Aprender na Aldeia. Casmilo: uma comunidade de aprendizagem da Cidade-Região Sicó.

Bailão, Inês Sofia dos Santos
Aprender na Aldeia. Casmilo: uma comunidade de aprendizagem da Cidade-Região Sicó.

Author: Bailão, Inês Sofia dos Santos
Year: 2022
Source: https://estudogeral.uc.pt/bitstream/10316/101796/1/Disserta%c3%a7%c3%a3o_In%c3%aas%20Bail%c3%a3o.pdf
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*!
* Base CSS for pdf2htmlEX
* Copyright 2012,2013 Lu Wang
* https://github.com/pdf2htmlEX/pdf2htmlEX/blob/master/share/LICENSE
*/
/* Part 1: Web Page Layout: Free to modify, except for a few of them which are required by pdf2htmlEX.js, see the comments */
#sidebar { /* Sidebar */
position:absolute;
top:0;
left:0;
bottom:0;
width:250px;
padding:0;
margin:0px;
overflow:auto;
}
#page-container { /* PDF container */
position:absolute; /* required for calculating relative positions of pages in pdf2htmlEX.js */
top:0;
left:0px;
margin:0;
padding:0;
border:0; /* required for lazy page loading in pdf2htmlEX.js (page visibility test) */
}
@media screen {
/* for sidebar */
#sidebar.opened + #page-container { left:250px; }
#page-container {
/* `bottom' and `right' are required for lazy page loading in pdf2htmlEX.js (page visibility test)
* alternatively you may set width and height
*/
bottom:0;
right:0;
overflow:auto;
}
.loading-indicator_c00000 {
display:none;
}
.loading-indicator_c00000.active {
display:block;
position:absolute;
width:64px;
height:64px;
top:50%;
left:50%;
margin-top:-32px;
margin-left:-32px;
}
.loading-indicator_c00000 img {
position:absolute;
top:0;
left:0;
bottom:0;
right:0;
}
}
@media print {
@page { margin:0; }
html { margin:0; }
body {
margin:0;
-webkit-print-color-adjust:exact; /* enable printing background images for WebKit */
}
#sidebar { display:none; }
#page-container {
width:auto;
height:auto;
overflow:visible;
background-color:transparent;
}
.d_c00000 { display:none; }
}
/* Part 2: Page Elements: Modify with caution
* The followings are base classes, some of which are meant to be override by PDF specific classes
* So do not increase the specificity (e.g. ".classname_c00000" -> "#page-container .classname_c00000")
*/
.pf_c00000 { /* page */
position:relative;
background-color:white;
overflow: hidden;
margin:0;
border:0; /* required by pdf2htmlEX.js for page visibility test */
}
.pc_c00000 { /* content of a page */
position:absolute;
border:0;
padding:0;
margin:0;
top:0;
left:0;
width:100%;
height:100%;
overflow:hidden;
display:block;
/* set transform-origin for scaling */
transform-origin:0% 0%;
-ms-transform-origin:0% 0%;
-webkit-transform-origin:0% 0%;
}
.pc_c00000.opened { /* used by pdf2htmlEX.js, to show/hide pages */
display:block;
}
.bf_c00000 { /* images that occupies the whole page */
position:absolute;
border:0;
margin:0;
top:0;
bottom:0;
width:100%;
height:100%;
-ms-user-select:none;
-moz-user-select:none;
-webkit-user-select:none;
user-select:none;
}
.bi_c00000 { /* images that cover only a part of the page */
position:absolute;
border:0;
margin:0;
-ms-user-select:none;
-moz-user-select:none;
-webkit-user-select:none;
user-select:none;
}
@media print {
.pf_c00000 {
margin:0;
box-shadow:none;
page-break-after:always;
page-break-inside:avoid;
}
@-moz-document url-prefix() {
/* fix page truncation for FireFox */
.pf_c00000 {
overflow:visible;
border:1px solid #FFFFFF;
}
.pc_c00000 {overflow:visible;}
}
}
.c_c00000 { /* clip box */
position:absolute;
border:0;
padding:0;
margin:0;
overflow:hidden;
display:block;
}
.t_c00000 { /* text line */
position:absolute;
white-space:pre;
font-size:1px;
transform-origin:0% 100%;
-ms-transform-origin:0% 100%;
-webkit-transform-origin:0% 100%;
unicode-bidi:bidi-override;/* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
-moz-font-feature-settings:"liga" 0;/* We don't want Firefox to recognize ligatures */
}
.t_c00000:after { /* webkit #35443 */
content: '';
}
.t_c00000:before { /* Workaround Blink(up to 41)/Webkit bug of word-spacing with leading spaces (chromium #404444 and pdf2htmlEX #412) */
content: '';
display: inline-block;
}
.t_c00000 span { /* text blocks within a line */
/* Blink(up to 41)/Webkit have bug with negative word-spacing and inline-block (pdf2htmlEX #416), so keep normal span inline. */
position:relative;
unicode-bidi:bidi-override; /* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
}
.__c00000 { /* text shift */
/* Blink(up to 41)/Webkit have bug with inline element, continuous spaces and word-spacing. Workaround by inline-block. */
display: inline-block;
color: transparent;
z-index: -1;
}
/* selection background should not be opaque, for fallback mode */
::selection{
background: rgba(127,255,255,0.4);
}
::-moz-selection{
background: rgba(127,255,255,0.4);
}
.pi_c00000 { /* info for Javascript */
display:none;
}
.l_c00000 { /* annotation links */
}
/* transparent color - WebKit */
.d_c00000 { /* css drawing */
position:absolute;
transform-origin:0% 100%;
-ms-transform-origin:0% 100%;
-webkit-transform-origin:0% 100%;
}
/* for the forms */
.it_c00000 {
border: none;
background-color: rgba(255, 255, 255, 0.0);
}

