<?xml version="1.0" encoding="UTF-8"?><rss xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:content="http://purl.org/rss/1.0/modules/content/" xmlns:atom="http://www.w3.org/2005/Atom" version="2.0" xmlns:media="http://search.yahoo.com/mrss/"><channel><title><![CDATA[null]]></title><description><![CDATA[null]]></description><link>https://qgis.ro/</link><image><url>https://qgis.ro/favicon.png</url><title>null</title><link>https://qgis.ro/</link></image><generator>Ghost 4.5</generator><lastBuildDate>Sat, 11 Apr 2026 10:14:32 GMT</lastBuildDate><atom:link href="https://qgis.ro/rss/" rel="self" type="application/rss+xml"/><ttl>60</ttl><item><title><![CDATA[Primul GPS pe hârtie (1927)]]></title><description><![CDATA[Primul sistem de navigație din 1927, dedicat șoferilor.]]></description><link>https://qgis.ro/gps-pe-hartie/</link><guid isPermaLink="false">60facc4c656ced0001ae9902</guid><category><![CDATA[gps]]></category><category><![CDATA[creare harta]]></category><category><![CDATA[primul gps]]></category><category><![CDATA[1927]]></category><category><![CDATA[sistem navigatie]]></category><category><![CDATA[transport]]></category><category><![CDATA[rute]]></category><category><![CDATA[curs qgis]]></category><dc:creator><![CDATA[Daragiu Alex]]></dc:creator><pubDate>Wed, 18 Aug 2021 09:40:00 GMT</pubDate><media:content url="https://qgis.ro/content/images/2021/07/proto-gps-watch.png" medium="image"/><content:encoded><![CDATA[<!--kg-card-begin: markdown--><img src="https://qgis.ro/content/images/2021/07/proto-gps-watch.png" alt="Primul GPS pe h&#xE2;rtie (1927)"><p>Cu mult timp &#xEE;naine s&#x103; existe sistemele GPS pe care le &#x219;tim noi ast&#x103;zi, lucrurile st&#x103;teau un pic altfel!</p>
<p>&#xCE;n secolul 19 nu se punea problema c&#xE2;nd plecai la drum lung, s&#x103; te bazezi pe un GPS &#x1F5FA;&#xFE0F; s&#x103; te duc&#x103; la destina&#x21B;ie, pentru c&#x103; nu exista &#xEE;nc&#x103;. H&#x103;r&#x21B;ile clasice printate pe h&#xE2;rtie reprezentau singura modalitate de naviga&#x21B;ie u&#x219;oar&#x103; &#x219;i accesibil&#x103; publicului larg.</p>
<p>P&#xE2;n&#x103; c&#xE2;nd &#xEE;n 1927 o companie din Marea Britanie a creat &#x201E;Plus Four Wristlet Route Indicator&quot;, un aparat &#xEE;n form&#x103; de ceas &#x231A;, format din doua role cu h&#x103;r&#x21B;i &#xEE;n miniatur&#x103; pe care le puteai derula &#x219;i un ecran de plastic pentru afi&#x219;aj. El a fost creat ini&#x21B;ial cu scopul de a le oferi &#x219;oferilor o modalitate mai rapid&#x103; &#x219;i comod&#x103; de a urm&#x103;ri un traseu f&#x103;r&#x103; nevoia de a trage pe dreapta la fiecare cotitur&#x103; pentru a verifica traseul.</p>
<p><img src="https://qtibia.ro/content/images/2021/05/wristlet-route-indicator.jpg" alt="Primul GPS pe h&#xE2;rtie (1927)" loading="lazy"></p>
<p>Acest &#x201E;device&quot; era v&#xE2;ndut la pachet cu 20 de mici role &#x1F4DC; cu h&#x103;r&#x21B;i ce te puteau ghida pe cele mai frecventate rute de la momentul respectiv, dar desigur c&#x103; erau &#x219;i neajunsuri ale acestui sistem, spre exemplu:</p>
<ul>
<li>Existau un num&#x103;r limitat de trasee pe care le puteai urm&#x103;ri.</li>
<li>Puteai s&#x103; navighezi doar de la sud spre nord &#x219;i invers, harta derul&#xE2;ndu-se doar pe vertical&#x103;.</li>
<li>C&#xE2;nd rola ajungea la cap&#x103;t, trebuia schimbat&#x103; pentru a derula &#xEE;n continuare traseul.</li>
</ul>
<p><img src="https://qtibia.ro/content/images/2021/05/proto-gps-scroll.jpg" alt="Primul GPS pe h&#xE2;rtie (1927)" loading="lazy"></p>
<p>Mie mi se pare foarte tare ca cineva s-a g&#xE2;ndit la o astfel de solu&#x21B;ie &#x219;i a pus-o &#x219;i &#xEE;n practic&#x103; chiar dac&#x103; tehnologia de la vremea respectiv&#x103; nu permitea prea mult&#x103; inova&#x21B;ie. Eu unul chiar a&#x219; fi tentat sa fac rost de un astfel de ceas pentru a sim&#x21B;i pe pielea mea, diferen&#x21B;a dintre harta clasic&#x103;, aparatul &#x103;sta &#x219;i GPS-ul de pe telefon.</p>
<p>Cred c&#x103; ar fi o experien&#x21B;&#x103; interesant&#x103;... asta &#xEE;n cazul &#xEE;n care mai g&#x103;sesc intacte rutele de pe vremuri &#x219;i f&#x103;r&#x103; prea multe modific&#x103;ri. Tu ce p&#x103;rere ai, &#x21B;i-ar pl&#x103;cea un ceas &#x231A; din &#x103;sta?</p>
<!--kg-card-end: markdown-->]]></content:encoded></item><item><title><![CDATA[🌎 FOSS4G 2021 Buenos Aires]]></title><description><![CDATA[FOSS4G este ediția internațională a conferinței OSGeo Free and Open Source Software for Geospatial.]]></description><link>https://qgis.ro/foss4g-2021-buenos-aires/</link><guid isPermaLink="false">60fad028656ced0001ae9922</guid><category><![CDATA[osgeo]]></category><category><![CDATA[conferinta]]></category><category><![CDATA[bilete]]></category><category><![CDATA[2021]]></category><category><![CDATA[buenos aires]]></category><category><![CDATA[foss4g 2021]]></category><category><![CDATA[foss4g 2021 buenos aires]]></category><category><![CDATA[conferinta geospatiala]]></category><dc:creator><![CDATA[Daragiu Alex]]></dc:creator><pubDate>Fri, 23 Jul 2021 14:32:18 GMT</pubDate><media:content url="https://qgis.ro/content/images/2021/07/foss4g.png" medium="image"/><content:encoded><![CDATA[<!--kg-card-begin: markdown--><img src="https://qgis.ro/content/images/2021/07/foss4g.png" alt="&#x1F30E; FOSS4G 2021 Buenos Aires"><p>FOSS4G Conferin&#x21B;a geospa&#x21B;ial&#x103; 2021 pentru tehnologiile FOSS. Evenimentul tehnologic interna&#x21B;ional privind location &#x219;i open data.</p>
