxRY436F7y9qNkLLZyjJxQidHjc3Hfk3mYUfpfHG9q02+kPeKYS02Dx6sOuqSiyLfUl/jzNF/bRLBYUvsp/ul6BU+9XorN+46jme9r89Ld9tDh7qQT39mliuAnWtux4qtduDl1FhKcS42iG4KFRdroOt/C9QSM8IwGRI9bZdSJ2KvpfFaranSMqIFz/BFpyzEsbSXhYhWuT1+j7xEyH25fhHEvV+CrPRc1vcfraSUYNdEhb4K3o1UhSVOmzOJrqdXwKBx0EQC6UL9+D8a/Vq/OcIy1DMPHr1EnRVqlikChaFXIt/3a0UpUu63l+Nukeswu2YBGvl9So9xdRj1KG/d98uIVZFW+i+cza/H4/OV4dP4qPDZvFZ7LXIUFnN9120/g+JUOnSuJ+LhlrmitUgPBsX6+9yyeW/whbkyajbsdmch4phzPvbYcr75Rg5enlWD6zAo8P7sK/5i0hE76fM5BFhInlNCpWqYK4QIbcQ6pL8mio74IibThyRJ9yMHIlGKCRCmixyzheSxDoisLsbZMJKRkEmqWYcTY+bjFuRCuFyvw+IwqPDujGC/NLsG0uZX496zluHdiPsclxemZuDVlJv6eOg07DpxSABXNlBYTli7QJk1fjJuSXsCIpLnc/1LtYx3Dm0iiKxfxtsWEtQUYYV2E2AfnE5ZydJsEGa+V40lagJFj+f4UjnlsFvfBn9YirQOJFY2MpEqeVynuf7QamVVf4oLXUKDXVDiO4dvjl7CEr48cQwgbSwCjwxlJRz6CjnwQMn5ZyAhNNgCgt0mBdsg1QoYPLEKkTa0WehuaGdfz/f93bAmukwhZep3htApUTDLa1Q4zHwdGMsIeCRZ+ByHj57PwfmzQOozeKVLXChl+C0iH6gUZwwgXIb4oxoRaQkYtwggXYRlVCCNghCtkSF2GLxWq0siKMC2qh1Wp+RzpHnoWAc64P/Uqta/1dsYFLCQSYTHVvHvrYESoDVST0W2+cQ/Fhp7S1fv8DYvuY0PYl8sAjZ5W3td8oGN2pNIGOdodqsysrSjr0alKtxH9L21TawKGWpk/2hHYVSrKr42Rq0XfRjF3bq96jN6W28OielggYJgm4r9m6pSYoaGRq8eMTMnxmyh3RweYKnmn9DXRw+gW3jOiGCom6OgW3fOljkXyNTHjy02aPA6I8vSxwdKrBoKMP0Lht08nQ5Sah5HApLDakrFCxxozbjniM3gBJs+jM1yPLcfOaZGv5OEbKtleNS8fS8671maYBcinWj3YeuQcFlV8CvvU+Zi2qAaf7ziAZqlT4MYeOvwd8i29fGMPYF9jCwo/2Ya7Hy1GfGqJpkBFOFYaQnvjVuL/SWckAQxnPS+KOiTQpMA4RvQc5NtIZy1C01bghlT+8aBFp9ViuCsPyc9WoOTtrTjX6oVHCro7mtDlpvvvlkiGWyFD2tZ6zWiAW6IBHONlgtI5OqQL69bjvieKMcKZq5oNsa4VvEgN4ToBC0lBkpQjUf+OsVfQQS7C36ZUYlbZ51p/ICk6Ej3RdCHu99Cpi3hxbhX+NXUp7pqYjdvH5+H2cbm4e3wW/vfhxXjklVJ8vPWgAoVARidhrLNTakS6NO1o16l2ZK/cg9vt83BH8hxMX/o5Cmt3obh6M/LLP0Nx7VfIqtuMMYSPeAE2QkakfSkv5iWII1jcMr4QY18g3Cx6H08t+S/ucs3CC8s+x8ySbzG79DBmlx/CtMLteL18G2ZUb8ObVVvxJh8/Of8TjBozC6N4zKeWfIwlDZuRU/8ZCmrXoah6A3IqtyN5ajnBYSH+9Vgp3iz9HPPL3sOxs1fMIvdOnn+nQqVcI7Xvf4UFFZ/weJvxZtkOvFT8DUa7FuNG+xykv7YSr5VsxowyjqF0K2bKWEo3Y2bZJswq/5pzuxlz+J43Oc7nl2yA7bmVBI7FSCA0jLQVEJqkJqQA900uR2bl5wq+8jlIKplAxt7jl7GoahOhieBIZzWKzrBCxs8NGEHI+FEgo2+0wrQxhsK3FHtrTYYpzHcdj/F/pKOUs4rOU4MRoZDibp9NNn6Gmhbmq8sIQkYQMn5GyBg8ctEXMgaHiBVqlt42LtB6pU/J2pA0Qj9k1BEyCBcT6PdMoM8wzgQMEzJ8oCGQ4Vf7VpDoZa5A6w0K3ZAxqGhev5DRz/bpFT3a1BpWGVAT0stSxaoNG2ibHtsPEQx0u37moocNdV8Dd7Hqt7NVQPvbwFa03e1wK/wW7agwQaPMbxrpcEiHzlJV+VbxPYWMfLM7U24PtW4fUEgWQqANDB49C8Z7QgaPYc/312n4IUS6WCX7jMekxQSYvCYRFr/pa77t87WWRDpj+RXLnZJSLpkbxf4alWuGjMEiH/1Cxh+mha0pxscbQ6hD6gwk7MkbnYw5fblqQsTaspA6vRYrv9qHs24j9aSdTrjH6zadYC86JELRJR2EuvRbeLEL7R7sPHYZ8wrXYMIzCzBjaS2+3H7AqOOQ1q0mZAiU7Gt0o/qrI7jjkTwkphUhTtrDOuoRRoscvxLX04GXwmXRw4imQx/nqEGcs4YLo07BI5wm3adEsdwiatLOHIWDBVXrsffEZYKRaHYQiiSSQTPIolM1MtwdXYbit5kCpmNye7HnXCueXLgSt2csw3BnodYJWKw1PH6tqmRbpHBa6xwqVItCaD/Onod7ppbSGV7XDRkw0nRk3g4cv4inXi/H3WmZGGFdgnjSdQIX5vDkZRjxwBzc7ZyPGXn/wdaDp9Gieh2EOE87x9ap7z9Bklv15SHcYZ+OPzvexPKPD2DH4VbsOnQFOw6cx9b95/H14SuY8OZqJDry+NlJGHMRRtgXIG36W5hX8xVq13+LD3aexKe7TyKvfh2+3HOB+/Dgm4Od2H7Qiy37W7H5UAu2HW3B9mMt2PpdK+o+3oe7nDNwi/V1FLz7Db7+rhHbj17ArsPnsOvAJWzf14TJr9TA9lQlMuu248sjl7Hl8Bk0trl17B5Jk+N5dPAzkEjYoVOXsZPbbONxNh9qx2f7GvG/E2bjvglzkb38K55DMyG1FVt5bt8cbcb2I03YdoTHpH3DcW073I6NB1qwbvcl1H56AG+WrMekGW/jFsciglAWRo5ZivseKURm+Sdo7DJSpaQ1sURU9h6/gsyqzQSRHESPrVTAsKQEIePXDBmhQ4xk9IQMQ3xPAUN+z/HcwH39v5Ry/I+Nj6VuS6MYbwUhIwgZv2/ImDAQZBhF4YGF4QNBRogPMiRVanwAZKQHQEbvKIEZseiOXFwjZKT3sqFARu/39Ol2NRTIGAJg/AYhoz/NjWgFjEo1AzIq+tZsCGQoYBT3gIzeaU3RPwAy+gUOEzIizShHf5DhA4zoAOsNGZHSSSqpF2CYUQx/JMO03pDhh40fChl9Cr//YJARnSEiOpXaHlb1KCQqIAXVfDyCN5M7Hi6l47oCn+45ifPuTjSSEtpEFbuznb56B53hDk1H0XQj6SalTrEUMNNxPXwas5bV4eFnMjEzswY79h5Fm9vo+CP1A4evuPHuttOYuvADDHdIAXghEtLkoq/W1KhomUOncZMywlIlmqoUnSqdr5YjOm2VtrmVqEJ8aini7Ytw90OL8EbRf7Dx2+NG0a+7S5W8pXuTwEZnV6ehieE1IUMhpFNrMqRe5DwhY8VnB5DyTDFGWhfRYZceyhUqYqf1IYSccNGRcEoUpUzTpkRIMNaRg78+WkzI+ETrD8hS3ZEMHu/giYt4Ynol7nQuJlhkISGlEMNtpRhuLULCmCzc5sjCg5PzUPXOZu3c5SaluN0yxx5/bcanew7hr+kv4R8ZL2H97kNGEbbMtdeDSx1unOO5PDr3HQznYhphLcSd6blIf7kWtR8fxKFL7bhIcLnEbZt5rpfbpStVJwGAY+zgftokbYxjNVXb26SQnI75V3uO4IGH38CfnS/i7U27cJ7vbTTTj9rNAvAXZtfg+QXv4ZM9LTgtny18dTseglILP4MmLWyXlsaiDSLXgIgiXqGdaWyB/aFpmPjEYvxn/U5tNSudtaSovUNV4zs11a6VcCvA1thhXDsCqKe5n70XPXhn6xlMeLUKd6cuxc1j53G82VhU9iEavSZkmC2V9x5vxMKqrUgcyxvSWF5TyVW/DGAEIeOaIGMoNRmBkBHqAwwTMjRVSiDDWoHrXdUIlfadj6wKQkYQMoKQcRXICDUhI3ScpEn1E8Xg32uxiH70KLrrL/pzrH8cyPC97wdDxrXabwAyBgWNXpBhWGCNh5EmFWMChnaUEpXvHpBBR9+ea5itL1x8H9gIjGb0iGD4IaMbIAIho0f0og9k5PZJkxJTaLJ3w0Vgt63eoBFpFr8PBSyCYny906WkuCejUsV0wvhaWFoDhtFxH2arRWz6cozkzeSOCYV4ZGYDvj5+CWc7vJpj306nUTo1dXrbNHVKowMEkC4CiDiUrV3t6sxuO3AGC/JWI23STLzwWj6Onm7EJTryx+gBvr/1HF7O+RK3uLKQaBftjBLEuUoRx8URn1ajUYO41DrVqAgXmuTvoqXYjL8bJh2FbHVa7BtP8r45LRd3pM7Ci0tXYOP+4zpGAZ8ugQyvKQ7YZdSQuL0GfHg9XQofEplp97o1CnPkShueX7gafx6fRUc9G/G2Ek2JEtG9SMJXuJPHdVUhhAs1hOORblORriIuyGxCRpFChtRkSH2HfHsvnarEOT506hKefK0Gd/FcRxIChtvKec5VWnycYC1FQlI2RqfMw+Kq9TjX1mUop9NJd3va6fB7cYXPvzp4DOn/noe/OR/F57v3aRcq6VDV2tmqn8dZns+UmasxipR/B+cy9fk6fLDlCk43e7WF65X2dlqzWd7uRTO9/Q56316Chbdd5smAMenr65V2unx9w67DsE+dhnucT+Dtjd/gvEAK50oL5TmHbTzmS3Mq8ezc1Xj/m4s45TaK2VVVnQDa5WnWOpguAqlEj3yF9pJKJTUbZy4RMghNjzyxDP9ZtxsX2wzAaGwTUJGuWW4DZKX1cKfR0arV7Gh2nsc/x+Of5DX50c4LGP9iFe5MnoWkSUuxrPxDnqspstgDMrYRMnIQlVTph4xw7VAVhIzfMmQEwobARYjPuP0NfN/1UuztqEJoRr3hiD7yVhAygpDxq4SMH6smY/B0qX7E+nq1ttVOU+PraXUIE8DIqFbrkSY1CGT4LCq1Pxu4JuNq6VIDvqcXXPRV9A5CRg/IMKMXgWlT3QXlgZDRDRjRNmn9mm+aDzIEMK4OGUMBDh9MRA4EGYFaHINARqTPAiAjME3qapBhdNwKQsaPky7FhacaBNKVQcKhGcvpPIua52ou1rcMheixuRppcE2vxrpDZ7QzVCOMbkz04o1esO3tRgW1gkY7XWxp4Spdhbqw5/gF5FS+h/vsT+HJaYXYfvQ8/vP1OTw1/1PcIsXISUV0+oowYpxoZBTS6cg2aNJaxQt+uaFPkV7OG2GVFpxdJylUdPpFGTyBC2KkPQt/GbcA/15YjW/PXFQn1AupHaGD2m44txJNaDYd1A5hIo8R4fB62tDa0YwmdzvOtHiw8rMT+OdD2bjZnoMRhJc4u4QSpaUv50Y6TLmkBoSQwxvDsFSpZSkbADI6ef4eWqd2Yjp48hKemF6LO51ZGC4dkuhkRotzSWds2AOFiOPiHZGyANPyPsGe016OsxOt7U10stsVIC4R5DYeOo7HZyzBvc5J2LT7WzS7O9Dqlja50iC3XbtaPbNwDW5MykTKE/Wo/+8RbTfc3mZ0oPJ2iUCgsW2bttXtRAsno71DUrO8aGuRupU29cxFRLGZr2/ddxgZT76Ke1MfxXtfb+fn6dXPXdLlJBIkkPHy3Go8P+9tfLzzinbNahZr6oBbQiQqRtKu0SJJWWriUxmTiuRJGhihLv2xRUh7ohArP92L0x6jU5nsQ7pYtXQYnbPEmji0Vr5+xUzdc2u/MK9ue4k2r/hDjHloEVyPLUVu9YcaERHAEAaW6NnuE1ewoHoLgS6LN59yOvflBIwytSBk/Hog44d0lwrzaWWYkHHDmFJcz/dcb5X217zvPbQKkeJ0ByEjCBm/Qsjoz64qwDdoRKMfwFAbvONUd9cpAYzaHpARbtZg9EmRGsR6O+mBkDG4eN/gehoDQ0blgMf+I0HGgMBhFnsbkGFEL3p2rfJBRnEvyMj3W4y9oNuuATAGg43BIKMPlAwFMtTytFi9O4pR4rfegBEIGT1BY2jdp4KQ0QcyahE7bjmiMowC8FBx5jPqEDWRf1zTpAh8FaIIGrEED9HLuG1iLh6ZW4f/bD+A89pqVb5dphPfTtevo8MIEdAx7eowZOfEyRZdiPMdHmw7fApZVQSNjFfgfGopkuiQ/yWjBKOspXS4qxBDoEgQQb7UUi6CIsTJtw4EHGlTG6lF6dUI4Y3kf3ihhEikgzfBOH6II+3ZuHdSHqYvexs7j17EFR6ro9NjpnPJt+DEHXeXps5IrYQ4tx5xPDWNysPfE4a4XaO3EzuOX8bUWW/hzvQ8DLcWIkEiDYQZEScU8S6ZU1FHD0kVyKjGMBehx1WpSpnS7vUeEzKaTMhwq/tv1FTsO34RjxHS7nTlYLitBPEOUTcXZfN6zm8DF3YJRriW4KnF7+KzvecUMpraGlUc0E04aJKo0NETeHZONh5MfxSbdu2j49wFt8dNB7wFV1obcYlw8Pyi1bjDsRDPzX8Hh8926EfCjwgdLRK18HAsHlxwt+IK9yfifZfF8ecctXq6jAJ5SR2T/UpHMNrWfQfhnPIc/u6YhP9u2qaQIU15vV0dmmrWRND496xq3OOaiyfnvI31e9rwxY5zaGziNgIv7QIj/Ey8xnH2HL+Er/edwRc7T+HjrWfw9oYLuP+hLNxhy8SbJVvx/m4vPtzdgg+2n8XnO87gq20nsWnbKWz+5iy27LrA8VzAxTaPdu4SAOvwtqBVolA8l3e/OIKJzxXA+shcZJX/RwvmVWixB2RsJmQs5Y2nmM6+KI0X0Ur4uDwIGb8DyAi0YYSM6wUypIDcQedI0kPocFsC29IGISMIGUHI6LfjVCBkhGf0hYyI9F8HZPQp9g5CxveGjMBUqWinON1FAZBR8JuEDJ/wXmCqVBAyfhbIMFvZugzlb+kdHZFaqWrZFjr7EenLCR3L6USvIISsRDR/H+PIw20PZePRhQ1YvWE3rmjXHq9GDDo72mhuzUfqcncaBctecY7duEhn8ESrFPSexrzS9/C/ExbgTsdijOZFm0gHI9FRjxEZBBpnDSJdFdqGLlKcd4keSBE4Hf1QjvEGvna9swwxE2sIPXyvbRHum5qHN/P/i837T6puhJEORSfUTOmRFqbibDaakYx27TYkGhmSzuPR4nXpfrT/bDPK/rsDd43Pwk2potXARWevQ3zqSkRxHMNSyrXtb5gAB20YxxQiauRSv8KFGmvPNwu/P+0BGRLJkG/s9564iKnTK3GbKwvxBJhoEcPTTlo1iHDxxs0FFe/IxMtFH2P7qVZc5hy2edrozLcrZEiNy4a9B/DghGcwNuMpbNlzQLt1tbUaCuZt7g6CUheenleHfz6yFItrv8TFdvNcFaq8Wmtx9GIjVn6+Da8VrMSL2SvwWu4avL5sBbIq3sNRzoF2/eKxBQhkvjZ9exD2Kf/GX+yT8R4h43KnKJITWLrcWu9wmQDz3Jx63JI0i9CYhYdfW4mn3qjBfgJfhxbWd2qhv3w2lziWucWrMGl6Pqa8UYXJM1Yh/dW3MdqZh1E8/38+3oDU1/+D8TPewoTXqjHplTI8+VolnuW8PTutAs+9xuev5qFq5Yc4/N1xeDytBIhWVWqXxgNbDjTh6TcqCRmzsKRkrUatOrsMyGhTyLiMBTUbkZC8iDevAkTwJhfOa1BAI+LnjmYEIeMngwxR+h7G92oEg+8ZZqvSe6yFjmfkI6t7al8EISMIGb9yyAhMpRoMMvqzwYCir9FfGU9/x7RuXQwDMiLSqzWtutuGDhl9oMMXhfgBkOF7v69zVF8LQsa1QIZhZf6WtVoQrXoShT2Bopf5oWOQNKhrSZvyQUaPgu8erXBNvQ1toWtYN2AYxeGRfsvXehKjcN2wQMiIGQA0op39gcY1wIavpa0tCBkIcwhg1CMqvU4XZAQvQLHIjFrt2iSgEZ66Qs9F1JljHDm4g6DxxIIGfLTNrAuQgm86uV46u53qvBtpKi10Vps7OwgjrbjQ2YazHi820/mcnvMRHpxajtH2XAyXAmhnNRLFCZC2sK5qBZ5w0aIQET57jc6fOPehTr6WWoaEccWIt81D8vOlmF/5Cb7Y/R2P092u1OP1aj6/fNPf6DEKmMVhljqNDhUGNOo0BIYk0nGOb377q0OY8HoNEu1L9EKMovMf7VzBBUnHxMnPxkEIk3a6tBCnCP7xj5CdN3z7cl5MVYjjRXPPlHLMLl+nc+I1i8ml8FvGtvfkRTz6ehVuS1umYnOGsnYVz68KIfo4HwnORXil6BN8c6oNV6TwWyItUvvSZdTBbNp3CLZJL+PBVELG7gNoVcjo1IZZ0rVLojVPz62C68Vi1H26R6FDlMylzqLTbIX7+bfH8MjMMoxOnYHh1lkEvfm4LWkmUp/KwZb9lxVuLtEuew2V7o37DsPx2Cv4k3Uy3t64jcAo8ym1Jl4FkkseAZsG3GxdgFEpizAqaTaB5E1s+fa01lyoKrwJeef5GYx7eTFGjX0ON9tm4EbHIsQli25HgbYAjuONIz45k6/Pxb1Tl3Fcr+DBhxbA9dgypE5djNQp8+GY9AZen1eE7Tu+hYdg63UTNAR8ON7DF7x4dUEdHJNnY2npWoW7ThMqJYK168QlQsZXSEhZoD23Iwg2AhoRhL4Ia2kQMn5ByPixxPhCTNNuUmYthuj/iLMlUYwI0+EOC4CJIGQEIeM3DxkDRjeuETIm1PstgoAR0Q9kRPay7wcaPwAuepllkHqQIGT0BQ1/O9s+kFFmRC+c3YARNQhgBEY1vi9kDBbN6LcOo4fYX24/7803xAIDzAcVPUHDhAyfBkgv80VyfghkRP3RIcOixnMTeMjgH2Bx8l1ViFJBmgr+lMVUy9+Lg9+goBE7fhUnsAzDU/NV6+HRWVX4+tBJnG11qxZEh3ZEMlrCdkn9g+TTS3ckdEDKjS+bufNf7m/B63mf4/6ppRjtzMIIwkasrUA/lJjUakSn12oLPIlqiMJiTHqNAo5c+Imphbjj4QICRhHy396CnaeuqEp2q0eKhEUs0AAHAY4WepcX2z3q9LeC1iUtdz2mzgcd0Haj09HmfecxPe9DjHLMRjz3H5JSRNCSNK23YCFoWBxS/8G5ctDpo4U5Bc540ydkRNobuMCq6SQX4+9TKjCnbL3fue0NGY+9WY3b0pdpkZQIuFi0DS7BxVaBuNQSjHQtxXNZH2LjwUZD+LDT0PiQ/YgWyTfHTuPFeaW4z/EkNu7Yr7UlqvHRbmSriSP/3MJKTJ1Tgw92HNOUK7e3TdXW3ZyLk41uVHywHTc7ZyDRSZhKyUFiUg5GJy9BxrNV2LS3ERc7uvRYPl2Lrw8chuuJabg9eRJWb9hq1lx0accriXZc4s/H59bjRlsm50+E/RbiT45Z2CKteDuNNKUWM1VNankeei2fYPM6RtrnEyoWqxJnHG8MsUnLcGt6Pv71RBkmvlaDOeXr8egbpZiZ/w5yatcjr3YdCmo+REndB6hb8T4OHz7Bz88Nb1ubznWLFoIDbyytg3PqLGRXvuPvLtUNGRcxv+YLJKbMVwEhURmNsApkBCMZvxXIkELuEF/XqMAC74BC72G068yWtTcIyPP+rbUYj6xWR1mc+H4hY1IQMoKQ8euFDB9ohF8TZAxFlG+5mkQx+kCGKHtnSGZDTR+46M/6c/Ij+rH+C7OvFS4CoxhByLhWyOgbyfBBhqEdIarUUYNGMAq+F2QMpcNUZJ+Up0AxP1M1XIX2cnvARl/IKDSAwi6QEQAaChlGi95+IxkB0QyFC7/q+SCQYe9loiIehAypMViux4+QGg1XtfawFiVJ7WMtKUup1fq7MDmfjJV0+FfwgylHgj0Hd45fAucLedhw8ARO0ltv7DTSUqQtqjj87e1dqqPh7pL0Go9R7CuifSou50buyq1Ifiobd2bMw+i0pYizZSGeBBmvbWxJm848JLhyCTUFGMHHo9PycN/j5Xglfx0+3HUex5pNgCA4tLS3qbaEFHlLekyHBwo+EgFoE2e7y6gj0C5H9MylXl1qnE+db8OCko/wlwlLMSIth+dbgtC0aoRwXkJdvLE7VxIGGjS1KdLUxbA4a43XCBnRhIxYQkYCHdW/T67A3NL1ChVejax0aRtWeb5H0qXeqMYtqUsUMkTsJlIiNzbeIK3ldPqlPmUxpud/hr2nOE8eYx9ikvIlTvoWOtaPTc/GfalP4ytCRqvXiBTIXEsBtszFcwvL8NSiWny2/7SmWHm6DK0NKbreuPcMXsr+EMOtC7jAirhAyxA7thg3JWVj3LM12LznCo9raEqo9omkS0n0ZOqL+JPtUazduN2EDCm49ii4iTr6lNnVGGFbSEjKowO/GLfZZ2LLkdPGZ2MCnmhWnCYITXqtBLfYZxBIMpHoWEbAWIYRPO/bHQvx2Bsr8danB3G6GbjQYajIS+veS6aqfJt2CDO0TXg5+U1Aokkgg4+nLamGdcobyK5aiyZT/0SAUwrGdwpkVH+O4QShmBTejFIKYBGgTCnRIvAgZPwGIGPM4JChdRhjS/E/Y0pwnb0SoeniMK3UKEbkpNWw0MJpouodYqZLDWRByAhCxi8NFf3bjw0ZRsQiEDD6gwyp3RSLNi1qiNAhBeL+YnFfPcePAAHdICHHqellQcgYNGXKWd5D9dtIk+oJGVGOggEgw6hv6GkFdOQHr824Fq2M/iEjp4dFpWSrGc/7QkZ3mlQpx1bmtxi7Twsk0PqHDZ8auM+uBhlRATYQZERpO+A/FGQY52NARi0Bo5pW5ZetlwUQ6RLBvmrcYJfFuwKx6Q1I4AU7nE7iKPssJD2zBB/tOoiLpjMsaTTNbV0aURCFcI/bDY+2tjVSZ+Rb50vuLhy97MFH20/i+UUNuCttJm5L9QnVLUOijT+TZuFm5zzcbJuDf07KwwvL1uE/W67gu2Y3znYYaVAtHumwRDeW1KCie11dqubdpUJsXZpq5OmSGo0WOtutdFDb4Wnv0KZHovJdXPMVxk6R2pBFiEstRlhaOW7gDXUYPxNREA9zCWSs4EXEeXNUaiQnylmpyuRR9lqjboNOoxSK/2NyeQ/I6OB/UlDdKHoOJy7hyZl1+NP4XBX4E4qO4sUeZePFnVSAG/narfZFmFvyGY6cN6JAkgLV2WWA22Xahv1HYH3sDdyb+gS+2LVfIcD4pr5L4aCR5/vs/CKCxAps/u6yame4ve2mMnsXPtp8FJNnrkZCyiKCTbGqlyfaynELF+e45wQyLqO5w9A8UUjkvjd/ewh2QsbdhIx3CBmigdGmnbPcdNw92tHqyYUrMMKeqcAQOyYTNya/SSA6Tegk/Gkkq1Mh4zzPYeK0IsQ/MB2RD8zmeWciJnkhou+bjsnTavDxxgNo5MXR1mrUUcg8NpnXlHYGk4hVm6cHZEhantThCOCe5eNXl1XCOvU1QsaaASDjS0IGj5tSiKikUli0y1SFYUHI+PVDxlUiGcPMOoz/y8/2eklvHLdcazEieneUCkJGEDKCkGFCRv2gkGEhZET+AMiICELGbwQyDMAwIKPgdwIZJUHI+OUgo1YXY7jUP2jRd40WWouSdoyTzjP/QKtAiwkaUenSvlWKlOsQm7ECcencTgq3Xctw+8QleHhWNd7ffkC/dRbnv90rxd/SztartQ9dnk5Dr8JtOrBSDEyH9myTG1sOnMPaz48gZ8U2PJP5HqbMehvPLHofU96oodO4FiVrvsGHW45h17HLOHmlU7+1lqhIK73wdo9bu0h1dnago4Mg4XUbwntaiyBgQ6hwN/L1VrS3N6OdHqyH47lCZ3bt+3vw8PM1uDutgMBUrKlZoWkVhIxqDOP5SjTDgIyVvICW88IRuCg1L0rOi12KwysQr6J6eYSMUkLGuh6RDLcpxrePDu6j08pxm30h4WkpYlPy6ZQXIZEL8yZ7LkbbFiLpsQLUvPcNLrWbWh4eA4QUMni+n+w+gL+mPY2/pz2Oz3bvV8db2rhKYbh0WBLIeIGQ8cqS5dhy8CLBwyjAlxqUZu7z062n8PSC95Egjj0/OwkVxqXkYSSdfdezpdi877K+R4QAPSLSxzFsJWS4pryMe6yP4z8btqvjLgJ5HsWMDkJHF54mZIy0ETKSspEwdilutc3FtiNnjPQ0wp/Ub1zhGM7QJr1ZhZHW+XTwF6ui/K3jC3CLbRZKV27Bke+awY9Q09i6zCJ+ASkBLIl+SWSk3a/UbgCG1nyYqV1n+XhaVjmsj76KrKrVfsjwmgX/u49fwoKqDaqyHkMHNmos/1iM5R+k5OqfX5QvCBk9IYNgYBz3ajUZVyn49gnvqbJ3nTqcFqnFEMB4OMCJ7ydVakDgCEJGEDJ+Vdbgt0FTp8b31MHor8jbbxPqez4XU8Cgv5DeEzJ8NpT0qUDQ6Jsyde2pTf2nRPUHGUZtp0VVvHtbEDJ6QkZZdzepPpAhXaTyTMv/QZBxrVoZPc2EDEJFTEqWWrQfMLohwyj2FsiQehKeD519w8p6Wr+QUdoHNgaEjN6pUfa+kKFmM4QMo3rZHwwyfN8sCGRIS9XldD6XI9YhoGGmTsnFqYuLzphLWt/WI4ZzEsfXYnghJqZm47YJS/D04hX479Zv6RBLkbFXnX9pZ9vZ6lFDm+kVSlTDJ7AmKU10Gs81dWEXncxPd5zEh9uP0Yk+Raf4IDbtPo6jZ1txub1T04NUkVoKtruMmgWvFjW74XYTHjxtBlhI1yF3Mx3VFj5vJdgIXDSjrZ2gQa/93OU2fPDlIUx9qQZ/Tc3FzQSMeAJVmKMSIZyLYWomZEhNhn2V1l5EqWaGbzEaF6NEJOK5yBJtOfjHlBLMIWQ0mZAhINUuLXQ7RYzvIp5+rQx3O+fhJimQtmZhFJ3sG22LMTp5Nm5Pno65Re9h93cX9Dy9ZvG8wIYUbJ8gqazauJeQ8hjuyXgK6/cc0OhAu+hWdHXQie5QJ/zleSV4cV4tNu4+o8eV+pg2AlUzveyvdp3Fy1kfEWqkHmIp4h15iE9ZghFJc+B8rgib9l/SQnlR8pbjCmRs23sYqZNfxd9SnsB/v/pGo1BSVK8K3jy6aII8Ma8eI0Qd3VqIEcn5uMOeia0Hz6pquBcehSApQj9FcBk3rQSJKfP0JhHLm8Mo5zLcnToXn246hGZOnFfoUQbe5tVWugJSou4tAHHejG4IMLndxrnJNhIpuUw7y/Ofll1KyHiZkLHK/zl0dvog4zIWVm0kZPBGRQc+agzXwFiu76Q6w9kPQsYvChnhQ4GMpJ46GP1ChtRiuGoQIrnmdIwjJEXqEXHaV/WIYAQWewchIwgZvynImGjYD4KMXpELAYtIH1yYFumHjNofBBnft9Xt94cM0+TL0z5WHYSMHpAR4Fg7i9T8kOHI166iPwVkDNZdqr+Cb1/kIka/JFzWAzK6W9eakQxx5u2l/cDEUGxokNEHKPqxaAEdEyp62x8DMlJFPbtaQcOIZHRDhhHRkNSpSv9isWjHJ4KJg4vXWYPYtFpV5451FiLRlY27Ji7BM5nLsX7nIVzxGu1tO+mtKmRIkYG2GxIvlW4hAaBThdq8mt4k7NHcAVx2G99cN5kpQOKkS9GyWzpGcVspLJdIhNdj1F9IXpREL9wdrWaSfgcZpgme9kYDMrwCHO1obW3l4T04dbkV7391EE/NXIk77XT2eWHGW0sVIKSVbBjnIkStFqFSr6KF32Ykw1GhPZT9tK91IyWI4yJLsOfi71NKMZuQ0Wiej0IGTepDviNkvDavGsmTF+PeiVn4+8Rc/G1CFv4xcREefGQBHn+9GOu2H9AoTYcqY3fp+cn7pdPUztPNWLZ6A251Po2/ZjyLTwkZl1X3Q6IKbiOawbl4dW4Fnnm9Gp9uPq61HBIJaZEUJM7b/pNXkNPwJf6UOpNQMAcjeP6JyfMwKnkmUv9dhK/2XcRFj6HrYfr52KqQMQ1/T34S73/5DYQVNQ1OAK+rHU1S+D2bkJGyFCNs5RhJR/C25MXYvP+sdh3zqmaJR9vJSjpT6ovZSEiawfkSNfUcAkcm7puUhc17T+hYJdLV1UGIIWl9d/IiPt60Gys+2Yzajzej6v1NWPXRZqz9cDO+O3HeiBYpZHgIGYRHAs/07BLYHn0J2YSMZhPUukzFbwMyNvkhI3Is11wQMn59kBFgQ4UMTaOSom/+/gbOb+i45Qh9yFD2Dg8ABR9khEwyLQgZQcj4FUFGaD82GGT4ohn9wYbAReT3hYwMM4qRIXDRFzB+KGgMFNG4ljSp7n0EIeOHQEb3t/cBtRgmYEQJYPzIkBG43ZAiGQoQZnpUchai/ZCRZYJHTkALW6PYO9pW/NNBxkBRiwEgQ+pC/pCQ0Q0bNabVarpUlGkiQBdNoIiWYnAuyhjpNOWo0roNaS0bbudCp43kDVlAIz61GCOcWfjTuMV4dGYVdp84p52dVAzO47MuTZ+S1CaPuwXedkKAWyIP0vHJSO0Rp1rhQoqP3Yaz7eHv3QQFr6eDTOHR2gt3e7sfNKRbVCf30+WVfbXBS8jwelo1quHtaENHu1vTt86SYt7beBhPzlmDUWNn0ykmYNjL6OSVIpwOcpRGakQrpErb94a7eLNWyBCTmoxyFd6LchUZprBRqkXU8VyE90wtx6yyzxQy3J1GTYhHYIse7ukzjSiv+wBvLlmBVxa9hRcyV+OFhSswbWkDllS8i6/2nMCppg6tO/B2GWrkojHR1O7VNrGf7PoOTy5qwG1pL+Hu9Bfwye6DuOQ16l+4pbbMlcevzK7GI8+WY/VH+7W7U6vbcMQFXCQK8MWeQ5j40jLc+8hC/PWhJfhTeib+Mm4hpsyowYaDl3GR422BocYtwLNFIGMSISPpKbz/xTfG/jRVySgqlxStJ+auIGTkYDid5eFjqnDjA4uxhZAh+iMiFtghJkrdtMdnF+PO9Dm4JT2LlofbMrKQ8Urt/2fvTdzjKq68f/6S951gS71q8wo2JJl9e9/nNwFbUnertdoGY0JmkpkEwg62JRswq1ft+y7ZhkxmkkwSkhlCErK9CRACIRAW7/uiXef3Pafq3lv39u1FsgwmCD8fqrpu3bpL326db1edc1R/9kOZVI7deKvpuy+9Tl+6fy/9Y9WD9FcVD9HnS++lf0g8QOtrHqDv/vDncl0SqliWbU3QSdyHRyAy2IdkX7cWGThX6A8RGa/bMxlquVS4FO93KZ7rsv7F5VLXiMgwyUlk4HUeWKqjSuXhfkniPTY0Nx90+1Swj8WWw1IuhcBYuigyFkXGtSgyPOeRUWQYYmMhRIY5gxEVtP/FPEknNjiRX6i2V4XFnYvIMPo7qzAskWHaQIsiY24io1WFrbVFhhIY2UWGygjOS+c5QuhCJORLER1ZREZEMBPvtagZBFs0qChaDp05io32FJHBS7ByEReLIsOVjG9QYc9u9Ms6RkW/audoSok+Kq4ZpaLqEVq+4RDQyfN4BiCm3pTiimZaWbGH/rLuWUr+2x4YzkfoPOdygMF4aYxkGY444U6NwwifEGdtXto0cf4MzYxfhOAYE/HAS5qmZZKCQ+Iqnwvpy1m80Z9FiuR+mGSfD5UHghPrTY1dhKC4SNPTPPaMGPiXxibF+D45Nk0Hf/A2bd56mFbHnqUizhaZxIdbcoT0y5dGJNmpnLqT+BJLDkgEKRYYIc4VwrH2sT3MIc0qmXYpoxwSTkKhNdPffLGb6jtekkhILDJ49mViYlwJpGnlDH92YlZmak7hnBg20i9qLslKoVlx1GYhxeF4OQTucdzDzu/8nP7PXbvopqqH6fOV99F3X32bTk+pJU2kJnRk5uGerd30haqn6LnO/6bjl9WYl2fUOGMS6WqWjl4Yo+bhl+iprpdoR8sPaGfL96njG7+gN0+MywwS97ukHdZZZFRueYD+vuzL9C2IjIsclUuih7Hz9xidZcfvXexMji+B9V20bH0/3XDrHvrl2yfkuGN4/8bZ8V9Hmhr5r5/RV3Z0U+KrTZS8t5tiX2ujL26DyHjrmL0Ui4UJ9//l7z6kHfuHacv9++i2ew/Qprv30Rfv3Udf+tpT9NJPfiNL7TgnCkuYC+AU3vNH97RRBUTGfhYZEzwzYoqM0/RUj+X43Urhsg5txPMzvOj4fc2KjPVunwzXLIYWGUvWtYvICMR6JJhFWM9gWCLDWiIVuBNGN1gUGYsi49MpMoYECVvLzt1+IoMdvY0ZDEtkRHyYj9BgWFxYIkPacjDsvY7mjhO5V2Asioy5igxHYDRrkXFgjiKjBSKjed6Zv7OJDVNkWMuluB4RHJGhMnurELUSWEf4GERGXFEQd+fn+JSKjFFwUM4zJD4aMDpqOlQpDuEsQvDlxKFcEyMQGYdw83FdcfbX6KOV+LIqwX5F+LCU4INfUsXOxHvosxXP0JaHh+hHrx2hc1N6Lb0OScpLbC7M8K/2EASz5yESeGnTBZoZuyRZw3lJ1BjnfmBHXwkDy0byFAzwKUlQNzM7IyJCxAX7d0yyL8akzIrMyjIeNRPCeRzEFwCWdvd/vEo19/XTZ6sbaQU+WCU1IxStO0xLEv2Uh4culOSpME47z87cfXgg2NGbo0qxyBgUkRHCfkGIi6AkLMQXHCcOxD3gULTsRP3XX+yn7R0vS2brScmVwTk7OGEcro3BOY5pMcHGvCwJ44R24xOSTG5CR8RikTE1MSmzNNz/f159n+559jCtTW6jGyq20Z9XPUrfe/UdOjOlhBtNq5VivCzrvh199HfJnXTv09+gn717DkJGJSFkB/RJHm9ims5dGKdjp8fo2NkxWT72wZnLdPTcOAThNF3mBHcQbjyDxAJGRZe6j/62/J/pP1/+leSeEOdriL4xukiQh3TXroPiYxGGyCgpH6C1+ML40Rsn8b7PSJ6UCe1/w0uhLpwfpyOnLtBbx8/Rb49foF+/f4Juv+dJ+ulrf5BlWhMSbnicLk9foPM4lw/OXaB3Tp2jd06eoz8cO0cfon785FkauzyhZrm0yLgETmPfbbvbIYrup8aOw/IMzfAUyqTyMfnt+6cgMn4IkbETX2r7iHNkcLbvYKwN9cUQtteiyAisd4sMMx9GPu4NY81kcD3MUd/qRpSjt0dkiNDQIoPFxaLIWBQZnz6RMehk9c4oMtzRpCyREfawKDIWRcZHITI4r1UhREYR+3JqCsp3Q2DsVkJDZjHQD+eiljq1ZxEZnTmIjfmLjIK4xadeZAxSJAmBkTzkiIyaThEZgVrA/hqSsA/GdtVh/AHn2YtRPJjDeAP6QQ8tq+mnIsmv0SuO4fLhS7bTGoiNv6w+QP/62CF64aW36b0LJAYvi4zzwgQMaBjeHAR19jS4IMunpmEpT08qX4LLsyqK1LhO/jYuBig7EyvH4+npcVkeNYuSRcbk+KQsobnEfh0wLk9hjLfPjFPjwVdow4P99PmaA7Sc32Ccez5n7K46RJ+p4BwgnISwUz5oxXggi+MQGfFByYERqRhWIoN9USq7hAD7blQOUADtvC1S0SvK+W++2AeR8SMJ5cuOxhPTfI6XcX4XIALO4RrHYKCPS7SlcR15SfKHwAC/OIF29jshvbxpSuW2ePfkDD3V+SL905276cbEDlqd2El/VbuDvv/au3RWO2fz8qIZ3f++Jwboc7FttP7L+2nP6P9Ilu1zMptBKlni1Iz4tEyJr4sSKWNaOKjzHZdZIY4GNoE+r/wOIuOue+lvY1+i//zxr0QsTnJWdVmkpETGF3eN4H5BZMBwjpb10Wp82Qz/8F16/9yEylGC92Z6CuNOqnH5HHgp1Tkc992zl6jqrofoGz/4FR05x2KLfUImcF8u4h5BxoBLs2ocETccXpcjlU2pZVXTcs8mITIm6YyIjA5xVG/qeIEuj+uZDEtkvHeKnobIWCUiYy+M/f0UwJdbIN66KDKuAZHh9ccImiJDs/TWdsESGQHcR3H25te4r9HqISq8TSXdCxjLo1hgLN2sRQWwhMaiyFgUGX+qIsPf8VtFlbIExrxERp0m12VTEAQW9rIpgysVGfJjqO2H0f+p88kwt2UTI6kiQ/ljpIoMvVzKFheNWURG87yXS2UXG/upEBTH9oG9Nqkiowk2W6te/qXEhYVbZJhcPZFRKLhFhik0PiUig2cyRhQ4V/6ghqq7hUANDBx+XTUgWcEjLDTQL5IcwkOKP+Tsu5HshcCAQZ7kjNz8oe+l/Fr+0HdTCT74K3Aj/6quib7U8E0a+N4f6J1zJH4EKu8BjNRZDoB6ErDL7jmanLgoOTU4shLPBLDIEKEhPgLqV3HOeTEFw3N6FoJk5iLNzFySMLWTMJDHp6bpIgxPdh5/Dxbsf792gp7t/x+q+FoX/XntflohzkldkvMiPzFE+RBLeckBcXqXML0cyq2iGw8CXidwfRV4D0VIDMhMRjCJe5LswX4D2G9YEJEhoWwP0N/e2Q6R8UM6pfM6jEnGbl66dRnW7kURGVMzQCIzTYlxPMWO6mxET7EAmZYlQ7xM6Tyu4/cnZqhx9FdUeXcXfTb5JIz3J+mGxC76i+qdIjJO6chTLEo4XDALsa890U9r4g302ZonqeqBdjr0Ywi8i+Ni0F+aVBnZZW0Vz2zgRlvRr3jWaEJnGOdlaOywz47bP33zbYrd9XWIjC/St1/+pfjuT4tfDV/HJTHs74LIKErslsSCLMxKylrp4QM/lCVTF6emZHZkdobFoJpx4uNemlEJ+t49d4liWx6gnQdGIGg+gHDiJV08O8FZ5C9BcFzCuY3jXk2r5Ibi9M8zPShxjlPT3O8i9rsMEcsio5MqtzxC+zu+KVGo2CdjakL597z5/ll6rudlWvmFBloRa5Sp1Xx8MUmG90WR8bGJjHyBRUMn5XFEqTJDbPASKENk5K1rd/liLGGBwTMZcbVMKrpBJd4L6OVRTqhay9lbC4otisUQtosi45oTGR58RYYnjK1vlKkNJqNGfciFIzLYH6PfnqVQS6IgDvA3PYpyvsulTKHhiIQeIaqR17AbUnH7YzgzIZ7cGyI0erUN0+vCWf5t4ScacB5VPdnD2+p+UREGaag0kL69sk9mkWGRi2hxE9UU2GV6ceKIDCtsa6syzHkGQGg2aBSUqPCS6vhdqB26vVnAMwoKXyAs4vt1ySIHIgOvORqlieP4rWcx4s2GyFDiImKLjHRkExltPuS2XMqayRD/EA8c2vbTIzLscx1w/QogAqO6307aZxJJcQ5np/E+CuCLaEldD10PgcKGezHaVuHN+ouaDrrtwReo71tv0dsnJiVa0iX+RX/mHAzHExAMxyEUIDKmLsl6fP61mtfQX5pxZjMkqdv0hDgbT85cgDF8DvtdEEN3AgYsb2eHZZ69ePPkZfrmT9+nB/e8SP+4aR+tTTxHK/EB4FmKwgp84NnHJOkIiAiLpGSv+GKoEl+g0kc5uYeSDC+X6hGxkV8xREsr8Ic0OSLbOOHKssQe+vs7m2lr2/fpw0mVpfoiqehPEyKMJgWOAjWhZzLG9TIwNqLHZfnRjPhR/PbYOL30u+PU9I3f0y3/3E43V+6GuNgtiQpXxp6iz1c9Qd9+9Y90bEqJNjbYeSnZOXbCfmKQVlc8SSsrnqM1lc9Q7cOjNPDia/Srd87QUaivMe0Izr4PPIPCfhMXdTK7S3qZGRvvDC/hevl3f6Cyux6gv4n9M33rpV+Jf83UxLT4mUzgPTyJ/l968iC+BHZToLwD92KElsHgu+WuDur+5i/o7WNn6Nz4ZQmzy+KQr/8ijslLyliM/f7sZVq/ZRuV3/UY7R95kX75x5P0wfkJeS/PQ3jJrAYvuWJfDfbrmFQzLOM4h7FxiBWI0rNTF+kkBMwJ9HnkuR6K3dFAu9u/LbNZLKAuT6ikiG++f4F2d/+CVv7fx2llKb5QY+0UiLVRHsrgosj4WEVGHkTGUrxeqkWGLTRYZKxzyOdSfDG6aGlpB/3ZujbJixHg7ybO7H2bMoYzJdmbM4siY1FkXKMEQSgdG0wOOvWURH2myOhzA4ERqe0W5uv87U+PUKCJ1nSnIXUGxCswAi56PeIjt1C5lgiIZhEZmcWCptIhKnk51OxJ9hmNnsyzEIK7vy2MXPUu1BV+IoN/TI0m1a/0BSliwSSdoPBDiQyvYJiPyIhCUETjEBEQF4xarpWajE+xX40lx291lkrB7oyIyFBLpuYXZapjTk7ec+VTJDLmOa6IDIcoBEU+VPSS6m7Kk3WYw1RYOUTLKgZpDQzxm2It9BfxZ6jzG2/D4D1FRy/xr+vsaHwWxuxpGJCX5Zd9no3gCFMykzGtEtGJgclLdPQsBscTGp86L0bupWmIFhjLp6Zn6J0LE/TLI2eo+ZuvUvUDI7Qm8SzdVN1CJTGewWDVqgRGLlgCQ4mMPptgsl9ERl4Sf8iq8AcNY3IWx5XJ/fR3W9roX5/5Nn3/d2fpF++foV9/cJpeff80vQZetzkjSeFeZd5T9Tc+4PIU/erdE/Td3xynxm++SZt3/Dv9xaYDtKpyn0o+E9tLJfyBK3uGPle7j1q/9zv60btn6OcY45fvnaVfg1dQr9s+TCuwT0myWaYUV0Oc/N2GffTg7hfpGz/8Pf3mrSPgGP36zQ/pt+8dx/mcoF//8Ti9inM4yU76HBJ4VkUaZl+aH77xLpV9eQf9VeIB6njhFXr1nbP0xh9wvm/jut47Ra/gmmrrD+IeHJAlK5+5pZdW1x2m5eueocqvdVPLoVfo528fpZ//4Rj9vz98SP/vvRP0i/dOy7m+jPN/4dfH6e9vf5ZWlT5C//SlvXTf3m/R4Itvidj42e+P0Gt/PEGv/xHHevc0vYF7xMf8zTu4j3j969+foZ+9eYZ+hfZf4l6/gnv5pR199H82PE0P7/4O/QrH+DX6v4pjvobr/PZP/0gPPvcSrb51LxXc0qyW6VTw7FQvxMZHKDAWRUaqyIBAXVqeXmQELaGxvlNQOTHwvIEliR6V2RsCQxy+Ny+gwFgUGYsi4xoms8gY1eLCxNqWm8iIyAxGj3A1REZ0HiLDmz1cxEWtIzSuJZERmYfISLfkyU9kODMv5uxPlyKTyNAzGLkJiI9YZLCjN4uM+H5baEjdyPKtMn3vd8bSS7fspVKLIuNPT2RYy6cKqvqppHaUimGAl4DI+l5aFuuntWhfg4dwbWIX3VE/RN/4xR/p/Qn+xX+WTs9M00X+ZZ9UqFV2UGZD1/pvYoyzdk+JszcvC5pBP7ySpUKnJomOs+8FBEbH996lqocG6fMwzpdV4IHk6T98uEN6dqIgR4GRWWTwTMYA5UFoBHmZGScthKG6ItlOqxKN9LmaJorfPUqJuwco+dVeqvy3Hpvkv/VSxb8NUOLfhij+1WGKfXVEqLxnhG755y768+rdtKbiWbqxinNI7KZw+XO0ehNPf7ZRiH9RYKf6mjYqqWykv/3nIfq/Xxmif/oKxrtnFKLqMN36rwO0qqpFZlaKK7tpZU0XrUq20E0QQGvLdtHNt2ylvy59lG6p2Ul/s/5+Snzxaar+ym6q/ddn6aGnBuj19y5LCN0Z8SdR9/b7b3xI5ffsp5WlO+gfNvdQ2VcOUewrg5TAtSXu7aJb7+6hFXUtEvo3UnsIz8ULMA77qLishVaUPksr1j9Gq8sb6HPVj9EN6x+gL9y1h+Jf76FbvzZAf/8vA/QPX3meVuELcVVtl4QBLoaIuqnyWfqH2w/Q2tKtdOud+6n67i6q+loXxb7cQevuaqf1d3VT6Rf7KP4vQxT7t0H6wr900Bdwb//xnwfp5rpOCKtm+hzu2fovD1Ppl1tp/Zf20DoImL/b8Bwtu+Vxit7CDmJ9FMB7ez2ejc8kumU9/6LIuEZFhkGQx9Z5MVhkLMW9zOfvJRhOvExqUWQsioxFkTFfkdHvIzIWUlh4REZdOpHR4/Lj+MSJDJcI+ChFRpebT7LIkOVPvFzrgBYZboHhEhly7EWR8acvMpIckamXikEJDO/Ccnw5lEFgVEJwcII/GAPLk+xUvYf+aksL3fLVVrpn/zfp+V+8Sx/Aqj02NQujdpbOgUvslMyJ1lBeHpuUJHxSn5ihc1AWHF711PisLI369YeXqOu/3qS7njhE//df2ummjU20rKaFotUdlJ/sputxPtENh3HOQzkLjGwiI1Q5IFG3Aiw4yjnPRhsVgOLyFvFDuRnG/Wer2+lmNvArmmmt0EI34oN9Iz4Eq3EfViW7aCXOj1mBB25tbS+tquyg4lizOFEVJlspiA9QEPtFIC6CeL001kgBjLWsDvcSLKvqwD1tl/1WV3XSMoxTxCF4OZ8HOxdxSLd1T0Fk7Kab40/Q52Hs/3W8nv6uop7+suwR+svS++mvy++nv49/nb7y8D46NTZD58dmVZK7WZUU8Tuvv0ufrXsM57sfAqaXbsAzsBpfaCsqcR4Yt7h6n0Tmykv0QHwNUyQJowbCsrCcz4cd6ZtkqnNZJQRE+dMYZzfOlbPE41wr8cWH8ZbCmJbQo9gnDHFSjOvnwAHh/+9xyYx+M/Zdi+PfUHGAVuP6b8SX5A2JLloDgXBTdR/OB8IC95xnq6KxLjx3nVRQ2karKoDMZj1Ln9+wj9bgXAtLd1M0zktzOuh/4737X/HORZFxDYgM9snIS7dcyvDJ4LFZYFy/rp2uZ2dxTgxaNyLLpMK3K4ERWBQZiyJjUWTMSWSENuBvWt2iyPhTFRkFviJjoQTGVRQZ1myGr8g4IPk5OLKV7VSdIjI6F0XGn4rIKILBXRKH4RvrhNHcBcO3n4rwOhrnpH294uNQXDMkuSgKYXyvrGmiv76rnaofHaZH279HHd9+jV78zQl66+QEnZ5UIW/FORhqg4XHeQiK0xOz9MfTU/TKG+do9MW36Zm+l+irT/07ld/dB0MYRnB1E5VUt+EY7SqhHt63pdVDtEQctwfkHK5UZPCsCDuAB/AA5sOIDbMDFX9w4234YLRKRIESGLFF5a1UEoPwiLUDvIYxW8BLtnBPIpzIsILppRAb56X80HXjvvRIxIMIP9yViiA+wBJet0rl5ciD0IhWdco1RuWDgP4YOwhDrbCyl4rYyYxncGCc/8XtbXRP0yv0YPNL9HDjd+mRA9+mrQf+k7Yd+CZt3fvv1IBy5/5v0LOt/06Hv/NTcQwfZ8fq6XHJ0s2O2d/6zR+oaP3DEAuNVMxJG/Fe5pXDKEw041k4APbjPrRAcHFukSGcRz8FbsX9wPlEIbqC5U2Ujy+CAPeP7ddToS0Uxj0KxLtkNmFJvI+Wgvw47i1EQgTG/wpcSzHuZ0lZMxWV4stmfaPktijAPS3A/YzCMI5yNCvOb1HO0YaaKST3Fn/AQAHGDvN++DIqju+mkgQvOduDtn2SuT0fz+n14DPotyTevbhc6mOOLmWJjDwfkZHvEhkQIuuUyFjC5855bjYdlFmMEDt8L7Q/xqLIWBQZ1zC5iYxRt3+GV2TUscCwRIaFE0HKcgK/VkRGuEZl+mZnbw424/bJmJ/IsPwacnH8tvwf5ioycts3fVSpnEWGj0+GKTLEEM/qj/HxiYxUJ3AVYUrlynBQ4zer8LmwxYq0P4YlMvjvPP/gGp2nwFgUGdeYyCiGAb4chvMqvLGrk120AmVJUoUJC7MBin0L6kbFQTOPoxDhg7espouWJxvppup9VHn/CH316W/R4x3fp9bDL9HAd16h4e/9nHq/9WPq+c+fUdc3f0qtL/yEnhv8Md2/+0Xa+NAh+sfbW+jmyn20KsHhzQ7geJ1UhA9cCCIgD+eSV9VP+bUsMpQvxULMZIjztwiMFoAPVXUHFVZ3wsDlMKhtkuCPBVc0xgILQEREYJhzdnTOmB6CsAhAqORX9igwXiDRI74dYbRHKnslISBnF48m1a8O4YQSTgUQF8F4i7SLEEmq+8iO62ycsfM9b+MP38qK3VT+9R76wTtj9N9vnaGX3zpBP37rGP3kzaPgCP30d0foV384Sf/vreP0xrsn6eipixLiVvJZzIzR+PQE/f7EOWr8959S8frt+JA34t4OQlz00mdg5OfjusN1uAe4/4FKtVyKEzaG1uNLtBRfgGUqskII554H8vHhD+GDFZY27A9htAQCIZ9FBq59SZxnQnAPKnA9EBssIkoq1IyIjBXrFCEWhAAJQhgwLCq4XFrWJgT5/ib4PLrk/gXLW+TLlEPbRcohiMoaKVTWRGEeA+Pm4/h5DBuriyLjYxcZtrgwz8OKKlVqoXJiLOFZD/5ccS4Aa5kUG8GbF0XGoshYFBkpIiNlm1tkuEmd0cg5XO1VFhnujN8sMvpEaHhnN+YsMubKfERGTrMhVy4yvOLCNYZElWrLwen7WhEZGjvz9347tK3MYujje0VGgf4BNvfEe4si45oXGWxYL4eRvBpGMy8FKoKBV1LZQcvwBVVQw6Fwe+U68ysHYZRyVKYRGMRDVAijsqC0mdZUttINsWdo1brtdFNsK/3thsfp/2x+kv66bgf9zcZd9Pmqx+nG+GO0OraLVpY9TSvKdtMKPGgr8VCtgIFbGO8Ug56jXbGxzQYnL5cKcsi66j4dQapvQWYywjheqLJdhEYE1xhm0VEOIxfnwL4pkugvgXsVx5czDOYQ/0KfYHrE0Tiff0mHGGACuFcSy5vffx67Qke4ggEdguFVLMvQ8CUCo5jhmZAi9n1BvwLtAxPBObKxHMDx2YjnJUprq/fShkd66YNZouPTaunT+VkVPviCTowoUbumOGLTrDh6z7A/zNQUTc9M0QWU//mTN2nTowN0Q3I3hEMzrm1QxFoezj9Ui2uoPgBxsBvnzcIBxmopRE9pPy1PDOP976JiDgfM94r747ngpIWcIV6EQTn/Et0u71Ee9l0aUzMbEX4eIFbybsGXYBkLFowR68UXSL+INTFG9bWG+N4lealTu4izQJx/DYfwKeMEe60ixHh2KMKzIwzuXRj3MARDNYxxwxBDIUEb/Ysi4+PLk4H3NWWblfG71BEZ4ofBCfj4s4Tvk8jGUVkmZc9iLIqMRZGxKDKE4AZmVEiNOHXtiAyhpiezyKh2CFf3ZhcZ1Q5+IkOoUkS85CgyogZzFRlesomMApfIcMLXcr4Or8O3IzI6bQorFZzDTH540yFrPykiw15CpZdRWc7eRRWc3Vtl+C5cFBl/2iKjMDkgPhmFMOYKY520vLpXwqTxr/yc6I6XF+Xx+jiOOlXzPPY/DENwhMKxYVpedZBuRPuN+ACuqemQ9f9F5U/RsopnaGXNXhirz2HsPXigGmF0qzjDJbycBsZ1FMdkg40NUDbwOVdDFMZtCb58ROCwARxvlqmzgoqFEBlKaIRkBqJbZiHy+Rd1XhueHBDhxATKOerUgIgNlbiwTwmDim6dCKdDPvB8j0IwjvnLg3+BD8dUno7iOM5jPS8/G6IV8VEqLhuignUQHGUYb30P7jGLj35ZjsY5HiIyLmdh75LMmzdU7KZND/XRMY4SBVFxYYokBwdH7LowqUK7csoMDgU7McEO9SoB4qUJ9J+YpQ8ujNHeof+mm+JP0Kp4E4W/0IwPOO4x3x8WDfhCWVr+LM67CcdvkfcgWj4IYTBCJbGDOFcY0RAK4XUw9iEmQmVtFFjXLgn7+BqDMZ6RYGGGL7xKPn9si7VRGP0iMCSj67skYEAhi4FbOyi0vgNCQYmUAERFPo4Z4GVX8qsMiwiMJ7MUKiEPJxkKs/jAOQfX473B/YuU4w8qRFBxbJBWJkZoOZ/reghdtIUXRcbHKzLMZHzGdq/AuF47e9sha3kWQxvR+YsiY1FkLIoMG7OfKTLCwrUkMvpSREUK1ehT3Q8j2h1mX4mMVEJmQr50VPkl65tjor55iIzMsyK5igz1mpdGeX0xTJFRWNWhqOyQv4lijC+ow/dHJTIaVbI9zoURb7YFRpEtLvxEwqLI+NMTGTCuiyuHqZivG0ZvlCMO4UEPg1BlhwiNojqewRjGPodgFB+G0XgQhvIIDMBemQ0plCQq+BBUtqIPymoYi3igghAW/Ms1/2pfUDus1u9LsjxOEMiJAodkuU4BG/q8ZCamEqeUVHUoJ+jEwokMFhZMmEUN+yEk+H4MS96N/HL0gRFbgNfRxCDol1/mC1gEsd8FzqMwwT4aTDs+JJ1Uwl947FfBjs8wpAsgMIowRjGM4pIYC4wR1EdpWfwwrah4nqLrWIBwVnIlYKIVEFw1eH4430N5GxXhum+uaaFNj4zQHy+RJOK7OKXEBZec/VsExxSpZHw8mzGh+0B4vH5kmp7q+zH905cgVhL7qLi0GaIPAqYc11nWK8uNojw9WQNRgC8WPibP2hRWjOKcYNDcgvsMIVQcYz8dtLMILGOHbHwhx1gUQkwlVFKg/LIDIgLDsWbxaYlirGgp+7X0U0kZ9ofQKOBjlrF47JNnLR/3LST+Km0ya8G5T5ZxrpbyZsBxtjEeC5AYCw32ExnF+/ACBMchyrsFf7BK+6gIwqLwCzi3L6DE/YyULYqMa1lksMBYokPWLuWlh7VDIjAimw9TiB29r5bAWBQZiyLjGmZRZCyKjE+jyFACY1FkfKpERgEM7GgSxlySw5geEuM/XMn3oF8+ZFFOTMO/tFf1ya/hSpQMyn4FFWws92Ic5Y8gvgji+NwpQoWXxPDMQUhHdgpWc7ZuXnbFDEso2WClyr7Nhj8vjeKlOTyjUSjRlrrU+As1kwHDPgTxEIbICQEWGSGp49y4nUUH6hGeaWCRwYY2KGKjG2LKpJhnBxKqbzjBS4K4jnsZHwLDBiMQKqMAggqGcyTGfQZlpoSPFcX9ZKfskJ4pWZFsoVu/PEA/+B3RS6/N0CtvzNJPXp+m//nNhPCj1yboJ7+dRNtl+vFrF+mlVy/St352ivaO/Iru3PkN+rs7WzDGHvniiLKjdQzHgOiJlPOx+2XpUSTZIX4WQV4qxf4YiSEIBrwf5bgXEFvcr6CcRQLuQxnPFgC0hTiSFPYJVWBffGFweF4RGvFW7NMuy8JUdDK8XyxsQAj7BuN94ruSn9BLzjAGO2xH+NxiA2pJGc+GsH9MvI0C4tANoyJ2mPLiL4BDtBTnFrBEz3rcq3UsOpSIWRQZH6/ICGKfYKmfwOBIUu30Z6VtdD0vlePvn434roHA4FkMNj4t4zxPsygyFkXGp11kBH1FBv5O1g0J4VqLQY0pMhQhTbi2f0FFRriW/al6dUbxNCKj2hIXfb4iQ2BB4REXNhy+3oOfyDDFhmQEn4sPh7HMyk9sLLzIcBP1hVdGKCyR4fhhtNqRmK5tkdHkoVnTorN6O4n33EukFpZFkXEtiYxKjhw1CiP8MAz+58EhCIJRGOnDdnZwjn5UCLGhnKO7Vd1AMmTy7AcjYsPKvt0nRn8IYwQxFhsZTL7Afh5DQkAYkCzc3D+SNH0xFiZPBsO5MSI8iwLjnushmz5x7OaSI0dFOHyuYImMfiouZwYgMBierVBigYWFMyYLBiVaRLgIg4LVFpI+qh/vJ6KGz4uFml4ydXN1G33lyZfpS/U/oH/Z/n36yo7/pq889hJ9qeFF+tKO79OXH/se6v9BX6x/ge7a8U26o+E/6Qtf4RC1jZJlMwKhEsKHOcSh4MSIH1FA5ITjeC84kR2MffZ/CbBDe4JnefoVLAggqlhYRMoGhRCuNRjjbdwXxmJFu4TkDVYooRHGl0c4zrMPXTKzFS7n/Qf0fjyDwTlKejQQGjyjxKIFwics9KjZC4wjsxwQI0shepZAXHwmcRiM0hKc21IWRrFWmZFhsSECY3G51DUpMtQMRjt9Bn3+DCzFcxaEgcQha1lkhHgGwxIZWhQsioxFkbEoMrKIjFpTZBhiwzOrEdKw4FhYkeGZIUkrMvpdsMiI1LgJgxBEUMgzg5FVZHgEx7xEhoEpMixfi6stMvzpkIA0lsgoqGy3RUb0EyMymn3QAiNhCoyrIy4WRcY1KTIGZclQqPKgCIxg1UFbZPBSpqjOCl4ggqJbfAfEGcl2SurGNv4VvltmPEQcyFKgfvUrPWCRwQSqGM4wzvRrseGIDxYiIQsJXTswp8hS2UVGnzLohT5x1lYzLezg3CmELSQkbbeaWWHBEe+T5VC81KmQl1XF1JIqazwemzNQs4+HikKlyNNwPSBhdFWfUEW/cS4cKhjHS/IUYjMtx4d+TUULrVi3l5bfsoduiLXQGp7liDXR8vJ9tDKB9vKnqKT0cZS7aFVyDxXH98PobJQIWqEqdkxvkzqLCl56xD40obhaIqaM/S6VNdsWHN3yOi+hRIASGnj/tFAISKhaXm7W6RYZIjR4BoJ9VDpltiMU46VnPPMxIOKEl8jxmDKTwcR7pJ1FBgsR9vVQ0ataJL9IXgVngx6g6xMj9JmKYfoMnoPrcX+W4Fj5iUY1ixJDf8l10rUoMj7u5VJWToxS5QSeL3kzOuh6Bu/RZ2Loz99BMCCjeqkUG75s1LJhHrgaS6UWRcaiyLiGybZcSl0HbBBNVpHBsxkWlsjQOTSupsgwo0dFqi2BkUZkmFgio0aJDK94mIvICGcQGbnOakRdAkOJDGvc3PbzDz+bnU4DYyaDBUZSiQwxzuMcZv+TJzI47H00rgVGok2JpooOXxZFxp+syFBRjmQ81/WDSg22RauU0Cio7LI/ELJeUERHj6yvV07SLDAGFFpkiMFfyV8cMMA5D4aLPg3PdvRrgTFoM1ehkV1k9CmjniMmibjokIhTocpWvN+aSgsY6tgWhJjiHBtBa+lXhTVWrxYivDQMRh/uRQCCKx9lXlUq+bId/eS43fa+koQPH8IIDOiiZBOtqGqjFbxmsayFSmDUF4vQ6ZYENUEIjmglvhyq8OVQuR/3ey9oxDitEqWJndnzK1hk4PzRFk6oELUsLgIiMPoojyM7QbQE0S/EQiTRLgQhHvKETnGOl+haEBcBnQuDxxaRkWhXwsLEEhni0G4JDTUrEmBxInQJEsY2hi9xiJAwi5lYp1oqxX4iFU0S/Wsprvn6Cs7s3ScC43q8F0uS+3Fu+3B8JTSCLDRinYsi4xoQGfkekcF+GCwyluC9zuPoaxtGqACGc/SOwxSGyAhoo9YUGYszGYsi49MuMqxZDLmOTcO4H5bIGEoRGREQFQYB/rb7iowB2bZQZBYZfSniwg+/WQ0RHbn4Y6TlCkSGD2FLZFTn6uvhn0gvJ5FR7Z7BYIEhfhimLwb+PhaJ0GjRSew+CSJDCQzTQBcBIDkwujwsiow/YZHRp8O/6bBq8uGyRIcXfImgj6h1ERdKYHBo1iIYskXiLM0CY0iIJIeMmQzr14luTZeG6z0iQEJaHIgwYT8NWTq1wDMZCUtocGhWawaDRUabIS4UARj7+SAPH/w8fBnk4VzzJE+GmpGQ2YcKhYgMA1NocD2/0r09pPeNSmbLNtxDDucGsVC+H3BmbY7IxDGyBySr9f9e10pLOcs1hMfSRLOcX7iqBcdtlqVRYREMvJypVwRCUIuHCIeXZcOf21lgoA/Dy5ZkORWESTTO/ZTQyOdcGCIkupQPBi+R0gR5HA7RyyF3Yx02HGVLzWJ0aYHBS6Z8iPXIkipFt15W1WuIDFwXCODLT5ZMJXoUuLaluMa8igNoP4DtTRLdKhjD+1a+KDI+dpGhw9UKehbjM3qp1BJ8zoJsBOllUpbDd0BHlWKBEdhyeFFkLIqMRZFhbx+WWQxLZIjQqLv2REZkgUXGlQmN7CJjLmJDjZc6bi4iY26zGm6RIUuk9DKpAu0c7YiMlmtbZMSYZoW9TKrNFhe2AFgUGZ82kdErD3q0Gg9DVZs4H/EHxVbygiUy+rXQUM7e4qsBo74IoqAoMYgPwRAeqmE8MMMweoclglMoo8jo1Ki2CAx49k2IJB3mkiMjJ58M9oVIDGlfiAERHuKPwcn6ZLZCI7MOnRAZnY7AEHqEgPifOB8SJTZUNvBwRZ/2+dA+GDba50MEjnJsZ5HBUatK8GFcji+UEtQL4h3K8BaH+T6ci5oyll+OajmHSJuaZYE4CiSUYcfGfQGurYD9RHiJVLxXxEUhDOECwCFhQzwrIQKjV0qOGMXRp1QEqh7pz07X+ZITo1uLgl4RDdbMREhmHvq0QOjT/hQ9Wkjo7XpbhB3AxXkcz1kpEIdwle1bSlt8dGuh0SaO3zIrYs+G9Ko6z4BwFC6JxMXJ/XqERZ+Ma0NkmNtUNKl2ycyez4YFjNyCzWqZlCTf23zQjipliYzAoshYFBmLIiNnkRG5BkRG2HIEn7PIwLnWDPzJigyLeYuMpI/ISHzSREaLj8hQSZ5TBcaiyPiTFhmF4m/BDzseBAgNftgj1TD4qrv1B8sb2UEtr+JlVgV2tCnOtTGIh49FBhvwHAp3SGYjXCKDjeXKHkmKF6nsMtBO4+JA3utmAR2/lYM3zgfnajpeW47gFqGk9q9Ish8FC4oe5VuhBQZn/A56REZUEtb1qpkSiTQ1ZMMRp1RdRaPiflEdRYtFRgEoikFgwIAulmVROtQuni8166BmXIK8TAlfQPnxVgkHq2Ys1JImNsijIKIN90hcwdGeigDnyuBwtSHt4M1lATu0w/AvLlP9ojJjoTOZx3skv0WURUS5Ehth7RAuTuE6epSKPGWIDmMWg0UECwvOZ1FUOqjCz5ax6OmSzOC2k3hMCw1JSqgEVkSLEAXOhc+BHb2xfwjCJcQO6VwuioyPVWTkl7bby6T4fPLKO+l6tH+mvEOWvLFhVHjHYQlby4n3gjyLsdkQGBrbSF8UGYsiY1FkiMCwREb+xiGXyHDExccoMuwQufMVGYNphYaf4MguQq4RkeEbknauIqPNJTIkK/YnQmRgLAiMwph1jpYfRocjMnTU0EWR8akSGf0qBG2ln+OT9eHqtVFhbbXIEKExoKhQsC9GRC9zsqJEKbwzFAp5XWmCD7bBws1k9IpPhWBHktKO11b4WRYEtjgYlHYOT2tFoLKER1An9QtJiN5ucSC3ZjA4IlVUQuBy3g81s1CgQ9ZK2NqEtWSrV+/XLXAejiIWGPEe5f/AWbprhmlpsk+JjEQHjFxe36iM8KAsZeKZkiEVgpbHF2HRJb/6h9ingvN7wCguLu9WIiLGMxwcupcdwAflNQsQ7hONd0lSQc4Kzs7fLDbYsI9KEr4utRSKl0rFnOhRTFCcu/tkWZVCZQbnc4joGQvOAF4sOS76RGRwW0SM9j5xAJf9Y3o5Vkwl/ZP9hC5FWbfkxAiXsWGPY5YNSbkoMq4RkcHnApZqZ++lLIDxvROF0cgiQ2X3PqhExh0eDOGxKDIWRcaiyMgsMqK+ImPQFhmhj1Rk9Ek42giTVWQMCCIyYDspsZFeZMxtSdVHIzLSjzFXkWE4e2cUGa2OwBADHuikdteeyADllsjg2Rc+fzb6OYlxl0YlXY5WeMXGJ0xkBF34i4yQD6bICAHuF6hOxU9kePEa+X59fPfx9YVIw4Isl+LoURxhalCiSfF2Rb8O49ZD7pjSvLyqT+CoUyw4GEdUaMGi82sUCL02Tnjbfpuwjj5lEtTlwvlk9Ch/CHbi1o7cysjvU3kxOEEez8QII2BY6pLTgjOAx/sNgaCWPQUr1SyHEh5qpsTqw2JDkvnpXBtR3cbb1BKtPnumhIVPVAuqYKIXBlo/LcF7sRTP31KOysVRu9g5nJMASlLAPhFDIZxnAAQTw5LvQzmSd4gDd36yQxy7C+KdEBKczb1Hi4wh6c9Cg5dVFXA7zyBwxKhkOy1JdtKSChUBSs1kdIvPBc+iBBMdIiKs5VPKqbvPjh6Vx9GpcMx8nIM4h7OvB+fqwPGLeAajTM2MRGT5E4sKjjzFIW77BQmfq4UGL6kqKMf5w2BVdErY2hAb8OXoK3kz+tXSqdjVI+RtM5ZqBbXICPjSZRvecyU4l/5W2FgJHct0CQFdmuQkMK5gJsNy+F7C0aT4eYbBVAhDObpZZfcObT6UIjJkRmOzIz7y7zi4AFwtkTHqg1dkWELDy9wFRv6chMRoRhyDH0Y4G+xp4G2BjIxm2Z4GCIBgDgRssaCWDOXByF6qydOGt7UtE4EURnzaPj7EmduHoN5uXafUN2iRUatnMmQWQGEJDbV8atARGRsckRGpTeWKREatn8hQvha5iAxHaKgIUxYLITJCGchVhFiEMKbat9smnEKPLrtsTJHhT6csS49WGwLDEBnRJEdgUjklXCIj7vg7LJTIKGCBIXAyXIVbPBww8CTa8xJrwt93PkeMG4PAiLdLkmZOfVBgoARGj0dopBELFakRqNJFp3LB/qhXietEVBgEGDzMioEUQhw6VRMSBj0Cw+mbX5O6v4kpZvxEhF9/qz2j+EgnLuYiNgyREdVYIiOiw9hGKke00BjUffpFVDhh2vpSUDMrfXo5FM8+9NjLn6I6rG3UNXOhBIaVP8MUFSYSbaqq33b+zpXsIqNDoSM8qbwYfSIilJiwkukNaZTIUMucTJHRJ8IinzOJJ/tskWFFsLJEhYlbYKj98nHP2CDj1zzDwvlCAtXD9GcwuK9HvyVJFfqW84+EYLBz4jo11hCMcvzhjQ3BQB8Up24WFcGKNhj5bZSX5EztnZKhm2cpojDeOZxtiPsmFCE+H4k+1SEJ9lwiI6GiRPGsQjCuRINyClezHMoh3C0wluLLYik+4HnSjxP2tStfC5nR0EuvRGCo/SV/BliK88gD+YlePbaaPRGBouE6O3mzkR8oR18IjHwWObFuwSsOAp4yXZuzjX0+uuzSrLvaRAToMeRctKAA+eW6NARGvqc08dvm3wajHVilCbexcZ9niwyn7mozBEi+JSb8EAHRkQPsjwHWt6sQtiIyVG4MnsUIweApgKFccAfnxBiFwDhIoTsYCA3hoJ69gNEKgrJ8yhIJo4ZgGPVpy7TNqIvRP7pwiKgY8ZRpsMSG1P1ERzYOSgSubOLBzYinNLAN/mFDaKg6l6niYthTzqXNvS3IPgW2kBj2lCMp2wKmgb1pSP+qP2T/us+/7Cu/Bas0hcWQp8zeZoWJDdpG/pCEjDW3+bWZ2xh1jv4EPAQ3+hPSpTUmR5UKbhiEyBiUz5SdgI+XGsnshUPYFhkqEV/QSMoX8iToi2QgmhHTHyN1JiM3LIGh9g3pMXIhUmOKChOVayNYo8RBUMNtAWnr06Kh1xAPfbr0a+OZWAXXAzWdWmh0aVC32mpYXHQKIV1mpkOIVENQmFQBS2QkWwGEQIVGBIF2qOZSXl85UQiMSEWTRLa0iEJQuEjsS20DYfS1iMQ5+W8zwJgQGAUsMBheDq59MRyfDL/ZjMziIhsRn7awIQz4R9SF4jr+YAVM8ADbQAUHLOFhCxB/kRDUsxYsLLykjJF1LN2eob/fPl7BEvQRDnMWGR6xUWDPXOiZDIgrh9yWbsnyrcoBZ0aiyoxzzfX+rAR8YJFhR5yaByk+GfYyJ4te21cj4sqh4aXPhQgFPWbQEhiG30fY098k5N230g0Ljjyce16VhnNusNDgKD2S00It91IO3ByOVvVR/fBlaKJzX4TYxyLRq/frM+jV4+m+SRYKPBvRoxLmGUieC93OYiCVHifhXsLx6wjZ9AqWz4f/OO7jSnZxDS/BkvC8Nj2u12z052sBYdYzteWbdQmvC0MZBDRcD3rb+Fd61xjsh6BEgbf0a8sz6zH//gFvGztQQ2TlAau06+UAxv1SLTTyJLqTlavC29alyTZL0eE4dmcCgiK4vk0IMDyzgXPi0NRhGEYRGOLhLaNC0AIiQMQGtoU2j0oZQJtixFP6teXSXwmWuRvpGWYCbreExbCnzCA00s14LMDMhJcQhEXo9mGfUtWDMPgVQ1IqATDkKtW2IVc/p7TqIz5t3tLdFoJRHYY4UAx5ytS2oGGEBzYNasN80DHSNw5qQ9wpmZAY6d7Sqg/7tOmSw8NuGNQM+ZR+bUZ/ffx8nGP+bT7IuWdBrmVQn89AKp5ke5mQBHcgyNTh70pdr4uQudzJyxzzZriiS+WM2o99OYK1DqFsZBgzrDOHBxj+QVlsPauuyiCLEKHfp/S01bCw6NLgO7GuQ8pgTQfo1HC9S8qQhuvhnIEBrAlXt8EOaoXd0go7jOFQ9c2KJESFJlph0bIgiMBIejlgsB/2zD78DXYTruD2RgMWKhgv3qYjZjp4RQbPbFh4t3mdwyMe/Nr8UT+w2iyoyICSD9T2a3S9RpNmNsNl5BszGmo2I43IyDCOKRgyzWRkExkZl2HNddlUVpGhmYOwcIuMfo/IMMkuMoJpWHiR4cVyCJ8jGUTGXPcNGoIj4CHfEBkOvXaUKGu7okc5qle4CbpEhhslMpy++YmeFGM/kHC3ZyMYdwh5COqcGZn2d47b7eASGBpDQFw5XZpOjaoH7bYuA2M/QwwsFKlj6hkLCAqn7HDaDTFh4d+mRcaCzGSoqFJBhnNkrGunPJ7ZEGfvQQrDGGUxEdwCY9+DmsUYdZDZh4XEmslYwFkM9leAqEhlNEc4+WC6pVSpsxhzOa+APXuRAdfswpUw9zHUDEXuSEQl69d8n1mAwMb5MJzSZguODVeIzGIsoMjQsxZewjkSgn0SkpUc/ENrnwu/2Y2wid/sRY2BZ5tawtQ3Z0KaYK1DyCLTTEaa2RFnJoMFhRYbZt0WGDlS0+MWGZqgB57FkBkNg3BaOpxSZjPaZTYjUsW0wWZpUyIjybTITIZFgWahxIUjMpo9sMho9IiM/YbA4Lo1i9HkwRIZ7eI7quhUPhl2dClePtWl6bTbHJQPh5qN6JQZClkqrutKZLjb/MtOnf9L5wETgYD7K+H+zdKvzbut3dV2HUfk4alEKQVLNJjgg1g5KPWw7Y9g+SQM2UuGwlWDPvumJ1zlMdg9LMQYJpbIkCVfGWZCgtXO2DausfplydOVoBy1eyXsathatrRQzFtk+AmNaxQ9A+KF81vMmXivhLCdDyp0rIly5DYRx/JYesI+RIz8GKnHyA3lD+EmtOB0abp9Sg9lhuN3qXb2Lu1xHL8XnE6j7LTbHZGA+nr9en23LrtU3UN+qR9drtmOXLCWhy2B0FjCy9lqWGAcpLDlc7EF3HkYHFJsSe97kbdlgdl8aAE5KCzVgmGpJs8uD6E8ZJeqfhjlYbtcejvqtz+fA2qfXM8r//aDOQmTdH4YV5P5+G8oJ+7hq8sC+1hYTuo5Oad7HNVdDuEbIM7rhm3/i/lg+qTKD611bmT5lbUEy4uPaBHfDwvX0iy2tZS9FZonYT+qLZ+NVNifo6AqlWhVv2Qaj1Sn+pHOh7CswuhxEc5hv6gv3TqsbafOM9bpoiDZoaiwQtdamb2VP0axpki3qWVOC4csnbJDzjYbmP4a1jIprjcpZHmUJg6Bgv1VUmGAa4nadKiwvEnrWo1rlnq78dq4FwmrNOtGKaFxrba2lP6cf4xzgEmZaNW0+JR+ben6t9J10aohvHGDLiKV6SlIWgx5GNQO0bkb/TIzYEVbkjGd19F5jZEGP5GRhRS/Dtdx+7STd68WDb1zhwVGpRU5SjtiV3jwa7MzhPtvi1yhQJnXLEXOLNz4YcNh3OXHEe+zw9HmCue/yExf+m0c/laHjFV0a3HQ6SIyB6LiwK3C1kpkKdf4uROW6FIfNz1uYJyHXPQY9a55kuu+uh+ERDCFblWu6zaAAFrfA5HRA0GRie4Up/G0QGDkscjAe7uE/YJgJIXveJ5CW54XQZHHQGRY5G/ReCJB5d2h+i5dAPI0ytg/nJW8HPooDhlk6/s8eEFxu0PeXMAYeZsPZ8dwFLfyjzjCQ2FFjsqZufbPQP4cyTMM9oUiRQRsXEBkTJz3xoNC/hwIMBscgiBUB6FROzxvgjVDNoFaZtCGhQU7kVv4iZRwjZsIiBpEalL7KLHhQzWEi0mNUw9LhCl/oiaGLVcACn0ZAL2gRygQumErzZUeIWrZQpUaDnZTmRuFSQ+ci0zG5uTF3TqJsQZGtjhHgyIYxkUJDu7SRsVxxbKYQ0mM21RiPsmmvQACQ5L8xfxo0TRTEQRFUcwEbRxFqrzFIWaJFBYYMMYr2myUiLCERLsHvzZ2GMd9qFD3wo1fmw/xNhXhyi6NbOlzxr3vdQXyIA5QgX4gReVWpmJHV3KJAksYKJFRYPfv9yndba5wrlbd03bFYySdNnsGwhYb/Z7S3eb079dipl/fg3794ejV9HlKq96TsU3ltHCiRwkiFPo0/U6bvS2HtmS/M17S29afuU38KXq1P4RV9uXY1pum7eqMYYmKgkSvikqlSw5L69DjKf3aOIpUj+TFKEgps7dFddhahQ43W96VKhzYmVucsrl0hERBrEOHne3UdBlllw5La9HjKf3aVDJBOZ8ypkuXZt1b5trW5VPPRHcKkVKmKwOdPqVfW7r+mccIr2c607OuyybEQmO9Q0ALjtSZji5jBqTTeG22qdkT5WDeJUv3OORyeNNBERlBERkwgMHSO2GUp4gMnr047BYZwmFasuWgWzhYbSjNdm7L87SJyECbtLtmFVJnGjJty63NER88A2HPXnBdz0qw2Mi7/RsekaHaVJmtjUXEIaN+2NN2yC0wpD7qaTuoZzIO+oiAg3rWwa8tXf9cxhh1jWELCAlne1BHsjLEhdXGpSEIlsqsw6iEsXWJBmkbhlFvtG90+rvHGHGN4QiEUT2jMeoKfWu2Bey2Ed02bL922jQiFA7NiSAI1ZlAZNRCqEMsWJm954orhL8ZZbPGXH41pGcthvSMhCUoBrWYGLRFRQHqBdW6zSpT+g0aQsRpSxUQA67SWnkSMUpvPyUwBgS3fWfaef2GyHDERmEll5Z4UELCais02rwio0AC3vRK1EexkSQBsWUr9Rm2UL9tDxWKwFAJilVpCY0eLSo6tcjo1AKjS0K8Fld0waCGwIi32+KiBPUSGLfLYu1uoaEzfxfFdSjbK6QY4qBEaBURU2K/bs5IMYRFcXmzBuejhQaHrS0wYLEwX4qZhIUjvHKBRYa/eLpyrrMiF0SspC9iaLuJ2MZ9drivynrtLZ26EglmSFe/UtUXYoyonavCetj7daQna9mTufyp38htoZV2Zb9++M3Sqg/4tHn7pfYvYFhM2CFqrUhSvU690qfNt3TqKhkfPsQVvTK+u/Rrc7YpcQMDlZPfJXo0vWnKK2m7imPEOXeGyp/hX15Jm8+2WLexzKnbp7TqPa62iCVM7GzeXYZYsaJLedu8ZeY2DmEbKes0Sl0v92nzLTO08RhCh4dOB3s/Azb0YWiHpfTC7R0+pa6X+bRl6u/b1kmh9R0GnTkh4kTEB96/dZ1zQ/bXvhjrOyQBHy9xKNx0SCJKha1IUXdaswoHpeTXgS1WboyDLuwlU+nYkmGbB3ssWcaU3V8ify5+FSYyQ3DIp7SwBIEjEPJRz/ct/dpMAeEVEk6Zk4P7PJcuLRibcuA2K4RtbmFq50JqFCp3OFmrDM6xTTmUj1BowygEwqgSCZpwjkSY2lEhzCXEuuS+qMlAhu0S3tZaYqSXIIUkTKx6HRUGPeWAEhNGWQgjvwhjKAbtsoCXLPn0929TpRO+tt8uVYQp5ahunaNaQmWFtVX1FJuuOrWNxysQ8Le/uk/T67RJNMxeJRbMbZaYsKNo9umyl8yw/VFXmdqmhIYWKHbdKq28GB12WVgJkh36F/sOlXRPL4kyYVHhBgIg3gQaYexfCU1CcUwJjVSwLZ4GvR/PZjjomQ827nlGJq6R2ZlOofhK4XD88Y7ciOGeQqBdDa5zHjz9EFf3GQa9Q+4+D/2++6eOl5ms++cwhjl1F/VM0TkhZf3rZv9C15SeJRgGrgiVjK9fCwz2y+hNpdKnLQNW0j5HZMyVHi0yPrlEEt2GELj6hONefwpLWPRkxlrWFMu27Klb0zUnwmzIlqUh07ZcKbdoBx2adqPdf78QhEKotCPNcqZOvS0NZRm2zYGgRHlqF6M/CAGQDbfI6JqnyFDHlBwZ/OxsGKaizYclJ0Zws3bA1n4YLBDytxy0RQY7fgc3O1w9kZGbeLgykZGJwylYgiKQE7hfIiIyk1MEqttGPl6hMQeREfiIRIY3FO18cETGyJWLjBolMGR5Uq1j/PtSm36blbNCMPJQWLko0u1nCYVCC1tguLFERmFNaunXJuNqERA1ynC1joCVBiU6csPJ0dFniBlH0EQtv42qfrfYkR9h+1N+oA1rH4xc/DAsXwxHZJh0e0SGmXTPk3jPR2SIT0bcpEUM/ZL4AUMwHPAp/drM/kpkyNIne2mUAS+Ryobs22yM0aaFBYsBD4kuCIUrg8dIGTcNhYwIDQt+3bUgSHQpE3F8svNkOPg6SHt9GTjqU02/G5+xAnYINANvpKQ0+/mOkSnakjUbk4awUXr7uTN1K3GhlmA5PimFKb4pTlthprYKfClyQjgIjlClf6SkuRDUeTci9tIrPVNilCZ+bVF7KRLnwnCTqS2ape1qjBGWLOR+WNGhPhrYYHTTI/kwUoilEvQhlELPvLNt+2a8ji00nQYdWfurCE/pIkV1XnV4FoFD2CpSI0qlRJgqtcSG8uVQ/hxKPASNmQ6/NkG3ichgccNBAKqtzN7PU0TPUoiDtzh8H9YiQ89ipJnJCBjiYMHIObzsPMLQZs38fZDmnoDPPyFfNnKbyZhnEr2PgU+e47d22PYhXOdhw2hqm/bBCNdYDNk5L9j4D3sT6VltNe52u78hKrzGuMqRkUG8GGLDFh0ecWH2M0u/Nmdbvz17YZV8PhL905t2oK7fiBCaG2o2xJrF8V+a5ZTuNu/ycmWvqfwaTNCPajfpkwCqvBpmfgyhqp3Cle0qolRSEZHcGJoKhwIXaqlUkT2joAz+EvGdaNQzE9aMg2qT5U2u/qqtSGcPF/8OC9tfo5k4h4Y/zQpzP/YTEYdriKlEN8Z1w21F3O6B29S2HheFsHv4R+KCpEPUwpVnwx9JTAxR4mCt1rhyrgvUDRqRFHR0hUy5LQT/TN52+Npag6xjZciTYTHHfb3MOTO4EbXK5Y9i+6UMZqcy8/ZoUgmMcFJ9SP3yXswVMxnfXLJ+O47n6fNVXGuYoW1NghW9Hylm2Nq0+Swk30V2gjo3hpvUsLa54JeN28514Rfedt50Ss4MRadus16n9udcFx8NnTo/RqerfSlEhj9dqViJAnU0qqAWHAGz1DMjAT07YpUpbaWcF6NNwkBHYExFYMRGOLM3J9rbctgWGK6oUlusmYxDrpkM72zGwokMK59FZgI59Mm/fcQVMtYvjGxqRKdMwiC7eMgWMSpgkFvG749fQOQmMq6ywLgK0aXUrIYVFnfYKTeoJH5hlAIESXgj1522EDtg1zl+EiEtMFKS3pnUpd+mwsCqvBKp+SbcfSPe3Bc1bgoMvNv8cSfu826XvBbVTo6MQN3CEJTr0QkFXbM5A64EgA5OG8+oWCtKVEh9lcgvwLkyartSkdwYc8EKX9vuUA1hUcW5MUBlq2DnyDDFhgcWGYU6+7dJkafM3qbG8Y1UJeFtORcHBEUFJ+g74CTqk7ZmT18rEpMKXctGfQGIagp8ytQ2zpmhKNSlCAt2wufEzgacmDiS7MpIuILpdGCRsUDomYw+PeWmYkWnzDLYMxnOjIY3jKwTFtY9k+E/Vipp80HMYT+vL4kvvE8OmDMbjtN5v8ffY/7Yy8IqrQ/rlRPWoXEjekZjLsiSq4pPGD7nzIn0Pko427aXgCSqyx073O0cQtymhrztNpZqaezwsoqrM5vR4TOTYbV1+WfctmczOq/iDAbnxWh358ew82R0CM6MRfpZDQk7y7MfEAn5gLOohzjZ3/pWlUyvtBW0oE+blFIva8V9blOgnl/WgjrgbKpsgMAwjMAID3PyPU62dyeM6Dt5edSoTeBOlYwvdIdGkvE5BCUpnyL/jtR6/pYM23zahM1DEAiDKAcx/qDUg/q1Sbo2V//bUb99COWQXSqGhaBZauHC+SkCm0dcpRj8m1Vei4CHoAgZ3d8YL98Y3yToQ8inlDonxbMT5Tmkawtk2Jauv7d9PmNIaSffc/Dmmgj6tFn9gj7tQU99oQlthM2wsV8zkFKGUSoGpQxtYPp0yfTqLN1oq7MEQU8W8DeiLhVvvyAM42BtN+qgrgd9DGqZbikjHqI+RNA3Iv0V3n0idRqf8SLWsWo4S7ZFV3asc89AGNcYQd8oDPqoLiPVDNolu3aXvDa3u/t16n6qzpm7g3idjVBVLrCggHioZtooCrgermqBuGimULIZdk6L5Maw8mNYsxZmTgt+XeAzw+AOOzs3omlpFIERTaiM3yw0+HWBtOkwtuhXyFnJIX44KzmLDk7IxzklOIytlAZRz+uUNhFSbTaypKxSZ0E3Mfr4EWEqWnVui1b7fDiHh4UKbTs/rotW48OABypaDdUjdV4z1y1IjGJbEfUYZa8NO+twZACJmGQ7/3Sn4B4rPYU6akEufU0K9L5+2IpOn0tY0t1nhvvY5+49XlVXSuxmX/DBK8hGVVfa854Pud47fzULBZs01Czqapu39GvrTNOWrv/8x4jqpDSFGjXlqIl34APx0RGJtXvAhzKGL44MRNJR7hC1wZcnjNWCsgxgu6yjhFFtUsDoPlEQsSg36vOl3KLVgM+3TV9Dq32cMAxtodQCbaXtut6uX7dmp8y/PeLd3zpeWbNR99u/zTh2mw/tFOLZh3IWEo0QD434wkVffAHnrdsP4dCM9v1CKNZk14PlByiEPyphwPX8sv1SL6xup+KNvVR8+wAVbh6gAhC9AwbVFhhXIGjAryN3qO0Fm/spytyuiDB4HdaE7tD1O5y6WYbu6EO9z1WGNmt0m3A7jK7bexaIbiFklreh/TYYdXwcq7y9LwO4BtwrKW/DdejSrKuyT8azcI1/W2qdiWiintJV34S+m1Rp1s22TFNaRmkAAH//SURBVNu4Hl2AMbL371FshJG8kUvcbxAWrDanNPHbxvWI0Ra5KuDvzaYO0KnBdynKiF2CjfiO3ajK8AamXYigHtmIeh3a6lDWMh1ZidThb7JBxBfui89+Hb67MHZ0Qyrc7t7WIWVBnQ+13LdNk2Y8a0yfbdbxojinghoAg7sQBnehq/Rpq/FQbSBtLVRU3URFNY0oG1UpdW474Gorrmmi4lqndPY5IP0LQUE1DG2IAEWrT6nqBZXZgDFfiTErDwAcowrH5XOqwjGSyoAvAIWoF1UwjUJxBc6NSxj0RTDwGaseTex3UVDBHEjD/vRg30Kgxt/vEOdyH9gL9qDPbimLK/YJvK0whjr6liQbaVmSz/WAjFWQxDlV7oVNs1eVZt1sy7QN9QJQlMSxKnEuydwpxD6FFQzGYBKKwjizTygykes0r31fVq5bhjdvGd5IRZNNCd7gZXjD+YYouN6oSzcr8Ed3ORQa10sqmxRSbwROm3uMJg+qbbkm9ZiZ2tQ+KypwLnjQVNmk0P35fIpxDkVMFRQlrrdQyiYPahv34b7Fcu76WuzrOwDwwFTuy8jy6gPZ4fuebEw9b79rsetmm7PNvi/We5By3hb6Q4n+xUmrbNQf2P26PCBtJckm9xjJptT32O99d7WZYzRewRhqG1/ncr5mfImsiKMeY/br8oCwrJzZ71Na9X05tvmPUVLG7NXlPqFY2EMl5bupOLabSmLPCcWeMh3LyhUl5VZ9N9irwNjLcKxlZXt1uc+/rRTnIuy1y+L1zB6pLytV561Kdd7LpHTaltlt+5z+xnU6bThG+R5hmVXqNnkt94fPA1+4pXvkfIr5fPS5Sdv6ffq1Qurr96XvX2r2TzfGHnXMMtzLMnVsuy1df2nbp8dkcI3rD0g9cuvTEGrP4At3N4TbsxRctwvi6Wm8fg5C5CkKrd9FBbFnpC1S9qSU0XLmSWzfJRRXPEcr6w7Q6k0ttOq2VlqhWba5lUqYO1qpyIBf87blt6t+y7GfxbLbWqiEuT03ipnbmnNjU5OG6426NNv8Sr/+XD/godHoryjayDSmwdqOMTe2aJr1Mbw05UzJxhzYgL51OAe8Zx8lxTnRqHG3F9Uy+z8RFNbCWKzbIxQapUkRKN6wV1HH7LGRbbUW2IbxsrFsw4EUSur2p2EvLUe5bINieR3336dLvJa2/Xbbcil1u+6/PKV/+jGW1VpjqXbzmLKtbh+twDWsqtlHq2v20urq/aqU1xqrrdpsU/1XVWHf6r0Ge9D+LK2ufWbOrGJqnrZZUfMMrajeDfaAvWCfru/Try326PPg0jkPb9vKqudgt2HMiqeFlagzy1FflniKlgNpq3iWVibcrAarDLhtWfxpKkkYVDxDyzLg6mvA4yyP47zASrAq/hTqOBcpd4EnUH8CfZ7AeTyJ8wMoV8SelH6rMMYqjM/nyPuvwHWsqHwK9vaTV8wKphIkd+HeKKResSt9G5dgecUTKJ+Qcnn8cQ3Xd8l1rYztsuvyOrEL1446ypVGO7Pcp/91NyYfpxsrH6M1SeZxNwlsEx5TZcVj0pYCBlqTeMLpX/GYu+T9fdqcMR7zlE7dNUbisZTxzf5rUa61S1W3trmP/TjdgPoNFWbpbjPPO/Ucd4IdWbkx3gDq0xOrlz5qTPP8vdfivqZM1+mUfm2p9/vGuMVOV3lDbCfYQTeUZ6MhxzZm5wKMoViD81sbwz0wS4y/hrdJadYzte1I05alfxnuUxne37IdunTqa8r1e2uwBtygy3SsLVesKXfqa3Ef1uJ4a8uYnZ7Sqa8pZRpsblyP465HWapLeV1Pq2/dTqvXbdOlRrfdcKvxWtdvyNSf29dvVei63call5Txt7nLtG2Z+9/gN4acx6MZzoPLbbTqFnArzldK6zWDPrfUqzpfT+mjtOLWh2j5LQ/RTQncy/KttHLdQ9j2sJQr1z1AN5Q9itcPgoc0D0o7syb2KH2ueif9+YZd9Ocbn6I/36T47G2Km8FNtzvcrNs/v0mz8Umbz4HPbsqdm3Nl4y7whMHjGdoe97Tv8vRHfdMT2UHfm7BPJtSYT2tyvZ70x/wsxvss38MM8DFv2oBzq/touflKqH2cbrrmeQzgO6sW31d1btZ6WFOL762aemGN5sbq7bQG3KDLtdX1moasrKnC/pUWGCNpss1N5Tb0UaypwrHQ/8aqbao0tsl27L8muc0f9Jf9NenGuBF9ZZvR1+6XVPB4ayu20c1MQpcm0rYV30/bwFbYBVvxNz4dj9Kaioezk3yE1hqsSfr3uzHxCN2AMdNxY9xiq1F3swasBTfjOj+H67+54lFcx8N0U8UjUq6N41jxh3Bdug19vXwW37M3a7jObfzdmws3lj+SlbVMDMdGeTO4CfWbYzin8geFm8ofwPb76XMJ/J2Ioc6vuT32MH0e9/2zeG8+Dz4n7xHGjD1IN8Qzszr+AK2OZWdtQt+buCbhKeN8D9GHz9co1+Ac1uAc7bIMf6/KuI7+4KYyd+nbVpbadpNuu672gWZi6u5vpg1e7msBrQ73t9LG+zzcy7RLyX3q7m+h2vut/awxTJr1NvV6o9Csx2vWrxVzG6PFdwxr/PRjNMs5O7Sqe2GMvYm5t5luwzUym+7VbdnAPtnYCDZgvA2uUtfva0ptS+nn3rYR5UY9rlM327zbvDSp8usauy3dGE1p2nI9Zrr+mY+5CefmBv3vwfZ7mgwa9XU0Oddj1822TNu43pJljCZhA45fh+NuQFs2Uo/tXItZN6/Pv0x37VZbI224G+d0d6OGz9Ms/dqa0rQ1utuEAy42utoa1XsgNOeA+7z9rsX3PfZt4/fePH7qufB11H2tker4unQprwXe1qy23Y1ruXsf7vN+cADte6j2q7tRKh567hD1/9er9MLLr9PzP3oNpQO/PvzSa/SNH79O//HKG+BN+sZP36QXUD4PDv/sTToEDv78TRr9uSoZbuNtz7/icPinDodeURzW/Q6/4uFn7vrzP0stvW1qzN/lQG79Dv8sB6Sfc61m6eKVtzQZrtNsy3hcn/F9yO1eLCyHf7owHPoJyp8s3HgLyxu41jfo4M/eoFEDbvNy8JXfCoe4/OlvafQn4Me/peEfq/LgT7gd/X6iOPQTp+5tO4T9TWRfPZ7idRp9GW0y7uvY77dZcfr59X8d1/pbF85++jhZjnUQ52T1OwSeF173lCY45suKQy+/rvZ/ma/LzUFr23zwGW/kR4ph5qVURnJg9H8wNvMjvBdg6Iev08D3wfdep37hNer7LvO64r9ep17Q9x1FP+r93/HwX6lY/U16v50bfVx+R2HV+77zGkrmVdRfxTn9Wv4e9Hz7N0If6oPff41Gf/BbGvkheBFIHdf936/R8AIxIryu+GG68jUXw8wP0vG6MPKiU4542kZ/oNpGrPoPndJqv+7unY1kcY+XHU309R3NmWlgWqS8B6/v3tmkx2rS4zQpZCym0VNa9WZVNjht9hh2v8xj3It977VLjdF2X0MjaBLubdD97NLdZvW7HzxQzzTSg9tRbm+m++tbQGtOPNCQnvvBfXLvcP4NjUZp3QeftpR+7m334lzvw7neLzR5ShO/bZ42vna8rw+4ShO/bbn0n/8Y96Ptftf75bxnX69nDmhU3X7/refBrpttmbZxvTm1LeUZUu/BPUKLzdczcK9FfQZwvd7r9Lt23+v06S/P9Q7n+XZo9JTp2pqcMXLkfpzP/biH9+9oyUKz0dcqDXb6bWvS+za5+6XDOJf75N42+VPfLPf/Pv1Z+PrWvXTf9v30EMa4d9teehDX9UDDAdrxbBf9xw9+SScvE52fdrgwo+D6uSnFhWmFtIGz2H4GnAanZolOzqqSOa23cZ+z6HtGc9rDGaOft56tzbvNO3ZaZubGGaM8k6Yt63lb12vchzOeNntbmmOeneN5f+To8z+bCzMePNvPpOt3BXifmyvBeuZNzmRB9sHn6OQE0fEJVfJri5PgtC7NNnOb3X9ylk6Ak1xOaMYVJ8dJMZGZU7kyqTH318ewj+l3jHGzH8hwLrztxKRGv+Z7dByvj+HajvpwbILmx3gqR8ZmhA/9uOxwJBOXZujopWk6qsd678IUvXNmgv5wGpxSvI2b8TYujnnr+LjN78HbwoQurfoEvSNMajDOsVTePpobvz9mHXeM3jo2Rm8es8rLwlvHLtGbxy+ifol+d1SVfN7v4Uv/yMVZ+uDiDH1wXvHhhVn6EOURYdYoZ3Nsc/blcd4/x0zT+1wXpj1latt76K+YMUo37591l642Hz7wvL7ugR276IEdT2h2uXiwYRc9lMKTKTxc/xQ9VP+k9PeOkXmsVB6uV5hj5bLfQ/XOvn48sn0XPQq26vIR3WaXJvVO363bdtE2zfatiq3bngLPXDGPgke2P53xvOeKeZ2ZeTKHPgvNwhzz0Xr1HvH1ms/Ag/zc1D/hQp5Pfq6kNOtmW6Zt/m3q2U/z+ah/BsdWPJQDD29Pz0P82crlc7Pjyezg3OR5b9DP/ZXQ8EQadhmlxZM+POUpF5psx+d7kYmnFHhmt/E5bnucHn70MXn+6nc+TfU7nsbn9wkaHH6B3n3vQ5qGETQJo24ShtDUzKzNJDZMaLjObdOziilCm2bCA7dNWcw6TM7O0ITBpLcvOePa9VmHqVn3a28bbI+swG7Jgjn+DMafkdJkythuMuHTd0LuJcadVfdXyjTXknpN5jGtOl/nR0OuxzLPOye873mu/a6AyQXE73m3nx0L+/7wMzBD49MzNIYP2eWJabo0MSXlZbwem+T6lLSN6fKyB9lm76u4OI52wOXFsUm6JKB+eTorl5ixeeIZ68Jlfcyx9Me7gG3nwbnx9JydSM9pXKObaToDQ36hOI1rOH150mDC5hRzSXH64nh2Lo/LfsfPX6QjZ87RB6fP0oenNCfP0AcnzwrvHz+tOWNw1lX/4Bj2OXaOjmg+lNc+HEXfo2cyc+QMvYfy3WOnwSl69+gpeufYSZQn6Z2jJzTH0XaM3jlyXF6/d+IUHT1znk7ius7gvvA94PrJC7gf5/H6LO4Vc2ZKlWenNHNoQ8njnADHz07QsXPMZJoylzYDGdOppwAReOys5ox/ed3WHTto684GsCOFbTv8eMzF9obHqL6By514vZO2MjmPlcr2BsW2HXPbl/epz0ADU7+DdtSrsqEhC7qvxc7tDju2P4btjws7tquywSrNOvczqK/Xpact03nPFe81pJRS30k7mB2qbBDS96/3lOna5tr/SsaoN56Tawv+DDwubGvIjfo0bJftO3N7/nHcXKi37t+V0lDvj72tQerbfdmp4fpjafosADiP7fUNOfZ/LC07dz5Ojz32hLq27Q30xBNP0qOPbJX2n73yc5qFITQLQxiFYmbWDW+HoUQ0wxvBNF47zFAqs4LaZ9bb32DW6uvp42rTY2XHrKWWTl2uREqz7rRZo0xnMFnTnHc67LFnPWfjh3Ff0h57Rv6ZpYnftoXon2mMTwILda+cf+aTR/Yr+YfPyswMM0XT09M0NTVJkxPjNDHOjEkpryfG5PX4uLv0tk1NjoMJmkTJTFgl7w8mJ8bscSfGxmk8A7x9YnwC+024S4PxDG3j48Z44+P2Nu9xxsbd9cvg0riqX9KvpW3CzUWNWU9hfFLE1cIwgfEw5tiYcGHsssNlh4uXLmXl/MWLdOb8eTpx5jQdO3mSjp44QcdPMifpONc1x04cp2PHUcLQtzh67AQdPerluANv9wPbjmTjyDEIjWP0vosj9N6RDxUfcvkBeF9efwixcezUSTp97hydwzWdu3SRzl64RGcu8PVdorPnL9P582PChXNuzntK1za//mg7h/HOZuGMh1z7Cecu4VrcnDp7MSvXPbptKz267VHaun0r2OZm2zbalsJ2UO/LVmF76jhpx0oP95/Tvlu30fYM8HbfsdORYWx+vXWb02erHxhj+/btMFLq01LPJffJcu5zwTy3ebHduLYs5z9X6hdoDGYuz9KcnrWPigU8P/UZzs5WUG/cw4VhmwerbbvzfPtS7ykXGv78bdVlLv0b0vIIBMUjj+I+A6vOAuO733uRjuOP3NT0DAwWwxCGqJiZdQxyC/nPIzJYKMCEcjFtC41UkeHtbwsTj/gw23IVGfzPNMO9pVXna5nWomLGqE/bQiMXkeE2+LPjFTCZyHbcabnWaX3NZunXNpOmLZf+szmO8XGLh1yfj4W6V+p5IpvZLOAjBqExI2IjtcRnQWPWXcxMQ1BM4nOaHtk+MWEjQiATE1o06HJB0ALCZsLzOh0TbiyxcXkiVYAIEFOXGQiCsQWBz31SSi+XL48rLuF4F7Nz/txFOn36LJ04cQrfrycFrnuRbcdQHjvtcPSUzbEjJyEMTgBHKKQTGVkFBvgQouLDI1ye0Fhtig8+PAqOQIh8CI5CCJ2i02cgMM5fNLgkYkBxybPNn/MMxEk6LnCJPmfPns/KGZyPSbp+p8+eBWfScgoCMFeuSzUSlHHAv0Q21DfQjpzYqWcIsE9DenIbS+Eaaw77MTs1O4zSGkt+Yd2RnXTn34B709CAe8Ts2JaZBhg5Gahv0PcchlA9xFmDB27bkabN299qU8IGQjAL8itvLiygyFhQcJ31MFAbFoCFM7i3y/vJz0cD3v+M4L3fkZXtaqyG+oyfK36mczW+5fldMHi8bR62G6Wifrsf9Z5yoeHP1VZdWmTqX++DIzS2bef7vBPv3WNSf+jhR+m3b7yBP/ATNDkFs2mGhQVp/EUG/yo76zOTMe0jMCyRIXhExrRP34URGY6YmNHmuLdtOieRMWv0NqWKn2zJXWSo8dMbts62af3/KZoRVH3Wdc+uLZGR6zGt6zOfAfOfJTyzj/HRnre7v/V0mM9MKvxZmuYlh1NKxI9PTAoTE1MQBNM2E5NTNDE1mZ0sIkORo8iYGF84YWGQIiom5ig2NJcnDCAmLnm4PH4ZAuMSRMAVcpm5DMZoHEJi7PKEw6Vx4bKNIyTGLqDUjHnK82cv0KmTp+nEcRYQJ+kkypMw2Lk8oeHXUj+mUGIDouPoSSUyIDCOf3iSjh5RAuLDYxAKAsSBJSyOozyuyiPHjH6u/k7bEXtGRM+QiIg5lpaTuIZz5y7YIoDr586xaLiMtssQCBAG58/lwHk6dyED2H6e+5xDyZzNBETPGYOzDma/cxAZZ8+epjPpOKPgPtnwERmW0NjuMhQy8/+zdydsjlz1/bf9yvJ/Yc+F2cy+Y8CAAw5Lwg5hCRhCAoTVEJNAgGAgOGxh38HGeGb66W/NnHZ1uSSVpF+ppO779nWu6VZ3SyWpZ3w+OlWl25Pv9nOrxvTruzM52fHnXjTy8aVteeGEsWL7Lz1OL9wwXnDPhPHUJOiFz3/6x/0/p1yW8fwXbB6bnquMKdez1Bj+rh7H2OZ3Yzg5Hx/T7+PY3+PVf7fL7++68fwFxt7bcCc8uqBtkfeiLnBf8tKXnn3oQx8+++Uvf3k+Cbp58Qrqxe5St9oOH4OJ063bu071Lx3b6Wf437qdhKr/u3n29N2fVl226muX79mNOx/3Y+LG2m0Y/68fME/d9/6fT7/sqdu8eec213//+GXb3WbNdWz6/lWBdfPOd1Zud/397If45b8bF+POZVmtePI84v/65JO3Y+LOisNfL1Ye7oxJATFt9Fc0+mHRf+W+v5JRO+4EzEg4bFxZ+cv4zz1+HhVPG939eKwbf7kzHt9lPPbYRWRsGo+djz//6c9nf/7zeeDkzz/eHo9l5LK8Kn8+Ef/NrxMYv7w8fvmri49/df5xf/wyKx1dfPzydmh0sfHLs5//tO0u9fNu16Wfno+fXfx5Hg2/+EX3ZzfufHz7stvf0407P5vryPjpT392Z/z8TnD87OJrT339p+eB8auz3/zmt93E/49/TGgkLv545+Pz+/mH258nEC6P368Yl78vUfGHP94Zf+iN328al8Pi0vj9cCQ0frv3WBEZhmEY133cie3eStDLXvays7e//e1nP/nJT7r/oT95PvnJyCrFrsZexZ36/dU27bZya8L3Tbu2ebbt6QnXz5RdrmO/scRtnsR292LirP/5RYif3YmMG0/tEnXn79rlyLgdA38dxEfV6IfGMDL6u1ZVj6lB0cY+Pzt2/+YYj53HyMX485+74PjTn/7UfZyRCfhvf/vb7sWbX5xP9tvI51NHdl/txnkw/PzOuB0C5+PnP+sCYtX4eW/cvuz2z/20/fzPbgdEGz/rXd7/ev7M/fjd737XTdYz+c99y33NaMHRLu+PS8EwYWz7c08Pie3H77pVjulDZBiGYawdLzi75557uuNj7r///rOvfOUr3QQkYdEmOG1iBGw2FhXDr+fvVwuL/pgrKFZFxqrJ+zFFxi5j7HbmDo1+bPw5oXFnZPKdCeyvf/3rPSPjF5fGzwfxsO0Yi4ixyOhflu1ogdGPjLGY2Dcyth0VkbFtcIgMwzCMteP2KsaLXvSis/e///3d/xAz2em/0ioyYDurQqN9vioyloiOOYNiycjYdHvVgdGus7+qkcjIBPg3v/lNt5vRMBTWRcSU0NgUHS0UdomOdtn//d//dZGR28gqxthqw5Qxd2RMiY5+IIgMwzCMmcc99zz3LKsZb37zm88efvjhi5WLFhi3D+gWGbCNdZExNTBExulFRouL9nkiI5PRBMamkDimyOhflsjIn7kPw92YRMYR/E/cMAzjWEd2k8qB3x/96Ee7f5hbVFjFgN2tioz8/eofg3EMkbFEeOxzTMW2kbHq9uaOjIysDOfV/xYZ2+wOtctuVPtExtj3t92l2ipGO/bi9vEX0wNj19DoT/orQmNTZPR/VmQYhmHsObKS8ba3ve3sm9/85sWrrO3PdkwGsJ11qxjHFhmrbvOYVje2jYxdRvUB4MNdpdqojozhz+97rMZw5Dqz3ZmE948z2TU0tomObSNj7Hq3OQ5j258TGYZhGGvGvffee/bQQw91/2C2CVDbTapNNPY5uxRcN+uOw9gmMJZcyVhyd6qx8DhEZOwTGsMVjHycyW5e7U5k5KDvNvrBMWWFY9cDw/c5SLy/opFtzv1ok/h9VzO2CY99VzKm7EK1zxAZhmEYa8ZHPvKRbp/bfmDkf/CZ4PQnRMA0w+OYWmQMT1c7NTCOIUYOERVjt1cZCoeKjHYsRiahCYz+6MdGPzgqomKXs1KNHew9tptUC4Dcp2Fo7BsbY9dxDMdviIxrOJ7//HtWjv73zL0Nw+0Zfm3s8m22a6771b/Obbdp1c/scz+N+caq56J/+Ytf/MKzRx75dvc/xkyM+sdj5M/2P3xgun5kVKxi7BMZ6ybyxxgZ+x67MWdkDFcrhrtHZbTraQd8t5hYFxu7hsaukdEPjbHIyNdbZOTn225S7VS8Y5Gxa2ys+jmRYSwynve8515MkvJxxnOf++yze+55TjdhetGLXnD2nOc8q/Q2X/jC53ejfdyuP7eX7cht53ZzWT5u29kuz2jbPfU28725nYx2+7ks19W2ZZfx7Gc/s9uWdhv5OPdj6nW27cr3v+QlL+r+zOPfHo/c53zPPtto1Ix+TOT5aL877Xl/6UtffPaJTzzYvWtpmxStGsB0wzfd2yUwrmNk7HKsxiEio10+DImxyOjvKtWPiTkiY9/dqMaOvcifiYusbufzbOvwWIfKyDjmM1GJjGs42mS+TXIzMmFqk9o2ua++zTYxy+3kz0y0+ysCuc0WFW1b2iQvk/B+FE29zTYhzOftPvWve2q4tO1o19mPlmxb4mCbCOp//zDA+re39O/KdR/t+W4Bnsva720uf+UrX37+P6Cf2xUKZtSPjHUHW1eNuSLjWENkzuMzhvExjIxhXLTvaa/4r4uMfmzMHRnbhkd7471sU1Zj1q1ArBunGhzbhIfIuGIjE6c2oc/n+bNNbvNxJr8tRCpHC4T2inD/ttrnbSI/3L5cnhhq1zPl9oavQLfbb9uwTRi0Sf/wunZdcWi33e5Lm8j2Q0ZkLD/a89BW3logZ7zmNa8+++QnP3E++XnSSgXMqP++GMNJ+SEiYzj5Fxn7HxA+torRP2VtJqjtgO9NY90B4Yde3RiuavRXMaZExVyxITKMg06c+rtItdWD/iv71ZHRn8y3iXpbvchl/dWVNqlrMdC2r+1aNTUy2opMPw7629BfQdg0ho9Nf1Um8ZPPt9llKuO1r7337L77Xnv28pe/9GnbuvTviPHU71Ab7fnJ5dlN6j3vedf5/0h+ej4x+Mv5JMiZo2AO/QO+DxUZhzgIvCI2xibyc0XGpve22Hdlo7+bVD8wcsB0Rj8q2mXDrw0PCJ9yFqqxUNgnNIaBsen4i0OGxi4xMvVUtbsGh/fJuIKjrRy0V+df8YqXXbyy3yb51a+iDwMjH/dDp02u+ysEw+3M92ZMjYxMBPNq86te9Yru5/N5PwoSMlNjqr9dbRezFin9Xai2eUz+6Z8+fPbxj3/s7E1vuv9SbG177Ikx32jPS3538pw861l3d5e9+c1/e/aVrzzUrWKIDJhPf1epsdCYKzJOITSqImNKbOwbGWPfO3Zd7WDvFg2JiHzej4lhZAwjZNMKR2VkDK+jHfjd302qIjAOFRpzRsbY9YmMKzgyScrBy5k0vexlL+niYuxg5jlutx0k3QKjf0xIJnDPfOYzLq06tN2p2j7xmexNDYNMBL/xja+f/dd/fe3idtoKSbuOdqzHpuvK97ewaBPN/GzbPz9fy2O4zbEsDz/8lW773vWud1ys1rQAsqJxHGO4WtV+NxOHv/71L8//x/z4+TQogWF3KZhDi4w2djn4uzo6Dh0ih4qMKcFRERljt9E+b+/u3eJgamRsGxtz7UKVwMifVbtJTY2MqgDZZhVialhsiheRccVGJrSZNGXSnl11PvShfzz73//9frf7R1vVmON2WzS01YgcNNt2h3rrW//u7Jvf/K+zn/70J2evfvUrL51tKpP3/vEYUwPo/vvfcPa1r/1HN3KbiYMERz5/97vfeXGdU7c90fJ///fjs3//9y+fveEN910661Uet22O78j9e+ihL579539+9ewf/uHtF49Ju06BcRyjf7KBFhl///dvO/vWt75xPsF4wkoGzKh/6tp+ZCwVGiKjJjLGtjcfZ1epTDqHQTFHZMwZGu2N98YCY9sDv0WGcZKjvVqeiXYmzB/84AfOXve613Rfm2MVo+2G1XaN6p+mNiO7NL3znf9w9o//+P5um9rB6MPjKLZZZfnbv33j2de//p9dVLTLsmqQkeMh+mfU2jRaSORxesc7/v7s3ntf1a0CZZs/+9nPdB9vEwb53uxu8x//8XB3Hf1jPra9n8Z8o3/GtRal//Zvnz7/H9evusBIaNy48VcHfkOxflwkKvqhsfSKxpK7VR3LgeFV7x7eD4xMRtcFxNTQGAuOTcdqVIVHriO3nYl0dv1q741RFRmrYmKO3ak2hUbVgeEi4wqO/opA/3iI9vXqU9iuu/32eQuQVW/Ct+02ZeWhrVzk8+HB5fvcx1xHwihnF8rqS6Jjm4Pl8/NZEUlkJFr6j0P/NLZL/55c99GPjKz85bnKql9bxUhgOLsU1BuuWgxD47pGxrHFxi4Hew93nWq7SbVjMfJnG8MVjV0jY93B4ZWrHG03qdyfhNMwMvohULnb1JzHbsx9BqprGxn993DIn9m1KK+OZ/eW/j7aeVU8u1Dka+0MSHllO5+/853vOHvTm/727K1vfcvZK17x8vOv3Z7sZlL63ve+++yNb3xD9725/CUvefH5z9x/9ra3veXsgQfedPZ3f/dAd/ahF7wgBxW/oPu+XE8uf/WrX9X9TG7rDW94fbe70Wtf+5o7E/I2Obo9st05uPjd735Xt0tUbjfb+5rX3HsxWc6r+9m+F7/4Rd3I5bnebP973vPu7mcywcplbTKdV/Yzkc/2Ztek29f9nu6V+fvvf2O3vbn9NqHPQdi53Vxfdld63/vee/aWtzzQ3f7LXvbS7mfy2LaDbPNn7v/b3/7Wi9vPyG21g9Tb5C+rMfnZfF+2I9+X6//Wt755PpH/6kXQPPDAm7ttftWrXnnx3OZxz+OT7c7P53HKfXr96+/rrue++17X3Y/s3vX3f//27jHI8/b+97+3i5jsm//ggx/tbi+rQbm+3Ke3vOXvuuvLeNe73tndxktf+tRjcjsysrvU3995zlqkPP/i+ctj/cpXvqLbnlxHe+zyeXsu2mOVxyDbm9tpj9XrX/+67vHJ71t+Jj+bxyf3NY99fkdzeZ7L6/TeHLf/7tweT13e/s487+I5et7znlphyvOQ36c//emP55OcvJv3jW43qSeftJIB21r1ZpWr3t27Bce2u0yN7eJ0FSJjn+DYZ/eqishoZ5Jqt9/OKNXCIDHRDgpul+27kjHl9LebjtkYHhw+/Lx/sHfiokVGf+y6QrHpZyoio+3adOjQuHaR0c4U1H/juFyeydsXv/j5blKZyVu+lon0xz72T2d5Q668Yp7jCTIhSVh85Stf6X7Rv/zlL5/97//+7/kENZPJ559P6F5x9qEPfaj7x/Khhx46n+j97fn1v+B8gvq680nnf5x9//vfP/vP//zPs0ceeeTsk5/85Pkk8cXnE9eXnMfF35398Ic/PPvOd75zPqF9X3dd99xzz9kXvvCFs+9+97tnH/7wh8+39Xnd5fmZF74wB0q/tLvdr33ta91f2ravYLbnox/96Pn2vvp8wvnO7ol++9vffvGzb3zjG7tta0t/GXlzmS9+8YvnMfPabnuzPV//+tfPfvzjH3f3sf3jkL9s//7v/959PduQbcp2fOQjH+nuW26rHdD1jW9843zi++7ue7/4xS+c/ehHP+ge20RJJs3ZNSUrBXl8f//7355vzy/OvvSlL3Rfa++OnejI85Lv++1vf909Pzl2Io/lD37wg+6xzPbmMczH2dY8Jtm23Ne3vOUt57HwX90BW9mmbP///M//dI9rPv/nf/7n7j7kecp9/fznP3/22c9+trsv+Uck/5PJz+R787zmeXzPe97TPSf9fwzzHOR+vuhFL+puO78f2Z48/tm+jFzePs735fn54Ac/2D1f7VWS/Pnoo492z89rXvOabkKcGMtuW7n/Oc7jJz/50fl9f7SLn3wtv6N5bPM4ZlefnHr1O9/5dvc7+8Mf/m8XGtctMvKc9h/39tjn70D7vc3I37H8nrz//e/v/vHuT3baZEhkwHbGImMYGFPGpmM1DhEZxxIgh4iMfaKjf8ra9vPD98VYN6aExbbhsc1uVGOR0U5Z21/FGIbFurFvZFSelap/DMUhVzeuVWT0D95tr5InJnIWoXycYwYyScvB0nm1OhPcTHpzlpnf/e433WWZ+OYV50wqv/nNb569613v6n55M1nM5OUNb3hD97X8A5SQ+Id/+IduEvPAAw90k+JMHvO93/72t88efvjh85B5Wff1TGzzlyRvVf/xj3+8m4RmQpTJbCasmThnMp/vz+08+9nPPnvHO97R3UZOq5bJcialiYRMtP/7v//77BOf+MT5ffrH7pcwt98m05lI57Yy0X7zm9/cTZw/9rGPdX+ZPve5z3XXnxDJ/cs/Eplw5+de9apXdV/P5//2b/92MUH79Kc/3U3Q8/1vfetbz+69997ucUmk5P7m/nz1q1/tdkVJzGWlKCsAX/7yl863++Pdaswb3/j67oxM+Z5MqPMqfl6Bz2pCJs15HhJ5WU3IpDqPU/6nk8e6xVfCI58nqJ773Od29yHblQDLNmT777vvvu4+tFdb2mP9pje96ex73/vexWOSxzH3K/+45PHJz7bnMT+fxzdh8/KXv/zsX//1X7vnIDGTxyST2dzvbEsiK5dle3I7LUJyffk9yD/EiZ73vve9XXTk+nM/8o92bj+/g4muz33u37rfwx//+IfdKkUem6yy5Xf1scf+dP6cfO88ct7cXZ7VocRIDlpOkGTVo63CLf138HDjdly0xzy/I8961rPOnvnMZ17Edl4QyJ95LvJ7kv+R9wOjnb9fZMB2VkXGMBpExtWLjPw5jIy2cnFKkdG/bLiKITJExtNG/z0i2lmQ2vtHtDetyyQtk7XPf/6z3cTufe97T7fby/e+953uVeQcGJxJ3Kc+9a/dxPDBBx/sJiqZoPzLv/xLN4FNVGQSngl2fqmzAvHKV76ye6U0v/R5ZTuT8IRAJuWZ0GYylFWMfJ4QyYQ835NgyS93JrGZ9Gay+pznPOfiVdnEQl71ztfz/e0V2te//vXdZDVhkMl+/nLkFf38TFZJcltZjcj1t0lvPs7kOf8YZFKd7cpEOpP5TJQTN7nuhE22Mysu+bncVu5vJtS5rdzXfF8el9x+HpO8wp9tTUDklfc89lklyqpGJsq3dym7pwuPnNknB3Qn/PJeEwmMnKkpEdL2oU9sJIp+9KMfdbebSWOLjARZQicTx4RX7k9WIBJgbdXo/vvv71Zt8rjkOczP5v4m2PIYJE4SD1lpyj8weWzzs3msEnrtuclzkZGPc7t5TPK13EYiIxGZxySft1fR26vreUyyvfkdyXOT683lbXUqz2sC821ve2t3f7Pq88c//r7bJSq/g3nMsntaHpusYuTj27uw3d7VLWGR1YzvfveRi5WMPO5L/z08xLi9q9TzLz3e7eM8jxn5u5SR5yu/S/kf4qrAEBmwnVW7Sm0TGOvGUlGxZGxsGwaHPk5j7B2/p65iHDI0tnnn8BYcud4WBbtGRuXB4XMeoyEyCiKjTbj676mQkbDIWYEeffR/un37P/WpfzmfaH/z4s92IG8mh5mQZrKayUt2i8lIUGTCkol5JrqZzGcym9WErFTk80x+M9nJ933rW986v+5PdRPc/CLnskz+c/kHPvCB7lX27MaUV7kzMWqv2LcJU2IkE9FMStvuHy1A8mdeGU/c5Jem7S6VV8/zakMm6HnlPfcl255dm7LbTv4nkJBIpCSUcv2ZcLeJWibHmdhnEpzP3/a2t3XbmFfd2yvDedW+v1tXJu3ZXSqvwucxzuOf2MjKUSbPWa3IKkYmxL/4xc+60Ej85XFPmHzkIx+69MZ9+TjHeGQ7+isZ2d5M9nNfEz+f+cxnuucisdN2mUkotN3T8rWs9uSyfJ7nNCsZiYbEUp6brO5kItruf+5joiDPVR63PH55HH/yk590KyEJtFxftiPPZZ6bfJ7HIqtP7flJjLZVqhZm7flLUOa5zz9wORYkx1xkJSOhm1Wf9vuaY23yWOX3MseU9H/f8zOf+cynzmP4u93KRjt97tJ/Dw8znt895vk9TEi0XaRacPTDI7/reZEgE5f8jzy//21ClMuA/VUGxrEGyLFExpxjamS0N95rZxiaGhnV4TH14PB10ZGv5z5sExdTj9M41sioDI5rExkZ7fiL/rtS9yMkE7VMfHN8QHbJyeQ3k7i8EvyJTzzY7d+eSfF///e3uglkWznIRDUTzFyWV8KzGpGvfelLX7o0kc/X26vamdxkgpyJZiasmehkwp5jKTJZzqvg+TOT/0RIC4tcb3sVNtebn28B0SbQ2aZMsDIhbvua5/byM4mX/IOQ1YdMcDOpznZmZSUf5xX47DqU28z2ZeKd22wTtbY7T34+n2cSncjIhD6313bzavvE53tyfQ899KXuFffERSbKeXy//e1vdasWOeYiu0498sh/dysXCbq8Kv8v//LP3cpSVjTarm1tt58cRJ/HJ9vYAqJFRrYpAZjnIhP1REa2K9uT7cpjlPuRxzyrFfla7m8iq0VGAq1FRoKlPdeJgzw3WeXJY5XHLZ8n2vI7kCDJ/U8AZtvy/S0e8py0yW6ej/Y7036mHxltF6yspmW1J6trOR6lnWo1kZxVjayyJdDyu9vfHSqrGdntLJGWEwe0x27pv4OHjIz8vvfDvI22S1ue1/yOtN2kMlHoH4vRhpUMmGbVyl9lZAxPdzu2C5bIqBvD256621QmqLsGxvDnKlY41kVHC4t+dLSDvduxGGMHeh9TaFRHx/B6RMaG0X8fh0y22mS1/2Zc+b5MgvOKcSZviYpMgHN2n+wHnwNrM+l95JFvd5PT7CrTXs3P7lNZqcjEMpPONqFvuxxlsp6Vjux2lAlOJrKZoOaXOD+TGMmkJ9eViXJ+JiOTzbw6nt1o2m5QmSRnwpoJcSb7edU7E9NcnslVdg3KbkoZmczmFyS77WSbsrtWJq+ZIGcbWjxkopuJdl7Rz6vumZhnt6hsd5uc588EQ+5fVjJye/m+tntYbivbmZ/Pn7n9bFde+U/IZIUoZ6HKpPmrX/338+34v/PH5IPd457wyIpFdvFpKxkJvhxTkF2C2tm98lzkez/60X+6eLzbSkEm9rlfiYw8Vnns8hc8K0nZjhYKeTwTEHnsE4i5LKstebyz4pTHJStObXeprErl/uSxym5x+bncVv8xSXjldyBxksvaCkeLu/x8rifbld+BfJzHLNef7W2/F213qQRQHvvsLpXjULKSkd+/9iaH+X3NGbfyJof5nUwIt4jIY5QzmGVlKAeIZzfA9ru/9N/DQ/1db89Ni94WFm2FI1/P38c8zi0khme3cUwGbOcQkbEqNI5hRWMsDg59/MbckTFlRWPVblJTo2Ps+w4RGsOVjf4b7+0aGOui4xAhUhUZu4bGtYmMdiap/mpG/7J2eSZ0mbhl//dMinMcxu1Tjb68O8NRDqZNZGTS3na/yQQxuzjldJeZtGRimVOWZsKeyMhfykxgM5FtKw35mUx0U8ftLEdZCchkOBPd27tu3OjOZJQJb+Iir3rnL0Qmoe3V8ExE82p7Jsu5LNfxla98ubs88ZGoyC9Hvje3m4n/5z//+a7SMyFPAGTimxWUxEe2PxPlxEPuUw5Qv33swbN7E+qvdq/6t9WT3I/8XFZ4MnnOz7ezXmVSnm3INmUlI7uhJTKyctFeZU/YZVKc418SHllBynOTmEhw5KxTCY08B7ksq0o/+tEPu3/QMplvx6m0yMjKTrYrMZEVhkzkc/arPI65rw8++LHusjzGWUXKz+f+tpWM173utV205HiN27ssva+7T3lOc1+zcpOfy3OY68wucflHMbGVU+JmW/JcteNDcl153P7wh99fnJkrpxhuu67lWI78PuXUxQm9fE+27TOf+XR3LEo78DsrGdkNqu0ylmDLKs/jj/+5WxVqp/9NEGcXqnbgd05p23/jw6s+cmra9juRx76tEuXjPGct+hLLbTepTALa5KhdNrZfObDaumMx1gXBVduNaiwyDhkah175GEbGqlWM/pu97bML1T7Rsc37a+T72xmlxsKgepzCCse20XFtIqO/i1T/Vd3+qT3bMRrZJSpnk8rxGZm4tffN+MIXPtddnglfzjSV781uPfkzl+XMVN/5ziPdRLidKjdnRfrDH37Xvao8PI1odoX58Y9/1AVNbieT6LwKnfc6yGT7d7/77Z33cXheNwnPq/9ZZckr/NkdJtuV93bIqUp/+ctfdLf/q1/9sptYfvzjD3bb+OEPf+j8L/TvzvIeEtnOl7/8Zd17ROS6cv15dTw/2w6wzvfkehMD3/jG17tdl5797Gd2P5dty3YmBhII7biWvD9EznKU+57HJyPXm0DIfcy2Z3efREZWJHJ/ch+zWpRd03Jf8/25rVxvXpnPc5RtycHhedwTeDleo53GNj/785//7CJInvvc53S3l/uVV/VzG7n/OR4hl9/+2d90j1Een+ya9ac//aHbJSvxkLNeJSpzW4meXGeOeci25PsSOrkveT+Lr3/9a+f/IPyxu75sT7bhe9/7brft7ZiTRFSelw984H3ddiQg8rhk+/J4tPcwyerN7dPP3n7+MrKClu26995XX7zvyr/+6ye728pz0KK53cecyjYrFnlc8j3Z1pzmN8fA5JiMtrvUNu9aftrjqd2l+rsZ5uNnPOMZ3dcS9QnItlqRfzDb8RhtQuLAb9jO2C6GIuN6RUbbVWrVCsWpREY/MESGyNg42pvrDcOifzB4i4y80p4DvDPRzmS+/VwmvLfftO6+i2ME2vW0N4zLrin99+LIK9H5mUws28+0s/zklehMiDPhbmdYyuU5m1AmhnkFun/GoEyEM2lOjOS6bk/wX9xtZ/bPv/0mde/pvifXne/Jn9mu/Ew7+DeXZ7KfMxJlIn37DeXe0d2HbFuLp9xe7k8/0FqA5GdbCLRtzivo7Q0Bc325jVyebc/EPfe1HVOQyXEek3xffiYjt5XryH1vz0e+P2GT+5bvzf3M45LvyTZkG9tjne3KbbaDoNtpinNZ/35m5JiQhM0///PHL1ZNctt5vtqudNnGbFO+P49r7kM7tXG2JwGRN+3L9+S+ZJva70tuM9uW78/neZ7yPGQb+8dP5Hctz1d7HNqb8d1+o8bb787efwyG7xqebc1jPHwzvmxvgibBkvvVP/7oqo/++2T03xOjrTxmtSirR/kfYpv0tP8p94/JyMQEmG4sMoaB0cK+MhiOLTK22Z3qqoRGRv+A77GoqIyMdcExjIhNkTE2so2ZmPePMREZImPlWDXJ6kdGC5G20jF89XfsDc361zv8+jBk2i5auf5c3q67/TlcYel/rX977ef729zipU242+X97xne9+F2DLe9v2vZcLey/hsarrr//etvP9d/vNr1DeOvv7LUfw7aNvUfo+HzOnw+2xsotsDKNmVi3lYQsrvR8GfHbqO/Hf1TIA+3ffh49O/j8Dlt2zXc5v5z1x7DFj75vL+bXwIkITn8HUnIZAUnKzaJnXZbS/89PMRox2S04zH6qxk5U1qOhcr/bIYTokwC+meXah8D0wzfH2NsFWPKasameKiOjFUrD6ceGfuExqpT4Q6Pwehf3j/gu43+Gab6l1eHRj821kXGqiDJx20VowVGVShcxchwTIZxpcdY0PWjIysHWZXIaXCzSpBdjjLJbis/2RUsk/B8ben7sm6MBWOL1fbGezlVbVZR2q5UCYys2mSlJvc/EdIPp+sw2qpFdplqZx/L8VA5XifHI90+5klEwBymRMaUg7YPtfvUoSLjlMJj1Zv6jR3sPVzF6AdG//MpY87dqDZ9TzubVCbR7d3L2wS9rWjMGRlLBsg2MdKPiE3fKzKMkxxtwtxWKNrqQtvdKxPrdmxLjqvIrk3Z5SiX5diTHAvyyU9+4uL4i6Xvz6oxXFVp97ntBpbT1OY4jJwKOLtT5T7m+Jgcs5L73t5hPY9Ljq1Z+v4cYuT5TFC0g77b+2LkRAA541f+p+hYC5jPvpHRxpzHcCy969SxR8aU1YzhKkYmqMccGVNWNPq7SbVwylg6Mg4ZGpUrHiLDOMmR3Yb6u3Nl0t2PjfyZ4yzyin5Oi5uoyNmWnnji8e4A6RyYndWNtjvSsY6x3eZy357xjP+vu59ttSarFk8+mWMKnjz/B/+x7kDwrG60YzqyutGO77nq4/ZuZfd0Kxl5A8R2pqmcYa0/YbGSAfPYNjL2CZGrFh7HFBlTRwuMsV2lxqJjXXhU70K1TXxku3I/cn+Gby7YImM45jxG4yrsViUyjJMe/ajIZLq9V0SLkFyW0xLnVf8coJ2Jdw5w70+6jzk02v1ox2O0kxO0Xaba/cuB5wmONnJAeTvL2bOedff5RPtZi9+XQ408Vu1d59tZpXLa4LyxZX/iYyUD5rEpMoYrFccSGVNCY+7dqtZFwbFFRlvRyMS37UazT2TMFRhTI6PtJtUPCpEhMoxrPNrkux0Q3T+Yvh1U3cKjff2Zz3xGFyY5hqF/UPoxjnY8Rrsv2eWpf4B5u+/9N5vM5e0MZhnDd7q/DqN/wHd7b5j8g5f/wXr/C5jXHJExV2gMr3/pyBgLjerIqIqO/vtirDv4t0XE8PuOKTLyPZnA99+1vEVG2x1sGCBLhcYxHZ8hMowrOcYO+m4Hfvd3pWqjf2ao4RmyjjkyhoHQP/NZ+3qCYhhZw7NdXaeDvvM+Gf1T137gAx/o3pSxTSDyp8CA+YydZapiF6pjiIw5xtgqyjEdq7HqbFL907tOjYxNoTHnsRvrAiPXmfsyFhnt2Iyx3aiOKTTmjhCRYVybMXY62PzZPwC8v5tR/71LsotROxg645gn4GMRtOqN9douVMNT4Q7fgPLqj9uRkeMy8k7teef1/M+gTSjyP3C7S8F85oqMQ+42dd2O01gXHutOWZvJ57qwmHqq00McID52pqmMdpakfkRMjYylVzbGIuNQqx0iw7iyY+x9K/JxO16hHQzen3Tn67f313/2pfcrOebdiPr3sX98Rj+yhqscGTkGo93H9qaE1+XA735kPPjgg2c//elPn/ZmYCID5rMpMtYFx6pVhkOFxqbbuW6hseq0tZlct4nmpmCYKzTWhccwJPqR0T7vr7AMQ2FVQIxFxrroWOKYDZFhGHuO4fs+DN8Usf/1sd2i2gHU/Te8O+YxfKPA4e5h/VWLfH+ON2mnrO2fdWvp+3Gox6qdXer73/9+9z/KtotUG20yAdQTGVc/MvpvvFcZGVW7UI2tWIxFRjuj1DAORIbIMK7xWPXu6v2vDVcw1r0b+9L3Z5v7vGr079fwgPZTup/rRoKqv1tYW61pB/hnPO95t9+A76GHHur+B9ImB8OJjZUMqDU5LC6Nm5fGjd5YudvUjTZudOO67EK1z3EVFcdo9KNj+O7elZGxa2ysCorhblLtfTGG74mxKTKmBMY2Z6FatauTyDAMw1hgjMVhO+YmH7djbvKeGD/5yU+6/yGORYazS0G9rSLjbMOYEBm3Wmwc6elu142qYDlEZAwvW/fu3hVjyi5Y2xynMRYZ7X0xcj+mxsOuY1V0zBkZS4SHyDAM46RH/ziTtprRjrHJ13N53iPk4Ycf7v7RW3UshsCAeoeOjJsrIuM6HSC+z6rEtpEx5YDvJSNj0wHhw7NJ5T5ss0JRHRlXbRcqkWEYxkmP7CrVf1PCxEX/oP8c3P6ud73j7Fe/+tWlsGgft32uhQbU2uo4jEmRsfmMVOuO3dg1DvY5dmOp0JgSHVUrG20VY9NuMrvuCjXn2af6kXGowNjlDFTDyfsho6M9f1WxITIMwzip0T89b47BaCsZuexNb7r/7OGHv9L9D7FFRT8s2m5TjsmA/W0TFpMjo3e8xtSDxPc55W1FZOx6kHibvB8qOPaNjP4qRn8iueqV7F2Doep4jVWRMfaeGEvFxlh0HCoyxm6rIjL61yMyDMM4mdHiop1Zq505q/354Q9/8Pwfzj+tPZONYzKgxpyRsc2ZqETG/JGRn2mT4bHAOKXIyLZlwi8yRIZhGMbFaKcb7h+Pkc/z8dvf/tazb33rG+eTkRtPmwT1d5kSGbC/XQNjSmQM/35u2m1qyqiOjKnhsWRkDENj18jo7ya1ahVj1SRzl1ioOgvV2C5T+f5sX4uMbc8cdchdqOaIjClRUznuyhtXGYZhnMK4557n3jlF7Qu68ZznPLu7/DWvuffsoYe+dPbb3/7mYlep/i5R7X/44gJqlEbGrfW7Sa1bmayKjUOMJSJj1arGrrtJ7XsgcPWb9627nn5c9N8TY907ey81juHA8DmC4zwy8m7BhmEYpzGe97ysXDz/0scf/vCHz3784x9fvELXP/7CrlJQa5/AWBUZe13fkcVGf1Vk7PaqA2Lb6942MjIJbtHQf3V93+iY6+xUY6sbwxWMQ+8mtWtwnHpo3HXfffedGYZhnMJ44xvf2P352te+9ux1r3td93n+fOSRR7r/kSQy2sQj/zMdHuAtMmB/JZGxw+rFxff1/9shNIa7OM0VGauCZpcQmHtVY9XZp9qxGP1I2HcyWrmqsW53q/5lua12sHfb/atFRouOYxzbBMGhI2NsleppkfHoo4+eGYZhnMr4wQ9+0I3vf//7Z9/73ve6FYz8Y9afMADz2zc29l4BOdv+IPFNx1EceveqbSJjl1iZGh2r3t27TXSHk8r+pLYiNvrRUR0Z+TjbORYU/fucrw3H0pGx5LuGbxqTIuMQ+wIahmFUjrafcP6hy59txUJkwGEcOjCue2TMfRaqschox2KcemS01ZexyGgrGyJjtxWPjZGxxD8UhmEY+4zhRGD4daDO4n/f+2MkMsbHzUvjxs3x8eTNG5fGUsdvbIqAuaJj1a5T/eMWVkXGvmOXN/HbdrRtbbtKnXJkLH2sxtTdqi69Gd/S/3gYhmFsM9r/9Ptx0Z8QALUW/zt/a8I7hG8YNxIaI6MyMsYm8VXhUR0a7XbGrqd/zMLUyWRlaEw9ZmNKZLTAaEGx7Vg6MqqCY47VDpFhGMaVG8PIGL4pF1Brkb/nw7FnZKwLjk2RMTU4do2MsetfOjI2BUb1ysY2obFqd6qxy/uBsWq14hSDY8quVHNHxrrgEBmGYZz8GAYHUG+Rv9u3asNiXWhsExnbvLHfPpExvN5DRcaU98XoTyord59aFx9TVjOGkdHOKLXrKsapBMcx7j4lMgzDOLmx6iwr7etAvSX+ri8RGTeOODJWhUZlZPTfF2PdKsbYhPLYIqN/sPd1iIxjCI3RyFj6Hy+AqTZOTJxdCsqVR8TN3lgoMsZioztI/Eje0G/bA8T3DY9VB3wPJ49T9smfIzJWnYVqLDJaYMy1inFssXFsB4b3nz+RAZyMFhL9s0r1v9a+Dsxr38g4O0Bk5F+HNib9zODfl0MEx64Hiu8TGcPv7Z9Vatt9/atjY9MpUdtYdUD48J29hzFwFSPjmKNDZAAnox8SdpGCZY2tJG46vfRWKxlTR9XKxqXbH0REb1TFxq67V439/L6RMVzF2PaA4spVim0iY2x3qrki4/HRsWayf2k89tS489g+/tjjTx9rr2P92BQaSxwgLjIAgL2NhcapHbuxauXj0hmp1oXGjfPvvjOmRsKcu1FN3bWqHfC9bqK6bkK67uvbRsY2gbLqsv77YpStWmQ8MX08dh4gbfz5PC4uRi8y/tIbKyPjL+Pjz3fGWGRMWeEQGQDASdh0vNQc8XGMkdHGnMdk7BMdq96Ab8puN7vserNtaOwaGf0J8iy7Ru0RGWOxsfVKxkhk/GmPyDjErlQiAwDYm8hYPjK2PUh8uKvUHPv3Hyoy2orKbMdfFEbGY0WRsc9KhsgAAE7GqUfGqjE5MmY6+9S6yFh1m9ueUWrOSeq+qxNTxqZdpNbdtzkiY1VoPPaXaVEwdbepqZFR9XwOw05kAAAHc9Ui4/LB5oc7+9QuKxn929sUGasm35sm5cNJ6aZJ5z4HiE8ZuY1sc6Jp1Tt7LxEZ60Lj8d7YeCD3hLFtZKx7PkUGAHDUVoXGqUbGlFWapd9fY+w2xiJj3SrGNqdnnRIZc0ZH201qU2Ssi405I2NVdKwMkYJo2Dc47C4FABy9qqBYGRmVY+0KxvRjTo4lOFatioy9L8YugdEiY9exa1i03ar6x2GsioMpKxuTI6NqJCx641JobFqhGDuWY+R4jopVjX2P2xAZAByFT33qU7ee+cxnXhq5bOntotac0VG+KjL1Z69xZKybnG4zQd01MjZFQlvd2LTCcajRj4w/j0XGpmM3xk59WxgZlcEhMgA4Cnffffetu+6666w/ctnS20WtpWPiukdGRv94jKrIWDUxnTsy1q1O9ANDZIgMAK4pkXE9TJ70L/HGfiNj2s/eHB8TwqIiOLZ51/B8z7rjE8bCY+7YmHrmqTbablKrzig1jItNoTHc9tOKjMdKnq85YkNkAHAURAbNEpEx1yrI1MjYZ4Vjmzfqa6sY60KjetK6bWQMLx9Gxqr3w1gXF+ui4+CR8ZenR8boEBkAsD+RQXNMKxyTVz4mRsYwIip3p1oVGmPvjbFpNWPyBHTSuDMxfWwQF8OxITL674lRGRkrg2Cm+FgbGb0QWRUZcx74PTU0RAYAJyMHeScq+sOB39fXSUTGhtPertrmuY7dWBcZY4FRERpr3yhuzbteZ/zpPDoujYmrHKsm/LtExrrQmDMyVq5e3Pl6ZQjOuaKxLjpEBgBw1E49MipCY0p0rIqM4bt7LxEZw+MORmNjQ2S0yypWMKYEx7FExjEGx5QVDpEBABy1Y4qMtbtIHVlkDHeTWjVZPprIeGx1ZLTPxw72PsnI2DBWf//jt98lfPCeGiIDAGAHq3abOroVjImnv50jNnaNjFUT6ykhsu3uUqtCoxt3JqmrdsHpB0ZlWGzafao6MipWPi4F3JGtaIgMAOCkzBoQNwdj5siYOzr6Z5zatLvU5MnujpHRD4m13/v46lfF++/sPWdgTDkgfO/x+IqxTWS0g8YHKx/HFBsiAwA4SdWRcXZnLBEZFbExdrB3GxUT55WRsSE0nrZisSo2NkTG1MDob/NRRsd5UDwxGKORcR4Rf/nrE6PHbrSzU43tYjV3SEy9DZEBAJykxVYyisbodc4QGVWT5bW7TK0dUyNjfLebU4qMsQn5zisZTzw1nnZ62+EKR/+ynZ6j+uM7RAYAcJJm3WXqAJExPm5OeufwVZHR/3i4gjHXrkCbJ7LTI2O4y01/F6lrFxn96101RgPk8aeN4YHiIgMAYAvl4bHjmLxb1aRdr7Zf0Rh7b4yqXYEu/ezFJHnNfvqPTz8YfCwyDnEMRlWITIqMqrgbi40VY/IB+SIDAODplo6LpSNjGBizH2/QeyV+78gYrGT0VzHGdv06trHNKkd5aIgMAID5LB0X80TGxNtcsZtUf3ejsRWN8lfYd46Mp+KiPxnvR8axh8a6x3PJyJgSHd1ubI8/JjIAAMYsHRhLRkZbxRjbxWlVZOwSGusmzNc9MlY9pscUGWOhITIAAHZwXSJjbBVjU2RU7/qz6tiETIinRsZYYEwdSwfGptBYIjJyOtzhKXHtLgUAsKerHhljB3ufWmQMA0NkiAwAgJMye2QUjim3Offkepddf8Yio51mddUEd7iCMdyOU4qMKcFWEhkTxuafqQsMkQEAXFuHXNnYK1gmnllqbBK+z+R47HrqJserI2PKfTilyDhkdOz9vIgMAID9LB0PVZHR3uV71QR8l0lwu565JsiXdpt6fPUqhsg4zsjov5dJ/5TDIgMAYIOl42JqgLTT1lbtRtQmnJO+94knLvb1vxgjk9d1k+z+LlW7HH9xasdpnFp4jMWHyAAA2NHSATE1MtoB30tMtCsioz9ExnEOu0sBABRZOiC2WcVok9VjiIzuzEV/uXyw8abJ9NTtFxnHHRn9lQ2RAQAwYumImBIY/ffFOKrIeOJyZIxNVg8ZGNve/02rMdctMqZGh8gAAJhg6ZhoQZGxajep/iT40K/uj+4u1QuNTZPTQ0fG1Pt96Mg4xdBY9ZyKDACAHS0ZGf1VjH0jY9/YWBUZl8YTqyekFds+R2wsERmnHB0iAwBgBkvuKtUfB9+taMvIWDdx/+sTh4+MqhWd6x4ZY7EhMgAA9nToyGirGNVxccjIeCou2hAZIgMAgAtLRUYb25zG9vCRsWG15Twunnzir4tGxrEHxzGEyLa3KzIAAPZ0yN2khm++l8BYNDImjLHIaNv9ZD7eYdvExnKrHf3jaVZ9LjIAAIrNdfB3/4Dvp03WB+NYJ92rtvvYIuNUo2TuFYp+VLSfGZ4pzEoGAMAM5lzFmBoZS65wzBkZxzqWjotDrm4MVy7sLgUAcABzrWK0yFg1Nn3PMUymN4XR0rFQ/bhsWj04xchooTG2m1RGtkNkAAAUm2sVQ2Qc77iukdEPjbw/Rj7P4yEyAAAWsO0KxjaRser7DjWxXhcYmyLjVIPjWCJj19gYW5nYJTLyZ547kQEAsIBtD/aeYyw1IT+V7TzlyNg2OCoio923/M6KDACABQyjYnj53IGx1AT+lLd93+A4prFvZKwKpzwv+d0VGQAAC9gmMqZMzned1B9TYOwaVUtHxSnExth27XM8RguLdlmuN89ffm/z+ysyAAAWcMqRsevPTomMKceeHHNkrNqe6xAZ7fdYZAAALGRdZAx3lTqWyNg0ed03Mq7ablO7Rsahjt3Y5+xSw12l8jyIDACAI3XI4zG2nbzvEhnHsN3HNI4pMqpCJPcrv6/9WBYZAABH4tAHfe8yWRcZh1vROIYxZRUj96sdi9GIDACAI7Hu/TF2OVZh6Un70pE0JZZExvaR0T8LVXueh7v9iQwAgCMwfH+MdaGxRGycamCs2v6lIuMUo2NVZLTnOb+rQyIDAOAIiAyRcaxj3W5Sw2MxGpEBAHAEto2MJaNjGBPHGhnDx2XpoDj12OiP/iqGyAAAOEL9U9n2I2Ob2Fh6Qn9qY+moOOXoWBUY/eMyRAYAwMLWBcbU4Fh60j5lJeHYxtIhcaqR0Z7b4QpGP5ZFBgBAseEb7Q3PvDP2PauC4mY3bl4aW0XGXwfjyCb2x7Y9+0bAsUXGLu+5MfyZ4bEY3e/lyG5SIgMAYEYtEqoi49Z5WEwdN5+8cWncOA+LNuaMjGHwrAqJY4uMXcNj7sioCpFtIqNd77rIyNfHjsEYEhkAAMVaNFzXyFi3siIyjjcyNq1ktPsnMgAAFrBqd6mxg2Q3Ho+xRWCMhcYhIqOFxbpjR5YOh+rIWDXJP7bIqNrlqt23VWeTGhIZAADF1kVGm6CNXT5HZDwtNCZOsLeNjKkHqi8dEHNEx1WPjHa/2sHeIgMAYAGbImPVWBUZu407gXFpzBcZY6sZq4Jj6WiYa2Vj6VGxYrFq16o8DmPv7L2KyAAAmMmusTH1dLbbnvJ27sn4pvfyOOXQuA7BsSoy+qsYU4kMAIAZ7RMac8XGXOExJTIOHT6CY/8VjtzXbVYxQmQAAMxIZKxezTj10Fg6Hg4RGfn5TWdKGyMyAABmtiocDhkZU8OjOiqG338qx2ls85gsHRFzRkZ/FaN/auZNRAYAwMz2iYy5Y2Of0NglMrb5/k2T+VXbZFWjJjJWrWKIDACAI7LrLlOrfnbO3aimTNanRMM2Y9PxGusi4xh3wVo6LnYJj/7B3/2DvafGRSMyAABmtu9xGauuY+7jNaZM2KtDY+7jRoTG6tBogZGxahVjKpEBADAzkSEyjnFMWcUQGQAAR2rfyDjUcRr93ZY27bp0yMiYGh3rdqc61Nh2G5ce6w72HgvcqUQGAMCM9g6JyePmxbhxc/XYJz6WiIx1qy7HHBmrHq+lo2JTcOTP/irG8Hd4KpEBADCjdSsQkyPjbLtxI6ExNgpWOZZYydi0e9cxRca2Y+mwGHvM8hhv+h3eRGQAAMxk025Oc0XGytAo2p3q0JGxKjqm7EJ1CmPpsBgGxpTjgjYRGQAAM9l0HMUxR8bYCsKUg8TnGMOombqycQyhcEqR0XaT6v/uDo/N6H++jsgAAJiJyKiPjCnbJDJ2G2NBITIAAI7E1DNCHTwyegeHbwqHm924eTFu9T6+eefrS61krNqFasnQOFRkrHpn7l12jcqf7T0x+qsYY7/Dw8s2ERkAAMX2PaNURWRsHBsi49adsFg3uuA4gpWOfmhsOhvWqY25I6P9/NQViqlEBgBAsVOLjLFAGK5inEJk9ENj6ZWNOVdIKiKj/7PtcRMZAABH7CQi49Z4aFwaO0TG1NAYm1Af48rGNrs9HTI0dg2KXF97d++xd/auIjIAAIqdSmQMjxGpiowpoXHIyFi1PacSGfvGxqrIyOdjx15UEBkAAHuqjIqjioxBcFy1yJgSGlc1MjLyscgAADhCcwbGISLjabc3cuarXSJjl8l9dWSsi462bUuHQ0VwbIqQ4bEb/WMx5iIyAAD2cJDImGlstR293acujS3fe2PusW+0LB0Ph1rtyPcOY7KSyAAA2MPckXEsY5uYWCo2tlkZaV+vOG7jmMa6qOjvJtUCo79yVUlkAADsYenJ/8FWTwojY67g2DYypq52LB0OFasX/cjIfRoGpMgAADgiSwfBwSKj/27hI+8aLjKOIzLGvpYzSbVT1vZXMYajksgAANjD0kEwW2Ts+IZ+x7rKse2oPkB8zmDZFBnDN96bIyqGRAYAwI6eNjnvTUyXDoW9VzAmnaHq+kTGMa9qbIqMNtr9mjswQmQAAGxhdHI+MkFeOhhmXcHYcBrcTY/NHKGxbvWgKjiOeTeqTZHRDwyRAQBwZK5aZDzt2IsVQXFjZBwiMqaGxiEiY9/VjSXf2O+QgREiAwBgC1cyMiasWjw5GFMj41ArG4eOjF1C4xCRMdx1qm3fIQMjRAYAwBZExlPjukRG1WrGUpFx6FWMEBkAADtaN4FeOh4qIuPGirjYJzIqQmObYzWm7GK1T3hsswvXsUVG/zmpJjIAAPawdCTMHRljoXFxXMatm924mPivONvUHJFRERz7rnxM2aY5g2JKZIw9/mO/t9VEBgDAnpYOhb0jY8O4MRhPXX7z7Mk7oXHj5p2PxybdvZ+ZIzJ2iY05dq/aJzJWvUu3yAAAYNTSITFniPRXNy6tcmx5yttDx8YckdEPjW1ud47IaPdnjoCYQmQAAMxs6UiYMz5WHa9x7JFRcUxGZWTMcexGW8VYgsgAAJjZ0jEwZ2SMvX/GupWMsXGVImPXVZR9I2P4M6sO9j4UkQEAMLOlY2DOyNjqHcK3WN1YFw9zHQheFQ7rVjn2iY4p4xgCI0QGAMCBLB0Fs0TG2NgyMqaGxtTIWCI6phzfsW7bqiIj17V0YITIAABYwNKBcIyrG2OPy1Jnn5ojMsZiY9uVjSmrGMdAZAAALGDpGCgZN3tj3erGmrC4OH5jSsAUBsfSu1ftGi9jodEPm6VXMBqRAQCwgMUD4Ugi40mRURIZx7KbVCMyAAAWsHggFEXG2SAynhYGhZExZ2jMFRubDure57rGDvYe+/1agsgAAFhA9YR/OGE+eGSMrGqMrmzssbvU3JGxa2isi4bKyBhe33Alox8aIgMAgJVOITL6Y+dVjRmDa+7w2CcaKlZH2uXD1YwliQwAgCN2CpGxbiVj7arGbGP51Y2KMXU7+s/5sRAZAABH7CCxUBEZ+64+3Nr91Leb3ntjXTicQmSsC49+UB4TkQEAcMQWD4kTjYxL132FI6N/P4+JyAAAuAKWioxNu0ht/Lk7ozQyzkf335rQ2CYyjiE4TmEXqT6RAQBwBSy+qrHDCkj/YPEp76mxbWQMH5dDHxBeMdYd5C0yAACY1RKxsOrA602rFmORcXF9M+wuNbrtJxIcm84k1SJj7D4uSWQAAFwxB42MTRP8kdPcrjrtbWVkbIyf4tA49K5SU56fJYkMAIAr5tpHxorgGE6+K0NjrphYFRhTnucliQwAgCtmm92Eltpdauy9NcreJ+NOYDx5Pm7cuj2eHPn6xXtq9MeRRMbYm/tN2UVKZAAAcFDVkXGMYxgZY+PG2pWP49iFal1knAKRAQBwTWycoF+B+FgXGTd6Y+3uVUcWGcPn5RSIDACAa+bKR8adMYyM8VPdnl2MVWemWvpYjeFzcgpEBgDANXUVI6MfGttGxq2Rx2TfyKiIDZEBAMDJuOqR0d89atUuUsceGWPPySkQGQAA19iqCfXSoVARGVVv3ld1jMYuUTJ8Lk6FyAAAuOaWjoLFIuPW5XFMkXGqKxiNyAAA4JKlI+FwkbF+Ur/Vbc4cGCIDAICTtnQklEXGxjF/ZGxzzIXIAADgWlk6HE5pVETGqUXFkMgAAGCjpSfupzREhsgAAGCCpSfuW42bK8Y2obDXOI+LjJv9ceOpMXE3qVMmMgAA2GjxcNghMs56Y6fImHoK3JFxo4XGcGxxwPcpExkAAEwyNhlf97Wji4wtVjX2jYyVoTHxIG+RAQAAdyweGCsiY9tVjYrIWBUdF7dxRc4kNUZkAABQZvHAOOLIGHt38VN/071VRAYAAGUWD4ypkbEhNkTGfkQGAACljj0ypqxozBYZZyIDAAB2cgyRMWmsi4z+mHklo3/ZVSAyAAA4qMVXOrYcc0bGVQqLPpEBAMBBLR0NImN+IgMAgINaOhpExvxEBgAAB7V0NIiM+YkMAAAObulwOKbIuIpEBgAAR2PpoJg9Ms6uZlQMiQwAAI7W0oFxERmF4zoQGQAAHK2lA2OOcR2IDAAAjtbSQSAydiMyAAA4WksHgcjYjcgAAOBkLB0IImMakQEAwMnYZ3J/8+bNpw2RMQ+RAQDAlTI1METGfEQGAABXyrFGxnUiMgA4Cg888MCt//f//t+lkcuW3i7g9IiM5YkMAI7C3Xfffeuuu+46649ctvR2Aadn1SR/ici4rkQGAEdBZABVljjOQmRcJjIAOAoiA5iTwDgskQHAURAZwCGJjHmJDACOwqOPPnrrU5/61KWRy5beLuDqEhnzERkAAFxLImM+IgMAgGtJZMxHZAAAcC2JjPmIDAAAWENgbE9kAADAGgJjeyIDAADWEBnbExkAALCGwNieyAAAgDVExvZEBgAArCEyticyAACAUiIDAAAoJTIAAIBSIgMAACglMgAAgFIiAwAAKCUyAACAUiIDAAAoJTIAAIBSIgMAACglMgAAgFIiAwAAKCUyAACAUiIDAAAoJTIAAIBSIgMAACglMgAAgFIiAwAAKCUyAACAUiIDAAAoJTIAAIBSIgMAACglMgAAgFIiAwAAKCUyAACAUiIDAAAoJTIAAIBSIgMAACglMgAAgFIiAwAAKCUyAACAUiIDAAAoJTIAAIBSIgMAACglMgAAgFIiAwAAKCUyAACAUiIDAAAoJTIAAIBSIgMAACglMgAAgFIiAwAAKCUyAACAUiIDAAAoJTIAAIBSIgMAACglMgAAgFIiAwAAKCUyAACAUiIDAAAoJTIAAIBSIgMAACglMgAAgFIiAwAAKCUyAACAUiIDAAAoJTIAAIBSIgMAACglMgAAgFIiAwAAKCUyAACAUiIDAAAoJTIAAIBSIgMAACglMgAAgFIiAwAAKCUyAACAUiIDAAAoJTIAAIBSIgMAACglMgAAgFIiAwAAKCUyAACAUiIDAAAoJTIAAIBSIgMAACglMgAAgFIiAwAAKCUyAACAUiIDAAAoJTIAAIBSIgMAACglMgAAgFIiAwAAKCUyAACAUiIDAAAoJTIAAIBSIgMAACglMgAAgFIiAwAAKCUyAACAUiIDAAAoJTIAAIBSIgMAACglMgAAgFIiAwAAKCUyAACAUiIDAAAoJTIAAIBSIgMAACglMgAAgFIiAwAAKCUyAACAUiIDAAAoJTIAAIBSIgMAACglMgAAgFIiAwAAKCUyAACAUiIDAAAoJTIAAIBSIgMAACglMgAAgFIiAwAAKCUyAACAUiIDAAAoJTIAAIBSIgMAACglMgAAgFIiAwAAKCUyAACAUiIDAAAoJTIAAIBSIgMAACglMgAAgFIiAwAAKCUyAACAUiIDgKPw6KOP3vr0pz99aeSypbcLgO2JDACOwt13333rrrvuOuuPXLb0dgGwPZEBwFEQGQBXh8gA4CiIDICrQ2QAcBREBsDVITIAOAoPPPDArb/5m7+5NHLZ0tsFwPZEBgAAUEpkAAAApUQGAABQSmQAAAClRAYAAFBKZAAAAKVEBgAAUEpkAAAApUQGAABQSmQAAAClRAYAAFBKZAAAAKVEBgAAUEpkAAAApUQGAABQSmQAAAClRAYAAFBKZAAAAKVEBgAAUEpkAAAApUQGAABQSmQAAAClRAYAAFBKZAAAAKVEBgAAUEpkAAAApUQGAABQSmQAAAClRAYAAFBKZAAAAKVEBgAAUEpkAAAApUQGAABQSmQAAAClRAYAAFBKZAAAAKVEBgAAUEpkAAAApUQGAABQSmQAAAClRAYAAFBKZAAAAKVEBgAAUEpkAAAApUQGAABQSmQAAAClRAYAAFBKZAAAAKVEBgAAUEpkAAAApUQGAABQSmQAAAClRAYAAFBKZAAAAKVEBgAAUEpkAAAApUQGAABQSmQAAAClRAYAAFBKZAAAAKVEBgAAUEpkAAAApUQGAABQSmQAAAClRAYAAFBKZAAAAKVEBgAAUEpkAAAApUQGAABQSmQAAAClRAYAAFBKZAAAAKVEBgAAUEpkAAAApUQGAABQSmQAAAClRAYAAFBKZAAAAKVEBgAAUEpkAAAApUQGAABQSmQAAAClRAYAAFBKZAAAAKVEBgAAUEpkAAAApUQGAABQSmQAAAClRAYAAFBKZAAAAKVEBgAAUEpkAAAApUQGAABQSmQAcBTuvvvuW3fddddZf+SypbcLgO2JDACOgsgAuDpEBgBHQWQAXB0iA4CjIDIArg6RAcBREBkAV4fIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyKBz991337rrrrvO+iOXLb1dAACcHpFBR2QAAFBFZNARGQAAVBEZdEQGAABVRAYdkQEAQBWRAQAAlBIZAABAKZEBAACUEhkAAEApkQEAAJQSGQAAQCmRAQAAlBIZAABAKZEBAACUEhkAAEApkQEAAJQSGQAAQCmRAQAAlBIZAABAKZEBAACUEhkAAEApkQEAAJQSGQAAQCmRAQAAlBIZAABAKZEBAACUEhkAAEApkQEAAJQSGQAAQCmRAQAAlBIZAABAKZEBAACUEhkAAEApkQEAAJQSGQAAQCmRAQAAlBIZAABAKZEBAACUEhkAAEApkQEAAJQSGQAAQCmRAQAAlBIZAABAKZEBAACUEhkAAEApkQEAAJQSGQAAQCmRAQAAlBIZAABAKZEBAACUEhkAAEApkQEAAJQSGQAAQCmRAQAAlBIZAABAKZEBAACUEhkAAEApkQEAAJQSGQAAQCmRAQAAlBIZAAD8/+y9B3SVZb79f2duXffe9V+/34wdsLfRaZZxxt7GGUcdFQKE5ogCIYXeBVSQovReAymkQAi9SRERUCxYEAVUsCHSSwIkOX3/n/285zm8iTjjzJz5mTD749rrnLznbSeY5Nnn24RIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQikyGEEEIIIYRIKjIZQgghhBBCiKQik3EGEI1GY507d5YkSfqHa/DgwdHv+x4kSTrz9fTTT8e+7/WV+PuQyTgDiBnGjBkjSZL0D9f06dOj3/c9SJJ05sv8rpHJqOPIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnUDZMRO6WY/S/qUwzfZVpL4hQxVDufd3DUU8yn+HljiaPdPjF8pwsKIYQQQgjxT0qtNRlcy0dj8TV/xGyI8LmxFeaLCMIIxRXmV1GjSNgcE0XUPI+Y5xHzyGOjPNY8hilzvkgkgmjY7BuJIhIMmX14gbDZJ2heDJidqszzUPwcZh9zkkg07O1jFA2b10Ihc94IJ22b60Xto3vuvg6ba7iv3TZem9tjsbh18R0f4jl5L/Ht3Lf69yNW7Tr+69V83en039dv3vPpzu2/x0j8vZKa76fmNf2v13z//uvXfO3b7lcIIYQQQtQ9aqXJcBEHrp+jCZMRs8YgGgtbaxGIyxoNYwJoMqLmMRQOIGTMAk2GPT5kFvCBCALm+JAzGVzQm8V+JBS2JoLnjEWNwYgYgxGutCYjZF4PmROEzeth83UsRnNRZYxJsJrJcKaBi2U+j/i211xE8zV7fZqX+HNnPJzJcOdy209nYr5tkX46k/Hnjjvd8ad7PeIzVO59Bvl9iL+X0x3r7t/t8+fex3cxR0IIIYQQou5Qa01GlIvRuGIRugOzGOWCNWZjFwmTEeTXUS70zWuREAKBk8ZwBGzEg1GKaDCCqgqzPUzDwAWuUcg8D4bt18ZaoMoYiaDZP2zPRYMRQtAcGzD7BmkO4kYkWFlpjo3YiIqNqph9nDngYprPnek4XZTAv1h3+/I5F+z+xbl7HggEqpkV9xr5c9GI00UXeB6/aalpYE4XvXDy37+794qKimqmqaaB4Hvifn4j9ZfuUyZDCCGEEOLMoJaaDFdx4f3HCAaYPmQXvBG7zSzLEeKjMQShIFOdGI2IIBjg4pcmw+wRDiDG17ioDtGERK3BCFZGUVEVw6FACAdDYew32w+aS5Sba1cY83CksgonzbYT5jm/DnGBzUV+0NxL2NyXUSQc/UbUwr/Q5ms0CVVVVVaVxqBQJ0+etAt0J27j624hfrpP/91i/c+ZiJrRhtNFKPyRlm+LXnxb6lNNM8Pz8P5dFMYfoXH3TKNBuev635tMhhBCCCHEmUutNRlmGWssRMRaiVg0ZE2EMxmRuMGgIlyYho0BCXkmIxxiqpQxGLGQeV6FUOUJr5Yi4qVHRWkOjHE4dLwCE0pWI2ftFrz0xTHsqAL2mmsfNOc7aF4/Zh7LjY6b55WRmD0mFvEp6i20XRTCmQl/JGPPnj146aWXkJ2djVGjRmH8+PGYPHkyJk6ciLFjx9ptI0eOtNvLysoS5zl+/LgVn7uFvD8aQPNSM+WIi3q/MfAv6v3G4HRG48+lLjmz5P+a13Imwpkmlz7lUqlOV4fyXSWEEEIIIeo2tdJkeDYjHI9XVMXrJYzRcGlRNoXJS6UKBcMIVZj9AuFEClOQtRms3WABd9g7PhYzMuYjbIxGZSCCnfvL0KTnWDzYNxsNBxchdXgJOmW/iJL39uK9sig+NZfbY7zLYWMoKpk2FYmnSYW9aIiNivgW9H6dOHECixcvxjPPPIPMzEy0adMGTz75JFq3bo0//elPeOKJJ6z49eOPP4727dvjzTfftIaEJuTZZ5/F008/jd69e+PQoUPVUqv8dSCnS8U6XYTjz9VNnO71b0uT8qdR7dq1C3379rXq168fZsyYgS1btlSLmNSs36h5PfsvXeN+ZTKEEEIIIeo+td5kxKzJCHrdn2wBdsRXr0HvYRauxmDYOotwzNZZVMaY6hRFBT/hZ50Fi7ajFQiFT5oFewCVxih8tP8Y7skcgZ+3H49rMqfiqvQpuKHzTDw2bjW6zFyLfgWrUfz6Dnx48CTKzf4hdqtibQYX++FIwtC4ugn/Av3w4cPo0qULmjdvjtTUVDRr1sw+NmrUCI0bN0aTJk2QkpKCpk2bomXLltZsvPzyyygoKECPHj3s/tyHr+/fv79a+lTNgvKaqVI1F/LfZjRqmgf7Xf+W/U9nUD744IPEe6FoNNatW5fYz18Y7jcdpzMbNQ2HEEIIIYSo29Rik2EWztZkBMyXcYMRjbepjbe3tYp4NRI0GBXBGI5UhXE0EsUR8+JRoxPmDJWMhxiTEQifQCgSNM+BbQfKcGfHCbgybRouycjHhRkFuLj9LFyTkYuftZuE69uMwuPPF2POqx/iSDCMylCVLf5mcXnU1n9EE+lNbsHM519++SWWLFliF+AUjQINBhfiNBl8TtFk8HUaisceewwbN27ErFmz0K1bN3sMX2vRogX27duXWHj7C81PlxLlFvQ1C9Br7vOXWs/+pdoPiibDGSGqf//+1ijVrCPxGxP3HtRZSgghhBDizKbWmgw7GAMhT7FQwmT4u07ZtClGGUJRYwJiOFQZwYZtX+K1XV/h3b2HsO3Icew8UYX9xoCUGaNSac4TtFEO4N195bi90xRckjYT56UV4dyMUlyQOQ/1npyFn3Yoxs/Tp+P6J59H3+z5OGJMxbGT5bbWg61sE0YjVr0b04EDB7BgwQK7+HaRi4YNG9qIBlOiunbtiu7du6Nnz542YtG5c2dkZWXZ7Vu3bsXy5csxZMgQm2KVkZFhX2Mkw79Ad/UQvCZrIVi74YrKneHhc6Zs8XVuY90E5S8+99dN+M2Dez/OmLjzufPzWD5+9NFH9v54r3xkXcnbb79tz+vf19VsuHMw8uNv11vT4AghhBBCiLpPLTUZxBkNNwiPC+saJiMx/xs4YYzG1q/LkdptEO588ik07T8Z/WatQc76HXj/aARfG6NxlMXcUWM4zGm3HirHLR0n4/KsWWjQaR7O7bgIZ2cuxAXpc3GV+foyYz5+2m40+uQuw1HeBRfeEc9g2ChGxIsa2Ds1r3HxzE/3udimseCn+zQXjFT06dPHGoiDBw9aMTrBWosjR47Yx2PHjiU+9f/iiy9sfcbrr79uH7kw90cyeB0ex2tz3w8//BAff/yxNSl8TtPB8+/YsSPxGu+L4jaaA27jdWkE/EbDmRmaABai0xyUl5dj27ZtVjyO2rt3r73n9957z0ZgqK+//jphfHgtXofX531t374dn3zyiX3OWg6aMb4v/8BBRTKEEEIIIc4caq/JiPlyouJjv71UKa/o207ijvefChgdNCZi894KPNJjBG5sMwQ3po/GzR0n4M7OE/Bgj/HoN2Mx3v5qv5dGZda2Hxwqw63m9SsyZ+KCrAKc03EOzu08D+dllaB+1mxcnJmHn7SfgB65K3DY3E4g5s3YsLUYTNGKVJ+2zUX/K6+8You1aTCYDsVoRqdOnbBw4UL7iX7NAnFXFO0iE2vWrMHAgQNtkTjVoUMHaxh4HZoHmg5GOhg5oNq1a2eLyhklodLS0mzx+IQJE+zztm3b2ogIn/N83IeRBz6yZmTKlCnWqLg0Ky78v/rqK7udkRbum56ebq/RsWPHxLVY5M3rsHid98Bzv/DCC9YYMV3M3Re38x54DO+D53L3OWbMGLz77ruJf+6a9SFCCCGEEKLuUotNBrxABsWFZzxy4cU2vLLwSHzid4V5ts+YjE37KnF/z/H4WbsxuDptCq5uPxXXtpuA69qOxB+6j8Xi93ZhfwgoM6f7kCajwxhcmZmN+h3ycV6nYmMySnFuhxJjOmbjQmM8rkyfjG65L+IQaDK82+AN+Ifx+Wsdli5dahfVrKVw9Rg0BTQH/jazzljUrE3g8UydcgXiLApn1ICpT6tXr7YGplWrVol0LFcP4UwNxXStoUOH2igK93P3weeuAN0ZIC74i4uL8fnnn9uoBiMP7GpFk8Dj/fUkfM4IDZ/TxKxdu7baawMGDMD69ettxMLVnVC8vityp3gPfKRBYQtfRlcYLfHXiQghhBB1kbb8kK19G7RJb4u27dt6z434vF16O6M0pGW2t2qXkYa26d4+fHTPndoZpZlt7cyxaebY9A4ZyDDiY+LY+HW4T9s0Xid+LfN6ehb3z0RGx0xzTLrZ1i5xLe8e49eNb0vLTLPnTu+QmbiGd+/tEtfh+xPiu1I3TEY0HtiATZ6KmwzOywjZ/06aZ3vMCxsOVOHe3lNxlTEYl6TPwsXpBbg8bSauTZuEG9JeQPHmj7E34pmMDw4cw62ZI3FV5jQ0yMrFucZUnN1hjjEZc3GeUf0Oxbg8fSq65q6yJiPoMxne/XyziHru3Ll2Ye2MAMWoAFOM3KA9F/Xwt6R1kQ0WjLNmwy3IeS7WZLz//vsYPnx4wizQxDij4TpR0Zjw9WXLlllj4wyGMwHuaycu/HkemhoaBkZM8vPzE/ftru+O5f7umpzxQdNDI+JMDNv1MpJDk8H9XKoY74typsV13OI+jJQUFhZak1GzLkQIIYSoazxpFvoLli/AvGXzMH/pfMxbOs88n4+FKxehZFEJpuVOw6gJIzF64mhk52ejdEkpFq5YiFLut5THeI8Ut803xy5YtgBTc6aizzN9kNU1Cz369sT4aeNRymuYa9ljlpw6dtHyhSguLcKgYYPQsXtHdOzRCYNHDkHh/GLM57WWVb8Wz8FtY6eMR/c+PZDVpSP6PtMP0/KyvfMv894P3xffnxDflTplMuIVGtZkRKzNoMUIGpMRxlfmxXUHq3DHUzNwaXoO6meUoF5mKS5ML8SV7afjF+1HoujdT7DHnOuI0ZZ9x3CbMRlX02Rk5uKcDGMyskqM2ZhnVS9rjjEZ063JOAJv6rc1E5F49laNFrAUowJcjDMC4Rb47Bi1e/fub+325B9Yx7QqFoW7BTnPxfqF2bNn2wW5iwTw/NyPEYsRI0Zg2LBhVqNHj7aGhM8ZdeDx3J/pSTQBgwcPtq1mmbrE+3ORBp6fx7EQ3V2b4jUZoeB1KKZEUYyWsJOU34SwuxRb2DLywuszSkFj5I5jehS/5jV4/zyWM0M4Z4OpZH7zJYQQQtRF+Ik/F+5zl8zFXGMq5i0tRbFZ3Hfp3Q03/vpG1KtfHxfUq2fV4KILccsdt6LvgL6YY/al4Zi7uMRorvdozlE0rwit2z1hj+Xfa/4NbdXqMfz65t/g0SYNMbMoxxiEUsxZUoISc9w8Y2wGPT8It952K+65514vnTo9Hff89l7caq41dPgQay6863jXnDlrBh5p9Ahu+vVN9kPSjh072A8Hb/jV9TbKMXtesb0Xvi++PyG+K3XDZMRiiaa2zmREbfJUyGwLoMI87jb7rT0UwG1P5eGi9Fk4P3M+zstagHoZxbg0IxvXdRiDovd3YrcxCAfMSd7byxa244zJyDYmIx/nd5iDCzovMgZjIc4zx9bPnIsrjMnoZkzGUXvdsL2ircuIIVHH4KBRKCkpsYt6yi3i+Uk9i6L9aVGsffBP6HZmgybDzcng8fwh56KdRsIt5vnI7Rz2xyJqRiAY7WBBOQ0JC69ZfO4iEoxWcJH/2Wef2ZQoFmFz4jiv8dBDD1kjwnukaaAxcffP4zipnFPLXWcoRhyYusV0Lzcnw6VFcYAg06WcYWLhOIvLeU8U75HisEGmlLlICX8B8rxqYyuEEKKuw5QiRjBoFBhdmFk4E/f+7l6cc845aNqkKaZPn4ZVq1dh5coXMWniJDz4wIM4+5yz8WijR1FYUoDSxaVxk2G0sASNU1Nw//33Y/0r6+3f46KiQvO3fye2frDVGIKWuOe+e5A3Ox8lxgQw4jBwyHO4/sYbzN/5CXZdcPwEm8HsxZdffIkxY8fil9f/EkOGDbYREhqMvOI83HnPnXi8dWubMs0P/fh3/uTJCvvB4X2/uw9NWzQ1hmmufV9t05UuJb47dcRk2OW9LfIO202up1TIln2bJbudzr3uYAC3G5NxYYYxGVk0GfNRL7MQl2ZNxTVpQ1Dw3g7sMUcdtTUZ5bi7y2Rc3n4GzksrMMZiAep3WYlzM5cag7LYGI9SXJk+Dd1zV+KYvW7Qu4PYKZPhT+3hwnrevHn2U3qXmsRF9KRJk2ynJfuWaiyknVFhxyhuo3Fg+pK/5oI/9Ex/cpENl3Lk5MwH93/00Uft4p8mwu1HszBo0KBEgTfNxvTp0xPHP/LII7bGgtEJPnezOxiNYHTDn+bl4Ptmpyh+4uHui7UcGzZssPvSVI0bNw69evWyhoLn5L25WhU+upQvFoPzF6FqMoQQQtR1WNswPx7JmGVMwx133YHLLr8MxUXFqDAL95rwAzmmVderVw8PPfwgZs+fbY9lalKfp/vgtttvtR8OEq4Hbr/9dqxatcp+vX/fPjRs1Ait2z1p988tysNPfnotOnXuZJvFvPrqRrs2uOOOO+w6gB80cn3wm5t/g3xjTJjG9diTj6FJ0yZ2iPD2HTuQkZmJBx54wGYn8G/5tg+34ZZbb0H/gf1tWteT6UqXEt+dWm4yYp5ip0q9bfaUW4xyeyxobEbI1lpYk9EnHsnImofzOpQak5FnTMYEXJs2ELPf3Y79cIXf5bi982Rc3H4mzk4rwo/bz8fZxmDQZFyQuRAXZs7B1e2noFfOCpTbK1d5Jsd2tjp1D34xEsHBev4iZy62ufDn4ptRBn96VM0hemxzy0iGi1jQBGzatMlGCfyRCVdT4a+TcHUTnFXBa/Larv6BkQx2jeK12P0pNzc3UYDNY1hj4epJXG0Ht9Ec+VO6/FO7aUBcETmvwzQsdpzidVznq8cff7xaAbozMC5Ni9dhlyv+MvTXqAghhBB1ERZfuzqMP7V5HOdfcD4WLVpklzSInarn9P+943P+XT733HPQpUcXG2VgJOO++3+LSZMm2v34d3LY8GH2bzTb4jNDgKxcuRI33fxrFJYWWlNy2eWX45ZbbrEfGl511VX2b3RpaWniQ8CjR4/i/gf+gH4D+iG/JN8ce5ONWBw7VmazG+6++26MHDkSN998s01pZhbDOLMeuO8P99n7UrqU+GuoxSaDBsM4h2jYTvyO2ahFxPMc8a62iPL1IEKxEPab3dYfCODOPrm4OD3PmAuvS1SDzOm4PHMMfpY2AHNoMsyxR1mTcaAct3Segosz860ZOavjIpzVYQnOzVpkh/JdnFmIa9pPQJ+cZThuk7MCNk0rFOPMjHhn3Rp1GWxBy5a1LoWIi2imA9F8uO5SNadg+xfxNBmstXAGgobinXf95zdIAAA64UlEQVTewXPPPVetk5NbuNcs/uZrNBk0CP7CbdZCcPHvIhlsQesW+XykKaHJ8NeCsL7DmQz//bphgPxExdWeUIxksHCd3wOXduWMj4vquPt1JoNia1x+kuM3MUIIIURdhF2eWCw9LT8bF118kfmb3sv+zQyHQ9i9+0sbHXAfqtEoMMuA2QyMMrR+/HFc+7NrjWEoQt7sPNx6+6144/XX7Xm/2rMHv/jFL/Av//IvOP/887F9+za7nTWft91+GybNmISWj7e0EYg33ngDP4/ve91119m1BDMl3N9XNphh16hxU8bjt7+/z0ZEuNb4yU9+YmtLCdOoL7roIvshKVOhb7/rNhTPK0Y7mQzxV1C7TQYNRjRUzWRwcW8zpShrQsyiNxa2dRYb9wdwV5+ZuDR9JupnFqN+VgEuypyKKzNG4ZdpAzH3Pc9kHDGHvWdMxm86T8WFmbNwXqdSnN3FmIzOi43JmG/MyRxcYrZfmzbOZzJCpzUZ/k/g+UPqOju5aAYX0tzG1/jLhWJepRO/Zt0FfwmxhS1/+P3dndiZyqVLuUU6U4xoApiKxdAnxecU29HSNDgT4Woy+IvImQzWWvgX/qyToBFybW5pDHgfrsbCRS9cxIWiyfBHQ/iLrajI/GLMy6t2Hhap0fTwHnkdRjw4Q8MdxyJ0mQwhhBBnAiyUXrRyEXr374P69evjrTffstEANkG57bbbcN9999mFPKMb99xzj40c8O8iayGWLl2Gc88/D8PGDLcm45bbbrEfHJL9xpBwfxqHa665Bjt37bSREa4h7rzrTkycPgHNWqbi+aHP26gH/wb/4Ac/wLnnnosLLrgAv/zlL20DmC1btqBnr562mHzMxLG4/4H7cWD/ATtgl2nTrPMkNCU87u3Nbxuj8wZuv/M2FJQU2Da8QnxXarfJsK2cQt60b4S80m+aDGc0IlE7BTxk9jsQosmowt19snF5++nGPBR4JiNjOq7KGIfr2w82JmMH9sXi3aUOlePXXaahQXoezskqwVmdFlixhe0FWcW42JiMa9ImoHfOcpTFW+bapC2XweULe7rFMaMFBQUFiTkUFKMDTB1iyhMLwxm2ZDcn/pKZM2eO/Zo/2CyK5mO3bt3sca5mgeaAhoJfc2HudX7oaNvOcuI2B9rxkYt+PrJgi4Xfrn6D6VvPP/98oiaDjzk5OdVmbNAYMNXJHxWheB6mRfGTDNZg8JcTn/N98hcfw7HufbJLFCMkzC31Ryt475s3b7b3yWMZEqbx8JsM/kJ0c0OEEEKIugrTiRa9uAiPPfEYrr/+etsAZePGjbj44ottt0nWUzBzgIaDH+ZxiC3XA/zbvX3bdlu/0bNvL8xdXIo777nLrhMIP9xjm/n/+I//sEN72YCFvPXWZtz4618htygXHbp2sH/zaWp43FlnnWWzDBjZYGSC2QdMg7rk0ktsq1oWpf/mlt/g/fe2WHPBWgzWbnA9wfMw7Yr3X1RUbO+F99RWkQzxV1BrTYbnJVyBt9dTyjMdiRftBPBYfOL3PvPyq8Zk3NN7Cq5oP8mYjHzUyypCg4w8XJkxDdelDcEcYzK+Nody7sU7hxjJmIKLM/JxvjEZ53SYh7ONvGF8xTZdijUZ3XNWesP44PmamnUYFMOczmhw8J6rh/DXIvijE26bMxPMe2SaEX8psFjaRRj4GqMcLCjnwtxFMngsfznxkxEu4hm5YPE2n9NE8Ln/GuxOxVoM3iNf50Kf25nWxH14XRoI18LWmST3Hrgf78WlPtF88H5pMpwZ4ick/AU6bdq0RM0Iz8EaE7avZTSD98VcUk4C5+vMLaVh4icozmSoJkMIIURdxZmMZo81swt6fojGDxAbNGhgh8/ybxwzFBiN4MKf0GDw7/Onn36Kq39yNbr07IrFq5YgLas9GjZqaBf6hNGPf/u3f7N/6wnNROcuXfBwyiO2XmJi9kRc/6vrsealNXZdwr+3TIG699570a9ff5s1MHLUKFx6xaWYkjPV1o48+OiD6Nqtqz0X/37//Oc/t6IJoiFiY5Y/PvwwMjplYuGKRTIZ4q+iDpiMRNgiPqAC1UwGO01VGu11JqPXZGMyJhqTkRc3GYXGZMzAde2ex5x3P7Im4yA8k3FLpym4JMOr3+BsjLM7lOK8DrONySjEhVmcrzENXXNW2f0r4UyGuSaLtsNe0bZ/ccznXMQzbcgt8rlQ56cHfOSiml2W/FO4uYDnYpwtZBnhYE0Gt3M/7mO7O2zbZudOuGNc1yhGNdy5XVSCaU+ch+GG4XE/HsvULN4ff4kxckGD4EwLIyz8FMPVZfhb6LrUJ389CE0Gi81cOhjFcC9/kXJIn5tY7o+KuHt1BfGuXoTGxk38dsXwQgghRF2EJmPxysVom9EO1157rc1GYH0j05WeeOIJ20GSKcz828z0J35Ax2Yp7O707jvv2DqOvs+av6crFiJvzizcde9d9nWehxkErVu3xooVK2wBN1Opb/zVjZg4fSJKl5Za05DRKQN33HkH1r28zhocNo+ZP38+3nxzM1Ya03DrHbehQ9eO8eF/pZhgjr3hphtsR0neA1OqmX3A7Ap+OMk5W3ebe2CnrPnL58tkiL+KWm4yPCWKMJzJSOzjTAa+aTKynMkoMiZj5reajEtPZzI6fLvJYDQlFqViCWPhT5vipwFMJ2K0wLVvdabC1TC4iIZbaDOSwXAqzQl/AbkIB40Gf9DZlYq/XFjA7W8zy8W86+7E/bmNv3yYHuUMABf2/OXBXxxcxLNmY+bMmYmhftyPEQhGE/gLheFYdoVy9+dMjd8YMSrh0qtcNyqaDBoMnp+hXPfeXIcr9779BesUB/7xl6W/gF4IIYSoi3BOBlu9Dhk+xNZDsLaBf9c2rF+Pnj162NRptqTlB35s6sIUaX5ox7+B06dNx3kXnIcJUyckpn5Pz52O3//hd9aQ9O//NCZNmmzNxR8f/qMtDB89brSdX1GyaC5KF3sDANOz2uOGG29EenoGpplzUqzlvPGmG21Egvu6WRw8duS4kbj5tpvtOZn5kJuTY+/z7nvuxv0P/h7ZedlxEzPfvj8hvisyGX+DyXD34bpC1ewyRePBRT0X4jQb/KFlniPTm/jLgb9YnLid5oGLc4ZSGT5lJIL78ROOI0eO2PPSBLA+gqlNTDviuXg8F/Tu3HzOtCfWeXAbv+a5Xn31VXsemgxGDd566y37Os0I96E5YH4nO1xwwN+yZcvsLA3el7sXPrpz8pcmoyvcRvE+GMVgFIdhXxa5sz7DHe/k3juniPOR25jqxWNkMIQQQtR1OKyOMyuK5hfj+huvs3UOjBCQaKT63zn/UF9+OHnLzbfg7nvvNiagFHPNop4D9uYtn485C+ag/4B+aNK8KR54+EE0appiaypcdIH7zl3iHcMIBbtbsXNU67ZP4KFHHsIfH/0jnkhrg/HGvNj2uPH97HHcf8UC5M3JR5eeXdCwcSM88McH7QC+ZwY/g9kLZ9trcP8FyxYokiH+KmQy/qZIRjQRyXCLY39nJH/XKaYh0RywuIvFV3x87bXXrBjGpFjHwQgIj6PZ4D7uNXaccFESil/TjPBc/vPxkdEQ5m7u3LnTvubOwdxM1xWK52AIlftyHx7LCIa/RS3NBu+DZsHdC+/RPaeBounh1zQs3MZ0LJfyRPGcLPb2v0eKz2l63D1zH380SMXfQggh6iot/9QSOQU5KJpXhIFDB+Ksc86yadCshyCnm5PBdQLToM6vdwFGjhttzEMhpudnY3rBTEyfNQMzZmUjpyjHKBczzTb3fEbhTGQXzEC22YeP081+FJ/PLMxBbrHZx+xP5RTm2W3Z9nxG7rhZ3nHZheYYs39OIa/B85v9i3PMPXCfbLtfjjm+1eOtvs9vr6hjyGT8zelS0cSnEP4OU3aXuMnwD7Hzz8Nwv1zccW5h7m+H634J+edquO1Mn3K1IDVnbtS8nl88hhELd03/Nfz3729b678vf9TGnced238fNb8n/nuoeU1/NMjrJR7+f/R/mBBCCJFc/u+PfoQLL7oQt999O/Jnz0JW1yycffZZaNmiBV5/441EkTdF48GMhwcffNCmVj31dB9MmTkVv7jhl2hwYQOji3DhxReh/oX1reo14GMDKz5vYK5DXXjRRfHnDey1G/her5c4zqjaMd7+ftWnuF/8sdo5eYy5F74/Ib4rMhl/S7qUbzHtfln8uQW13yD4jQQX6m4KOMXnbvHOR0Yg/LMp3DWcweA27uciAX4z4d/mFu81789dn4/+qAwjGX4T4n/NnY/35r7235v7XtS8nv85X+M13Pvgc//rQgghRF2EcyyoH/7wh2iY0hAlC+fgqWf64oqrrrQdpn533322rT27LN511112IvhPf/FTDB4+GIVzC3D7XbcnzuH0m9/8xhZg33//H8wxd+PSSy/DHXfciXr16n1jX+rSSy61577ssstx/fU34JZbbrVNVlh8frr9f2B055132rqNK664wg774/Tvf/3Xfz3t/kJ8V2rt/y213WSwu1TNxTkfuY2fVJwukuCPNPgjDzVNRM3zuU/6nbHwH+ceuVD/tmvytdNFHfzXdNtdO143gbRmFIPbnCnwmyZ/lKSmuXDv73SRHP8UdEUyhBBC1GX8i3HOtHik0SOYNbsQecWz0LlHF/z2d7/FdTdchxt+dQPu/+P96NW/l53wPT1vOu689078ML6w5yA9dx7WQrIpC8UOVWzWwja2Z5999mlNAOtAmBLNFrasjeS+bN7CBjH//u///o39//d//9fWYbLe8w9/+IM1QYywXHXVVTIZ4u+i1v7fUttNRqxGOpDfKLjF8ieffGKH2LEmww21Y8E0H902dplgwZf7VL/mIt0/g8Nfs+DfVjNFym9U/At7v8E5XdoWoxpuuB/vjZ2tap7fGRq/waqZ1sV9nHngPiw653vmgB+e1xWzu+NcxMZdRwghhKiL0Bz4DcIPfvhDXPuzn6Ibh98V56Fk8XzMXTLfPM7DnMVzMT1/OtI7ZuDiSy/Gv/zAv5ivbjImTpxoO1D+6le/sm3oH3744dMaAIrpV9nZ2bZrFQfksmXu5ZdfbqMT//mf//mN/f/nf/7HRjHYiIUNWdiBcvny5XabTIb4e6i1/7d8PyZjLs7Lmo16NBmZnsnolrsaB8z+VajeXep0EQq3aOeimZ8i8JcCP0Wg2EaWXaZGjhxp51a4bfyEgQNwlixZYgu6/TMjCIuz169fb89HQ+IW4TVNhIsUOCNAE+C2+Q0Qh/tt2LDBiufloB0XwWAvb/4yoniv7DrF9rI1Ix/ORDhqGhZ/uhW30Wjx/fKcFHt2sxOVP5pRsxDuTKdmWp173+5r8s/0/RBCiDMBv8Hwm4Z//4//sHUON99+i+3edP9Df8BNv7nJpkudSkv6QTVz4cTp2xxqy46TTJFim/krr7zyW03GTTfdZGdwMerBVvVMteLxbF3PNK6a+//3f/+3ncVBg8GBwO3bt8fdd99tt50u8iHEd6XW/t/yfZmMc7OKjckwx2UW4CqajLzV2A/PZNhL1zAZdlON5+y8xMU0u0W4uRBuRoSbHeHmWLjJ2m3atLGhSs7DoNHgQp3i4pwhz6eeesp+MsEuFDUjG/5CbGcA/LUarkaDhoGTunv37m3PyV8mjCy4AjS+5p9lQZPELlPuvDVTt9z5/XUpLtXKnwbFQYPuvG4KOE3Oty20/xmoaVD93wdnJE9X5yNJkiTVXp1uUf73imlXP/rRj/Bf//Vf9mtGI76tXoLiVHDeB/fhI7/m8aczGP5r/PjHP7aP3J/beL1qpil+7u/7eyzVHclk/ANNBofxcVidG1jHwXnOZNScqM3X+MkDTQUX/lykM60oIyPDLsy5Pwu31q5dm6ixcObBv7hnK9yaUQ0+crHKVChGUng+Xo/XZRtZnoN9vDnIzz94b9KkSfjcmAyel6lU/sWwm7nhT6PyRyTYapemhM8ZMeF5ZTJO4d6ze+5UM2Xs+/4FIUmSJEmS9LdIJuMfaDI4ydtNzG7VqpV9zineNBNc4HMbH7mNi3oWZfGRE7VdcTULsPg6F/7du3e3UQFCM+HMRk38My/cNG3CtCWGTJ3JoMnh3ApnaNatW2dDq7wn3ivzMzmV1L2/msbGfz1/Shbvzb+AZoSE+aMyGafwRyxq1tD8M30fhBBCCHFmIpPxDzYZNA0UcyMZpeAEcBZVTZ061RZzMdpBs0ET4SIdnKzNImku2hcuXGiPYd3G0qVLbfTARSvc4t4VYtfs6uTvQMVIBI9lUTe7SPCckydPtoP7+Drv+cUXX7TGw93H+PHj7QRwV7NRs0sVVbO7lH+bMyY0RjRQMhmn8JsM92/k/15825wRSZIkSZKkuiCZjH9wTQYX1Vxcs4CKqU6clk1x8c4Ff2FhoX3dpVRRXbp0wYIFC6yZGDp0qK2dYB0FF/0sDneF1UxJoklYtWoVZs+ebbtIMMWJ+7G+gzUVLCxnRIITthnJYNE1p4/yfBRrQFhUzghHv3797P26+okOHTrY4nSaEZ6Pxdpsa8dr8Gteh+LX3IfXo3liwTg7ZvH+uVBmhMRFR2QyPPz/z/hNhr8tsAyGJEmSJEl1VTIZ/0CTwWJuV+DdrVs32x3KFU+7Ym22tO3atWuiAJwLcQ7p4aKdJoLpUnyNi3SmS3HB7o5n5yku8F03CF7L1W+4InOmZjEyUVBQYFvSsbMVX+M27kvTwHZ47vrODPgL1t19bd682V6PX7t0K2eieBzF11ikzmgN29ZyZggjGe58MhnfpGYRv7+O5p/1eyKEEEKIuo1Mxj/QZNAscGHNRT+jB2wR61KK3GKS3aJoAJhO5QwC06eef/55m+LEPtVcvLsIBxfsPJbREO7jDIOTMxru0XWymjFjBhYtWmQLv3kNJ0ZBcnJyEvv606X8HbD4yPoNRiuY+sR93HAfPncGwt89a9myZbYmRCbjm/j/n3H4U6T4/wY7fvH/JUmSJEmSpLqmumEyYs5gcGHGbe4/moyoMRkxfG1Mxka/ycj0TEb9jEJckTHjL5uMDs5kzE6YDDsnI29N3GTwarw+01qcyYh69xFzC+SYz2QMjxd7e4t0piYxauGflk1xEc70IpoMFxngIp1Ri+PHj9sIxSOPPGJf4+KcnZq4/emnn04YARZrcwHP+g7WgbCntisidwaFNRjLly+zReUu4kAxMlJcXGyvz2M5rIfnc+dlNObxx1sjMzMTO3ZsN2Yl25onilEW/3P27nYds2hAWPDNe2WamIt4/GWT8W06s/i20KIzGPz/gpEqfg9pBCVJkiRJkuqS6ojJiCV0ymRwgR82JiNiTEbUZzKmGJMxyZiMfGMyilEvowCXZ2Tjl2lDMee9HQmT8a7PZFyQVYJzjMk4q6MRB/J1mIP6dhjfdGMyXrLD+AL2ilwIh62ixmxQdqs1HizijdrHY8eOGJMxzCzaHzMLehqBJjYK4Yq5qwIhhMI83hiSsnK88sorNmLBRb+LGjCFiulSbjsNC40HayrefPPNRIqVS2niAj8/P9/WcsyZMwfPPfdcIvWJC/+CgllYunSJNT+pqeaemngtdWla2EGK0QbO4XDHNG7cxBiZZ80xy/HOO+/ZVrdHjhzGJ598hLfeegNvv/2W2faajW5s2vQ6Nm58DVOnTjfnbGLVtCm7Zz2G0nmlWP3SGjT+zpGMGBKRq4TObJPhr7/gI2tZ+P8Ka2zcMEdJkiRJkqS6pNprMtwiLGoWmBHKC2bYL82iM2KjGCFjM0LGZER8JiMblxtz0CCzyJiHOaiXOQuXZU3Dz9MHYfZ7263JOGz0vjEZt3acjEvT83B+1lz8uONC/J+Oi/D/Zc3DeV0XoUHHucZkzEC3nDXWlATMvYRjQXP9KnM7QXPVEILx64fNs6hRjFYkFjDG4YBZzA/BE61bIrVpIzRLbYKePXtgy5YtqKwKIMRUKXs+4ChNxvoNePLJNon2sVz805SwnoGRDFeTwZQrTgZnVIKRBVegzUX7ypUr8fXXX+PQ4cPYuWsXcnJmGnPCczVCk8YpKCzIw4rlSzF61AhjMBoh1Wxr2iQFr726AcfLy7H7y91YvnwFWrRoZQwB06RSMWbUeGz/8GPz+kkcP15uDFKVuaej+HL3Trz19iYsXbYIi5YsxqJFS7FwwRJMnTITnTv2QNPGLcw1m6FpajPMLi3BqpfXoKG5VuOEyeiJ9Rs2WpMVMf+gEfMPG44yTSgSN3Eh8499St626BkV2/D+/3ZRMZqMsH3/4XAIe/Z8hRkzpmPYsOcxdOhgPP/8EEmSJEmSpDqlWmoy4ilIZuFFOZPB0Qt8Gk7EMIJ2gX/KZARwd68cXJ42Ew0y5hiTMdeYjAJc1mEafmZMRnHcZBwx2nqoDLd3nIjL2ufigswSz2R0Woz/23khzuuywGwrxhXtpqG7MRncP2QWhaFoldFJ87zSXDVoLIVnMmg3Is5kwDMZI0d6JqNJ40eNEWhkDEJ3WwgdCIaswQhEoqgMR3Hg8FEsW/6iTUlyMzVoNljMzUiG30yweJyRCtZFMI3JpSUxakGDYfP5GR0pL0PJ3BJjTBgVYdeqxiiYlWtMxhKMHT0SzY3xaWG2NWuagvXr1qKy4iSOHT2GtWtZO5GKRo0aI8WYjLFjJ2HXJ58jGubUcLbIDeGTTz5E6fwiDB32HPr07Ymn+vXFU32fRu/e/dG1cy+0fSIDqU3M+05JtdGQ4pLZWP3KS0hJbYzGTVPiJqNX3GSYf8sov69RI/MvyoW2NRRB87/AKZ3JJoPmgo+RSMiqrOwoNm16VeZCkiRJkqQ6rVprMmAWlt4iM2DcRcSYDX7aG/MiADaSQYNRZRQwJiPsmYx9AdzTM9eYg1xcmE6DMR/1MopxWdZ0YzKGoiieLnXU6ANjMu7sOAFXpc1AA2MozulQirM6zsc5nUtxXlYxGqTn4SdpU9A7dzXK4ovhcDRgVGFkzIa5P4pWJxxzi2NPZWVHMHLEcGMyOIwvxS70XXepUMgcQ5MRjqDK6Kuv92F69gxbE+EmbbP17ZAhQ+xsCraRdcXdjG6UlpbalrTcxxVvc19GPWw+vzEax41pmDtvnl3kN2na2KZrzcrPwbKli20ko7lZ7FuZhf+6tS8Zk1GB4+XHbcpUo0YpNpLRpGkzjJswGTt3fYGAuedAMGjM01FjXmajY6dMpBjjxHPbNKjUZuZ5cxu9aGLMSar5OtWco1GjhigsLsCal9eYfbhvik3VYiRjQzySYb+vNpJhFtn8PsIzGU5nqslAvL4nFAokTEZlJVsSf4yCgnwMHvzc9/7LQZIkSZIk6W9V7TUZZrHp9XRi76hgvA4iahfoYZsqRYNRYY0GTYbtLmVMxr098nBluzxclD7PGIyFqJ9egssyc/Cz9sOMyfgoYTI+NCbjng7jcE3aNFyckY8LsoqsuTg/c5Y5LgeXm2Ouy5iMp/NW4XgUCEXYEYqf5gftp8+RSNRGVnir0XhdumuAVXas3JiMsWj9eBuzqOYQumbo1rW7MRmccWEW0zRMZseqQBXe3/q+LQpn8TRTolg/wSgFB+ZxwF1GRkZiUB/rMOYZ88DZF85k0IBwlgaLzRnJYKTkeEUlSubNx6M0DMZgUHn5uViydAlGjmS6lDmusZfG9eqGDQhWBXC8rNwWaPP6LBpv1rwFJk2bjk+/2oPyqiBCxgx8uP0jDBgwyKZS0Uwwtar1E23Qpl07pKWnmcc2aPWnFmjajOdOsVGc4sJZWLN6pU3NatqYJoPpXd1tTYZNl7L/pj6TEU+Xqq5worie0Y9ovESnbhOz/x9VVVVYg0GjceDAPvNvsEZpUpIkSZIk1XnVWpPhxSsCcQVhKzFqmIyoMRl8pN3Yb0zGpr0B/LZHrjEZOcZkzEX9jPlGc4zJyMVP04ej8L2P8RW8mgymS91lTMbV7afiosx8nN/BmIyOxajfuQgXdcxHgzaT8NO0cehrTMYhc+6AWdmeqDhhFvFcFIZtoMX6oGg86BKBVzdidOxoOUYMn4DHWrVF45QWSGmUis6dumHr1g9tW9Lj5WU4cbwMH2zdgokTxtnoBU0EZ1rwOVOlONOCJoOGg6+5ORklJSW25S2302Rw+4ABA+xgv8qqKgTNMceOn7Amo2lqc2MwjHFJaYLc/HwsW7ECY8ePs+lY3uyLFGxYv96ajLKjx2wngIYNHzH32wgpxhCMHD8GH+z6BOXmnCeqQlj3ymvm3p5Gi2aPo1Xz1mjWpAVmzSpEUXEhZpcWY1ruVPTs2x0NGz+IJk0fRfNmjTF3djHWvrgKqQ3Ne4gbm549umHjhvVx0xCNm8dTxfRR+zx0qrg+YTBOqa63u3XpUjQYgUCljWi89947xlxOxQsvDLU/nEOGDJLZkCRJkiSpTqoWm4yYTYrydKo9bMSXLhW1RiNg/nMmowr39cjG1e2m45J0tqFll6gCYzKy8dOMoSjYsgNfmDOxJe27xmTc2mU8Ls3Itgbjx53m4v8Y/cgYjQu6zrZG4/J249A5eykOmMtXmOtWRcMIMZLB6czfZjLM86NHyjHcmIzWj2cYE9DaGIdWaNqkOVq3fhIdMrPQvUsXdMpMR/s2rfHEn1oaI9LILvpduhTnX3z88ce2JiMtLS3RcpaRjIULF9ooACeIu3Qpvs7ajTVrX8LL617BMrOoHzp8FFKMyWjSvBUaNmmGXGMGlr64EqPGjvWiG/EBeuvWvWzTdFgLsHr1i2jRnPM1mNrUCP0H9kfp0vlYtX4tPti2A0uXrjT33hvNGrVA85SWaNowFcuXLscbb27C5i1vYdmaJRg0YiAaNnvUGI2HzXtJsSZj3crVaG5NRkO0MNt69ehqTMY6ryYhrkgs4jMR0bjR8AzImWkyotVqMj77bBcWLJhn/r95wZoLdidjyhSff9+/JCRJkiRJkv5a1VKT4Z+F4bpMVS/8jiJkDUbUlmCHccAs7l83JuN3PaYYkzHZmIx822GqfmYeLsuaip9lDELhlu340px7Hzgnowy3dJ5gTMYMnNdhNn7UaT7+b5eFOKvrApzVcTbqdyjElRnT0DlvNb4y1zxk7uG4UQVrMWyNCKypoMmIRk6N8uDzI8ZkDBs2Dn/6U3s0adLKmozUpi3RjIv+lMZo0qghWqY2QatmTZBqFt6NUxom2tF27NjR1l2wxqK8vNzWZPiH8bGL1JEjR9C3b18714KvuaF4NCHde/RCV6PH26Th4UZN0LTFY9ZkzMwvxOLlL2LYqNF4pFEjPNLwUaSaY9evf8V+kn7yRLld+LMbVovm7ALVCE+0fQxdenRC73490a9/XxQVFqFf735o2bgFWjVujpZNm6N758546qme6PtMH3R7qitaZz6BR5ulIMW8tybNmmLunDl4ZdUaYzKMkbImo5ExGV3MtV6Op0F57X8TJgM15DMVNVWXcR2lXF3GmjWrMGnSBPtD+dxzAzBy5HAbxVAkQ5IkSZKkuqjaazJiPrkFPE1G1DMZXoQjZMXeTtZk7DMmo+ckXJ02AZdk5KBB1ixjMnJwRdZk/CJ9oO0uxXQpzr1gJOO2ThNwRfsZqJc5G2d3WIAfd1iIH2XNQz1jNuplFuKqrJl4csoqrP+qDF9FaDSAY+ZGKoyCNDvx7rqhuPmx7XXN8yNHjckYPgatW7czxqG5rWFI5dyIFq28guhHHkGzJsYYcCGe0tAWZtNgMGqRl5eHXbt22XkaHGTnCr8ppktxeB5f42OfPn0Sr9Fk2InbqcaQNGuBFGMsGqY0RTOajMZNMTNvFpYakzFq7Dg0bppqXm+MRo1T8Mr6dQgGq4wq8cEH76Fdu9Zo2cIcZ0xGalNjRFIfMY8Po3HDh7HqxeUY8fxQtKCpSUnB482bIbXRo9aYsHNUw9QUPNrcvL+W5vrmfhqa91pUVIx1q1ebYxrZSEbz1JRvMRnRuMmoPiHDxrISRiPqU903GUyV4rvctesTzJqVZ9OkaCoYveBzlzYlSZIkSZJU11S7TYYb9B2vdXAmgwEEL4EqYrsRBcyjTZcyJuO+nhONyRiPSzJnGpPBaEYOrsychOvaD0SJMRl74eZklOHujmNxbbspuDTdmJGMEpyXMRdnpxXhki4L0CA9304K//2zJRhQsgnz3/0Er+0+hM8qgzhiLn7cnOMkvLL0CnBYHzzLY278yLFjGD5ipC3mpoFgOlQTsyhv0ayZWbyn2pqHJmah3tx8/dhjrewsDEYhZsyYYdOk3NTniooKO4zPFXi7id/BYNDuwyJwbuM+LAS3dRZNPaPBx8ZNUtGiZStbk5GTm2db5Y4dN8EWdacag/Boo4bWZFQFKhGOBLFv/x5Mmz4ZHTum47FW5lhjMpqlPIjGD/8OTRo+hPffewuL5pegd4/OSHvyT2jzGKMZjaxxaJraBI3MNR9JNeaixZ/QyOiPKanILyjES6tX2X0YtWmW2hg9e3TFhg3rbG6ZMxlRn8mI+MSMtIivdsN18PJCSXUXZzIYRVqyZBHGjRtjzQWlwm9JkiRJkuq6aqnJODWIj61r6S5i0fjQsnhJeDQ+gZufgFcZ7Q/H8JqtyZiIn7SPm4zMfFyUmYurMqfihnaDUfLuDuw1BoEmYfvhMqT0noA7u0zBr7rk4NqOubjcHHNlh5m4KI3pVlNxedokXNNuDG5IG4FbM0eiw9QVKNy8C5sPHMPnFQEb2WCnqjKjE6DhiNkErmMnypA3Kwf9+vdBz55d0cuoZ48u5rG7NQXdjTgrghO1R44chWxjLhiZYFE4zYOdd2EeA4EABg4caLtPsRic0xM57dvWpph9mE61detWFBUVgXUc9tzdu6Nb925o27YtUlIaG0PBCd5NkZuXhzUvvYT8WQXo1qM7upp9evTqiXfeexuVZqEbCAcQCAWMQTqM2XOKMHjwAPTr3R39e3TCU12z0K9PD2z78H0cOLQPb2zehJk50zD4uf54qrc5T7dO9r317NUHnXs8hayuT6Fbn6fRtddTWLpiBTa98Sp6mf269+hm3kdPjB49Cu+887ZnMKLOaEQT6VLOXDh5USJvsrrnOEO11mScLq3LH3U59XXMGgxGMcaPH1vNVDCC4WozVJMhSZIkSVJdVK01Gd5i0g1kq7KK2cSoSLzw21uQcm5Gldl9fzCGV76oxG+7TcTPs4xByMxD/fb5uLRDkTEQ+cZkDMfstz/CbqY9mfXp7pMVGDVvNfoVrESHGcvxx0G5+EX6YPw0bSCubT8YP+80Bj/JHIMr00bh6vbjcHU7agJ+YZ63Hb8Ac97diV1mBcyWuIfgDfgrB5vu8p4idip4JFxpzIKxHZEqhEIVCIYqvdkQ3C9sTEQ46ovKfIfvStxcuIVq1M4OiVZ7jR2pDh06iKLCAjS2HasesdGTWfl5+OKLz+O9X72iY7aNDZtFvp1TYaMw0bg4v8KcO2wW8yHzjoJV9vyM1lRYme+5nbce9FLWwua9mutGwxEbbao0/2RMJ2MyUMRawaC5RgDBqDfp3Ov8Gx9GFwlZ2ee2a9g3TUZi/0Scw22tfbh/F/fIiBTlcAaS7+jo0cPGIBbYIm+aiUGDBtpHGgwWffNRKVOSJEmSJNVF1WKTEfYG8cXMsjZ20sotbb0ReN7COBiNodKs2Q6HY3j7QBX+0INGYAKuSp9hp3lf1i4Hl7Y2xqPtSAxfsQWrPz2CN78+hh3lQbx/tBxvHinH+kPlWL33CJbv3o/lX+5Dyc79mLplPwa8tBPpRW/goeGLcW3mJPyk/SRc03Ysbs4agQd6DkebYVNR/MYH+KCsEvt5D5EojpmFdoCLdA7qiwQQi3pD5Wg2IjQc8QU996mMcPJ37DuZDGconMFgATgjG4xcsCCcheA9e/ZET0YpunRCu7ZPolnTJnY+BdvGrlq1HMeOHjL340UPWHRMgxE05zxpDEJ5MGi+j959VcXFQXlR855CwSjKAmZRHPXM1AFzz/vDXm3KSWNEwpFwfL8IKitDtkYlQLNhFtSVjJAYk8XvR9Cck6oIhe0gwki8zsIaDTt7hDNEItY+VItkwJmMyDe21jb8JoOGggbD/Zs5g8HHw4cP4fXXX7PF3s5MuEJvpktpGJ8kSZIkSXVZtdhksAgjZFQVNxkVtmVt2JiMUNxgeJ++AxVm1wNmEfzOvgo81GM0fvHk87g2bTyuzZiGa9On4eq243FNu7H4w4ACtB5big6TStF1yjx0n7YA3aYtwZAFb2Lyup3Ie/0rLPrwCFZ+HsSK3VG8+HUAS3YfQ8H2PZiwaQcGr9iBLrM2InVIIe7tPAJ3Zw7Gk8/PRI+JxXjxvV344ngAZWYRWcnFtDUFXFSGrFhHwFkQVaEgqswi0y3kaZL+WpNBFixYYOs4WKvBmg1b9N20KZo0TrGD9ppyInfjhkhtmoJOHTKwdcvbCAaMUeP9RIJ2QR9iSpa5foW5nxOUOTWnmx8wDoGmrcy4hRPmOb+/+43W7zqAd46exKfmHrYfr8T67Z/hsDEMFcZwcFhhmKYpFLEGo4omg98LTrKO0MBEUGa8wTsffYrdh46a171/Q2u6wkH7PTpTTIaLNjlDQbGOxtXSUCzuz8/PtYaCBsM98oeSjy5VSrUZkiRJkiTVRdVOkxGL+aq8w9ZoxGJVNu0mxFhGzCuwdt2duKg9Gozh46NV6Dm1FK2GFaL5yIVoOXYFWo15ES2MUse+iIbDF6DZiLl4fGQxWgzKQaN+05HSNxdthi9F+5Er0e75xeg1YRUGzHwZL8zZiPHLXsWk1Rswbf0bWPzRl5i/dR9K3t2L6eu3Y+iCV9F12oto+0Ix7mv3LLqPmoWStW9h21f7URHjp/jevXHRbBfO8cLlqnDImIywrSNh+hHHDH4Xk1Ezx3/RokU2gkFjQbmZGZzm3bQpC8Ub2WF4WZlpKC7IxcG9uxHhIMFwlTUavCd+D2kgyo32nQzgzZ1fYtbKV5C38jWs3rITHx06bg3HPmM2Xvu6HE8Xv4LnFr2OKa9tx4TVm9Fr8hys/WAn9hrD4UVBYFPXDleEsHjtBuzadwAnzL8jDUy5ef2g8Yxj80ux9JVN+PpouTUaARsJ8SZ7e4YsbL8X37QTdcdk+A0hH5nCRjGqwa9Ze7Nx48bELAwaidN1k5LJkCRJkiSprqqWmgzE+5fGXYQtDg7ZWQqhePQiFG8X6z4t5oL1qHl8eccXWLD1C5R+uNfoAOZtPYCF2w5jwY5jKNmyH6Xv7sGCd77A3E0fIf/lrchZux1TVnyIIQXr0XPsPDw1pgRPjcpH7zF56DJiOtKHTETHEdkYM/9lZC99Dbkvvo3ijR9g7tufouiNPZi0/AM8NXkesgZNRbch0zA+bwE2bdmGg+VVqDCL86C5/xBTifjJfdSbWB6KMaWKitr389eaDL7fTZs2YfTo0TZFikXhTJviY58+vfHcoIEYNGiAWaAOROncYuz96jMEK8sRCpxAOFRpF+u8j8pwFOXGqR0yi/+3PtuLZ6fOQeOug5E2NBu9Js3F4rc/sq173yurQv+S13Fvnxz8uks27uidj9/3zUOT/tMwaNaL2Lz7EN75fA+2fL4bh82/ySfHKvFE70FY9tZWY1BidtsB873YfuQkHu81CKNyS7FttzEg5vqVwaA3KyJY6RmgWDhuKE51mDpVk1H7TYaDhsKfHuXfvmXLFuTm5ibSo5zR8BsKplBpToYkSZIkSXVVtdxkOHmdpuwCHUiYDNt4KmTMRzBgFvIhVJpFe5nZZ785Aedh7Db7cJHMid1HmQoUYcTD7BOM2EjCCbPvIXPuPUFgr1m3cjG8PxCzKU+7T1bi/X0HsOGTz7HsnY8wZ+1mzFq8Ed0HTkGrLsOQOTgXw4vWI2/1B3h37xG8tvMARucuwWMd+iO9x3PY+PZ2fHXwBE4EvZSkyhAX1CFb+M2OWMFoyIrPY4ll9Z/5lvg+IXd5/jt37sTrr7+O1157DS+tXYvNmzdjk/l67/69tgvUZ5/vtOYsWHUcISOvED1kuzQxinG0MoRjZqHPLllLNn+AB9KfQeeJ8zFp7SdoP7YUw+atwZsHj2LBx1/jV1ljcXPPAvy6z1xc160Q9z5TioGLt6Nv/los2vI1np4+D32nFOCdw+V4bX8ZOo0twoy1H2LTnnJ8eOQ43vjyIIpf3YGWvYeh2Hwv91UBJ6Kw98H7OVF2xNznyXgtTtQ3771umQxnBJ3JqBnZYBSDUaghQwYn0qT8qVH+uozv+5eDJEmSJEnS36raazL8H2VHvGFs4dOYjBgXcjafP4CTwRPGaIRxzBzMAuVjnGcRT+EJxedsRO1MhqBRpTlH0EYTKuL7URVmp0Mny8ziuxLHokEciYRxOBzB4WAYR06GsPdIFfaUVWLHgXKsfu9L5C3bhGHZpXj9oy+x+0QQWz7fj8JFL6NF205YtnaTMRrlqAy79K74BGumKoWrrKKxULxP1nczGf7OUkzBYZtbl+9ffuI4KgMstGbtRwBVwQprMjwFbYerKrOQrzSmrMp8T0/SaNCUmUsvMCbjppa98OsnBqJLznrMfGc/uuetxJ1ZQ/HwMzNxVZtRuLZDLn43Yj3uHLwGNxij0XLsGrQcVopJL3+Mp4teRkr/yXio7xR0zluH5sNLcW/XCUh9diaeHJqHR7qNQLdJC9F3+iKs2falHZ5Ik1EVjg/ZY92K+Tc0jtGbn4Foop1tdZPh7y5VO02GvwOY+7qqqsr+m7311lvIzs62JoM/gK7g26VKuS5T3/cvBkmSJEmSpL9HtdNkID6MLxIfxmcWnVyMs6tUEF7ufyT+ulmp2zar0XCFWUSXW+NQYfa0ZeJMR4p3PvJmbsRsZ6WI2TcQKLdmg4XXJ826tiLktV2NmK+D5pgQIwDmPCeNITjGwXhMLzI7BEPsChXFMXPd/ScC+PJwGd7//Ct8faICZeZeD1aF8fG+Y3hr+0fGbLyI1a9uxs6vDqDcbGcnqYid+RH2Wtsa0QB8lwWzf9HqcvtrFheHbTcnYzDMPQf53tlBKhKMGxmv4DscL/iuMJcsZxqT+R4WvvwGmvYZhT/2mYTJmz7D4JWf4dnlO9Exdz1aDCtB0xfm4rcD5+NnXQtwTdfZuLHfYtz+7GLc1nMW0mdsRLPh89F2yiqkjl6Ka9qPw887z8A9g5bglx2n4YEBc9B67FI80HsSfttpBNq8kIdF73yKPQHv+ozyBIL8Xph/BGO6QKMRCyeMVxR1r4UtzZ+LXvijTwcPHkRhYSGGDRtmjMWQRATDX4+h2RiSJEmSJJ0Jqt0mwxkDFgXbJT8X/lHPDDiTEfZMRix00nxtrEWM7VKDttEtW7RGQwFb0wGahwA/zecnymYfYzTCZlEbNoYhaF4OcCQEZ7yFvQGAbKsaNgvfgHlk96UK247Ue43tWAOMgpi7Yb+r8nDQFjhzAvhxc51jZj8+37LzU2wzBmTvseM4GYqYxT0NQsR2UYrxE/toXH+lyXCmwi1gXatURkkCUa+FLrtb0SxFbGvY4CnZuRhIRG+27j2C53IW4HcZA9FqaCFGrN6BlmNWoM3UdWg3cQWaDMjB73tOwB09s3F9p+n4SfoU/KLTTPymey6uazcKjwwoxNPzX8VTpa+j0bCFdp7Ile0nWZNxW99i3NtvFh7oOwN3dxyO29o8ja7j5+LlHbtxMOx9r1gXEjKGzUYyWJNBoxHzT8dwgS2/yaidqVLE37rW/2/ESNPSpUsxZswYYzCGWvEHkPUYNQ2GMx2qyZAkSZIkqa6qdpuMxMLaLKBtXymzQGb7WjsBOj702XahMu4gHLApQbGYFx1gao3tVBQOxvP8Yza1KETTAa+QPBQKepPEeQqzbuXsuSiNRMQzGVyUe8PqOM/CS4Gx9QIxL6YSMjaDtifoIizgMD5PgbiYqhVwg+kSBiFsoxlei96/PpLhn7ngj2a4lLJwPIrBOhWmh9nWsBGvi1PYdpUCTppLnjSPG7d9jn4TC5Hacxj65qzApJe3ouEzM9C7cB2GLdyEftmL0H/GfPScsRR9Zq1Gj7zV6DZzFbrPWIne2UvQx2xfv+cw5m/djWfnbETH6SvRbdbLeG7xOxi8eDOembPO7LMYT02dh0E587Hg1fex63C5NWG2I1XYm/Rtp36b77c1XzF/khSqGQ34Yhu1E+9Ow+GQ/XdmalwgUIU9e77C2LFjjXl4Pm4yTrWq5Q8izYRMhiRJkiRJZ4pqrcmojrewjNVYdFriC/+440D1RejpFqWn2RY7nf7MNeOfqp9S9c/Yaypa49TfvI9kEF+Gc7EeT4/yajHC8W2ReNG5lxZ2MuJFM7Z8/jVG5s5F2tPDMbpkOVZu+whDilbgxR1fYNvRCnx88LidnXHQ7H845mmf8UVfV8VnapjnHNK3pyKEXUcD+OJE2BbaczjhQfN4hMeGothfEfYmhce8gX+sUak+7bzmv1/dJOYMU9zccQbIwYP7sXTpYowZM8r+0CklSpIkSZKkM111xGSIv4wzLeHTyE2aiO/B+pL4MEB23Frz1hb0GzkRzTv2wkNtOiB31avYdrgMh9jilm1445O6A/FHJng5oxCIF+OzTqWCrXrjr7GwvCISi08/965pLZkvGmPvukaExm2vq3g1M0EvisY2xYFKfPjhVgwY8AyeffZp+0PnH7wnSZIkSZJ0Jkom44zBH7mpGUs5lWxkm3ZxCF/Iq91g2tSRqgD2HCvDJwcPY+fBQ/i0rBL7zOvlNCPRmJ1BErTGwXukbWHNR0Uw5A1G5NdxAxKOP68KRxLHhWPxVrX4ppk4E02GP4rx5ZefY8mSRdZYUM89NyCREvV9//BLkiRJkiT9oySTcYYR86VyfVuSlv20nQYgHLXdtYLxNr8sxC4z5qA8ErMzRGxtSTRqDUMkdqoNr23qRZNRFUx8HbbbzLnMvoGIN3jQvhZXOHr6oYNnoskIBqusySgrO4oNG16xaVJsS+ufi8GC7+/7h1+SJEmSJOkfJZmMMwxvtkS0WlrSKUXjhetRW5Rs5zcEqhAIBW2xuItWVNkJ6hEbrQjZLlXxoXI4VTHBVr/sCkUDEfNtC8enmyf2T8wGOb15OBNNBiMYNBlbt25BTs6MaqbCmQzNwpAkSZIk6UyWTMYZQiJZKtFhKnZqgR9zM0I4kTASnxUSRNSoqvIkgoFKsznsdb2KzxYJxjtRca5HxJmGWOwb5iXRpjVhJqKn7sV1vYr+5ULuM8lk0GAcO3bEpkm56d1ugjfNhYq+JUmSJEk60yWTcYZwymTA1kBE4m1+E6YgGh+Rbo2GN5ciXHXSPA3YNro0HGFjNmKc4cGZFVHPcFgDEYlWm8lhTUO8xXAoGKw2D8J7zb5ot3MwHWdGoI6bh+8Kv2dVVRXYsuVd5OfnWkNBozF8+Av2B441GXx0X0uSJEmSJJ2Jksk4Q/BXX1Qv947XQbi2vJxBEfXmiiRkBwMaYxGqQiRQYWdV2EiHnefhzQ2xJoU+JeKZDsSHJUbDkcRrbt+4uznlepz+CXA1Gc5gMHLBzlL+GRjqLiVJkiRJ0pkumYwzBL+hqDYpJBYPIrhZIn6TwQiGNRaV5pGD8ML2eSzsi2SwxiIUShiJCIvArbGIeuYjdsqEuIgJj4mEw3YfuFStvxDJOFPSpaqqqvD6669h8uSJ1kgwYkFTMXDgs4nnbvDe9/3DL0mSJEmS9I+STMYZRs2ZgtWGCzqTEXPTxsM2PSpKU0HjwCgFzYE1DdFEsbir1fDSpyJW9utoNLHdL04ZT+zj05+97zpgMtz9MSXMpoABianrhBPlv/zyS1vsPWLEMPsD5qZ3s/Bbk7wlSZIkSfpnkUzGmY4LZfgnoscnUicUjUcifEqUVnxjuvnfrrqOMxiu1oS4ehS+duTIEaxbty5hMCRJkiRJkv5ZJZNxplEzlFHTYMC1sXUmw3WG8somIj5FZTKq4TcZzly4R6ZJbdu2DdOnT1e9hSRJkiRJ//SSyTjT+DaTEXNVGs44nFr+R6i4qWASkFPN4vG/V3WdaCKF7FTKlDMZu3fvxoIFC8wPlQyGJEmSJEmSTMaZxmlNRuwbJiNaw2S4trcyGd+O32C4x5MnT9rUqU2bNmHQoEEYPXr09/5DLUmSJEmS9H1LJuNM41tX+af6TiWKsxOK2sndTJv6ZrqUTIYflyLlj2Z8/vnnWLhwofmBej6u7/8HW5IkSZIk6fvU/w8AAP//LQpyywAAAAZJREFUAwCufW0EkMEvqAAAAABJRU5ErkJggg==" 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. 40 – 62, 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:114;"><span class="stl_47 stl_08 stl_67" style="word-spacing:0.0921em;">sencia de informaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_68" style="word-spacing:0.09em;">´n sobre empleo y for-  </span></div> <div class="stl_01" style="left:7.0799em;top:12.0455em;z-index:137;"><span class="stl_47 stl_08 stl_09">maci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_30">´n.  </span></div> <div class="stl_01" style="left:27.1693em;top:10.6711em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.3125em;">Educablog visibiliza y reivindica la  </span></div> <div class="stl_01" style="left:27.1693em;top:12.0455em;z-index:1420;"><span class="stl_47 stl_08 stl_80">profesionalizaci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_27" style="word-spacing:-0.07em;">´n de la Educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_88" style="word-spacing:-0.1087em;">´n So-  </span></div> <div class="stl_01" style="left:27.1693em;top:13.4299em;z-index:1436;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0659em;">cial acompa</span><span class="stl_47 stl_08 stl_17">n</span><span class="stl_47 stl_08 stl_146" style="word-spacing:0.0587em;">˜ando durante todos estos  </span></div> <div class="stl_01" style="left:27.1693em;top:14.8143em;z-index:1490;"><span class="stl_47 stl_08 stl_20">a</span><span class="stl_47 stl_08 stl_17">n</span><span class="stl_47 stl_08 stl_212" style="word-spacing:0.1727em;">˜os la evoluci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_154" style="word-spacing:0.1725em;">´n de dicha profesi</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_19">´n  </span></div> <div class="stl_01" style="left:27.1693em;top:16.2086em;"><span class="stl_47 stl_08 stl_77" style="word-spacing:0.1342em;">y otorgando un espacio para sobre la  </span></div> <div class="stl_01" style="left:27.1693em;top:17.583em;z-index:1525;"><span class="stl_47 stl_08 stl_09">pr</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_38">´ctica.  </span></div> <div class="stl_01" style="left:7.0799em;top:14.0318em;z-index:175;"><span class="stl_47 stl_08 stl_32" style="word-spacing:-0.071em;">En lo que respecta a las limitaciones, se</span><span class="stl_47 stl_08 stl_17">n</span><span class="stl_47 stl_08 stl_40">˜alar  </span></div> <div class="stl_01" style="left:7.0799em;top:15.4162em;z-index:195;"><span class="stl_47 stl_08 stl_94" style="word-spacing:-0.0083em;">que debido al car</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_199" style="word-spacing:-0.014em;">´cter voluntario de las res-  </span></div> <div class="stl_01" style="left:7.0799em;top:16.8105em;"><span class="stl_47 stl_08 stl_178" style="word-spacing:0.1034em;">puestas y aun previendo dicha dificultad y  </span></div> <div class="stl_01" style="left:7.0799em;top:18.1849em;z-index:291;"><span class="stl_47 stl_08 stl_62" style="word-spacing:-0.018em;">utilizando a tal efecto las estrategias se</span><span class="stl_47 stl_08 stl_17">n</span><span class="stl_47 stl_08 stl_40">˜ala-  </span></div> <div class="stl_01" style="left:7.0799em;top:19.5793em;"><span class="stl_47 stl_08 stl_60" style="word-spacing:0.1961em;">das, la muestra fue de 114. Se considera  </span></div> <div class="stl_01" style="left:7.0799em;top:20.9637em;"><span class="stl_47 stl_08 stl_32" style="word-spacing:0.2307em;">que, si bien se hubiera querido que fue-  </span></div> <div class="stl_01" style="left:7.0799em;top:22.3381em;z-index:366;"><span class="stl_47 stl_08 stl_44" style="word-spacing:0.1265em;">se m</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_86" style="word-spacing:0.1226em;">´s amplia, la muestra es representati-  </span></div> <div class="stl_01" style="left:7.0799em;top:23.7324em;"><span class="stl_47 stl_08 stl_178" style="word-spacing:0.1048em;">va de las personas profesionales del tercer  </span></div> <div class="stl_01" style="left:7.0799em;top:25.1169em;"><span class="stl_47 stl_08 stl_32" style="word-spacing:0.098em;">sector que usan el blog de una manera re-  </span></div> <div class="stl_01" style="left:7.0799em;top:26.4913em;z-index:481;"><span class="stl_47 stl_08 stl_291" style="word-spacing:0.0454em;">gular y, adem</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_55" style="word-spacing:0.0278em;">´s, debido a que el cuestiona-  </span></div> <div class="stl_01" style="left:7.0799em;top:27.8756em;z-index:542;"><span class="stl_47 stl_08 stl_61" style="word-spacing:0.0176em;">rio se haya dentro de una investigaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_144" style="word-spacing:-0.0778em;">´n m</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_120">´s  </span></div> <div class="stl_01" style="left:7.0799em;top:29.26em;z-index:581;"><span class="stl_47 stl_08 stl_102" style="word-spacing:0.057em;">amplia, los datos recogidos se contrastar</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_120">´n  </span></div> <div class="stl_01" style="left:7.0799em;top:30.6444em;z-index:615;"><span class="stl_47 stl_08 stl_20" style="word-spacing:0.0179em;">con los obtenidos por medio de otras t</span><span class="stl_47 stl_08 stl_65">e</span><span class="stl_47 stl_08 stl_127">´cni-  </span></div> <div class="stl_01" style="left:7.0799em;top:32.0288em;z-index:656;"><span class="stl_47 stl_08 stl_68" style="word-spacing:0.1611em;">cas, realiz</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_182" style="word-spacing:0.1519em;">´ndose as</span><span class="stl_47 stl_08 stl_81">´</span><span class="stl_47 stl_08 stl_86" style="word-spacing:0.1575em;">ı una triangulaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_152" style="word-spacing:0.0765em;">´n de  </span></div> <div class="stl_01" style="left:7.0799em;top:33.4132em;z-index:696;"><span class="stl_47 stl_08 stl_09">t</span><span class="stl_47 stl_08 stl_65">e</span><span class="stl_47 stl_08 stl_225" style="word-spacing:0.1606em;">´cnicas y de informaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_138" style="word-spacing:0.1516em;">´n que asegurar</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_120">´n  </span></div> <div class="stl_01" style="left:7.0799em;top:34.7975em;z-index:728;"><span class="stl_47 stl_08 stl_139" style="word-spacing:0.0425em;">la validez de la informaci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_122" style="word-spacing:0.0311em;">´n extra</span><span class="stl_47 stl_08 stl_81">´</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0375em;">ıda de las  </span></div> <div class="stl_01" style="left:7.0799em;top:36.1919em;"><span class="stl_47 stl_08 stl_32" style="word-spacing:0.0009em;">respuestas del cuestionario.  </span></div> <div class="stl_01" style="left:27.1693em;top:19.5793em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0908em;">Educablog proporciona un espacio de  </span></div> <div class="stl_01" style="left:27.1693em;top:20.9637em;"><span class="stl_47 stl_08 stl_70" style="word-spacing:-0.0902em;">identidad profesional respecto a la Edu-  </span></div> <div class="stl_01" style="left:27.1693em;top:22.3381em;z-index:1604;"><span class="stl_47 stl_08 stl_09">caci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_225" style="word-spacing:-0.0766em;">´n Social creando una red de profe-  </span></div> <div class="stl_01" style="left:27.1693em;top:23.7324em;"><span class="stl_47 stl_08 stl_67" style="word-spacing:-0.0514em;">sionales para poder explicar y definir el  </span></div> <div class="stl_01" style="left:27.1693em;top:25.1169em;"><span class="stl_47 stl_08 stl_147" style="word-spacing:0.0657em;">trabajo que lleva a cabo este colectivo  </span></div> <div class="stl_01" style="left:27.1693em;top:26.5012em;"><span class="stl_47 stl_08 stl_163">profesional.  </span></div> <div class="stl_01" style="left:27.1693em;top:28.4875em;"><span class="stl_47 stl_08 stl_31" style="word-spacing:0.5282em;">Educablog permite un espacio de  </span></div> <div class="stl_01" style="left:27.1693em;top:29.8719em;"><span class="stl_47 stl_08 stl_23" style="word-spacing:-0.0153em;">aprendizaje reconocido para contribuir  </span></div> <div class="stl_01" style="left:27.1693em;top:31.2563em;"><span class="stl_47 stl_08 stl_32" style="word-spacing:0.0921em;">al desarrollo profesional de la Educa-  </span></div> <div class="stl_01" style="left:27.1693em;top:32.6307em;z-index:1811;"><span class="stl_47 stl_08 stl_09">ci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_87" style="word-spacing:-0.0239em;">´n Social.  </span></div> <div class="stl_01" style="left:27.1693em;top:34.6269em;"><span class="stl_47 stl_08 stl_163" style="word-spacing:0.1198em;">Hay una falta de estudios de las con-  </span></div> <div class="stl_01" style="left:27.1693em;top:36.0114em;"><span class="stl_47 stl_08 stl_140" style="word-spacing:-0.0169em;">tribuciones, potencialidades e implica-  </span></div> <div class="stl_01" style="left:27.1693em;top:37.3858em;z-index:1894;"><span class="stl_47 stl_08 stl_09" style="word-spacing:-0.0045em;">ciones </span><span class="stl_47 stl_08 stl_65">e</span><span class="stl_47 stl_08 stl_154" style="word-spacing:-0.0099em;">´ticas de los medios sociales en  </span></div> <div class="stl_01" style="left:27.1693em;top:38.7801em;"><span class="stl_47 stl_08 stl_139" style="word-spacing:0.005em;">su uso profesional.  </span></div> <div class="stl_01" style="left:7.0799em;top:38.1782em;"><span class="stl_47 stl_08 stl_94" style="word-spacing:0.0409em;">Finalmente se considera que se debe conti-  </span></div> <div class="stl_01" style="left:7.0799em;top:39.5526em;z-index:825;"><span class="stl_47 stl_08 stl_74" style="word-spacing:0.1224em;">nuar estudiando la repercusi</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_127" style="word-spacing:0.0928em;">´n de los me-  </span></div> <div class="stl_01" style="left:7.0799em;top:40.9469em;"><span class="stl_47 stl_08 stl_62" style="word-spacing:0.1297em;">dios sociales en distintas profesiones y en  </span></div> <div class="stl_01" style="left:7.0799em;top:42.3214em;z-index:892;"><span class="stl_47 stl_08 stl_09" style="word-spacing:-0.0837em;">especial en la Educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_219" style="word-spacing:-0.0948em;">´n Social debido a que  </span></div> <div class="stl_01" style="left:7.0799em;top:43.7158em;"><span class="stl_47 stl_08 stl_198" style="word-spacing:-0.0711em;">la escasez de estudios no se corresponde con  </span></div> <div class="stl_01" style="left:7.0799em;top:45.1001em;"><span class="stl_47 stl_08 stl_102" style="word-spacing:-0.026em;">la trascendencia de dichos espacios con res-  </span></div> <div class="stl_01" style="left:7.0799em;top:46.4745em;z-index:1010;"><span class="stl_47 stl_08 stl_62" style="word-spacing:0.0027em;">pecto a la profesionalizaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_53" style="word-spacing:-0.0162em;">´n, la identidad y  </span></div> <div class="stl_01" style="left:7.0799em;top:47.8689em;"><span class="stl_47 stl_08 stl_102" style="word-spacing:0.001em;">el desarrollo profesional.  </span></div> <div class="stl_01" style="left:25.2183em;top:40.5604em;"><span class="stl_83 stl_16 stl_09" style="word-spacing:0.75em;">6. Conflicto</span><span class="stl_83 stl_16 stl_09"> </span><span class="stl_83 stl_16 stl_97" style="word-spacing:0.0022em;">de intereses  </span></div> <div class="stl_01" style="left:25.2183em;top:42.6095em;"><span class="stl_47 stl_08 stl_115" style="word-spacing:0.0585em;">Los autores declaran que no existe conflic-  </span></div> <div class="stl_01" style="left:25.2183em;top:43.9839em;z-index:2027;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.1415em;">to de intereses en relaci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_155" style="word-spacing:0.1186em;">´n con el art</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_09">ıculo  </span></div> <div class="stl_01" style="left:25.2183em;top:45.3783em;"><span class="stl_47 stl_08 stl_09">presentado.  </span></div> <div class="stl_01" style="left:25.2183em;top:47.1516em;z-index:2071;"><span class="stl_83 stl_16 stl_09" style="word-spacing:0.75em;">7. Declaraci</span><span class="stl_83 stl_16 stl_17">o</span><span class="stl_83 stl_16 stl_19">´n</span><span class="stl_83 stl_16 stl_09" style="word-spacing:0.1415em;"> </span><span class="stl_83 stl_16 stl_09" style="word-spacing:0.2249em;">de contribuci</span><span class="stl_83 stl_16 stl_56">o</span><span class="stl_83 stl_16 stl_40" style="word-spacing:0.1838em;">´n de los  </span></div> <div class="stl_01" style="left:26.9618em;top:48.3998em;"><span class="stl_83 stl_16 stl_62">autores  </span></div> <div class="stl_01" style="left:7.0799em;top:49.6492em;"><span class="stl_83 stl_16 stl_09" style="word-spacing:0.75em;">5. Conclusiones  </span></div> <div class="stl_01" style="left:25.2183em;top:50.4488em;"><span class="stl_47 stl_08 stl_106" style="word-spacing:0.1853em;">Todos autores contribuyeron significativa-  </span></div> <div class="stl_01" style="left:25.2183em;top:51.8232em;z-index:2150;"><span class="stl_47 stl_08 stl_20" style="word-spacing:0em;">mente en la elaboraci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_292" style="word-spacing:-0.027em;">´n del art</span><span class="stl_47 stl_08 stl_81">´</span><span class="stl_47 stl_08 stl_09">ıculo.  </span></div> <div class="stl_01" style="left:9.0309em;top:51.6883em;z-index:1089;"><span class="stl_47 stl_08 stl_80" style="word-spacing:-0.0463em;">Actualmente la sociedad est</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0045em;">´ condicio-  </span></div> <div class="stl_01" style="left:9.0309em;top:53.0727em;z-index:1128;"><span class="stl_47 stl_08 stl_109" style="word-spacing:0.0789em;">nada por el valor que Internet est</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.1315em;">´ te-  </span></div> <div class="stl_01" style="left:9.0309em;top:54.467em;"><span class="stl_47 stl_08 stl_157" style="word-spacing:0.0004em;">niendo en la manera de comunicarnos.  </span></div> <div class="stl_01" style="left:9.0309em;top:55.8514em;"><span class="stl_47 stl_08 stl_60" style="word-spacing:-0.0612em;">En este sentido, los medios sociales co-  </span></div> <div class="stl_01" style="left:9.0309em;top:57.2358em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.023em;">mo por ejemplo los blogs suponen he-  </span></div> <div class="stl_01" style="left:9.0309em;top:58.6102em;z-index:1246;"><span class="stl_47 stl_08 stl_20" style="word-spacing:0.1337em;">rramientas que se est</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_66" style="word-spacing:0.1234em;">´n utilizando en  </span></div> <div class="stl_01" style="left:9.0309em;top:59.9946em;z-index:1270;"><span class="stl_47 stl_08 stl_20" style="word-spacing:0.056em;">la educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_235" style="word-spacing:0.0441em;">´n y en concreto en la Edu-  </span></div> <div class="stl_01" style="left:9.0309em;top:61.379em;z-index:1296;"><span class="stl_47 stl_08 stl_09">caci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_153" style="word-spacing:-0.0147em;">´n Social, tanto a nivel profesional  </span></div> <div class="stl_01" style="left:9.0309em;top:62.7634em;z-index:1346;"><span class="stl_47 stl_08 stl_64" style="word-spacing:0.002em;">como en la intervenci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_151" style="word-spacing:-0.0209em;">´n directa.  </span></div> <div class="stl_01" style="left:25.2183em;top:53.6135em;"><span class="stl_83 stl_16 stl_09" style="word-spacing:0.75em;">8. Costos</span><span class="stl_83 stl_16 stl_09"> </span><span class="stl_83 stl_16 stl_09">de financiamiento  </span></div> <div class="stl_01" style="left:25.2183em;top:55.6526em;z-index:2202;"><span class="stl_47 stl_08 stl_293" style="word-spacing:0.352em;">La presente investigaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_53" style="word-spacing:0.3263em;">´n fue financiada  </span></div> <div class="stl_01" style="left:25.2183em;top:57.0469em;"><span class="stl_47 stl_08 stl_77" style="word-spacing:0.1535em;">en su totalidad con fondos propios de los  </span></div> <div class="stl_01" style="left:25.2183em;top:58.4314em;"><span class="stl_47 stl_08 stl_09">autores.  </span></div> <div class="stl_01" style="left:15.0477em;top:64.4944em;z-index:2260;"><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:2278;"><span class="stl_49 stl_08 stl_69" style="word-spacing:0.0117em;">Esta revista est</span><span class="stl_49 stl_08 stl_65">a</span><span class="stl_49 stl_08 stl_50" 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:2356;"><span class="stl_49 stl_08 stl_79" 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_49 stl_08 stl_80">http://creativecommons.org/licenses/by-nc-sa/4.0/  </span></div> <div class="stl_01" style="left:15.0477em;top:67.1385em;z-index:2408;"><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:2427;"><span class="stl_07 stl_08 stl_20">Predicci</span><span class="stl_07 stl_08 stl_17">o</span><span class="stl_07 stl_08 stl_38" style="word-spacing:-0.0187em;">´n Cient</span><span class="stl_07 stl_08 stl_81">´</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:2434;"><span class="stl_07 stl_08 stl_20">P</span><span class="stl_07 stl_08 stl_65">a</span><span class="stl_07 stl_08 stl_82" style="word-spacing:-0.0158em;">´gina 58- 62  </span></div> </div> </div> </div> <div id="page_19" 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. 40 – 62, 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:26.1938em;top:10.6611em;z-index:1100;"><span class="stl_47 stl_08 stl_142" style="word-spacing:0.0681em;">la construcci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_154" style="word-spacing:0.0636em;">´n de la identidad profesio-  </span></div> <div class="stl_01" style="left:26.1938em;top:12.0555em;"><span class="stl_47 stl_08 stl_114" style="word-spacing:0.0843em;">nal de estudiantes universitarios avanza-  </span></div> <div class="stl_01" style="left:26.1938em;top:13.4399em;"><span class="stl_47 stl_08 stl_80" style="word-spacing:0.2653em;">dos. Revista Intercontinental de Psico-  </span></div> <div class="stl_01" style="left:26.1938em;top:14.8143em;z-index:1211;"><span class="stl_47 stl_08 stl_35">log</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_101" style="word-spacing:0.0034em;">ıa y Educaci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_92" style="word-spacing:-0.0102em;">´n, 12(2), 65-83. </span><a href="https://www.redalyc.org/articulo.oa?id=80218376004" target="_blank"><span class="stl_294 stl_295 stl_99">https:  </span></a></div> <div class="stl_01" style="left:26.1938em;top:16.5165em;"><a href="https://www.redalyc.org/articulo.oa?id=80218376004" target="_blank"><span class="stl_294 stl_295 stl_296">//www.redalyc.org/articulo.oa?  </span></a></div> <div class="stl_01" style="left:7.0799em;top:12.4444em;z-index:118;"><span class="stl_83 stl_16 stl_111" style="word-spacing:0.7609em;">9. Referencias</span><span class="stl_83 stl_16 stl_09" style="word-spacing:0.0055em;"> </span><span class="stl_83 stl_16 stl_20">Bibliogr</span><span class="stl_83 stl_16 stl_56">a</span><span class="stl_83 stl_16 stl_40">´ficas  </span></div> <div class="stl_01" style="left:7.0799em;top:16.3336em;z-index:142;"><span class="stl_47 stl_08 stl_64" style="word-spacing:0.0301em;">Alaminos, A. y Castej</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_177" style="word-spacing:0.0149em;">´n, J. L. (2006). Ela-  </span></div> <div class="stl_01" style="left:8.0554em;top:17.7179em;z-index:193;"><span class="stl_47 stl_08 stl_20">boraci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_40" style="word-spacing:-0.0118em;">´n, an</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_240" style="word-spacing:0.0205em;">´lisis e interpretaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_40" style="word-spacing:-0.0118em;">´n de en-  </span></div> <div class="stl_01" style="left:8.0554em;top:19.1123em;"><span class="stl_47 stl_08 stl_44" style="word-spacing:0.1711em;">cuestas, cuestionarios y escalas de opi-  </span></div> <div class="stl_01" style="left:8.0554em;top:20.4867em;z-index:238;"><span class="stl_47 stl_08 stl_09">ni</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_250" style="word-spacing:-0.0245em;">´n. Editorial Marfil. </span><a href="https://tinyurl.com/25nht367" target="_blank"><span class="stl_294 stl_295 stl_09">https://tinyur  </span></a></div> <div class="stl_01" style="left:8.0554em;top:22.189em;"><a href="https://tinyurl.com/25nht367" target="_blank"><span class="stl_294 stl_295 stl_09">l.com/25nht367  </span></a></div> <div class="stl_01" style="left:26.1938em;top:17.9009em;"><a href="https://www.redalyc.org/articulo.oa?id=80218376004" target="_blank"><span class="stl_294 stl_295 stl_20">id=80218376004  </span></a></div> <div class="stl_01" style="left:25.2183em;top:19.7489em;z-index:1281;"><span class="stl_47 stl_08 stl_20">Ba</span><span class="stl_47 stl_08 stl_17">n</span><span class="stl_47 stl_08 stl_63">˜</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_209" style="word-spacing:0.1802em;">´n, R. (2013). El nacimiento de edu-  </span></div> <div class="stl_01" style="left:26.1938em;top:21.1334em;z-index:1338;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0566em;">so.net: El Portal de la Educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_87" style="word-spacing:0.0331em;">´n Social.  </span></div> <div class="stl_01" style="left:26.1938em;top:22.5178em;z-index:1368;"><span class="stl_47 stl_08 stl_106" style="word-spacing:-0.0177em;">RES: Revista de Educaci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_27" style="word-spacing:-0.042em;">´n Social, 17, 1-  </span></div> <div class="stl_01" style="left:26.1938em;top:23.9121em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0228em;">12. </span><a href="https://www.eduso.net/res/pdf/17/eduso_res_17.pdf" target="_blank"><span class="stl_294 stl_295 stl_214">https://www.eduso.net/res/pd  </span></a></div> <div class="stl_01" style="left:26.1938em;top:25.6043em;"><a href="https://www.eduso.net/res/pdf/17/eduso_res_17.pdf" target="_blank"><span class="stl_294 stl_295 stl_20">f/17/eduso_res_17.pdf  </span></a></div> <div class="stl_01" style="left:7.0799em;top:24.0857em;z-index:309;"><span class="stl_47 stl_08 stl_139" style="word-spacing:0.2518em;">ANECA (2005). Libro blanco: T</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.247em;">ıtulo de  </span></div> <div class="stl_01" style="left:8.0554em;top:25.4701em;z-index:343;"><span class="stl_47 stl_08 stl_110" style="word-spacing:0.0597em;">Grado en Pedagog</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0509em;">ıa y Educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_87" style="word-spacing:0.0271em;">´n social.  </span></div> <div class="stl_01" style="left:8.0554em;top:26.8644em;"><span class="stl_47 stl_08 stl_36" style="word-spacing:0.1454em;">ANECA. </span><a href="https://tinyurl.com/2e9xsnrd" target="_blank"><span class="stl_294 stl_295 stl_297">https://tinyurl.com/2e  </span></a></div> <div class="stl_01" style="left:8.0554em;top:28.5567em;"><a href="https://tinyurl.com/2e9xsnrd" target="_blank"><span class="stl_294 stl_295 stl_09">9xsnrd  </span></a></div> <div class="stl_01" style="left:25.2183em;top:27.4624em;"><span class="stl_47 stl_08 stl_70" style="word-spacing:0.1358em;">Barrera, F. et al. (2017). Comunidades de  </span></div> <div class="stl_01" style="left:26.1938em;top:28.8369em;z-index:1502;"><span class="stl_47 stl_08 stl_67" style="word-spacing:-0.0557em;">Aprendizaje de Educadoras en Fundaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_19">´n  </span></div> <div class="stl_01" style="left:26.1938em;top:30.2212em;z-index:1536;"><span class="stl_47 stl_08 stl_90" style="word-spacing:0.0003em;">Integra: Una estrategia de innovaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_88" style="word-spacing:-0.0627em;">´n cu-  </span></div> <div class="stl_01" style="left:26.1938em;top:31.6155em;"><span class="stl_47 stl_08 stl_93" style="word-spacing:0.172em;">rricular y desarrollo profesional docen-  </span></div> <div class="stl_01" style="left:26.1938em;top:32.99em;z-index:1589;"><span class="stl_47 stl_08 stl_68" style="word-spacing:0.0371em;">te en educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_218" style="word-spacing:0.0268em;">´n parvularia. Paulo Freire.  </span></div> <div class="stl_01" style="left:26.1938em;top:34.3744em;z-index:1635;"><span class="stl_47 stl_08 stl_298" style="word-spacing:-0.0191em;">Revista de Pedagog</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_299" style="word-spacing:-0.0175em;">ıa Cr</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_09" style="word-spacing:-0.036em;">ıtica, 6, 171-192.  </span></div> <div class="stl_01" style="left:26.1938em;top:36.0765em;"><a href="https://revistas.academia.cl/index.php/pfr/article/view/486" target="_blank"><span class="stl_294 stl_295 stl_296">https://revistas.academia.cl/i  </span></a></div> <div class="stl_01" style="left:26.1938em;top:37.461em;"><a href="https://revistas.academia.cl/index.php/pfr/article/view/486" target="_blank"><span class="stl_294 stl_295 stl_20">ndex.php/pfr/article/view/486  </span></a></div> <div class="stl_01" style="left:7.0799em;top:30.4634em;"><span class="stl_47 stl_08 stl_97" style="word-spacing:-0.0648em;">ASEDES (2007). Documentos profesionali-  </span></div> <div class="stl_01" style="left:8.0554em;top:31.8479em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0263em;">zadores. ASEDES. </span><a href="https://www.eduso.net/categoria_recursos/profesion/documentos-profesionalizadores/" target="_blank"><span class="stl_294 stl_295 stl_208">https://www.edus  </span></a></div> <div class="stl_01" style="left:8.0554em;top:33.54em;"><a href="https://www.eduso.net/categoria_recursos/profesion/documentos-profesionalizadores/" target="_blank"><span class="stl_294 stl_295 stl_296">o.net/categoria_recursos/profe  </span></a></div> <div class="stl_01" style="left:8.0554em;top:34.9245em;"><a href="https://www.eduso.net/categoria_recursos/profesion/documentos-profesionalizadores/" target="_blank"><span class="stl_294 stl_295 stl_164">sion/documentos-profesionalizad  </span></a></div> <div class="stl_01" style="left:8.0554em;top:36.3088em;"><a href="https://www.eduso.net/categoria_recursos/profesion/documentos-profesionalizadores/" target="_blank"><span class="stl_294 stl_295 stl_20">ores/  </span></a></div> <div class="stl_01" style="left:7.2738em;top:37.9914em;z-index:519;"><span class="stl_47 stl_08 stl_09">´</span></div> <div class="stl_01" style="left:7.0799em;top:38.2156em;"><span class="stl_47 stl_08 stl_97" style="word-spacing:0.1511em;">Avalos, B. (2007). El desarrollo profesio-  </span></div> <div class="stl_01" style="left:25.2183em;top:39.319em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.2883em;">Belando-Montoro, M. R. (2017). Apren-  </span></div> <div class="stl_01" style="left:26.1938em;top:40.7034em;"><span class="stl_47 stl_08 stl_42" style="word-spacing:0.2884em;">dizaje a lo largo de la vida. Concep-  </span></div> <div class="stl_01" style="left:26.1938em;top:42.0878em;"><span class="stl_47 stl_08 stl_77" style="word-spacing:0.0095em;">to y componentes. Revista Iberoamerica-  </span></div> <div class="stl_01" style="left:26.1938em;top:43.4622em;z-index:1821;"><span class="stl_47 stl_08 stl_20" style="word-spacing:0.1255em;">na de Educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_53" style="word-spacing:0.1103em;">´n, 75, 219-234. </span><a href="https://doi.org/10.35362/rie7501255" target="_blank"><span class="stl_294 stl_295 stl_300">https:  </span></a></div> <div class="stl_01" style="left:26.1938em;top:45.1645em;"><a href="https://doi.org/10.35362/rie7501255" target="_blank"><span class="stl_294 stl_295 stl_20">//doi.org/10.35362/rie7501255  </span></a></div> <div class="stl_01" style="left:8.0554em;top:39.5999em;"><span class="stl_47 stl_08 stl_32" style="word-spacing:0.0627em;">nal continuo de los docentes: lo que nos  </span></div> <div class="stl_01" style="left:8.0554em;top:40.9844em;"><span class="stl_47 stl_08 stl_121" style="word-spacing:0.0838em;">dice la experiencia internacional y de la  </span></div> <div class="stl_01" style="left:8.0554em;top:42.3588em;z-index:630;"><span class="stl_47 stl_08 stl_09">regi</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_153" style="word-spacing:0.2843em;">´n latinoamericana. Revista Pensa-  </span></div> <div class="stl_01" style="left:8.0554em;top:43.7531em;"><span class="stl_47 stl_08 stl_77" style="word-spacing:0.0394em;">miento Educativo, 41(2), 77-99. </span><a href="https://pensamientoeducativo.uc.cl/index.php/pel/article/view/25677" target="_blank"><span class="stl_294 stl_295 stl_191">https:  </span></a></div> <div class="stl_01" style="left:8.0554em;top:45.4454em;"><a href="https://pensamientoeducativo.uc.cl/index.php/pel/article/view/25677" target="_blank"><span class="stl_294 stl_295 stl_296">//pensamientoeducativo.uc.cl/i  </span></a></div> <div class="stl_01" style="left:8.0554em;top:46.8297em;"><a href="https://pensamientoeducativo.uc.cl/index.php/pel/article/view/25677" target="_blank"><span class="stl_294 stl_295 stl_09">ndex.php/pel/article/view/25677  </span></a></div> <div class="stl_01" style="left:25.2183em;top:47.0225em;"><span class="stl_47 stl_08 stl_77" style="word-spacing:0.303em;">Bernal, R. M. (2015). Herramientas Te-  </span></div> <div class="stl_01" style="left:26.1938em;top:48.3969em;z-index:1930;"><span class="stl_47 stl_08 stl_09">lem</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_156" style="word-spacing:-0.0175em;">´ticas para la Comunicaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_151" style="word-spacing:-0.0329em;">´n Educati-  </span></div> <div class="stl_01" style="left:26.1938em;top:49.7813em;z-index:1960;"><span class="stl_47 stl_08 stl_106" style="word-spacing:-0.0915em;">va: Catalogaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_248" style="word-spacing:-0.1406em;">´n, An</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_183" style="word-spacing:-0.1212em;">´lisis </span><span class="stl_47 stl_08 stl_184">y</span><span class="stl_47 stl_08 stl_301">P</span><span class="stl_47 stl_08 stl_09">osibilidades  </span></div> <div class="stl_01" style="left:26.1938em;top:51.1757em;"><span class="stl_47 stl_08 stl_291" style="word-spacing:0.0574em;">de Uso de Blogs. Tesis doctoral. Univer-  </span></div> <div class="stl_01" style="left:26.1938em;top:52.56em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0734em;">sidad de Murcia. </span><a href="http://hdl.handle.net/10201/45695 " target="_blank"><span class="stl_294 stl_295 stl_302">http://hdl.handle  </span></a></div> <div class="stl_01" style="left:26.1938em;top:54.2523em;"><a href="http://hdl.handle.net/10201/45695 " target="_blank"><span class="stl_294 stl_295 stl_20">.net/10201/45695  </span></a></div> <div class="stl_01" style="left:7.0799em;top:48.7265em;z-index:778;"><span class="stl_47 stl_08 stl_182" style="word-spacing:0.1993em;">Balart Carmona, C. y Cort</span><span class="stl_47 stl_08 stl_65">e</span><span class="stl_47 stl_08 stl_182" style="word-spacing:0.1987em;">´s Fuentealba,  </span></div> <div class="stl_01" style="left:8.0554em;top:50.1109em;z-index:814;"><span class="stl_47 stl_08 stl_207" style="word-spacing:0.1219em;">S. (2018). Una mirada hist</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_281" style="word-spacing:0.0906em;">´rica del im-  </span></div> <div class="stl_01" style="left:8.0554em;top:51.5053em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.1123em;">pacto de las TIC en la sociedad del co-  </span></div> <div class="stl_01" style="left:8.0554em;top:52.8896em;"><span class="stl_47 stl_08 stl_67" style="word-spacing:0.1946em;">nocimiento en el contexto nacional ac-  </span></div> <div class="stl_01" style="left:8.0554em;top:54.274em;"><span class="stl_47 stl_08 stl_62" style="word-spacing:0.0659em;">tual. Contextos: Estudios De Humanida-  </span></div> <div class="stl_01" style="left:8.0554em;top:55.6584em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0111em;">des y Ciencias Sociales, 41, 1-19. </span><a href="http://revistas2.umce.cl/index.php/contextos/article/view/1386" target="_blank"><span class="stl_294 stl_295 stl_225">http:  </span></a></div> <div class="stl_01" style="left:8.0554em;top:57.3506em;"><a href="http://revistas2.umce.cl/index.php/contextos/article/view/1386" target="_blank"><span class="stl_294 stl_295 stl_296">//revistas2.umce.cl/index.php/  </span></a></div> <div class="stl_01" style="left:8.0554em;top:58.735em;"><a href="http://revistas2.umce.cl/index.php/contextos/article/view/1386" target="_blank"><span class="stl_294 stl_295 stl_09">contextos/article/view/1386  </span></a></div> <div class="stl_01" style="left:25.2183em;top:56.1104em;"><span class="stl_47 stl_08 stl_139" style="word-spacing:0.0433em;">Carmo, M. T. D. A. M. (2015). Comunica-  </span></div> <div class="stl_01" style="left:26.1938em;top:57.4848em;z-index:2125;"><span class="stl_47 stl_08 stl_09">ci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_129" style="word-spacing:0.0129em;">´n digital, educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_189" style="word-spacing:0.0117em;">´n y ciudadan</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.024em;">ıa glo-  </span></div> <div class="stl_01" style="left:26.1938em;top:58.8791em;"><span class="stl_47 stl_08 stl_61" style="word-spacing:0.2528em;">bal: un nuevo paradigma. Tesis docto-  </span></div> <div class="stl_01" style="left:26.1938em;top:60.2635em;"><span class="stl_47 stl_08 stl_77" style="word-spacing:-0.0395em;">ral. Universidad Complutense de Madrid.  </span></div> <div class="stl_01" style="left:26.1938em;top:61.9557em;"><a href="https://hdl.handle.net/20.500.14352/26543" target="_blank"><span class="stl_294 stl_295 stl_296">https://hdl.handle.net/20.500.  </span></a></div> <div class="stl_01" style="left:26.1938em;top:63.3401em;"><a href="https://hdl.handle.net/20.500.14352/26543" target="_blank"><span class="stl_294 stl_295 stl_20">14352/26543  </span></a></div> <div class="stl_01" style="left:7.0799em;top:60.6418em;"><span class="stl_47 stl_08 stl_31" style="word-spacing:-0.0452em;">Balduzzi, M. M. y Egle-Corrado, R. (2010).  </span></div> <div class="stl_01" style="left:8.0554em;top:62.0162em;z-index:1082;"><span class="stl_47 stl_08 stl_42" style="word-spacing:0.04em;">Representaciones sociales e ideolog</span><span class="stl_47 stl_08 stl_81">´</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.036em;">ıa en  </span></div> <div class="stl_01" style="left:15.0477em;top:64.4944em;z-index:2242;"><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:2260;"><span class="stl_49 stl_08 stl_69" style="word-spacing:0.0117em;">Esta revista est</span><span class="stl_49 stl_08 stl_65">a</span><span class="stl_49 stl_08 stl_50" 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:2338;"><span class="stl_49 stl_08 stl_79" 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_49 stl_08 stl_80">http://creativecommons.org/licenses/by-nc-sa/4.0/  </span></div> <div class="stl_01" style="left:15.0477em;top:67.1385em;z-index:2390;"><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:2409;"><span class="stl_07 stl_08 stl_20">Predicci</span><span class="stl_07 stl_08 stl_17">o</span><span class="stl_07 stl_08 stl_38" style="word-spacing:-0.0187em;">´n Cient</span><span class="stl_07 stl_08 stl_81">´</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:2416;"><span class="stl_07 stl_08 stl_20">P</span><span class="stl_07 stl_08 stl_65">a</span><span class="stl_07 stl_08 stl_82" style="word-spacing:-0.0158em;">´gina 59- 62  </span></div> <div style="position:absolute;left:-0.0013em;top:-0.0763em;width:49.6092em;height:70.1613em;"> <a href="https://tinyurl.com/25nht367" target="_blank"> <img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAYAAAAfFcSJAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAADElEQVR4nGJgAAIAAAAA//8bPySpAAAABklEQVQDAAAFAAHHrpkTAAAAAElFTkSuQmCC" class="stl_grlink" /> </a> </div> </div> </div> </div> <div id="page_20" class="stl_ stl_02"> <div class="stl_03"> <img 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A8ZSYQCgQzLaBK/Rw0ZLVqYVGxpWzVdE1KoVAKGpnoFGKkEjFRvdRRkBA3mcHhSWMN7GOIrOF8an7eRSo3Iv7C5469DACMtu0Zto0CCjc92pZEgY0SPRpxtHGPIiN2XS1FkfsylQoZUlFIeDHvQgxH0YsSESGXFUdCroYOGyJQZVrwcjiBYpBBiRMH/FaRElKwNg4YAxtI4Xg1tOjNlmp6vQrsk2TvFIf1UKhRkiCRUSl6oGpBhQMawkGEmZJhdUgu7FhN5Y07h8q1uLT/D7OR+ePiQzWgMgUayiwalSwubsno1WXgzsngFOKpo5JWpsCgToUUqSSVweeNkvbP4oOONysQbncVTrprUpNCwllyQVPca3iRW6+skmJCOrdmy3MsTMsJdv8WjIR4ISegmKHCfkt0EB3cZErmPJnXj5THLpIF9GyFtOq+LGS008BowPpNGHac3z+Tx9+rJ4AZkGJBxGUCG8ljcVqXlZejrkO+ulBK3/L2Tc/gsEIOPkJE0PxoyFGD8/fyQEQUYCwzIMCDjEiBjdljm2SNDRmx1qeEUm5MxKsiIUHCcAowQZNQrpXhrwpAR9Eh4RoaMiwKPYSAjJcYwt0YtT/diXAJkDPVq/EyQMUY6H2QMBx2SaB8pLVRqZZQHw6JUEA0Z8QAjDmSEACMrAjQiACQWNCIBwxoBGuaQhkKGOQIyFGBIKFeGXrLWXqp7MSI9GQZkGJBxPk+GlwarVHJy0/ggPCQ6JOeilevgTdrRqqpFpeWso9ZyfqkA1ay8HRZPE/8XI7xOdb4WWVzylqaBNxCOl23N5QPauxb/N6MV49yr1BukJN4gklT1Bl7EhIh0LjdZSrhyfMrM1bwxy7lWjyuyypEky7xMISMkwkGwb0YS92k8JWVtVeM9HpvxEr+e0YQUx3qk2NfDmrWWgMKHJaHqSi77V45ajJdlOI2cDAMyLh/IGHdrpQKMZClTy2mvmF7Fa5L7wfuaZfZaGne8bueuuWjISDQgw4CMXxgyRu59cSGQwWeWLkuEFyMeZKTofTGCkBFUilfClbSQpbGFjGilBuePgQwFGjpkSKSBARmXChllekWp4gjIKFCAcTGQYc4oCFWjioQMU2j80ByOYStUhTQ0XMoUEuFihuSLyHauUCFfVkc0ZJj52awSvw3IMCBjGMgwu7UeGYmqehQl4U3ynatJhwnKoVU/kpAfLXejHmnuekzg9BPctfxOwp5403BUI42f0+wVSOf/FgkHkupU2WuR4H6NgPE6TNnSGZwnp4snrKsEZrt0FuXDwMmHjLMFiVx3IiFlvIBLthaedTlWl9JK2DappntaKVvCmfS/kL4Z7jpcyWN6JSFsnJv75OQDzt4GS2a7lnfCoSmzDYn8bjzB6grutyoFeoGAYUCGARk/NWSo5XPfx3Hcr6gree2bZrXDMo+gMFd6YugVpSLDpRZGhEuNkPhtQIYBGWMJGeYhOg9knLeL9/nDpsIQIoDRpiAjEk5CoVK5wYRvvbt3sMRryGsgkFGpgYY3PjxcLHAMMc498ZcVhAybDhlBELpgyIgbOvVzQUbVmCgSMkaCjeD3keFTwbyXYEUpKfdqCYVJXSRkZGrhSlGQkRWGjeESxeNDhg4lCk6GJn6bZuQhWUnzYCgvhr1Y7YuCDNXvo1wHDAMyDMg4D2QoCPA2IcHbpJrIyW9mzW3TxjvqCBR1mOQhTPBEmuKsxFRnGSbzhJuUVYiJPOGn2IswzbkS01ylmMqTcAovpGk8ea+yr8AkTmezlytQScneAJPrFVVFKc1bhknZxZjoXYF00n6aqw021xrVMyPBVU8gqYMltx1JnmbVUdx8mVWX0gCDMORspQgRrkbVXC/RXac6eY/j9l3pbqNoBEgHdMcq1StjAmFtIg3tdBptqVJpSuDDSSOM42U5JmlWaECGARm/MGSM13MvgtWkxokHg/9faZcmmbx/0OA1i7E/by2Nb72rdwRkjF8YkfgdAxlJBmQYkDGWkBHXg6FJYFgBxsxItYZFoBhOI3k04gGHQIaFy5fO3to0zQougsneUq5WJXxL4z1vGDI0r0FQNFizfyLIcOsKJocHlxlXQyEjKIEMK/fBakBGDGRoXgsZigcj7MXQKkoFQ6TCooGfdfGQkZyl6UIgIwQXUZCh52bong3xYAhcaBIvRhGnK1JwoUrWOvW+GEMgw+iTYUDGiJDRourdj/fQeM9pU4ndUv0p3VWFiTy5rvZQznzccnstsh9ZhYXPvIp7XtyodPeiDbjnhc2498W3qS24d9Em3Pf863h4yWbctXgzFizeiqzHtiBV+mBktiIlkyDiLsBV3qWEliWY4irEJFcz19XOG1KLqlolZXJtOXx42uXt/uUJGYkKMto00HBJnwwJl6pRsDHe1YJxhKZxThpOjjUqFMxKI3WyvRSTeSFPmrGMgLYCE+w1vLB57WWt0rqDOwzIMCDjF4aMDK1E7Xh9u8bdVoVf3VaJK+R78XDScJOStUnzBTDW0siNAxkLwuVrg98LGEQChgEZBmSMFWTEh4sIL4YOGOYIKciY3RJfQdCYNUxi+DCQYeVyZai+y2nWK0kFO3uHS9aGDHcxtLOjIcMmkJE9hpARCRjnhYwwHAzxZIT0vwIZsvxYDYWNWMiIBIxwX4yiYSBjBLiIAxmmCMhIuljIiG38F0wCz9DL6GaEASNZhWetUPsggKE8GHrjPXMUZBjN+AzIOA9kiMdA4qzV7+/l/1mlmOAuxzTPSlznLcDNt5diwZP1WFK1DY0b9mHzjmPY/nUvdn7bjw/2duK93dTnXfhgTy8+2tODjz8/i51f9uDdvV3Y+lUfCtd/j7RbyzGFxtrf7mqG/aE6OB4qR9b9Zci8vx6TsyowkQZzujT28VaqBHKbm9uUqTW8k14elxtkRHoyJI8lWSV9V6ockkSCUYJjLRLt6xRAWLnfE7JW4ta7qpB5TzHs966E/f5q/PX2RlhvKYcti+eJ3hXcgAwDMn7RErYRkCH7LY33fjW9UnkxEuXeOkczesWDMV48GfOjISNhGMhIUmDA62GeLgMyDMj4hSEjmUARq0jIMEWETlliIGOohkJGZMnaMGTohnvQ0M4Oy6ZDhm0YT8aFQodNL9uaTgM5fawgwxuGjLBGhgxN/4GQ4YpVZYwqlIKd1YOAkSIejVBfjCIFB2MGGZxXwGIkyIhNArfEhEgFYcKkJ3aHISNfh4x8zYshjQKz9DApSWBXgKEBRTwZkHGBkBGChBgNDxQ04IeoJQQYkZBhCqlJyRyUJ0b698HpzZ6wFGS4NVk8kWoKyRpXzXouhiatozfBQmDDVU+DuhqTvBWY6i7A9d6lcBAEClvfx7G+QZwLAN2BAHpF/gB6BgLoGwygn//3cVzvINXPDxzX2d2PcwM+nOD4Ve9+jWumv4w/uErQtOU43tzdgS17T+PdrzqxfvtZXGMvxGR7GSa45GTmBehaiSkz23nBtqqGfUMgwxUNGaY4ig8LDVEyhRQ5b8OQ6dS0OlyE1ahyMuSzwIVZ8kucogpOKwY3H3hZ4r1pwiR7OX43swCt736Lt/f8iPe+PIx3vzyN6o3fY8r0fO57LdJUlap6rXxvPMUmnocS0Gm4h1TH/4MyIMOAjPM34xs2XEoHjXESJsXt1LwY0nhPM47FgzFevBkL1saHjAXDeDIMyDAg4xeGDNP5ICPGqxHM0xip1K1lphYuJaHGCjRCkBFuvJcWARmpoTApGrU5lZqypaKiBhmXUrI2SjS8L8aToUDDWx0TKlVNm+YCISOk/y7ISJMhn/VBpREy0iQXIxIyxIuRWaTCnMYGMgrO68mIlE3K10b04ogFjFjI0LqPF4byMGTbBZQEnCwuPUzKgIyxhQyBBLMuy3khgwY8ZQmpWc1jjoSDCMhIVhKAkOpOmssx2GwnRd7oS38Ib+MQyLDEAEYQMsIA0hiSdYjCkKHgQpfyZHi0ZnsSazfFU4wpWc9hzhP1WP/B9zjU2YvTvQQJH+AL+BDwD8Dv74ff14+AT/4PICBs4RfxT38vx/Wim9Oc9vvw2sdf4Y/eJXDcVYOP95/CwV4/Dvb4cKjHjwPdfrS9exa33NmKifYCTPAU8aQuQdL0Ml68zfzMfYwDGZYYyEiO0MiQUR9SslJDzLz1UdMEJeCQpDwYQTUq0DCpilDRkCGdu62ZbUjJbEUaDbXfzarCiw2f4MvTPTjY3YVjvb04zoO584dOPLzsffxGHkCZVaob+IVCRnIUZNTS4A/KgAwDMi6uGZ9AhoKL6VUaYPAaSZJnhBiBujE+XvXGWGdAhgEZ/5GQkTxrbCHDPCxkhL0Yadm1WsUmpaGQYVWQwaFXS8L+eSFjpFCncP6IARnDQIa7IgIySmC1r1AlXzXIKIgBjEuBjPwLhgzrRUFGocolES+GeGosrvJhIcNqQMbFQYYAhYn7m5jDm3OO7LMGGwIT0rAuUlbpmp3dqMqumngzsfLmlMQbTFJ2k+qKm+zl/HrnbCuPX1I2Hw48huOyG5Ao8Ze5pUh3LcMU18uY5lyOqY5iTHRIvB+Xld2sciaSvW1q3hRPK394qfREI9a5iutuJ2S0KghJypZ11iklZ0vvBWmSVwfpvp3irqcaeAFppWfFe5EgeRjeVm5LOxK5jUk0JmxZ5bjGW4Q5TzagefMuHOnqB/kC/QMECEJGYJAfBvoAGYr6B+Gjwewb9BNA+BWBAwo8fOgO+HGS9LHuo734teMJuO4rx6cHT+E0Jzmr6zRn2vyZH1n3rcYkXphp7lJCRSUvIF7sTukI3qg6kae4+Bs5JW+BIGVvohqUMa9K6bqa1fFNdLchgWCSRNl4TNKVCFU0bq3S04L7L13Kk3kDkf4ViVxPIoFOVbPisZZhslt6htSoDpZS/1mOXbKDRpmzXlW+kvNAzu1xDh5nKV+rvA81eodv3oQ5nY3bpwBjRiMmzijHn+ZWoqD9MxzgsTxDMOv0D/LYAF8e6cQ/Xt6GG2fWYWImb1ACGjRozRn8vezc7kzuZ1aTqu5lFs+JXcrhcruddar/SBJ/c9mm8fZajOPxMnMfpOeJGLk/O2gYkHHZQ0YiAUMkYKHgYkaVUgJhInF6GD6kupQke/9/0yt5nvO85/MiSQeMJN0QTwxVi9IgI6iEYZQYUV0qVgnzjWZ8BmSMAjKUVuuKTfxuV9WkYitKDUn8nqUlfCfPGgoYw0FGbDJ4PGnJ5G16GdsWrcN3Lp+nOXV6OdjqUE+MVD7zU1WSd6WehyGgweeHLmt2VUSlp6GKBIrzQ0Z0x+8UqXrkqQiPj8gLsUmD3Ozo6lEpoc81eqhUdVyNBBeR2x0LGZciDQhiy8+ODWRElbJ1hT+nRHwnkqZ0KmxKjnPIi1GsPBfWTE3BSlJRFaGUhnbujq8ISNCVLPPqkmnCYVIFWmfuDGnCV6hLAw1Ny0O9MMyx5Wp1D4ZJwEgqYtlL9GTvijBc0CayBqUDhippSxmQcYGQYVE5Cm0KMBJy29U+mWnwa5BBw9fTEJLN26DeWlhyG7nPNLBm0oDn/wmEjCRJpCZUmBUktNGQb8Z4Gr+JudLMioAys4w3n2W49f5yPFu9GY+teBPT76zB5Bl5mKjeHnCZXukt0ap6V6QKZNBYS3FokGFzaZCRrCBD3jjWKWmQUasDRp0CllSChk36YkjVJmo8l3slt2mcQAYlIV7pPKlumLMSK1Z9gK+OnUUPjeEBP7mBPOHrJzwQKgQslFuj369GDnLYR1iQaXv82uh+/n+WgHEMwNqPv8Cvvc9jxl0l+PTASZzhNOeoLk5/sj+ADTsGYb9/HabyYk136wY7DX217U4xuLndNLRtLu6zh6AlzftodKc55TjU8UKTpGvx+PBhQ1gyewRIBJiquT8ENRpzNhpLKfytpIt4slPryp0sjfCkCV52vSo9K13Jk6WyFT/bZP1Smtcpx1DzGoyjMX8ljfdx3KYEaZznEsiR0CQu01GlOntbaeCmZjUinXAwMbMeUzLLcNO8CuS1fYqDCjJ86PD5CRrA18e68M+893BDbq2Wl8LlpMu+EjJsGfVII2ikEapsWQQq7qPFLp3Zua32GgU9Ump4PIcJAkDcrkS7GLfSDLHm5w+ZMiDjPwYypAnkOJEOGgIZSVTydG63dPjWvRi/EggRmKXhJgZx4vywIZ60INhMLxoyhtUIkHHhMiDjfxcyhvNyjAAZUdLg4bxwMZxHYxhp8NKqw4g81xuUbLy3p6gStVV8zlcSMjTJZw0wRHzO5FQTMHQJZAxb+SkaJkbj0YgCDAUZ5dHzC2Tk8HmXo0MGbQdbdp2SlNyNhA4FFdkxuiTIiNcdfHQaO6AYBjIExtwVcUBGhxlXOAk81RXrxRDDnoooVzsUMmI6d49CQSgJAYYOGeEEbwGMQqWUjCJdBbpXIwwZwQZ8Jg5jIcOskr0lp6SMUBHs6K3JSjvHpsRj4KjQZUDGRXsyZJxJ31eTmoaGrvJeNKgmcineOiUrP9tyOE5cpoSKRBrwiTR0RfLm26SvR9yoYhgmyht1caPOrMLU2cX4010rkd/+Pj45dAbvf30Ci6u34aY5RbhaEsKc8mZdwpqaVRhQiruJNwxCjqtFy1mQztzcJlO2vGWnEUfQSM4WMBGPRaPyXIgHI5USb4YKw/JIbwzpR9GsPBnjdOiYlEvI4Ik68/FWbPnsgAKBPsm3EC/FYAADAz70EygGBgLo7/XhxIkeHDrWje+P9eDbE/346tQAvjzWh+8O9+O7YwP44uQgPj3lR/Xb3+L67EL8YWYxNu86jq+O9uPbI9347mgX9h7sxUvVX+Av89swxVWn+m+IwW5x6y5ccVPS2E+lcW3jcbBx/9NcDZjI4zKJJ/oEO2+eWeUEEx4nd4MKCxM4scrFMX2F8gilZPFmQAM+zSUleWsILbwpOCSOUnODyoVjdvDmTmPdwmUrb4R4UZx8WDjk925RYWlJNNzHZVTQOKzQfncX55GEb9J8Mpdn4nKtdt7UBW5oUE7gcGJWGX5NkFy45DV8+P1pfHGqG1+e6MJXx7vwzr6TyH3sNVxL8EknZKTaqwgVtUgnuNho4KXTIJ9IgzmdxmhaRqVa3iRuWyphQ4VWcR0JM6pUOJUkyifrxqSZ8ymj34AMAzKGhYwaNRSgSNThQiBDPkvI1JWcXhrvScnaJBqpquFehNEd7tptQIYBGQZkhD0ezfy/kYBRz+d9/RDISNcVggwVKhUJGTW0R6pHhIwLCqOKgIwwYFREL095MaoNyIgHGZFen9gmhlHlbct1L8ZKvR9GYRRkKNCwRysIGqMFjEuBjJTzQEayJHzrzf40L0apCp23qAiNsIaDjBQDMi4cMlK8mtfCRmNdDWmEh0OkGhCsdy0Xpdldy2U0qbKrtux1MLml58NqLrNdy4/gdKqjtlfebjQrF6rVWYyJ7jzcfE8ZFtW9g+9O94J2OmiXY+cPx/Gv4g24aSENTBqtNjF6JZlbvTmnockbmXTVtimjWnI3aHCKuF1a0jhhx91Gw1iTzd2qjPPQ9JRJvbXXcjISlXFdi2m5NGZvfhbLmj4iCHSi2+9Hr8+HboGLgOapOMftO3K2B59+cxBrt+xF7aufonz95yh942uUbNiP4le/Q+Ur36Fq/X5UbDyIoo1HcH/Jp5hKCp6csRJLar9A0xs/oPm1vWhc/xnqX/sGN/BCnjSjUnkdUqRSk/TWkDJw3lJewCVI95RhQrbWqVTcklN5g77aXYqrXStwrbsYv86twFW5vOlkraSKMYHjpuaUYapnBa6bXYkp2RWYzJv8FBrzU7mf1/L3+g2P12/4G04jBKTfVky4KiOQ1NLI5zHKbFChSlaH9O9YzYuZx5ugkU5gS+Pvkc71TMuWWMxiHtNingclSMsuxUSuc0oO153NoYv7RPiYwBtPuqOI4LEIL63Zidqte1D39qeo2bQbS5p3KaiTxoVWgpCF25LGG9Y08WxwPyc7SjHNUYbruJxfE4au57qvI4hcy+28ippA8LDewmNEY3AiAUx6b1gzeB5kGpBhQMYI4VICF5laPoaCjBkaZIg3Q3pjqHyMLGkq2YBESZAVY3hBNGQIXCTNW6tBxnwDMgzIMCAjBBkzdcjIkZePQciQcKmqoZAxxJMxesgYVedv1eW7IhoyvAZkjA4yhlG8HhpSwlaqMElXbPsKJRtBQ2S1F9JopxyaomAjS9doACOYS3GJkBGUJSJUSkGGyvkojAmTqhweMiRUymlAxiVARpMKhUqn0lRYVJOSggwFHvWhC1Fi4S2qmhQhw7OON5T1qrnchNw16q262S0JXXyou/hQ58k4gUbxZPcy3HznSixv/jdO+rQwo24a8F0cngXw2bFzuGvxRvx+Dg1jXtwTs8UrUUMDqiQUS6klYdWELnSVfyEw4WqHleu3utdSMlylPB4q8VsSzTmdkt5J20Z4SeMJNMW5Atc7F+GNj3/ACW5QR18vuvq70AfCBgI4xe08xe179d+7cMvcp3FjztO4yv4EJmU9TeN8ESZ4luHq3GJc7yrElOkv4Sp3AdJdpPjMIhr8Tfg1QeyW+RXIubcEs+/PR+69SzHrgXJc5yjGZBrZE1yEHHHdesRNV4DJOUW4enYBJrleRFrW87h+7gpkPbYKrkdb4Ly/Gk4Cmuuecjjvq4brkVZcn52P67zLcePcYh7bCmTeWw3Hww249b5a3HxfPWY80A7HA2uRcXsLMhbUwXFHA26ZU4Y/egrxO3cRrhXwE+ig0Zzq5HngbOVxlO7cPPaZfEBklGDy9HxMvW0xJt/6HK72vozrZy3H7xcU4893V+DWB6qR9XAt7A/XI/OBZky/vxU3LJAQqDxMcr+Ev96zlOOWwvnQYtjvX4xb7+Jx4jrTeYEK4P12YT3+dFc9brqzGhkPNSLrgXpk3c19uLMGnrsbkH13M9x3NeP3vLH8wVmIG7MFQAg8zhKk3roClptLYb2V5wUNTwMyDMgYNvE7Yt2qX4YOGhI2JV4M8XJILkaSnouRpENElCdjng4ZqmeGARkGZBiQoYVK0Q7IbdQBox4pObWhjt6xkJEaysmoDnkzNEM/sndG9UVDRnCdAhmiFJECjIoowDAg49IgQ/XJkGZ1CjCK40KG1VmkFASNEGzokGEZBWiMNWSIzMHeGCHIWBHq6m1zGZDx00KGpxlpNMDl7XW6W0BDAwytilSjVkEqW1Nqrngw2mFx8Rg5OL8KZWpS86W6tEY0qbm1sOTUIX12LaZkFyDz/goUNL2Lrw91qdQGSaruHwjQqA+gg7BxbMCH7YfP4fGyt/Hn22sx2VWOSQSKiTlVNOqKCQkVqp+ExavFb6o3H54arq+R69bewFtdawk466g1MHnaVW6HVKuyEJosklSuQpAIGNQknkDX0tC2370C7+87hG5fAAO+fvT7ujCAfpwjaJwKBLDm/d2Y/2wVrvM8SwN5EablFGCCdwVvaKXKtSj0O5XbMVFImBeXibBgcYp3oQp/+nsjXt2+H7sOnMSnB47j0x+PY9ePJ7Hy9cP4Cw3oCYSTdA+Xl72ccLEctzxQhqert6Dtva/x7tdH8fGPJ7Dz8Bl8dugM9h08hS+5nC85/74Dp7D7wBk0bfwaOfetwGNLG/n/SeyR7w+exmecdheHOzjNzh/P4jMOd/94Grt/4LhvT2LXNyfw3p7DKGjZhb/dUc5jXajdNNwSDiV5FuKZIDy5l2P2I00ob/sMmz7m9nx3DDt+OM5lnsAnap9O4fODsi2n8ekPZ7D9+zMobP8Qf55biH+Vv4+t3xzC9kOc/uAxTn8Mmz47gLuXbMFvs1fiN9nL8GjJRrz3/Wls53J2HTrN43Ra7cPeH09hz/7T+Pw7isvc8dVxfMxtfuvzYyh99UvM/FcbAWkZpmYVY4q9mlBTp/I3DMgwICN+Mz79uxk1SJ4RhozxhAzJ0xjH4zdOcjHEMJVcjAUGZBiQcflDxshw8XNBBp+vuQ1hyJB+E6Gk7zBkyOfUKC/CTwMZQW9GSMF5gwquf9SQURNH/xuQEZX4rUsiD1KdGmRIyVqpKBWEDAUXw0GG8m5EV5yKBxaRfS8so4KMMGwEIcMWlZORr1eb0uYzRUFGsC9GmQZOrsgqUpUGZIw9ZLTwBBLDVwON1BBgNKkEcFGwrG1abjvHN6u8gQluAgEvvGk5EsJCMHCXY4JHT7rKruSJkYcZD9WhZN0OGspn0Euw8A/44evuhW9gEP2DAfQQODoDwHHCx0c0Wp+teQd/u7MGUwkBU7JLVAiRnPQaZOiuVVWarlold0vZV0mStkioj3utUrJntapQpUBDytlKfobKUahTYUqTeeL8LqcE9zzbTEP2uErc9vsG4Qv0EjF6FGR8fXYQT1S8jutyFmFqdp4GF+5SJPOkNLlqVahWskP6PfDG5JSbD09OwoeEE032luFvd9dhB439E9yv05QkgB8mVK3f1YuMh5owxb0Ekz0v4rfzl+HvS1Zj/fav8Pnh0zjU2YdTPEYdEq4FHhu/VLwawECAx0uqWA36cM4fwL8/P4z7nijC8vJWnBsAuik5llIdS46nrO8Mhx1cRje073t9krTuQyeX/+3xLmzc/T3mLmrH1NxC1bPD6ixEqn0Z/vL3Mjxf/i627DiEA8d6cPqc7n2S3iEylPVwG2R7BgJcJj+LV2rtlk+QMW8ZVrR8qqpLiSdIqmpJz5Evj57DP5dtwp94LP+c8yIKmt/CMf7+x3lOdAZEfi6b+8dt7BrQzgtZZ5eeOH+CdPrN6T68vfcgHinYiJtml2HSbUVInV7Om5YBGQZkDNMnI0ODC8nBCEKGSvaeUYUrs7SeGCpMKujBCCoGMpINyDAg4zKAjGQCRvIvDBlm3YthUV4MraqUGOspek8MqSqVHgEZ8llVmlL9KILGfVDRkBELG7GQMVyoVAgyYhW5zCBcjDrxO54uvoTtfxpkRIVJubTytSpUyl6iQ0ZxNGTEhEpFQoYalzUyaAxtqjdayMiPAxmRJW0jIUMvX6uXrJXu5VoXcwMyfnLISHULaMhQ8jOaVUiUWr5+PKxBj4enHhN5Yk6SJnKuAlyTXYhprmWYbF+Kqz0rVOfsNJ5YaS4agJkv4OW297Hr4Fl0SMUmGvO+XhrzvYSMvh4MDPTR6B1U5V/FGD5OvffNUbxQ9zb+evtKtczJnjKus1pLcPZIvkZtxMVXo3+v5WaYPLwRe/hAVVqtPBpSfcnqalSQkaIgox6T7NX4Q04ZFpVsxteEn/4+P/x9gwgM9mMAfTTuA9j25SncsWQNJjsXI921Qt0orU4aKvYaVUbW5l0Fi7tVa5YnpWCle3dOKW+kxZjqKcaMe2uVV+GsH6q6khjKh2mlv/lZH1wPN+Aa1/O4Ye5i3PVSC17f+R2O9Awog7qHBnu3NPjT5+vxEy4EMjCIPoJGJ43wMzTK39v7Pe5/ZjkKqprRJZ4h6evhl7K6AhP6OrkfZwlMPfCpZfj8PO5+HndfL5frwwkup2LT58h6rAETPS8RjvJ4bBZhUe07+OirUzjBje4mUUj1XrXsgLZ8kY/z+rlM0QBH9nDk+k074Zi9GKWNO3H0HI+jD2pfevj7fnusA48vfQN/zX4Zt+S8gBJCxhnOc2ZAa3jYNcjzgADU4/erYyDfdavcGI7jvp/jETgT8OEoV75172HMe7wN19qLMSmrEtasGgMyDMiICxkmAoVJAOO2atWYL1HvkXElx0n1tPE5zTRsabwtWDu0FK0uDTIk+XutARkGZPzykDEqwIiFjFZdFwsZzWEJYEhVqSBkKCNd65qtAQZFozpKOnzINJrHY2TICCoYfnWhfTRSQg0AY9Z3yZChlbcdETKGLUX7HwgZER2/UxxaLobNruWDWrNW6InfevJ3EDLiyBqjSNhQSeOiGHAQyDAHISOizG18yChUUmVsMwuH6Zuh9d+w2It1wCilXVhO+zC2J4YeNhUqYVsRBRlGdamLgAwlT4vqt2D1xBwHbxAwJJSqFlO9ZfjT32uR8UAdcv9Vj/uXrcbMJxqQ/VgT3P9oxd/uqMY1nuWYQuP8KsczaN72Ob6nwdlJg3OARqVPjHkfDd5+mo79nTRQe9DnH6AhrL11P0199N1hPF32Om6clY9r3SUEmmq9YlSj3v+iTuVsWD3i3ajRSrN6G5TnQoGGhEwpr8YaAkC7ggLNm1FLGq/HBILCH2ZWYGXLDvxwlNvQS8jokZK1NOW5LecC0rn7W8x+ejWmuEnI9lJV+SpFhWdJxas2gk87t6WVNyeeTx4pCVtOoCnmuEJMdRXCeX8d9h44rd769+uG//Euwstng8h5sB6/znoS2Q+vxKp39mogQkOehwaDMn1Ae4Pf4dOGPcrg9qm3/eKdOE5t2bcfdz27FHnVjao8rgCANAlU8w9qHgcNMnzKSO8VwAh0IeDvgG+wg1AygA7OsPNwFx4r30hYfB6/mf0ysh4sxwffniQAcN19PnR3ye/FZfvDEKPEeQcJPQPy2/GLTm70K2/uhHPWEpTV78Dxjj7ljegjNPRxAfuPncNTyzfgb9lLcUv2EpQ0vE3AgDovxGPRyY3u4gq69X0X78ZZziv73BkQ8Ovh9mreEcnrWd7wEWbc0cxzTCCj2oAMAzKGQEayQAYBw3SbBhmqZG2GVs72Cm73Fa46JNAYS15IKFi4Vm+ut1pJPicRPEQGZBiQcTlARtCLcXGQ0abrUiCjSUkBRggy6mHTC8NEQ0Y1JuiSz1GQEalRQkbqhQKHDhipkieiKwowLhoyIntpDAcZFw8TlyNkBJvxWe1asneKiJBhi4GMoU34dIiIAxkhZRVGeR5CcKDDgwKLyEZ9MXBh0yV5GFouhiyvKAQaAi8WvRN4sC+G1nSvLFQgQJrvmQkZZkd5NGSooQYeIciQ/A2nARlxZQqGPSnIaFbdsIft+s19tijAaFZlUtO9dZiaU4UbF9TA8VA9nih5G7UbvsC2fcdVyMvOAwPY9kUPWrb+SDjYitxHq/HXhUvwa/vDeJQQsnXX9zjRPYCufq1TdsBPw5WGYyDQQ3XBz88SdiNvvMXAP0PQ2Ln/OB7P34C/zFqJq3lCTHTWqHKuUtLWJqVXpQ+EqjRVw32jQZEjQx003KsIF1qOhsW9mkNpDiiVpggmzjqkOWrwx/m1qHjlcxw62Q1uDgkIKpSrf5DGtz+Amjf2wf5QKybwhEyXTth2yedoUUqVXJQsaR6nVa1KJPSYlDu2nNMW4xrXCmTf16ByCwQcZJ/F+D/XG8B7nw5g5r3VuMH+JJ5YvgoHO7QkeOUtkKEAQr8PJzp78cPJc/juOHWiE/tPduJbah8/7zndifYP92HuEy/jpZpmBR59yugPqBA0Cf/qoNF+8FwPfqQOU0fPnkN3X5d2zP3d/BEG1Dwy78q1b+P3uU/gT/MWof6trzhPnzL0B3gc/JTPp4HFGf6AJ0lDx6gj53pxVJZLHenswaGOXrS8th2O2ctRUvsJTnT08zeFCvPq47r2cz+eLNiEm7zLcZNrGRaXvYUvj3bh2xPnqA58f7IDP5zqUJ+/4rTf8Ptv+P9BLvvMAIElIOpXQHWiD9i2uwv3vbgFE6fzxpJVaUCGARmjhowrMqvxK94DrvA2IEGMt9tfCXkvxkVBhm6gG5BhQMZ/C2REVocaFWREeDBCkNGoAMMW9GJ4g6FS54eMVH261EuAjFGBRqQXI6cm3BsjJzZcy4AMgQxpiGiVoRTuoVJUY0PNg5Gmh0oJYNh0yEi1F3O4Qu+TUTQsYIwIGVmaUnQNAY3MGMjIGAVk6IngSlGQId29i/Rk7xJVhleDDK35ntlRFgMZlYjs9G1AxgiycP9ts9pVv4pIyFCVliIhg9OZc2gwS1jRzHakz1zFE4EXtL0U188sg+PhRtRtPoDPaRgepJF5oteHc+rNc0DlCBynAX2M3x3pHcDnR06h9rV/Y85Di3FzzuP4xwsteOvj/SpXQMJ4ev3SMXtQh4xOpQH/OfT5e9Eb8KkcgtM0+PfSAn+6cCP+Or8UU+zSGbwaE6VKlEOS0dsUCCV66pDAm0pyrkCG5tGQkrYCFxaChgxNhIxkKWPrqVHVsVKc1fjdnEoFEodO96jme+gTuzugwoAkjKfslX2Y8cAqpEs3cidvrHYeL3sjj0cTJjgJG44mGjG1SHbJsltVrw7xrEzgyXu9qxSeu+rwxfenFVwIPAwQsHr6Anh3ex9m31ONWfeWoGH9R+gclM7iFMeLx0CaAX5z8DRqV3+E+56swx3/FDXi9n+2YAE1+5/NmPNkK/40fzGudz+IF6vbFSh0qdCiAR4/PwEhgI/2HUB+3dt4sfwtLKvditLmbfj8q4OEGR8GeoSoAgoiOri+1ds+Qe7Dy3Db/H9hf4cPnYSUPukboudwiBdGjPtX3t6Dlk3fovqNb/BCzTt4sW4LFte9hcX1b+OF6ndw59NrcNvsEhTW7saR0/3aMqTjt38A3x7vxGMFW/CH7BJMIxjcNKsaOY+0Y+7jtZj7aCnmP7YC8/5ZhNn/WIlZ/6jAvEerMI+fa9b9G/sOnESXT7wxAkbatnx5OIBni9/DtMw81bndgAwDMuJCxm1VME/nda/mlcZ7lfgVt3mcV2+8F9G9e3yMJ0PK1SYZkGFAxn8VZAQb6bWOEjKahiq3nrZCHZ+/dRcMGWmxkOEda8iojgqVGhIiFeXBqL1EyBgmdOo/DTI80nW9agTIKEOqo5RQUaJ5MWiLRUJGGDSK4gJHPMAIVqOynQcyLAIaWdowmBQeCxlBwEjJLAhVnLKIIrwsWuM9fpaqWBL2RVBIUaFSFVEwER0yZUDGqD0Z4sVIkh4W2QITbUihBCyks7MYTeKtsEhjO57MyTzp0nMlRr8KV3lKkf3YOpSs24vPDp3GYcLFmT4xOgMqPMdHI7VPknQlrt6nheiopGNa1kfOdePzH45h0Yo1yL07Dw8+X4cNH3+jJUFzZgUatOwH/R3oHzhF0DjH4Tn0DtBQHtSSmM/R4v7m2Dm8WLkFf/t7Ga52FWOKq1Z1hba4CE4u3jRz2lT37yucZcqbYJEbAQFK65uxOgQZid56JHJ8stxgeDP6/YJK1G36CvtP9KK/X/NkiLEvIUGSdF3Y/ikhYw0mSc6HU8K0CC6qYV2jqmqVpjwq0jSQD3CuQ7qbS87IRFcVriEpe+6pxxc/nFahS34dNM51CWR0Ye69FXj4uWZs/vAblbAN8aT0a53GDx87g/r2TXDMfgK3uJ/CTTOexF+yFuHPWS/ijyLXElxnfw5XZz2O650PYnHNGpyUBGkEuIhByqeAo23TDtwydxmN+QL8v9n5+GvuC3ipeD0+23ME3fIj6dskXpT1W3fgnicL8dCzRQo6+vT8i16/AMcgjvK3zKvZgJwHSnHzwhLcMLcE1+bm4w8LVvA4FhDY8nHD7CICRBFunl2Jwrp9OHpmQIWJ9QtkcMe+OSGQsQ1/kD4f9nJclVWG61wF+Mu8Zfit8x/4nfN+3OB5CH/Mfhx/9D6N3zuewE3Ox+FZ8Aze2PIRgchPYPNp20Wd4vHKI+RMmf48b1ClBmQYkDGsJ8Msid8ZWq8MlYshYVIzW2j4rooBDE2RgBEJGUafDAMyfinICAHGJUNGcNwlQEZOfMjQwqVqCBQ1cSEjXYeMaNAYY8iIyMEYGTLqhujCIGMEj8Z/C2RIqBQN6jRnKaGiJEJByIhM/A6qaOTwqAjISInRUMjQvBAKVjKH5mGMBBnWzMIo8BHACDbeC0KGVrqW+6wrEipi/7fFyICMGMAQWWe2qfAnk0qSDodKpUjFqBz5XKcu6kkzqzDRvQJXu/Nw14uvofWtb/DV0S50ESy6+/sIAgPwD/TB39eDwd4eGqo0/GiZ+wN+GpQEBBqUAhDdktTbF8An3xxCUeMG/P1fJbjj6Sq0b9uDwz39Kiyqx9+PvsEu+HydEDPZ5+/mZ63qlHTeHtAb4u347jierXgTt95ZjmmOlao7dKqbD03Haox3EjK8rbDkNqv8DFX9QRLEVUO+VpWcLR2+E3gDScih8ZEtJXDL8LuFpSh7fTf2n+zGAA1uzegOoIu0JLkKFa9/icyH1/ICq4DZScNLGtcJmLkakGSvJqDJG5A2JDoEMAQ02tU46cFxvbcCzntqsPfAKZWT4JMqTJKwTQrbtvMU5j6wAouK12LnN8cUTMGvh2txX8929GL3vu/x+pYP8dqWHVhPWFi/cRfWv7kL66j2jZ+hZfMneHBxPTIWPEHjfxXO+rRwKX/Ax93wqxyO+jc+xm89SzDVnoernVTmc3hkyWq8/8lB9ArQUAP8fXq5z29s/QiPLSrG8tImlR/Rr4z5gFpmB7f7i2Md8NwnELEMUx35SFVJXkW8Ea3gBceLOysPE7PyCQ4F+OvsahQ1fIHjHQN6oricE/0q5Ovxwm24YWYFpmYWY9Jt+fh9dj7uebENS+s3ou6N99D69odYReBZtfUTtG3egXXUa29+jP37jxLUuH/SjX1gUFUpk0T6wubNmJLxDNe/0oAMAzKGTfwOVpWSrt+S7J2Q3UQjr53QoJWsHQ4wwga6eDA0g9/o+G1Axn8NZIQUCxnNceHCNLNRSQFGjjTljQ49SomAh7QgXIwQLnUpkDEsbAzxUoRlEXG7rRHei7iQ4dE0esiI8Wj8xJBhHWtFQYamFL1cbaqDkOHQIYNGekg6ZKSoHhkrVBJ4GDKGEY19W4RS4iicT6GDwgiQEQyVis7lCIZKFakSu+aQisON97hP0n7AqsNECDJiFcfDYTUgY3jIkJApEyEjiYawSaot6ZCRyv1L8UpSNeHCW45rZ5XgN7nLcO+SdXj1/f344WQPegbFSB6kUdqNwEAPrdBu+Hu7VZWoAA1SnxilMp7GpCQCSxiOgIKAhhiDu344gvymjXDfl487n63Dxu1f4cC5bnT6fcoAlapHfn8PlyXQ0odBGpKDYlBKlSGftox39x3As+Wb8NcFNFJ5kkx0S+L1K0jIakOCg7Ak4V3BEnNSdUqSw6VHhqcRyd5GHTJobEgVKM9K/GZBMfLaP1A5AQMqaTqgYOlszyDO8nPLOz/C/a91qtO1JAGZ3NLVtIk3qUYt0dtdo4AtWUrnCmS4aLQ46lS5s9/MrIHjvhrsPngK3Sr3oU8lt5/t82PrJ0cx98HlWFbzKr44ekYBgeQ9BLifAhv9/T709Gldx1VlJkJbT794dwZVCdpzhANJFC9qeB3eO55AQWWLSi4f4PwBAo3sh/xf+/oOws5SpPHinOgswhTny3jg5Vfx7qeH0SfJ4fwZB/u1/I03CRnPLClFVeM6GvBQQDSoErYDOM6Jt+49ghtzFytgmSDNa1zVMLtozHFfkxwSq8kbkfTXyFyJv8yuwYqmL3Di3AB8ytvF/edvvF9BxlbcOLMU0zLycNvttXi+4h288dFX+PLIWZwgwHYE5Nj7VMK3lL3lT4G+Xm4nycff61fhbH699PFZjlvetAmTM5+CjTc7AzIMyIhfwlbviyGN96RkrfTEEGNLOnnHVJOKDxhrdA+GARkGZPy8kBEFFmMOGZGwcX7ICAKGaWYD7YparVt3TI5DSgxopMcoLQYwxgIyhoBGTJ5FpMTzYon0wMSBjJQLhoxI/cyQ4RljRaxDyrqmOMsJGWUKMORFnsBFWgRkKNCgAZ8SBRkjKEsDkpTzSAMNTUFvRrzqU0Evhi3yOz3xW5oimzNXaOK2Bz0YAhi2GLjQjintwljFCaUyIGMEyJDcDIEMs16eVhK/zQIbHFpUUnUZpnlX4E/zi/DA0lV4b99JnKJh1zs4gH5aeoFBWnu+Plqg/EyDUIw9VZLWJ8nSPi3MiaDRp/onhEueShlTCZHa+f0xLK1/E+57X8IjLzVi886vcaSzT5Us7acROkh48Q/2YJAg4+vvp+EdDI8JqDyDs1zue18cxpPFm3HTXIKGSxr9reEPTuM+kzdBCWXySOhXjbrIRVZVeYqGmLeekCGikcIbkZmQcf38YjxTtQX7jpwJeQEGadB3Dfhwhuva+NkpzHthPSa68njBkeLlpio3kJn1BDYal7zRJtHQTvG08UTlsXXyODu1fI9reOOz31+nQszOETK6/X3Ka9M5GISMPBQ0vIpvTnaonJZBrjvAffQTuvp5XAUqenxSbcnH7enhse2iod6jPEWSk3CGx7Sg5hV4FjyG/PIWZYwP6mFZflUONoDq13bgGs9SFcOY4lxB0MjDvS+9ga27jmjGe5fmOREvzqZt2/HC0io0tL7BdUMlestvK4D3w5leNL39DX6bsxSpGcthyaqA2U1Dzd2McY4GJPIckjK+KY5aTMgsw01zarGi5SuVHD6gPBmDCrD2H+/Eo/lbCCs8x6jFle9j/ymo/BGpPtUX6KG6eKx6ec4MqpAoFWomIWykJn/nIAKENBXSxnEnuZ0vN2zCpMynVTKaARkGZMSDDNUXQ8rWcv3jeX0m5vL+T2NV5WIsHAYw5unSjXMx9BNo8CcYkGFAxs8EGcMCxi8AGUHASM7lvS63jnZFzaggIy1GsYAxVpCRGjVPNDhYIxQJGZHfDwcZCjTiwMbwkFHz3wMZ0hNDekJIZU0a6SmZhIrMCMjQNSrIyAprRMjIjJYGGmHIiFeFaihkFMVARmyIlEBCNGAYkDFG1aUk8VsgQ5K6U3LbVeK35GSk5bRhUk4jrsopxw1zinDXiy045tcSiQdo/Plp3Pr7zsLXdVaVng0Myttk6dgN1TTtLImig8bzaVqEJ7oHcZpgopq1DWhJzJLYLKVKxTD+7tQZLKlsx22zn8KjL7dj8/b9ONnr08qc9nE9NMQDNMoDgUEVNtVH2BDI6BnsU7kBki/w2YHT+OfyDfh9TjGuclcTjFqQ7uZvmlmrPBfaGwitaZ8lu4r7XE3IoHHhaSRg0DhWN4oyXDNvJe7LexXbvz+lSqf2+3rRR2N+QDfiPz/hxz9WvIFprkWY4FoKU+YynmQreMxKkOwqJbxUKPCQmsmpDnEv0sjObcJE3qjSM1ci4+4G1YG7S+U2aG/lpQnetk9OYc4Dy1HY+Dq+O92peoT06/vcT4DrI9R1USd7O9ErvTH4tz/QTaO7m9Nq1ZWkhGtZ21bMvGcJllesRUdfsHeFngPB361+4w5cm5OHdE8JJuSUIc25DHcsfhWbPznE343Ti4eA80no1MatO/FiXgNa12yLyiGRbf7qWDfKX/0CN84rUTeCcdNLcAWNygRPCxIIV0luXifONsJHPVIy5ByqQ37blzjMlfRI1SsQVuBXVbL+kbcZf8zOxwPPv4ptHx/kvhJIef74fN387Xl+BTr4e/cQyLR55fwZlIpkkhTfQ8A4J6Ch7etJbtuylq2Y4nxRNQcyIMOAjEjISBTAoMbPqFJ9MRLkOEmYFA0tycVIWLAqnOAdDzDmhXMyQpCxwIAMAzL+NyEjCBgXAhmj0c8BGQos4um8kKH15rJ6IzUSZOjy1PzHQkbQ+I6EjFTxYtBgF6Xp3oy0IZBRrKpPWePkaYzGexGEjOB6NNAoGhYsIjUSZFgypexuqZ7oLd4ZaaxXFeXJCIVLGZBx8ZAhXoxk6eCd06rNJ4nRnmZVQSqdwDGBF8ZU13IsfG413v3ynOoWfa7fp+LpA4FeFcYkeRg9XX00Qv2qp4P0UZBSp2/sPII3PzuOklUfoGrtTry/5ziOdXF8j5ZU3OvTEonFaOzw+XDwXBfyat6E+/YleGRRHbbu/EY1XxPPhQr3GeiHr6+bxmWvSvbt5v/yBl9K3Aq8nOjz4QsarE8Wb8Hvsgsw1bGSoFGPNNU/o0HlY4gHQwDDHAEZye5mqkWFOMn4STkrkXl/FT74+ogqnTvol/V1Ku9LpzJipcLUu5h+93Jcl70YV3nzMMGZz4uuAGmelUjPLlMegvTMfEx2FmOCmxejS4z5Mk5bjox7avHJj6dUIrz0vZAQJcnJeGfHacy9Px+F9W/g21OdypMxoDwpmldIclG6KMmFkGRumt881gM4qyArgBM8pkeopfVbkLlwEZaUr1Lw1a/3yhAgE09A1WsfYapzsdrGVIJGmjOPUPUm3t1zQv0e4hEg06CbBvzrb+/Ec8sa0LRagwxl2A9q/T0OnfPjlY9OELZexkRPqYpVTCZQWQVcXY00upthcbTyuDTyWFTghrnVyGvbgx87+9W+C2SIpITtP/M24f/NykfV6k9w+NQgAcePgb4B/t7Sv4NIJTk6JBzxbpzm+k/1aL1DBGoDfQEEegOqApecUwIZS1vewkT7c6p+twEZBmTEg4xxAhncvkRPA5JmEornttOIpsE6f1WcKlJDIUPGJRiQYUCGARkGZPwPQYbWdK5UK1crQPELQUZKZuGIgDFcuJRVAQa3JyvoxSBguKpUpEk8yLAYkHFp4VJSWUqGqbNXqflM0tSO+yWQIcaAxN7Nf3EjVn1wAAe6ApphLKFQEhLV1w9/f78CAClpKobujh86ULlxD+7LX49baKhPf6AO0++twfS7KpD7SC0Wlb2JD/aewFmCiupErcJ4tL4LZ2khfnn0DIpbNuOuJ0rw8PPV2PjOXnR1S3UlGttqfdKZelAZ35JELqFYEjo1oJLFAzjD7dh75CyeLHkdf7u9hMZ0EdLtlaqHhlVK3PJmYMquUdWmpFGfmTcKi0uqQ63SmvNxGinJ9mt3Ht74+AA65G16QNbZif5+6ULO7aRh+83xs6he/x5uW/ASfutahKuzXsS0rGVcXyGmiBx5uM61FNdSk53LCCHLMdlVgOuzi+B+qAafHzqFroBPeYTk7XtHlx/v7ziJeffkYXFxO3Z/f0SFBUkfDRUWRB04dBJvbv0ElTSgS5q2oqh2C4oa3kFR47+R3/BvvNzwAZa0fAzHw2X4fc4TeKF6LU7weJzsJlz09aj8hx7lydiJ63LyuJ+8yKk0+1Lct/QNbPvsqKpo5dOrWYm34rWt2/HoC2VYXtamEtH7adn7BiS3xocO1QflLG6ck4fJngKCFG8crhJebGVInl4Cy4wKpNEwnUSDegov6D/OLUN++2c8j8TrwnMG4qnx4/tjHXgibwMyF+Rj9Vu7eW5AhdZJHkyfnCc8CB/t3o/qNe8jr2Erlje/h/zGbTwGm/DZvu+Vd0W8aAJi3fx9pCnf0pY3MSHzSSNcyoCM4SEjsxrjnfVIknshDVAJlVKQEfRk6IZ1sg4ZZl0mHTQUZKhu4AZkGJBx+UBGMoE5qNFBxnCAEgcyqOFCpcKQUa2rJm4C+GhhY2whoyYEGZZIGZAxClVzmdWhqkpWe5l6eWeLgIpY/ZSQEVQILiKqUEnhGQ0w8pVsmflDE78zVmiAYS8LVYSKhgxNUYneMZBhdknRH03/25ChxJuBJCQrNVGSh6GNM2UHQaMBtpnSYI83D3cDL8xm9dbf4qjALQ+/gorN3+LLM/0qVEg8BtLfQZrT+QdoIEsy8oB0kAbe3nsQz9Vvg+Nfjbh+PinXnY+J3hJM8ZZhiksa5xXibwtW4pGla/D2zv040dGHgUGtB4RfStf2+dFJ4/KzH47TcH4Ttz9ajCeXNGLru1/gXEevWp8ycAcHNQ+AvKWXSlOqipXkaPhVjoaUyf3gq4N4umwD/ryghEZuESa4alVXcLkxSC6G6pshkgRwQobVsVqBhnQAT3VU4Voa32Vr9uH7E71cTx+X30lDfwD9Az4VCtbFbf768Em0btiOZTXv4fnSf+PplR/iqdIdeLKMKvkQz5W/j6dL38Pjpe/j8artWLD4DVzteAGeB8qwl8DQLWFQ/n4Mcnt7emhI7ziFeXfm4Z/PV2HbJ19pkOHTQoKkId/J013Y9M6neGxRLXLvXA7Xwjy4by+G645SZN1eiukc3nJPOQHiOVzj/gcW1a7DMXnz3y/5JAMq/6GLBnvdhh24zruMcEHAcJdgomu5DhlaToZAhqxXQrle27Yd9z+5HP94rkBVl1JJ/P09PO79ygO1v6MHz1VvxV9uX4GpriWY5HgJE7NexmRe3FN4QU/lBT0towhXZSzDX+auQOGqT3CIkCFeGCKjynmRjt9PL98Iz10r8Nq7e1RvlR49f0dA9MCJLiyvfBXee5djxp0FBNZCZN6dB+cdz+KVzR+o0ClJkB/guSDzCWTktW4i6BmJ3//tkJEQIW0ZNWHYkPK0EZL/NcjQu3vbJbSvUb3FNSuYoKEqWrg6nJNB49WADAMy/ishg5LeGCN7MsKgYZ5DG0FBRnMYMnJFWh5iMjUEMihrhFcjJQI0YjXm1aVC0wVL1sYkeY8kAzKiASPoyXCWqxAjrfkegYJKt0tVz2Klnw0ysoaHDA008iNAQ0sMt8wooAQyihVk2EJejEoNMiib6uatdfRWIBFHBmQE5dUa65ml03UuH+xKDUgiZCRz+01qH6gcgQwxuMX4rledstNofKe5y3HVzBI837wTO4904XQA6i1x74BfvTH2+/zKqOumtS/5Fu98cQiPrtyAv9xTisk5y7kMnhjS5Tq3TrsoXVyuqwaTnCtxffbLePDlddi267CqNDTo00J0/Hozvg6uZ/vXh1BUvwF3/DMfjz1bhvc//gJnznardYqhL94U0aC88ZZqU4M+tU2ybZKgLbCydfcPeLTwddw4S8ruVvJi4A3HXc+bBm+MOfVI5E3MnNOgJYY723iCtPFEayGQNOAqRyXuXbwF7395gttDo3iwW5XiFSCQZHZ5uy5v2zv6AvjmyAD2/DCAXd/1Y9f3g5QPO+Xzd73Ytb8bH+/vw0cHfah48wtc53gWjnuKsOfgCfSABjsJwkdoGiBRbP+kA3PvLMTc+/LRsuFDFRrUL00ABwMKxiSs6usfj6O2bSseeaaGxn8t7nuqEfc81YI7nmrFgqdbMPfZNlyf8ySucT1IyFiLo34NAHsABWDSJLH6te0EvqWqGlSqswyTCH/3LduAbbsPq+Rxv94XRNa3kZBxz6MvY969T+Ho2R7lOeofEMjoU4BwkhNt338a+S1v44nidXi88BU8lr8eTxVtxJPU44Vv4NGC1zH70VrcPCcPxa3bcViS+gNaqJSAivQ7eTJ/M9x3rsTr7+1Bp6qCpTX9E9D44WgnVjZswF1PlePvT9di4TP1uP3pStz9ZBHefG+X2k4JKZPKV70cSjGB/La3MM35rOHJ+G+CjBmcd4Y2DANGjZa4TSXoStQBQ2SaXqN19p6ug4YOIeMk4dvdoCV7z12lV4rSDGkBjMSFa0OQEQyXMkUARihcSkHG2nD+hgEZBmTEUeIoFZ6H9kUcqfLKQSiIp0jIEICY1TaMzjc+elrTbE0aZGigoUrW5kpFKemNUatAYzjIsA7pph3t2RgWPqI8EdXhhnqq5G2E4kCITUnmq1WKCpMaQdacaMAI9vuwRUGGJH7XKXsprJHgIqhfGjIqh5VFqSpK1uDyFWBUaFWYFDBokJGqQGMlwWJFlFJDgFCkl7Etjp8Arid8BzWaxO/gshVkZBVE9dVI5f+isDcj2CNDgwxrhoRLrQzlYihPhoSA6dK8NVUKGhRExAKG0v96CVuvJptHytA2qdrPyTMrkTiLmqlVUEnKXg2Td43aB5M02suuoqrVtCk5UlKuAtOyi5H5UBU27flBAwxpxDYoBr2efC3x8f0+HD3Xj537j+HuxWvxuzmFmOTNRzrnTckmJXK52puDJpg8XJdnlQpZSneJZ2MZnlj5Lt7ZfQynCCkKNMQ7MTigNXqjgb3n4DG8XLka02c9gqeW1uPdnV/idFefKsk60K/BxcCgBhpiiPv1ztzyVrtfdecGNn/yAw3SVvzOXYxJ01digpMAlU34ymnEOF5E5lk0NBy8YbiakEqlU1MlYTyzGjfMrUHdW3vwfVc3Tg30K6jQ8iP6CTSD2tvzgJYHIDkmXbqnp1tvZNclnbwlvIo6xu/Xf/QV/pSzGFl3FWE3IaMrMKjK+kqPh35a2x/v7MTcu8twc87zWFLxGo50DaCzX9u/AT1JvIvLPckF79x3ENv3HMIHew7j33uO4Z09x7Hl8+N4a98ZzHlyJf7EY/Zi7Woc5XrP6p2wxbA/x22pfpWQ4V5GuODFklGKdF6c9y59A2/vPqR+Z/EsSZdx8gQ2bd2Bux95Cc65/8SWj77GsY4u1e9Eql5JiFuP9A8hvHTArzwQnSqJXdtOKS8sHcdPEnDatuzAjDkvoqTpIxzp6FPrUdtDfSkdv5dvwYy5RVjz1m4VhtWnezEk70I+7z96Gh/u/ZHg+CPe++I43v38gPr/AAFFmj4GK5aJt0VBRusWTHU8byR+/xdBhgBGcgRoCGQIXEj5WVWCVoeNIGQIWKiO3rdVU/I/DSEdUK4Qj4bcC+foxue81SPCQTDRO5TwPVqoMCDDgAy1Ttlu/v4x2x+7bZGQITlCQSXOaQtpRMi4UEV4LhRQhMZFekiC0wlktMIisEHQsMwU+6KBz/f6CCM9nJMRq5BHY0jzuzjwMUS1MXkd4SZ+0ZARvRzpexFbKepClBKnEd9FiYCRMqwuDTyGQkZNWJ4azRsxWsiQojhBebRmfCmqbK2W8G2zD4WMVMJCqr2IsBGW/B/2MBRpUHCeKlOj9mqoaYsUXFijOoMXhCAjNVNUqKRAI9iIT4VKrdS8GK4Krau3S8uxsMbV0CRwqw5csU34/nea8ek9LoKQYRYPhgDGrCpCRiMSc7jdAhiUxSv7wfGect4weCHl1iuX4ARCwDWePKxY9yn2HutUxuKAyg/wob+vi0MtJ0LeQn/y3TE8uPQVTHMvwSQPKdZbzouyMvQWwaZuQM1I9vAB4VlHSe5DHSbmVOEabwEeytuErbuO41yfVmpVyrVK2dpurkPa8H174iyeXbkON8/8Fx5aVIctH2udsMUADojnQ0KNpFeHWJjyHY1yX7/WR4OLxIGzA2h761tcfcvTuF7cejPKYabxY/LU08iowzivJIBLUngTL6Q6pHPbpvB3S7U3kshLsOCl9Xjt0/0qBOd0r1alKSBJJD7xnPg0D8NguBO29M7jQPsjRm+fj+DhV/uy4cN9+IPjaWQ/UI49h04RPnq5L90YFIDhwdz63lnMubcOf7C/gPlPNGPTrmOqzG+PaqgHtT8iAShpgCieBPFQSN8IMeZPQdPWfYdw57NFeLmmVRncx/o1yOjoH6QB70PtGztwlXu5aqiT7qrHZFcp7lm6AW9+ehCn9TK1Ei4luSIb3t6OhQ8uxW25T+CRF+vw7bFTalndOgAQtXjYuynp0O7T8yP0+QOaB0X2/RUuxzXveZQ3fYATXRpkiFflDFf29fFzeDTvLdw6Ox8Vq3bhwGmf2t8B/ZgOBBPkpS0jvzs1oCXgK1DhRFKFStYnHo1e/VgUtW/F1c4XDMj4L4MMk654kBEEjSBkCGBYKKsOGwIZAimJ3I/xPDaJM1uVYZowf2TAGFMZkGFAxn8cZETma0RARm4YMsKhSBcIGcOARxgs6qI1asiojU7u/p+CDIIV7ZixhAzp8C0VpS4nyLBmxXYIj4aMtBBkUAQMW0YwdKtEC/uKhAy9m3mU4kCGTYVWVQ4LGP97kOHRcjKScgkXM5tpVPMm7V0Hs2ctx63idM3qok5ylhIw5HMbUt3NBIY6/HVhFXYdPI0zg35lQIvRLgAgSd6SO9FBa+7fnx/CUys34Lezl9M4Jy1mV+hvDWi0exuVVDM/Dz9zuRY3t4/GvLop8SSWeL5f56zE/Ys34J1dp9Tbb/FSqC7YAb8yJI9wXd+d64b3gWLc4H4Odz/bird2HFSGrnT87lG9FLQGcdATgP06ZMhb7TP8/6tjXVhc8SFunl+lwqYmehqQKr91diPGe+tUmJjFrfXQkJrI42eshMXZoLqRXjcnH/flr8bbXxxWlZrOETR6+8SLwu1UfSw0I7gvmCOi56yIZ8WnGgdKgrrWIO7V9/bhRuczmPlgGXYfOonOQD+NZy2