.ir_c00000:hover {
cursor: pointer;
}

/* Base CSS END */

/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*!
* Fancy styles for pdf2htmlEX
* Copyright 2012,2013 Lu Wang
* https://github.com/pdf2htmlEX/pdf2htmlEX/blob/master/share/LICENSE
*/
@keyframes fadein { from { opacity:0;} to { opacity:1;} }
@-webkit-keyframes fadein { from { opacity:0;} to { opacity:1;} }
@keyframes swing {
0% { transform: rotate(0deg); }
10% { transform: rotate(0deg); }
90% { transform: rotate(720deg); }
100%{ transform: rotate(720deg); }
}
@-webkit-keyframes swing {
0% { -webkit-transform: rotate(0deg); }
10% { -webkit-transform: rotate(0deg); }
90% { -webkit-transform: rotate(720deg); }
100%{ -webkit-transform: rotate(720deg); }
}
@media screen {
#sidebar {
background-color:#2f3236;
/* modified from http://philbit.com/svgpatterns/#crossstripes */
background-image:url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI0IiBoZWlnaHQ9IjQiPgo8cmVjdCB3aWR0aD0iNCIgaGVpZ2h0PSI0IiBmaWxsPSIjNDAzYzNmIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDBMNCA0Wk00IDBMMCA0WiIgc3Ryb2tlLXdpZHRoPSIxIiBzdHJva2U9IiMxZTI5MmQiPjwvcGF0aD4KPC9zdmc+");
}
#outline {
font-family:Georgia,Times,"Times New Roman",serif;
font-size:13px;
margin:2em 1em;
}
#outline ul {
padding:0;
}
#outline li {
list-style-type:none;
margin:1em 0;
}
#outline li > ul {
margin-left: 1em;
}
#outline a,
#outline a:visited,
#outline a:hover,
#outline a:active {
line-height:1.2;
color:#e8e8e8;
text-overflow:ellipsis;
white-space:nowrap;
text-decoration:none;
display:block;
overflow:hidden;
outline:0;
}
#outline a:hover {
color:rgb(0,204,255);
}
#page-container {
background-color:#9e9e9e;
/* http://philbit.com/svgpatterns/#thinstripes */
background-image: url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI1IiBoZWlnaHQ9IjUiPgo8cmVjdCB3aWR0aD0iNSIgaGVpZ2h0PSI1IiBmaWxsPSIjOWU5ZTllIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDVMNSAwWk02IDRMNCA2Wk0tMSAxTDEgLTFaIiBzdHJva2U9IiM4ODgiIHN0cm9rZS13aWR0aD0iMSI+PC9wYXRoPgo8L3N2Zz4=");
-webkit-transition:left 500ms;
transition:left 500ms;
}
.pf_c00000 {
margin: 13px auto;
box-shadow: 1px 1px 3px 1px #333;
/* Needed by IE to make box-shadow works * https://developer.mozilla.org/en-US/docs/Web/CSS/box-shadow */
border-collapse: separate;
}
.pc_c00000.opened { /* used by pdf2htmlEX.js, to show/hide pages */
-webkit-animation: fadein 100ms;
animation: fadein 100ms;
}
.loading-indicator_c00000.active {
/*
* use 0.01s instead of 0s,
* since YUI Compressor will change 0s to 0,
* which is not recognized by Firefox
*/
-webkit-animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
}
.checked_c00000 {
background: no-repeat url(data:image/png;base64,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);
}
}
/* Fancy CSS END */

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Dissertação no âmbito do Mestrado Integrado em Arquitetura,
orientada pelo Professor Doutor Adelino Gonçalves e apresentada ao Departamento de Arquitetura
da Faculdade de Ciências e Tecnologia da Universidade de Coimbra.
Fevereiro de 2022
Inês Sofia dos Santos Bailão
A PRENDER NA ALDEIA
C ASMILO : UMA COMUNIDADE DE APRENDIZAGEM
DA C IDADE -R EGIÃO S ICÓ

APRENDER NA ALDEIA
Ca smilo: Uma comunidade de apr endiz agem da cidade -r egião Sicó
Inês Sofia dos Santos Bailão
Disser tação de Mes trado Integrado em Arquitetura
Orientação do Prof essor Doutor Adelino Gonçalves
Depar tamento de Arquitetura - FCTUC | fev ereir o de 2022

O presente trabalho segue a norma bibliográfica AP A (American Psy chological A ssociaton ) 7ª edição.
Pr opõe -se o acompanhamento da leitura com os desenhos em anexo.

Agradeço,
À minha família,
Em especial aos meus pais, por todo o carinho, esfor ço e dedicação em toda a minha vida e ao longo des te
per curso. Sem eles, nada dis to seria possível.
À minha irmã , que mesmo longe, es t á sempre no meu coração e me dá os melhores conselhos.
Ao João, pelo amor , paciência e por ser o meu maior apoio.
Ao meu orientador , Pr ofessor Doutor Adelino Gonçalv es, pela par tilha de conhecimento, acompanha -
mento e dedicação.
Aos meus amigos,
Em especial à L aura e ao Miguel, companheir os desde o início do curso, por todo o apoio, amiz ade e com -
panheirismo. Sem dúvida que mar caram o meu per curso e ganharam um lugar especial no meu coração.
Ao d’ AR Q, por todo o conhecimento que me deu.

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+AP4K/mn8W8DwjYCZgIdAjsAUgXWCPIIaghFA2CA4Awg3AOEhwSu4oZAOFmiHBMuQYJ/QMjS4hyR4RegNMhRmgkIJINSDQxe6wrBhAPNQ4IJROEzgJig8B4Z/RHTgMAADpo1CmsA1Iq9wQ1EpURPRFNEVohfEuMS8xBLEdoj9EucRlwMAJGHEoQAAAHicdXoJmFxVmfY559a+39qXrqpb+9ZVt6puLV3d1V2VXqor1Ul30umkU9lIJJEtIRDgB4MIiSwDw6+iKA/bCDg6kh9FSNBxRB9gUBDleXTUGWYezTzg4z+ICyow/Djp2/937q3q7nS0u2vts3znW9/v+w4iKIQQTpMHEIPUKPcURnz9abXiwO+KT6mUP68/zRB4i55i6NdK+vXTatWHztWfxvR7gQ2xCYGNhLD2zZdeIg8sfThEdsJyqLPsw1lyGpmR9mmzQo34Rr6ATdhhd7oiOaZcqlRxdvuu3Qvh9LTgP7SHnD7wxl23vbVn8JJrbmnd8fpBRNfQLPvQb3prqBRIWsM1hsuleEIIMA67Sq3ZubhzMcK3856De3518D/vvPXN/cKlR2+cpitglFy+A12HFpEWWb+hZRjFzG7GihoZ5La8CAtVypGy4DBhdTLqGcfp8P6BycWJ0aYFSXsn0A+xE50DnmieYgjihXwh5oiUsfPtc/k8/F+AUdfA2gwyPEOYmd2ErpwvVGHMNc3FxUWECOKW38c/BfptKIhcTYPO2+nq1Mje6SKPRAad4ArnSLk0RoRigDjsJpIoVuB8kbAKOPVnYetQgBvZmhe2VAPB2pbi7OLO2Znuora458Tc/MldeWHPic1bTu4p5D//yU888vCnPvmITHsXnqqwrwpZvq5giEpN3KjRsNZqIAI2wqoTVVwt/W//S+T00may92jsEZhTgjk/gjkBSqlR1+ka3cgNlKpXKLX1KFSHHKHyGIgwR4BMdXkMv5HdWPJHpw5uwGXx4OR1OwqedMWfm43FtpDT/tLGTPnQ5ddOFhWtW66/qpoYjtni0YafA/7YYM9/hz11yIgSTZtKR/dljAa9EX6xxo3VMtk8z9ZYIcMiEIINC6zgiACbQzGWseHtzt27BfFlPPQn7MX3ix/hl5Z4HBL/k/JBAP6fIadQDMWbdlWo01WpLLEY6XRjKour07X0pcBaUc3NwxExLDyG+6KIhOOJcgA+jpH+YVn8t29bvNrSQj3EDc8Xs3OJdCeVaOY8XHki4syz5FT+NUKC1Vm+sHWYc9jLLocn24ilxlJ2pRKPwpkHgabvwZldKIOCTYvSDydWKs0ujznR6Zp73LbWeIEq0xiuqiLnKYhKzdgDZJUkE7nzyuPsxHxmWhgIVDam87PVwL13TbuSFc5TzfodyZEYV0k4/Fsf3V7yC61kpl32R5rd6o2/348/4Cpxh96TCqQmCz5nsoKozkp6jZ+XfAFoglo1s1ttXlFwWROoktskRW9SVceXU3WHuUl4PgdnCwHHQ00Ly0ZIJDqzO2IlcEqiOI/bIMlK/0iyW1DnMHULkn1TXkdsYJ8NX9yVjTgSAS6mUqgdlqjPGyhEvAMm9dUjI+TvzeZwOZbbks5tjptYEE/EntyYTjVjQs7uXvqHRaCJAcJOkCfhNDrkbRo1inZXo1Hp1AqiggMJDQF4DUfS4kgipI5gJsTgecxXD4rPHKji9E049Gny5NLWN94gT4ofwpupfTFoFpTrv0GvrMiH4qjW5DS2mC3W7pptvK1hYwyMzcZarb5218qw8XaXtZ538ov27ZXe9S1KpQ5gqm4ZzNoEyfoz2CYJGN6wb2U218KN4YV94fq2wvdK87sXt2/fdWdivOD70MEbyClHesPgyBaLdt/GzETWTU6JL083JhtLZ8yhUnRqWvyt5A/yy++T60Aukhdysu2u04bU7S5SrEgUF50uRw5TfXJI+lV1rCgevqd+tFK+uj5x5Ww6M3tk4vgVVxzf9vFd+dK+k+S0zzMS4Pj5KxvNI1tzG+qV2v6bJjedvKgs6QPwiTwJfDKAv4OdDZ5212BFbtiZWfUqfWvL4GpPq+HUs+/M37G/XN5/x9Z3/3vq2NZsdv66jf9EThV23tjZcmJXIZ/edHjD5JHNqaWv0/NReXwe9tFSi2JU7S7DaLRa0u5qGQ3w/jwDD9FfcIL48+IvsUF8t0RO8efy4lMwHfXWItfABz3imlasaXcb+CgmGOsYPaPSrajMXko6xD4IfSxd7iT+dqkkTsBq4ku4trQDN8XnYBV5Pbq4CfkgAhCiMlk1ej1DOVAssrAYeDbKBS2mS0UY+GUjswJaRsvFEnlf8/8IXfN53FjaQRbFV3Bl6fEVOh+Xzuxo6lT0oFhpJbAqENiQ/CSljbr7G/G5Yk5UFsmppS+TnbDMjqVT9LRE0os/SvEpIcWnQLursyH7Os3oO0NZG1wrKiILC39i/tY9hdLeW+dmT+wpCntPzLeumk3l5q4Ymzm2KZ7efIScHtp/01TnxP7q0L6PTc2c3F8pFuavrIO+ZMvbD1fqR+YLPV3BPweydIilUtSDfur1Wp0OtFXHaNdJsegEs8nQw4H6lEsZjJlD1/6vI9eXSjc88QRYxb6du/eI/wx8e+HO23t6OApru1AUIoFNHXVEHe1uNIpMLiuKrKqj5At6pilIe6gDTBA8Q46hm9nW6OcTl1w2M8n6vF72nsbHnfFE2rOt9PFMuzTgGRyNXUFO7d86ud2ksXii3l/+ODzo0YnfwccMgVIqVgwYxfdBfimIA58F3vMo3GTjJhNyu4H9bhtSrWE/pUVSD2qeMigIEBeFPlQgcnCqUJISFFKNkV/HO+H2TGNG46/khMmEZaA4ndm3KbWNr282hOr5TD3GDgjT5LTdPlIaL9vjsbjdNZivRhJN3ju0IRabqnvSsbjLlsxWQtGxrAfoNAHvQHXAf4KeAZQA8tSMQpYHjccQMqnelknxg9L7YEtLt5EbeZjXAt26FuZ5kL2pNXoYG0y02Xp8prbT1yFQ0756sccHatuHajtqA6XI1KWT05dNR0CGNwztHY/FJvYM4b8Rb9hwZEs2M3flJL4D9iDLf1Yo+ralJkRvshkUCs2qbQmybfV/cUSPI6RyFr+WOov/rSK+r//tmzowi5fJ0NIPSWlpC9m79AXQlwCVDX4FhVEOFZs+T3oasILHhmzxVtfmNKhaXYMT+VtdZOnJadW51ySg5HSwdupDTeBR46NYeqGxrRfZyhXG7gTJVcsm5p/bk3pT1hdnHeb4hmilefPJdCU1xY1yfDI4FOE3DQXwK+1x8U9sJOawuVhXZKCRn5iz5Ur5sL80JD4WyfnCn1U6uEGgewLofgX4wQLloSarVxqNwVbXaNEipaPVVTplahs9FY/1IA4IQIrEyvOhDn4lXF8oZGdTfKObnS56xS8Hq1xyA+91JGvR1HjkraFdjbCFJZ8Wz45HRudf1+v95Y3ZxERhIBQH2cSBlpuBhyHqWdxsq+t2IvUalv2FmFORGdaLOorgUIirBpMArty5yUGu7PcPc5WF4UBoZB6/ojcWLUa/MJlMTJYCRj2v18caC7nKztEw8CEOvoTGHQtEPLAuEzLqkM7e6uosKAAkONaGY0gpQisIy+kCZjCrNI1grK4u1PyhkblsfMyfzwfqsfjYoMeXn0hdHRubz1Z21DkbixXg8G+w231gbunJvIf6M3r+/wPn94EsAH2G2eluOMz0BMJ4Wl3GuR59xlZPT0kJ2VW9WJygFIFEvpjekuG3DIf8pU52+8VK8SvYnW2mFjemtdNjw1s1Gb8rNLajXNwxFjl2OVGpElOCv/r09Kat4yAPSGtwDvyNk2qGkbWCRHRWs9mBQJvh37Jm9DF23934sdAzbwHU9y172OQPVcqHD+enpubIabUya5hs19LiZfi+9HD3Igkb6Ze9+HOAHwdRHU2jDc0oHs4Mt7rqfKsbUwenpszTXTSFDYx6Sj3lyZg9zVbX4+ujXkD6EjpCYLiZnn+JUHQkY8Q1vk8yJxkwSs8jWElNakV9ZQMrl+At/szRSHSqXSnakyPxWDFohJQke+Di6pjfl0lWhy5aOCN+d7zgzgStbCDlESaCmze2tzw8PocfZJvx8g6T3u222vQqlcrFxRzBfNg6WcuOGjWcwx/VWmaFqR0PCaOWQNrrTgXZhtgcHOQzOwelGD0BTzTUOsA/GVkIs2qLA+lXjQDiTaMXYYHJsm+ANwI7hrE5NRKz8rXRXNvP8wNb8Su+/Ia4+CZ2NjblsiJgIfH7SZ7aPOx0jFwt4XVrUwt4HfyzA1LmRoOX4BXELYDqEzz84OfFBrl6xw7Qz+XfLXuleVrIvWCe0TDTNWp9iv48NcBw6plVajrblk3xheql/AuaqRb+g8hu22FmFuk68hlPS3F7oGlUajSEMGqdgzEDWY0GPSELD4mOqqBWghOLTPCvD/8K65viMg+naP34tV+/8Qbq8wtoOgVn0Z1mEAE7bdBIEWGPwUgALqfkMeQ5sCsOxZrWATMTQDa9z2FyImerq6KMLVK9Ad7CtjJ3nS6a0jklFvc43H8VINvD+kLLlOhk2x3+6viknz882PLyfHAzfqUglPldO4Hn7CezOfFb2Hd7Pi1+Ez8/m86iVfkCLTYqX7OZRUqTA2kvlK/zfPHSTU1bNvGjI9kObOXfjl85NC/+DpvaM4UM7PP85lQW9X3I29L6Ej4zg9cwO5URcOWrXrS6pnZAvUd1XXoYD41uFwrbRsPxxjwArhGu4MuPJ5Ljea+vMJGIb8j7fi7sbEQjje1CZbHOxRvbCunp4gDkiqlMSxgABIEkWibArv8V7NqC/NSnWnwmPdKDT9XLkdC8zqfa1ibRoIL92AIpzcQTwvbRcKg+XwiPJHieG40kx3nvwe3H8fPB2kKpuL0RNTmWEc7YAKy0Mjv39Xjhxd9cuz8CZ2oFZ2pmvOudaeM8XzpCcaLs0aWgi+/kxtP8XI0L1ReKX8sfT0wUB/ZsjTc4D8uGRrYJpR2joaUuucnNT/M7LjbbZVk34ekQyMKCPE0DCBsZHGvjWV/SNItdkXMFK728y+tNWLnNvnweVMrjTDptU+Pib/DzVx+X60wg42FYN01PlWRZxuPhwCU6GdAjxrIeB5YgUstBswcF8XmFih4WxOmNjeE6NxTIDGpdqVCtbo2Ww5GxWHjSny1qvYPhWhkvCs1QwW5PcGa30232jOTdg2E7ay+53JmwxeNyW7w1St/yOaAvRqYBOwMqt4LzsjrVLuRqdRUMFfqLgmxuoImMUK46aLyQ2SyDnzIbURzgb7/dnbFnHY6Co144gJ+/zH97WvxjoWzSZ/WGiVlsBj6MwT5fBPlKtmQwa2xms4Kqu556gZ4xSbBRWpzmNuXeBkdGRnMbqR0tDM5sARf3p9bmQgZPiY3NCYgm2CjLDy+/i++D9WlNDCuJykzhkLyojwiQdpXv/5zwnPVFWOAefFQU8Kv9ee+TV2GeQfJv4N20BqeOMavo4YtyMiiDTB+mfwyFmFi4727u7vuEFyz3fsYCC96PL5EeFXyD+DewpgoW/gmsqadnVeiwTs1oid6s0jrk9NIlL+kCj+mKJNSRamLyH75U/+4PRp94fOR7QOG3vnX2l88998uzlD4G7OJRWEstn0ttVvrWnAtHbMzQ391fFJ8uPvRPQAnNH7t4FF8unQ2wPT4Jc7WQ61qwRqtpdbVmFVES8DAUJMmS7cF8TMt+GP5uFN/AMfFuPAAu63mVeFVGjT8hx7ttyx50k+S/tU8ztGjac983pcmpc0eZe9DysoytycPWOHhwxKrQ7SGEbE09KbBx4ivwTm0MZ8oI/lbGnuiPxYeCCDnOkEkY+o/LvzkzObQ6Wto/vtzBt4AtlWg1kSlqBzPNTAxwTsZp97W69r5XziCv23K2+GIxX3D1rCaeqMoZlHBhIQTUTKrQqCDj+qKG1cUjSc42OMG7/bVtFa7KBYcCyQ05igmTQyPBoagmFKlssNk+hbHL5bKQkjo1OpvJbd+QoJjVRItwqVZxwJPX69zKmDc2yCB6VgkvSnyJynzZLPMlBocdikU0ljV8WTcW75uRxyZhrDoZvWDs29LYnLxuVx6bhrHhdBLpLhh7oj8WH7pcHjsKY5WjhdWxtLaK/wPdLNUfrN/QKhTMDHUI/dq6Ta6tA3oQop4N6TB+JzC+prYOL2QQsGgSZZuuoC8ShZDm1kbN/pDDrkTKVtdEEWk/kEMop+8kXLoCS8vUE65HqStI9e24xxsaLv1ky0Z2wOQLCtWFhfxPALTOk9P6nGFyenhi6z6lMqsbH98goVcJwU4s7AYeUJx8JzltVTEGSS70893SZ+pIlOAHEP4v8iDouArs1wS5Ftc0G/QqhVFnVhDGpFZbQPFfhfSTBzt+tVikNfcQa6uGmDFcTYTUroQ6hP9LjP3+UfHbA6npwqP4o4899p3H8AR5cOkQeVD8xbtLf6hcP/XOO+9+/x3YD2RCHu/VaEbQHLoIlZsDi8wWq73e6doDgVanG1Doip2uDqFkp4tsPSH08lL5Ddihcl2fAa//vAYzUM1f/5kZU1YFk1JN9KFa2uNJ10LccAZeh8X71n2BE5500Grl0h53irNagxnxR9IXwf4X6Wlz58CRAx1z1jxz4PCBGbPWk6lxvdkhrpbx4JN0vf669FX8ko1Lu93pkM3GZdwA1m34hC1Ev+FsVukbzibucR2+6/67rnC5roCXwy4pH/EA/w6BnmaBextRs8mpR/R65M7mcnVkqkcYxhSJjLe7EcY01O6abDprL9z00jJrTUaw8hPgChCiYMJqWhVahRiQg0DUrY4xfW6aiVzTBvdCpd6vaUuMPe1OmoqmfCR25fjVhWPjifG8z59vRosFBmNMnMmhaKyecppClWS6kq9Usjq7fmh34u8mq/USP+oMhp6NzCay+/jENdfVptyZ0Wh4uJixF2ZDGlbj5SMOV7IccGezWY8nHGwks2OAyBXDxbeSk0m+Vsp4cqmQZIOq5feRCHolYW0FsclYm4nYxH+J/ws5vTRJnpXGTYNPeBLGZaitMm6Xy93pulwJfYLrdBNqPdvp6te1UeTqAl6pa68pVMUjZRmj9BpHlF34i2O1xjhX3TS4MJXoJKYW9i0sLDri1TA/FoxNpNNtwU/UtW02dk9zsF0aiA85nbPj05v5jQ1fLmJ32gSHxZNtol49E78MtLoBTQFaUcU7XUalsrjVlsBqt6fXW8EgxLWtHirISnW1uRKnio8PX/ZRR6wTpz1K2l1Jb6qF77jv16CUXLCScM5P2Us8R+6eeWSXz0Oxarpd9gdGd49+5I0rxVyulXM7EpXQxKzOnZJ4SWt+v5Jqy+w3dB6CO12ikokCekLlEJhXAn9WvBc/q3Nx2fHdYzy5oegqTO2/69s3O0BSRZj/glTHFyD3qDUD4JxijUas0zU3cIRpNNwad63TdXs0fKerUf/FroOELGjKvNpR6otJZsG6/EHmSKXHkC9XCgFhMp6YLPjLQnUsUO5ksp2Sf1TljBV8vnzMYY8UA75C1GGkJ9+wZctEqBx34P2+eSEOej6QH4+VFtzOxXqa9qvKrURt1zPBYtRmixaDA/mI3RbOiw9x5YRjy/jYrCNeknMPqY8r4RQjICYT5Kq7jeZ1DV2pl7rS0qVJa6+tO9PsN3bJsNSnwqAd1+KzJAO+XPOUHiOeNqNiDmVA6XLE0viMeLdleONce8QsbsIf+n7pS2ofFw351KUfUFrS6If4LP6tlG87mjpFU43VDG0II35vkd9LuRuSmwx0pU3S47f8C3y/T/EdSf71Zpz2KT7JfJ4hZoZnGsxFzFFGaWAYRqfXk3ZXz+jU7a7ugs7R1XITgw31HvgZ8VWcFv8V18VPkVO8+F5efJvv9zJoff8W0Bep/2mz0gKsOxxm2t2wwm2Uis3r+5/nl+MoN9nzi1Lkmup1tcbhuWxm7qopfkfhMy9VrpracdtuXth7cq5+eZ1McYHs3JEGbdo4HM/y4ju+gaGLbp7u3HJRxeuTeYBO9nN8hjYVeyDxZKmf4y9/d3lQGmNBpq+bgFyTFqCFVJUoOldqxhSOjWh06uigW1PatNlofhQ785sq5NalzsWHmJUeSUqqTXiaegVWYy3RMSptv4kj2wKLBS2WGiUncXVc/B6+tC0+Snsu38AbxdPiF/CC+ITEUFl+P4b3SrBfJaPA7a7C2rdfmySOk3hOBAS8dHtelgH1SddKPRYOUGm4aXWHYJLbasrAqRTY3+6C+vVLyNQtKdU0lDBrI7M6wFBhxNYFZPIf4/Ontm64rJOoXnTLxh237srl5o9NekbqQ07WYxG/NXF0bjC1+cqp1tHZVHbucHtS167rRncdHdvy8b3CyIGbNrSO7xlWW4Nuo9FweW7rkcbokW35wrYj9caRrTlZf5jl98gmqfZveoaobQqpsN5YKamDyyn/Af++LL5Oi+jPksmlmd48OPijMM8o5TcGbFAzemJkVHrrefmNVuY8mGtEixdox6shvo75hvjH3B27mzgvvgFS+HecEJ8RH8W1yoOX4ovwjHQvBNbfJ2FPyFuQSguWpLUqCUNo5+/8vKVK/aqa5i4x/DORIyN+MYs/WDqVJbN8fukZXqJ303IUc9I5jWeImmFUiBcavd4GhZaYe+yxn5JTg+d+nGFuh/G65Sg62xuvUkuZjiA3NajBRMpnf/rYY5DxHM8w/CDNof9n+U78wfJXpbskhJHukihpMvWBSOZjMZlni/CP98jDK/dNXqUJYCRxz8HocfLwAw9IuuTH9+MA6FIU5UGXLDGr389oLZZs3gEugVEAc1/cWyzyAlvja5Qcqe7lx/aVdDzR60QAYum1IlwmplcWSXkL3mxBo3KYTQGDT2XOeaNZNtnk/X5Xzv8QIAv7gNcatZN7rJaCcJfZbPKbzEETm+CsQS+rNCUGWFeD0bJuq9tl7OH82wiDw+efCWRdxeGPRA/KhyIoAGea7t2RMZ6xK71m6RwUNq/pOlJbUK+5GYOnnckqx1UTTmeiygFUct6bHx3L58ZGSTxQijuccSHgL8Wd8HrncKE4MlLMjyAJz0v3AZhjkOOwNMdh4kelnNKopDnlz86YDCq8mlNeMF7NxNDnkJwVmWBK8oLxko+Xxu+T1o/tlUZjszKOM2aj/sL8djUXvvKcREtBym+/f6aYX5vfXjge74tK40vS+D+cKa0fT834B9L4c3Lu97hMi4qN45BKweA1tMi1apr7ZeXcb7s8NgVjFSm/WfHXc0q877DMkSwQosqmzssppbqONLYk0zAnr+uEdQtOu21tTjm5cvcEYoN5Tf33Gql0Df/ByA86lQWdUiHDaUZFlGBNr9ZkWwHVeu5I9MMXR64A5br++gckHTQQH26QE8gFMcDIahpSCsUgh9IAM1/8xd4XBfkeBjUBwS5depAun5Qq+5yJKMe6nSTIh13RcNjmdBMuR07YnLZAoFSElwGuSK9NLf8Z/QL/GeO19o2pff9ZRBhHoxIdo/gsuot8FXyW6etKMtNV0pj2Iq3Qq2jRDMBw9S4ZsJDPribLhM7DOWmeDbmbegOhk81KG50OZtJr2Kys4Vq/2t+vW9SzsjihOTyOSn6UVt0MNq3CyNBM3kRTebmwZ6GWuJrOV1cQlpzY91Zfye89a/J8Bt0ET7x0R04NmAeo16sZepVIp6JxfyWtp9eJQr3Ht5v4I/RvUf6R/MjyjuX38CHy1T5mkHMVGjrwIdGbwv+XfHVpmnxT3rOXvyMn8qIAyjU9AX+rG3CZV1pe3vN7XkLvoHK35C83vly9Jkq/AXbttbQB9kwefi7sgv1ppcfSrx1ItCSadi9aIcLzV4j46yTAu/O3f/Mv7K2VAJSkNwN4DHzvVyAGeyB62zVBEwr1o7ccAuQbDmvvGz7SmHJE877RqakxYEY6nc/jsYsXcq2s69D8wsHQ1qn23Fy7PStjS9xCL8FmtJ6KwA45EujfMbQlqvQuS8t540CK1Hw7xIdwTpoTxS2Is08CN0zPuLycxhyU8AC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P ala vras- cha ve: Sicó | comunidade | educação | rural | coesão territorial