<p>FOSS4G este edi&#x21B;ia interna&#x21B;ional&#x103; a conferin&#x21B;ei OSGeo Free and Open Source Software for Geospatial.</p>
<p>Edi&#x21B;ia 2021 va fi prezentat&#x103; pentru prima dat&#x103; &#xEE;n America de Sud cu colaborarea GeoLibres Asociaci&#xF3;n Civil, &#xEE;n Buenos Aires, Argentina &#xEE;n perioada 27 septembrie - 3 octombrie, de aceea nu ar trebui s&#x103; o ratezi! Pute&#x21B;i ob&#x21B;ine biletele <a href="https://registration.2021.foss4g.org/OSGeo/FOSS4G/">aici</a>!</p>
<p>FOSS4G este edi&#x21B;ia interna&#x21B;ional&#x103; a FOSS4G; software-ul gratuit &#x219;i open source pentru conferin&#x21B;a geospa&#x21B;ial&#x103; a OSGeo. Cu o experien&#x21B;&#x103; de peste 15 ani, conferin&#x21B;a anual&#x103; FOSS4G este cea mai mare reuniune global&#x103; pentru software geospa&#x21B;ial. FOSS4G a avut loc &#xEE;n &#xEE;ntreaga lume &#x219;i atrage participan&#x21B;i din &#xEE;ntreaga lume.</p>
<p>FOSS4G reune&#x219;te dezvoltatori, utilizatori, deciden&#x21B;i &#x219;i observatori dintr-un spectru larg de organiza&#x21B;ii &#x219;i domenii de operare. Prin &#x219;ase zile de ateliere, prezent&#x103;ri, discu&#x21B;ii &#x219;i cooperare, participan&#x21B;ii la FOSS4G creeaz&#x103; produse, standarde &#x219;i protocoale geospa&#x21B;iale eficiente &#x219;i relevante.</p>
<p>Dac&#x103; a&#x21B;i dezvoltat un proiect open source gratuit, a&#x21B;i implementat o solu&#x21B;ie FOSS4G sau a&#x21B;i participat la un proiect care utilizeaz&#x103; software gratuit &#x219;i open source, v&#x103; invit&#x103;m s&#x103; participa&#x21B;i la <a href="https://2021.foss4g.org/">FOSS4G Buenos Aires 2021!</a></p>
<!--kg-card-end: markdown-->]]></content:encoded></item><item><title><![CDATA[🧊 Etichetarea 3D a hărților tridimensionale din QGIS]]></title><description><![CDATA[În acest articol sunt prezentate două modalități de obținere a efectului 3D pentru textele care alcătuiesc etichetele hărților tridimensionale.  ]]></description><link>https://qgis.ro/etichetarea-3d-a-hartilor-tridimensionale-din-qgis/</link><guid isPermaLink="false">60f1eb21656ced0001ae92b5</guid><category><![CDATA[3d]]></category><category><![CDATA[etichetare]]></category><category><![CDATA[QGIS]]></category><category><![CDATA[creare harta]]></category><dc:creator><![CDATA[Sorin Călinică]]></dc:creator><pubDate>Sat, 17 Jul 2021 14:23:44 GMT</pubDate><media:content url="https://qgis.ro/content/images/2021/07/etichetarea-3d-a-hartilor.png" medium="image"/><content:encoded><![CDATA[<img src="https://qgis.ro/content/images/2021/07/etichetarea-3d-a-hartilor.png" alt="&#x1F9CA; Etichetarea 3D a h&#x103;r&#x21B;ilor tridimensionale din QGIS"><p></p><p>&#xCE;n acest articol sunt prezentate dou&#x103; modalit&#x103;&#x21B;i de ob&#x21B;inere a efectului 3D pentru textele care alc&#x103;tuiesc etichetele h&#x103;r&#x21B;ilor tridimensionale. &#xA0;</p><p><strong>Asta o s&#x103; pute&#x21B;i s&#x103; realiza&#x21B;i dup&#x103; urm&#x103;rirea acestui articol:</strong></p><figure class="kg-card kg-image-card"><img src="https://qgis.ro/content/images/2021/07/animated_title-2.gif" class="kg-image" alt="&#x1F9CA; Etichetarea 3D a h&#x103;r&#x21B;ilor tridimensionale din QGIS" loading="lazy" width="1183" height="375"></figure><h3 id="a-vizualizarea-%C3%AEntr-o-hart%C4%83-tridimensional%C4%83-din-qgis-a-etichetelor-3d-create-%C3%AEntr-o-aplica%C8%9Bie-ter%C8%9B%C4%83">A) Vizualizarea &#xEE;ntr-o hart&#x103; tridimensional&#x103; din <a href="https://qgis.org/ro/site/">QGIS</a> a etichetelor 3D create &#xEE;ntr-o aplica&#x21B;ie ter&#x21B;&#x103;</h3><p></p><p><strong>A.1)</strong> Crearea unui strat vectorial de tip punct (<em>PointZM</em>) &#xEE;n <strong><a href="https://qgis.org/ro/site/">QGIS</a></strong>:</p><figure class="kg-card kg-image-card"><img src="https://qgis.ro/content/images/2021/07/creare_strat_text_3D.gif" class="kg-image" alt="&#x1F9CA; Etichetarea 3D a h&#x103;r&#x21B;ilor tridimensionale din QGIS" loading="lazy" width="1134" height="866"></figure><p><strong>A.2)</strong> Ob&#x21B;inerea textelor sub form&#x103; de obiecte 3D, cu ajutorul aplica&#x21B;iei gratuite <strong><a href="https://www.blender.org/">Blender</a></strong>:</p><figure class="kg-card kg-image-card"><img src="https://qgis.ro/content/images/2021/07/3dText.gif" class="kg-image" alt="&#x1F9CA; Etichetarea 3D a h&#x103;r&#x21B;ilor tridimensionale din QGIS" loading="lazy" width="1134" height="867"></figure><p>Pentru a intra &#x219;i pentru a ie&#x219;i din modul de editare a textului am ap&#x103;sat tasta <strong>TAB</strong>.