RvYcL2PxBFzx3tuA6XiC/8RTi70+txt5DAgfaG3qBin7pG6EqagX0Er5+1WNDjpUk5Z+i3v7sW9z7zDK8XNGE41I2OKAZ35JkLV6Hyte3EyyWKRdfKsFqoqsEd770BqHmgDquYtwL9J3ietds241Z/yjHdVnP4LfuRSha9YFKrFdVxiRkjQe9X4cM6ScS0CFDEtXlWEgZ3nMEkXVbPoBzzr9Q1/YBjvz/7J2He1Tl1vb/ku97P5W0SU8oKtaj5xxP8dWjkGRqCkWl2NuxgoVeQkvvvRBAQD0eO9gAaVKlI71DemYmub97rb1nMqkEe5mLa5GZyZ69n/3MfnbWb1a5L7Zr9McHS9+ebMSbyz7EP52z8PQblfhw0z40idAiKaK5pU3rQLrkvN3taGwVTZAutLR1GGryZucx+fgFMhRCpCaj9n0MHxss/P69QcbVIhmSLiUpUeGSIvVAKSJpPsgIe9A4Rph8Ns5aOk4NGsEYCDJ8jnUQMoKQ8ZNCxgDpUv0Bxs8HGQNtV2+mS9HoV/ySkNF/ulQQMn4QZPhSpUzIkP35IhkCGFeDjNgAu1bIGJJexrVCxlgDMLohI1c7Y0Xbe0FGMJLxQyCjTrunhKbzBpW6GuHOtbxwVvPCWcHFWYO49DJEkNrkvVGuFYhzLMefxjdgypvv48iFFnWevSIG53Vr4XOXOnNdOHS6A1m1dNyn5mBkKj/MtGKjvkFSkTgvUa56LoBa7q+aAFKFOHslj1mpeYwRXHThuijKMJzH/uvEEjw5cy0+/vo4LjZ71IkUx/wKncajjR2oX/8d7ptcgNsdi/GPh/Px9Ly1+O/XR3DO7TXUn8XR9UrXI69ChoKGCvUZ6Tiy3eZDF/DQK/W4M70Iw+28CdmrEWKrNMQIBTK4GC3OIo6tiOOnM2LljclRikTXEvx50iI8NrcOb39xBCcue9HUYTi04vg3eaHjbDRTktpMZ1dqKQR82jiWJlN08N0N+/Bn+zxYHyvA9uPncU7az9IElC6SAt7b5IXj6bdxs60YI6x5HGs+npz9Lt7bcBrHLrm1RkO2FU0NA66MeRL1b4k2SWvXczzWup3HCBlZyCxZjgvuLo1OSNRJhPgkdavkva0YlbpU6V0UumOtOXg882N8uPM8LpjtYQWKRBOl7vO9cL5Si5ucWUhMysR9j+ZgdtnH+HzfKZyXbl4yHgJAa5fR4UsAyxfdkWjHFUlbQxdWfbwRKRNfR3HdJk2XEhgQ+JFxHzjbhJm56/GP1Pn4Z9osvJH9NrYduoQr7i6NUknrXinwbxdhR1E35+vt2tLXUI+XKJbMeaOpuXKO+8ys/xCJBKOoIGT8biDDV5MRFlCT4UuRGtarHiPChAxJlZJohhH9kG147xGRyHErEDHRcHAHgosgZAQh4+eCjL7v6R8wfnHIkGLyDP6NTzdSjn9RyBigi9RPARlDBQ3Dqe+2Xy5dqvyaIcOwXpDh+/beTJX6ySDjGovB+4eM7sJvf6qUwMUYAYxlGsWQLx2jbWaqlCOgxmIgmAhCxmCQUU9bruMNhIwI5xpejKsRS8iIEwiQBegq1W/2Irl9PN/3z6lrsKBiD46f6zC6P3V5CBduLVD2eAzneu36g5j0+go6n4sR68zXwvGwNN4AU/nH27WSFyshhsCSYK9For0K8fZyPi/V8JvoU4TSuY0k5MQ4+TtrIe6UiMactVi39RjONLbrN/OiKL3q8wMY/9o7GM1j3OgsxM2uAvx5Yh6eXrga20+14KxbNCPk230TMjpE+dn4hluiIa3oUgA4Q693Wf1m/OuxCgzXhUKHyVajn2OkdokoJYAVIoyQETW+FuEuzpetSluyxtsW4o70xXhk2losKtuAVR/ux6ebT2Lj3ovYerQZ2463YMvRy9h8+II6x7sON2PP0VZaE3Z/14Ltx1rw9bFWFLz7LW6xZeGu9EKs/vosvj7ega3H2rDtaBs+39uCF3O24y+TVyLWxs8jRaIMhbhjXDEmz3wPy+icr/1sP77ceRZb93P/x93YcaQVO3isb460YBsfbz7Ujq8Pt2NuyadImZqJaUtXc1xu7t+DPSe4PY+z5Ugb5tZswnDXMkJGAcIlN9Gai/ufqsGC2m3YfKST+xIVdje+/M6LWcu34+6p5Yh38WaTnIcRtqW4/4kKPLv4fRSu3YG1G05g44FGbD18BTsPN2L34Raef4uOa/uRZmz5rhGbjzchb9VGAsRsTH21Dut2nMO2w008ThO2cuzvbT5DuKrBnxzLMDppAe6bVIRpWZ9i9brD2Lj7EnbwfHfub8LeQy3Y9107n3Ne5bwPNmEnX9vDc9rFc9t+pAObj3bgK9orReuQyM8tkucXhIzfCWT021mqb8F3eABkqGnBd7kCRgg/n3DeJ6PpoFtogfUVAznWQcgIQsYvDhnjDQsb/+NDRg8b4HfaZSqjTs0AjBr9UvGXgIyYQTtP/XSQEQgavZW+/TYIZPjsp4eM0u9Vk9EDMnyF345i/UZfi6T9kJHXL2T0NgMussz6iasof/9IkOGHDYWMrG7IEH0MjlX1PVR8r7inkndAu9ogZAwJMgzAiHY2mJBRq0WOoWkrYXGu4sW4CnH2Bjr+tYh1GTeIMEe1gka8qxoPPL0GNR+cw5nz0qK2i4BhQoZEGNx02Bs78UbWe7hnQg6GO3L1G39VeU5bZYLMah7jLR5jBR29OgMyeMHH8iKOprMqN5wwB50gjjPcUY9IWyW3KcTtrqV4Zcm7+GTbcew+2YR3Nh7GlJmrcbMjjxdtEeIclUjgokywZeOuCUtQ/P5eHLjUquk47V1Gxyuv6jgYhekewlF7l1dTdi4QRjYdvIwpM2R/+dxfOS+oFbAQiCIIQJEKP0UI5fjCeOO0jF+LYXbe0O3lGlpLoCM+akwu7uQiS336LTw16yNMz/4Ccys3Y37d15hV+TneLF2HWSVfYH7pZmSWb8W8ko3IrN6COdVf4/XKLXh4/mc8zzLE0fl6KnsrZtXsxdzqXZhVthOvFuzA6AwpQC/FMGsJbrCXaL3M8HSaLQd/GV+AjBcb8OLiTzGzcDMWV+8hTGzDnOKt/Lkdc8t2YG75Lswu24W/T8jDLcnz4Hy+gfvera/PK/8GmVU7MbdiB9Jff5efRxYsBKgInlu0o5D0vwT/eqIe8yoPYWHVYcwo2Ydp5QeQNO2/XIyESI4r3FqGBIk+EQpHcR7+OqEGD73+Mabnf40ZRRswu3gTz3mL2hzOwawyvl65ATOqNmHSHIKidaFCxMtZX3KeNmN26RZusx3PLdmAuPsXYmRyIUaklCB+TD5G80aQ+vzbeHHhF5iTtxkLCr5GZvEWLCrdjnlFmzGXj2cXb8a80q1YUL4d8yu+wRye24zynZhWugvWl99BnC0XFmtxEDJ+p5Dh08bwt631A0ZZN2AQNrSjFI8Zws8nRO5z4xoQPWkNLI8QMq4CGEHICELGLwUZPSIYPzZcXAOA+NvZZtTSZ6pRwIhIrdbOlT87ZPRbFN5t0T8xZPjsmiFj0IjGTwAZPcZxbZDRU4CvSOsXtFA6xWd5fJ6nUYHBISP7muDix4QMQ6yP247N0iiGdq/iuH2A4e8k1VsDIwgZ1xLJWG5GMuqMmgzeHELT+Ny1AjEOAYx6hQypmYjmzSKMcBGuNRRlePDZlVj71RU0t3Siy2umSnV6tJ2oFF1v2deK8c9XYuSYeUigkxoj85bOG2jaGkLGGo2WxNhXI962ipBRz22qCQiymLgQXFwUaXTqeaMK4xwOcyxX2EgYV4eRacW42ToHLy79BJk1O/DEnPfobC7i6+WI5zFiOO9SzB7DY95IIHG9XIH1+07ggrYuNbQSBDA6pZ2t1HWoSrS0S3XjsturqTsLK7/AvVMqMVx1M1Zy7BwzHdsIOtpR6SUcUwn+hxdKKM8nhHNlSV+OmHTpPEW4GVOK2+w1uNVailu4yEbblqra9UjnbIxyzcSNov7tzMRN1iUYNTYTwx+cq61iE62zEGOdhzhnAeJTV/KCX46oMYWIG5ONEaIjkZyHkVy8ibwZ3pCUx+PSoR9fpcATztdjU7gttxvBhStifyOSFvMYWXzfUjruWZyzLH1+M2HkJproggzn4hdLFJXL++Yj8t5ZGE2wuMmRzc8kmwCYz33nI25cpXFT581kuK0Yowg4w/+Vj+FJRVys+bxxFekNW2ArzE4HOqkYFo49lo5horUGiYS1BC7kEUmZhISFfhuRIue9gNfAXMTa5iHWukj7Ww+35vNclxFSluBGK39yvImy+McWIpLOYFRyDW8G/IyTZb8FiLtvMW58cDFu47nePCYTI+6fj5v43pFJS3CTPZvjXcqxZqrFiyUv4r4Wq7qntKmL4GcVhIzfB2SEjO2ti1HeP2D4zHxNdTF4nQpghPKeb6GjZ5m0GhFDgIxg4XcQMn5UyJCfEwZrXdsLMsb3jGL0iT58T4AIGz9IVKRXm1u/VoYJGQIY2vLeNIEMXwenQSFjgE5SA3eXGhpk9L+P8u5WtT8BZPjb4Q4AG1dvZfvjtbX90SBDohaBbXDF/G1r6Qv47eqQEaPWDQ6R/dhgkHG1lraBkOHrMBXdD2RIBEONY5XC9Vi7oYsRZR9AaM/ev/UHGf3ZHwwyfDUZ1UbrWm1fK+lBBAu+LoARL+rWhIwIFx2SjBrttmRx5eP+Z2ux8vOzaGqRGgeji5JoUjR2GHnva9cdxPgXq3GrY4nWVAyXGyehJcy1ivtawwt2NT/MVXQwVyCBkBHrqOHCq1IRvEhzkYam0Pkj9Ei3q2Euaatbg3AuDvn2WVKibksvws10ymOSpDuQ1HDw985aWJzVmpMpEZQbbTOR+/bX2HehWdOrpBC7i3DRZRape6VAmpDR0dVBCPFqfcaK9YcwYfoajLTJBcexpa1GuFVCg7xI0os5piKOpxg38DjX2SUFTG6qFXQYi3k+VQSDMsTTaYlLIlxJbqJtCSyOTJ7XIkSnc4GlEQrsJYizFmME5yaBTnS8S17P1eLyMAEM69tciA1ISK6lk1xDZ7uaj8tUgTKS5x4znhf2uELOabZ2z4ixFnEOSzQPNYZji+VY42kJaoW6gCxC7NZcJMjY719EGJDjliAhvQxxqRx7mtyE6MzbjfHFWMu0y1Y44e8GjjXcJlGUakTSAY4eW81zreWCkRspn6cTeLiwhiXzppJWoorekVZZbOJI8ybJfUnOZozkOvLmE8VxRPBzDLdlIYRQNIwwEWrL04iXhU6/vDcymVCRUsTnBLwUOoOSxsJjhopxPsKtvIHbSnmdlhCKCjGSEJhgy+f7snX/kfKY5x/Ox2Fyc5LoFOcuNjWPjvBiREj/bHtBEDL+AJARKLoXCBgRAZoYN/B6CuW9TwXNBC4m9RTPC0JGEDJ+VZDRCwTCfmTICISXwSGjzi/c1w0ZlX6zpPbWmSjXVvj9WZRGF4ZmMX7r7eAH/q4/yOjeRw9V7yBkfE/IKAyAjLxuGxAystUEMKK/J2QEFoEPFTKi9Hl3ilYM/R+xaDEt9s7zQ0aPKIYoezsCzN6/9YaMP7xOhgEZNdrdSYRy/JAh4jmpxutxUguhXZaqMIyTGz6Bjv44OkV01P75dDWqPzmGs5eN7khSRC0aEdLNSYqbl//3GzifIgjYMzGKIBBHgIhyNWjXqkgzVSrWvsKMltRpAbjFVasgESFdp5zSKrdai67lm8VhabW4jmMJkUgKn0eL6rgUixOCIum4RaeJGnkdQiXVwWWMOZ5O5yjHIjy/dC02HTyFJolmqNiGKrPB02EUqneKpgc6FDREe2P7sQ68nL2Ojn02hgvcJPMYjnLtrGChwx4hjqvLUAIO5Xzf4KxAiOQ2uiqN+aJDFE/nTVq/xokgT6qkV+VzWzq7BIxw3twsnHtxwGNt0vqNDrmNi4rwJm1zbxhTz9+9QzhYi7hkQs4YOvRJNdxnlYYmY9IKea453JaLQ9oB24r1WJF2SWmjgyZq5RxLqK1UoUxD1BxfhE2iRIREe6k+jkk1hBVDCChiUQSFEC6AcKmFEQeezmKc0wC7YVxEwwgU4fysLJJCRhCKtNbqdaQQQhgIl/3LzYrOvTj5UjRlcUiOe5mmu1mkiN5GR4/jDeV5hHA+BdaGEXREj+R6LswbOGZRlQ/n3IRZea3ZahBGqAiR2hjXcjqC1bwWa2k1HA8BTyDHwXPi8SOS8lWFM9ol58o513EX67Ubyv2H2AsxTIq8pVOas0AhJCI5GMn43UFGkmn+jlMmXPQXxdBty3BdEq8/m9GyVgAjYsoaDAuAiJ8NMIKQEYQM/hx0u/ENalcT3LtqofZQIGPCwJDRrfhtqH33hoxwl9HAxaJQMQQF7f4E7r6Hcx8IGz3gwq+50UtsL+2nhYxAGxJk9AsePydkDGIB+/HvzwcZ0pHJmtfTBoCMGKl9CFD39oOFNcCGkjo1VMhIyepnewMujNoRjpX+gGRr+CDDBwYWSUtX0Cgd2IKQ0RsyajWlKFprLcpNyJBohpEuFaFdpCQtylioUel0IukQhvJGEjquVoX57nqsAvNqtuDkZRG+M7QhOkyhM4GM9zccxMMvFeEO51yMtC1VZzpG07NW0clbwQlfTgfWaIcbJQ4ogSGMoBHKeZM5i6KzHqMRFFEgr0aICOMRQEJSZa74x0SE+xzcj2OldryKTudcyz7ocEbQ6ZdOUHLxj3RmI+2VSny8/TABqEu7EGn7KxHN83i1takvouERyCCInGrtwsKq9bjJtgiJ0ubNzjESFoRixUG3OCp1DkMd0kGDfxDUETcKvmKtxUigo5xIJz2B5yU1InJDkTkLSy0iAJRwfFXaqle6V8ULBNhJ0Km8wNOKeU7iHHH+basJLCu4EAhbdITirTXcd6XR6UA0S2gW6dPMeY3n6/E2zplNHP5aYzwyl9x/GM1Ch9wiP+1y3Gp19i1SsC6vi6Ixxxpik3njPBNWxMG30PmMpAMokBROqLKkS40MISSFf0RsDRzzco0syLkI2AjQSEvfOL43OqmA45bQY74urLCUIo14WFLEmeQ5yoLlDX+Yo1jB4n8IOMMIQaH83IYpGAlc0Agx4dY6NQGNCIdEMASEaDyfUBvPj+ceI92/rLyOue9oAkOMfEYphQpS4TxWOPcdbuex+dmEcGzhSYWqLB+TwrGMKdAoSRAyfn+QoYBBC6f5weIBXl9iUocxpjuKcT2vn2HSyptOZsTk1Qij3fDQikEh4ycBjCBk/LEhY8LVISNcAaNhSB2hBiraDiMc+Kx3ilRgBKMPZAQqfAdGL3xwkV7Nv89VmiLli2L8HJDR/za+aEVAtCQwepHa6/g/A2T47XtBxve3aPEzepuChWGSou4DCaOg22hX66+7MIEixm/FRvclP2D0hgyJDOT0W/htRDBy9PdR1my1SD7utm7IuGp0I7mvRQdARmTyUjU/ZKQEKIsLYCTnaXpXDMdv1GIERDGuETK6bWDI8NnvHzLolEVJtEJzEsv0pqBF33TUQ1P5B0W6KSmIiINcpg5y5MQaXE9Hf5iI62RU4KbxBUh7tRr7zzapEJykSrVry1RD1Xrfyct4aWE17smYrcrRI5SoJQ1rpQEGjuX6XL6FjuONKSq1Wju6hLg4BsKHamU4KzUNKYw3gFCCUEgaIYPzFZLKm7GLf4gd/ANKi0p9i+dUr46+RQBDvj2RdrOSRuPMRcozZfhg80FtEyvj9IoSt1dqSboM3hDg6PQSlDoISZ3awrVwzQb8eUIWEnmxxHEuLCIjL9EKu0QT6ghAdDzEAeZ5RNBZl99Jp6d4Xsw3OnIxkhftCDrXiXRshYyjCAVRznz9GU0HN9YmYCApXVIktZjzsJSQka8LPyKZx+C+RZ9CukjFadetaoUx+YbeWPxyo5A0pArEJ9cQNAhwBLcIu1EoH2jymsUm58Bx9mPyerjdsDCeW7i91oAQm9EKMEzSmHgNRNjosCVV8zj1HJvACq8dgRBJpRPwslYjTtK66MQPT8nlufPGYs3SkGg85y9OQCSZi1aIntedRE00QiK1HHx/hKNSYSBcgIf7iUjhukjh+DkXFkKWhQ66mICFwJNAR7i1SlP7oiQli5ARm0yASM6n5SroxNkKVFAwWlK3rLxZpnAMSaXcjnNL5zNKvt1OqQhCxu8ZMsaU+5W9fZARNqaU25YqYFzHMdxAWNacdnGmCRghk97qEcn4WS0IGX9IyAhTuFhl/hx4uwi/NQxsAW1n+2s/e1XI6FVQ3m8EQ6MXJmBkGIAh3aT8HaXUhgYXPwVkdNeADPH4PydkDPL+a9fQuLqJFEC3BUQ2TMAINGlNazH1MPqDjFgChph0k4qkgy7WFzJyBoQM8QcMwAg0Ovx8Xw/I6G1XS6HqFd0YEDLom0QSNCIJGFFSU6qAUWS04O2le9GdLjUIYPQBjiBkKGREEjKiTKqPSDUKrEPTVqkQX5iqfddrNCNSHEheeHGTGnC9S5x9OnWEjAQ6xbc6Z+Hj7cdxttmDZtEroIl+hUCHaC5Uv7Me417Ixh2p83FTWiFinVVGsTlBJorzE+mQiEMpRkykQ50hHSkIEM4GOp2cd1edRjEEMiS9yAANSU+SaAfHyjGGElbCHNINawWtVms6tD4grdK8uZQj3pEH23OV+HjrYY2yuAkXbkmTcneiU9K8TOXpri5J+TIE7C7zec2H32Ds04QAqfkg7IRLOpHDqEmIstYjLpV/wFNq9Jt1C51vKTQf7liGO8Ytxl3jFuKu1MX4kyuL556DW9NycUtGDi2Lls3n+bg9tZDGn2mEEmcm4u3zCTNLEO/K12/YY6yiTVGIBC7yOAEnW7V+uy/wJGFfWfxyw0iQ9Cw6pLEcSzRBItIu3/hz7gQufGYTyODnLr9XE2ARq1KT5xa+L1ytzkyJknS6Wk1bC6WzbpFaColsJFUhkceKTZJOXiUGhDoljapSIxkJ1nKMJkjJed+RxmskbTFudi3DTY5CnmcpEgSSOJcRdPolwhFml2K/Oo22RBCYLFIHIj95DEvKctM4di325jzQBIB0e6nBSanUVKyoZN78eMOIHytF74twuysbt/EavY3HHu3KwUh7HsdWoGAXK2lnY3idjJGoS7Xh9Ach43cHGYHpUr5OUgoYDxjdpDRNise/jus3NIPXPR3ZcKnDEMCYtAohk99CyM8NGEHICELGTwkZA6RQBdZ0DBkyBDDG9Ypg8G+vWKTfflrIGAwu/F2jaJYB7NcAGX3O6WeFDKPRTlSA+fQvDMgo7QEZhpp1kfGNP/+edkNG/qCQEaMpUkaxd3+QESk1lEOEjKHUa0T7IWOZmg8ypF7TAAwTMnTshQoXgYDRs6jbhAz7ANYPZEQGIcOAjMjUKi36jpAWtqkrTcBYQ6hYrToWkQQN2V6Uvq9PkZz9agUMKZ4d4ViMP4/LxJzij7H94AU0dRipSO0dXnXYRalZ6htK1qzHXzJmIPbBOVqgLEXZYXQOJT0njB9ebIbUCBTSgS5STYzIdP6hSOVNnmOSIsxwjXBUBRSSSQpVrWFa5E24kJQrKVBPleiLFI+XG8VmvHHEOLLh+HcVPt5yWIXfBDKkFkOiGKL+7e0APG5o2pTH06EK2VL83bBuJxwvVGBEaoGxMDVdimNOKVcHMEbmRorVHZXaiSDRnoW7Ji7FhNeLkPHSYkx8MQcPv1iAh14sxoSXSjD+ZbEiPi7i70rw0AtlmEBLe64U46bVYszzpbh7cjZuTl+G4bZsjKKjnmgT/Q0uADpBYSnVGGblOU6gs53BhU9IiZFOVFLYLTeBlGKNPIiKZ6TDSIsyTFKlJFpRrRapUFFpFGwLHNGiJX1KUqRo4ZpiJbDBPyhWfg50wqXFawLPcTT3eyvHMfK+Iox4IFsLraP5GUqqVJi9guBVQ4jIw4NPl8PxbBHSni/E+JdK4Xq+HP+aWk4o5XXD85GoRqSkKlnL1MGM4D4ttEg639HWcrVIgoUluUEtMrmeN4waTR0T0IjRNC/Ohyg4j5U0rXKFsVGOXNyUsgB3O+Yincd/+MVSZDxbCNuThbh3Uj7HzxvQg9mIk3NP4rU2hvsZG4SM3xdkyDVhmDwWcT0fZISbFvqgEcWQ6+d6XoM3SErmxAZ/mtQwOvoCGWFT1xA4gpARhIxfHjLCe8DF94OMwQT1wnqDxVAgw9euVlS9fcre3wMsfmzI6Bm5MCIqFr/xb136rxsy+gWNnwgyuustSnvUi0i6eaSvXsNR2gMyon3tapMLNBKgmhhWwwaGjBx/ilRPwDDeZxGzyc9BIONa6zV6WaRCRzZ9ihy1SB9g2LpTpKK0tmIgeOCciJRBDxs8ovEHhwzDZFsDMngzc72loBFBs/BxpEuiBHWqERHPxZmYXoIEF51L5yLclroAdzjewF+sr6D67e04fcVQc9buTbTmtnY69V6ca/dg1Rd78ZeJy3BTeiHi0so0ahE3oY4mKVul2rUgLKUQsRx7TBr/GNDhNCCjGzQiAkBD1bdVgbtKoy1qDqkhqdGUnjBxYiU9K62U483CY3PW4sudJ9EsQKEpUoZBUqU8BA23RDMkjcqNDkJIE8e//JPtSHm2hJCRp/mQsfJNDR3pCPnGnk6u9NQPp8Mo0Y04Lrq/TK7AtOL1ONjajuOtbTjV0o4zzbSmdpzizxN8fso0ee1cY7sKCn53pR1HmjrwLR+vP9KCsk9O4vmsz3CzdT6d8iyMtOUQImT++fnIN/kEvLuersH/vliP+/5djfufq0LSSyvxrxfews0TyuiAGxGXyADYiLAbFggZUQoXnCOa/LTwM7aY9RhhmjbFa9f2Fs99BRJdhbhnSgWsTzYg9fGVSHu8AeNeaMDYZ+px0/gKLXiX2o6IZOnutAQf7D2J73iex3neR3leR3m+h/g89eVqRD+wAFFjeeNxlilkhEs9RDJv/kkcF51q6UIlZkmpNaMY9RrVEACJkd9LEbnUdgig2Cs0ChLN68AylvAwdgFhIg9zCb7HZd557BOc32N8/MXBS3ijfAfik5Yh7P5chYsoK0Ha2qCQE4SM3yFkjDEgQ6AivHeaVFIpruN1dL2jEiHj6zWCET5ltRHFkBqMR4y0qZ8dMIKQEYSMHwMyxv9ckFEdABk/DDCCkPELQEYgaPSCjB6F4b0gIyZF6i5/i5CRZUJGnpniVWi0lg1Cxo8NGYb5xhphgkZEqhR9G+JzRheoVby46nlRSdpQEUY4FuHexwvwWslHWPP1ISyu3oB/jZuBx14pwvtf7MeFVmgEQzpNeeistxAwGt1eHLncipr132I0weTGcXmEiULtuBSdWkJHtoDObRHieZNKyFiuOhcWZ72hpi3GsYVLW0kR9nEZ9RaSoiOLTr61j3IKcFQb3ZrkPKQuw2GofYrK+OjUpVi2fAsOnmpGuwCFx6z7dpsmjaZ8dRldXrR5OnHJ04W6j75B8jOEFEeOLnILLzDZt0ZbXEYtgAgaxrrquIjKcPeEKrxW8BnO89wvuN1o5k7buG8xiaBInUqraTIOboIOWjuNjIELfO1UexcOXXZjy5ErPP53SH26DH+yL8GopFzE0SmKHluAUWk8nw924cODZ/HZoTP47OAZfHLwHD46dA6uN1YgzpGrNwOpEYl0GsXcIqIoNQzhalUKE7JApP2rb0EJZIRrd6oqY3vRJtHiboKDYzaWrt2IL/afxeb957CFP7/adw7rDpyF87U1WusgHb6kmHokIePzQ2dxlud5iXaFc3ueP4+0A+nTyzGc8BTDm4TFlq/RK6mhkZQnC51tKd7WQivpcEUYCtPOUhJd4fwLDKWIlShEhRGSrue8h8r5aKcuKbhfiv+dkof5vD4vcT5beOzLnNuLfLzteCPmVG9FfHImb4yFRpF8SgOdUfkZhIzfPWSYpnoYvjQpXm8h6VzLdIzDJ9Oxn2ykSoX4IKNXC9sgZAQh41cNGeO7zTIuwMY3fC/ICDGtX8hQZe8aP2RY0iv7Ou197OopVNcOGYEdpMoDIKPSTN2q6mWVAeY7brk2Iok0O0/9mJDRo4tV6tDPrzdsxLh+Wsgw0qPM6EXvVrvOgPdIupQJGbHJRqvaq0FGD+uTJmUChh8ycn8SyDAiGNlmBCPPSPMiYBgdn3xw4Svc7h8yxAc0vowNhIwy04YKGYVqv3vIsJgmYBGuP2v5PqN1raZIuaTwegUvvgY66rUEjBLc7MrGmCcLsaB6HTbSuT3d7sX2o5exoPB9ZDyZiVcWVOOjr/fhihRXdxoRgw4CRrtEBvj8wJV25L+3CX9/IheJqUsQl5qLWEn5ERjghRzPY8dqIXi9oULu5A2NFubTx0g1tDosAZAh9QLShSqCTmaYpE/JuZgds+JdRUiwLsU/J+XinQ1HCEBeuCVa4e7UDrZuOr2eDhMyJALDB1KTIeO9wu2q3t+K+x8rQLw9l8egs04nVyBD9i9tZiMcEkWRDlF1SLTV4u90DmYWbcQlSbciyXRIxyrtWkXg6jTmxG2aPNfjegyTFsDNIgTIX4hTfpHjOnIBqHpnLyb8uwa38zxGihgfF+Ft6fPxn93f4XQXtxPj9uf48xRt6oKVSLQv1c4PEuIUyAiXNrucnxCJvpiwEaGgUe5fHBZHqXa1kla0UoAtoBEhxdSSfqbCfC9g1aadhAVpUdyp9TYCECd47IfnvsMbTqF2vkokbNxsX4QNhIxL/J2ky7UQtq5w+2OEqXGvF3FfM3mTWspFWMBjFCOEC1wiQharRFjKNHVOFMZDCTwhHGeIdK6S9smyYKVw2yo3unKNrg0T8TRbtQEadgHCbPzv1ALML/tI62pEfLGF83tZIOO7y5hXvRE3cnyx1gJNzwpN5h/RZK4BaxAyfj+QYYBGSC/ICPN1k+J+5LqRblLXS7E3nagIwkXY5FV+uBDQEMD4ybtIBSEjCBk/AWRYTMiIDIAMn/lB4wdBRn0AZFQZgJHeT2Sgj129GPx7QUZab8joDy76g42fBjIGjqpcO2T4zSVp6hU/C2T0AQ2BDF8bXG2iUqgdmWJFINfUnQm0ZgAAf/9JREFUwxgQMvoxBQyb0UmqB2Co5ervfPbjQoZEMHL9heqGw++LYpQOHMHwQQbnTlryW/pEM0xfaqiQYf9DQIZARS2PW6PtYaVgK1JVOeXbeSmgNixGtTLKcFNqHu5/vBiLa9ZjKx3IK/ItMR04cYo37z+PuQVvY+ILyzB9WS0+23UYzf4C6w543G462F5c5msnaQuWf4L7ny3A8NTFBIFcJPDmlJjOY9EBjrbXGJDhWM7HUvMgEQ3RzqBzzJtCOBebFIGLtkO0FpHXckHU04muwzDpTCXnxPOITSvFCFc+bnMuw5Oz12Lb4fPq7Lrp/HvcHoUMjw8yVKCvEx1ejrWzTSMx4qAWrpbuUsvouBYY9KpRATpDXIzhrmJtyxchqUjJ1XScG3DvlHcxq3grLtARb+niceBGp5o8lkeELtM8CiCGgGGnx63igG0eD5r5XOZOtEYu0ik/chFYWv0FHqTjfJN1MUbzfO4eNxcf7zqKixxjk8AJrZVjvkh7cn4DRtgWa5crjWZo+1k60w4fZNSYkFEdsFDK/JGMCIWMCqPTE0Eq2lWCeGcmRtmfwdpN3+ASP+9mUlK7RGdAsOFYJ89bg4SUXMTTWRw+Nh93OhZh08GzCpZtHJN062ritXKS73lkpiiGv8EFn6kLTWBxWHKxEckwIUMWoQEZlRhmF30WUWEu5ri5QK2l2h1K2tRGWUULo1Jb2w6joy6K7LG8Kd37WDEWVn6q11u7XIddMk8gEF/EgqrPMdqxALG84YSPKaUTX6/teMPF2Q9Cxu8IMsyibwWMMgUMbVk71jhOiLWC1xWvL953Qh9eYaRJETKGPbKyB2SECmAEISMIGb92yBjfK4oxCGRYfNuZ7x0KZIT0gQxfVykDMiJ6px/1+vb+l4SMiH4sEDIM++1ARuz3hI2rQoa053cYXzgGwobPdFtNlSJkpBT4IUNBww8ZuWbr2tyhQQatGy76h4wBQWMoBeD9QEakiCNLPYnNSJMSXS21IRR0B0JGoA0EGRbOl8XMzPiDQgYdTt4cwjLorKWX68KUomkR4YtWjYxyxKUWYURaDv42OQ9vFH+Mfacu0ckEWt3Gt/HSrlYiF98ca8Sskv/A/uxCPDOvBN+ePKepUm3NzehoaaYj3UGHrxPn+L4zfN/Chk9xz9QsJNgXI4GO7PA0gQyx5RrFiJIWqbQY6XLkEhCiE6ndpeh8SEcsEfZz1Gq0Jdy1Cjfw5/XpNOk8RcdVIiS3pudh7NRirPjgIE5cauNYOwgZrYSMDkOLz21GEjSywLHydx20dgLAyWYvFlSuwy32hRrFkW/NBcCky1aYq4CfFU2Uv6XrVBJBLLkBf3/4HbxZsAVnOrroVLcTJtpAdCBgtPOfG60EjRZas/yUtKxOqf/gdu5WI4KirxMaJBLSaRSfX+b8frrrGJ5bvBo322djtH0+/jZ+Pj7Z8R0uE5La+AF0tEu0xKgjeWb+coyyZSLeVuCPZkitRLhGMGrU/OlSUiSuVmpamb4WobDBxaTt6Zby3GbiFsfzhIydGmVpFcB0G93DJILyxPy3MILbJYzNxY1jsvFXztnm/Wc1PaxdIaNL33eS75s6uxg32gkZYxYiIilPazkipF0tHWoLLUqLvov02CKyZ0QyymgiEFiktRgxdBLjkko4LlEkl9azhKeUWoSIGjpvdP98rBwLqj/XuWuTz7bLSFfbefQCMqvW4aaUmYh5kJAzpkg7VkVa64OF378jyOhhUvRNyAh/0BDjk3FJLZU0nQiVjnp0skIJFgIYIYGRDNPEsQ59OJguFYSMXw4y+oJF/5DRGyR6p0v1gYzx/UDG+MEgo94wvz5GX8jor7ahX8jox/kOfK+vM9RQISNKui2mlmm3zKg+kFFN/6pav1A1rLonZKT/NiHjWkGjL2QYIn0+wOgBGSZoGM+NzkpGOlGRUcOgyt4DQcbAcDFoJMNvQ4SMa2hp2zNVKteoKdFOUj7ICGhRO0j6kx8yNCW/vFdUYwDIsP/BISOccBGeUWpCRpUp0FdjAIarEImpS/HXqTmYVbEOx0gWLWaqT5eZ7tNmRjQu8PmXhy8QRN7B39L/jSem5+Dbo+dUpE+8+E4vIYPOdBufnvMYoFH03iaMTpuPUWl52nVKi5Hty+kYr+SHsMKMaNSZKuBV2sI2QoQDJeIiOfhOfjaEixDnKlzH91w/bg2uk2gGnet4Vw7ueSgXT8+ox4WWDi1I7+TRu7wt6DIho8vTXY8hkQW3+Y9bYfvRZryc9T5utC5EgnaWqjW0G7goLSKYl1qAMAcdeUJNrKsB8Sn1PN5qzCzagkt8f5tGL9pVRdzNR7LPJp77ZdpF0+SxvNZhmkQGBC4kOtREazMhQxz5yo+34W+PLMbNtlm40zYD63ceQbPH6IoloNTWbsDeU/MaMNKeqXUZMY5C85uKChUPtNgrzMXjy6ssRpxVhPxK9aevT7TeSBy8gXAfIxyi+TEftzqmYdVXu3HebTjskobUKGlatMdmN+Am6xKMduRhdPIi3PngdOw8dEoBtIXnITU5cp7naeNfycTIpFcwwi4RIs5jSpFqbUSmlGrL3jjRFLHmcxwi4leqv9NFas/j81zEcfv4pGIkJhXRChHLxxbRurDXqt5HDH//j6nlmE/IkGuytdMQiZSxfHviEpbVfo5RY95E/NilKpQYmVSFYQ+UBSHjdwYZYX3MfK8ARko5bhDIEGdJOkdNWolhpoVM6gkaovwdFqzJCELGbxEyrmK9IaO/aEZfyKgLgAwCRkb194KMIWlXXCNkRJqQIe8LrMWQyEW4ZmvUqM9j6RcyftzC718/ZBgWYwrxdTvR3ZAhKVI+R9nXktUvvCfpRqrk/cMgI7AmIzJgH9cCGdeWKmUUmvta8BpaFr0gYxDrhozyIGQMCTJSa3SxRY436F7y9qNkLLZyjJxQidHjc3Hfk3mYUfpfHG9q02+kPeKYS02Dx6sOuqSiyLfUl/jzNF/bRLBYUvsp/ul6BU+9XorN+46jme9r89Ld9tDh7qQT39mliuAnWtux4qtduDl1FhKcS42iG4KFRdroOt/C9QSM8IwGRI9bZdSJ2KvpfFaranSMqIFz/BFpyzEsbSXhYhWuT1+j7xEyH25fhHEvV+CrPRc1vcfraSUYNdEhb4K3o1UhSVOmzOJrqdXwKBx0EQC6UL9+D8a/Vq/OcIy1DMPHr1EnRVqlikChaFXIt/3a0UpUu63l+Nukeswu2YBGvl9So9xdRj1KG/d98uIVZFW+i+cza/H4/OV4dP4qPDZvFZ7LXIUFnN9120/g+JUOnSuJ+LhlrmitUgPBsX6+9yyeW/whbkyajbsdmch4phzPvbYcr75Rg5enlWD6zAo8P7sK/5i0hE76fM5BFhInlNCpWqYK4QIbcQ6pL8mio74IibThyRJ9yMHIlGKCRCmixyzheSxDoisLsbZMJKRkEmqWYcTY+bjFuRCuFyvw+IwqPDujGC/NLsG0uZX496zluHdiPsclxemZuDVlJv6eOg07DpxSABXNlBYTli7QJk1fjJuSXsCIpLnc/1LtYx3Dm0iiKxfxtsWEtQUYYV2E2AfnE5ZydJsEGa+V40lagJFj+f4UjnlsFvfBn9YirQOJFY2MpEqeVynuf7QamVVf4oLXUKDXVDiO4dvjl7CEr48cQwgbSwCjwxlJRz6CjnwQMn5ZyAhNNgCgt0mBdsg1QoYPLEKkTa0WehuaGdfz/f93bAmukwhZep3htApUTDLa1Q4zHwdGMsIeCRZ+ByHj57PwfmzQOozeKVLXChl+C0iH6gUZwwgXIb4oxoRaQkYtwggXYRlVCCNghCtkSF2GLxWq0siKMC2qh1Wp+RzpHnoWAc64P/Uqta/1dsYFLCQSYTHVvHvrYESoDVST0W2+cQ/Fhp7S1fv8DYvuY0PYl8sAjZ5W3td8oGN2pNIGOdodqsysrSjr0alKtxH9L21TawKGWpk/2hHYVSrKr42Rq0XfRjF3bq96jN6W28OielggYJgm4r9m6pSYoaGRq8eMTMnxmyh3RweYKnmn9DXRw+gW3jOiGCom6OgW3fOljkXyNTHjy02aPA6I8vSxwdKrBoKMP0Lht08nQ5Sah5HApLDakrFCxxozbjniM3gBJs+jM1yPLcfOaZGv5OEbKtleNS8fS8671maYBcinWj3YeuQcFlV8CvvU+Zi2qAaf7ziAZqlT4MYeOvwd8i29fGMPYF9jCwo/2Ya7Hy1GfGqJpkBFOFYaQnvjVuL/SWckAQxnPS+KOiTQpMA4RvQc5NtIZy1C01bghlT+8aBFp9ViuCsPyc9WoOTtrTjX6oVHCro7mtDlpvvvlkiGWyFD2tZ6zWiAW6IBHONlgtI5OqQL69bjvieKMcKZq5oNsa4VvEgN4ToBC0lBkpQjUf+OsVfQQS7C36ZUYlbZ51p/ICk6Ej3RdCHu99Cpi3hxbhX+NXUp7pqYjdvH5+H2cbm4e3wW/vfhxXjklVJ8vPWgAoVARidhrLNTakS6NO1o16l2ZK/cg9vt83BH8hxMX/o5Cmt3obh6M/LLP0Nx7VfIqtuMMYSPeAE2QkakfSkv5iWII1jcMr4QY18g3Cx6H08t+S/ucs3CC8s+x8ySbzG79DBmlx/CtMLteL18G2ZUb8ObVVvxJh8/Of8TjBozC6N4zKeWfIwlDZuRU/8ZCmrXoah6A3IqtyN5ajnBYSH+9Vgp3iz9HPPL3sOxs1fMIvdOnn+nQqVcI7Xvf4UFFZ/weJvxZtkOvFT8DUa7FuNG+xykv7YSr5VsxowyjqF0K2bKWEo3Y2bZJswq/5pzuxlz+J43Oc7nl2yA7bmVBI7FSCA0jLQVEJqkJqQA900uR2bl5wq+8jlIKplAxt7jl7GoahOhieBIZzWKzrBCxs8NGEHI+FEgo2+0wrQxhsK3FHtrTYYpzHcdj/F/pKOUs4rOU4MRoZDibp9NNn6Gmhbmq8sIQkYQMn5GyBg8ctEXMgaHiBVqlt42LtB6pU/J2pA0Qj9k1BEyCBcT6PdMoM8wzgQMEzJ8oCGQ4Vf7VpDoZa5A6w0K3ZAxqGhev5DRz/bpFT3a1BpWGVAT0stSxaoNG2ibHtsPEQx0u37moocNdV8Dd7Hqt7NVQPvbwFa03e1wK/wW7agwQaPMbxrpcEiHzlJV+VbxPYWMfLM7U24PtW4fUEgWQqANDB49C8Z7QgaPYc/312n4IUS6WCX7jMekxQSYvCYRFr/pa77t87WWRDpj+RXLnZJSLpkbxf4alWuGjMEiH/1Cxh+mha0pxscbQ6hD6gwk7MkbnYw5fblqQsTaspA6vRYrv9qHs24j9aSdTrjH6zadYC86JELRJR2EuvRbeLEL7R7sPHYZ8wrXYMIzCzBjaS2+3H7AqOOQ1q0mZAiU7Gt0o/qrI7jjkTwkphUhTtrDOuoRRoscvxLX04GXwmXRw4imQx/nqEGcs4YLo07BI5wm3adEsdwiatLOHIWDBVXrsffEZYKRaHYQiiSSQTPIolM1MtwdXYbit5kCpmNye7HnXCueXLgSt2csw3BnodYJWKw1PH6tqmRbpHBa6xwqVItCaD/Onod7ppbSGV7XDRkw0nRk3g4cv4inXi/H3WmZGGFdgnjSdQIX5vDkZRjxwBzc7ZyPGXn/wdaDp9Gieh2EOE87x9ap7z9Bklv15SHcYZ+OPzvexPKPD2DH4VbsOnQFOw6cx9b95/H14SuY8OZqJDry+NlJGHMRRtgXIG36W5hX8xVq13+LD3aexKe7TyKvfh2+3HOB+/Dgm4Od2H7Qiy37W7H5UAu2HW3B9mMt2PpdK+o+3oe7nDNwi/V1FLz7Db7+rhHbj17ArsPnsOvAJWzf14TJr9TA9lQlMuu248sjl7Hl8Bk0trl17B5Jk+N5dPAzkEjYoVOXsZPbbONxNh9qx2f7GvG/E2bjvglzkb38K55DMyG1FVt5bt8cbcb2I03YdoTHpH3DcW073I6NB1qwbvcl1H56AG+WrMekGW/jFsciglAWRo5ZivseKURm+Sdo7DJSpaQ1sURU9h6/gsyqzQSRHESPrVTAsKQEIePXDBmhQ4xk9IQMQ3xPAUN+z/HcwH39v5Ry/I+Nj6VuS6MYbwUhIwgZv2/ImDAQZBhF4YGF4QNBRogPMiRVanwAZKQHQEbvKIEZseiOXFwjZKT3sqFARu/39Ol2NRTIGAJg/AYhoz/NjWgFjEo1AzIq+tZsCGQoYBT3gIzeaU3RPwAy+gUOEzIizShHf5DhA4zoAOsNGZHSSSqpF2CYUQx/JMO03pDhh40fChl9Cr//YJARnSEiOpXaHlb1KCQqIAXVfDyCN5M7Hi6l47oCn+45ifPuTjSSEtpEFbuznb56B53hDk1H0XQj6SalTrEUMNNxPXwas5bV4eFnMjEzswY79h5Fm9vo+CP1A4evuPHuttOYuvADDHdIAXghEtLkoq/W1KhomUOncZMywlIlmqoUnSqdr5YjOm2VtrmVqEJ8aini7Ytw90OL8EbRf7Dx2+NG0a+7S5W8pXuTwEZnV6ehieE1IUMhpFNrMqRe5DwhY8VnB5DyTDFGWhfRYZceyhUqYqf1IYSccNGRcEoUpUzTpkRIMNaRg78+WkzI+ETrD8hS3ZEMHu/giYt4Ynol7nQuJlhkISGlEMNtpRhuLULCmCzc5sjCg5PzUPXOZu3c5SaluN0yxx5/bcanew7hr+kv4R8ZL2H97kNGEbbMtdeDSx1unOO5PDr3HQznYhphLcSd6blIf7kWtR8fxKFL7bhIcLnEbZt5rpfbpStVJwGAY+zgftokbYxjNVXb26SQnI75V3uO4IGH38CfnS/i7U27cJ7vbTTTj9rNAvAXZtfg+QXv4ZM9LTgtny18dTseglILP4MmLWyXlsaiDSLXgIgiXqGdaWyB/aFpmPjEYvxn/U5tNSudtaSovUNV4zs11a6VcCvA1thhXDsCqKe5n70XPXhn6xlMeLUKd6cuxc1j53G82VhU9iEavSZkmC2V9x5vxMKqrUgcyxvSWF5TyVW/DGAEIeOaIGMoNRmBkBHqAwwTMjRVSiDDWoHrXdUIlfadj6wKQkYQMoKQcRXICDUhI3ScpEn1E8Xg32uxiH70KLrrL/pzrH8cyPC97wdDxrXabwAyBgWNXpBhWGCNh5EmFWMChnaUEpXvHpBBR9+ea5itL1x8H9gIjGb0iGD4IaMbIAIho0f0og9k5PZJkxJTaLJ3w0Vgt63eoBFpFr8PBSyCYny906WkuCejUsV0wvhaWFoDhtFxH2arRWz6cozkzeSOCYV4ZGYDvj5+CWc7vJpj306nUTo1dXrbNHVKowMEkC4CiDiUrV3t6sxuO3AGC/JWI23STLzwWj6Onm7EJTryx+gBvr/1HF7O+RK3uLKQaBftjBLEuUoRx8URn1ajUYO41DrVqAgXmuTvoqXYjL8bJh2FbHVa7BtP8r45LRd3pM7Ci0tXYOP+4zpGAZ8ugQyvKQ7YZdSQuL0GfHg9XQofEplp97o1CnPkShueX7gafx6fRUc9G/G2Ek2JEtG9SMJXuJPHdVUhhAs1hOORblORriIuyGxCRpFChtRkSH2HfHsvnarEOT506hKefK0Gd/FcRxIChtvKec5VWnycYC1FQlI2RqfMw+Kq9TjX1mUop9NJd3va6fB7cYXPvzp4DOn/noe/OR/F57v3aRcq6VDV2tmqn8dZns+UmasxipR/B+cy9fk6fLDlCk43e7WF65X2dlqzWd7uRTO9/Q56316Chbdd5smAMenr65V2unx9w67DsE+dhnucT+Dtjd/gvEAK50oL5TmHbTzmS3Mq8ezc1Xj/m4s45TaK2VVVnQDa5WnWOpguAqlEj3yF9pJKJTUbZy4RMghNjzyxDP9ZtxsX2wzAaGwTUJGuWW4DZKX1cKfR0arV7Gh2nsc/x+Of5DX50c4LGP9iFe5MnoWkSUuxrPxDnqspstgDMrYRMnIQlVTph4xw7VAVhIzfMmQEwobARYjPuP0NfN/1UuztqEJoRr3hiD7yVhAygpDxq4SMH6smY/B0qX7E+nq1ttVOU+PraXUIE8DIqFbrkSY1CGT4LCq1Pxu4JuNq6VIDvqcXXPRV9A5CRg/IMKMXgWlT3QXlgZDRDRjRNmn9mm+aDzIEMK4OGUMBDh9MRA4EGYFaHINARqTPAiAjME3qapBhdNwKQsaPky7FhacaBNKVQcKhGcvpPIua52ou1rcMheixuRppcE2vxrpDZ7QzVCOMbkz04o1esO3tRgW1gkY7XWxp4Spdhbqw5/gF5FS+h/vsT+HJaYXYfvQ8/vP1OTw1/1PcIsXISUV0+oowYpxoZBTS6cg2aNJaxQt+uaFPkV7OG2GVFpxdJylUdPpFGTyBC2KkPQt/GbcA/15YjW/PXFQn1AupHaGD2m44txJNaDYd1A5hIo8R4fB62tDa0YwmdzvOtHiw8rMT+OdD2bjZnoMRhJc4u4QSpaUv50Y6TLmkBoSQwxvDsFSpZSkbADI6ef4eWqd2Yjp48hKemF6LO51ZGC4dkuhkRotzSWds2AOFiOPiHZGyANPyPsGe016OsxOt7U10stsVIC4R5DYeOo7HZyzBvc5J2LT7WzS7O9Dqlja50iC3XbtaPbNwDW5MykTKE/Wo/+8RbTfc3mZ0oPJ2iUCgsW2bttXtRAsno71DUrO8aGuRupU29cxFRLGZr2/ddxgZT76Ke1MfxXtfb+fn6dXPXdLlJBIkkPHy3Go8P+9tfLzzinbNahZr6oBbQiQqRtKu0SJJWWriUxmTiuRJGhihLv2xRUh7ohArP92L0x6jU5nsQ7pYtXQYnbPEmji0Vr5+xUzdc2u/MK9ue4k2r/hDjHloEVyPLUVu9YcaERHAEAaW6NnuE1ewoHoLgS6LN59yOvflBIwytSBk/Hog44d0lwrzaWWYkHHDmFJcz/dcb5X217zvPbQKkeJ0ByEjCBm/Qsjoz64qwDdoRKMfwFAbvONUd9cpAYzaHpARbtZg9EmRGsR6O+mBkDG4eN/gehoDQ0blgMf+I0HGgMBhFnsbkGFEL3p2rfJBRnEvyMj3W4y9oNuuATAGg43BIKMPlAwFMtTytFi9O4pR4rfegBEIGT1BY2jdp4KQ0QcyahE7bjmiMowC8FBx5jPqEDWRf1zTpAh8FaIIGrEED9HLuG1iLh6ZW4f/bD+A89pqVb5dphPfTtevo8MIEdAx7eowZOfEyRZdiPMdHmw7fApZVQSNjFfgfGopkuiQ/yWjBKOspXS4qxBDoEgQQb7UUi6CIsTJtw4EHGlTG6lF6dUI4Y3kf3ihhEikgzfBOH6II+3ZuHdSHqYvexs7j17EFR6ro9NjpnPJt+DEHXeXps5IrYQ4tx5xPDWNysPfE4a4XaO3EzuOX8bUWW/hzvQ8DLcWIkEiDYQZEScU8S6ZU1FHD0kVyKjGMBehx1WpSpnS7vUeEzKaTMhwq/tv1FTsO34RjxHS7nTlYLitBPEOUTcXZfN6zm8DF3YJRriW4KnF7+KzvecUMpraGlUc0E04aJKo0NETeHZONh5MfxSbdu2j49wFt8dNB7wFV1obcYlw8Pyi1bjDsRDPzX8Hh8926EfCjwgdLRK18HAsHlxwt+IK9yfifZfF8ecctXq6jAJ5SR2T/UpHMNrWfQfhnPIc/u6YhP9u2qaQIU15vV0dmmrWRND496xq3OOaiyfnvI31e9rwxY5zaGziNgIv7QIj/Ey8xnH2HL+Er/edwRc7T+HjrWfw9oYLuP+hLNxhy8SbJVvx/m4vPtzdgg+2n8XnO87gq20nsWnbKWz+5iy27LrA8VzAxTaPdu4SAOvwtqBVolA8l3e/OIKJzxXA+shcZJX/RwvmVWixB2RsJmQs5Y2nmM6+KI0X0Ur4uDwIGb8DyAi0YYSM6wUypIDcQedI0kPocFsC29IGISMIGUHI6LfjVCBkhGf0hYyI9F8HZPQp9g5CxveGjMBUqWinON1FAZBR8JuEDJ/wXmCqVBAyfhbIMFvZugzlb+kdHZFaqWrZFjr7EenLCR3L6USvIISsRDR/H+PIw20PZePRhQ1YvWE3rmjXHq9GDDo72mhuzUfqcncaBctecY7duEhn8ESrFPSexrzS9/C/ExbgTsdijOZFm0gHI9FRjxEZBBpnDSJdFdqGLlKcd4keSBE4Hf1QjvEGvna9swwxE2sIPXyvbRHum5qHN/P/i837T6puhJEORSfUTOmRFqbibDaakYx27TYkGhmSzuPR4nXpfrT/bDPK/rsDd43Pwk2potXARWevQ3zqSkRxHMNSyrXtb5gAB20YxxQiauRSv8KFGmvPNwu/P+0BGRLJkG/s9564iKnTK3GbKwvxBJhoEcPTTlo1iHDxxs0FFe/IxMtFH2P7qVZc5hy2edrozLcrZEiNy4a9B/DghGcwNuMpbNlzQLt1tbUaCuZt7g6CUheenleHfz6yFItrv8TFdvNcFaq8Wmtx9GIjVn6+Da8VrMSL2SvwWu4avL5sBbIq3sNRzoF2/eKxBQhkvjZ9exD2Kf/GX+yT8R4h43KnKJITWLrcWu9wmQDz3Jx63JI0i9CYhYdfW4mn3qjBfgJfhxbWd2qhv3w2lziWucWrMGl6Pqa8UYXJM1Yh/dW3MdqZh1E8/38+3oDU1/+D8TPewoTXqjHplTI8+VolnuW8PTutAs+9xuev5qFq5Yc4/N1xeDytBIhWVWqXxgNbDjTh6TcqCRmzsKRkrUatOrsMyGhTyLiMBTUbkZC8iDevAkTwJhfOa1BAI+LnjmYEIeMngwxR+h7G92oEg+8ZZqvSe6yFjmfkI6t7al8EISMIGb9yyAhMpRoMMvqzwYCir9FfGU9/x7RuXQwDMiLSqzWtutuGDhl9oMMXhfgBkOF7v69zVF8LQsa1QIZhZf6WtVoQrXoShT2Bopf5oWOQNKhrSZvyQUaPgu8erXBNvQ1toWtYN2AYxeGRfsvXehKjcN2wQMiIGQA0op39gcY1wIavpa0tCBkIcwhg1CMqvU4XZAQvQLHIjFrt2iSgEZ66Qs9F1JljHDm4g6DxxIIGfLTNrAuQgm86uV46u53qvBtpKi10Vps7OwgjrbjQ2YazHi820/mcnvMRHpxajtH2XAyXAmhnNRLFCZC2sK5qBZ5w0aIQET57jc6fOPehTr6WWoaEccWIt81D8vOlmF/5Cb7Y/R2P092u1OP1aj6/fNPf6DEKmMVhljqNDhUGNOo0BIYk0nGOb377q0OY8HoNEu1L9EKMovMf7VzBBUnHxMnPxkEIk3a6tBCnCP7xj5CdN3z7cl5MVYjjRXPPlHLMLl+nc+I1i8ml8FvGtvfkRTz6ehVuS1umYnOGsnYVz68KIfo4HwnORXil6BN8c6oNV6TwWyItUvvSZdTBbNp3CLZJL+PBVELG7gNoVcjo1IZZ0rVLojVPz62C68Vi1H26R6FDlMylzqLTbIX7+bfH8MjMMoxOnYHh1lkEvfm4LWkmUp/KwZb9lxVuLtEuew2V7o37DsPx2Cv4k3Uy3t64jcAo8ym1Jl4FkkseAZsG3GxdgFEpizAqaTaB5E1s+fa01lyoKrwJeef5GYx7eTFGjX0ON9tm4EbHIsQli25HgbYAjuONIz45k6/Pxb1Tl3Fcr+DBhxbA9dgypE5djNQp8+GY9AZen1eE7Tu+hYdg63UTNAR8ON7DF7x4dUEdHJNnY2npWoW7ThMqJYK168QlQsZXSEhZoD23Iwg2AhoRhL4Ia2kQMn5ByPixxPhCTNNuUmYthuj/iLMlUYwI0+EOC4CJIGQEIeM3DxkDRjeuETIm1PstgoAR0Q9kRPay7wcaPwAuepllkHqQIGT0BQ1/O9s+kFFmRC+c3YARNQhgBEY1vi9kDBbN6LcOo4fYX24/7803xAIDzAcVPUHDhAyfBkgv80VyfghkRP3RIcOixnMTeMjgH2Bx8l1ViFJBmgr+lMVUy9+Lg9+goBE7fhUnsAzDU/NV6+HRWVX4+tBJnG11qxZEh3ZEMlrCdkn9g+TTS3ckdEDKjS+bufNf7m/B63mf4/6ppRjtzMIIwkasrUA/lJjUakSn12oLPIlqiMJiTHqNAo5c+Imphbjj4QICRhHy396CnaeuqEp2q0eKhEUs0AAHAY4WepcX2z3q9LeC1iUtdz2mzgcd0Haj09HmfecxPe9DjHLMRjz3H5JSRNCSNK23YCFoWBxS/8G5ctDpo4U5Bc540ydkRNobuMCq6SQX4+9TKjCnbL3fue0NGY+9WY3b0pdpkZQIuFi0DS7BxVaBuNQSjHQtxXNZH2LjwUZD+LDT0PiQ/YgWyTfHTuPFeaW4z/EkNu7Yr7UlqvHRbmSriSP/3MJKTJ1Tgw92HNOUK7e3TdXW3ZyLk41uVHywHTc7ZyDRSZhKyUFiUg5GJy9BxrNV2LS3ERc7uvRYPl2Lrw8chuuJabg9eRJWb9hq1lx0accriXZc4s/H59bjRlsm50+E/RbiT45Z2CKteDuNNKUWM1VNankeei2fYPM6RtrnEyoWqxJnHG8MsUnLcGt6Pv71RBkmvlaDOeXr8egbpZiZ/w5yatcjr3YdCmo+REndB6hb8T4OHz7Bz88Nb1ubznWLFoIDbyytg3PqLGRXvuPvLtUNGRcxv+YLJKbMVwEhURmNsApkBCMZvxXIkELuEF/XqMAC74BC72G068yWtTcIyPP+rbUYj6xWR1mc+H4hY1IQMoKQ8euFDB9ohF8TZAxFlG+5mkQx+kCGKHtnSGZDTR+46M/6c/Ij+rH+C7OvFS4CoxhByLhWyOgbyfBBhqEdIarUUYNGMAq+F2QMpcNUZJ+Up0AxP1M1XIX2cnvARl/IKDSAwi6QEQAaChlGi95+IxkB0QyFC7/q+SCQYe9loiIehAypMViux4+QGg1XtfawFiVJ7WMtKUup1fq7MDmfjJV0+FfwgylHgj0Hd45fAucLedhw8ARO0ltv7DTSUqQtqjj87e1dqqPh7pL0Go9R7CuifSou50buyq1Ifiobd2bMw+i0pYizZSGeBBmvbWxJm848JLhyCTUFGMHHo9PycN/j5Xglfx0+3HUex5pNgCA4tLS3qbaEFHlLekyHBwo+EgFoE2e7y6gj0C5H9MylXl1qnE+db8OCko/wlwlLMSIth+dbgtC0aoRwXkJdvLE7VxIGGjS1KdLUxbA4a43XCBnRhIxYQkYCHdW/T67A3NL1ChVejax0aRtWeb5H0qXeqMYtqUsUMkTsJlIiNzbeIK3ldPqlPmUxpud/hr2nOE8eYx9ikvIlTvoWOtaPTc/GfalP4ytCRqvXiBTIXEsBtszFcwvL8NSiWny2/7SmWHm6DK0NKbreuPcMXsr+EMOtC7jAirhAyxA7thg3JWVj3LM12LznCo9raEqo9omkS0n0ZOqL+JPtUazduN2EDCm49ii4iTr6lNnVGGFbSEjKowO/GLfZZ2LLkdPGZ2MCnmhWnCYITXqtBLfYZxBIMpHoWEbAWIYRPO/bHQvx2Bsr8danB3G6GbjQYajIS+veS6aqfJt2CDO0TXg5+U1Aokkgg4+nLamGdcobyK5aiyZT/0SAUwrGdwpkVH+O4QShmBTejFIKYBGgTCnRIvAgZPwGIGPM4JChdRhjS/E/Y0pwnb0SoeniMK3UKEbkpNWw0MJpouodYqZLDWRByAhCxi8NFf3bjw0ZRsQiEDD6gwyp3RSLNi1qiNAhBeL+YnFfPcePAAHdICHHqellQcgYNGXKWd5D9dtIk+oJGVGOggEgw6hv6GkFdOQHr824Fq2M/iEjp4dFpWSrGc/7QkZ3mlQpx1bmtxi7Twsk0PqHDZ8auM+uBhlRATYQZERpO+A/FGQY52NARi0Bo5pW5ZetlwUQ6RLBvmrcYJfFuwKx6Q1I4AU7nE7iKPssJD2zBB/tOoiLpjMsaTTNbV0aURCFcI/bDY+2tjVSZ+Rb50vuLhy97MFH20/i+UUNuCttJm5L9QnVLUOijT+TZuFm5zzcbJuDf07KwwvL1uE/W67gu2Y3znYYaVAtHumwRDeW1KCie11dqubdpUJsXZpq5OmSGo0WOtutdFDb4Wnv0KZHovJdXPMVxk6R2pBFiEstRlhaOW7gDXUYPxNREA9zCWSs4EXEeXNUaiQnylmpyuRR9lqjboNOoxSK/2NyeQ/I6OB/UlDdKHoOJy7hyZl1+NP4XBX4E4qO4sUeZePFnVSAG/narfZFmFvyGY6cN6JAkgLV2WWA22Xahv1HYH3sDdyb+gS+2LVfIcD4pr5L4aCR5/vs/CKCxAps/u6yame4ve2mMnsXPtp8FJNnrkZCyiKCTbGqlyfaynELF+e45wQyLqO5w9A8UUjkvjd/ewh2QsbdhIx3CBmigdGmnbPcdNw92tHqyYUrMMKeqcAQOyYTNya/SSA6Tegk/Gkkq1Mh4zzPYeK0IsQ/MB2RD8zmeWciJnkhou+bjsnTavDxxgNo5MXR1mrUUcg8NpnXlHYGk4hVm6cHZEhantThCOCe5eNXl1XCOvU1QsaaASDjS0IGj5tSiKikUli0y1SFYUHI+PVDxlUiGcPMOoz/y8/2eklvHLdcazEieneUCkJGEDKCkGFCRv2gkGEhZET+AMiICELGbwQyDMAwIKPgdwIZJUHI+OUgo1YXY7jUP2jRd40WWouSdoyTzjP/QKtAiwkaUenSvlWKlOsQm7ECcencTgq3Xctw+8QleHhWNd7ffkC/dRbnv90rxd/SztartQ9dnk5Dr8JtOrBSDEyH9myTG1sOnMPaz48gZ8U2PJP5HqbMehvPLHofU96oodO4FiVrvsGHW45h17HLOHmlU7+1lqhIK73wdo9bu0h1dnago4Mg4XUbwntaiyBgQ6hwN/L1VrS3N6OdHqyH47lCZ3bt+3vw8PM1uDutgMBUrKlZoWkVhIxqDOP5SjTDgIyVvICW88IRuCg1L0rOi12KwysQr6J6eYSMUkLGuh6RDLcpxrePDu6j08pxm30h4WkpYlPy6ZQXIZEL8yZ7LkbbFiLpsQLUvPcNLrWbWh4eA4QUMni+n+w+gL+mPY2/pz2Oz3bvV8db2rhKYbh0WBLIeIGQ8cqS5dhy8CLBwyjAlxqUZu7z062n8PSC95Egjj0/OwkVxqXkYSSdfdezpdi877K+R4QAPSLSxzFsJWS4pryMe6yP4z8btqvjLgJ5HsWMDkJHF54mZIy0ETKSspEwdilutc3FtiNnjPQ0wp/Ub1zhGM7QJr1ZhZHW+XTwF6ui/K3jC3CLbRZKV27Bke+awY9Q09i6zCJ+ASkBLIl+SWSk3a/UbgCG1nyYqV1n+XhaVjmsj76KrKrVfsjwmgX/u49fwoKqDaqyHkMHNmos/1iM5R+k5OqfX5QvCBk9IYNgYBz3ajUZVyn49gnvqbJ3nTqcFqnFEMB4OMCJ7ydVakDgCEJGEDJ+Vdbgt0FTp8b31MHor8jbbxPqez4XU8Cgv5DeEzJ8NpT0qUDQ6Jsyde2pTf2nRPUHGUZtp0VVvHtbEDJ6QkZZdzepPpAhXaTyTMv/QZBxrVoZPc2EDEJFTEqWWrQfMLohwyj2FsiQehKeD519w8p6Wr+QUdoHNgaEjN6pUfa+kKFmM4QMo3rZHwwyfN8sCGRIS9XldD6XI9YhoGGmTsnFqYuLzphLWt/WI4ZzEsfXYnghJqZm47YJS/D04hX479Zv6RBLkbFXnX9pZ9vZ6lFDm+kVSlTDJ7AmKU10Gs81dWEXncxPd5zEh9uP0Yk+Raf4IDbtPo6jZ1txub1T04NUkVoKtruMmgWvFjW74XYTHjxtBlhI1yF3Mx3VFj5vJdgIXDSjrZ2gQa/93OU2fPDlIUx9qQZ/Tc3FzQSMeAJVmKMSIZyLYWomZEhNhn2V1l5EqWaGbzEaF6NEJOK5yBJtOfjHlBLMIWQ0mZAhINUuLXQ7RYzvIp5+rQx3O+fhJimQtmZhFJ3sG22LMTp5Nm5Pno65Re9h93cX9Dy9ZvG8wIYUbJ8gqazauJeQ8hjuyXgK6/cc0OhAu+hWdHXQie5QJ/zleSV4cV4tNu4+o8eV+pg2AlUzveyvdp3Fy1kfEWqkHmIp4h15iE9ZghFJc+B8rgib9l/SQnlR8pbjCmRs23sYqZNfxd9SnsB/v/pGo1BSVK8K3jy6aII8Ma8eI0Qd3VqIEcn5uMOeia0Hz6pquBcehSApQj9FcBk3rQSJKfP0JhHLm8Mo5zLcnToXn246hGZOnFfoUQbe5tVWugJSou4tAHHejG4IMLndxrnJNhIpuUw7y/Ofll1KyHiZkLHK/zl0dvog4zIWVm0kZPBGRQc+agzXwFiu76Q6w9kPQsYvChnhQ4GMpJ46GP1ChtRiuGoQIrnmdIwjJEXqEXHaV/WIYAQWewchIwgZvynImGjYD4KMXpELAYtIH1yYFumHjNofBBnft9Xt94cM0+TL0z5WHYSMHpAR4Fg7i9T8kOHI166iPwVkDNZdqr+Cb1/kIka/JFzWAzK6W9eakQxx5u2l/cDEUGxokNEHKPqxaAEdEyp62x8DMlJFPbtaQcOIZHRDhhHRkNSpSv9isWjHJ4KJg4vXWYPYtFpV5451FiLRlY27Ji7BM5nLsX7nIVzxGu1tO+mtKmRIkYG2GxIvlW4hAaBThdq8mt4k7NHcAVx2G99cN5kpQOKkS9GyWzpGcVspLJdIhNdj1F9IXpREL9wdrWaSfgcZpgme9kYDMrwCHO1obW3l4T04dbkV7391EE/NXIk77XT2eWHGW0sVIKSVbBjnIkStFqFSr6KF32Ykw1GhPZT9tK91IyWI4yJLsOfi71NKMZuQ0Wiej0IGTepDviNkvDavGsmTF+PeiVn4+8Rc/G1CFv4xcREefGQBHn+9GOu2H9AoTYcqY3fp+cn7pdPUztPNWLZ6A251Po2/ZjyLTwkZl1X3Q6IKbiOawbl4dW4Fnnm9Gp9uPq61HBIJaZEUJM7b/pNXkNPwJf6UOpNQMAcjeP6JyfMwKnkmUv9dhK/2XcRFj6HrYfr52KqQMQ1/T34S73/5DYQVNQ1OAK+rHU1S+D2bkJGyFCNs5RhJR/C25MXYvP+sdh3zqmaJR9vJSjpT6ovZSEiawfkSNfUcAkcm7puUhc17T+hYJdLV1UGIIWl9d/IiPt60Gys+2Yzajzej6v1NWPXRZqz9cDO+O3HeiBYpZHgIGYRHAs/07BLYHn0J2YSMZhPUukzFbwMyNvkhI3Is11wQMn59kBFgQ4UMTaOSom/+/gbOb+i45Qh9yFD2Dg8ABR9khEwyLQgZQcj4FUFGaD82GGT4ohn9wYbAReT3hYwMM4qRIXDRFzB+KGgMFNG4ljSp7n0EIeOHQEb3t/cBtRgmYEQJYPzIkBG43ZAiGQoQZnpUchai/ZCRZYJHTkALW6PYO9pW/NNBxkBRiwEgQ+pC/pCQ0Q0bNabVarpUlGkiQBdNoIiWYnAuyhjpNOWo0roNaS0bbudCp43kDVlAIz61GCOcWfjTuMV4dGYVdp84p52dVAzO47MuTZ+S1CaPuwXedkKAWyIP0vHJSO0Rp1rhQoqP3Yaz7eHv3QQFr6eDTOHR2gt3e7sfNKRbVCf30+WVfbXBS8jwelo1quHtaENHu1vTt86SYt7beBhPzlmDUWNn0ykmYNjL6OSVIpwOcpRGakQrpErb94a7eLNWyBCTmoxyFd6LchUZprBRqkXU8VyE90wtx6yyzxQy3J1GTYhHYIse7ukzjSiv+wBvLlmBVxa9hRcyV+OFhSswbWkDllS8i6/2nMCppg6tO/B2GWrkojHR1O7VNrGf7PoOTy5qwG1pL+Hu9Bfwye6DuOQ16l+4pbbMlcevzK7GI8+WY/VH+7W7U6vbcMQFXCQK8MWeQ5j40jLc+8hC/PWhJfhTeib+Mm4hpsyowYaDl3GR422BocYtwLNFIGMSISPpKbz/xTfG/jRVySgqlxStJ+auIGTkYDid5eFjqnDjA4uxhZAh+iMiFtghJkrdtMdnF+PO9Dm4JT2LlofbMrKQ8Urt/2fvTdzjKq68f/6S951gS71q8wo2JJl9e9/nNwFbUnertdoGY0JmkpkEwg62JRswq1ft+y7ZhkxmkkwSkhlCErK9CRACIRAW7/uiXef3Pafq3lv39u1FsgwmCD8fqrpu3bpL326db1edc1R/9kOZVI7deKvpuy+9Tl+6fy/9Y9WD9FcVD9HnS++lf0g8QOtrHqDv/vDncl0SqliWbU3QSdyHRyAy2IdkX7cWGThX6A8RGa/bMxlquVS4FO93KZ7rsv7F5VLXiMgwyUlk4HUeWKqjSuXhfkniPTY0Nx90+1Swj8WWw1IuhcBYuigyFkXGtSgyPOeRUWQYYmMhRIY5gxEVtP/FPEknNjiRX6i2V4XFnYvIMPo7qzAskWHaQIsiY24io1WFrbVFhhIY2UWGygjOS+c5QuhCJORLER1ZREZEMBPvtagZBFs0qChaDp05io32FJHBS7ByEReLIsOVjG9QYc9u9Ms6RkW/audoSok+Kq4ZpaLqEVq+4RDQyfN4BiCm3pTiimZaWbGH/rLuWUr+2x4YzkfoPOdygMF4aYxkGY444U6NwwifEGdtXto0cf4MzYxfhOAYE/HAS5qmZZKCQ+Iqnwvpy1m80Z9FiuR+mGSfD5UHghPrTY1dhKC4SNPTPPaMGPiXxibF+D45Nk0Hf/A2bd56mFbHnqUizhaZxIdbcoT0y5dGJNmpnLqT+BJLDkgEKRYYIc4VwrH2sT3MIc0qmXYpoxwSTkKhNdPffLGb6jtekkhILDJ49mViYlwJpGnlDH92YlZmak7hnBg20i9qLslKoVlx1GYhxeF4OQTucdzDzu/8nP7PXbvopqqH6fOV99F3X32bTk+pJU2kJnRk5uGerd30haqn6LnO/6bjl9WYl2fUOGMS6WqWjl4Yo+bhl+iprpdoR8sPaGfL96njG7+gN0+MywwS97ukHdZZZFRueYD+vuzL9C2IjIsclUuih7Hz9xidZcfvXexMji+B9V20bH0/3XDrHvrl2yfkuGN4/8bZ8V9Hmhr5r5/RV3Z0U+KrTZS8t5tiX2ujL26DyHjrmL0Ui4UJ9//l7z6kHfuHacv9++i2ew/Qprv30Rfv3Udf+tpT9NJPfiNL7TgnCkuYC+AU3vNH97RRBUTGfhYZEzwzYoqM0/RUj+X43Urhsg5txPMzvOj4fc2KjPVunwzXLIYWGUvWtYvICMR6JJhFWM9gWCLDWiIVuBNGN1gUGYsi49MpMoYECVvLzt1+IoMdvY0ZDEtkRHyYj9BgWFxYIkPacjDsvY7mjhO5V2Asioy5igxHYDRrkXFgjiKjBSKjed6Zv7OJDVNkWMuluB4RHJGhMnurELUSWEf4GERGXFEQd+fn+JSKjFFwUM4zJD4aMDpqOlQpDuEsQvDlxKFcEyMQGYdw83FdcfbX6KOV+LIqwX5F+LCU4INfUsXOxHvosxXP0JaHh+hHrx2hc1N6Lb0OScpLbC7M8K/2EASz5yESeGnTBZoZuyRZw3lJ1BjnfmBHXwkDy0byFAzwKUlQNzM7IyJCxAX7d0yyL8akzIrMyjIeNRPCeRzEFwCWdvd/vEo19/XTZ6sbaQU+WCU1IxStO0xLEv2Uh4culOSpME47z87cfXgg2NGbo0qxyBgUkRHCfkGIi6AkLMQXHCcOxD3gULTsRP3XX+yn7R0vS2brScmVwTk7OGEcro3BOY5pMcHGvCwJ44R24xOSTG5CR8RikTE1MSmzNNz/f159n+559jCtTW6jGyq20Z9XPUrfe/UdOjOlhBtNq5VivCzrvh199HfJnXTv09+gn717DkJGJSFkB/RJHm9ims5dGKdjp8fo2NkxWT72wZnLdPTcOAThNF3mBHcQbjyDxAJGRZe6j/62/J/pP1/+leSeEOdriL4xukiQh3TXroPiYxGGyCgpH6C1+ML40Rsn8b7PSJ6UCe1/w0uhLpwfpyOnLtBbx8/Rb49foF+/f4Juv+dJ+ulrf5BlWhMSbnicLk9foPM4lw/OXaB3Tp2jd06eoz8cO0cfon785FkauzyhZrm0yLgETmPfbbvbIYrup8aOw/IMzfAUyqTyMfnt+6cgMn4IkbETX2r7iHNkcLbvYKwN9cUQtteiyAisd4sMMx9GPu4NY81kcD3MUd/qRpSjt0dkiNDQIoPFxaLIWBQZnz6RMehk9c4oMtzRpCyREfawKDIWRcZHITI4r1UhREYR+3JqCsp3Q2DsVkJDZjHQD+eiljq1ZxEZnTmIjfmLjIK4xadeZAxSJAmBkTzkiIyaThEZgVrA/hqSsA/GdtVh/AHn2YtRPJjDeAP6QQ8tq+mnIsmv0SuO4fLhS7bTGoiNv6w+QP/62CF64aW36b0LJAYvi4zzwgQMaBjeHAR19jS4IMunpmEpT08qX4LLsyqK1LhO/jYuBig7EyvH4+npcVkeNYuSRcbk+KQsobnEfh0wLk9hjLfPjFPjwVdow4P99PmaA7Sc32Ccez5n7K46RJ+p4BwgnISwUz5oxXggi+MQGfFByYERqRhWIoN9USq7hAD7blQOUADtvC1S0SvK+W++2AeR8SMJ5cuOxhPTfI6XcX4XIALO4RrHYKCPS7SlcR15SfKHwAC/OIF29jshvbxpSuW2ePfkDD3V+SL905276cbEDlqd2El/VbuDvv/au3RWO2fz8qIZ3f++Jwboc7FttP7L+2nP6P9Ilu1zMptBKlni1Iz4tEyJr4sSKWNaOKjzHZdZIY4GNoE+r/wOIuOue+lvY1+i//zxr0QsTnJWdVmkpETGF3eN4H5BZMBwjpb10Wp82Qz/8F16/9yEylGC92Z6CuNOqnH5HHgp1Tkc992zl6jqrofoGz/4FR05x2KLfUImcF8u4h5BxoBLs2ocETccXpcjlU2pZVXTcs8mITIm6YyIjA5xVG/qeIEuj+uZDEtkvHeKnobIWCUiYy+M/f0UwJdbIN66KDKuAZHh9ccImiJDs/TWdsESGQHcR3H25te4r9HqISq8TSXdCxjLo1hgLN2sRQWwhMaiyFgUGX+qIsPf8VtFlbIExrxERp0m12VTEAQW9rIpgysVGfJjqO2H0f+p88kwt2UTI6kiQ/ljpIoMvVzKFheNWURG87yXS2UXG/upEBTH9oG9Nqkiowk2W6te/qXEhYVbZJhcPZFRKLhFhik0PiUig2cyRhQ4V/6ghqq7hUANDBx+XTUgWcEjLDTQL5IcwkOKP+Tsu5HshcCAQZ7kjNz8oe+l/Fr+0HdTCT74K3Aj/6quib7U8E0a+N4f6J1zJH4EKu8BjNRZDoB6ErDL7jmanLgoOTU4shLPBLDIEKEhPgLqV3HOeTEFw3N6FoJk5iLNzFySMLWTMJDHp6bpIgxPdh5/Dxbsf792gp7t/x+q+FoX/XntflohzkldkvMiPzFE+RBLeckBcXqXML0cyq2iGw8CXidwfRV4D0VIDMhMRjCJe5LswX4D2G9YEJEhoWwP0N/e2Q6R8UM6pfM6jEnGbl66dRnW7kURGVMzQCIzTYlxPMWO6mxET7EAmZYlQ7xM6Tyu4/cnZqhx9FdUeXcXfTb5JIz3J+mGxC76i+qdIjJO6chTLEo4XDALsa890U9r4g302ZonqeqBdjr0Ywi8i+Ni0F+aVBnZZW0Vz2zgRlvRr3jWaEJnGOdlaOywz47bP33zbYrd9XWIjC/St1/+pfjuT4tfDV/HJTHs74LIKErslsSCLMxKylrp4QM/lCVTF6emZHZkdobFoJpx4uNemlEJ+t49d4liWx6gnQdGIGg+gHDiJV08O8FZ5C9BcFzCuY3jXk2r5Ibi9M8zPShxjlPT3O8i9rsMEcsio5MqtzxC+zu+KVGo2CdjakL597z5/ll6rudlWvmFBloRa5Sp1Xx8MUmG90WR8bGJjHyBRUMn5XFEqTJDbPASKENk5K1rd/liLGGBwTMZcbVMKrpBJd4L6OVRTqhay9lbC4otisUQtosi45oTGR58RYYnjK1vlKkNJqNGfciFIzLYH6PfnqVQS6IgDvA3PYpyvsulTKHhiIQeIaqR17AbUnH7YzgzIZ7cGyI0erUN0+vCWf5t4ScacB5VPdnD2+p+UREGaag0kL69sk9mkWGRi2hxE9UU2GV6ceKIDCtsa6syzHkGQGg2aBSUqPCS6vhdqB26vVnAMwoKXyAs4vt1ySIHIgOvORqlieP4rWcx4s2GyFDiImKLjHRkExltPuS2XMqayRD/EA8c2vbTIzLscx1w/QogAqO6307aZxJJcQ5np/E+CuCLaEldD10PgcKGezHaVuHN+ouaDrrtwReo71tv0dsnJiVa0iX+RX/mHAzHExAMxyEUIDKmLsl6fP61mtfQX5pxZjMkqdv0hDgbT85cgDF8DvtdEEN3AgYsb2eHZZ69ePPkZfrmT9+nB/e8SP+4aR+tTTxHK/EB4FmKwgp84NnHJOkIiAiLpGSv+GKoEl+g0kc5uYeSDC+X6hGxkV8xREsr8Ic0OSLbOOHKssQe+vs7m2lr2/fpw0mVpfoiqehPEyKMJgWOAjWhZzLG9TIwNqLHZfnRjPhR/PbYOL30u+PU9I3f0y3/3E43V+6GuNgtiQpXxp6iz1c9Qd9+9Y90bEqJNjbYeSnZOXbCfmKQVlc8SSsrnqM1lc9Q7cOjNPDia/Srd87QUaivMe0Izr4PPIPCfhMXdTK7S3qZGRvvDC/hevl3f6Cyux6gv4n9M33rpV+Jf83UxLT4mUzgPTyJ/l968iC+BHZToLwD92KElsHgu+WuDur+5i/o7WNn6Nz4ZQmzy+KQr/8ijslLyliM/f7sZVq/ZRuV3/UY7R95kX75x5P0wfkJeS/PQ3jJrAYvuWJfDfbrmFQzLOM4h7FxiBWI0rNTF+kkBMwJ9HnkuR6K3dFAu9u/LbNZLKAuT6ikiG++f4F2d/+CVv7fx2llKb5QY+0UiLVRHsrgosj4WEVGHkTGUrxeqkWGLTRYZKxzyOdSfDG6aGlpB/3ZujbJixHg7ybO7H2bMoYzJdmbM4siY1FkXKMEQSgdG0wOOvWURH2myOhzA4ERqe0W5uv87U+PUKCJ1nSnIXUGxCswAi56PeIjt1C5lgiIZhEZmcWCptIhKnk51OxJ9hmNnsyzEIK7vy2MXPUu1BV+IoN/TI0m1a/0BSliwSSdoPBDiQyvYJiPyIhCUETjEBEQF4xarpWajE+xX40lx291lkrB7oyIyFBLpuYXZapjTk7ec+VTJDLmOa6IDIcoBEU+VPSS6m7Kk3WYw1RYOUTLKgZpDQzxm2It9BfxZ6jzG2/D4D1FRy/xr+vsaHwWxuxpGJCX5Zd9no3gCFMykzGtEtGJgclLdPQsBscTGp86L0bupWmIFhjLp6Zn6J0LE/TLI2eo+ZuvUvUDI7Qm8SzdVN1CJTGewWDVqgRGLlgCQ4mMPptgsl9ERl4Sf8iq8AcNY3IWx5XJ/fR3W9roX5/5Nn3/d2fpF++foV9/cJpeff80vQZetzkjSeFeZd5T9Tc+4PIU/erdE/Td3xynxm++SZt3/Dv9xaYDtKpyn0o+E9tLJfyBK3uGPle7j1q/9zv60btn6OcY45fvnaVfg1dQr9s+TCuwT0myWaYUV0Oc/N2GffTg7hfpGz/8Pf3mrSPgGP36zQ/pt+8dx/mcoF//8Ti9inM4yU76HBJ4VkUaZl+aH77xLpV9eQf9VeIB6njhFXr1nbP0xh9wvm/jut47Ra/gmmrrD+IeHJAlK5+5pZdW1x2m5eueocqvdVPLoVfo528fpZ//4Rj9vz98SP/vvRP0i/dOy7m+jPN/4dfH6e9vf5ZWlT5C//SlvXTf3m/R4Itvidj42e+P0Gt/PEGv/xHHevc0vYF7xMf8zTu4j3j969+foZ+9eYZ+hfZf4l6/gnv5pR199H82PE0P7/4O/QrH+DX6v4pjvobr/PZP/0gPPvcSrb51LxXc0qyW6VTw7FQvxMZHKDAWRUaqyIBAXVqeXmQELaGxvlNQOTHwvIEliR6V2RsCQxy+Ny+gwFgUGYsi4xoms8gY1eLCxNqWm8iIyAxGj3A1REZ0HiLDmz1cxEWtIzSuJZERmYfISLfkyU9kODMv5uxPlyKTyNAzGLkJiI9YZLCjN4uM+H5baEjdyPKtMn3vd8bSS7fspVKLIuNPT2RYy6cKqvqppHaUimGAl4DI+l5aFuuntWhfg4dwbWIX3VE/RN/4xR/p/Qn+xX+WTs9M00X+ZZ9UqFV2UGZD1/pvYoyzdk+JszcvC5pBP7ySpUKnJomOs+8FBEbH996lqocG6fMwzpdV4IHk6T98uEN6dqIgR4GRWWTwTMYA5UFoBHmZGScthKG6ItlOqxKN9LmaJorfPUqJuwco+dVeqvy3Hpvkv/VSxb8NUOLfhij+1WGKfXVEqLxnhG755y768+rdtKbiWbqxinNI7KZw+XO0ehNPf7ZRiH9RYKf6mjYqqWykv/3nIfq/Xxmif/oKxrtnFKLqMN36rwO0qqpFZlaKK7tpZU0XrUq20E0QQGvLdtHNt2ylvy59lG6p2Ul/s/5+Snzxaar+ym6q/ddn6aGnBuj19y5LCN0Z8SdR9/b7b3xI5ffsp5WlO+gfNvdQ2VcOUewrg5TAtSXu7aJb7+6hFXUtEvo3UnsIz8ULMA77qLishVaUPksr1j9Gq8sb6HPVj9EN6x+gL9y1h+Jf76FbvzZAf/8vA/QPX3meVuELcVVtl4QBLoaIuqnyWfqH2w/Q2tKtdOud+6n67i6q+loXxb7cQevuaqf1d3VT6Rf7KP4vQxT7t0H6wr900Bdwb//xnwfp5rpOCKtm+hzu2fovD1Ppl1tp/Zf20DoImL/b8Bwtu+Vxit7CDmJ9FMB7ez2ejc8kumU9/6LIuEZFhkGQx9Z5MVhkLMW9zOfvJRhOvExqUWQsioxFkTFfkdHvIzIWUlh4REZdOpHR4/Lj+MSJDJcI+ChFRpebT7LIkOVPvFzrgBYZboHhEhly7EWR8acvMpIckamXikEJDO/Ccnw5lEFgVEJwcII/GAPLk+xUvYf+aksL3fLVVrpn/zfp+V+8Sx/Aqj02NQujdpbOgUvslMyJ1lBeHpuUJHxSn5ihc1AWHF711PisLI369YeXqOu/3qS7njhE//df2ummjU20rKaFotUdlJ/sputxPtENh3HOQzkLjGwiI1Q5IFG3Aiw4yjnPRhsVgOLyFvFDuRnG/Wer2+lmNvArmmmt0EI34oN9Iz4Eq3EfViW7aCXOj1mBB25tbS+tquyg4lizOFEVJlspiA9QEPtFIC6CeL001kgBjLWsDvcSLKvqwD1tl/1WV3XSMoxTxCF4OZ8HOxdxSLd1T0Fk7Kab40/Q52Hs/3W8nv6uop7+suwR+svS++mvy++nv49/nb7y8D46NTZD58dmVZK7WZUU8Tuvv0ufrXsM57sfAqaXbsAzsBpfaCsqcR4Yt7h6n0Tmykv0QHwNUyQJowbCsrCcz4cd6ZtkqnNZJQRE+dMYZzfOlbPE41wr8cWH8ZbCmJbQo9gnDHFSjOvnwAHh/+9xyYx+M/Zdi+PfUHGAVuP6b8SX5A2JLloDgXBTdR/OB8IC95xnq6KxLjx3nVRQ2karKoDMZj1Ln9+wj9bgXAtLd1M0zktzOuh/4737X/HORZFxDYgM9snIS7dcyvDJ4LFZYFy/rp2uZ2dxTgxaNyLLpMK3K4ERWBQZiyJjUWTMSWSENuBvWt2iyPhTFRkFviJjoQTGVRQZ1myGr8g4IPk5OLKV7VSdIjI6F0XGn4rIKILBXRKH4RvrhNHcBcO3n4rwOhrnpH294uNQXDMkuSgKYXyvrGmiv76rnaofHaZH279HHd9+jV78zQl66+QEnZ5UIW/FORhqg4XHeQiK0xOz9MfTU/TKG+do9MW36Zm+l+irT/07ld/dB0MYRnB1E5VUt+EY7SqhHt63pdVDtEQctwfkHK5UZPCsCDuAB/AA5sOIDbMDFX9w4234YLRKRIESGLFF5a1UEoPwiLUDvIYxW8BLtnBPIpzIsILppRAb56X80HXjvvRIxIMIP9yViiA+wBJet0rl5ciD0IhWdco1RuWDgP4YOwhDrbCyl4rYyYxncGCc/8XtbXRP0yv0YPNL9HDjd+mRA9+mrQf+k7Yd+CZt3fvv1IBy5/5v0LOt/06Hv/NTcQwfZ8fq6XHJ0s2O2d/6zR+oaP3DEAuNVMxJG/Fe5pXDKEw041k4APbjPrRAcHFukSGcRz8FbsX9wPlEIbqC5U2Ujy+CAPeP7ddToS0Uxj0KxLtkNmFJvI+Wgvw47i1EQgTG/wpcSzHuZ0lZMxWV4stmfaPktijAPS3A/YzCMI5yNCvOb1HO0YaaKST3Fn/AQAHGDvN++DIqju+mkgQvOduDtn2SuT0fz+n14DPotyTevbhc6mOOLmWJjDwfkZHvEhkQIuuUyFjC5855bjYdlFmMEDt8L7Q/xqLIWBQZ1zC5iYxRt3+GV2TUscCwRIaFE0HKcgK/VkRGuEZl+mZnbw424/bJmJ/IsPwacnH8tvwf5ioycts3fVSpnEWGj0+GKTLEEM/qj/HxiYxUJ3AVYUrlynBQ4zer8LmwxYq0P4YlMvjvPP/gGp2nwFgUGdeYyCiGAb4chvMqvLGrk120AmVJUoUJC7MBin0L6kbFQTOPoxDhg7espouWJxvppup9VHn/CH316W/R4x3fp9bDL9HAd16h4e/9nHq/9WPq+c+fUdc3f0qtL/yEnhv8Md2/+0Xa+NAh+sfbW+jmyn20KsHhzQ7geJ1UhA9cCCIgD+eSV9VP+bUsMpQvxULMZIjztwiMFoAPVXUHFVZ3wsDlMKhtkuCPBVc0xgILQEREYJhzdnTOmB6CsAhAqORX9igwXiDRI74dYbRHKnslISBnF48m1a8O4YQSTgUQF8F4i7SLEEmq+8iO62ycsfM9b+MP38qK3VT+9R76wTtj9N9vnaGX3zpBP37rGP3kzaPgCP30d0foV384Sf/vreP0xrsn6eipixLiVvJZzIzR+PQE/f7EOWr8959S8frt+JA34t4OQlz00mdg5OfjusN1uAe4/4FKtVyKEzaG1uNLtBRfgGUqskII554H8vHhD+GDFZY27A9htAQCIZ9FBq59SZxnQnAPKnA9EBssIkoq1IyIjBXrFCEWhAAJQhgwLCq4XFrWJgT5/ib4PLrk/gXLW+TLlEPbRcohiMoaKVTWRGEeA+Pm4/h5DBuriyLjYxcZtrgwz8OKKlVqoXJiLOFZD/5ccS4Aa5kUG8GbF0XGoshYFBkpIiNlm1tkuEmd0cg5XO1VFhnujN8sMvpEaHhnN+YsMubKfERGTrMhVy4yvOLCNYZElWrLwen7WhEZGjvz9347tK3MYujje0VGgf4BNvfEe4si45oXGWxYL4eRvBpGMy8FKoKBV1LZQcvwBVVQw6Fwe+U68ysHYZRyVKYRGMRDVAijsqC0mdZUttINsWdo1brtdFNsK/3thsfp/2x+kv66bgf9zcZd9Pmqx+nG+GO0OraLVpY9TSvKdtMKPGgr8VCtgIFbGO8Ug56jXbGxzQYnL5cKcsi66j4dQapvQWYywjheqLJdhEYE1xhm0VEOIxfnwL4pkugvgXsVx5czDOYQ/0KfYHrE0Tiff0mHGGACuFcSy5vffx67Qke4ggEdguFVLMvQ8CUCo5jhmZAi9n1BvwLtAxPBObKxHMDx2YjnJUprq/fShkd66YNZouPTaunT+VkVPviCTowoUbumOGLTrDh6z7A/zNQUTc9M0QWU//mTN2nTowN0Q3I3hEMzrm1QxFoezj9Ui2uoPgBxsBvnzcIBxmopRE9pPy1PDOP976JiDgfM94r747ngpIWcIV6EQTn/Et0u71Ee9l0aUzMbEX4eIFbybsGXYBkLFowR68UXSL+INTFG9bWG+N4lealTu4izQJx/DYfwKeMEe60ixHh2KMKzIwzuXRj3MARDNYxxwxBDIUEb/Ysi4+PLk4H3NWWblfG71BEZ4ofBCfj4s4Tvk8jGUVkmZc9iLIqMRZGxKDKE4AZmVEiNOHXtiAyhpiezyKh2CFf3ZhcZ1Q5+IkOoUkS85CgyogZzFRlesomMApfIcMLXcr4Or8O3IzI6bQorFZzDTH540yFrPykiw15CpZdRWc7eRRWc3Vtl+C5cFBl/2iKjMDkgPhmFMOYKY520vLpXwqTxr/yc6I6XF+Xx+jiOOlXzPPY/DENwhMKxYVpedZBuRPuN+ACuqemQ9f9F5U/RsopnaGXNXhirz2HsPXigGmF0qzjDJbycBsZ1FMdkg40NUDbwOVdDFMZtCb58ROCwARxvlqmzgoqFEBlKaIRkBqJbZiHy+Rd1XhueHBDhxATKOerUgIgNlbiwTwmDim6dCKdDPvB8j0IwjvnLg3+BD8dUno7iOM5jPS8/G6IV8VEqLhuignUQHGUYb30P7jGLj35ZjsY5HiIyLmdh75LMmzdU7KZND/XRMY4SBVFxYYokBwdH7LowqUK7csoMDgU7McEO9SoB4qUJ9J+YpQ8ujNHeof+mm+JP0Kp4E4W/0IwPOO4x3x8WDfhCWVr+LM67CcdvkfcgWj4IYTBCJbGDOFcY0RAK4XUw9iEmQmVtFFjXLgn7+BqDMZ6RYGGGL7xKPn9si7VRGP0iMCSj67skYEAhi4FbOyi0vgNCQYmUAERFPo4Z4GVX8qsMiwiMJ7MUKiEPJxkKs/jAOQfX473B/YuU4w8qRFBxbJBWJkZoOZ/reghdtIUXRcbHKzLMZHzGdq/AuF47e9sha3kWQxvR+YsiY1FkLIoMG7OfKTLCwrUkMvpSREUK1ehT3Q8j2h1mX4mMVEJmQr50VPkl65tjor55iIzMsyK5igz1mpdGeX0xTJFRWNWhqOyQv4lijC+ow/dHJTIaVbI9zoURb7YFRpEtLvxEwqLI+NMTGTCuiyuHqZivG0ZvlCMO4UEPg1BlhwiNojqewRjGPodgFB+G0XgQhvIIDMBemQ0plCQq+BBUtqIPymoYi3igghAW/Ms1/2pfUDus1u9LsjxOEMiJAodkuU4BG/q8ZCamEqeUVHUoJ+jEwokMFhZMmEUN+yEk+H4MS96N/HL0gRFbgNfRxCDol1/mC1gEsd8FzqMwwT4aTDs+JJ1Uwl947FfBjs8wpAsgMIowRjGM4pIYC4wR1EdpWfwwrah4nqLrWIBwVnIlYKIVEFw1eH4430N5GxXhum+uaaFNj4zQHy+RJOK7OKXEBZec/VsExxSpZHw8mzGh+0B4vH5kmp7q+zH905cgVhL7qLi0GaIPAqYc11nWK8uNojw9WQNRgC8WPibP2hRWjOKcYNDcgvsMIVQcYz8dtLMILGOHbHwhx1gUQkwlVFKg/LIDIgLDsWbxaYlirGgp+7X0U0kZ9ofQKOBjlrF47JNnLR/3LST+Km0ya8G5T5ZxrpbyZsBxtjEeC5AYCw32ExnF+/ACBMchyrsFf7BK+6gIwqLwCzi3L6DE/YyULYqMa1lksMBYokPWLuWlh7VDIjAimw9TiB29r5bAWBQZiyLjGmZRZCyKjE+jyFACY1FkfKpERgEM7GgSxlySw5geEuM/XMn3oF8+ZFFOTMO/tFf1ya/hSpQMyn4FFWws92Ic5Y8gvgji+NwpQoWXxPDMQUhHdgpWc7ZuXnbFDEso2WClyr7Nhj8vjeKlOTyjUSjRlrrU+As1kwHDPgTxEIbICQEWGSGp49y4nUUH6hGeaWCRwYY2KGKjG2LKpJhnBxKqbzjBS4K4jnsZHwLDBiMQKqMAggqGcyTGfQZlpoSPFcX9ZKfskJ4pWZFsoVu/PEA/+B3RS6/N0CtvzNJPXp+m//nNhPCj1yboJ7+dRNtl+vFrF+mlVy/St352ivaO/Iru3PkN+rs7WzDGHvniiLKjdQzHgOiJlPOx+2XpUSTZIX4WQV4qxf4YiSEIBrwf5bgXEFvcr6CcRQLuQxnPFgC0hTiSFPYJVWBffGFweF4RGvFW7NMuy8JUdDK8XyxsQAj7BuN94ruSn9BLzjAGO2xH+NxiA2pJGc+GsH9MvI0C4tANoyJ2mPLiL4BDtBTnFrBEz3rcq3UsOpSIWRQZH6/ICGKfYKmfwOBIUu30Z6VtdD0vlePvn434roHA4FkMNj4t4zxPsygyFkXGp11kBH1FBv5O1g0J4VqLQY0pMhQhTbi2f0FFRriW/al6dUbxNCKj2hIXfb4iQ2BB4REXNhy+3oOfyDDFhmQEn4sPh7HMyk9sLLzIcBP1hVdGKCyR4fhhtNqRmK5tkdHkoVnTorN6O4n33EukFpZFkXEtiYxKjhw1CiP8MAz+58EhCIJRGOnDdnZwjn5UCLGhnKO7Vd1AMmTy7AcjYsPKvt0nRn8IYwQxFhsZTL7Afh5DQkAYkCzc3D+SNH0xFiZPBsO5MSI8iwLjnushmz5x7OaSI0dFOHyuYImMfiouZwYgMBierVBigYWFMyYLBiVaRLgIg4LVFpI+qh/vJ6KGz4uFml4ydXN1G33lyZfpS/U/oH/Z/n36yo7/pq889hJ9qeFF+tKO79OXH/se6v9BX6x/ge7a8U26o+E/6Qtf4RC1jZJlMwKhEsKHOcSh4MSIH1FA5ITjeC84kR2MffZ/CbBDe4JnefoVLAggqlhYRMoGhRCuNRjjbdwXxmJFu4TkDVYooRHGl0c4zrMPXTKzFS7n/Qf0fjyDwTlKejQQGjyjxKIFwics9KjZC4wjsxwQI0shepZAXHwmcRiM0hKc21IWRrFWmZFhsSECY3G51DUpMtQMRjt9Bn3+DCzFcxaEgcQha1lkhHgGwxIZWhQsioxFkbEoMrKIjFpTZBhiwzOrEdKw4FhYkeGZIUkrMvpdsMiI1LgJgxBEUMgzg5FVZHgEx7xEhoEpMixfi6stMvzpkIA0lsgoqGy3RUb0EyMymn3QAiNhCoyrIy4WRcY1KTIGZclQqPKgCIxg1UFbZPBSpqjOCl4ggqJbfAfEGcl2SurGNv4VvltmPEQcyFKgfvUrPWCRwQSqGM4wzvRrseGIDxYiIQsJXTswp8hS2UVGnzLohT5x1lYzLezg3CmELSQkbbeaWWHBEe+T5VC81KmQl1XF1JIqazwemzNQs4+HikKlyNNwPSBhdFWfUEW/cS4cKhjHS/IUYjMtx4d+TUULrVi3l5bfsoduiLXQGp7liDXR8vJ9tDKB9vKnqKT0cZS7aFVyDxXH98PobJQIWqEqdkxvkzqLCl56xD40obhaIqaM/S6VNdsWHN3yOi+hRIASGnj/tFAISKhaXm7W6RYZIjR4BoJ9VDpltiMU46VnPPMxIOKEl8jxmDKTwcR7pJ1FBgsR9vVQ0ataJL9IXgVngx6g6xMj9JmKYfoMnoPrcX+W4Fj5iUY1ixJDf8l10rUoMj7u5VJWToxS5QSeL3kzOuh6Bu/RZ2Loz99BMCCjeqkUG75s1LJhHrgaS6UWRcaiyLiGybZcSl0HbBBNVpHBsxkWlsjQOTSupsgwo0dFqi2BkUZkmFgio0aJDK94mIvICGcQGbnOakRdAkOJDGvc3PbzDz+bnU4DYyaDBUZSiQwxzuMcZv+TJzI47H00rgVGok2JpooOXxZFxp+syFBRjmQ81/WDSg22RauU0Cio7LI/ELJeUERHj6yvV07SLDAGFFpkiMFfyV8cMMA5D4aLPg3PdvRrgTFoM1ehkV1k9CmjniMmibjokIhTocpWvN+aSgsY6tgWhJjiHBtBa+lXhTVWrxYivDQMRh/uRQCCKx9lXlUq+bId/eS43fa+koQPH8IIDOiiZBOtqGqjFbxmsayFSmDUF4vQ6ZYENUEIjmglvhyq8OVQuR/3ey9oxDitEqWJndnzK1hk4PzRFk6oELUsLgIiMPoojyM7QbQE0S/EQiTRLgQhHvKETnGOl+haEBcBnQuDxxaRkWhXwsLEEhni0G4JDTUrEmBxInQJEsY2hi9xiJAwi5lYp1oqxX4iFU0S/Wsprvn6Cs7s3ScC43q8F0uS+3Fu+3B8JTSCLDRinYsi4xoQGfkekcF+GCwyluC9zuPoaxtGqACGc/SOwxSGyAhoo9YUGYszGYsi49MuMqxZDLmOTcO4H5bIGEoRGREQFQYB/rb7iowB2bZQZBYZfSniwg+/WQ0RHbn4Y6TlCkSGD2FLZFTn6uvhn0gvJ5FR7Z7BYIEhfhimLwb+PhaJ0GjRSew+CSJDCQzTQBcBIDkwujwsiow/YZHRp8O/6bBq8uGyRIcXfImgj6h1ERdKYHBo1iIYskXiLM0CY0iIJIeMmQzr14luTZeG6z0iQEJaHIgwYT8NWTq1wDMZCUtocGhWawaDRUabIS4UARj7+SAPH/w8fBnk4VzzJE+GmpGQ2YcKhYgMA1NocD2/0r09pPeNSmbLNtxDDucGsVC+H3BmbY7IxDGyBySr9f9e10pLOcs1hMfSRLOcX7iqBcdtlqVRYREMvJypVwRCUIuHCIeXZcOf21lgoA/Dy5ZkORWESTTO/ZTQyOdcGCIkupQPBi+R0gR5HA7RyyF3Yx02HGVLzWJ0aYHBS6Z8iPXIkipFt15W1WuIDFwXCODLT5ZMJXoUuLaluMa8igNoP4DtTRLdKhjD+1a+KDI+dpGhw9UKehbjM3qp1BJ8zoJsBOllUpbDd0BHlWKBEdhyeFFkLIqMRZFhbx+WWQxLZIjQqLv2REZkgUXGlQmN7CJjLmJDjZc6bi4iY26zGm6RIUuk9DKpAu0c7YiMlmtbZMSYZoW9TKrNFhe2AFgUGZ82kdErD3q0Gg9DVZs4H/EHxVbygiUy+rXQUM7e4qsBo74IoqAoMYgPwRAeqmE8MMMweoclglMoo8jo1Ki2CAx49k2IJB3mkiMjJ58M9oVIDGlfiAERHuKPwcn6ZLZCI7MOnRAZnY7AEHqEgPifOB8SJTZUNvBwRZ/2+dA+GDba50MEjnJsZ5HBUatK8GFcji+UEtQL4h3K8BaH+T6ci5oyll+OajmHSJuaZYE4CiSUYcfGfQGurYD9RHiJVLxXxEUhDOECwCFhQzwrIQKjV0qOGMXRp1QEqh7pz07X+ZITo1uLgl4RDdbMREhmHvq0QOjT/hQ9Wkjo7XpbhB3AxXkcz1kpEIdwle1bSlt8dGuh0SaO3zIrYs+G9Ko6z4BwFC6JxMXJ/XqERZ+Ma0NkmNtUNKl2ycyez4YFjNyCzWqZlCTf23zQjipliYzAoshYFBmLIiNnkRG5BkRG2HIEn7PIwLnWDPzJigyLeYuMpI/ISHzSREaLj8hQSZ5TBcaiyPiTFhmF4m/BDzseBAgNftgj1TD4qrv1B8sb2UEtr+JlVgV2tCnOtTGIh49FBhvwHAp3SGYjXCKDjeXKHkmKF6nsMtBO4+JA3utmAR2/lYM3zgfnajpeW47gFqGk9q9Ish8FC4oe5VuhBQZn/A56REZUEtb1qpkSiTQ1ZMMRp1RdRaPiflEdRYtFRgEoikFgwIAulmVROtQuni8166BmXIK8TAlfQPnxVgkHq2Ys1JImNsijIKIN90hcwdGeigDnyuBwtSHt4M1lATu0w/AvLlP9ojJjoTOZx3skv0WURUS5Ehth7RAuTuE6epSKPGWIDmMWg0UECwvOZ1FUOqjCz5ax6OmSzOC2k3hMCw1JSqgEVkSLEAXOhc+BHb2xfwjCJcQO6VwuioyPVWTkl7bby6T4fPLKO+l6tH+mvEOWvLFhVHjHYQlby4n3gjyLsdkQGBrbSF8UGYsiY1FkiMCwREb+xiGXyHDExccoMuwQufMVGYNphYaf4MguQq4RkeEbknauIqPNJTIkK/YnQmRgLAiMwph1jpYfRocjMnTU0EWR8akSGf0qBG2ln+OT9eHqtVFhbbXIEKExoKhQsC9GRC9zsqJEKbwzFAp5XWmCD7bBws1k9IpPhWBHktKO11b4WRYEtjgYlHYOT2tFoLKER1An9QtJiN5ucSC3ZjA4IlVUQuBy3g81s1CgQ9ZK2NqEtWSrV+/XLXAejiIWGPEe5f/AWbprhmlpsk+JjEQHjFxe36iM8KAsZeKZkiEVgpbHF2HRJb/6h9ingvN7wCguLu9WIiLGMxwcupcdwAflNQsQ7hONd0lSQc4Kzs7fLDbYsI9KEr4utRSKl0rFnOhRTFCcu/tkWZVCZQbnc4joGQvOAF4sOS76RGRwW0SM9j5xAJf9Y3o5Vkwl/ZP9hC5FWbfkxAiXsWGPY5YNSbkoMq4RkcHnApZqZ++lLIDxvROF0cgiQ2X3PqhExh0eDOGxKDIWRcaiyMgsMqK+ImPQFhmhj1Rk9Ek42giTVWQMCCIyYDspsZFeZMxtSdVHIzLSjzFXkWE4e2cUGa2OwBADHuikdteeyADllsjg2Rc+fzb6OYlxl0YlXY5WeMXGJ0xkBF34i4yQD6bICAHuF6hOxU9kePEa+X59fPfx9YVIw4Isl+LoURxhalCiSfF2Rb8O49ZD7pjSvLyqT+CoUyw4GEdUaMGi82sUCL02Tnjbfpuwjj5lEtTlwvlk9Ch/CHbi1o7cysjvU3kxOEEez8QII2BY6pLTgjOAx/sNgaCWPQUr1SyHEh5qpsTqw2JDkvnpXBtR3cbb1BKtPnumhIVPVAuqYKIXBlo/LcF7sRTP31KOysVRu9g5nJMASlLAPhFDIZxnAAQTw5LvQzmSd4gDd36yQxy7C+KdEBKczb1Hi4wh6c9Cg5dVFXA7zyBwxKhkOy1JdtKSChUBSs1kdIvPBc+iBBMdIiKs5VPKqbvPjh6Vx9GpcMx8nIM4h7OvB+fqwPGLeAajTM2MRGT5E4sKjjzFIW77BQmfq4UGL6kqKMf5w2BVdErY2hAb8OXoK3kz+tXSqdjVI+RtM5ZqBbXICPjSZRvecyU4l/5W2FgJHct0CQFdmuQkMK5gJsNy+F7C0aT4eYbBVAhDObpZZfcObT6UIjJkRmOzIz7y7zi4AFwtkTHqg1dkWELDy9wFRv6chMRoRhyDH0Y4G+xp4G2BjIxm2Z4GCIBgDgRssaCWDOXByF6qydOGt7UtE4EURnzaPj7EmduHoN5uXafUN2iRUatnMmQWQGEJDbV8atARGRsckRGpTeWKREatn8hQvha5iAxHaKgIUxYLITJCGchVhFiEMKbat9smnEKPLrtsTJHhT6csS49WGwLDEBnRJEdgUjklXCIj7vg7LJTIKGCBIXAyXIVbPBww8CTa8xJrwt93PkeMG4PAiLdLkmZOfVBgoARGj0dopBELFakRqNJFp3LB/qhXietEVBgEGDzMioEUQhw6VRMSBj0Cw+mbX5O6v4kpZvxEhF9/qz2j+EgnLuYiNgyREdVYIiOiw9hGKke00BjUffpFVDhh2vpSUDMrfXo5FM8+9NjLn6I6rG3UNXOhBIaVP8MUFSYSbaqq33b+zpXsIqNDoSM8qbwYfSIilJiwkukNaZTIUMucTJHRJ8IinzOJJ/tskWFFsLJEhYlbYKj98nHP2CDj1zzDwvlCAtXD9GcwuK9HvyVJFfqW84+EYLBz4jo11hCMcvzhjQ3BQB8Up24WFcGKNhj5bZSX5EztnZKhm2cpojDeOZxtiPsmFCE+H4k+1SEJ9lwiI6GiRPGsQjCuRINyClezHMoh3C0wluLLYik+4HnSjxP2tStfC5nR0EuvRGCo/SV/BliK88gD+YlePbaaPRGBouE6O3mzkR8oR18IjHwWObFuwSsOAp4yXZuzjX0+uuzSrLvaRAToMeRctKAA+eW6NARGvqc08dvm3wajHVilCbexcZ9niwyn7mozBEi+JSb8EAHRkQPsjwHWt6sQtiIyVG4MnsUIweApgKFccAfnxBiFwDhIoTsYCA3hoJ69gNEKgrJ8yhIJo4ZgGPVpy7TNqIvRP7pwiKgY8ZRpsMSG1P1ERzYOSgSubOLBzYinNLAN/mFDaKg6l6niYthTzqXNvS3IPgW2kBj2lCMp2wKmgb1pSP+qP2T/us+/7Cu/Bas0hcWQp8zeZoWJDdpG/pCEjDW3+bWZ2xh1jv4EPAQ3+hPSpTUmR5UKbhiEyBiUz5SdgI+XGsnshUPYFhkqEV/QSMoX8iToi2QgmhHTHyN1JiM3LIGh9g3pMXIhUmOKChOVayNYo8RBUMNtAWnr06Kh1xAPfbr0a+OZWAXXAzWdWmh0aVC32mpYXHQKIV1mpkOIVENQmFQBS2QkWwGEQIVGBIF2qOZSXl85UQiMSEWTRLa0iEJQuEjsS20DYfS1iMQ5+W8zwJgQGAUsMBheDq59MRyfDL/ZjMziIhsRn7awIQz4R9SF4jr+YAVM8ADbQAUHLOFhCxB/kRDUsxYsLLykjJF1LN2eob/fPl7BEvQRDnMWGR6xUWDPXOiZDIgrh9yWbsnyrcoBZ0aiyoxzzfX+rAR8YJFhR5yaByk+GfYyJ4te21cj4sqh4aXPhQgFPWbQEhiG30fY098k5N230g0Ljjyce16VhnNusNDgKD2S00It91IO3ByOVvVR/fBlaKJzX4TYxyLRq/frM+jV4+m+SRYKPBvRoxLmGUieC93OYiCVHifhXsLx6wjZ9AqWz4f/OO7jSnZxDS/BkvC8Nj2u12z052sBYdYzteWbdQmvC0MZBDRcD3rb+Fd61xjsh6BEgbf0a8sz6zH//gFvGztQQ2TlAau06+UAxv1SLTTyJLqTlavC29alyTZL0eE4dmcCgiK4vk0IMDyzgXPi0NRhGEYRGOLhLaNC0AIiQMQGtoU2j0oZQJtixFP6teXSXwmWuRvpGWYCbreExbCnzCA00s14LMDMhJcQhEXo9mGfUtWDMPgVQ1IqATDkKtW2IVc/p7TqIz5t3tLdFoJRHYY4UAx5ytS2oGGEBzYNasN80DHSNw5qQ9wpmZAY6d7Sqg/7tOmSw8NuGNQM+ZR+bUZ/ffx8nGP+bT7IuWdBrmVQn89AKp5ke5mQBHcgyNTh70pdr4uQudzJyxzzZriiS+WM2o99OYK1DqFsZBgzrDOHBxj+QVlsPauuyiCLEKHfp/S01bCw6NLgO7GuQ8pgTQfo1HC9S8qQhuvhnIEBrAlXt8EOaoXd0go7jOFQ9c2KJESFJlph0bIgiMBIejlgsB/2zD78DXYTruD2RgMWKhgv3qYjZjp4RQbPbFh4t3mdwyMe/Nr8UT+w2iyoyICSD9T2a3S9RpNmNsNl5BszGmo2I43IyDCOKRgyzWRkExkZl2HNddlUVpGhmYOwcIuMfo/IMMkuMoJpWHiR4cVyCJ8jGUTGXPcNGoIj4CHfEBkOvXaUKGu7okc5qle4CbpEhhslMpy++YmeFGM/kHC3ZyMYdwh5COqcGZn2d47b7eASGBpDQFw5XZpOjaoH7bYuA2M/QwwsFKlj6hkLCAqn7HDaDTFh4d+mRcaCzGSoqFJBhnNkrGunPJ7ZEGfvQQrDGGUxEdwCY9+DmsUYdZDZh4XEmslYwFkM9leAqEhlNEc4+WC6pVSpsxhzOa+APXuRAdfswpUw9zHUDEXuSEQl69d8n1mAwMb5MJzSZguODVeIzGIsoMjQsxZewjkSgn0SkpUc/ENrnwu/2Y2wid/sRY2BZ5tawtQ3Z0KaYK1DyCLTTEaa2RFnJoMFhRYbZt0WGDlS0+MWGZqgB57FkBkNg3BaOpxSZjPaZTYjUsW0wWZpUyIjybTITIZFgWahxIUjMpo9sMho9IiM/YbA4Lo1i9HkwRIZ7eI7quhUPhl2dClePtWl6bTbHJQPh5qN6JQZClkqrutKZLjb/MtOnf9L5wETgYD7K+H+zdKvzbut3dV2HUfk4alEKQVLNJjgg1g5KPWw7Y9g+SQM2UuGwlWDPvumJ1zlMdg9LMQYJpbIkCVfGWZCgtXO2DausfplydOVoBy1eyXsathatrRQzFtk+AmNaxQ9A+KF81vMmXivhLCdDyp0rIly5DYRx/JYesI+RIz8GKnHyA3lD+EmtOB0abp9Sg9lhuN3qXb2Lu1xHL8XnE6j7LTbHZGA+nr9en23LrtU3UN+qR9drtmOXLCWhy2B0FjCy9lqWGAcpLDlc7EF3HkYHFJsSe97kbdlgdl8aAE5KCzVgmGpJs8uD6E8ZJeqfhjlYbtcejvqtz+fA2qfXM8r//aDOQmTdH4YV5P5+G8oJ+7hq8sC+1hYTuo5Oad7HNVdDuEbIM7rhm3/i/lg+qTKD611bmT5lbUEy4uPaBHfDwvX0iy2tZS9FZonYT+qLZ+NVNifo6AqlWhVv2Qaj1Sn+pHOh7CswuhxEc5hv6gv3TqsbafOM9bpoiDZoaiwQtdamb2VP0axpki3qWVOC4csnbJDzjYbmP4a1jIprjcpZHmUJg6Bgv1VUmGAa4nadKiwvEnrWo1rlnq78dq4FwmrNOtGKaFxrba2lP6cf4xzgEmZaNW0+JR+ben6t9J10aohvHGDLiKV6SlIWgx5GNQO0bkb/TIzYEVbkjGd19F5jZEGP5GRhRS/Dtdx+7STd68WDb1zhwVGpRU5SjtiV3jwa7MzhPtvi1yhQJnXLEXOLNz4YcNh3OXHEe+zw9HmCue/yExf+m0c/laHjFV0a3HQ6SIyB6LiwK3C1kpkKdf4uROW6FIfNz1uYJyHXPQY9a55kuu+uh+ERDCFblWu6zaAAFrfA5HRA0GRie4Up/G0QGDkscjAe7uE/YJgJIXveJ5CW54XQZHHQGRY5G/ReCJB5d2h+i5dAPI0ytg/nJW8HPooDhlk6/s8eEFxu0PeXMAYeZsPZ8dwFLfyjzjCQ2FFjsqZufbPQP4cyTMM9oUiRQRsXEBkTJz3xoNC/hwIMBscgiBUB6FROzxvgjVDNoFaZtCGhQU7kVv4iZRwjZsIiBpEalL7KLHhQzWEi0mNUw9LhCl/oiaGLVcACn0ZAL2gRygQumErzZUeIWrZQpUaDnZTmRuFSQ+ci0zG5uTF3TqJsQZGtjhHgyIYxkUJDu7SRsVxxbKYQ0mM21RiPsmmvQACQ5L8xfxo0TRTEQRFUcwEbRxFqrzFIWaJFBYYMMYr2myUiLCERLsHvzZ2GMd9qFD3wo1fmw/xNhXhyi6NbOlzxr3vdQXyIA5QgX4gReVWpmJHV3KJAksYKJFRYPfv9yndba5wrlbd03bFYySdNnsGwhYb/Z7S3eb079dipl/fg3794ejV9HlKq96TsU3ltHCiRwkiFPo0/U6bvS2HtmS/M17S29afuU38KXq1P4RV9uXY1pum7eqMYYmKgkSvikqlSw5L69DjKf3aOIpUj+TFKEgps7dFddhahQ43W96VKhzYmVucsrl0hERBrEOHne3UdBlllw5La9HjKf3aVDJBOZ8ypkuXZt1b5trW5VPPRHcKkVKmKwOdPqVfW7r+mccIr2c607OuyybEQmO9Q0ALjtSZji5jBqTTeG22qdkT5WDeJUv3OORyeNNBERlBERkwgMHSO2GUp4gMnr047BYZwmFasuWgWzhYbSjNdm7L87SJyECbtLtmFVJnGjJty63NER88A2HPXnBdz0qw2Mi7/RsekaHaVJmtjUXEIaN+2NN2yC0wpD7qaTuoZzIO+oiAg3rWwa8tXf9cxhh1jWELCAlne1BHsjLEhdXGpSEIlsqsw6iEsXWJBmkbhlFvtG90+rvHGHGN4QiEUT2jMeoKfWu2Bey2Ed02bL922jQiFA7NiSAI1ZlAZNRCqEMsWJm954orhL8ZZbPGXH41pGcthvSMhCUoBrWYGLRFRQHqBdW6zSpT+g0aQsRpSxUQA67SWnkSMUpvPyUwBgS3fWfaef2GyHDERmEll5Z4UELCais02rwio0AC3vRK1EexkSQBsWUr9Rm2UL9tDxWKwFAJilVpCY0eLSo6tcjo1AKjS0K8Fld0waCGwIi32+KiBPUSGLfLYu1uoaEzfxfFdSjbK6QY4qBEaBURU2K/bs5IMYRFcXmzBuejhQaHrS0wYLEwX4qZhIUjvHKBRYa/eLpyrrMiF0SspC9iaLuJ2MZ9drivynrtLZ26EglmSFe/UtUXYoyonavCetj7daQna9mTufyp38htoZV2Zb9++M3Sqg/4tHn7pfYvYFhM2CFqrUhSvU690qfNt3TqKhkfPsQVvTK+u/Rrc7YpcQMDlZPfJXo0vWnKK2m7imPEOXeGyp/hX15Jm8+2WLexzKnbp7TqPa62iCVM7GzeXYZYsaJLedu8ZeY2DmEbKes0Sl0v92nzLTO08RhCh4dOB3s/Azb0YWiHpfTC7R0+pa6X+bRl6u/b1kmh9R0GnTkh4kTEB96/dZ1zQ/bXvhjrOyQBHy9xKNx0SCJKha1IUXdaswoHpeTXgS1WboyDLuwlU+nYkmGbB3ssWcaU3V8ify5+FSYyQ3DIp7SwBIEjEPJRz/ct/dpMAeEVEk6Zk4P7PJcuLRibcuA2K4RtbmFq50JqFCp3OFmrDM6xTTmUj1BowygEwqgSCZpwjkSY2lEhzCXEuuS+qMlAhu0S3tZaYqSXIIUkTKx6HRUGPeWAEhNGWQgjvwhjKAbtsoCXLPn0929TpRO+tt8uVYQp5ahunaNaQmWFtVX1FJuuOrWNxysQ8Le/uk/T67RJNMxeJRbMbZaYsKNo9umyl8yw/VFXmdqmhIYWKHbdKq28GB12WVgJkh36F/sOlXRPL4kyYVHhBgIg3gQaYexfCU1CcUwJjVSwLZ4GvR/PZjjomQ827nlGJq6R2ZlOofhK4XD88Y7ciOGeQqBdDa5zHjz9EFf3GQa9Q+4+D/2++6eOl5ms++cwhjl1F/VM0TkhZf3rZv9C15SeJRgGrgiVjK9fCwz2y+hNpdKnLQNW0j5HZMyVHi0yPrlEEt2GELj6hONefwpLWPRkxlrWFMu27Klb0zUnwmzIlqUh07ZcKbdoBx2adqPdf78QhEKotCPNcqZOvS0NZRm2zYGgRHlqF6M/CAGQDbfI6JqnyFDHlBwZ/OxsGKaizYclJ0Zws3bA1n4YLBDytxy0RQY7fgc3O1w9kZGbeLgykZGJwylYgiKQE7hfIiIyk1MEqttGPl6hMQeREfiIRIY3FO18cETGyJWLjBolMGR5Uq1j/PtSm36blbNCMPJQWLko0u1nCYVCC1tguLFERmFNaunXJuNqERA1ynC1joCVBiU6csPJ0dFniBlH0EQtv42qfrfYkR9h+1N+oA1rH4xc/DAsXwxHZJh0e0SGmXTPk3jPR2SIT0bcpEUM/ZL4AUMwHPAp/drM/kpkyNIne2mUAS+Ryobs22yM0aaFBYsBD4kuCIUrg8dIGTcNhYwIDQt+3bUgSHQpE3F8svNkOPg6SHt9GTjqU02/G5+xAnYINANvpKQ0+/mOkSnakjUbk4awUXr7uTN1K3GhlmA5PimFKb4pTlthprYKfClyQjgIjlClf6SkuRDUeTci9tIrPVNilCZ+bVF7KRLnwnCTqS2ape1qjBGWLOR+WNGhPhrYYHTTI/kwUoilEvQhlELPvLNt+2a8ji00nQYdWfurCE/pIkV1XnV4FoFD2CpSI0qlRJgqtcSG8uVQ/hxKPASNmQ6/NkG3ichgccNBAKqtzN7PU0TPUoiDtzh8H9YiQ89ipJnJCBjiYMHIObzsPMLQZs38fZDmnoDPPyFfNnKbyZhnEr2PgU+e47d22PYhXOdhw2hqm/bBCNdYDNk5L9j4D3sT6VltNe52u78hKrzGuMqRkUG8GGLDFh0ecWH2M0u/Nmdbvz17YZV8PhL905t2oK7fiBCaG2o2xJrF8V+a5ZTuNu/ycmWvqfwaTNCPajfpkwCqvBpmfgyhqp3Cle0qolRSEZHcGJoKhwIXaqlUkT2joAz+EvGdaNQzE9aMg2qT5U2u/qqtSGcPF/8OC9tfo5k4h4Y/zQpzP/YTEYdriKlEN8Z1w21F3O6B29S2HheFsHv4R+KCpEPUwpVnwx9JTAxR4mCt1rhyrgvUDRqRFHR0hUy5LQT/TN52+Npag6xjZciTYTHHfb3MOTO4EbXK5Y9i+6UMZqcy8/ZoUgmMcFJ9SP3yXswVMxnfXLJ+O47n6fNVXGuYoW1NghW9Hylm2Nq0+Swk30V2gjo3hpvUsLa54JeN28514Rfedt50Ss4MRadus16n9udcFx8NnTo/RqerfSlEhj9dqViJAnU0qqAWHAGz1DMjAT07YpUpbaWcF6NNwkBHYExFYMRGOLM3J9rbctgWGK6oUlusmYxDrpkM72zGwokMK59FZgI59Mm/fcQVMtYvjGxqRKdMwiC7eMgWMSpgkFvG749fQOQmMq6ywLgK0aXUrIYVFnfYKTeoJH5hlAIESXgj1522EDtg1zl+EiEtMFKS3pnUpd+mwsCqvBKp+SbcfSPe3Bc1bgoMvNv8cSfu826XvBbVTo6MQN3CEJTr0QkFXbM5A64EgA5OG8+oWCtKVEh9lcgvwLkyartSkdwYc8EKX9vuUA1hUcW5MUBlq2DnyDDFhgcWGYU6+7dJkafM3qbG8Y1UJeFtORcHBEUFJ+g74CTqk7ZmT18rEpMKXctGfQGIagp8ytQ2zpmhKNSlCAt2wufEzgacmDiS7MpIuILpdGCRsUDomYw+PeWmYkWnzDLYMxnOjIY3jKwTFtY9k+E/Vipp80HMYT+vL4kvvE8OmDMbjtN5v8ffY/7Yy8IqrQ/rlRPWoXEjekZjLsiSq4pPGD7nzIn0Pko427aXgCSqyx073O0cQtymhrztNpZqaezwsoqrM5vR4TOTYbV1+WfctmczOq/iDAbnxWh358ew82R0CM6MRfpZDQk7y7MfEAn5gLOohzjZ3/pWlUyvtBW0oE+blFIva8V9blOgnl/WgjrgbKpsgMAwjMAID3PyPU62dyeM6Dt5edSoTeBOlYwvdIdGkvE5BCUpnyL/jtR6/pYM23zahM1DEAiDKAcx/qDUg/q1Sbo2V//bUb99COWQXSqGhaBZauHC+SkCm0dcpRj8m1Vei4CHoAgZ3d8YL98Y3yToQ8inlDonxbMT5Tmkawtk2Jauv7d9PmNIaSffc/Dmmgj6tFn9gj7tQU99oQlthM2wsV8zkFKGUSoGpQxtYPp0yfTqLN1oq7MEQU8W8DeiLhVvvyAM42BtN+qgrgd9DGqZbikjHqI+RNA3Iv0V3n0idRqf8SLWsWo4S7ZFV3asc89AGNcYQd8oDPqoLiPVDNolu3aXvDa3u/t16n6qzpm7g3idjVBVLrCggHioZtooCrgermqBuGimULIZdk6L5Maw8mNYsxZmTgt+XeAzw+AOOzs3omlpFIERTaiM3yw0+HWBtOkwtuhXyFnJIX44KzmLDk7IxzklOIytlAZRz+uUNhFSbTaypKxSZ0E3Mfr4EWEqWnVui1b7fDiHh4UKbTs/rotW48OABypaDdUjdV4z1y1IjGJbEfUYZa8NO+twZACJmGQ7/3Sn4B4rPYU6akEufU0K9L5+2IpOn0tY0t1nhvvY5+49XlVXSuxmX/DBK8hGVVfa854Pud47fzULBZs01Czqapu39GvrTNOWrv/8x4jqpDSFGjXlqIl34APx0RGJtXvAhzKGL44MRNJR7hC1wZcnjNWCsgxgu6yjhFFtUsDoPlEQsSg36vOl3KLVgM+3TV9Dq32cMAxtodQCbaXtut6uX7dmp8y/PeLd3zpeWbNR99u/zTh2mw/tFOLZh3IWEo0QD434wkVffAHnrdsP4dCM9v1CKNZk14PlByiEPyphwPX8sv1SL6xup+KNvVR8+wAVbh6gAhC9AwbVFhhXIGjAryN3qO0Fm/spytyuiDB4HdaE7tD1O5y6WYbu6EO9z1WGNmt0m3A7jK7bexaIbiFklreh/TYYdXwcq7y9LwO4BtwrKW/DdejSrKuyT8azcI1/W2qdiWiintJV34S+m1Rp1s22TFNaRmkAAH//SURBVNu4Hl2AMbL371FshJG8kUvcbxAWrDanNPHbxvWI0Ra5KuDvzaYO0KnBdynKiF2CjfiO3ajK8AamXYigHtmIeh3a6lDWMh1ZidThb7JBxBfui89+Hb67MHZ0Qyrc7t7WIWVBnQ+13LdNk2Y8a0yfbdbxojinghoAg7sQBnehq/Rpq/FQbSBtLVRU3URFNY0oG1UpdW474Gorrmmi4lqndPY5IP0LQUE1DG2IAEWrT6nqBZXZgDFfiTErDwAcowrH5XOqwjGSyoAvAIWoF1UwjUJxBc6NSxj0RTDwGaseTex3UVDBHEjD/vRg30Kgxt/vEOdyH9gL9qDPbimLK/YJvK0whjr6liQbaVmSz/WAjFWQxDlV7oVNs1eVZt1sy7QN9QJQlMSxKnEuydwpxD6FFQzGYBKKwjizTygykes0r31fVq5bhjdvGd5IRZNNCd7gZXjD+YYouN6oSzcr8Ed3ORQa10sqmxRSbwROm3uMJg+qbbkm9ZiZ2tQ+KypwLnjQVNmk0P35fIpxDkVMFRQlrrdQyiYPahv34b7Fcu76WuzrOwDwwFTuy8jy6gPZ4fuebEw9b79rsetmm7PNvi/We5By3hb6Q4n+xUmrbNQf2P26PCBtJckm9xjJptT32O99d7WZYzRewRhqG1/ncr5mfImsiKMeY/br8oCwrJzZ71Na9X05tvmPUVLG7NXlPqFY2EMl5bupOLabSmLPCcWeMh3LyhUl5VZ9N9irwNjLcKxlZXt1uc+/rRTnIuy1y+L1zB6pLytV561Kdd7LpHTaltlt+5z+xnU6bThG+R5hmVXqNnkt94fPA1+4pXvkfIr5fPS5Sdv6ffq1Qurr96XvX2r2TzfGHnXMMtzLMnVsuy1df2nbp8dkcI3rD0g9cuvTEGrP4At3N4TbsxRctwvi6Wm8fg5C5CkKrd9FBbFnpC1S9qSU0XLmSWzfJRRXPEcr6w7Q6k0ttOq2VlqhWba5lUqYO1qpyIBf87blt6t+y7GfxbLbWqiEuT03ipnbmnNjU5OG6426NNv8Sr/+XD/godHoryjayDSmwdqOMTe2aJr1Mbw05UzJxhzYgL51OAe8Zx8lxTnRqHG3F9Uy+z8RFNbCWKzbIxQapUkRKN6wV1HH7LGRbbUW2IbxsrFsw4EUSur2p2EvLUe5bINieR3336dLvJa2/Xbbcil1u+6/PKV/+jGW1VpjqXbzmLKtbh+twDWsqtlHq2v20urq/aqU1xqrrdpsU/1XVWHf6r0Ge9D+LK2ufWbOrGJqnrZZUfMMrajeDfaAvWCfru/Try326PPg0jkPb9vKqudgt2HMiqeFlagzy1FflniKlgNpq3iWVibcrAarDLhtWfxpKkkYVDxDyzLg6mvA4yyP47zASrAq/hTqOBcpd4EnUH8CfZ7AeTyJ8wMoV8SelH6rMMYqjM/nyPuvwHWsqHwK9vaTV8wKphIkd+HeKKResSt9G5dgecUTKJ+Qcnn8cQ3Xd8l1rYztsuvyOrEL1446ypVGO7Pcp/91NyYfpxsrH6M1SeZxNwlsEx5TZcVj0pYCBlqTeMLpX/GYu+T9fdqcMR7zlE7dNUbisZTxzf5rUa61S1W3trmP/TjdgPoNFWbpbjPPO/Ucd4IdWbkx3gDq0xOrlz5qTPP8vdfivqZM1+mUfm2p9/vGuMVOV3lDbCfYQTeUZ6MhxzZm5wKMoViD81sbwz0wS4y/hrdJadYzte1I05alfxnuUxne37IdunTqa8r1e2uwBtygy3SsLVesKXfqa3Ef1uJ4a8uYnZ7Sqa8pZRpsblyP465HWapLeV1Pq2/dTqvXbdOlRrfdcKvxWtdvyNSf29dvVei63call5Txt7nLtG2Z+9/gN4acx6MZzoPLbbTqFnArzldK6zWDPrfUqzpfT+mjtOLWh2j5LQ/RTQncy/KttHLdQ9j2sJQr1z1AN5Q9itcPgoc0D0o7syb2KH2ueif9+YZd9Ocbn6I/36T47G2Km8FNtzvcrNs/v0mz8Umbz4HPbsqdm3Nl4y7whMHjGdoe97Tv8vRHfdMT2UHfm7BPJtSYT2tyvZ70x/wsxvss38MM8DFv2oBzq/touflKqH2cbrrmeQzgO6sW31d1btZ6WFOL762aemGN5sbq7bQG3KDLtdX1moasrKnC/pUWGCNpss1N5Tb0UaypwrHQ/8aqbao0tsl27L8muc0f9Jf9NenGuBF9ZZvR1+6XVPB4ayu20c1MQpcm0rYV30/bwFbYBVvxNz4dj9Kaioezk3yE1hqsSfr3uzHxCN2AMdNxY9xiq1F3swasBTfjOj+H67+54lFcx8N0U8UjUq6N41jxh3Bdug19vXwW37M3a7jObfzdmws3lj+SlbVMDMdGeTO4CfWbYzin8geFm8ofwPb76XMJ/J2Ioc6vuT32MH0e9/2zeG8+Dz4n7xHGjD1IN8Qzszr+AK2OZWdtQt+buCbhKeN8D9GHz9co1+Ac1uAc7bIMf6/KuI7+4KYyd+nbVpbadpNuu672gWZi6u5vpg1e7msBrQ73t9LG+zzcy7RLyX3q7m+h2vut/awxTJr1NvV6o9Csx2vWrxVzG6PFdwxr/PRjNMs5O7Sqe2GMvYm5t5luwzUym+7VbdnAPtnYCDZgvA2uUtfva0ptS+nn3rYR5UY9rlM327zbvDSp8usauy3dGE1p2nI9Zrr+mY+5CefmBv3vwfZ7mgwa9XU0Oddj1822TNu43pJljCZhA45fh+NuQFs2Uo/tXItZN6/Pv0x37VZbI224G+d0d6OGz9Ms/dqa0rQ1utuEAy42utoa1XsgNOeA+7z9rsX3PfZt4/fePH7qufB11H2tker4unQprwXe1qy23Y1ruXsf7vN+cADte6j2q7tRKh567hD1/9er9MLLr9PzP3oNpQO/PvzSa/SNH79O//HKG+BN+sZP36QXUD4PDv/sTToEDv78TRr9uSoZbuNtz7/icPinDodeURzW/Q6/4uFn7vrzP0stvW1qzN/lQG79Dv8sB6Sfc61m6eKVtzQZrtNsy3hcn/F9yO1eLCyHf7owHPoJyp8s3HgLyxu41jfo4M/eoFEDbvNy8JXfCoe4/OlvafQn4Me/peEfq/LgT7gd/X6iOPQTp+5tO4T9TWRfPZ7idRp9GW0y7uvY77dZcfr59X8d1/pbF85++jhZjnUQ52T1OwSeF173lCY45suKQy+/rvZ/ma/LzUFr23zwGW/kR4ph5qVURnJg9H8wNvMjvBdg6Iev08D3wfdep37hNer7LvO64r9ep17Q9x1FP+r93/HwX6lY/U16v50bfVx+R2HV+77zGkrmVdRfxTn9Wv4e9Hz7N0If6oPff41Gf/BbGvkheBFIHdf936/R8AIxIryu+GG68jUXw8wP0vG6MPKiU4542kZ/oNpGrPoPndJqv+7unY1kcY+XHU309R3NmWlgWqS8B6/v3tmkx2rS4zQpZCym0VNa9WZVNjht9hh2v8xj3It977VLjdF2X0MjaBLubdD97NLdZvW7HzxQzzTSg9tRbm+m++tbQGtOPNCQnvvBfXLvcP4NjUZp3QeftpR+7m334lzvw7neLzR5ShO/bZ42vna8rw+4ShO/bbn0n/8Y96Ptftf75bxnX69nDmhU3X7/refBrpttmbZxvTm1LeUZUu/BPUKLzdczcK9FfQZwvd7r9Lt23+v06S/P9Q7n+XZo9JTp2pqcMXLkfpzP/biH9+9oyUKz0dcqDXb6bWvS+za5+6XDOJf75N42+VPfLPf/Pv1Z+PrWvXTf9v30EMa4d9teehDX9UDDAdrxbBf9xw9+SScvE52fdrgwo+D6uSnFhWmFtIGz2H4GnAanZolOzqqSOa23cZ+z6HtGc9rDGaOft56tzbvNO3ZaZubGGaM8k6Yt63lb12vchzOeNntbmmOeneN5f+To8z+bCzMePNvPpOt3BXifmyvBeuZNzmRB9sHn6OQE0fEJVfJri5PgtC7NNnOb3X9ylk6Ak1xOaMYVJ8dJMZGZU7kyqTH318ewj+l3jHGzH8hwLrztxKRGv+Z7dByvj+HajvpwbILmx3gqR8ZmhA/9uOxwJBOXZujopWk6qsd678IUvXNmgv5wGpxSvI2b8TYujnnr+LjN78HbwoQurfoEvSNMajDOsVTePpobvz9mHXeM3jo2Rm8es8rLwlvHLtGbxy+ifol+d1SVfN7v4Uv/yMVZ+uDiDH1wXvHhhVn6EOURYdYoZ3Nsc/blcd4/x0zT+1wXpj1latt76K+YMUo37591l642Hz7wvL7ugR276IEdT2h2uXiwYRc9lMKTKTxc/xQ9VP+k9PeOkXmsVB6uV5hj5bLfQ/XOvn48sn0XPQq26vIR3WaXJvVO363bdtE2zfatiq3bngLPXDGPgke2P53xvOeKeZ2ZeTKHPgvNwhzz0Xr1HvH1ms/Ag/zc1D/hQp5Pfq6kNOtmW6Zt/m3q2U/z+ah/BsdWPJQDD29Pz0P82crlc7Pjyezg3OR5b9DP/ZXQ8EQadhmlxZM+POUpF5psx+d7kYmnFHhmt/E5bnucHn70MXn+6nc+TfU7nsbn9wkaHH6B3n3vQ5qGETQJo24ShtDUzKzNJDZMaLjObdOziilCm2bCA7dNWcw6TM7O0ITBpLcvOePa9VmHqVn3a28bbI+swG7Jgjn+DMafkdJkythuMuHTd0LuJcadVfdXyjTXknpN5jGtOl/nR0OuxzLPOye873mu/a6AyQXE73m3nx0L+/7wMzBD49MzNIYP2eWJabo0MSXlZbwem+T6lLSN6fKyB9lm76u4OI52wOXFsUm6JKB+eTorl5ixeeIZ68Jlfcyx9Me7gG3nwbnx9JydSM9pXKObaToDQ36hOI1rOH150mDC5hRzSXH64nh2Lo/LfsfPX6QjZ87RB6fP0oenNCfP0AcnzwrvHz+tOWNw1lX/4Bj2OXaOjmg+lNc+HEXfo2cyc+QMvYfy3WOnwSl69+gpeufYSZQn6Z2jJzTH0XaM3jlyXF6/d+IUHT1znk7ius7gvvA94PrJC7gf5/H6LO4Vc2ZKlWenNHNoQ8njnADHz07QsXPMZJoylzYDGdOppwAReOys5ox/ed3WHTto684GsCOFbTv8eMzF9obHqL6By514vZO2MjmPlcr2BsW2HXPbl/epz0ADU7+DdtSrsqEhC7qvxc7tDju2P4btjws7tquywSrNOvczqK/Xpact03nPFe81pJRS30k7mB2qbBDS96/3lOna5tr/SsaoN56Tawv+DDwubGvIjfo0bJftO3N7/nHcXKi37t+V0lDvj72tQerbfdmp4fpjafosADiP7fUNOfZ/LC07dz5Ojz32hLq27Q30xBNP0qOPbJX2n73yc5qFITQLQxiFYmbWDW+HoUQ0wxvBNF47zFAqs4LaZ9bb32DW6uvp42rTY2XHrKWWTl2uREqz7rRZo0xnMFnTnHc67LFnPWfjh3Ff0h57Rv6ZpYnftoXon2mMTwILda+cf+aTR/Yr+YfPyswMM0XT09M0NTVJkxPjNDHOjEkpryfG5PX4uLv0tk1NjoMJmkTJTFgl7w8mJ8bscSfGxmk8A7x9YnwC+024S4PxDG3j48Z44+P2Nu9xxsbd9cvg0riqX9KvpW3CzUWNWU9hfFLE1cIwgfEw5tiYcGHsssNlh4uXLmXl/MWLdOb8eTpx5jQdO3mSjp44QcdPMifpONc1x04cp2PHUcLQtzh67AQdPerluANv9wPbjmTjyDEIjWP0vosj9N6RDxUfcvkBeF9efwixcezUSTp97hydwzWdu3SRzl64RGcu8PVdorPnL9P582PChXNuzntK1za//mg7h/HOZuGMh1z7Cecu4VrcnDp7MSvXPbptKz267VHaun0r2OZm2zbalsJ2UO/LVmF76jhpx0oP95/Tvlu30fYM8HbfsdORYWx+vXWb02erHxhj+/btMFLq01LPJffJcu5zwTy3ebHduLYs5z9X6hdoDGYuz9KcnrWPigU8P/UZzs5WUG/cw4VhmwerbbvzfPtS7ykXGv78bdVlLv0b0vIIBMUjj+I+A6vOAuO733uRjuOP3NT0DAwWwxCGqJiZdQxyC/nPIzJYKMCEcjFtC41UkeHtbwsTj/gw23IVGfzPNMO9pVXna5nWomLGqE/bQiMXkeE2+LPjFTCZyHbcabnWaX3NZunXNpOmLZf+szmO8XGLh1yfj4W6V+p5IpvZLOAjBqExI2IjtcRnQWPWXcxMQ1BM4nOaHtk+MWEjQiATE1o06HJB0ALCZsLzOh0TbiyxcXkiVYAIEFOXGQiCsQWBz31SSi+XL48rLuF4F7Nz/txFOn36LJ04cQrfrycFrnuRbcdQHjvtcPSUzbEjJyEMTgBHKKQTGVkFBvgQouLDI1ye0Fhtig8+PAqOQIh8CI5CCJ2i02cgMM5fNLgkYkBxybPNn/MMxEk6LnCJPmfPns/KGZyPSbp+p8+eBWfScgoCMFeuSzUSlHHAv0Q21DfQjpzYqWcIsE9DenIbS+Eaaw77MTs1O4zSGkt+Yd2RnXTn34B709CAe8Ts2JaZBhg5Gahv0PcchlA9xFmDB27bkabN299qU8IGQjAL8itvLiygyFhQcJ31MFAbFoCFM7i3y/vJz0cD3v+M4L3fkZXtaqyG+oyfK36mczW+5fldMHi8bR62G6Wifrsf9Z5yoeHP1VZdWmTqX++DIzS2bef7vBPv3WNSf+jhR+m3b7yBP/ATNDkFs2mGhQVp/EUG/yo76zOTMe0jMCyRIXhExrRP34URGY6YmNHmuLdtOieRMWv0NqWKn2zJXWSo8dMbts62af3/KZoRVH3Wdc+uLZGR6zGt6zOfAfOfJTyzj/HRnre7v/V0mM9MKvxZmuYlh1NKxI9PTAoTE1MQBNM2E5NTNDE1mZ0sIkORo8iYGF84YWGQIiom5ig2NJcnDCAmLnm4PH4ZAuMSRMAVcpm5DMZoHEJi7PKEw6Vx4bKNIyTGLqDUjHnK82cv0KmTp+nEcRYQJ+kkypMw2Lk8oeHXUj+mUGIDouPoSSUyIDCOf3iSjh5RAuLDYxAKAsSBJSyOozyuyiPHjH6u/k7bEXtGRM+QiIg5lpaTuIZz5y7YIoDr586xaLiMtssQCBAG58/lwHk6dyED2H6e+5xDyZzNBETPGYOzDma/cxAZZ8+epjPpOKPgPtnwERmW0NjuMhQy8/+zdx9uklz1vYfv/30fLknkjAABMmCCycEEg8A4YJsgsLDBJAEm5xwlhHbVd761e0Y1peru6u5fdXXPvK+e8+zuhI6zq/PpU6f6zuS7fd+6Mf3y7k5O9vy+F4z8/sptef6Eseb2X3mcnr9lPO+eCePJSdDzn/vU3/d/nfKxjOc+b/vY9lxlTLmcpcbwZ/U0xi4/G8PJ+fiYfh/H/h6v/7tdfn83jecuMA6+DXfDowvaFnkv6AL3RS9+8epDH/rw6pe//OXFJOj25Suol4dLPdEO+BhMnJ64c+hU/6NjB/0M/9t0kFD1f7dXTz38ad3H1n3u6j27dff3/Zi4tfE2jP/XD5gn73v/16d+7MnrvH33Ojd//fjHdrvOmsvY9vXrAuv23a+svN3197Mf4lf/blyOux/LasXjFxH/18cfvxMTd1cc/nq58nB3TAqIaaO/otEPi/4r9/2VjNpxN2BGwmHryspfxr/v0YuoeMro7scj3fjL3fHoPuORRy4jY9t45GL8+U9/Xv35zxeBk1//eGc8kpGP5VX5i4n4b36dwPjl1fHLX13+/lcXv++PX2alo4uPX94JjS42frn6+U/b4VI/7w5d+unF+NnlrxfR8ItfdL924+7v73zsztd04+735jIyfvrTn90dP78bHD+7/NyTn//pRWD8avWb3/y2m/j/8Y8JjcTFH+/+/uJ+/uHOnxMIV8fv14yrX5eo+MMf744/9Mbvt42rYXFl/H44Ehq/PXisiQzDMIybPu7Gdm8l6CUvecnqbW972+rHP/5x9z/0xy8mPxlZpdjX2Ku4U7++2rbDVp6Y8HXTLm2e2/bUhOtnyj6XcdhY4jrP4nb3YmLV//NliK/uRsatJw+Juvt37Wpk3ImBvw7io2r0Q2MYGf1Dq6rH1KBo45DvHbt/c4xHLmLkcvz5z11w/OlPf+p+n5EJ+G9/+9vuxZtfXEz228ifp44cvtqNi2D4+d1xJwQuxs9/1gXEuvHz3rjzsTvf99P2/T+7ExBt/Kz38f7n82vux+9+97tusp7Jf+5b7mtGC4728f64EgwTxq7f99SQ2H38rlvlmD5EhmEYxsbxvNU999zT7Y+5//77V1/4whe6CUjCok1w2sQI2G4sKoafz9+vFhb9MVdQrIuMdZP3U4qMfcbY9cwdGv3Y+HNC4+7I5DsT2F//+tcHRsYvroyfD+Jh1zEWEWOR0f9YbkcLjH5kjMXEoZGx66iIjF2DQ2QYhmFsHHdWMV7wghes3v/+93f/Q8xkp/9Kq8iA3awLjfbndZGxRHTMGRRLRsa266sOjHaZ/VWNREYmwL/5zW+6w4yGobApIqaExrboaKGwT3S0j/3kJz/pIiPXkVWMsdWGKWPuyJgSHf1AEBmGYRgzj3vuefYqqxlvfOMbVw899NDlykULjDsbukUG7GJTZEwNDJFxfpHR4qL9OZGRyWgCY1tInFJk9D+WyMivuQ/Dw5hExgn8T9wwDONURw6Tysbvj370o90/zC0qrGLA/tZFRv5+9fdgnEJkLBEeh+yp2DUy1l3f3JGRkZXhvPrfImOXw6H2OYzqkMgY+/p2uFRbxWh7L+7sv5geGPuGRn/SXxEa2yKj/70iwzAM48CRlYy3vvWtq69+9auXr7K2X9ueDGA3m1YxTi0y1l3nKa1u7BoZ+4zqDeDDQ6XaqI6M4fcfuldjOHKZud2ZhPf3mewbGrtEx66RMXa5u+zD2PX7RIZhGMaGce+9964efPDB7h/MNgFqh0m1icYhZ5eCm2bTPoxdAmPJlYwlD6caC49jRMYhoTFcwcjvM9nNq92JjGz6bqMfHFNWOPbdGH7IJvH+ikZuc+5Hm8QfupqxS3gcupIx5RCqQ4bIMAzD2DA+8pGPdMfc9gMj/4PPBKc/IQKmGe5japExPF3t1MA4hRg5RlSMXV9lKBwrMtpejExCExj90Y+NfnBURMU+Z6Ua2+w9dphUC4Dcp2FoHBobY5dxCvs3RMYNHM997j1rR/9r5r4Nw9sz/NzYx3e5XXPdr/5l7nqb1n3PIffTmG+sey76H3/hC5+/evjhb3T/Y8zEqL8fI7+2/+ED0/Ujo2IV45DI2DSRP8XIOHTvxpyRMVytGB4eldEup234bjGxKTb2DY19I6MfGmORkc+3yMj3t8Ok2ql4xyJj39hY930iw1hkPOc5z76cJOX3Gc9+9jNX99zzrG7C9IIXPG/1rGc9o/Q6n//853aj/b5dfq4vtyPXnevNx/L7djvbxzPa7Z56nfnaXE9Gu/58LJfVbss+45nPfHp3W9p15Pe5H1Mvs92ufP2LXvSC7tc8/u3xyH3O1xxyG42a0Y+JPB/tZ6c97y9+8QtXn/jEA927lrZJ0boBTDd80719AuMmRsY+ezWOERnt48OQGIuM/qFS/ZiYIzIOPYxqbO9Ffk1cZHU7f85tHe51qIyMUz4Tlci4gaNN5tskNyMTpjapbZP76utsE7NcT37NRLu/IpDrbFHRbkub5GUS3o+iqdfZJoT5c7tP/cueGi7tdrTL7EdLblviYJcI6n/9MMD617f0z8pNH+35bgGej7Wf23z85S9/6cX/gH7uUCiYUT8yNm22rhpzRcaphsic+zOG8TGMjGFctK9pr/hviox+bMwdGbuGR3vjvdymrMZsWoHYNM41OHYJD5FxzUYmTm1Cnz/n1za5ze8z+W0hUjlaILRXhPvX1f7cJvLD25ePJ4ba5Uy5vuEr0O36223YJQzapH94WfuuOLTrbvelTWT7ISMylh/teWgrby2QM171qleuPvnJT1xMfh63UgEz6r8vxnBSfozIGE7+RcbhG8LHVjH6p6zNBLVt+N42Nm0IP/bqxnBVo7+KMSUq5ooNkWEcdeLUP0SqrR70X9mvjoz+ZL5N1NvqRT7WX11pk7oWA+32tUOrpkZGW5Hpx0H/NvRXELaN4WPTX5VJ/OTPuxwylfHqV9+7uu++V69e+tIXP+W2Lv0zYjz5M9RGe37y8Rwm9Z73vOvifyQ/vZgY/OViEuTMUTCH/obvY0XGMTaBV8TG2ER+rsjY9t4Wh65s9A+T6gdGNkxn9KOifWz4ueGG8ClnoRoLhUNCYxgY2/ZfHDM09omRqaeq3Tc4vE/GNRxt5aC9Ov+yl73k8pX9NsmvfhV9GBj5fT902uS6v0IwvJ352oypkZGJYF5tfsUrXtZ9f/7cj4KEzNSY6t+udohZi5T+IVS7PCb/8A8fXn384x9bveEN91+JrV33nhjzjfa85Gcnz8kznvH/uo+98Y1/s/rCFx7sVjFEBsynf6jUWGjMFRnnEBpVkTElNg6NjLGvHbusttm7RUMiIn/ux8QwMoYRsm2FozIyhpfRNn73D5OqCIxjhcackTF2eSLjGo5MkrJ5OZOml7zkRV1cjG1mnuN62ybpFhj9PSGZwD396U+7surQDqdqx8Rnsjc1DDIR/MpXvrz6n//50uX1tBWSdhltr8e2y8rXt7BoE818bzs+P5/LY7jLXpaHHvpCd/ve9a53XK7WtACyonEaY7ha1X42E4e//vUvL/7H/OjFNCiB4XApmEOLjDb22fxdHR3HDpFjRcaU4KiIjLHraH9u7+7d4mBqZOwaG3MdQpXAyK9Vh0lNjYyqANllFWJqWGyLF5FxzUYmtJk0ZdKeQ3U+9KG/X33ve9/pDv9oqxpzXG+LhrYakU2z7XCot7zlb1df/er/rH760x+vXvnKl18521Qm7/39GFMD6P77X7f60pf+qxu5zsRBgiN/fve733l5mVNve6LlJz/50eo///Pzq9e97r4rZ73K47bL/o7cvwcf/Ozqv//7i6u3v/1tl49Ju0yBcRqjf7KBFhl/93dvXX3ta1+5mGA8ZiUDZtQ/dW0/MpYKDZFRExljtze/z6FSmXQOg2KOyJgzNNob740Fxq4bv0WGcZajvVqeiXYmzB/84AdWr3nNq7rPzbGK0Q7DaodG9U9Tm5FDmt75zrev/v7v39/dprYZfbiPYpdVlr/5m9evvvzl/+6ion0sqwYZ2Q/RP6PWttFCIo/TO97xd6t7731FtwqU2/zv//6p7ve7hEG+Nofb/Nd/PdRdRn/Px67305hv9M+41qL03/7tXy/+x/WrLjASGrdu/dXGbyjWj4tERT80ll7RWPKwqlPZGF717uH9wMhkdFNATA2NseDYtlejKjxyGbnuTKRz6Fd7b4yqyFgXE3McTrUtNKo2houMazj6KwL9/RDt89WnsN10/e3PLUDWvQnfrrcpKw9t5SJ/Hm4uP+Q+5jISRjm7UFZfEh27bJbP92dFJJGRaOk/Dv3T2C79c3LTRz8ysvKX5yqrfm0VI4Hh7FJQb7hqMQyNmxoZpxYb+2z2Hh461Q6Tansx8msbwxWNfSNj0+bwylWOdphU7k/CaRgZ/RCoPGxqzr0bc5+B6sZGRv89HPJrDi3Kq+M5vKV/jHZeFc8hFPlcOwNSXtnOn9/5znes3vCGv1m95S1vXr3sZS+9+NydyW4mpe9977tXr3/967qvzcdf9KIXXnzP/au3vvXNqze96Q2rv/3bN3VnH3re87Kp+Hnd1+Vy8vFXvvIV3ffkul73utd2hxu9+tWvujshb5OjOyO3O5uL3/3ud3WHROV6c3tf9ap7LyfLeXU/t++FL3xBN/LxXG5u/3ve8+7uezLBysfaZDqv7Gcin9ubQ5PuXPZ7ulfm77//9d3tzfW3CX02Yed6c3k5XOl973vv6s1vflN3/S95yYu778lj2zbZ5tfc/7e97S2X15+R62qb1NvkL6sx+d58XW5Hvi6X/7WvffViIv/Fy6B505ve2N3mV7zi5ZfPbR73PD653fn+PE65T6997X3d5dx332u6+5HDu/7u797WPQZ53t7//vd2EZNj8x944KPd9WU1KJeX+/TmN/9td3kZ73rXO7vrePGLn3xM7kRGDpf6u7vPWYuU514+f3msX/7yl3W3J5fRHrv8uT0X7bHKY5Dbm+tpj9VrX/ua7vHJz1u+J9+bxyf3NY99fkbz8TyXN+m9Oe783bkznvx4+zvznMvn6DnPeXKFKc9Dfp7+9Kc/Xkxy8m7et7rDpB5/3EoG7Grdm1Wue3fvFhy7HjI1dojTdYiMQ4LjkMOrKiKjnUmqXX87o1QLg8RE2xTcPnboSsaU099u27Mx3Bw+/HN/s3fiokVGf+y7QrHteyoiox3adOzQuHGR0c4U1H/juHw8k7fPfvbT3aQyk7d8LhPpj33sH1Z5Q668Yp79BJmQJCy+8IUvdD/on//851ff+973LiaomUw+92JC97LVhz70oe4fywcffPBiovc3F5f/vIsJ6msuJp3/tfrOd76z+u///u/Vww8/vPrkJz95MUl84cXE9UUXcfG3qx/84Aerb37zmxcT2vd1l3XPPfesPvOZz6y+9a1vrT784Q9f3NbndB/P9zz/+dko/eLuer/0pS91f2nbsYK5PR/96Ecvbu8rLyac7+ye6Le97W2X3/v617++u21t6S8jby7z2c9+9iJmXt3d3tyeL3/5y6sf/ehH3X1s/zjkL9t//ud/dp/Pbchtyu34yEc+0t23XFfb0PWVr3zlYuL77u5rP/vZz6x++MPvd49toiST5hyakpWCPL6///1vL27PL1af+9xnus+1d8dOdOR5ydf99re/7p6f7J3IY/n973+/eyxze/MY5ve5rXlMcttyX9/85jdfxML/dBu2cpty+//3f/+3e1zz53/8x3/s7kOep9zXT3/606t///d/7+5L/hHJ/2TyPfnaPK95Ht/znvd0z0n/H8M8B7mfL3jBC7rrzs9Hbk8e/9y+jHy8/T5fl+fngx/8YPd8tVdJ8ut3v/vd7vl51ate1U2IE2M5bCv3P/s8fvzjH17c9+928ZPP5Wc0j20exxzqk1OvfvOb3+h+Zn/wg+91oXHTIiPPaf9xb499/g60n9uM/B3Lz8n73//+7h/v/mSnTYZEBuxmLDKGgTFlbNurcYzIOJUAOUZkHBId/VPWtu8fvi/GpjElLHYNj10OoxqLjHbK2v4qxjAsNo1DI6PyrFT9PRTHXN24UZHR37zbXiVPTOQsQvl99gxkkpbN0nm1OhPcTHpzlpnf/e433ccy8c0rzplUfvWrX129613v6n54M1nM5OV1r3td97n8A5SQePvb395NYt70pjd1k+JMHvO13/jGN1YPPfTQRci8pPt8Jrb5S5K3qv/4xz/eTUIzIcpkNhPWTJwzmc/X53qe+cxnrt7xjnd015HTqmWynElpIiET7a9//eurT3ziExf36e+7H8Jcf5tMZyKd68pE+41vfGM3cf7Yxz7W/WX6j//4j+7yEyK5f/lHIhPufN8rXvGK7vP587/9279dTtD+9V//tZug5+vf8pa3rO69997ucUmk5P7m/nzxi1/sDkVJzGWlKCsAn//85y5u98e71ZjXv/613RmZ8jWZUOdV/LwCn9WETJrzPCTyspqQSXUep/xPJ491i6+ER/6coHr2s5/d3YfcrgRYbkNu/3333dfdh/ZqS3us3/CGN6y+/e1vXz4meRxzv/KPSx6ffG97HvP9eXwTNi996UtX//zP/9w9B4mZPCaZzOZ+57YksvKx3J5cT4uQXF5+DvIPcaLnve99bxcdufzcj/yjnevPz2Ci6z/+49+6n8Mf/egH3SpFHpussuVn9ZFH/nTxnHz7InLe2H08q0OJkWxaTpBk1aOtwi39d/B4405ctMc8PyPPeMYzVk9/+tMvYzsvCOTXPBf5Ocn/yPuB0c7fLzJgN+siYxgNIuP6RUZ+HUZGW7k4p8jof2y4iiEyRMZTRv89ItpZkNr7R7Q3rcskLZO1T3/637uJ3fve957usJdvf/ub3avI2RicSdy//Ms/dxPDBx54oJuoZILyT//0T90ENlGRSXgm2PmhzgrEy1/+8u6V0vzQ55XtTMITApmUZ0KbyVBWMfLnhEgm5PmaBEt+uDOJzaQ3k9VnPetZl6/KJhbyqnc+n69vr9C+9rWv7SarCYNM9vOXI6/o53uySpLrympELr9NevP7TJ7zj0Em1bldmUhnMp+JcuIml52wye3Miku+L9eV+5sJda4r9zVfl8cl15/HJK/w57YmIPLKex77rBJlVSMT5TuHlN3ThUfO7JMN3Qm/vNdEAiNnakqEtGPoExuJoh/+8Ifd9WbS2CIjQZbQycQx4ZX7kxWIBFhbNbr//vu7VZs8LnkO8725vwm2PAaJk8RDVpryD0we23xvHquEXntu8lxk5Pe53jwm+VyuI5GRiMxjkj+3V9Hbq+t5THJ78zOS5yaXm4+31ak8rwnMt771Ld39zarPH//4++6QqPwM5jHL4Wl5bLKKkd/fOYTtzqFuCYusZnzrWw9frmTkcV/67+Exxp1DpZ575fFuv8/zmJG/Sxl5vvKzlP8hrgsMkQG7WXeo1C6BsWksFRVLxsauYXDsfRpj7/g9dRXjmKGxyzuHt+DI5bYo2DcyKjeHz7lHQ2QUREabcPXfUyEjYZGzAn33u//bHdv/L//yTxcT7a9e/to28mZymAlpJquZvOSwmIwERSYsmZhnopvJfCazWU3ISkX+nMlvJjv5uq997WsXl/0v3QQ3P8j5WCb/+fgHPvCB7lX2HMaUV7kzMWqv2LcJU2IkE9FMStvhHy1A8mteGU/c5IemHS6VV8/zakMm6HnlPfcltz2HNuWwnfxPICGRSEko5fIz4W4TtUyOM7HPJDh/futb39rdxrzq3l4Zzqv2/cO6MmnP4VJ5FT6PcR7/xEZWjjJ5zmpFVjEyIf7FL37WhUbiL497wuQjH/nQlTfuy++zxyO3o7+SkdubyX7ua+LnU5/6VPdcJHbaITMJhXZ4Wj6X1Z58LH/Oc5qVjERDYinPTVZ3MhFt9z/3MVGQ5yqPWx6/PI4//vGPu5WQBFouL7cjz2Wem/w5j0VWn9rzkxhtq1QtzNrzl6DMc59/4LIXJHsuspKR0M2qT/t5zV6bPFb5ucyekv7Pe77nU5/6l4sY/la3stFOn7v038PjjOd2j3l+DhMS7RCpFhz98MjPel4kyMQl/yPPz3+bEOVjwOEqA+NUA+RUImPOMTUy2hvvtTMMTY2M6vCYujl8U3Tk87kPu8TF1H0apxoZlcFxYyIjo+2/6L8rdT9CMlHLxDf7A3JITia/mcTlleBPfOKB7vj2TIq//vWvdRPItnKQiWommPlYXgnPakQ+97nPfe7KRD6fb69qZ3KTCXImmpmwZqKTCXv2UmSynFfB82sm/4mQFha53PYqbC43398Cok2gc5sywcqEuB1rnuvL9yRe8g9CVh8ywc2kOrczKyv5fV6Bz6FDuc7cvky8c51totYO58n358+ZRCcyMqHP9bXDvNox8fmaXN6DD36ue8U9cZGJch7fb3zja92qRfZc5NCphx/+erdykaDLq/L/9E//2K0sZUWjHdrWDvvJJvo8PrmNLSBaZOQ2JQDzXGSinsjI7crtye3KY5T7kcc8qxX5XO5vIqtFRgKtRUaCpT3XiYM8N1nlyWOVxy1/TrTlZyBBkvufAMxty9e3eMhz0ia7eT7az0z7nn5ktEOwspqW1Z6srmU/SjvVaiI5qxpZZUug5We3fzhUVjNy2FkiLScOaI/d0n8HjxkZ+Xnvh3kb7ZC2PK/5GWmHSWWi0N+L0YaVDJhm3cpfZWQMT3c7dgiWyKgbw+ueethUJqj7Bsbw+ypWODZFRwuLfnS0zd5tL8bYRu9TCo3q6BhejsjYMvrv45DJVpus9t+MK1+XSXBeMc7kLVGRCXDO7pPj4LOxNpPehx/+Rjc5zaEy7dX8HD6VlYpMLDPpbBP6dshRJutZ6chhR5ngZCKbCWp+iPM9iZFMenJZmSjnezIy2cyr4zmMph0GlUlyJqyZEGeyn1e9MzHNxzO5yqFBOUwpI5PZ/IDksJ3cphyulclrJsi5DS0eMtHNRDuv6OdV90zMc1hUbnebnOfXBEPuX1Yycn35unZ4WK4rtzPfn19z/bldeeU/IZMVopyFKpPmL37xPy9ux08uHpMPdo97wiMrFjnEp61kJPiypyCHBLWze+W5yNd+9KP/cPl4t5WCTOxzvxIZeazy2OUveFaScjtaKOTxTEDksU8g5mNZbcnjnRWnPC5ZcWqHS2VVKvcnj1UOi8v35br6j0nCKz8DiZN8rK1wtLjL9+dycrvyM5Df5zHL5ef2tp+LdrhUAiiPfQ6Xyj6UrGTk56+9yWF+XnPGrbzJYX4mE8ItIvIY5QxmWRnKBvEcBth+9pf+e3isv+vtuWnR28KirXDk8/n7mMe5hcTw7Db2ZMBujhEZ60LjFFY0xuLg2Ps35o6MKSsa6w6TmhodY193jNAYrmz033hv38DYFB3HCJGqyNg3NG5MZLQzSfVXM/ofax/PhC4Ttxz/nklx9mHcOdXoS7szHGUzbSIjk/Z2+E0miDnEKae7zKQlE8ucsjQT9kRG/lJmApuJbFtpyPdkops6bmc5ykpAJsOZ6N45dONWdyajTHgTF3nVO38hMgltr4ZnIppX2zNZzsdyGV/4wue7jyc+EhX54cjX5noz8f/0pz/dVXom5AmATHyzgpL4yO3PRDnxkPuUDep39h48szeh/mL3qn9bPcn9yPdlhSeT53x/O+tVJuW5DblNWcnIYWiJjKxctFfZE3aZFGf/S8IjK0h5bhITCY6cdSqhkecgH8uq0g9/+IPuH7RM5ts+lRYZWdnJ7UpMZIUhE/mc/SqPY+7rAw98rPtYHuOsIuX7c3/bSsZrXvPqLlqyX+POIUvv6+5TntPc16zc5PvyHOYyc0hc/lFMbOWUuLktea7a/pBcVh63P/zh95dn5sophtuha9nLkZ+nnLo4oZevyW371Kf+tduL0jZ+ZyUjh0G1Q8YSbFnlefTRP3erQu30vwniHELVNn7nlLb9Nz687iOnpm0/E3ns2ypRfp/nrEVfYrkdJpVJQJsctY+NHVcOrLdpL8amILhuh1GNRcYxQ+PYKx/DyFi3itF/s7dDDqE6JDp2eX+NfH07o9RYGFSPc1jh2DU6bkxk9A+R6r+q2z+1Z9ujkUOicjap7M/IxK29b8ZnPvMf3ccz4cuZpvK1Oawnv+ZjOTPVN7/5cDcRbqfKzVmR/vCH33WvKg9PI5pDYX70ox92QZPrySQ6r0LnvQ4y2f7d7357930cntNNwvPqf1ZZ8gp/DofJ7cp7O+RUpb/85S+66//Vr37ZTSw//vEHutv44Q9/6OIv9O9WeQ+J3M6XvvQl3XtE5LJy+Xl1PN/bNljna3K5iYGvfOXL3aFLz3zm07vvy23L7UwMJBDavpa8P0TOcpT7nscnI5ebQMh9zG3P4T6JjKxI5P7kPma1KIem5b7m63Ndudy8Mp/nKLclm8PzuCfwsl+jncY23/vzn//sMkie/exnddeX+5VX9XMduf/Zj5CP3/ne33SPUR6fHJr1pz/9oTskK/GQs14lKnNdiZ5cZvY85Lbk6xI6uS95P4svf/lLF/8g/LG7vNye3IZvf/tb3W1ve04SUXlePvCB93W3IwGRxyW3L49Hew+TrN7cOf3snecvIytouV333vvKy/dd+ed//mR3XXkOWjS3+5hT2WbFIo9Lvia3Naf5zR6Y7Mloh0vt8q7l5z2ePFyqf5hhfv+0pz2t+1yiPgHZVivyD2bbj9EmJDZ+w27GDjEUGTcrMtqhUutWKM4lMvqBITJExtbR3lxvGBb9zeAtMvJKezZ4Z6KdyXz7vkx477xp3X2XewTa5bQ3jMuhKf334sgr0fmeTCzb97Sz/OSV6EyIM+FuZ1jKx3M2oUwM8wp0/4xBmQhn0pwYyWXdmeC/sLudOT7/zpvUvaf7mlx2via/5nble9rm33w8k/2ckSgT6TtvKPeO7j7ktrV4yvXl/vQDrQVIvreFQLvNeQW9vSFgLi/XkY/ntmfinvva9hRkcpzHJF+X78nIdeUyct/b85GvT9jkvuVrcz/zuORrchtyG9tjnduV62yboNtpivOx/v3MyJ6QhM0//uPHL1dNct15vtqhdLmNuU35+jyuuQ/t1Ma5PQmIvGlfvib3Jbep/bzkOnPb8vX5c56nPA+5jf39E/lZy/PVHof2Znx33qjxzruz9x+D4buG57bmMR6+GV9ub4ImwZL71d9/dN1H/30y+u+J0VYes1qU1aP8D7FNetr/lPt7MjIxAaYbi4xhYLSwrwyGU4uMXQ6nui6hkdHf8D0WFZWRsSk4hhGxLTLGRm5jJub9PSYiQ2SsHesmWf3IaCHSVjqGr/6OvaFZ/3KHnx+GTDtEK5efj7fLbr8OV1j6n+tfX/v+/m1u8dIm3O3j/a8Z3vfh7Rje9v6hZcPDyvpvaLju/vcvv31f//FqlzeMv/7KUv85aLep/xgNn9fh89neQLEFVm5TJuZtBSGHGw2/d+w6+rejfwrk4W0fPh79+zh8TtvtGt7m/nPXHsMWPvlz/zC/BEhCcvgzkpDJCk5WbBI77bqW/nt4jNH2ZLT9GP3VjJwpLXuh8j+b4YQok4D+2aXa74Fphu+PMbaKMWU1Y1s8VEfGupWHc4+MQ0Jj3alwh3sw+h/vb/huo3+Gqf7Hq0OjHxubImNdkOT3bRWjBUZVKFzHyLAnw7jWYyzo+tGRlYOsSuQ0uFklyCFHmWS3lZ8cCpZJeD639H3ZNMaCscVqe+O9nKo2qyjtUKoERlZtslKT+58I6YfTTRht1SKHTLWzj2U/VPbrZD/SnT1PIgLmMCUypmzaPtbhU8eKjHMKj3Vv6je22Xu4itEPjP6fp4w5D6Pa9jXtbFKZRLd3L28T9LaiMWdkLBkgu8RIPyK2fa3IMM5ytAlzW6FoqwvtcK9MrNveluyryKFNOeQoH8vek+wF+eQnP3G5/2Lp+7NuDFdV2n1uh4HlNLXZh5FTAedwqtzH7I/JnpXc9/YO63lcsrdm6ftzjJHnM0HRNn2398XIiQByxq/8T9FeC5jPoZHRxpx7OJY+dOrUI2PKasZwFSMT1FOOjCkrGv3DpFo4ZSwdGccMjcoVD5FhnOXIYUP9w7ky6e7HRn7NPou8op/T4iYqcralxx57tNsgnY3ZWd1ohyOd6hg7bC737WlP+7/d/WyrNVm1ePzx7Cl4/OIf/Ee6jeBZ3Wh7OrK60fb3XPdx57Cye7qVjLwBYjvTVM6w1p+wWMmAeewaGYeEyHULj1OKjKmjBcbYoVJj0bEpPKoPodolPnK7cj9yf4ZvLtgiYzjm3KNxHQ6rEhnGWY9+VGQy3d4rokVIPpbTEudV/2zQzsQ7G9z7k+5TDo12P9p+jHZygnbIVLt/2Xie4GgjG8rbWc6e8Yz/dzHRfsbi9+VYI49Ve9f5dlapnDY4b2zZn/hYyYB5bIuM4UrFqUTGlNCY+7CqTVFwapHRVjQy8W2H0RwSGXMFxtTIaIdJ9YNCZIgM4waPNvluG6L7m+nbpuoWHu3zT3/607owyR6G/qb0UxxtP0a7Lznkqb/BvN33/ptN5uPtDGYZw3e6vwmjv+G7vTdM/sHL/2C9/wXMa47ImCs0hpe/dGSMhUZ1ZFRFR/99MTZt/m0RMfy6U4qMfE0m8P13LW+R0Q4HGwbIUqFxSvszRIZxLcfYpu+28bt/KFUb/TNDDc+QdcqRMQyE/pnP2ucTFMPIGp7t6iZt+s77ZPRPXfuBD3yge1PGNoHIrwID5jN2lqmKQ6hOITLmGGOrKKe0V2Pd2aT6p3edGhnbQmPOvRubAiOXmfsyFhltb8bYYVSnFBpzR4jIMG7MGDsdbH7tbwDvH2bUf++SHGLUNkNnnPIEfCyC1r2xXjuEangq3OEbUF7/cScysi8j79Sed17P/wzahCL/A3e4FMxnrsg45mFTN22fxqbw2HTK2kw+N4XF1FOdHmOD+NiZpjLaWZL6ETE1MpZe2RiLjGOtdogM49qOsfetyO/bfoW2Gbw/6c7n7xyv/8wr71dyyocR9e9jf39GP7KGqxwZ2YPR7mN7U8KbsvG7HxkPPPDA6qc//elT3gxMZMB8tkXGpuBYt8pwrNDYdj03LTTWnbY2k+s20dwWDHOFxqbwGIZEPzLan/srLMNQWBcQY5GxKTqW2LMhMgzjwDF834fhmyL2Pz92WFTbQN1/w7tTHsM3ChweHtZftcjXZ79JO2Vt/6xbS9+PYz1W7exS3/nOd7r/UbZDpNpokwmgnsi4/pHRf+O9ysioOoRqbMViLDLaGaWGcSAyRIZxg8e6d1fvf264grHp3diXvj+73Od1o3+/hhvaz+l+bhoJqv5hYW21pm3wz3jOc+68Ad+DDz7Y/Q+kTQ6GExsrGVBrclhcGbevjFu9sfawqVtt3OrGTTmE6pB9FRV7NPrRMXx378rI2Dc21gXF8DCp9r4Yw/fE2BYZUwJjl7NQrTvUSWQYhmEsMMbisO25ye/bnpu8J8aPf/zj7n+IY5Hh7FJQb6fIWG0ZEyLjiRYbJ3q6202jKliOERnDj216d++KMeUQrF32aYxFRntfjNyPqfGw71gXHXNGxhLhITIMwzjr0d9n0lYz2h6bfD4fz3uEPPTQQ90/euv2YggMqHfsyLi9JjJu0gbxQ1Yldo2MKRu+l4yMbRvCh2eTyn3YZYWiOjKu2yFUIsMwjLMeOVSq/6aEiYv+pv9sbn/Xu96x+tWvfnUlLNrv2zHXQgNq7bQPY1JkbD8j1aa9G/vGwSF7N5YKjSnRUbWy0VYxth0ms++hUHOefaofGccKjH3OQDWcvB8zOtrzVxUbIsMwjLMa/dPzZg9GW8nIx97whvtXDz30he5/iC0q+mHRDpuyJwMOt0tYTI6M3n6NqZvEDznlbUVk7LtJvE3ejxUch0ZGfxWjP5Fc90r2vsFQtV9jXWSMvSfGUrExFh3Hioyx66qIjP7liAzDMM5mtLhoZ9ZqZ85qv374wx+8+IfzTxvPZGNPBtSYMzJ2OROVyJg/MvI9bTI8FhjnFBm5bZnwiwyRYRiGcTna6Yb7+zHy5/z+bW97y+prX/vKxWTk1lMmQf1DpkQGHG7fwJgSGcO/n9sOm5oyqiNjangsGRnD0Ng3MvqHSa1bxVg3ydwnFqrOQjV2yFS+PrevRcauZ4465iFUc0TGlKipHP8nb1xlGIZxDuOee5599xS1z+vGs571zO7jr3rVvasHH/zc6re//c3loVL9Q6La//DFBdQojYwnNh8mtWllsio2jjGWiIx1qxr7HiZ16Ebg6jfv23Q5/bjovyfGpnf2XmqcwsbwOYLjIjLybsGGYRjnMZ7znKxcPPfK7z/84Q+vfvSjH12+Qtfff+FQKah1SGCsi4yDLu/EYqO/KjJ2fdUBsetl7xoZmQS3aOi/un5odMx1dqqx1Y3hCsaxD5PaNzjOPTT+z3333bcyDMM4h/H617+++/XVr3716jWveU335/z68MMPd/8jSWS0iUf+Zzrc4C0y4HAlkbHH6sXl1/X/2yM0hoc4zRUZ64JmnxCYe1Vj3dmn2l6MfiQcOhmtXNXYdLhV/2O5rrbZux3+1SKjRccpjl2C4NiRMbZK9ZTI+O53v7syDMM4l/H973+/G9/5zndW3/72t7sVjPxj1p8wAPM7NDYOXgFZ7b5JfNs+imMfXrVLZOwTK1OjY927e7eJ7nBS2Z/UVsRGPzqqIyO/z+0cC4r+fc7nhmPpyFjyXcO3jUmRcYxjAQ3DMCpHO044/9Dl17ZiITLgOI4dGDc9MuY+C9VYZLS9GOceGW31ZSwy2sqGyNhvxWNrZCzxD4VhGMYhYzgRGH4eqLP43/f+GImM8XH7yrh1e3w8fvvWlbHU/o1tETBXdKw7dKq/b2FdZBw69nkTv11Hu63tUKlzjoyl92pMPazqypvxLf2Ph2EYxi6j/U+/Hxf9CQFQa/G/809MeIfwLeNWQmNkVEbG2CS+KjyqQ6Ndz9jl9PcsTJ1MVobG1D0bUyKjBUYLil3H0pFRFRxzrHaIDMMwrt0YRsbwTbmAWov8PR+OAyNjU3Bsi4ypwbFvZIxd/tKRsS0wqlc2dgmNdYdTjX28HxjrVivOMTimHEo1d2RsCg6RYRjG2Y9hcAD1Fvm7/URtWGwKjV0iY5c39jskMoaXe6zImPK+GP1JZeXhU5viY8pqxjAy2hml9l3FOJfgOMXDp0SGYRhnN9adZaV9Hqi3xN/1JSLj1glHxrrQqIyM/vtibFrFGJtQnlpk9Dd734TIOIXQGI2Mpf/xAphq68TE2aWgXHlE3O6NhSJjLDa6TeIn8oZ+u24QPzQ81m34Hk4epxyTP0dkrDsL1VhktMCYaxXj1GLj1DaG958/kQGcjRYS/bNK9T/XPg/M69DIWB0hMvKvQxuTvmfw78sxgmPfjeKHRMbwa/tnldr1WP/q2Nh2StQ21m0IH76z9zAGrmNknHJ0iAzgbPRDwiFSsKyxlcRtp5feaSVj6qha2bhy/YOI6I2q2Nj38Kqx7z80MoarGLtuKK5cpdglMsYOp5orMh4dHRsm+1fGI0+Ou4/to488+tSx8TI2j22hscQGcZEBABxsLDTObe/GupWPK2ek2hQaty6++u6YGglzHkY19dCqtuF700R104R00+d3jYxdAmXdx/rvi1G2apHx2PTxyEWAtPHni7i4HL3I+EtvrI2Mv4yPP98dY5ExZYVDZAAAZ2Hbfqk54uMUI6ONOfdkHBId696Ab8phN/scerNraOwbGf0J8iyHRh0QGWOxsfNKxkhk/OmAyDjGoVQiAwA4mMhYPjJ23SQ+PFRqjuP7jxUZbUVltv0XhZHxSFFkHLKSITIAgLNx7pGxbkyOjJnOPrUpMtZd565nlJpzknro6sSUse0QqU33bY7IWBcaj/xlWhRMPWxqamRUPZ/DsBMZAMDRXLfIuLrZ/Hhnn9pnJaN/fdsiY93ke9ukfDgp3TbpPGSD+JSR68htTjSte2fvJSJjU2g82htbN3JPGLtGxqbnU2QAACdtXWica2RMWaVZ+v01xq5jLDI2rWLscnrWKZExZ3S0w6S2Rcam2JgzMtZFx9oQKYiGQ4PD4VIAwMmrCoq1kVE5Nq5gTN9zcirBsW5VZOx9MfYJjBYZ+459w6IdVtXfh7EuDqasbEyOjKqRsOiNK6GxbYVibC/HyH6OilWNQ/dtiAwA4GjmjI7yVZGp33uDI2PT5HSXCeq+kbEtEtrqxrYVjmONfmT8eSwytu3dGDv1bWFkVAaHyAAAjmbpmLjpkZHR349RFRnrJqZzR8am1Yl+YIgMkQEAXGOTJ/1LvLHfyJj2vbfHx4SwqAiOXd41PF+zaX/CWHjMHRtTzzzVRjtMat0ZpYZxsS00hrf9vCLjkZLna47YEBkAwElZIjLmWgWZGhmHrHDs8kZ9bRVjU2hUT1p3jYzhx4eRse79MDbFxaboOHpk/OWpkTE6RAYAQJ1TWuGYvPIxMTKGEVF5ONW60Bh7b4xtqxmTJ6CTxt2J6SODuBiOLZHRf0+MyshYGwQzxcfGyOiFyLrImHPj99TQEBkAwFk6i8jYctrbdbd5rr0bmyJjLDAqQmPjG8VteNfrjD9dRMeVMXGVY92Ef5/I2BQac0bG2tWLu5+vDME5VzQ2RYfIAABO2rlHRkVoTImOdZExfHfvJSJjuO9gNDa2REb7WMUKxpTgOJXIOMXgmLLCITIAgJN2SpGx8RCpE4uM4WFS6ybLJxMZj6yPjPbnsc3eZxkZW8b6r3/0zruED95TQ2QAAOxh3WFTJ7eCMfH0t3PExr6RsW5iPSVEdj1cal1odOPuJHXdITj9wKgMi22HT1VHRsXKx5WAO7EVDZEBAJyVWQPi9mDMHBlzR0f/jFPbDpeaPNndMzL6IbHxax9d/6p4/5295wyMKRvCDx6Prhm7REbbND5Y+Til2BAZAMBZqo6M1d2xRGRUxMbYZu82KibOayNjS2g8ZcViXWxsiYypgdG/zScZHRdB8dhgjEbGRUT85a+Pje7daGenGjvEau6QmHodIgMAOEuLrWQUjdHLnCEyqibLGw+Z2jimRsb4YTfnFBljE/K9VzIee3I85fS2wxWO/sf2eo7q93eIDADgLM16yNQRImN83J70zuHrIqP/++EKxlyHAm2fyE6PjOEhN/1DpG5cZPQvd90YDZBHnzKGG8VFBgDADsrDY88x+bCqSYde7b6iMfbeGFWHAl353stJ8obj9B+dvhl8LDKOsQejKkQmRUZV3I3FxpoxeUO+yAAAeKql42LpyBgGxuz7DXqvxB8cGYOVjP4qxtihX6c2dlnlKA8NkQEAMJ+l42KeyJh4nWsOk+ofbjS2olH+CvvekfFkXPQn4/3IOPXQ2PR4LhkZU6KjO4zt0UdEBgDAmKUDY8nIaKsYY4c4rYuMfUJj04T5pkfGusf0lCJjLDREBgDAHm5KZIytYmyLjOpDf9btTciEeGpkjAXG1LF0YGwLjSUiI6fDHZ4S1+FSAAAHuu6RMbbZ+9wiYxgYIkNkAACcldkjo3BMuc65J9f7HPozFhntNKvrJrjDFYzh7TinyJgSbCWRMWFs/566wBAZAMCNdcyVjYOCZeKZpcYm4YdMjscup25yvD4yptyHc4qMY0bHwc+LyAAAOMzS8VAVGe1dvtdNwPeZBLfLmWuCfOWwqUfXr2KIjNOMjP57mfRPOSwyAAC2WDoupgZIO21t1WFEbcI56Wsfe+zyWP/LMTJ53TTJ7h9Stc/+i3Pbp3Fu4TEWHyIDAGBPSwfE1MhoG76XmGhXREZ/iIzTHA6XAgAosnRA7LKK0SarpxAZ3ZmL/nJ1s/G2