R esumo
O mundo rural foi, durante muito anos, a maior par te do território nacional. A par tir do final do
século X X , a par do desen v olvimento da r ede urbana , a sua população começou a diminuir , num pr ocesso
de despov oamento que se intensificou a par tir das década s de 1940, 1950 e per dura até hoje. Como
consequência , o rural tornou-se um mundo desvaloriz ado e menospr ez ado, a ssociado a territórios sub -
desenv olvidos relativamente ao mundo urbano. Ma s , entr e est a s r ealidades, o rural e o urbano, sempre
existiram relações e o rural f oi sempr e visto como um prest ador de ser viços ao mundo urbano, sobr etudo
de alimento. A ssim, a r elação rural-urbano pode entender -se, basicamente de duas maneira s: uma dicoto -
mia ou um continuum . Ainda que em amba s se compr eenda a dualidade, numa dela s pr evalecem as sua s
dif er ença s como elementos opostos e na outra dá-se maior relev o ao que os apro xima . Um binómio onde
não se pensa o urbano como oposto do rural, ma s como elementos em relação, r efletindo no que um
pode dar ao outr o, de modo a melhorar a s condições de vida dos habit antes, nes te ca so, em meio rural,
sendo que a s alterações sofrida s no rural são consequência das mudanças no mundo urbano e vice-versa .
Dentr o do binómio rural-urbano, surgem uma série de ques tões de or dem política , sociológica
ou cultural. Desde logo, hav erá um homem rural e um homem urbano? P odem pensar -se de maneira
dif er ente? Naturalmente, o espaço de vivência influencia a f orma de pensar , de viver e de v er as coisa s , ao
ter dif er entes experiências e cont ac tos com a comunidade. Além disso, a vida em meio rural es t á mais
r elacionada com a comunidade e desde a infância se sentem dif erenças tendo em cont a o contex to em
que se encontram, com uma maior liber dade no mundo rural. Ha verá, assim, uma criança urbana e uma
criança rural? Ou ainda , uma escola urbana e uma escola rural?
Como f orma de interligar estes dois mundos e contribuir para a coesão territorial e social, no
âmbito da iniciativa De volta ao rural ou como ref orçar a coesão da cidade r egional? , criou-se uma es tratégia
que pr etenda r esponder e apr esent ar soluções para os pr oblema s do território e necessidades da comu -
nidade, tendo Sicó e a Rede da s Aldeias de Calcário (RA C ) como território de ação, aldeias que se ca-
raterizam pelo património natural e cultural a ssociado à formação cársica deste território, nomeadamente
nos muros de pedra seca , eira s e demais cons truções vernáculas .
A estratégia def ende uma visão integrada , com programas com f uncionamento em rede e a pr e -
sente disser tação ensaia uma propost a dir ecionada à infância e à apr endiz agem em comunidade, com o
pr ojeto da Comunidade de Apr endiz agem de Sicó, de modo a valorizar a r egião e aument ar a autoes tima
das comunidades de Sicó, tendo a aldeia de Ca smilo como objeto de es tudo.