</p><p><strong>A. 3)</strong> Repetarea pa&#x219;ilor din sec&#x21B;iunea anterioar&#x103; pentru fiecare text &#xEE;n parte. Pentru fiecare etichet&#x103; vor rezulta c&#xE2;te dou&#x103; fi&#x219;iere (unul cu extensia <strong>obj</strong> &#x219;i altul cu extensia <strong>mtl</strong>). La final, ar trebui s&#x103; ob&#x21B;ine&#x21B;i ceva de genul urm&#x103;tor:</p><figure class="kg-card kg-image-card"><img src="https://qgis.ro/content/images/2021/07/objs.png" class="kg-image" alt="&#x1F9CA; Etichetarea 3D a h&#x103;r&#x21B;ilor tridimensionale din QGIS" loading="lazy" width="424" height="219"></figure><p><strong>A. 4) </strong>Definirea regulilor de etichetare <strong>la vizualizarea &#xEE;n 3D</strong> a punctelor introduse &#xEE;n stratul vectorial:</p><figure class="kg-card kg-image-card"><img src="https://qgis.ro/content/images/2021/07/adaugare_puncte.gif" class="kg-image" alt="&#x1F9CA; Etichetarea 3D a h&#x103;r&#x21B;ilor tridimensionale din QGIS" loading="lazy" width="1134" height="866"></figure><p>&#xCE;n cadrul acestei sec&#x21B;iuni:</p><ol><li>Am ad&#x103;ugat punctul c&#x103;ruia urmeaz&#x103; s&#x103;-i ata&#x219;&#x103;m o etichet&#x103; 3D;</li><li>Pentru <strong>vizualizarea 3D</strong> am definit urm&#x103;toarea regul&#x103; corespunz&#x103;toare entit&#x103;&#x21B;ii de tip punct al c&#x103;rei <strong>id </strong>= 1: </li></ol><p> &#xA0; &#xA0; &#xA0; &#xA0; &#xA0; &#xA0; &#xA0; <em> 2.1.<strong> Simbolul</strong></em> care se va afi&#x219;a va fi un <strong>model 3D </strong>cu denumirea<strong> <em>vf toaca.obj</em></strong></p><p> &#xA0; &#xA0; &#xA0; &#xA0; &#xA0; &#xA0; &#xA0; &#xA0;2.2. <strong><em>Scara</em></strong> la care va fi afi&#x219;at &#xEE;n <strong><a href="https://qgis.org/ro/site/">QGIS</a></strong> <strong>modelul 3D </strong>va fi m&#x103;rit&#x103; de <strong>100</strong> de ori (&#xEE;ntruc&#xE2;t, &#xEE;n <strong><a href="https://www.blender.org/">Blender</a>, </strong>textul tridimensional avea o lungime de aproximativ un metru)</p><p>3. &#xA0; Av&#xE2;nd &#xEE;n vedere c&#x103; altitudinea la care va fi pozi&#x21B;ionat <strong>modelul 3D</strong> este relativ&#x103; fa&#x21B;&#x103; de teren, introducem valoarea <strong>20</strong> pentru <strong>Z</strong>-ul punctului. Astfel, vom avea certitudinea c&#x103; eticheta 3D se va afi&#x219;a la 20 de metri deasupra terenului. </p><p><strong>A. 5)</strong> Repetarea pa&#x219;ilor din sec&#x21B;iunea anterioar&#x103; pentru fiecare punct &#xEE;n parte. La final, ar trebui s&#x103; ob&#x21B;ine&#x21B;i ceva de genul urm&#x103;tor:</p><figure class="kg-card kg-image-card"><img src="https://qgis.ro/content/images/2021/07/reguli.png" class="kg-image" alt="&#x1F9CA; Etichetarea 3D a h&#x103;r&#x21B;ilor tridimensionale din QGIS" loading="lazy" width="406" height="316"></figure><p><strong>A.6)</strong> Vizualizarea rezultatului &#xEE;ntr-o hart&#x103; 3D:</p><figure class="kg-card kg-image-card"><img src="https://qgis.ro/content/images/2021/07/creare_harta3d.gif" class="kg-image" alt="&#x1F9CA; Etichetarea 3D a h&#x103;r&#x21B;ilor tridimensionale din QGIS" loading="lazy" width="1134" height="866"></figure><p></p><h3 id="b-vizualizarea-%C3%AEntr-o-hart%C4%83-tridimensional%C4%83-din-qgis-a-etichetelor-poligoanelor-extrudate-ale-unui-strat-vectorial">B) Vizualizarea &#xEE;ntr-o hart&#x103; tridimensional&#x103; din <a href="https://qgis.org/ro/site/">QGIS</a> a etichetelor (poligoanelor) extrudate ale unui strat vectorial</h3><p></p><p><strong>B.1)</strong> Crearea unui strat vectorial poligonal &#xEE;n <strong><a href="https://qgis.org/ro/site/">QGIS</a></strong> &#x219;i introducerea &#xEE;n cadrul acestuia a unor poligoane sub forma textelor vizate:</p><figure class="kg-card kg-image-card"><img src="https://qgis.ro/content/images/2021/07/image.png" class="kg-image" alt="&#x1F9CA; Etichetarea 3D a h&#x103;r&#x21B;ilor tridimensionale din QGIS" loading="lazy" width="905" height="242" srcset="https://qgis.ro/content/images/size/w600/2021/07/image.png 600w, https://qgis.ro/content/images/2021/07/image.png 905w" sizes="(min-width: 720px) 720px"></figure><p><strong>B.2)</strong> Acest pas nu este obligatoriu; l-am prezentat aici doar pentru a v&#x103; ar&#x103;ta un alt mod &#xEE;n care poate conlucra <strong><a href="https://qgis.org/ro/site/">QGIS</a></strong> cu aplica&#x21B;ia <strong><a href="https://www.blender.org/">Blender</a></strong>. <em>Aten&#x21B;ie:</em> facilit&#x103;&#x21B;ile GIS din <strong><a href="https://www.blender.org/">Blender</a></strong> nu sunt native, ele fiind disponibile numai dup&#x103; instalarea <em>addon-ului</em> <a href="https://github.com/domlysz/BlenderGIS"><strong>BlenderGIS</strong></a>. </p><figure class="kg-card kg-image-card"><img src="https://qgis.ro/content/images/2021/07/creare_text_2d.gif" class="kg-image" alt="&#x1F9CA; Etichetarea 3D a h&#x103;r&#x21B;ilor tridimensionale din QGIS" loading="lazy" width="1134" height="870"></figure><p>De aceast&#x103; dat&#x103; am creat un <strong>text 2D</strong>, cu o lungime de <strong>100</strong> de metri. Dup&#x103; ce l-am selectat, l-am convertit &#xEE;n <strong>mesh</strong>, apoi l-am exportat &#xEE;ntr-un fi&#x219;ier <strong>shapefile</strong> de tip<strong> poligonal</strong>.</p><p>Dup&#x103; urcarea fi&#x219;ierului &#xEE;n QGIS acesta se prezint&#x103; &#xEE;n felul urm&#x103;tor:</p><figure class="kg-card kg-image-card"><img src="https://qgis.ro/content/images/2021/07/poligon_text.png" class="kg-image" alt="&#x1F9CA; Etichetarea 3D a h&#x103;r&#x21B;ilor tridimensionale din QGIS" loading="lazy" width="1330" height="278" srcset="https://qgis.ro/content/images/size/w600/2021/07/poligon_text.png 600w, https://qgis.ro/content/images/size/w1000/2021/07/poligon_text.png 1000w, https://qgis.ro/content/images/2021/07/poligon_text.png 1330w" sizes="(min-width: 720px) 720px"></figure><p>Am fi putut s&#x103; ne oprim aici, totu&#x219;i, num&#x103;rul mare de poligoane care alc&#x103;tuiesc scrisul ar putea &#xEE;ncetini generarea h&#x103;r&#x21B;ii 3D &#x219;i, &#xEE;n plus, ar putea prezenta artefacte, a&#x219;a c&#x103;, pentru fiecare liter&#x103;, va trebui s&#x103; &#xEE;mbin&#x103;m toate poligoanele &#xEE;ntr-unul singur, apoi s&#x103; pozi&#x21B;ion&#x103;m corect literele pe hart&#x103;.