yfTU2y8yTjsy+isbIgMAYMTSETElMPrvi3FSkfHY1cgYm6weMzB2vf/bVmNuWmRMjQ6RAQAwwdIx0YIiY91hUv1J8LFf3R89XKoXGtsmp8eOjKn3+9iRcY6hse45FRkAAHtaMjL6qxiHRsahsbEuMq6Mx9ZPSCtu+xyxsURknHN0iAwAgBkseahUfxz9sKIdI2PTxP2vjx0/MqpWdG56ZIzFhsgAADjQsSOjrWJUx8UxI+PJuGhDZIgMAAAuLRUZbexyGtvjR8aW1ZaLuHj8sb8uGhmnHhynECK7Xq/IAAA40DEPkxq++V4CY9HImDDGIqPd7sfz+z1um9hYbrWjv59m3Z9FBgBAsbk2f/c3fD9lsj4YpzrpXne7Ty0yzjVK5l6h6EdF+57hmcKsZAAAzGDOVYypkbHkCseckXGqY+m4OObqxnDlwuFSAABHMNcqRouMdWPb15zCZHpbGC0dC9WPy7bVg3OMjBYaY4dJZeR2iAwAgGJzrWKIjNMdNzUy+qGR98fIn/N4iAwAgAXsuoKxS2Ss+7pjTaw3Bca2yDjX4DiVyNg3NsZWJvaJjPya505kAAAsYNfN3nOMpSbk53I7zzkydg2Oisho9y0/syIDAGABw6gYfnzuwFhqAn/Ot/3Q4DilcWhkrAunPC/52RUZAAAL2CUypkzO953Un1Jg7BtVS0fFOcTG2O06ZD9GC4v2sVxunr/83ObnV2QAACzgnCNj3++dEhlT9p6ccmSsuz03ITLaz7HIAABYyKbIGB4qdSqRsW3yemhkXLfDpvaNjGPt3Tjk7FLDQ6XyPIgMAIATdcz9GLtO3veJjFO43ac0TikyqkIk9ys/r/1YFhkAACfi2Ju+95msi4zjrWicwpiyipH71fZiNCIDAOBEbHp/jH32Kiw9aV86kqbEksjYPTL6Z6Fqz/PwsD+RAQBwAobvj7EpNJaIjXMNjHW3f6nIOMfoWBcZ7XnOz+qQyAAAOAEiQ2Sc6th0mNRwL0YjMgAATsCukbFkdAxj4lQjY/i4LB0U5x4b/dFfxRAZAAAnqH8q235k7BIbS0/oz20sHRXnHB3rAqO/L0NkAAAsbFNgTA2OpSftU1YSTm0sHRLnGhntuR2uYPRjWWQAABQbvtHe8Mw7Y1+zLihud+P2lbFTZPx1ME5sYn9qt+fQCDi1yNjnPTeG3zPci9H9XI4cJiUyAABm1CKhKjKeuAiLqeP247eujFsXYdHGnJExDJ51IXFqkbFveMwdGVUhsktktMvdFBn5/NgejCGRAQBQrEXDTY2MTSsrIuN0I2PbSka7fyIDAGAB6w6XGtsku3U/xg6BMRYax4iMFhab9o4sHQ7VkbFukn9qkVF1yFW7b+vOJjUkMgAAim2KjDZBG/v4HJHxlNCYOMHeNTKmblRfOiDmiI7rHhntfrXN3iIDAGAB2yJj3VgXGfuNu4FxZcwXGWOrGeuCY+lomGtlY+lRsWKx7tCqPA5j7+y9jsgAAJjJvrEx9XS2u57ydu7J+Lb38jjn0LgJwbEuMvqrGFOJDACAGR0SGnPFxlzhMSUyjh0+guPwFY7c111WMUJkAADMSGSsX80499BYOh6OERn5/m1nShsjMgAAZrYuHI4ZGVPDozoqhl9/Lvs0dnlMlo6IOSOjv4rRPzXzNiIDAGBmh0TG3LFxSGjsExm7fP22yfy622RVoyYy1q1iiAwAgBOy7yFT6753zsOopkzWp0TDLmPbfo1NkXGKh2AtHRf7hEd/83d/s/fUuGhEBgDAzA7dl7HuMuberzFlwl4dGnPvGxEa60OjBUbGulWMqUQGAMDMRIbIOMUxZRVDZAAAnKhDI+NY+zT6hy1tO3TpmJExNTo2HU51rLHrbVx6bNrsPRa4U4kMAIAZHRwSk8fty3Hr9vpxSHwsERmbVl1OOTLWPV5LR8W24Miv/VWM4c/wVCIDAGBGm1YgJkfGardxK6ExNgpWOZZYydh2eNcpRcauY+mwGHvM8hhv+xneRmQAAMxk22FOc0XG2tAoOpzq2JGxLjqmHEJ1DmPpsBgGxpR9QduIDACAmWzbR3HKkTG2gjBlk/gcYxg1U1c2TiEUziky2mFS/Z/d4d6M/p83ERkAADMRGfWRMeU2iYz9xlhQiAwAgBMx9YxQR4+M3ubwbeFwuxu3L8cTvd/fvvv5pVYy1h1CtWRoHCsy1r0z9z6HRuXX9p4Y/VWMsZ/h4ce2ERkAAMUOPaNURWRsHVsi44m7YbFpdMFxAisd/dDYdjascxtzR0b7/qkrFFOJDACAYucWGWOBMFzFOIfI6IfG0isbc66QVERG/3vb4yYyAABO2FlExhPjoXFl7BEZU0NjbEJ9iisbuxz2dMzQ2Dcocnnt3b3H3tm7isgAACh2LpEx3CNSFRlTQuOYkbHu9pxLZBwaG+siI38e23tRQWQAAByoMipOKjIGwXHdImNKaFzXyMjI70UGAMAJmjMwjhEZT7m+kTNf7RMZ+0zuqyNjU3S027Z0OFQEx7YIGe7d6O/FmIvIAAA4wFEiY6ax0+3oHT51Zez43htzj0OjZel4ONZqR752GJOVRAYAwAHmjoxTGbvExFKxscvKSPt8xb6NUxqboqJ/mFQLjP7KVSWRAQBwgKUn/0dbPSmMjLmCY9fImLrasXQ4VKxe9CMj92kYkCIDAOCELB0ER4uM/ruFj7xruMg4jcgY+1zOJNVOWdtfxRiOSiIDAOAASwfBbJGx5xv6neoqx66jeoP4nMGyLTKGb7w3R1QMiQwAgD09ZXLem5guHQoHr2BMOkPVzYmMU17V2BYZbbT7NXdghMgAANjB6OR8ZIK8dDDMuoKx5TS42x6bOUJj0+pBVXCc8mFU2yKjHxgiAwDgxFy3yHjK3os1QXFrZBwjMqaGxjEi49DVjSXf2O+YgREiAwBgB9cyMiasWjw+GFMj41grG8eOjH1C4xiRMTx0qt2+YwZGiAwAgB2IjCfHTYmMqtWMpSLj2KsYITIAAPa0aQK9dDxURMatNXFxSGRUhMYuezWmHGJ1SHjscgjXqUVG/zmpJjIAAA6wdCTMHRljoXG5L+OJ2924nPivOdvUHJFRERyHrnxMuU1zBsWUyBh7/Md+bquJDACAAy0dCgdHxpZxazCe/Pjt1eN3Q+PW7bu/H5t0975njsjYJzbmOLzqkMhY9y7dIgMAgFFLh8ScIdJf3biyyrHjKW+PHRtzREY/NHa53jkio92fOQJiCpEBADCzpSNhzvhYt1/j1COjYk9GZWTMsXejrWIsQWQAAMxs6RiYMzLG3j9j00rG2LhOkbHvKsqhkTH8nnWbvY9FZAAAzGzpGJgzMnZ6h/AdVjc2xcNcG8GrwmHTKsch0TFlnEJghMgAADiSpaNglsgYGztGxtTQmBoZS0THlP0dm25bVWTkspYOjBAZAAALWDoQTnF1Y+xxWersU3NExlhs7LqyMWUV4xSIDACABSwdAyXjdm9sWt3YEBaX+zemBExhcCx9eNW+8TIWGv2wWXoFoxEZAAALWDwQTiQyHhcZJZFxKodJNSIDAGABiwdCUWSsBpHxlDAojIw5Q2Ou2Ni2qfuQyxrb7D3287UEkQEAsIDqCf9wwnz0yBhZ1Rhd2TjgcKm5I2Pf0NgUDZWRMby84UpGPzREBgAAa51DZPTH3qsaMwbX3OFxSDRUrI60jw9XM5YkMgAATtg5RMamlYyNqxqzjeVXNyrG1NvRf85PhcgAADhhR4mFisg4dPXhif1PfbvtvTc2hcM5RMam8OgH5SkRGQAAJ2zxkDjTyLhy2dc4Mvr385SIDACAa2CpyNh2iNTW77s7SiPjYnT/bQiNXSLjFILjHA6R6hMZAADXwOKrGnusgPQ3i095T41dI2P4uBx7Q3jF2LTJW2QAADCrJWJh3cbrbasWY5FxeXkzHC41etvPJDi2nUmqRcbYfVySyAAAuGaOGhnbJvgjp7ldd9rbysjYGj/FoXHsQ6WmPD9LEhkAANfMjY+MNcExnHxXhsZcMbEuMKY8z0sSGQAA18wuhwktdbjU2HtrlL1Pxt3AePxi3Hriznh85POX76nRHycSGWNv7jflECmRAQDAUVVHximOYWSMjVsbVz5O4xCqTZFxDkQGAMANsXWCfg3iY1Nk3OqNjYdXnVhkDJ+XcyAyAABumGsfGXfHMDLGT3W7uhzrzky19F6N4XNyDkQGAMANdR0jox8au0bGEyOPyaGRUREbIgMAgLNx3SOjf3jUukOkTj0yxp6TcyAyAABusHUT6qVDoSIyqt68r2qPxj5RMnwuzoXIAAC44ZaOgsUi44mr45Qi41xXMBqRAQDAFUtHwvEiY/OkfqfrnDkwRAYAAGdt6Ugoi4ytY/7I2GXPhcgAAOBGWToczmlURMa5RcWQyAAAYKulJ+7nNESGyAAAYIKlJ+47jdtrxi6hcNC4iIuM2/1x68kx8TCpcyYyAADYavFw2CMyVr2xV2RMPQXuyLjVQmM4dtjwfc5EBgAAk4xNxjd97uQiY4dVjUMjY21oTNzkLTIAAOCuxQNjTWTsuqpRERnrouPyOq7JmaTGiAwAAMosHhgnHBlj7y5+7m+6t47IAACgzOKBMTUytsSGyDiMyAAAoNSpR8aUFY3ZImMlMgAAYC+nEBmTxqbI6I+ZVzL6H7sORAYAAEe1+ErHjmPOyLhOYdEnMgAAOKqlo0FkzE9kAABwVEtHg8iYn8gAAOColo4GkTE/kQEAwNEtHQ6nFBnXkcgAAOBkLB0Us0fG6npGxZDIAADgZC0dGJeRUThuApEBAMDJWjow5hg3gcgAAOBkLR0EImM/IgMAgJO1dBCIjP2IDAAAzsbSgSAyphEZAACcjUMm97dv337KEBnzEBkAAFwrUwNDZMxHZAAAcK2camTcJCIDAIBrRWQsT2QAAHCtrJvkLxEZN5XIAADgWllin4XIuEpkAABw7QmM4xIZAADcOCJjXiIDAIAbSWTMR2QAAHAjiYz5iAwAAG4kkTEfkQEAwI0kMuYjMgAAYAOBsTuRAQAAGwiM3YkMAADYQGTsTmQAAMAGAmN3IgMAADYQGbsTGQAAsIHI2J3IAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAAAEqJDAAAoJTIAAAASokMAACglMgAAABKiQwAAKCUyAAA4P+z9x7QVZb59v+duXXde9d//X4zdsDeRqdZxhl7G2ccdVQIEJojCoQUehdQQYrSew2kkAIh9CZFRECxYEEUUMGGSC8JkOT0/X/2857n8CbijDNz5mfC7I9rr3PynredYJJnn28TIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZAghhBBCCCGSikyGEEIIIYQQIqnIZJwBRKPRWOfOnSVJkv7hGjx4cPT7vgdJks58Pf3007Hve30l/j5kMs4AYoYxY8ZIkiT9wzV9+vTo930PkiSd+TK/a2Qy6jgyGUIIIYQQQoikIpMhhBBCCCGESCoyGUIIIYQQQoikIpMhhBBCCCGESCoyGUIIIYQQQoikIpMhhBBCCCGESCoyGUIIIYQQQoikIpMhhBBCCCGESCp1w2TETilm/4v6FMN3mdaSOEUM1c7nHRz1FPMpft5Y4mi3Twzf6YJCCCGEEEL8k1JrTQbX8tFYfM0fMRsifG5shfkigjBCcYX5VdQoEjbHRBE1zyPmecQ88tgojzWPYcqcLxKJIBo2+0aiiARDZh9eIGz2CZoXA2anKvM8FD+H2cecJBINe/sYRcPmtVDInDfCSdvmelH76J67r8PmGu5rt43X5vZYLG5dfMeHeE7eS3w7963+/YhVu47/ejVfdzr99/Wb93y6c/vvMRJ/r6Tm+6l5Tf/rNd+///o1X/u2+xVCCCGEEHWPWmkyXMSB6+dowmTErDGIxsLWWgTiskbDmACajKh5DIUDCBmzQJNhjw+ZBXwggoA5PuRMBhf0ZrEfCYWtieA5Y1FjMCLGYIQrrckImddD5gRh83rYfB2L0VxUGWMSrGYynGngYpnPI77tNRfRfM1en+Yl/twZD2cy3Lnc9tOZmG9bpJ/OZPy54053/Olej/gMlXufQX4f4u/ldMe6+3f7/Ln38V3MkRBCCCGEqDvUWpMR5WI0rliE7sAsRrlgjdnYRcJkBPl1lAt981okhEDgpDEcARvxYJQiGoygqsJsD9MwcIFrFDLPg2H7tbEWqDJGImj2D9tz0WCEEDTHBsy+QZqDuBEJVlaaYyM2omKjKmYfZw64mOZzZzpOFyXwL9bdvnzOBbt/ce6eBwKBambFvUb+XDTidNEFnsdvWmoamNNFL5z89+/uvaKiopppqmkg+J64n99I/aX7lMkQQgghhDgzqKUmw1VceP8xggGmD9kFb8RuM8tyhPhoDEEoyFQnRiMiCAa4+KXJMHuEA4jxNS6qQzQhUWswgpVRVFTFcCgQwsFQGPvN9oPmEuXm2hXGPByprMJJs+2Eec6vQ1xgc5EfNPcSNvdlFAlHvxG18C+0+RpNQlVVlVWlMSjUyZMn7QLdidv4uluIn+7Tf7dY/3Mmoma04XQRCn+k5duiF9+W+lTTzPA8vH8XhfFHaNw902hQ7rr+9yaTIYQQQghx5lJrTYZZxhoLEbFWIhYNWRPhTEYkbjCoCBemYWNAQp7JCIeYKmUMRixknlchVHnCq6WIeOlRUZoDYxwOHa/AhJLVyFm7BS99cQw7qoC95toHzfkOmtePmcdyo+PmeWUkZo+JRXyKegttF4VwZsIfydizZw9eeuklZGdnY9SoURg/fjwmT56MiRMnYuzYsXbbyJEj7faysrLEeY4fP27F524h748G0LzUTDniot5vDPyLer8xOJ3R+HOpS84s+b/mtZyJcKbJpU+5VKrT1aF8VwkhhBBCiLpNrTQZns0Ix+MVVfF6CWM0XFqUTWHyUqlCwTBCFWa/QDiRwhRkbQZrN1jAHfaOj8WMjPkIG6NRGYhg5/4yNOk5Fg/2zUbDwUVIHV6CTtkvouS9vXivLIpPzeX2GO9y2BiKSqZNReJpUmEvGmKjIr4FvV8nTpzA4sWL8cwzzyAzMxNt2rTBk08+idatW+NPf/oTnnjiCSt+/fjjj6N9+/Z48803rSGhCXn22Wfx9NNPo3fv3jh06FC11Cp/HcjpUrFOF+H4c3UTp3v929Kk/GlUu3btQt++fa369euHGTNmYMuWLdUiJjXrN2pez/5L17hfmQwhhBBCiLpPrTcZMWsygl73J1uAHfHVa9B7mIWrMRi2ziIcs3UWlTGmOkVRwU/4WWfBou1oBULhk2bBHkClMQof7T+GezJH4Oftx+OazKm4Kn0Kbug8E4+NW40uM9eiX8FqFL++Ax8ePIlys3+I3apYm8HFfjiSMDSubsK/QD98+DC6dOmC5s2bIzU1Fc2aNbOPjRo1QuPGjdGkSROkpKSgadOmaNmypTUbL7/8MgoKCtCjRw+7P/fh6/v376+WPlWzoLxmqlTNhfy3GY2a5sF+179l/9MZlA8++CDxXigajXXr1iX28xeG+03H6cxGTcMhhBBCCCHqNrXYZJiFszUZAfNl3GBE421q4+1trSJejQQNRkUwhiNVYRyNRHHEvHjU6IQ5QyXjIcZkBMInEIoEzXNg24Ey3NlxAq5Mm4ZLMvJxYUYBLm4/C9dk5OJn7Sbh+jaj8PjzxZjz6oc4EgyjMlRli79ZXB619R/RRHqTWzDz+ZdffoklS5bYBThFo0CDwYU4TQafUzQZfJ2G4rHHHsPGjRsxa9YsdOvWzR7D11q0aIF9+/YlFt7+QvPTpUS5BX3NAvSa+/yl1rN/qfaDoslwRojq37+/NUo160j8xsS9B3WWEkIIIYQ4s6m1JsMOxkDIUyyUMBn+rlM2bYpRhlDUmIAYDlVGsGHbl3ht11d4d+8hbDtyHDtPVGG/MSBlxqhUmvMEbZQDeHdfOW7vNAWXpM3EeWlFODejFBdkzkO9J2fhpx2K8fP06bj+yefRN3s+jhhTcexkua31YCvbhNGIVe/GdODAASxYsMAuvl3komHDhjaiwZSorl27onv37ujZs6eNWHTu3BlZWVl2+9atW7F8+XIMGTLEplhlZGTY1xjJ8C/QXT0Er8laCNZuuKJyZ3j4nClbfJ3bWDdB+YvP/XUTfvPg3o8zJu587vw8lo8fffSRvT/eKx9ZV/L222/b8/r3dTUb7hyM/Pjb9dY0OEIIIYQQou5TS00GcUbDDcLjwrqGyUjM/wZOGKOx9etypHYbhDuffApN+09Gv1lrkLN+B94/GsHXxmgcZTF31BgOc9qth8pxS8fJuDxrFhp0modzOy7C2ZkLcUH6XFxlvr7MmI+fthuNPrnLcJR3wYV3xDMYNooR8aIG9k7Na1w889N9LrZpLPjpPs0FIxV9+vSxBuLgwYNWjE6w1uLIkSP28dixY4lP/b/44gtbn/H666/bRy7M/ZEMXofH8drc98MPP8THH39sTQqf03Tw/Dt27Ei8xvuiuI3mgNt4XRoBv9FwZoYmgIXoNAfl5eXYtm2bFY+j9u7da+/5vffesxEY6uuvv04YH16L1+H1eV/bt2/HJ598Yp+zloNmjO/LP3BQkQwhhBBCiDOH2msyYr6cqPjYby9Vyiv6tpO44/2nAkYHjYnYvLcCj/QYgRvbDMGN6aNxc8cJuLPzBDzYYzz6zViMt7/a76VRmbXtB4fKcKt5/YrMmbggqwDndJyDczvPw3lZJaifNRsXZ+bhJ+0noEfuChw2txOIeTM2bC0GU7Qi1adtc9H/yiuv2GJtGgymQzGa0alTJyxcuNB+ol+zQNwVRbvIxJo1azBw4EBbJE516NDBGgZeh+aBpoORDkYOqHbt2tmickZJqLS0NFs8PmHCBPu8bdu2NiLC5zwf92HkgY+sGZkyZYo1Ki7Nigv/r776ym5npIX7pqen22t07NgxcS0WefM6LF7nPfDcL7zwgjVGTBdz98XtvAcew/vgudx9jhkzBu+++27in7tmfYgQQgghhKi71GKTAS+QQXHhGY9ceLENryw8Ep/4XWGe7TMmY9O+Stzfczx+1m4Mrk6bgqvbT8W17SbgurYj8YfuY7H4vV3YHwLKzOk+pMnoMAZXZmajfod8nNep2JiMUpzbocSYjtm40BiPK9Mno1vuizgEmgzvNngD/mF8/lqHpUuX2kU1aylcPQZNAc2Bv82sMxY1axN4PFOnXIE4i8IZNWDq0+rVq62BadWqVSIdy9VDOFNDMV1r6NChNorC/dx98LkrQHcGiAv+4uJifP755zaqwcgDu1rRJPB4fz0JnzNCw+c0MWvXrq322oABA7B+/XobsXB1JxSv74rcKd4DH2lQ2MKX0RVGS/x1IkIIIURdpC0/ZGvfBm3S26Jt+7becyM+b5fezigNaZntrdplpKFturcPH91zp3ZGaWZbO3Nsmjk2vUMGMoz4mDg2fh3u0zaN14lfy7yensX9M5HRMdMck262tUtcy7vH+HXj29Iy0+y50ztkJq7h3Xu7xHX4/oT4rtQNkxGNBzZgk6fiJoPzMkL2v5Pm2R7zwoYDVbi391RcZQzGJemzcHF6AS5Pm4lr0ybhhrQXULz5Y+yNeCbjgwPHcGvmSFyVOQ0NsnJxrjEVZ3eYY0zGXJxnVL9DMS5Pn4quuausyQj6TIZ3P98sop47d65dWDsjQDEqwBQjN2jPRT38LWldZIMF46zZcAtynos1Ge+//z6GDx+eMAs0Mc5ouE5UNCZ8fdmyZdbYOIPhTID72okLf56HpoaGgRGT/Pz8xH2767tjub+7Jmd80PTQiDgTw3a9jOTQZHA/lyrG+6KcaXEdt7gPIyWFhYXWZNSsCxFCCCHqGk+ahf6C5Qswb9k8zF86H/OWzjPP52PhykUoWVSCabnTMGrCSIyeOBrZ+dkoXVKKhSsWopT7LeUx3iPFbfPNsQuWLcDUnKno80wfZHXNQo++PTF+2niU8hrmWvaYJaeOXbR8IYpLizBo2CB07N4RHXt0wuCRQ1A4vxjzea1l1a/Fc3Db2Cnj0b1PD2R16Yi+z/TDtLxs7/zLvPfD98X3J8R3pU6ZjHiFhjUZEWszaDGCxmSE8ZV5cd3BKtzx1Axcmp6D+hklqJdZigvTC3Fl++n4RfuRKHr3E+wx5zpitGXfMdxmTMbVNBmZuTgnw5iMrBJjNuZZ1cuaY0zGdGsyjsCb+m3NRCSevVWjBSzFqAAX44xAuAU+O0bt3r37W7s9+QfWMa2KReFuQc5zsX5h9uzZdkHuIgE8P/djxGLEiBEYNmyY1ejRo60h4XNGHXg892d6Ek3A4MGDbatZpi7x/lykgefncSxEd9emeE1GKHgdiilRFKMl7CTlNyHsLsUWtoy88PqMUtAYueOYHsWveQ3eP4/lzBDO2WAqmd98CSGEEHURfuLPhfvcJXMx15iKeUtLUWwW9116d8ONv74R9erXxwX16lk1uOhC3HLHreg7oC/mmH1pOOYuLjGa6z2acxTNK0Lrdk/YY/n3mn9DW7V6DL+++Td4tElDzCzKMQahFHOWlKDEHDfPGJtBzw/CrbfdinvuuddLp05Pxz2/vRe3mmsNHT7EmgvvOt41Z86agUcaPYKbfn2T/ZC0Y8cO9sPBG351vY1yzJ5XbO+F74vvT4jvSt0wGbFYoqmtMxlRmzwVMtsCqDCPu81+aw8FcNtTebgofRbOz5yP87IWoF5GMS7NyMZ1Hcag6P2d2G0MwgFzkvf2soXtOGMyso3JyMf5Hebggs6LjMFYiPPMsfUz5+IKYzK6GZNx1F43bK9o6zJiSNQxOGgUSkpK7KKecot4flLPomh/WhRrH/wTup3ZoMlwczJ4PH/IuWinkXCLeT5yO4f9sYiaEQhGO1hQTkPCwmsWn7uIBKMVXOR/9tlnNiWKRdicOM5rPPTQQ9aI8B5pGmhM3P3zOE4q59Ry1xmKEQembjHdy83JcGlRHCDIdClnmFg4zuJy3hPFe6Q4bJApZS5Swl+APK/a2AohhKjrMKWIEQwaBUYXZhbOxL2/uxfnnHMOmjZpiunTp2HV6lVYufJFTJo4CQ8+8CDOPudsPNroURSWFKB0cWncZBgtLEHj1BTcf//9WP/Kevv3uKio0Pzt34mtH2w1hqAl7rnvHuTNzkeJMQGMOAwc8hyuv/EG83d+gl0XHD/BZjB78eUXX2LM2LH45fW/xJBhg22EhAYjrzgPd95zJx5v3dqmTPNDP/6dP3mywn5weN/v7kPTFk2NYZpr31fbdKVLie9OHTEZdnlvi7zDdpPrKRWyZd9myW6nc687GMDtxmRcmGFMRhZNxnzUyyzEpVlTcU3aEBS8twN7zFFHbU1GOe7uMhmXt5+B89IKjLFYgPpdVuLczKXGoCw2xqMUV6ZPQ/fclThmrxv07iB2ymT4U3u4sJ43b579lN6lJnERPWnSJNtpyb6lGgtpZ1TYMYrbaByYvuSvueAPPdOfXGTDpRw5OfPB/R999FG7+KeJcPvRLAwaNChR4E2zMX369MTxjzzyiK2xYHSCz93sDkYjGN3wp3k5+L7ZKYqfeLj7Yi3Hhg0b7L40VePGjUOvXr2soeA5eW+uVoWPLuWLxeD8RaiaDCGEEHUd1jbMj0cyZhnTcMddd+Cyyy9DcVExKszCvSb8QI5p1fXq1cNDDz+I2fNn22OZmtTn6T647fZb7YeDhOuB22+/HatWrbJf79+3Dw0bNULrdk/a/XOL8vCTn16LTp072WYxr7660a4N7rjjDrsO4AeNXB/85ubfIN8YE6ZxPfbkY2jStIkdIrx9xw5kZGbigQcesNkJ/Fu+7cNtuOXWW9B/YH+b1vVkutKlxHenlpuMmKfYqVJvmz3lFqPcHgsamxGytRbWZPSJRzKy5uG8DqXGZOQZkzEB16YNxOx3t2M/XOF3OW7vPBkXt5+Js9OK8OP283G2MRg0GRdkLsSFmXNwdfsp6JWzAuX2ylWeybGdrU7dg1+MRHCwnr/ImYttLvy5+GaUwZ8eVXOIHtvcMpLhIhY0AZs2bbJRAn9kwtVU+OskXN0EZ1Xwmry2q39gJINdo3gtdn/Kzc1NFGDzGNZYuHoSV9vBbTRH/pQu/9RuGhBXRM7rMA2LHad4Hdf56vHHH69WgO4MjEvT4nXY5Yq/DP01KkIIIURdhMXXrg7jT20ex/kXnI9FixbZJQ1ip+o5/X/v+Jx/l8899xx06dHFRhkYybjv/t9i0qSJdj/+nRw2fJj9G822+MwQICtXrsRNN/8ahaWF1pRcdvnluOWWW+yHhldddZX9G11aWpr4EPDo0aO4/4E/oN+AfsgvyTfH3mQjFseOldnshrvvvhsjR47EzTffbFOamcUwzqwH7vvDffa+lC4l/hpqscmgwTDOIRq2E79jNmoR8TxHvKstonw9iFAshP1mt/UHArizTy4uTs8z5sLrEtUgczouzxyDn6UNwByaDHPsUdZkHCjHLZ2n4OLMfGtGzuq4CGd1WIJzsxbZoXwXZxbimvYT0CdnGY7b5KyATdMKxTgzI95Zt0ZdBlvQsmWtSyHiIprpQDQfrrtUzSnY/kU8TQZrLZyBoKF455138Nxzz1Xr5OQW7jWLv/kaTQYNgr9wm7UQXPy7SAZb0LpFPh9pSmgy/LUgrO9wJsN/v24YID9RcbUnFCMZLFzn98ClXTnj46I67n6dyaDYGpef5PhNjBBCCFEXYZcnFktPy8/GRRdfZP6m97J/M8PhEHbv/tJGB9yHajQKzDJgNgOjDK0ffxzX/uxaYxiKkDc7D7fefiveeP11e96v9uzBL37xC/zLv/wLzj//fGzfvs1uZ83nbbffhkkzJqHl4y1tBOKNN97Az+P7XnfddXYtwUwJ9/eVDWbYNWrclPH47e/vsxERrjV+8pOf2NpSwjTqiy66yH5IylTo2++6DcXzitFOJkP8FdRuk0GDEQ1VMxlc3NtMKcqaELPojYWppKqkAAA5xElEQVRtncXG/QHc1WcmLk2fifqZxaifVYCLMqfiyoxR+GXaQMx9zzMZR8xh7xmT8ZvOU3Fh5iyc16kUZ3cxJqPzYmMy5htzMgeXmO3Xpo3zmYzQaU2G/xN4/pC6zk4umsGFNLfxNf5yoZhX6cSvWXfBX0JsYcsffn93J3amculSbpHOFCOaAKZiMfRJ8TnFdrQ0Dc5EuJoM/iJyJoO1Fv6FP+skaIRcm1saA96Hq7Fw0QsXcaFoMvzREP5iKyoyvxjz8qqdh0VqND28R16HEQ/O0HDHsQhdJkMIIcSZAAulF61chN79+6B+/fp46823bDSATVBuu+023HfffXYhz+jGPffcYyMH/LvIWoilS5fh3PPPw7Axw63JuOW2W+wHh2S/MSTcn8bhmmuuwc5dO21khGuIO++6ExOnT0Czlql4fujzNurBv8E/+MEPcO655+KCCy7AL3/5S9sAZsuWLejZq6ctJh8zcSzuf+B+HNh/wA7YZdo06zwJTQmPe3vz28bovIHb77wNBSUFtg2vEN+V2m0ybCunkDftGyGv9JsmwxmNSNROAQ+Z/Q6EaDKqcHefbFzefroxDwWeyciYjqsyxuH69oONydiBfbF4d6lD5fh1l2lokJ6Hc7JKcFanBVZsYXtBVjEuNibjmrQJ6J2zHGXxlrk2actlcPnCnm5xzGhBQUFBYg4FxegAU4eY8sTCcIYt2c2Jv2TmzJljv+YPNoui+ditWzd7nKtZoDmgoeDXXJh7nR862raznLjNgXZ85KKfjyzYYuG3q99g+tbzzz+fqMngY05OTrUZGzQGTHXyR0UonodpUfwkgzUY/OXE53yf/MXHcKx7n+wSxQgJc0v90Qre++bNm+198liGhGk8/CaDvxDd3BAhhBCirsJ0okUvLsJjTzyG66+/3jZA2bhxIy6++GLbbZL1FMwcoOHgh3kcYsv1AP92b9+23dZv9OzbC3MXl+LOe+6y6wTCD/fYZv4//uM/7NBeNmAhb721GTf++lfILcpFh64d7N98mhoed9ZZZ9ksA0Y2GJlg9gHToC659BLbqpZF6b+55Td4/70t1lywFoO1G1xP8DxMu+L9FxUV23vhPbVVJEP8FdRak+F5CVfg7fWU8kxH4kU7ATwWn/i9z7z8qjEZ9/SegivaTzImIx/1sorQICMPV2ZMw3VpQzDHmIyvzaGce/HOIUYypuDijHycb0zGOR3m4WwjbxhfsU2XYk1G95yV3jA+eL6mZh0GxTCnMxocvOfqIfy1CP7ohNvmzATzHplmxF8KLJZ2EQa+xigHC8q5MHeRDB7LX078ZISLeEYuWLzN5zQRfO6/BrtTsRaD98jXudDndqY1cR9elwbCtbB1Jsm9B+7He3GpTzQfvF+aDGeG+AkJf4FOmzYtUTPCc7DGhO1rGc3gfTGXlJPA+TpzS2mY+AmKMxmqyRBCCFFXcSaj2WPN7IKeH6LxA8QGDRrY4bP8G8cMBUYjuPAnNBj8+/zpp5/i6p9cjS49u2LxqiVIy2qPho0a2oU+YfTj3/7t3+zfekIz0blLFzyc8oitl5iYPRHX/+p6rHlpjV2X8O8tU6Duvfde9OvX32YNjBw1CpdecSmm5Ey1tSMPPvogunbras/Fv98///nPrWiCaIjYmOWPDz+MjE6ZWLhikUyG+KuoAyYjEbaID6hANZPBTlOVRnudyeg12ZiMicZk5MVNRqExGTNwXbvnMefdj6zJOAjPZNzSaQouyfDqNzgb4+wOpTivw2xjMgpxYRbna0xD15xVdv9KOJNhrsmi7bBXtO1fHPM5F/FMG3KLfC7U+ekBH7moZpcl/xRuLuC5GGcLWUY4WJPB7dyP+9juDtu22bkT7hjXNYpRDXduF5Vg2hPnYbhheNyPxzI1i/fHX2KMXNAgONPCCAs/xXB1Gf4Wui71yV8PQpPBYjOXDkYx3MtfpBzS5yaW+6Mi7l5dQbyrF6GxcRO/XTG8EEIIURehyVi8cjHaZrTDtddea7MRWN/IdKUnnnjCdpBkCjP/NjP9iR/QsVkKuzu9+847to6j77Pm7+mKhcibMwt33XuXfZ3nYQZB69atsWLFClvAzVTqG391IyZOn4jSpaXWNGR0ysAdd96BdS+vswaHzWPmz5+PN9/cjJXGNNx6x23o0LVjfPhfKSaYY2+46QbbUZL3wJRqZh8wu4IfTnLO1t3mHtgpa/7y+TIZ4q+ilpsMT4kiDGcyEvs4k4FvmowsZzKKjMmY+a0m49LTmYwO324yGE2JRalYwlj406b4aQDTiRgtcO1bnalwNQwuouEW2oxkMJxKc8JfQC7CQaPBH3R2peIvFxZw+9vMcjHvujtxf27jLx+mRzkDwIU9f3nwFwcX8azZmDlzZmKoH/djBILRBP5CYTiWXaHc/TlT4zdGjEq49CrXjYomgwaD52co17031+HKvW9/wTrFgX/8ZekvoBdCCCHqIpyTwVavQ4YPsfUQrG3g37UN69ejZ48eNnWaLWn5gR+bujBFmh/a8W/g9GnTcd4F52HC1AmJqd/Tc6fj93/4nTUk/fs/jUmTJltz8ceH/2gLw0ePG23nV5QsmovSxd4AwPSs9rjhxhuRnp6BaeacFGs5b7zpRhuR4L5uFgePHTluJG6+7WZ7TmY+5Obk2Pu8+567cf+Dv0d2XnbcxMy370+I74pMxt9gMtx9uK5QNbtM0XhwUc+FOM0Gf2iZ58j0Jv5y4C8WJ26neeDinKFUhk8ZieB+/ITjyJEj9rw0AayPYGoT0454Lh7PBb07N58z7Yl1HtzGr3muV1991Z6HJoNRg7feesu+TjPCfWgOmN/JDhcc8Lds2TI7S4P35e6Fj+6c/KXJ6Aq3UbwPRjEYxWHYl0XurM9wxzu5984p4nzkNqZ68RgZDCGEEHUdDqvjzIqi+cW4/sbrbJ0DIwQkGqn+d84/1JcfTt5y8y24+967jQkoxVyzqOeAvXnL52POgjnoP6AfmjRvigcefhCNmqbYmgoXXeC+c5d4xzBCwe5W7BzVuu0TeOiRh/DHR/+IJ9LaYLwxL7Y9bnw/exz3X7EAeXPy0aVnFzRs3AgP/PFBO4DvmcHPYPbC2fYa3H/BsgWKZIi/CpmMvymSEU1EMtzi2N8Zyd91imlINAcs7mLxFR9fe+01K4YxKdZxMALC42g2uI97jR0nXJSE4tc0IzyX/3x8ZDSEuZs7d+60r7lzMDfTdYXiORhC5b7ch8cyguFvUUuzwfugWXD3wnt0z2mgaHr4NQ0LtzEdy6U8UTwni73975Hic5oed8/cxx8NUvG3EEKIukrLP7VETkEOiuYVYeDQgTjrnLNsGjTrIcjp5mRwncA0qPPrXYCR40Yb81CI6fnZmF4wE9NnzcCMWdnIKcoxysVMs809n1E4E9kFM5Bt9uHjdLMfxeczC3OQW2z2MftTOYV5dlu2PZ+RO26Wd1x2oTnG7J9TyGvw/Gb/4hxzD9wn2+6XY45v9Xir7/PbK+oYMhl/c7pUNPEphL/DlN0lbjL8Q+z88zDcLxd3nFuY+9vhul9C/rkabjvTp1wtSM2ZGzWv5xePYcTCXdN/Df/9+9vW+u/LH7Vx53Hn9t9Hze+J/x5qXtMfDfJ6iYf/H/0fJoQQQiSX//ujH+HCiy7E7XffjvzZs5DVNQtnn30WWrZogdffeCNR5E3ReDDj4cEHH7SpVU893QdTZk7FL274JRpc2MDoIlx48UWof2F9q3oN+NjAis8bmOtQF150Ufx5A3vtBr7X6yWOM6p2jLe/X/Up7hd/rHZOHmPuhe9PiO+KTMbfki7lW0y7XxZ/bkHtNwh+I8GFupsCTvG5W7zzkREI/2wKdw1nMLiN+7lIgN9M+Le5xXvN+3PX56M/KsNIht+E+F9z5+O9ua/99+a+FzWv53/O13gN9z743P+6EEIIURfhHAvqhz/8IRqmNETJwjl46pm+uOKqK22Hqd/dd59ta88ui3fddZedCP7TX/wUg4cPRuHcAtx+1+2Jczj95je/sQXY99//B3PM3bj00stwxx13ol69et/Yl7r0kkvtuS+77HJcf/0NuOWWW22TFRafn27/Hxjdeeedtm7jiiuusMP+OP37X//1X0+7vxDflVr7f0ttNxnsLlVzcc5HbuMnFaeLJPgjDf7IQ00TUfN87pN+Zyz8x7lHLtS/7Zp87XRRB/813XbXjtdNIK0ZxeA2Zwr8pskfJalpLtz7O10kxz8FXZEMIYQQdRn/YpwzLR5p9AhmzS5EXvEsdO7RBb/93W9x3Q3X4YZf3YD7/3g/evXvZSd8T8+bjjvvvRM/jC/sOUjPnYe1kGzKQrFDFZu1sI3t2WeffVoTwDoQpkSzhS1rI7kvm7ewQcy///u/f2P///3f/7V1mKz3/MMf/mBNECMsV111lUyG+Luotf+31HaTEauRDuQ3Cm6x/Mknn9ghdqzJcEPtWDDNR7eNXSZY8OU+1a+5SPfP4PDXLPi31UyR8hsV/8Leb3BOl7bFqIYb7sd7Y2ermud3hsZvsGqmdXEfZx64D4vO+Z454IfndcXs7jgXsXHXEUIIIeoiNAd+g/CDH/4Q1/7sp+jG4XfFeShZPB9zl8w3j/MwZ/FcTM+fjvSOGbj40ovxLz/wL+arm4yJEyfaDpS/+tWvbBv6hx9++LQGgGL6VXZ2tu1axQG5bJl7+eWX2+jEf/7nf35j///5n/+xUQw2YmFDFnagXL58ud0mkyH+Hmrt/y3fj8mYi/OyZqMeTUamZzK65a7GAbN/Fap3lzpdhMIt2rlo5qcI/KXATxEotpFll6mRI0fauRVuGz9h4ACcJUuW2IJu/8wIwuLs9evX2/PRkLhFeE0T4SIFzgjQBLhtfgPE4X4bNmyw4nk5aMdFMNjLm7+MKN4ru06xvWzNyIczEY6ahsWfbsVtNFp8vzwnxZ7d7ETlj2bULIQ706mZVufet/ua/DN9P4QQ4kzAbzD8puHf/+M/bJ3DzbffYrs33f/QH3DTb26y6VKn0pJ+UM1cOHH6NofasuMkU6TYZv7KK6/8VpNx00032RlcjHqwVT1TrXg8W9czjavm/v/93/9tZ3HQYHAgcPv27XH33XfbbaeLfAjxXam1/7d8Xybj3KxiYzLMcZkFuIomI2819sMzGfbSNUyG3VTjOTsvcTHNbhFuLoSbEeFmR7g5Fm6ydps2bWyokvMwaDS4UKe4OGfI86mnnrKfTLALRc3Ihr8Q2xkAf62Gq9GgYeCk7t69e9tz8pcJIwuuAI2v+WdZ0CSxy5Q7b83ULXd+f12KS7Xyp0Fx0KA7r5sCTpPzbQvtfwZqGlT/98EZydPV+UiSJEm1V6dblP+9YtrVj370I/zXf/2X/ZrRiG+rl6A4FZz3wX34yK95/OkMhv8aP/7xj+0j9+c2Xq+aaYqf+/v+Hkt1RzIZ/0CTwWF8HFbnBtZxcJ4zGTUnavM1fvJAU8GFPxfpTCvKyMiwC3Puz8KttWvXJmosnHnwL+7ZCrdmVIOPXKwyFYqRFJ6P1+N12UaW52Afbw7y8w/emzRpEj43JoPnZSqVfzHsZm7406j8EQm22qUp4XNGTHhemYxTuPfsnjvVTBn7vn9BSJIkSZIk/S2SyfgHmgxO8nYTs1u1amWfc4o3zQQX+NzGR27jop5FWXzkRG1XXM0CLL7OhX/37t1tVIDQTDizURP/zAs3TZswbYkhU2cyaHI4t8IZmnXr1tnQKu+J98r8TE4lde+vprHxX8+fksV78y+gGSFh/qhMxin8EYuaNTT/TN8HIYQQQpyZyGT8g00GTQPF3EhGKTgBnEVVU6dOtcVcjHbQbNBEuEgHJ2uzSJqL9oULF9pjWLexdOlSGz1w0Qq3uHeF2DW7Ovk7UDESwWNZ1M0uEjzn5MmT7eA+vs57fvHFF63xcPcxfvx4OwHc1WzU7FJF1ewu5d/mjAmNEQ2UTMYp/CbD/Rv5vxffNmdEkiRJkiSpLkgm4x9ck8FFNRfXLKBiqhOnZVNcvHPBX1hYaF93KVVUly5dsGDBAmsmhg4damsnWEfBRT+Lw11hNVOSaBJWrVqF2bNn2y4STHHifqzvYE0FC8sZkeCEbUYyWHTN6aM8H8UaEBaVM8LRr18/e7+ufqJDhw62OJ1mhOdjsTbb2vEa/JrXofg19+H1aJ5YMM6OWbx/LpQZIXHREZkMD///M36T4W8LLIMhSZIkSVJdlUzGP9BksJjbFXh369bNdodyxdOuWJstbbt27ZooAOdCnEN6uGiniWC6FF/jIp3pUlywu+PZeYoLfNcNgtdy9RuuyJypWYxMFBQU2JZ07GzF17iN+9I0sB2eu74zA/6CdXdfmzdvttfj1y7dypkoHkfxNRapM1rDtrWcGcJIhjufTMY3qVnE76+j+Wf9ngghhBCibiOT8Q80GTQLXFhz0c/oAVvEupQit5hktygaAKZTOYPA9Knnn3/epjixTzUX7y7CwQU7j2U0hPs4w+DkjIZ7dJ2sZsyYgUWLFtnCb17DiVGQnJycxL7+dCl/Byw+sn6D0QqmPnEfN9yHz52B8HfPWrZsma0Jkcn4Jv7/Zxz+FCn+v8GOX/x/SZIkSZIkqa6pbpiMmDMYXJhxm/uPJiNqTEYMXxuTsdFvMjI9k1E/oxBXZMz4yyajgzMZsxMmw87JyFsTNxm8Gq/PtBZnMqLefcTcAjnmMxnD48Xe3iKdqUmMWvinZVNchDO9iCbDRQa4SGfU4vjx4zZC8cgjj9jXuDhnpyZuf/rppxNGgMXaXMCzvoN1IOyp7YrInUFhDcby5ctsUbmLOFCMjBQXF9vr81gO6+H53HkZjXn88dbIzMzEjh3bjVnJtuaJYpTF/5y9u13HLBoQFnzzXpkm5iIef9lkfJvOLL4ttOgMBv+/YKSK30MaQUmSJEmSpLqkOmIyYgmdMhlc4IeNyYgYkxH1mYwpxmRMMiYj35iMYtTLKMDlGdn4ZdpQzHlvR8JkvOszGRdkleAcYzLO6mjEgXwd5qC+HcY33ZiMl+wwvoC9IhfCYauoMRuU3WqNB4t4o/bx2LEjxmQMM4v2x8yCnkagiY1CuGLuqkAIoTCPN4akrByvvPKKjVhw0e+iBkyhYrqU207DQuPBmoo333wzkWLlUpq4wM/Pz7e1HHPmzMFzzz2XSH3iwr+gYBaWLl1izU9qqrmnJl5LXZoWdpBitIFzONwxjRs3MUbmWXPMcrzzznu21e2RI4fxyScf4a233sDbb79ltr1moxubNr2OjRtfw9Sp0805m1g1bcruWY+hdF4pVr+0Bo2/cyQjhkTkKqEz22T46y/4yFoW/r/CGhs3zFGSJEmSJKkuqfaaDLcIi5oFZoTyghn2S7PojNgoRsjYjJAxGRGfycjG5cYcNMgsMuZhDuplzsJlWdPw8/RBmP3edmsyDhu9b0zGrR0n49L0PJyfNRc/7rgQ/6fjIvx/WfNwXtdFaNBxrjEZM9AtZ401JQFzL+FY0Fy/ytxO0Fw1hGD8+mHzLGoUoxWJBYxxOGAW80PwROuWSG3aCM1Sm6Bnzx7YsmULKqsCCDFVyp4POEqTsX4DnnyyTaJ9LBf/NCWsZ2Akw9VkMOWKk8EZlWBkwRVoc9G+cuVKfP311zh0+DB27tqFnJyZxpzwXI3QpHEKCgvysGL5UoweNcIYjEZINduaNknBa69uwPHycuz+cjeWL1+BFi1aGUPANKlUjBk1Hts//Ni8fhLHj5cbg1Rl7ukovty9E2+9vQlLly3CoiWLsWjRUixcsARTp8xE54490LRxC3PNZmia2gyzS0uw6uU1aGiu1ThhMnpi/YaN1mRFzD9oxPzDhqNME4rETVzI/GOfkrctekbFNrz/v11UjCYjbN9/OBzCnj1fYcaM6Rg27HkMHToYzz8/RJIkSZIkqU6plpqMeAqSWXhRzmRw9AKfhhMxjKBd4J8yGQHc3SsHl6fNRIOMOcZkzDUmowCXdZiGnxmTURw3GUeMth4qw+0dJ+Ky9rm4ILPEMxmdFuP/dl6I87osMNuKcUW7aehuTAb3D5lFYShaZXTSPK80Vw0aS+GZDNqNiDMZ8EzGyJGeyWjS+FFjBBoZg9DdFkIHgiFrMAKRKCrDURw4fBTLlr9oU5LcTA2aDRZzM5LhNxMsHmekgnURTGNyaUmMWtBg2Hx+RkfKy1Ayt8QYE0ZF2LWqMQpm5RqTsQRjR49Ec2N8WphtzZqmYP26taisOIljR49h7VrWTqSiUaPGSDEmY+zYSdj1yeeIhjk1nC1yQ/jkkw9ROr8IQ4c9hz59e+Kpfn3xVN+n0bt3f3Tt3Attn8hAahPzvlNSbTSkuGQ2Vr/yElJSG6Nx05S4yegVNxnm3zLK72vUyPyLcqFtDUXQ/C9wSmeyyaC54GMkErIqKzuKTZtelbmQJEmSJKlOq9aaDJiFpbfIDBh3ETFmg5/2xrwIgI1k0GBUGQWMyQh7JmNfAPf0zDXmIBcXptNgzEe9jGJcljXdmIyhKIqnSx01+sCYjDs7TsBVaTPQwBiKczqU4qyO83FO51Kcl1WMBul5+EnaFPTOXY2y+GI4HA0YVRgZs2Huj6LVCcfc4thTWdkRjBwx3JgMDuNLsQt9110qFDLH0GSEI6gy+urrfZiePcPWRLhJ22x9O2TIEDubgm1kXXE3oxulpaW2JS33ccXb3JdRD5vPb4zGcWMa5s6bZxf5TZo2tulas/JzsGzpYhvJaG4W+1Zm4b9u7UvGZFTgePlxmzLVqFGKjWQ0adoM4yZMxs5dXyBg7jkQDBrzdNSYl9no2CkTKcY48dw2DSq1mXne3EYvmhhzkmq+TjXnaNSoIQqLC7Dm5TVmH+6bYlO1GMnYEI9k2O+rjWSYRTa/j/BMhtOZajIQr+8JhQIJk1FZyZbEH6OgIB+DBz/3vf9ykCRJkiRJ+ltVe02GWWx6PZ3YOyoYr4OI2gV62KZK0WBUWKNBk2G7SxmTcW+PPFzZLg8Xpc8zBmMh6qeX4LLMHPys/TBjMj5KmIwPjcm4p8M4XJM2DRdn5OOCrCJrLs7PnGWOy8Hl5pjrMibj6bxVOB4FQhF2hOKn+UH76XMkErWRFd5qNF6X7hpglR0rNyZjLFo/3sYsqjmErhm6de1uTAZnXJjFNA2T2bEqUIX3t75vi8JZPM2UKNZPMErBgXkccJeRkZEY1Mc6jHnGPHD2hTMZNCCcpcFic0YyGCk5XlGJknnz8SgNgzEYVF5+LpYsXYKRI5kuZY5r7KVxvbphA4JVARwvK7cF2rw+i8abNW+BSdOm49Ov9qC8KoiQMQMfbv8IAwYMsqlUNBNMrWr9RBu0adcOaelp5rENWv2pBZo247lTbBSnuHAW1qxeaVOzmjamyWB6V3dbk2HTpey/qc9kxNOlqiucKK5n9CMaL9Gp28Ts/0dVVRXWYNBoHDiwz/wbrFGalCRJkiRJdV611mR48YpAXEHYSowaJiNqTAYfaTf2G5OxaW8Av+2Ra0xGjjEZc1E/Y77RHGMycvHT9OEofO9jfAWvJoPpUncZk3F1+6m4KDMf53cwJqNjMep3LsJFHfPRoM0k/DRtHPoak3HInDtgVrYnKk6YRTwXhWEbaLE+KBoPukTg1Y0YHTtajhHDJ+CxVm3ROKUFUhqlonOnbti69UPblvR4eRlOHC/DB1u3YOKEcTZ6QRPBmRZ8zlQpzrSgyaDh4GtuTkZJSYltecvtNBncPmDAADvYr7KqCkFzzLHjJ6zJaJra3BgMY1xSmiA3Px/LVqzA2PHjbDqWN/siBRvWr7cmo+zoMdsJoGHDR8z9NkKKMQQjx4/BB7s+Qbk554mqENa98pq5t6fRotnjaNW8NZo1aYFZswpRVFyI2aXFmJY7FT37dkfDxg+iSdNH0bxZY8ydXYy1L65CakPzHuLGpmePbti4YX3cNETj5vFUMX3UPg+dKq5PGIxTquvtbl26FA1GIFBpIxrvvfeOMZdT8cILQ+0P55Ahg2Q2JEmSJEmqk6rFJiNmk6I8nWoPG/GlS0Wt0QiY/5zJqMJ9PbJxdbvpuCSdbWjZJarAmIxs/DRjKAq27MAX5kxsSfuuMRm3dhmPSzOyrcH4cae5+D9GPzJG44Kus63RuLzdOHTOXooD5vIV5rpV0TBCjGRwOvO3mQzz/OiRcgw3JqP14xnGBLQ2xqEVmjZpjtatn0SHzCx079IFnTLT0b5Nazzxp5bGiDSyi36XLsX5Fx9//LGtyUhLS0u0nGUkY+HChTYKwAniLl2Kr7N2Y83al/DyulewzCzqhw4fhRRjMpo0b4WGTZoh15iBpS+uxKixY73oRnyA3rp1L9s0HdYCrF79Ilo053wNpjY1Qv+B/VG6dD5WrV+LD7btwNKlK82990azRi3QPKUlmjZMxfKly/HGm5uwectbWLZmCQaNGIiGzR41RuNh815SrMlYt3I1mluT0RAtzLZePboak7HOq0mIKxKL+ExENG40PANyZpqMaLWajM8+24UFC+aZ/29esOaC3cmYMsXn3/cvCUmSJEmSpL9WtdRk+GdhuC5T1Qu/owhZgxG1JdhhHDCL+9eNyfhdjynGZEw2JiPfdpiqn5mHy7Km4mcZg1C4ZTu+NOfeB87JKMMtnScYkzED53WYjR91mo//22Uhzuq6AGd1nI36HQpxZcY0dM5bja/MNQ+ZezhuVMFaDFsjAmsqaDKikVOjPPj8iDEZw4aNw5/+1B5NmrSyJiO1aUs046I/pTGaNGqIlqlN0KpZE6SahXfjlIaJdrQdO3a0dRessSgvL7c1Gf5hfOwideTIEfTt29fOteBrbigeTUj3Hr3Q1ejxNml4uFETNG3xmDUZM/MLsXj5ixg2ajQeadQIjzR8FKnm2PXrX7GfpJ88UW4X/uyG1aI5u0A1whNtH0OXHp3Qu19P9OvfF0WFRejXux9aNm6BVo2bo2XT5ujeuTOeeqon+j7TB92e6orWmU/g0WYpSDHvrUmzppg7Zw5eWbXGmAxjpKzJaGRMRhdzrZfjaVBe+9+EyUAN+UxFTdVlXEcpV5exZs0qTJo0wf5QPvfcAIwcOdxGMRTJkCRJkiSpLqr2moyYT24BT5MR9UyGF+EIWbG3kzUZ+4zJ6DkJV6dNwCUZOWiQNcuYjBxckTUZv0gfaLtLMV2Kcy8Yybit0wRc0X4G6mXOxtkdFuDHHRbiR1nzUM+YjXqZhbgqayaenLIK678qw1cRGg3gmLmRCqMgzU68u24obn5se13z/MhRYzKGj0Hr1u2McWhuaxhSOTeiRSuvIPqRR9CsiTEGXIinNLSF2TQYjFrk5eVh165ddp4GB9m5wm+K6VIcnsfX+NinT5/EazQZduJ2qjEkzVogxRiLhilN0Ywmo3FTzMybhaXGZIwaOw6Nm6aa1xujUeMUvLJ+HYLBKqNKfPDBe2jXrjVatjDHGZOR2tQYkdRHzOPDaNzwYax6cTlGPD8ULWhqUlLwePNmSG30qDUm7BzVMDUFjzY376+lub65n4bmvRYVFWPd6tXmmEY2ktE8NeVbTEY0bjKqT8iwsayE0Yj6VPdNBlOl+C537foEs2bl2TQpmgpGL/jcpU1JkiRJkiTVNdVuk+EGfcdrHZzJYADBS6CK2G5EAfNo06WMybiv50RjMsbjksyZxmQwmpGDKzMn4br2A1FiTMZeuDkZZbi741hc224KLk03ZiSjBOdlzMXZaUW4pMsCNEjPt5PCf/9sCQaUbML8dz/Ba7sP4bPKII6Yix835zgJryy9AhzWB8/ymBs/cuwYho8YaYu5aSCYDtXELMpbNGtmFu+ptuahiVmoNzdfP/ZYKzsLg1GIGTNm2DQpN/W5oqLCDuNzBd5u4ncwGLT7sAic27gPC8FtnUVTz2jwsXGTVLRo2crWZOTk5tlWuWPHTbBF3anGIDzaqKE1GVWBSoQjQezbvwfTpk9Gx47peKyVOdaYjGYpD6Lxw79Dk4YP4f333sKi+SXo3aMz0p78E9o8xmhGI2scmqY2QSNzzUdSjblo8Sc0MvpjSiryCwrx0upVdh9GbZqlNkbPHl2xYcM6m1vmTEbUZzIiPjEjLeKr3XAdvLxQUt3FmQxGkZYsWYRx48ZYc0Gp8FuSJEmSpLquWmoyTg3iY+tauotYND60LF4SHo1P4OYn4FVG+8MxvGZrMibiJ+3jJiMzHxdl5uKqzKm4od1glLy7A3uNQaBJ2H64DCm9J+DOLlPwqy45uLZjLi43x1zZYSYuSmO61VRcnjYJ17QbgxvSRuDWzJHoMHUFCjfvwuYDx/B5RcBGNtipqszoBGg4YjaB69iJMuTNykG//n3Qs2dX9DLq2aOLeexuTUF3I86K4ETtkSNHIduYC0YmWBRO82DnXZjHQCCAgQMH2u5TLAbn9ERO+7a1KWYfplNt3boVRUVFYB2HPXf37ujWvRvatm2LlJTGxlBwgndT5OblYc1LLyF/VgG69eiOrmafHr164p333kalWegGwgEEQgFjkA5j9pwiDB48AP16d0f/Hp3wVNcs9OvTA9s+fB8HDu3DG5s3YWbONAx+rj+e6m3O062TfW89e/VB5x5PIavrU+jW52l07fUUlq5YgU1vvIpeZr/uPbqZ99ETo0ePwjvvvO0ZjKgzGtFEupQzF05elMibrO45zlCtNRmnS+vyR11OfR2zBoNRjPHjx1YzFYxguNoM1WRIkiRJklQXVWtNhreYdAPZqqxiNjEqEi/89haknJtRZXbfH4zhlS8q8dtuE/HzLGMQMvNQv30+Lu1QZAxEvjEZwzH77Y+wm2lPZn26+2QFRs1bjX4FK9FhxnL8cVAufpE+GD9NG4hr2w/GzzuNwU8yx+DKtFG4uv04XN2OmoBfmOdtxy/AnHd3YpdZAbMl7iF4A/7Kwaa7vKeInQoeCVcas2BsR6QKoVAFgqFKbzYE9wsbExGO+qIy3+G7EjcXbqEatbNDotVeY0eqQ4cOoqiwAI1tx6pHbPRkVn4evvji83jvV6/omG1jw2aRb+dU2ChMNC7OrzDnDpvFfMi8o2CVPT+jNRVW5ntu560HvZS1sHmv5rrRcMRGmyrNPxnTyZgMFLFWMGiuEUAw6k069zr/xofRRUJW9rntGvZNk5HYPxHncFtrH+7fxT0yIkU5nIHkOzp69LAxiAW2yJtmYtCggfaRBoNF33xUypQkSZIkSXVRtdhkhL1BfDGzrI2dtHJLW28EnrcwDkZjqDRrtsPhGN4+UIU/9KARmICr0mfYad6XtcvBpa2N8Wg7EsNXbMHqT4/gza+PYUd5EO8fLcebR8qx/lA5Vu89guW792P5l/tQsnM/pm7ZjwEv7UR60Rt4aPhiXJs5CT9pPwnXtB2Lm7NG4IGew9Fm2FQUv/EBPiirxH7eQySKY2ahHeAinYP6IgHEot5QOZqNCA1HfEHPfSojnPwd+04mwxkKZzBYAM7IBiMXLAhnIXjPnj3Rk1GKLp3Qru2TaNa0iZ1Pwbaxq1Ytx7Gjh8z9eNEDFh3TYATNOU8ag1AeDJrvo3dfVXFxUF7UvKdQMIqygFkURz0zdcDc8/6wV5ty0hiRcCQc3y+CysqQrVEJ0GyYBXUlIyTGZPH7ETTnpCpCYTuIMBKvs7BGw84e4QyRiLUP1SIZcCYj8o2ttQ2/yaChoMFw/2bOYPDx8OFDeP3112yxtzMTrtCb6VIaxidJkiRJUl1WLTYZLMIIGVXFTUaFbVkbNiYjFDcY3qfvQIXZ9YBZBL+zrwIP9RiNXzz5PK5NG49rM6bh2vRpuLrteFzTbiz+MKAArceWosOkUnSdMg/dpy1At2lLMGTBm5i8bifyXv8Kiz48gpWfB7FidxQvfh3Akt3HULB9DyZs2oHBK3agy6yNSB1SiHs7j8DdmYPx5PMz0WNiMV58bxe+OB5AmVlEVnIxbU0BF5UhK9YRcBZEVSiIKrPIdAt5mqS/1mSQBQsW2DoO1mqwZsMWfTdtiiaNU+ygvaacyN24IVKbpqBThwxs3fI2ggFj1Hg/kaBd0IeYkmWuX2Hu5wRlTs3p5geMQ6BpKzNu4YR5zu/vfqP1uw7gnaMn8am5h+3HK7F++2c4bAxDhTEcHFYYpmkKRazBqKLJ4PeCk6wjNDARlBlv8M5Hn2L3oaPmde/f0JqucNB+j84Uk+GiTc5QUKyjcbU0FIv78/NzraGgwXCP/KHko0uVUm2GJEmSJEl1UbXTZMRivirvsDUasViVTbsJMZYR8wqsXXcnLmqPBmP4+GgVek4tRathhWg+ciFajl2BVmNeRAuj1LEvouHwBWg2Yi4eH1mMFoNy0KjfdKT0zUWb4UvRfuRKtHt+MXpNWIUBM1/GC3M2YvyyVzFp9QZMW/8GFn/0JeZv3YeSd/di+vrtGLrgVXSd9iLavlCM+9o9i+6jZqFk7VvY9tV+VMT4Kb53b1w024VzvHC5KhwyJiNs60iYfsQxg9/FZNTM8V+0aJGNYNBYUG5mBqd5N23KQvFGdhheVmYaigtycXDvbkQ4SDBcZY0G74nfQxqIcqN9JwN4c+eXmLXyFeStfA2rt+zER4eOW8Oxz5iN174ux9PFr+C5Ra9jymvbMWH1ZvSaPAdrP9iJvcZweFEQ2NS1wxUhLF67Abv2HcAJ8+9IA1NuXj9oPOPY/FIsfWUTvj5abo1GwEZCvMneniEL2+/FN+1E3TEZfkPIR6awUYxq8GvW3mzcuDExC4NG4nTdpGQyJEmSJEmqq6qlJgPx/qVxF2GLg0N2lkIoHr0IxdvFuk+LuWA9ah5f3vEFFmz9AqUf7jU6gHlbD2DhtsNYsOMYSrbsR+m7e7DgnS8wd9NHyH95K3LWbseUFR9iSMF69Bw7D0+NKcFTo/LRe0weuoyYjvQhE9FxRDbGzH8Z2UtfQ+6Lb6N44weY+/anKHpjDyYt/wBPTZ6HrEFT0W3INIzPW4BNW7bhYHkVKsziPGjuP8RUIn5yH/UmlodiTKmiovb9/LUmg+9306ZNGD16tE2RYlE406b42KdPbzw3aCAGDRpgFqgDUTq3GHu/+gzBynKEAicQDlXaxTrvozIcRblxaofM4v+tz/bi2alz0LjrYKQNzUavSXOx+O2PbOve98qq0L/kddzbJwe/7pKNO3rn4/d989Ck/zQMmvUiNu8+hHc+34Mtn+/GYfNv8smxSjzRexCWvbXVGJSY3XbAfC+2HzmJx3sNwqjcUmzbbQyIuX5lMOjNighWegYoFo4bilMdpk7VZNR+k+GgofCnR/m3b9myBbm5uYn0KGc0/IaCKVSakyFJkiRJUl1VLTcZTl6nKbtABxImwzaeChnzEQyYhXwIlWbRXmb22W9OwHkYu80+XCRzYvdRpgJFGPEw+wQjNpJwwux7yJx7TxDYa9atXAzvD8RsytPuk5V4f98BbPjkcyx75yPMWbsZsxZvRPeBU9CqyzBkDs7F8KL1yFv9Ad7dewSv7TyA0blL8FiH/kjv8Rw2vr0dXx08gRNBLyWpMsQFdcgWfrMjVjAasuLzWGJZ/We+Jb5PyF2e/86dO/H666/jtddew0tr12Lz5s3YZL7eu3+v7QL12ec7rTkLVh1HyMgrRA/ZLk2MYhytDOGYWeizS9aSzR/ggfRn0HnifExa+wnajy3FsHlr8ObBo1jw8df4VdZY3NyzAL/uMxfXdSvEvc+UYuDi7eibvxaLtnyNp6fPQ98pBXjncDle21+GTmOLMGPth9i0pxwfHjmON748iOJXd6Bl72EoNt/LfVXAiSjsffB+TpQdMfd5Ml6LE/XNe69bJsMZQWcyakY2GMVgFGrIkMGJNCl/apS/LuP7/uUgSZIkSZL0t6r2mgz/R9kRbxhb+DQmI8aFnM3nD+Bk8IQxGmEcMwezQPkY51nEU3hC8TkbUTuTIWhUac4RtNGEivh+VIXZ6dDJMrP4rsSxaBBHImEcDkdwOBjGkZMh7D1ShT1lldhxoByr3/sSecs2YVh2KV7/6EvsPhHEls/3o3DRy2jRthOWrd1kjEY5KsMuvSs+wZqpSuEqq2gsFO+T9d1Mhr+zFFNw2ObW5fuXnziOygALrVn7EUBVsMKaDE9B2+GqyizkK40pqzLf05M0GjRl5tILjMm4qWUv/PqJgeiSsx4z39mP7nkrcWfWUDz8zExc1WYUru2Qi9+NWI87B6/BDcZotBy7Bi2HlWLSyx/j6aKXkdJ/Mh7qOwWd89ah+fBS3Nt1AlKfnYknh+bhkW4j0G3SQvSdvghrtn1phyfSZFSF40P2WLdi/g2NY/TmZyCaaGdb3WT4u0vVTpPh7wDmvq6qqrL/Zm+99Rays7OtyeAPoCv4dqlSrsvU9/2LQZIkSZIk6e9R7TQZiA/ji8SH8ZlFJxfj7CoVhJf7H4m/blbqts1qNFxhFtHl1jhUmD1tmTjTkeKdj7yZGzHbWSli9g0Eyq3ZYOH1SbOurQh5bVcj5uugOSbECIA5z0ljCI5xMB7Ti8wOwRC7QkVxzFx3/4kAvjxchvc//wpfn6hAmbnXg1VhfLzvGN7a/pExGy9i9aubsfOrAyg329lJKmJnfoS91rZGNADfZcHsX7S63P6axcVh283JGAxzz0G+d3aQigTjRsYr+A7HC74rzCXLmcZkvoeFL7+Bpn1G4Y99JmHyps8weOVneHb5TnTMXY8Ww0rQ9IW5+O3A+fhZ1wJc03U2buy3GLc/uxi39ZyF9Bkb0Wz4fLSdsgqpo5fimvbj8PPOM3DPoCX4ZcdpeGDAHLQeuxQP9J6E33YagTYv5GHRO59iT8C7PqM8gSC/F+YfwZgu0GjEwgnjFUXda2FL8+eiF/7o08GDB1FYWIhhw4YZYzEkEcHw12NoNoYkSZIkSWeCarfJcMaARcF2yc+Ff9QzA85khD2TEQudNF8baxFju9SgbXTLFq3RUMDWdIDmIcBP8/mJstnHGI2wWdSGjWEImpcDHAnBGW9hbwAg26qGzcI3YB7ZfanCtiP1XmM71gCjIOZu2O+qPBy0Bc6cAH7cXOeY2Y/Pt+z8FNuMAdl77DhOhiJmcU+DELFdlGL8xD4a119pMpypcAtY1yqVUZJA1Guhy+5WNEsR2xo2eEp2LgYS0Zute4/guZwF+F3GQLQaWogRq3eg5ZgVaDN1HdpNXIEmA3Lw+54TcEfPbFzfaTp+kj4Fv+g0E7/pnovr2o3CIwMK8fT8V/FU6etoNGyhnSdyZftJ1mTc1rcY9/abhQf6zsDdHYfjtjZPo+v4uXh5x24cDHvfK9aFhIxhs5EM1mTQaMT80zFcYMtvMmpnqhTxt671/xsx0rR06VKMGTPGGIyhVvwBZD1GTYPhTIdqMiRJkiRJqquq3SYjsbA2C2jbV8oskNm+1k6Ajg99tl2ojDsIB2xKUCzmRQeYWmM7FYWD8Tz/mE0tCtF0wCskD4WC3iRxnsKsWzl7LkojEfFMBhfl3rA6zrPwUmBsvUDMi6mEjM2g7Qm6CAs4jM9TIC6magXcYLqEQQjbaIbXovevj2T4Zy74oxkupSwcj2KwToXpYbY1bMTr4hS2XaWAk+aSJ83jxm2fo9/EQqT2HIa+OSsw6eWtaPjMDPQuXIdhCzehX/Yi9J8xHz1nLEWfWavRI281us1che4zVqJ39hL0MdvX7zmM+Vt349k5G9Fx+kp0m/Uynlv8DgYv3oxn5qwz+yzGU1PnYVDOfCx49X3sOlxuTZjtSBX2Jn3bqd/m+23NV8yfJIVqRgO+2EbtxLvTcDhk/52ZGhcIVGHPnq8wduxYYx6ej5uMU61q+YNIMyGTIUmSJEnSmaJaazKq4y0sYzUWnZb4wj/uOFB9EXq6RelptsVOpz9zzfin6qdU/TP2morWOPU37yMZxJfhXKzH06O8WoxwfFskXnTupYWdjHjRjC2ff42RuXOR9vRwjC5ZjpXbPsKQohV4cccX2Ha0Ah8fPG5nZxw0+x+OedpnfNHXVfGZGuY5h/TtqQhh19EAvjgRtoX2HE540Dwe4bGhKPZXhL1J4TFv4B9rVKpPO6/571c3iTnDFDd3nAFy8OB+LF26GGPGjLI/dEqJkiRJkiTpTFcdMRniL+NMS/g0cpMm4nuwviQ+DJAdt9a8tQX9Rk5E84698FCbDshd9Sq2HS7DIba4ZRve+KTuQPyRCV7OKATixfisU6lgq974aywsr4jE4tPPvWtaS+aLxti7rhGhcdvrKl7NTNCLorFNcaASH364FQMGPINnn33a/tD5B+9JkiRJkiSdiZLJOGPwR25qxlJOJRvZpl0cwhfyajeYNnWkKoA9x8rwycHD2HnwED4tq8Q+83o5zUg0ZmeQBK1x8B5pW1jzUREMeYMR+XXcgITjz6vCkcRx4Vi8VS2+aSbORJPhj2J8+eXnWLJkkTUW1HPPDUikRH3fP/ySJEmSJEn/KMlknGHEfKlc35akZT9tpwEIR213rWC8zS8LscuMOSiPxOwMEVtbEo1awxCJnWrDa5t60WRUBRNfh+02cy6zbyDiDR60r8UVjp5+6OCZaDKCwSprMsrKjmLDhldsmhTb0vrnYrDg+/v+4ZckSZIkSfpHSSbjDMObLRGtlpZ0StF44XrUFiXb+Q2BKgRCQVss7qIVVXaCesRGK0K2S1V8qBxOVUyw1S+7QtFAxHzbwvHp5on9E7NBTm8ezkSTwQgGTcbWrVuQkzOjmqlwJkOzMCRJkiRJOpMlk3GGkEiWSnSYip1a4MfcjBBOJIzEZ4UEETWqqjyJYKDSbA57Xa/is0WC8U5UnOsRcaYhFvuGeUm0aU2Yieipe3Fdr6J/uZD7TDIZNBjHjh2xaVJuereb4E1zoaJvSZIkSZLOdMlknCGcMhmwNRCReJvfhCmIxkekW6PhzaUIV500TwO2jS4NR9iYjRhneHBmRdQzHNZARKLVZnJY0xBvMRwKBqvNg/Besy/a7RxMx5kRqOPm4bvC71lVVQW2bHkX+fm51lDQaAwf/oL9gWNNBh/d15IkSZIkSWeiZDLOEPzVF9XLveN1EK4tL2dQRL25IgnZwYDGWISqEAlU2FkVNtJh53l4c0OsSaFPiXimA/FhidFwJPGa2zfubk65Hqd/AlxNhjMYjFyws5R/Boa6S0mSJEmSdKZLJuMMwW8oqk0KicWDCG6WiN9kMIJhjUWleeQgvLB9Hgv7IhmssQiFEkYiwiJwayyinvmInTIhLmLCYyLhsN0HLlXrL0QyzpR0qaqqKrz++muYPHmiNRKMWNBUDBz4bOK5G7z3ff/wS5IkSZIk/aMkk3GGUXOmYLXhgs5kxNy08bBNj4rSVNA4MEpBc2BNQzRRLO5qNbz0qYiV/ToaTWz3i1PGE/v49Gfvuw6YDHd/TAmzKWBAYuo64UT5L7/80hZ7jxgxzP6AuendLPzWJG9JkiRJkv5ZJJNxpuNCGf6J6PGJ1AlF45EInxKlFd+Ybv63q67jDIarNSGuHoWvHTlyBOvWrUsYDEmSJEmSpH9WyWScadQMZdQ0GHBtbJ3JcJ2hvLKJiE9RmYxq+E2GMxfukWlS27Ztw/Tp01VvIUmSJEnSP71kMs40vs1kxFyVhjMOp5b/ESpuKpgE5FSzePzvVV0nmkghO5Uy5UzG7t27sWDBAvNDJYMhSZIkSZIkk3GmcVqTEfuGyYjWMBmu7a1MxrfjNxju8eTJkzZ1atOmTRg0aBBGjx79vf9QS5IkSZIkfd+SyTjT+NZV/qm+U4ni7ISidnI306a+mS4lk+HHpUj5oxmff/45Fi5caH6gno/r+//BliRJkiRJ+j71/wMAAP//YiiuPgAAAAZJREFUAwCrqOPruehibQAAAABJRU5ErkJggg==" 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. 40 – 62, 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;z-index:107;"><span class="stl_47 stl_08 stl_259" style="word-spacing:0.1937em;">Creswell, J. </span><span class="stl_47 stl_08 stl_303">W</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.1865em;">. y </span><span class="stl_47 stl_08 stl_09">C</span><span class="stl_47 stl_08 stl_178" style="word-spacing:0.191em;">reswell, J. D. (2005).  </span></div> <div class="stl_01" style="left:26.1938em;top:10.6711em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0936em;">174. </span><a href="https://doi.org/10.34810/EducacioSocialn76id351119 " target="_blank"><span class="stl_294 stl_295 stl_304">https://doi.org/10.34810/E  </span></a></div> <div class="stl_01" style="left:26.1938em;top:12.3633em;"><a href="https://doi.org/10.34810/EducacioSocialn76id351119 " target="_blank"><span class="stl_294 stl_295 stl_20">ducacioSocialn76id351119  </span></a></div> <div class="stl_01" style="left:8.0554em;top:12.0554em;"><span class="stl_47 stl_08 stl_90" style="word-spacing:0.0447em;">Mixed methods research: Developments,  </span></div> <div class="stl_01" style="left:8.0554em;top:13.4399em;"><span class="stl_47 stl_08 stl_64" style="word-spacing:0.1584em;">debates, and dilemmas. En R.A. Swan-  </span></div> <div class="stl_01" style="left:8.0554em;top:14.8242em;"><span class="stl_47 stl_08 stl_185" style="word-spacing:0.2668em;">son y E.F. Holton (Eds.), Research in  </span></div> <div class="stl_01" style="left:8.0554em;top:16.2086em;"><span class="stl_47 stl_08 stl_42" style="word-spacing:0.0885em;">organizations: Foundations and methods  </span></div> <div class="stl_01" style="left:8.0554em;top:17.593em;"><span class="stl_47 stl_08 stl_115" style="word-spacing:0.3276em;">of inquiry, pp. 315-326. San Francis-  </span></div> <div class="stl_01" style="left:8.0554em;top:18.9774em;"><span class="stl_47 stl_08 stl_23" style="word-spacing:0.1209em;">co: Berrett-Koehler Publishers. </span><a href="https://tinyurl.com/ymetogmh " target="_blank"><span class="stl_294 stl_295 stl_305">https:  </span></a></div> <div class="stl_01" style="left:8.0554em;top:20.6696em;"><a href="https://tinyurl.com/ymetogmh " target="_blank"><span class="stl_294 stl_295 stl_198">//tinyurl.com/ymetogmh  </span></a></div> <div class="stl_01" style="left:25.2183em;top:14.2601em;z-index:1319;"><span class="stl_47 stl_08 stl_113" style="word-spacing:-0.0498em;">Fofonca, E. (2010). A Pr</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_103" style="word-spacing:-0.0644em;">´tica Comunicacio-  </span></div> <div class="stl_01" style="left:26.1938em;top:15.6444em;z-index:1370;"><span class="stl_47 stl_08 stl_190" style="word-spacing:0.1334em;">nal dos Blogs: Poss</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_70" style="word-spacing:0.1273em;">ıveis Contribui</span><span class="stl_47 stl_08 stl_241">c</span><span class="stl_47 stl_08 stl_306">¸</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.2085em;">˜ es  </span></div> <div class="stl_01" style="left:26.1938em;top:17.0289em;z-index:1398;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.035em;">para a Educa</span><span class="stl_47 stl_08 stl_241">c</span><span class="stl_47 stl_08 stl_306">¸</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0626em;">˜ o Contempor</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_230" style="word-spacing:0.0211em;">ˆnea. Punto  </span></div> <div class="stl_01" style="left:26.1938em;top:18.4232em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0909em;">Cero, 15(20), 19-25. </span><a href="https://www.redalyc.org/articulo.oa?id=421839647003" target="_blank"><span class="stl_294 stl_295 stl_307">https://www.re  </span></a></div> <div class="stl_01" style="left:26.1938em;top:20.1155em;"><a href="https://www.redalyc.org/articulo.oa?id=421839647003" target="_blank"><span class="stl_294 stl_295 stl_296">dalyc.org/articulo.oa?id=42183  </span></a></div> <div class="stl_01" style="left:26.1938em;top:21.4998em;"><a href="https://www.redalyc.org/articulo.oa?id=421839647003" target="_blank"><span class="stl_294 stl_295 stl_20">9647003  </span></a></div> <div class="stl_01" style="left:7.0799em;top:22.5664em;z-index:374;"><span class="stl_47 stl_08 stl_09">Dami</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_38" style="word-spacing:0.0947em;">´n, D. L., D</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_38" style="word-spacing:0.095em;">´vila, G. </span><span class="stl_47 stl_08 stl_308">P</span><span class="stl_47 stl_08 stl_09">.</span><span class="stl_47 stl_08 stl_62" style="word-spacing:0.1168em;">, Castillo, M.  </span></div> <div class="stl_01" style="left:8.0554em;top:23.9608em;z-index:388;"><span class="stl_47 stl_08 stl_308">P</span><span class="stl_47 stl_08 stl_09">.</span><span class="stl_47 stl_08 stl_178" style="word-spacing:0.2353em;">, & Cazar, S. S. (2020). Impacto de  </span></div> <div class="stl_01" style="left:8.0554em;top:25.3451em;"><span class="stl_47 stl_08 stl_60" style="word-spacing:0.1276em;">la brecha digital en los procesos de en-  </span></div> <div class="stl_01" style="left:8.0554em;top:26.7195em;z-index:453;"><span class="stl_47 stl_08 stl_09">se</span><span class="stl_47 stl_08 stl_17">n</span><span class="stl_47 stl_08 stl_141" style="word-spacing:0.1769em;">˜anza y aprendizaje en la escuela de  </span></div> <div class="stl_01" style="left:8.0554em;top:28.1039em;z-index:496;"><span class="stl_47 stl_08 stl_106">Administraci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_150" style="word-spacing:-0.0608em;">´n de Empresas de la Escue-  </span></div> <div class="stl_01" style="left:8.0554em;top:29.4884em;z-index:534;"><span class="stl_47 stl_08 stl_32" style="word-spacing:0.1632em;">la Superior Polit</span><span class="stl_47 stl_08 stl_65">e</span><span class="stl_47 stl_08 stl_18" style="word-spacing:0.1556em;">´cnica de Chimborazo.  </span></div> <div class="stl_01" style="left:8.0554em;top:30.8827em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.164em;">Ciencia digital, 4(1), 304-320. </span><a href="https://doi.org/10.33262/cienciadigital.v4i1.1103" target="_blank"><span class="stl_294 stl_295 stl_309">https:  </span></a></div> <div class="stl_01" style="left:8.0554em;top:32.5749em;"><a href="https://doi.org/10.33262/cienciadigital.v4i1.1103" target="_blank"><span class="stl_294 stl_295 stl_296">//doi.org/10.33262/cienciadigi  </span></a></div> <div class="stl_01" style="left:8.0554em;top:33.9593em;"><a href="https://doi.org/10.33262/cienciadigital.v4i1.1103" target="_blank"><span class="stl_294 stl_295 stl_09">tal.v4i1.1103  </span></a></div> <div class="stl_01" style="left:25.2183em;top:23.4066em;z-index:1485;"><span class="stl_47 stl_08 stl_09" style="word-spacing:-0.043em;">Freire, </span><span class="stl_47 stl_08 stl_308">P</span><span class="stl_47 stl_08 stl_09" style="word-spacing:-0.042em;">. </span><span class="stl_47 stl_08 stl_09">(</span><span class="stl_47 stl_08 stl_74" style="word-spacing:-0.0413em;">1997). A la sombra de este Arbol,  </span></div> <div class="stl_01" style="left:26.1938em;top:24.7909em;"><span class="stl_47 stl_08 stl_74" style="word-spacing:-0.043em;">Apertura. El Roure. </span><a href="https://tinyurl.com/ym3hxjwj" target="_blank"><span class="stl_294 stl_295 stl_20">https://tinyurl.  </span></a></div> <div class="stl_01" style="left:26.1938em;top:26.4832em;"><a href="https://tinyurl.com/ym3hxjwj" target="_blank"><span class="stl_294 stl_295 stl_153">com/ym3hxjwj  </span></a></div> <div class="stl_01" style="left:25.2183em;top:28.38em;z-index:1596;"><span class="stl_47 stl_08 stl_190" style="word-spacing:0.0803em;">Fuster Guillen, D. E. (2019). Investigaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_19">´n  </span></div> <div class="stl_01" style="left:26.1938em;top:29.7644em;z-index:1627;"><span class="stl_47 stl_08 stl_115" style="word-spacing:0.0321em;">cualitativa: M</span><span class="stl_47 stl_08 stl_65">e</span><span class="stl_47 stl_08 stl_55" style="word-spacing:0.0248em;">´todo fenomenol</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_129" style="word-spacing:0.017em;">´gico her-  </span></div> <div class="stl_01" style="left:26.1938em;top:31.1488em;z-index:1652;"><span class="stl_47 stl_08 stl_09">men</span><span class="stl_47 stl_08 stl_65">e</span><span class="stl_47 stl_08 stl_186" style="word-spacing:0.1658em;">´utico. Prop</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_100" style="word-spacing:0.171em;">´sitos y Representacio-  </span></div> <div class="stl_01" style="left:26.1938em;top:32.5431em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.1039em;">nes, 7(1), 201-229. </span><a href="http://dx.doi.org/10.20511/pyr2019.v7n1.267" target="_blank"><span class="stl_294 stl_295 stl_310">http://dx.doi.o  </span></a></div> <div class="stl_01" style="left:26.1938em;top:34.2354em;"><a href="http://dx.doi.org/10.20511/pyr2019.v7n1.267" target="_blank"><span class="stl_294 stl_295 stl_20">rg/10.20511/pyr2019.v7n1.267  </span></a></div> <div class="stl_01" style="left:7.0799em;top:35.866em;"><span class="stl_47 stl_08 stl_97" style="word-spacing:0.0143em;">Domingo Segovia, J. (2003). Dimensiones-  </span></div> <div class="stl_01" style="left:8.0554em;top:37.2504em;"><span class="stl_47 stl_08 stl_207" style="word-spacing:0.1944em;">clave para el desarrollo profesional del  </span></div> <div class="stl_01" style="left:8.0554em;top:38.6349em;"><span class="stl_47 stl_08 stl_80" style="word-spacing:-0.0155em;">educador social. Revista de ciencias de la  </span></div> <div class="stl_01" style="left:8.0554em;top:40.0093em;z-index:745;"><span class="stl_47 stl_08 stl_20">educaci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_119" style="word-spacing:-0.016em;">´n: Organo del Instituto Calasanz  </span></div> <div class="stl_01" style="left:8.0554em;top:41.3936em;z-index:796;"><span class="stl_47 stl_08 stl_20" style="word-spacing:0.131em;">de Ciencias de la Educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_151" style="word-spacing:0.1101em;">´n, 196, 503-  </span></div> <div class="stl_01" style="left:8.0554em;top:42.7879em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0936em;">524. </span><a href="https://tinyurl.com/yttktlc4" target="_blank"><span class="stl_294 stl_295 stl_304">https://tinyurl.com/yttktl  </span></a></div> <div class="stl_01" style="left:8.0554em;top:44.4802em;"><a href="https://tinyurl.com/yttktlc4" target="_blank"><span class="stl_294 stl_295 stl_09">c4  </span></a></div> <div class="stl_01" style="left:25.2183em;top:36.1321em;z-index:1738;"><span class="stl_47 stl_08 stl_20">Juli</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_60" style="word-spacing:-0.0861em;">` i Bosch, A. (1995). El Educador Social:  </span></div> <div class="stl_01" style="left:26.1938em;top:37.5265em;"><span class="stl_47 stl_08 stl_72" style="word-spacing:-0.0367em;">una figura profesional surgida de diversas  </span></div> <div class="stl_01" style="left:26.1938em;top:38.9009em;z-index:1811;"><span class="stl_47 stl_08 stl_09">pr</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_79" style="word-spacing:0.0444em;">´cticas e identidades profesionales. En  </span></div> <div class="stl_01" style="left:26.1938em;top:40.2953em;"><span class="stl_47 stl_08 stl_67" style="word-spacing:-0.0924em;">FEAPES: Actas del I Congreso Estatal del  </span></div> <div class="stl_01" style="left:26.1938em;top:41.6796em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.057em;">Educador Social: presente y futuro en la  </span></div> <div class="stl_01" style="left:26.1938em;top:43.054em;z-index:1922;"><span class="stl_47 stl_08 stl_09">Educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_146" style="word-spacing:0.1244em;">´n Social. Barcelona: FEAPES-  </span></div> <div class="stl_01" style="left:26.1938em;top:44.4384em;z-index:1953;"><span class="stl_47 stl_08 stl_09">Bibl</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_123" style="word-spacing:0.0381em;">´ria, 31-47. </span><a href="https://www.eduso.net/res/pdf/12/tj_murcia%20res_12.pdf " target="_blank"><span class="stl_294 stl_295 stl_311">https://www.eduso.  </span></a></div> <div class="stl_01" style="left:26.1938em;top:46.1406em;"><a href="https://www.eduso.net/res/pdf/12/tj_murcia%20res_12.pdf " target="_blank"><span class="stl_294 stl_295 stl_296">net/res/pdf/12/tj_murcia%20res  </span></a></div> <div class="stl_01" style="left:26.1938em;top:47.525em;"><a href="https://www.eduso.net/res/pdf/12/tj_murcia%20res_12.pdf " target="_blank"><span class="stl_294 stl_295 stl_20">_12.pdf  </span></a></div> <div class="stl_01" style="left:7.0799em;top:46.377em;z-index:870;"><span class="stl_47 stl_08 stl_72" style="word-spacing:0.1415em;">Eslava-Suanes, M. D., Gonz</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_124">´lez-L</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_162" style="word-spacing:0.1026em;">´pez, I.  </span></div> <div class="stl_01" style="left:8.0554em;top:47.7614em;z-index:884;"><span class="stl_47 stl_08 stl_68" style="word-spacing:0.0861em;">y De-Le</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_218" style="word-spacing:0.0759em;">´n-Huertas, C. (2018). La iden-  </span></div> <div class="stl_01" style="left:8.0554em;top:49.1557em;"><span class="stl_47 stl_08 stl_70" style="word-spacing:0.2057em;">tidad profesional del educador social a  </span></div> <div class="stl_01" style="left:8.0554em;top:50.5302em;z-index:950;"><span class="stl_47 stl_08 stl_251">trav</span><span class="stl_47 stl_08 stl_65">e</span><span class="stl_47 stl_08 stl_122" style="word-spacing:0.2523em;">´s de su perfil competencial. Edu-  </span></div> <div class="stl_01" style="left:8.0554em;top:51.9245em;"><span class="stl_47 stl_08 stl_90" style="word-spacing:0.083em;">cation in the Knowledge Society (EKS),  </span></div> <div class="stl_01" style="left:8.0554em;top:53.3089em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:-0.0651em;">19(1), 53-76. </span><a href="http://hdl.handle.net/10366/143322" target="_blank"><span class="stl_294 stl_295 stl_09">http://hdl.handle.net  </span></a></div> <div class="stl_01" style="left:8.0554em;top:55.0011em;"><a href="http://hdl.handle.net/10366/143322" target="_blank"><span class="stl_294 stl_295 stl_09">/10366/143322  </span></a></div> <div class="stl_01" style="left:25.2183em;top:49.4318em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:-0.0454em;">Kaplan, A. M. y Haenlein, M. (2010). Users  </span></div> <div class="stl_01" style="left:26.1938em;top:50.8162em;"><span class="stl_47 stl_08 stl_113" style="word-spacing:0.1403em;">of the world, unite! The challenges and  </span></div> <div class="stl_01" style="left:26.1938em;top:52.2005em;"><span class="stl_47 stl_08 stl_157" style="word-spacing:0.0976em;">opportunities of Social Media. Business  </span></div> <div class="stl_01" style="left:26.1938em;top:53.5849em;"><span class="stl_47 stl_08 stl_93" style="word-spacing:0.0653em;">Horizons, 53(1), 59-68. </span><a href="https://doi.org/10.1016/j.bushor.2009.09.003" target="_blank"><span class="stl_294 stl_295 stl_204">https://doi.  </span></a></div> <div class="stl_01" style="left:26.1938em;top:55.2772em;"><a href="https://doi.org/10.1016/j.bushor.2009.09.003" target="_blank"><span class="stl_294 stl_295 stl_296">org/10.1016/j.bushor.2009.09.0  </span></a></div> <div class="stl_01" style="left:26.1938em;top:56.6615em;"><a href="https://doi.org/10.1016/j.bushor.2009.09.003" target="_blank"><span class="stl_294 stl_295 stl_09">03  </span></a></div> <div class="stl_01" style="left:7.0799em;top:56.8979em;z-index:1068;"><span class="stl_47 stl_08 stl_229" style="word-spacing:-0.0715em;">Fajardo Mart</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_09" style="word-spacing:-0.084em;">ınez, S. (2020). La calidad de la  </span></div> <div class="stl_01" style="left:8.0554em;top:58.2823em;z-index:1104;"><span class="stl_47 stl_08 stl_41">formaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_136" style="word-spacing:-0.0964em;">´n en las organizaciones del tercer  </span></div> <div class="stl_01" style="left:8.0554em;top:59.6667em;z-index:1155;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0015em;">sector social. Situaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_177" style="word-spacing:-0.0112em;">´n actual y propues-  </span></div> <div class="stl_01" style="left:8.0554em;top:61.051em;z-index:1192;"><span class="stl_47 stl_08 stl_20" style="word-spacing:0.206em;">tas de mejora. Educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_200" style="word-spacing:0.2569em;">´ Social. Revis-  </span></div> <div class="stl_01" style="left:8.0554em;top:62.4354em;z-index:1221;"><span class="stl_47 stl_08 stl_97" style="word-spacing:-0.0137em;">ta d’intervenci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_67" style="word-spacing:0.0148em;">´ Socioeducativa, 76, 154-  </span></div> <div class="stl_01" style="left:25.2183em;top:58.5683em;"><span class="stl_47 stl_08 stl_60" style="word-spacing:0.0801em;">Manca, S. y Ranieri, M. (2016). Facebook  </span></div> <div class="stl_01" style="left:26.1938em;top:59.9527em;"><span class="stl_47 stl_08 stl_109" style="word-spacing:0.1566em;">and the others. Potentials and obstacles  </span></div> <div class="stl_01" style="left:26.1938em;top:61.3371em;"><span class="stl_47 stl_08 stl_80" style="word-spacing:0.2001em;">of Social Media for teaching in higher  </span></div> <div class="stl_01" style="left:26.1938em;top:62.7214em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:-0.033em;">education. Computers and Education, 95,  </span></div> <div class="stl_01" style="left:15.0477em;top:64.4944em;z-index:2325;"><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:2343;"><span class="stl_49 stl_08 stl_69" style="word-spacing:0.0117em;">Esta revista est</span><span class="stl_49 stl_08 stl_65">a</span><span class="stl_49 stl_08 stl_50" 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:2421;"><span class="stl_49 stl_08 stl_79" 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_49 stl_08 stl_80">http://creativecommons.org/licenses/by-nc-sa/4.0/  </span></div> <div class="stl_01" style="left:15.0477em;top:67.1385em;z-index:2473;"><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:2492;"><span class="stl_07 stl_08 stl_20">Predicci</span><span class="stl_07 stl_08 stl_17">o</span><span class="stl_07 stl_08 stl_38" style="word-spacing:-0.0187em;">´n Cient</span><span class="stl_07 stl_08 stl_81">´</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:2499;"><span class="stl_07 stl_08 stl_20">P</span><span class="stl_07 stl_08 stl_65">a</span><span class="stl_07 stl_08 stl_82" style="word-spacing:-0.0158em;">´gina 60- 62  </span></div> <div style="position:absolute;left:-0.0013em;top:-0.0763em;width:49.6092em;height:70.1613em;"> <a href="https://tinyurl.com/ymetogmh " target="_blank"> <img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAYAAAAfFcSJAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAADElEQVR4nGJgAAIAAAAA//8bPySpAAAABklEQVQDAAAFAAHHrpkTAAAAAElFTkSuQmCC" class="stl_grlink" /> </a> </div> </div> </div> </div> <div id="page_21" 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. 40 – 62, 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:1270;"><span class="stl_47 stl_08 stl_09" style="word-spacing:-0.0391em;">216-230. </span><a href="https://doi.org/10.1016/j.compedu.2016.01.012" target="_blank"><span class="stl_294 stl_295 stl_09" style="word-spacing:0.5832em;">https://doi.org/10.1016/ </span></a><span class="stl_47 stl_08 stl_134" style="word-spacing:0.1479em;">Rivera Garc</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.1342em;">ıa, C., & Mora Litardo, E. D.  </span></div> <div class="stl_01" style="left:8.0554em;top:12.3633em;"><a href="https://doi.org/10.1016/j.compedu.2016.01.012" target="_blank"><span class="stl_294 stl_295 stl_09">j.compedu.2016.01.012  </span></a></div> <div class="stl_01" style="left:26.1938em;top:12.0554em;"><span class="stl_47 stl_08 stl_110" style="word-spacing:0.0951em;">(2019). El apoyo de las Tics en los pro-  </span></div> <div class="stl_01" style="left:26.1938em;top:13.4299em;z-index:1337;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.103em;">cesos pedag</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_218" style="word-spacing:0.0934em;">´gicos de los colegios de la  </span></div> <div class="stl_01" style="left:26.1938em;top:14.8242em;"><span class="stl_47 stl_08 stl_200" style="word-spacing:-0.0172em;">ciudad de Ventanas-Ecuador. Ciencia Di-  </span></div> <div class="stl_01" style="left:26.1938em;top:16.2086em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.116em;">gital, 3(4), 101-121. </span><a href="https://doi.org/10.33262/cienciadigital.v3i4.956" target="_blank"><span class="stl_294 stl_295 stl_312">https://doi.or  </span></a></div> <div class="stl_01" style="left:26.1938em;top:17.9009em;"><a href="https://doi.org/10.33262/cienciadigital.v3i4.956" target="_blank"><span class="stl_294 stl_295 stl_296">g/10.33262/cienciadigital.v3i4  </span></a></div> <div class="stl_01" style="left:26.1938em;top:19.2852em;"><a href="https://doi.org/10.33262/cienciadigital.v3i4.956" target="_blank"><span class="stl_294 stl_295 stl_20">.956  </span></a></div> <div class="stl_01" style="left:15.8341em;top:14.0082em;z-index:166;"><span class="stl_47 stl_08 stl_09">´</span></div> <div class="stl_01" style="left:15.8341em;top:14.2214em;"><span class="stl_47 stl_08 stl_09">I.,  </span></div> <div class="stl_01" style="left:7.0799em;top:14.2214em;"><span class="stl_47 stl_08 stl_198">Marauri-Castillo,  </span></div> <div class="stl_01" style="left:18.523em;top:14.2214em;"><span class="stl_47 stl_08 stl_09">Cantalapiedra-  </span></div> <div class="stl_01" style="left:16.7532em;top:15.3816em;z-index:199;"><span class="stl_47 stl_08 stl_09">´</span></div> <div class="stl_01" style="left:8.0554em;top:15.5958em;z-index:213;"><span class="stl_47 stl_08 stl_09">Gonz</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.3079em;">´lez, M. J. y Alvarez-Fern</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_183">´ndez,  </span></div> <div class="stl_01" style="left:8.0554em;top:16.9902em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.1068em;">C. (2018). Blog and </span><span class="stl_47 stl_08 stl_160">T</span><span class="stl_47 stl_08 stl_09">w</span><span class="stl_47 stl_08 stl_185" style="word-spacing:0.115em;">itter, the perfect  </span></div> <div class="stl_01" style="left:8.0554em;top:18.3745em;"><span class="stl_47 stl_08 stl_67" style="word-spacing:0.0559em;">combination for a digital communicator:  </span></div> <div class="stl_01" style="left:8.0554em;top:19.7589em;"><span class="stl_47 stl_08 stl_107" style="word-spacing:0.2472em;">The cases of Escolar.net, El comidista  </span></div> <div class="stl_01" style="left:8.0554em;top:21.1334em;z-index:1488;"><span class="stl_47 stl_08 stl_77" style="word-spacing:0.0885em;">and Mi mesa cojea. El profesional de la</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5846em;"> </span><span class="stl_47 stl_08 stl_313">Rom</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_186" style="word-spacing:0.3448em;">´n Garc</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_23" style="word-spacing:0.3565em;">ıa, M. del M. y Mart</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_09">ınez-  </span></div> <div class="stl_01" style="left:8.0554em;top:22.5277em;"><span class="stl_47 stl_08 stl_94" style="word-spacing:0.0679em;">informacion, 27(2), 349-358. </span><a href="https://doi.org/10.3145/epi.2018.mar.13" target="_blank"><span class="stl_294 stl_295 stl_314">https://  </span></a></div> <div class="stl_01" style="left:8.0554em;top:24.22em;"><a href="https://doi.org/10.3145/epi.2018.mar.13" target="_blank"><span class="stl_294 stl_295 stl_121">doi.org/10.3145/epi.2018.mar.13  </span></a></div> <div class="stl_01" style="left:26.1938em;top:22.5277em;"><span class="stl_47 stl_08 stl_107" style="word-spacing:0.3493em;">Rivera, O. (2017). Construyendo pro-  </span></div> <div class="stl_01" style="left:26.1938em;top:23.9021em;z-index:1531;"><span class="stl_47 stl_08 stl_202">fesi</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_19">´</span><span class="stl_47 stl_08 stl_259" style="word-spacing:0.1958em;">n con el proyecto Hablemoseduso.  </span></div> <div class="stl_01" style="left:26.1938em;top:25.2865em;z-index:1581;"><span class="stl_47 stl_08 stl_106" style="word-spacing:0.194em;">RES: Revista de Educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_38" style="word-spacing:0.1679em;">´n Social, 24,  </span></div> <div class="stl_01" style="left:26.1938em;top:26.6809em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:-0.0392em;">546-553. </span><a href="https://eduso.net/res/wp-content/uploads/documentos/983.pdf" target="_blank"><span class="stl_294 stl_295 stl_20">https://eduso.net/res/wp  </span></a></div> <div class="stl_01" style="left:26.1938em;top:28.3731em;"><a href="https://eduso.net/res/wp-content/uploads/documentos/983.pdf" target="_blank"><span class="stl_294 stl_295 stl_296">-content/uploads/documentos/98  </span></a></div> <div class="stl_01" style="left:26.1938em;top:29.7575em;"><a href="https://eduso.net/res/wp-content/uploads/documentos/983.pdf" target="_blank"><span class="stl_294 stl_295 stl_20">3.pdf  </span></a></div> <div class="stl_01" style="left:7.0799em;top:26.068em;z-index:429;"><span class="stl_47 stl_08 stl_141">Martinez-P</span><span class="stl_47 stl_08 stl_65">e</span><span class="stl_47 stl_08 stl_89" style="word-spacing:0.0204em;">´rez, A. (2019). Blogs y Educa-  </span></div> <div class="stl_01" style="left:8.0554em;top:27.4524em;z-index:458;"><span class="stl_47 stl_08 stl_09">ci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_98" style="word-spacing:0.0149em;">´n Social: La experiencia de Edusosfe-  </span></div> <div class="stl_01" style="left:8.0554em;top:28.8468em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.1201em;">ra. En L.J. Belmonte et al. (Eds.) Inno-  </span></div> <div class="stl_01" style="left:8.0554em;top:30.2212em;z-index:551;"><span class="stl_47 stl_08 stl_116">vaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_94" style="word-spacing:0.0565em;">´n Docente e Investigaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_127" style="word-spacing:0.0267em;">´n en Cien-  </span></div> <div class="stl_01" style="left:8.0554em;top:31.6056em;z-index:1688;"><span class="stl_47 stl_08 stl_20" style="word-spacing:0.2661em;">cias Sociales, Econ</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_92" style="word-spacing:0.2515em;">´micas y Jur</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_09">ıdicas,</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5833em;"> </span><span class="stl_47 stl_08 stl_09">Sab</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_50" style="word-spacing:0.1361em;">´n Vera, C. (2010). Educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_315" style="word-spacing:0.0985em;">´n perma-  </span></div> <div class="stl_01" style="left:8.0554em;top:32.9999em;"><span class="stl_47 stl_08 stl_31" style="word-spacing:0.0038em;">pp. 885-896. Madrid: Dykinson, </span><a href="https://tinyurl.com/ytjbpesz" target="_blank"><span class="stl_294 stl_295 stl_55">https:  </span></a></div> <div class="stl_01" style="left:8.0554em;top:34.6922em;"><a href="https://tinyurl.com/ytjbpesz" target="_blank"><span class="stl_294 stl_295 stl_09">//tinyurl.com/ytjbpesz  </span></a></div> <div class="stl_01" style="left:26.1938em;top:32.9999em;"><span class="stl_47 stl_08 stl_23" style="word-spacing:-0.0578em;">nente y aprendizaje permanente: Dos mo-  </span></div> <div class="stl_01" style="left:26.1938em;top:34.3744em;z-index:1738;"><span class="stl_47 stl_08 stl_20" style="word-spacing:0.176em;">delos te</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_198" style="word-spacing:0.1754em;">´rico-aplicativos diferentes. Re-  </span></div> <div class="stl_01" style="left:26.1938em;top:35.7588em;z-index:1798;"><span class="stl_47 stl_08 stl_121" style="word-spacing:0.1536em;">vista Iberoamericana de Educaci</span><span class="stl_47 stl_08 stl_56">o</span><span class="stl_47 stl_08 stl_40" style="word-spacing:0.1123em;">´n, 52,  </span></div> <div class="stl_01" style="left:26.1938em;top:37.1531em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:-0.0392em;">203-230. </span><a href="https://doi.org/10.35362/rie520617" target="_blank"><span class="stl_294 stl_295 stl_20">https://doi.org/10.35362  </span></a></div> <div class="stl_01" style="left:26.1938em;top:38.8453em;"><a href="https://doi.org/10.35362/rie520617" target="_blank"><span class="stl_294 stl_295 stl_20">/rie520617  </span></a></div> <div class="stl_01" style="left:7.0799em;top:36.5403em;z-index:688;"><span class="stl_47 stl_08 stl_60">Mart</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_09">ınez-P</span><span class="stl_47 stl_08 stl_65">e</span><span class="stl_47 stl_08 stl_23" style="word-spacing:0.1317em;">´rez, A. y Lezcano-Barbero, F.  </span></div> <div class="stl_01" style="left:8.0554em;top:37.9346em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0645em;">(2020a). Posibilidades de las herramien-  </span></div> <div class="stl_01" style="left:8.0554em;top:39.319em;"><span class="stl_47 stl_08 stl_67" style="word-spacing:0.3962em;">tas WEB 2.0 para el trabajo de los  </span></div> <div class="stl_01" style="left:8.0554em;top:40.6934em;z-index:1848;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.3428em;">educadores y educadoras sociales. En</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5832em;"> </span><span class="stl_47 stl_08 stl_20">S</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_119" style="word-spacing:-0.0028em;">´ez Carreras, J. (2005). La profesionaliza-  </span></div> <div class="stl_01" style="left:8.0554em;top:42.0779em;z-index:814;"><span class="stl_47 stl_08 stl_09">E.S</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_259" style="word-spacing:0.0118em;">´nchez et al. (Eds.). Tecnolog</span><span class="stl_47 stl_08 stl_81">´</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.005em;">ıas edu-  </span></div> <div class="stl_01" style="left:8.0554em;top:43.4622em;z-index:845;"><span class="stl_47 stl_08 stl_115" style="word-spacing:0.0748em;">cativas y estrategias did</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_54" style="word-spacing:0.0617em;">´cticas, pp. 986-  </span></div> <div class="stl_01" style="left:8.0554em;top:44.8565em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.2104em;">995. Malaga: UMA Editorial. </span><a href="https://hdl.handle.net/10630/20345 " target="_blank"><span class="stl_294 stl_295 stl_316">https:  </span></a></div> <div class="stl_01" style="left:8.0554em;top:46.5488em;"><a href="https://hdl.handle.net/10630/20345 " target="_blank"><span class="stl_294 stl_295 stl_09">//hdl.handle.net/10630/20345  </span></a></div> <div class="stl_01" style="left:26.1938em;top:42.0779em;z-index:1889;"><span class="stl_47 stl_08 stl_09">ci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_179" style="word-spacing:-0.0775em;">´n de los educadores sociales: construc-  </span></div> <div class="stl_01" style="left:26.1938em;top:43.4622em;z-index:1942;"><span class="stl_47 stl_08 stl_09">ci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_27" style="word-spacing:0.0751em;">´n de un modelo te</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_254" style="word-spacing:0.0769em;">´rico para su estu-  </span></div> <div class="stl_01" style="left:26.1938em;top:44.8466em;z-index:1979;"><span class="stl_47 stl_08 stl_106" style="word-spacing:0.0277em;">dio. Revista de educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_92" style="word-spacing:0.0061em;">´n, 336, 129-139.  </span></div> <div class="stl_01" style="left:26.1938em;top:46.5488em;"><a href="https://tinyurl.com/yuoedxzd" target="_blank"><span class="stl_294 stl_295 stl_20">https://tinyurl.com/yuoedxzd  </span></a></div> <div class="stl_01" style="left:7.0799em;top:48.3969em;z-index:2024;"><span class="stl_47 stl_08 stl_60">Mart</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_09">ınez-P</span><span class="stl_47 stl_08 stl_65">e</span><span class="stl_47 stl_08 stl_23" style="word-spacing:0.1317em;">´rez, A. y Lezcano-Barbero, F.</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5835em;"> </span><span class="stl_47 stl_08 stl_20">S</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_55" style="word-spacing:0.0846em;">´nchez, A. (2016). La Sociedad de la In-  </span></div> <div class="stl_01" style="left:8.0554em;top:49.7913em;"><span class="stl_47 stl_08 stl_97" style="word-spacing:-0.0911em;">(2020b). Social educators professional sa-  </span></div> <div class="stl_01" style="left:8.0554em;top:51.1757em;"><span class="stl_47 stl_08 stl_80" style="word-spacing:-0.0723em;">tisfaction: Influential factors. Bordon. Re-  </span></div> <div class="stl_01" style="left:8.0554em;top:52.56em;"><span class="stl_47 stl_08 stl_50" style="word-spacing:0.0608em;">vista de Pedagogia, 72(2), 99-118. </span><a href="https://doi.org/10.13042/Bordon.2020.72172" target="_blank"><span class="stl_294 stl_295 stl_317">http  </span></a></div> <div class="stl_01" style="left:8.0554em;top:54.2523em;"><a href="https://doi.org/10.13042/Bordon.2020.72172" target="_blank"><span class="stl_294 stl_295 stl_296">s://doi.org/10.13042/Bordon.20  </span></a></div> <div class="stl_01" style="left:8.0554em;top:55.6366em;"><a href="https://doi.org/10.13042/Bordon.2020.72172" target="_blank"><span class="stl_294 stl_295 stl_09">20.72172  </span></a></div> <div class="stl_01" style="left:26.1938em;top:49.7813em;z-index:2065;"><span class="stl_47 stl_08 stl_41">formaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_146" style="word-spacing:-0.0078em;">´n, Sociedad del Conocimiento y  </span></div> <div class="stl_01" style="left:26.1938em;top:51.1756em;"><span class="stl_47 stl_08 stl_72" style="word-spacing:0.0642em;">Sociedad del Aprendizaje. Referentes en  </span></div> <div class="stl_01" style="left:26.1938em;top:52.5501em;z-index:2143;"><span class="stl_47 stl_08 stl_20" style="word-spacing:-0.0373em;">torno a su formaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_54" style="word-spacing:-0.0468em;">´n. Bibliotecas. Anales  </span></div> <div class="stl_01" style="left:26.1938em;top:53.9344em;z-index:2178;"><span class="stl_47 stl_08 stl_298" style="word-spacing:-0.0423em;">de Investigaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_19">´</span><span class="stl_47 stl_08 stl_09" style="word-spacing:-0.0593em;">n, 12(2), 231-239. </span><a href="https://revistasbnjm.sld.cu/index.php/BAI/article/view/179 " target="_blank"><span class="stl_294 stl_295 stl_20">https:  </span></a></div> <div class="stl_01" style="left:26.1938em;top:55.6366em;"><a href="https://revistasbnjm.sld.cu/index.php/BAI/article/view/179 " target="_blank"><span class="stl_294 stl_295 stl_296">//revistasbnjm.sld.cu/index.ph  </span></a></div> <div class="stl_01" style="left:26.1938em;top:57.021em;"><a href="https://revistasbnjm.sld.cu/index.php/BAI/article/view/179 " target="_blank"><span class="stl_294 stl_295 stl_20">p/BAI/article/view/179  </span></a></div> <div class="stl_01" style="left:7.0799em;top:57.4848em;z-index:1120;"><span class="stl_47 stl_08 stl_147" style="word-spacing:-0.0655em;">Meneses, J. y Rodr</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_09" style="word-spacing:-0.0763em;">ıguez, D. (2011). El cues-  </span></div> <div class="stl_01" style="left:8.0554em;top:58.8692em;z-index:2263;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.1624em;">tionario y la entrevista. Editorial UOC.</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.5832em;"> </span><span class="stl_47 stl_08 stl_20">S</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_173" style="word-spacing:0.0433em;">´nchez C</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_41" style="word-spacing:0.0633em;">´novas, J. F. (2012). La realidad  </span></div> <div class="stl_01" style="left:8.0554em;top:60.5714em;"><a href="https://www.researchgate.net/publication/265004566_El_cuestionario_y_la_entrevista" target="_blank"><span class="stl_294 stl_295 stl_296">https://www.researchgate.net/p  </span></a></div> <div class="stl_01" style="left:8.0554em;top:61.9557em;"><a href="https://www.researchgate.net/publication/265004566_El_cuestionario_y_la_entrevista" target="_blank"><span class="stl_294 stl_295 stl_296">ublication/265004566_El_cuesti  </span></a></div> <div class="stl_01" style="left:8.0554em;top:63.3401em;"><a href="https://www.researchgate.net/publication/265004566_El_cuestionario_y_la_entrevista" target="_blank"><span class="stl_294 stl_295 stl_09">onario_y_la_entrevista  </span></a></div> <div class="stl_01" style="left:15.0477em;top:64.4944em;z-index:2403;"><span class="stl_07 stl_08 stl_09">””  </span></div> <div class="stl_01" style="left:26.1938em;top:60.2535em;z-index:2306;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.2019em;">sobre la educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_177" style="word-spacing:0.1896em;">´n social: la participa-  </span></div> <div class="stl_01" style="left:26.1938em;top:61.6379em;z-index:2362;"><span class="stl_47 stl_08 stl_09">ci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_14" style="word-spacing:-0.0551em;">´n como proceso de profesionalizaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_152">´n.  </span></div> <div class="stl_01" style="left:26.1938em;top:63.0323em;"><span class="stl_47 stl_08 stl_114" style="word-spacing:-0.0107em;">Aposta. Revista de Ciencias Sociales, 52,  </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:2421;"><span class="stl_49 stl_08 stl_69" style="word-spacing:0.0117em;">Esta revista est</span><span class="stl_49 stl_08 stl_65">a</span><span class="stl_49 stl_08 stl_50" 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:2499;"><span class="stl_49 stl_08 stl_79" 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_49 stl_08 stl_80">http://creativecommons.org/licenses/by-nc-sa/4.0/  </span></div> <div class="stl_01" style="left:15.0477em;top:67.1385em;z-index:2551;"><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:2570;"><span class="stl_07 stl_08 stl_20">Predicci</span><span class="stl_07 stl_08 stl_17">o</span><span class="stl_07 stl_08 stl_38" style="word-spacing:-0.0187em;">´n Cient</span><span class="stl_07 stl_08 stl_81">´</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:2577;"><span class="stl_07 stl_08 stl_20">P</span><span class="stl_07 stl_08 stl_65">a</span><span class="stl_07 stl_08 stl_82" style="word-spacing:-0.0158em;">´gina 61- 62  </span></div> <div style="position:absolute;left:-0.0013em;top:-0.0763em;width:49.6092em;height:70.1613em;"> <a href="https://doi.org/10.1016/j.compedu.2016.01.012" target="_blank"> <img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAYAAAAfFcSJAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAADElEQVR4nGJgAAIAAAAA//8bPySpAAAABklEQVQDAAAFAAHHrpkTAAAAAElFTkSuQmCC" class="stl_grlink" /> </a> </div> </div> </div> </div> <div id="page_22" 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. 40 – 62, 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_47 stl_08 stl_09" style="word-spacing:0.0517em;">1-28. </span><a href="https://www.redalyc.org/articulo.oa?id=495950248005" target="_blank"><span class="stl_294 stl_295 stl_318">https://www.redalyc.org/ar  </span></a></div> <div class="stl_01" style="left:8.0554em;top:12.3633em;"><a href="https://www.redalyc.org/articulo.oa?id=495950248005" target="_blank"><span class="stl_294 stl_295 stl_09">ticulo.oa?id=495950248005  </span></a></div> <div class="stl_01" style="left:26.1938em;top:10.6611em;z-index:1180;"><span class="stl_47 stl_08 stl_09">caci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_235" style="word-spacing:0.2286em;">´n social. Educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_269" style="word-spacing:0.2931em;">´ social. Revista  </span></div> <div class="stl_01" style="left:26.1938em;top:12.0455em;z-index:1208;"><span class="stl_47 stl_08 stl_67">d’intervenci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_67" style="word-spacing:0.2223em;">´ socioeducativa, 70, 17-38  </span></div> <div class="stl_01" style="left:26.1938em;top:13.7477em;"><a href="https://doi.org/10.34810/EducacioSocialn70id347362." target="_blank"><span class="stl_294 stl_295 stl_296">https://doi.org/10.34810/Educa  </span></a></div> <div class="stl_01" style="left:26.1938em;top:15.132em;"><a href="https://doi.org/10.34810/EducacioSocialn70id347362." target="_blank"><span class="stl_294 stl_295 stl_20">cioSocialn70id347362.  </span></a></div> <div class="stl_01" style="left:7.0799em;top:14.2601em;z-index:154;"><span class="stl_47 stl_08 stl_101">S</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_64" style="word-spacing:0.0871em;">´nchez, S. (2012). Un verano en la nube.  </span></div> <div class="stl_01" style="left:8.0554em;top:15.6445em;z-index:201;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.2086em;">De TIC y Educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_254" style="word-spacing:0.1942em;">´n Social. Quaderns  </span></div> <div class="stl_01" style="left:8.0554em;top:17.0289em;z-index:228;"><span class="stl_47 stl_08 stl_09">d’Educaci</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.2263em;">´ Social, 14, 44-55. </span><a href="https://www.eduso.net/categoria_recursos/documental/hemerotecas/quaderns-deducacio-social/qes-num-14/ " target="_blank"><span class="stl_294 stl_295 stl_319">https:  </span></a></div> <div class="stl_01" style="left:8.0554em;top:18.731em;"><a href="https://www.eduso.net/categoria_recursos/documental/hemerotecas/quaderns-deducacio-social/qes-num-14/ " target="_blank"><span class="stl_294 stl_295 stl_296">//www.eduso.net/categoria_recu  </span></a></div> <div class="stl_01" style="left:8.0554em;top:20.1155em;"><a href="https://www.eduso.net/categoria_recursos/documental/hemerotecas/quaderns-deducacio-social/qes-num-14/ " target="_blank"><span class="stl_294 stl_295 stl_296">rsos/documental/hemerotecas/qu  </span></a></div> <div class="stl_01" style="left:8.0554em;top:21.4999em;"><a href="https://www.eduso.net/categoria_recursos/documental/hemerotecas/quaderns-deducacio-social/qes-num-14/ " target="_blank"><span class="stl_294 stl_295 stl_152">aderns-deducacio-social/qes-n  </span></a></div> <div class="stl_01" style="left:8.0554em;top:22.8842em;"><a href="https://www.eduso.net/categoria_recursos/documental/hemerotecas/quaderns-deducacio-social/qes-num-14/ " target="_blank"><span class="stl_294 stl_295 stl_320">um-14/  </span></a></div> <div class="stl_01" style="left:7.0799em;top:24.781em;z-index:373;"><span class="stl_47 stl_08 stl_09">Santill</span><span class="stl_47 stl_08 stl_65">a</span><span class="stl_47 stl_08 stl_164" style="word-spacing:0.1197em;">´n Aguirre, J., Cadena </span><span class="stl_47 stl_08 stl_26">V</span><span class="stl_47 stl_08 stl_321" style="word-spacing:0.1642em;">aca, V. del  </span></div> <div class="stl_01" style="left:8.0554em;top:26.1654em;z-index:415;"><span class="stl_47 stl_08 stl_137" style="word-spacing:-0.0828em;">C., & Cadena Vaca, M. 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Social Work Educa-  </span></div> <div class="stl_01" style="left:8.0554em;top:40.8494em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.074em;">tion, 35(3), 284-296. </span><a href="https://doi.org/10.1080/02615479.2016.1154663" target="_blank"><span class="stl_294 stl_295 stl_322">https://doi.or  </span></a></div> <div class="stl_01" style="left:8.0554em;top:42.5416em;"><a href="https://doi.org/10.1080/02615479.2016.1154663" target="_blank"><span class="stl_294 stl_295 stl_09">g/10.1080/02615479.2016.1154663  </span></a></div> <div class="stl_01" style="left:7.0799em;top:44.4484em;"><span class="stl_47 stl_08 stl_323" style="word-spacing:0.1336em;">Tess, P. A. (2013). The role of social me-  </span></div> <div class="stl_01" style="left:8.0554em;top:45.8328em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0663em;">dia in higher education classes (real and  </span></div> <div class="stl_01" style="left:8.0554em;top:47.2172em;"><span class="stl_47 stl_08 stl_106" style="word-spacing:-0.0494em;">virtual)-A literature review. Computers in  </span></div> <div class="stl_01" style="left:8.0554em;top:48.6016em;"><span class="stl_47 stl_08 stl_163" style="word-spacing:0.0908em;">Human Behavior, 29(5), 60-68. </span><a href="https://doi.org/10.1016/j.chb.2012.12.032" target="_blank"><span class="stl_294 stl_295 stl_324">https:  </span></a></div> <div class="stl_01" style="left:8.0554em;top:50.2938em;"><a href="https://doi.org/10.1016/j.chb.2012.12.032" target="_blank"><span class="stl_294 stl_295 stl_296">//doi.org/10.1016/j.chb.2012.1  </span></a></div> <div class="stl_01" style="left:8.0554em;top:51.6782em;"><a href="https://doi.org/10.1016/j.chb.2012.12.032" target="_blank"><span class="stl_294 stl_295 stl_20">2.032  </span></a></div> <div class="stl_01" style="left:7.0799em;top:53.5749em;z-index:946;"><span class="stl_47 stl_08 stl_143">Velastegu</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_33" style="word-spacing:0.1463em;">ı, E. (2019). Las ventajas y des-  </span></div> <div class="stl_01" style="left:8.0554em;top:54.9694em;"><span class="stl_47 stl_08 stl_109" style="word-spacing:-0.0031em;">ventajas del internet en la sociedad. Con-  </span></div> <div class="stl_01" style="left:8.0554em;top:56.3537em;"><span class="stl_47 stl_08 stl_09" style="word-spacing:-0.0538em;">ciencia Digital, 2(1), 35-45. </span><a href="https://doi.org/10.33262/concienciadigital.v2i1.928" target="_blank"><span class="stl_294 stl_295 stl_09">https://do  </span></a></div> <div class="stl_01" style="left:8.0554em;top:58.046em;"><a href="https://doi.org/10.33262/concienciadigital.v2i1.928" target="_blank"><span class="stl_294 stl_295 stl_296">i.org/10.33262/concienciadigit  </span></a></div> <div class="stl_01" style="left:8.0554em;top:59.4303em;"><a href="https://doi.org/10.33262/concienciadigital.v2i1.928" target="_blank"><span class="stl_294 stl_295 stl_09">al.v2i1.928  </span></a></div> <div class="stl_01" style="left:7.0799em;top:61.3271em;z-index:1096;"><span class="stl_47 stl_08 stl_72" style="word-spacing:0.0077em;">Vilar Mart</span><span class="stl_47 stl_08 stl_13">´</span><span class="stl_47 stl_08 stl_09" style="word-spacing:0.0016em;">ın, J. (2018). Elementos de refle-  </span></div> <div class="stl_01" style="left:8.0554em;top:62.7115em;z-index:1145;"><span class="stl_47 stl_08 stl_09">xi</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_92" style="word-spacing:0.1498em;">´n para el futuro pr</span><span class="stl_47 stl_08 stl_17">o</span><span class="stl_47 stl_08 stl_38" style="word-spacing:0.1451em;">´ximo de la edu-  </span></div> <div class="stl_01" style="left:15.0477em;top:64.4944em;z-index:1285;"><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:1303;"><span class="stl_49 stl_08 stl_69" style="word-spacing:0.0117em;">Esta revista est</span><span class="stl_49 stl_08 stl_65">a</span><span class="stl_49 stl_08 stl_50" 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:1381;"><span class="stl_49 stl_08 stl_79" 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_49 stl_08 stl_80">http://creativecommons.org/licenses/by-nc-sa/4.0/  </span></div> <div class="stl_01" style="left:15.0477em;top:67.1385em;z-index:1433;"><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:1452;"><span class="stl_07 stl_08 stl_20">Predicci</span><span class="stl_07 stl_08 stl_17">o</span><span class="stl_07 stl_08 stl_38" style="word-spacing:-0.0187em;">´n Cient</span><span class="stl_07 stl_08 stl_81">´</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:1459;"><span class="stl_07 stl_08 stl_20">P</span><span class="stl_07 stl_08 stl_65">a</span><span class="stl_07 stl_08 stl_82" style="word-spacing:-0.0158em;">´gina 62- 62  </span></div> <div style="position:absolute;left:-0.0013em;top:-0.0763em;width:49.6092em;height:70.1613em;"> <a href="https://www.redalyc.org/articulo.oa?id=495950248005" target="_blank"> <img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAYAAAAfFcSJAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAADElEQVR4nGJgAAIAAAAA//8bPySpAAAABklEQVQDAAAFAAHHrpkTAAAAAElFTkSuQmCC" class="stl_grlink" /> </a> </div> </div> </div> </div> </body> </html>