K ey wor ds: Sicó | communit y | education | rural | territorial cohesion

Abstrac t
F or man y y ears , most of the national territor y wa s rural. Fr om the end of the 20th centur y , along
with the development of the urban net w ork at national level, its population began to decrease, in a process
of depopulation that intensified from the 1940s, 1950s and continues until toda y . As a result, ther e has
been a devalue and under value of the rural territor y , a ssociated with under developed r egions in relation to
the urban territor y . Bet ween the rural and urban realities, relationships hav e always exis ted and the rural
territor y ha s always been seen a s a pro vider of ser vices to the urban one, in par ticular of food. T hus , the
rural-urban r elationship can basically be unders tood in t w o ways: a dichotom y or a continuum . Although
the dualit y is understood in both, on the first their diff er ences pr evail as opposing element s , whilst on the
other gr eater emphasis is giv en to what brings them together : a binomial where urban is not thought as
the opposite of rural, but a s communicating element s , reflec ting on what one can give to the other in or -
der to impro ve the living conditions of the inhabitant s , in this case in rural ar ea s , a s the changes suff er ed in
this region are a consequence of changes in the urban region and vice versa , par ticularly with the evolution
of societ y and changes in geographical spaces .
W ithin the rural-urban binomial, a series of political, sociological or cultural issues arise. Firs t of
all, is ther e a rural man and an urban man? Can they be thought differ ently? Naturally , the living space
influences the wa y of thinking , living and seeing things , b y having differ ent experiences and contac ts with
the communit y . Fur thermore, life in rural ar ea s is mor e r elated to the communit y and diff erences ar e f elt
since childhood, considering the contex t in which they find themselves, with gr eater fr eedom in the rural
world. So, is ther e an urban child and a rural child? Or , an urban school and a rural school?
A s a way to link these t w o areas and contribute to territorial and social cohesion, within the
scope of the De volta ao rural ou como r ef orçar a coesão da cidade r egional? initiative, a strateg y was cr eated
that intends to r espond and pr esent solutions to the territor y’ s pr oblems and communit y needs with Sicó
and the Rede da s Aldeia s de Calcário (RA C ) a s the ac tion territor y , villages charac terized by their natural
and cultural herit age, a ssociated with the k ars t f ormation of this territor y , namely in the dr y s tone walls,
thr eshing floors and other vernacular construc tions.
T he strateg y defends an integrated vision with programs operating in a sys tem and this disser tation
at tempt s a pr oposal aimed at childhood and communit y learning , with the Comunidade de Apr endiz agem
de Sicó pr ojec t , in or der to value the region and incr ea se the self-es teem of the communities of Sicó, with
the village of Ca smilo a s the objec t of s tudy .