</p><p>Cu siguran&#x21B;&#x103; c&#x103; acest mod de lucru consum&#x103; foarte mult timp, dar exist&#x103; mult loc pentru optimizare.</p><p><strong>B.3)</strong> Vizualizarea rezultatului &#xEE;ntr-o hart&#x103; 3D:</p><p>De aceast&#x103; dat&#x103;, efectul 3D se ob&#x21B;ine extrud&#xE2;nd cu o anumit&#x103; valoare poligoanele care alc&#x103;tuiesc scrisul &#x219;i pozi&#x21B;ionarea lor la o anumit&#x103; distan&#x21B;&#x103; fa&#x21B;&#x103; de teren.</p><figure class="kg-card kg-image-card"><img src="https://qgis.ro/content/images/2021/07/text_2d_extrudat.gif" class="kg-image" alt="&#x1F9CA; Etichetarea 3D a h&#x103;r&#x21B;ilor tridimensionale din QGIS" loading="lazy" width="1134" height="870"></figure><p>Aplica&#x21B;ii utilizate: <a href="https://qgis.org/ro/site/"><strong>QGIS</strong> <strong>3.18</strong></a> &#x219;i <strong><a href="https://www.blender.org/">Blender 2.91</a></strong>.</p>]]></content:encoded></item><item><title><![CDATA[💧 GISWater - mai mult decât un simplu plugin QGIS]]></title><description><![CDATA[Proiectul GISWater prezentat în cadrul QGIS Open Day.]]></description><link>https://qgis.ro/giswater-plugin-qgis/</link><guid isPermaLink="false">60bbe4483f89de0001f69c46</guid><category><![CDATA[GISWater]]></category><category><![CDATA[plugin]]></category><category><![CDATA[asociatia utilizatorilor qgis]]></category><dc:creator><![CDATA[Alexandru C. Balla]]></dc:creator><pubDate>Sat, 17 Jul 2021 07:56:17 GMT</pubDate><media:content url="https://qgis.ro/content/images/2021/07/gis-water.png" medium="image"/><content:encoded><![CDATA[<!--kg-card-begin: markdown--><img src="https://qgis.ro/content/images/2021/07/gis-water.png" alt="&#x1F4A7; GISWater - mai mult dec&#xE2;t un simplu plugin QGIS"><p>Condi&#x21B;iile actuale sanitare, determinate de apari&#x21B;ia &#x219;i evolu&#x21B;ia pandemiei la nivel mondial au avut, &#xEE;n mod evident, o influen&#x21B;&#x103; major&#x103; &#x219;i asupra desf&#x103;&#x219;ur&#x103;rii multor evenimente consacrate din lumea <b>Open Source</b>, cum ar fi celebrele <b>QGIS Hackfests</b>, ultima manifestare de amploare realizat&#x103; fiind cea de la <b>Bucure&#x219;ti</b> din <b>2019</b>, care s-a desf&#x103;&#x219;urat &#xEE;n paralel cu <a href="https://2019.foss4g.org/"><b>FOSS4G 2019</b></a>.</p>
<p>Totu&#x219;i, comunitatea a continuat aceast&#x103; tradi&#x21B;ie, ap&#x103;r&#xE2;nd, ca &#xEE;n multe alte domenii, evenimente online, lunare &#xEE;n cazul <b>QGIS</b>, care continu&#x103; s&#x103; &#xEE;ntre&#x21B;in&#x103; dialogul speciali&#x219;tilor din lumea <b>QGIS</b>. Astfel, a&#x219;a cum se poate vedea &#xEE;n cadrul <a href="https://github.com/qgis/QGIS/wiki/"><b>QGIS Open Day</b></a>, din <b>august 2020</b>, &#xEE;n ultima vineri a fiec&#x103;rei luni, se organizeaz&#x103; o &#xEE;nt&#xE2;lnire virtual&#x103; informal&#x103; pentru a men&#x21B;ine &#xEE;n actualitate fenomenul <b>QGIS</b>, a documenta, discuta &#x219;i, &#xEE;n general, a men&#x21B;ine active c&#x103;ile de comunicare &#xEE;n cadrul minunatei comunit&#x103;&#x21B;i <b>QGIS</b>. Pentru fiecare astfel de eveniment agenda depinde de pozi&#x21B;ia celor din comunitate privind anumite teme de interes, prezent&#x103;rile fiind sus&#x21B;inute de reprezentan&#x21B;i importan&#x21B;i din lumea dezvoltatorilor <b>Open Source</b>.</p>
<p>&#xCE;n luna mai, mai exact &#xEE;n data de <b>28.05.2021</b>, &#xEE;n cadrul suitei de evenimente de succes <a href="https://github.com/qgis/QGIS/wiki#qgis-open-day"><b>QGIS Open Day</b></a>, s-a desf&#x103;&#x219;urat <a href="https://github.com/qgis/QGIS/wiki/QHF-May-2021"><b>QGIS Cutting Edge</b></a>, dedicat ca de obicei prezent&#x103;rii unor lucruri noi, unice &#x219;i de-a dreptul uimitoare care pot fi realizate cu ajutorul platformei <a href="https://qgis.org/en/site/"><b>Open Source QGIS</b></a>.</p>
<!--kg-card-end: markdown--><figure class="kg-card kg-image-card"><img src="https://qgis.ro/content/images/2021/06/image-2.png" class="kg-image" alt="&#x1F4A7; GISWater - mai mult dec&#xE2;t un simplu plugin QGIS" loading="lazy" width="415" height="416"></figure><!--kg-card-begin: markdown--><p>Parcurg&#xE2;nd programul, prezentat &#xEE;n detaliu pe pagina de <a href="https://github.com/qgis/QGIS/wiki/QHF-May-2021"><b>GitHub</b></a>, am reg&#x103;sit un subiect extrem de interesant, <b>GISWater &#x2013; <i>un plugin QGIS pentru managementul re&#x21B;elelor de ap&#x103;</i></b>, o prezentare f&#x103;cut&#x103; de c&#x103;tre <b>Xavier Torret</b> &#x2013; <i>Partner Director</i> &#x219;i <b>Albert Bofill</b> &#x2013; <i>GIS Project Manager</i>, &#xEE;n cadrul companiei spaniole <a href="https://www.bgeo.es"><b>BGEO - Open GIS and Water Solutions</b></a>, care face parte &#x219;i din <a href="https://www.giswater.org"><b>Giswater Association</b></a>, organiza&#x21B;ie care, de altfel, a promovat &#x219;i ea evenimentul.</p>
<!--kg-card-end: markdown--><figure class="kg-card kg-image-card"><img src="https://qgis.ro/content/images/2021/06/image-3.png" class="kg-image" alt="&#x1F4A7; GISWater - mai mult dec&#xE2;t un simplu plugin QGIS" loading="lazy" width="427" height="226"></figure><!--kg-card-begin: markdown--><p><b>Giswater</b> este un proiect software consacrat, deschis &#xEE;nc&#x103; din anul <b>2014</b>, cu scopul de a asigura comunicarea facil&#x103; &#xEE;ntre orice produs software de simulare &#xEE;n domeniul apei, prin intermediul oric&#x103;rei baze de date spa&#x21B;iale, cu orice sistem <b>GIS</b>. Prezent&#x103;rile &#x219;i discu&#x21B;iile purtate cu cei doi exper&#x21B;i pe tema folosirii acestui plugin pentru managementul re&#x21B;elelor de ap&#x103;, pot s&#x103; fie vizionate pe <a href="https://www.youtube.com/watch?v=vzVVYC5tP_0"><b><i>Youtube Live Stream Link</i></b></a>.</p>
<p>&#xCE;n cadrul prezent&#x103;rii s-a realizat &#x219;i un istoric al evolu&#x21B;iei <b>GISWater</b> de la un simplu plugin dezvoltat &#xEE;ncep&#xE2;nd din <b>2014</b>, ini&#x21B;ial de un colectiv de speciali&#x219;ti ai <b><i>Facult&#x103;&#x21B;ii de Inginerie Civil&#x103;</i></b> din cadrul <b>Universit&#x103;&#x21B;ii Politehnice a Cataloniei</b> din <b>Barcelona</b> &#x219;i p&#xE2;n&#x103; la actualele posibilit&#x103;&#x21B;i oferite la nivelul versiunii curente a <b>GISWater</b>. Produsul face &#x219;i &#xEE;n prezent parte din familia de software <b>Open Souce</b>, beneficiind de o licen&#x21B;&#x103; deschis&#x103; <a href="https://www.gnu.org/licenses/gpl-3.0"><b>GNU-GPL 3</b></a>.</p>
<p>Conform celor prezentate, <b>GisWater</b> este o aplica&#x21B;ie <b>Open Source</b> utilizat&#x103; pentru gestionarea &#x219;i exploatarea elementelor de infrastructur&#x103; hidraulic&#x103; at&#xE2;t pentru re&#x21B;elele de alimentare cu ap&#x103; potabil&#x103; c&#xE2;t &#x219;i pentru re&#x21B;elele de canalizare. Aplica&#x21B;ia folose&#x219;te baza de date aferent&#x103; sistemului informatic <b>GIS</b>. Astfel, <b>GisWater</b> d&#x103; senza&#x21B;ia c&#x103; ac&#x21B;ioneaz&#x103; ca un driver care conecteaz&#x103; baza de date spa&#x21B;ial&#x103;, cu instrumentele utilizate pentru analiz&#x103; hidraulic&#x103;, permi&#x21B;&#xE2;nd asigurarea unui management global &#xEE;n raport cu modelele de alimentare cu ap&#x103; potabil&#x103; &#x219;i cele de canalizare urban&#x103;.</p>
<p>Pentru a realiza un mediu integrat performant, baza de date central&#x103;, unde sunt stocate toate informa&#x21B;iile &#x219;i marea majoritate a func&#x21B;ionalit&#x103;&#x21B;ilor proiectului <b>GISWater</b>, este o baz&#x103; de date <b>PostgreSQL</b>, la care se adaug&#x103; pentru elementele geospa&#x21B;iale, regulile, rela&#x21B;iile &#xEE;ntre aceste componente, extensia <b>PostGIS</b>, respectiv suita de aplica&#x21B;ii <b>QGIS</b>. Referitor la solu&#x21B;ia de modelare hidraulic&#x103; pentru re&#x21B;elele de ap&#x103; potabil&#x103; &#x219;i cele de canalizare, produsele software utilizate sunt tot din lumea <b>Open Source</b>, &#x219;i anume, <b>EPANET</b> pentru re&#x21B;ele de alimentare cu ap&#x103; &#x219;i <b>EPA SWMM</b> pentru re&#x21B;ele de canalizare.</p>
<p>Punctul central al proiectului (<b><i>Baza de date GIS</i></b>) permite, totodat&#x103;, &#x219;i conectarea cu sistemul <b>SCADA</b>, realiz&#xE2;ndu-se astfel actualizarea &#xEE;n timp real cu informa&#x21B;iile care provin direct din elementele fizice ale re&#x21B;elelor. &#xCE;n acest fel, <b>GisWater</b> se comport&#x103; cu succes ca un sistem global de management care permite utilizatorilor s&#x103; lucreze &#xEE;ntotdeauna cu date actualizate automat.</p>
<p>Utilizarea <b>Giswater</b> este posibil&#x103; at&#xE2;t din clientul de <b>QGIS</b>, ca &#x219;i plugin instalat, dar exist&#x103; &#x219;i posibilitatea de a lucra &#xEE;n mediul <b><i>web</i></b> &#x219;i <b><i>mobile</i></b>. Func&#x21B;ionalitatea este separat&#x103; de componentele utilizate &#xEE;n <b>QGIS desktop</b> &#x219;i se configureaz&#x103; la cerere, necesit&#xE2;nd configur&#x103;ri specifice ale mediului de lucru.</p>
<p>Referitor la disponibillitatea componentelor software necesare unei implement&#x103;ri, precum &#x219;i a documenta&#x21B;iilor aferente, acestea sunt disponibile pe <b>GitHub</b> - <a href="https://github.com/giswater/giswater_dbmodel"><b>giswater_dbmodel</b></a>, respectiv <a href="https://github.com/giswater/giswater_qgis_plugin"><b>giswater_qgis_plugin</b></a>, dar &#x219;i pe site-ul <a href="https://www.giswater.org"><b>Giswater Association</b></a> &#xEE;n zona de <a href="https://www.giswater.org/downloads/?lang=en"> <b>download</b></a>, exist&#xE2;nd aici &#x219;i link-uri pentru celelalte elemente de infrastructur&#x103; software necesare pentru implementarea solu&#x21B;iei &#x2013; <a href="http://www.qgis.org/en/site/forusers/download.html"><b>QGIS</b></a>, <a href="https://www.postgresql.org/download/"> <b>PostgreSQL</b></a>, <a href="http://postgis.net/install/"> <b>PostGIS</b></a>, <a href="https://www.epa.gov/water-research/epanet"> <b>EPANET</b></a>, <a href="https://www.epa.gov/water-research/storm-water-management-model-swmm"> <b>EPPA SWMM</b></a>.</p>