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Siglas e acrónimos
Intr odução
I PROBLEMA
1.1. Rural-urbano: o( s ) pr oblema( s ) do território
1.2. Educação em meio rural
1.2.1. Métodos de ensino
1.2.2. Comunidades de aprendizagem
II C ONTE X T O
2.1. Sicó: um território em desen volvimento
2.1.1. P atrimónio, saber es e recursos endógenos: uma paisagem natural
2.1.2. Sicó: a ges t ão do território
2.1.4. A arquitetura v ernácula de Sicó: património em desen volvimento
III PR OPOST A
3.1. Sicó: Cidade - R egião
3.2. Casmilo: uma nova urbanidade
3.3. Comunidade de Aprendizagem de Sicó
Considerações Finais
Bibliografia
Anex os
Sumário
13
15
29
37
47
51
57
61
67
71
79
91
99
115
119
129

13
Siglas e acrónimos

ADSIC Ó
ComA S
CR CD
DA R Q
DGEMN
DOP
E AV
FC TUC
GAL
ICE
INE
LE ADER
MIA
MRUI
PDR
PER
PNC T
PNPO T
PVI
R AC
UC
A ssociação de Municípios da Serra de Sicó
Comunidade de Apr endizagem de Sicó
Centr o Recr eativ o, Cultural e Despor tivo
Depar tamento de Arquitetura
Dir eção - Geral dos Edifícios e Monumentos Nacionais
Denominação de Origem Pr otegida
Equipamento de Apoio à V isitação
F aculdade de Ciências e T ecnologia da Univ ersidade de Coimbra
Grupo de Ação Local
Instituto da s Comunidades Educativa s
Instituto Nacional de Es t atística s
Ligações Entr e Ações de Desenv olvimento da Economia Rural
Mestrado Integrado em Arquitetura
Mestrado em Reabilitação Urbana Integrada
Pr ograma de Desenv olvimento Rural
Pr ojeto da s Escola s Rurais
Pr ograma Nacional para a Coesão T erritorial
Pr ograma Nacional da Política de Or denamento do T erritório
Pr ograma de V alorização do Interior
Rede de Aldeias de Calcário
Universidade de Coimbra

15
Intr odução
A presente disser t ação f oi desenv olvida no âmbito da iniciativa De volta ao rural ou como r ef or çar a
coesão da cidade regional? , dora vante apenas De volta ao rural , ao longo do ano letiv o 2020/2021 na s uni -
dades curriculares Atelier de Pr ojeto IIC , L aboratório de Pr ojeto IC e Seminário de Inv estigação. T rata-se
de uma iniciativa que est á a operar desde setembro de 2020 no âmbito do pr otocolo de Cooperação
Institucional celebrado entr e a Universidade de Coimbra (UC ) e a T erra s de Sicó – A ssociação de desen -
volvimento, com os seus seis municípios parceir os e cujos territórios cons tituem a área de Sicó (Alvaiá zer e,
Ansião, Condeixa-a- No va , P enela , P ombal e Sour e ). Sicó é, pois , o território de ação dest a iniciativa e
os trabalhos têm tido a par ticipação de div ersos docentes e inv es tigador es da UC , bem como de es -
tudantes do Mestrado em Reabilitação Urbana Integrada do Depar t amento de Arquitetura. Além disso,
tem t ambém o apoio da s Câmara s Municipais r ef eridas , bem como da Cátedra UNESC O Diálogo Cultural
em P atrimónios de Influência P or tuguesa da UC .
O trabalho desenv olvido no âmbito des t a iniciativa par te de um pensamento crítico relativamente
à evolução das zonas rurais e pr etende contribuir para uma nova visão sobr e a atuação nes tes espaços
atra vés da ar quitetura como agente de um desenv olvimento integrado, valoriz ando a s potencialidades
dest a s áreas e afirmando uma no va centralidade do rural.
O rural tem sido visto ao longo dos anos como uma realidade opost a ao mundo urbano e asso -
ciado a territórios subdesen volvidos. A ssociado à agricultura , há muito que v em sofr endo com a per da de
população r esidente, r esultado da emigração e/ou deslocação para a s grandes e média s cidades , sobr etudo
do litoral. Como consequência , a economia destes lugares f oi enfraquecendo, a população remanescente
env elhecendo e o quadro f ísico dos núcleos rurais foi-se esva ziando. Este pr oblema ganhou outra di -
mensão nas últimas décadas “…com o encerramento sucessivo de ser viços , isto é, com a descapitaliz ação
dos lugares e aldeias” (ANIMAR et al., 2013b, p.13). Ser viços de saúde, educação, entre outros, passaram a
concentrar -se nos grandes centros urbanos e, assim, a qualidade de vida da população rural diminui, a ssim
como a autoes tima da s comunidades .
F oi a par tir da década de 1980, com a visão do mundo rural a deixar de ser dominada pela ati-
vidade agrícola , que começaram a ser desenv olvida s diversas ações com o objetivo de r evit aliz ar a s ár ea s
rurais do interior do país e r eabilitar alguma s aldeia s que tiveram um papel estruturante do território ao
longo da his tória . Pretendia-se assim valoriz ar o património cultural que ela s encerravam, principalmente
para fins turís ticos , esperando a ssim contribuir para a melhoria da s condições de vida dos habitantes e a
modernização dos equipamentos de apoio.

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Aprender na Aldeia. Casmilo: uma comunidade de aprendizagem da Cidade-Região Sicó.

Abstract

Aprender na Aldeia. Casmilo: uma comunidade de aprendizagem da Cidade-Região Sicó.