<p>Analiz&#xE2;nd cele prezentate, precum &#x219;i informa&#x21B;iile publice &#x219;i comerciale disponibile, am constatat c&#x103; proiectul, cu o vechime de 7 ani, ap&#x103;rut &#x219;i dezvoltat &#xEE;n lumea <b>Open Spurce</b>, a ajuns la maturitate, fiind utilizat &#xEE;n implement&#x103;ri la nivelul mai multor &#x21B;&#x103;ri &#x219;i oferind utilit&#x103;&#x21B;i multiple, beneficiarii finali fiind de ordinul milioanelor. Iat&#x103; cum instrumente dezvoltate &#xEE;n lumea <b>Open Source</b> au fost preluate cu succes, dezvoltate &#xEE;n continuare &#x219;i integrate, rezult&#xE2;nd o implementare deschis&#x103;, care s-a constituit &#xEE;ntr-o afacere de succes pentru antreprenorii implica&#x21B;i.</p>
<p>Subiectul ar fi de interes &#x219;i la nivelul proiectelor ce se implementeaz&#x103; &#xEE;n <b>Rom&#xE2;nia</b> &#x219;i unde efortul pentru <b><i>modelarea hidraulic&#x103;</i></b> se concentreaz&#x103; mai mult pe achizi&#x21B;ia unor suite software proprietar extrem de costisitoare, legate eventual de solu&#x21B;ii <b>GIS</b>, <b>SCADA</b>, etc tot proprietare, &#x219;i at&#xE2;t. &#xCE;n aceste situa&#x21B;ii nu se pune problema integr&#x103;rii sau a unor dezvolt&#x103;ri facile, toat&#x103; infrastructura software fiind proprietar &#x219;i implementarea fiind de fapt o interconectare de blackbox-uri. Eventualele func&#x21B;ionalit&#x103;&#x21B;i extinse necesare beneficiarului urmeaz&#x103; s&#x103; apar&#x103; la o nou&#x103; versiune de produs sau, acolo unde &#xEE;n rare situa&#x21B;ii, exist&#x103; posibilitatea comand&#x103;rii la cerere a acestora, cu costuri considerabile.</p>
<p>Pentru a nu neglija efortul unor speciali&#x219;ti rom&#xE2;ni, preciz&#x103;m c&#x103; exist&#x103; &#x219;i la noi, &#xEE;n cadrul proiectelor implementate, &#xEE;ncerc&#x103;ri de a trece, chiar &#x219;i par&#x21B;ial, spre solu&#x21B;ii <b>Open Source</b>, care sunt func&#x21B;ionale, dar nefiind suficient &#xEE;n&#x21B;elese &#x219;i sprijinite, nu au ajuns la nivelul de integrare &#x219;i productivitate cu cel din prezent&#x103;rile de care aminteam anterior.</p>
<p>Ca urmare, consider&#x103;m c&#x103; solu&#x21B;ii de tipul <b>GisWater</b> &#xEE;&#x219;i g&#x103;sesc o bun&#x103; utilitate &#xEE;n cadrul implement&#x103;rilor de la noi pentru operatorii din domeniul utilit&#x103;&#x21B;ilor publice &#x219;i principiul unor astfel de integr&#x103;ri reprezint&#x103; o cale, dac&#x103; nu de urmat obligatoriu, m&#x103;car de analizat, pentru to&#x21B;i dezvoltatorii de sisteme de management din aceste domenii.</p>
<p>Sursa celor prezentate mai sus o reprezint&#x103; informa&#x21B;ii publice disponibile pe: <a href="https://github.com/qgis/QGIS/wiki/QHF-May-2021"><b>GitHub</b></a>, <a href="https://www.youtube.com/watch?v=vzVVYC5tP_0"><b><i>Youtube</i></b></a>, <a href="https://www.giswater.org"><b>Giswater Association</b></a>, <a href="https://www.bgeo.es"><b>BGEO - Open GIS and Water Solutions</b></a>.</p>
<!--kg-card-end: markdown-->]]></content:encoded></item><item><title><![CDATA[⚠️ Eroare la instalarea QGIS-ului (FIX)]]></title><description><![CDATA[Învață cum să rezolvi erorile de DLL din QGIS, odată pentru totdeauna. „Error loading QGIS. Could not load qgis_app.dll".]]></description><link>https://qgis.ro/eroare-instalare-qgis/</link><guid isPermaLink="false">60b775513f89de0001f69baa</guid><category><![CDATA[2021]]></category><category><![CDATA[asociatia utilizatorilor qgis]]></category><category><![CDATA[QGIS]]></category><category><![CDATA[qgis.ro]]></category><category><![CDATA[eroare]]></category><category><![CDATA[dll]]></category><category><![CDATA[qgis eror]]></category><category><![CDATA[qgis dll]]></category><category><![CDATA[error loading qgis]]></category><dc:creator><![CDATA[Sorin Călinică]]></dc:creator><pubDate>Thu, 03 Jun 2021 09:12:13 GMT</pubDate><media:content url="https://qgis.ro/content/images/2021/07/eror-qgis.png" medium="image"/><content:encoded><![CDATA[<img src="https://qgis.ro/content/images/2021/07/eror-qgis.png" alt="&#x26A0;&#xFE0F; Eroare la instalarea QGIS-ului (FIX)"><p><em>Unul din cele mai des &#xEE;nt&#xE2;lnite mesaje de eroare, atunci c&#xE2;nd instal&#x103;m QGIS pe un calculator cu Windows, este cel referitor la imposibilitatea &#xEE;nc&#x103;rc&#x103;rii fi&#x219;ierului <strong><strong>qgis_app.dll</strong></strong>. Internetul este plin de sfaturi referitoare la ocolirea acestei probleme: unii recomand&#x103; &#xEE;nlocuirea Windows-ului cu Linux, al&#x21B;ii sugereaz&#x103; renun&#x21B;area la QGIS &#x219;i folosirea unei aplica&#x21B;ii alternative... Evident, exist&#x103; &#x219;i abord&#x103;ri profesioniste, dar majoritatea modalit&#x103;&#x21B;ilor de rezolvare sugereaz&#x103; investiga&#x21B;ii cu programe de genul <strong><strong>Dependency Walker</strong></strong> urmate de recompilarea codului, opera&#x21B;iuni complexe care nu sunt la &#xEE;ndem&#xE2;na oric&#x103;rui utilizator.</em></p><p><em>Totu&#x219;i, cum putem ac&#x21B;iona atunci c&#xE2;nd o anumit&#x103; versiune de QGIS refuz&#x103; s&#x103; se deschid&#x103; &#xEE;n Windows, c&#xE2;nd eroarea a fost raportat&#x103; dezvoltatorilor iar noi nu dorim s&#x103; a&#x219;tept&#x103;m p&#xE2;n&#x103; la publicarea unei corec&#x21B;ii? Ei bine, putem &#xEE;ncerca s&#x103; g&#x103;sim o solu&#x21B;ie pe cont propriu!</em></p><p><em>Faptul c&#x103; la momentul scrierii acestui articol versiunea master de QGIS 64 bits, cu codul reviziei <strong>a825b5af35</strong>, are dificult&#x103;&#x21B;i la rularea &#xEE;n Windows, creeaz&#x103; oportunitatea (cel pu&#x21B;in p&#xE2;n&#x103; la momentul remedierii) de a (re)vedea o veche eroare &#x219;i de a identifica noi c&#x103;i de ocolire a acesteia.</em></p><p><em><strong><strong>Cuvinte cheie</strong></strong>: <code>qgis_app.dll</code>, <code>OSGeo4W64</code>, <code>OSGeo4W</code></em></p><h2 id="introducere">Introducere</h2><p>Eroarea &#xEE;n cauz&#x103; se prezint&#x103; astfel:</p><figure class="kg-card kg-image-card"><img src="https://qgis.ro/content/images/2021/06/image.png" class="kg-image" alt="&#x26A0;&#xFE0F; Eroare la instalarea QGIS-ului (FIX)" loading="lazy" width="496" height="330"></figure><p>Dac&#x103; ne lu&#x103;m strict dup&#x103; mesajul afi&#x219;at &#xEE;n fereastr&#x103; vom merge pe un drum &#xEE;nfundat.</p><p>&#xCE;n realitate, mesajul ar fi trebuit s&#x103; arate cam a&#x219;a: &quot;Nu s-a putut &#xEE;nc&#x103;rca <strong><strong>qgis_app.dll</strong></strong> &#xEE;ntruc&#xE2;t lipse&#x219;te<em> (cel pu&#x21B;in)</em> <strong><strong>un alt fi&#x219;ier dll</strong></strong>, iar dac&#x103; ve&#x21B;i verifica corectitudinea c&#x103;ilor din <em>c:\OSGeo4W64\bin\qgis-dev-bin.env</em> nu ve&#x21B;i face altceva dec&#xE2;t s&#x103; irosi&#x21B;i timpul&quot;.</p><p>O dat&#x103; ce v-am spus cum ar fi trebuit s&#x103; arate mesajul de eroare, &#xEE;ntrez&#x103;rim cu u&#x219;urin&#x21B;&#x103; pa&#x219;ii pe care &#xEE;i avem de f&#x103;cut:</p><ul><li><strong>Identificarea fi&#x219;ierelor lips&#x103;</strong></li><li><strong>Ob&#x21B;inerea lor</strong></li><li><strong>Copierea lor din c:\OSGeoW\bin &#xEE;n c:\OSGeoW64\bin</strong></li></ul><h2 id="1-identificarea-fi%C8%99ierelor-lips%C4%83">1. Identificarea fi&#x219;ier(elor) lips&#x103;</h2><p>1.1. Pe cei care vor s&#x103; experimenteze &quot;pe propria piele&quot; dificult&#x103;&#x21B;ile instal&#x103;rii &#x219;i remedierii problemelor de func&#x21B;ionare ale versiunii master &#xEE;n cauz&#x103;, &#xEE;i rog s&#x103; procedeze a&#x219;a cum indic&#x103; <a href="https://qgis.ro/author/tudorbarascu/" rel="noopener noreferrer">Tudor B&#x103;r&#x103;scu</a> &#xEE;n articolul <a href="https://qgis.ro/instaleaza-qgis-profesionist" rel="noopener noreferrer">Cum se instaleaz&#x103; QGIS &#x219;i Postgis &#xEE;n mod profesionist pe Windows</a> &#x219;i s&#x103; opteze pentru <a href="https://download.osgeo.org/osgeo4w/osgeo4w-setup-x86_64.exe" rel="noopener noreferrer">instalarea online OSGeo4W (64 bi&#x21B;i)</a>. &#xCE;n fereastra aplica&#x21B;iei, se va selecta pachetul <strong><strong>qgis-dev</strong></strong>:</p><figure class="kg-card kg-image-card"><img 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" class="kg-image" alt="&#x26A0;&#xFE0F; Eroare la instalarea QGIS-ului (FIX)" loading="lazy"></figure><p>1.2. Identificarea fi&#x219;ierelor dll care lipsesc este trivial&#x103;: pe parcursul instal&#x103;rii versiunii <strong><strong>qgis-dev</strong></strong> ar trebui s&#x103; sesiza&#x21B;i, cel pu&#x21B;in unul din urm&#x103;toarele mesaje de eroare:</p><figure class="kg-card kg-image-card"><img 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class="kg-image" alt="&#x26A0;&#xFE0F; Eroare la instalarea QGIS-ului (FIX)" loading="lazy"></figure><figure class="kg-card kg-image-card"><img 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class="kg-image" alt="&#x26A0;&#xFE0F; Eroare la instalarea QGIS-ului (FIX)" loading="lazy"></figure><figure class="kg-card kg-image-card"><img 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class="kg-image" alt="&#x26A0;&#xFE0F; Eroare la instalarea QGIS-ului (FIX)" loading="lazy"></figure><figure class="kg-card kg-image-card"><img 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class="kg-image" alt="&#x26A0;&#xFE0F; Eroare la instalarea QGIS-ului (FIX)" loading="lazy"></figure><figure class="kg-card kg-image-card"><img 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class="kg-image" alt="&#x26A0;&#xFE0F; Eroare la instalarea QGIS-ului (FIX)" loading="lazy"></figure><p>La terminarea instal&#x103;rii suntem anun&#x21B;a&#x21B;i c&#x103; totul s-a &#xEE;ncheiat cu succes, lucru care, evident, nu este adev&#x103;rat, at&#xE2;t timp c&#xE2;t la lansarea &#xEE;n execu&#x21B;ie a fi&#x219;ierelor <strong><strong>qgis-dev.bat</strong></strong> sau <strong><strong>qgis-dev-bin.exe</strong></strong> ne &#xEE;nt&#xE2;mpin&#x103; mesajul de eroare <strong><strong>&quot;Could not load qgis_app.dll&quot;</strong></strong>.</p><figure class="kg-card kg-image-card"><img 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" class="kg-image" alt="&#x26A0;&#xFE0F; Eroare la instalarea QGIS-ului (FIX)" loading="lazy"></figure><h2 id="2-ob%C8%9Binerea-fi%C8%99ierelor-lips%C4%83">2. Ob&#x21B;inerea fi&#x219;ier(elor) lips&#x103;</h2><p>2.1. Pe bun&#x103; dreptate, suntem tenta&#x21B;i s&#x103; c&#x103;ut&#x103;m fi&#x219;ierele lips&#x103; chiar &#xEE;n kitul de instalare. <strong><strong><em>&#xCE;ns&#x103;, de&#x219;i suntem pe aproape, nu vom g&#x103;si aici fi&#x219;ierele necesare.</em></strong></strong></p><figure class="kg-card kg-image-card"><img 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" class="kg-image" alt="&#x26A0;&#xFE0F; Eroare la instalarea QGIS-ului (FIX)" loading="lazy"></figure><p>2.2. <strong><strong>Din fericire, mai exist&#x103; un pachet de instalare online,</strong></strong> <strong><strong><a href="https://download.osgeo.org/osgeo4w/testing/osgeo4w-setup.exe" rel="noopener noreferrer">cel de testare</a>, la care vom apela cu &#xEE;ncredere.</strong></strong></p><p>&#x21A;ine&#x21B;i cont c&#x103; acest kit efectueaz&#x103; instalarea &#xEE;n folderul <strong><strong>c:\OSGeo4W</strong></strong>, diferit de cel &#xEE;n care se afl&#x103; versiunea master (<strong><strong>c:\OSGeo4W64</strong></strong>). &#xCE;ntruc&#xE2;t avem nevoie doar de c&#xE2;teva fi&#x219;iere dll, vom urma aceea&#x219;i pa&#x219;i de instalare ca &#x219;i &#xEE;n cazul utiliz&#x103;rii kitului standard, dar la momentul select&#x103;rii pachetelor vom opta numai pentru <strong><strong>freetype</strong></strong>, <strong><strong>gdal303-runtime</strong></strong>, <strong><strong>proj80-runtime</strong></strong> &#x219;i <strong><strong>zlib</strong></strong>.</p><figure class="kg-card kg-image-card"><img 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" class="kg-image" alt="&#x26A0;&#xFE0F; Eroare la instalarea QGIS-ului (FIX)" loading="lazy"></figure><h2 id="3-copierea-fi%C8%99ierelor-din-cosgeowbin-%C3%AEn-cosgeow64bin">3. Copierea fi&#x219;ier(elor) din c:\OSGeoW\bin &#xEE;n c:\OSGeoW64\bin</h2><p>Dup&#x103; terminarea instal&#x103;rii, din puzderia de fi&#x219;iere aflate &#xEE;n folderul <strong><strong>c:\OSGeo4W\bin\</strong></strong> select&#x103;m cele cinci dll-uri de care avem nevoie: <em><strong><strong>gdal303.dll</strong></strong>, <strong><strong>proj_8_0.dll</strong></strong>, <strong><strong>freetype.dll</strong></strong>, <strong><strong>libexpat.dll</strong></strong></em> &#x219;i<em> <strong><strong>zlib.dll</strong></strong>,</em> pe care le copiem &#xEE;n <strong><strong>c:\OSGeo4W64\bin\</strong></strong>:</p><figure class="kg-card kg-image-card"><img src="data:image/jpeg;base64,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class="kg-image" alt="&#x26A0;&#xFE0F; Eroare la instalarea QGIS-ului (FIX)" loading="lazy"></figure><p>La acest moment, trebuie s&#x103; relu&#x103;m instalarea versiunii master de QGIS. Vom renun&#x21B;a la kitul de testare si vom repeta opera&#x21B;iunile de la punctul 1.1.</p><p>La final, <strong><strong>dup&#x103; ce instalarea a decurs f&#x103;r&#x103; erori</strong></strong>, versiunea de QGIS mult dorit&#x103; se deschide &#xEE;n toat&#x103; splendoarea ei:</p><figure class="kg-card kg-image-card"><img src="data:image/jpeg;base64,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" class="kg-image" alt="&#x26A0;&#xFE0F; Eroare la instalarea QGIS-ului (FIX)" loading="lazy"></figure><h2 id="concluzii">Concluzii</h2><p>Trebuie precizat faptul c&#x103; pu&#x21B;ini utilizatori vor alege s&#x103; foloseasc&#x103; versiuni master de QGIS &#xEE;n lucrul de zi cu zi; de altfel, acest lucru este complet nerecomandat. &#xCE;ns&#x103;, pentru a vedea &quot;la lucru&quot; ultima traducere &#x219;i pentru a testa cele mai noi func&#x21B;ionalit&#x103;&#x21B;i, apel&#x103;m la aceste variante, care sunt actualizate (aproape) &#xEE;n fiecare noapte.</p><p>&#x218;i care alt moment este mai bun pentru a instala un master dac&#x103; nu acum, c&#xE2;nd exist&#x103; &#x219;ansa de a ne confrunta cu o eroare infam&#x103;?</p><p>Acest articol nu prezint&#x103; o metod&#x103; de rezolvare universal&#x103; pentru problema lipsei fi&#x219;ierului <strong><strong>qgis_app.dll</strong></strong>. Cu toate acestea, de&#x219;i solu&#x21B;ia ar&#x103;tat&#x103; se preteaz&#x103; doar versiunii specificate mai sus, cu siguran&#x21B;&#x103;, ea va putea fi adaptat&#x103; cu u&#x219;urin&#x21B;&#x103; de c&#x103;tre majoritatea utilizatorilor, &#x219;i pentru viitoarele cazuri.</p><p>Totodat&#x103;, aceast&#x103; abordare completeaz&#x103;, cu noi valen&#x21B;e, &#xEE;ncerc&#x103;rile anterioare ale autorului, de a rezolva probleme similare. A se vedea &#xEE;n acest sens:</p><p><a href="https://gis.stackexchange.com/questions/310215/error-loading-qgis/310219#310219/" rel="noopener noreferrer">Error loading QGIS</a><br><a href="https://gis.stackexchange.com/questions/310215/error-loading-qgis/310219#310219" rel="noopener noreferrer">QGIS Desktop 2.2.0 - program does not start</a><br><a href="https://gis.stackexchange.com/questions/88202/downloading-latest-version-of-qgis/88204#88204" rel="noopener noreferrer">Downloading latest version of QGIS?</a></p>]]></content:encoded></item><item><title><![CDATA[💽 Lansarea OSGeoLive 14.0.]]></title><description><![CDATA[În luna mai a.c. OSGEO a lansat mult așteptata versiune 14 a cunoscutei colecții de software GIS Open Source - OSGeoLive.]]></description><link>https://qgis.ro/lansarea-osgeolive-14-0/</link><guid isPermaLink="false">60ae0851c5ea9e00015a6c26</guid><category><![CDATA[OSGeoLive 14.0.]]></category><category><![CDATA[lansare]]></category><category><![CDATA[osgeo]]></category><category><![CDATA[2021]]></category><dc:creator><![CDATA[Alexandru C. Balla]]></dc:creator><pubDate>Mon, 31 May 2021 10:59:53 GMT</pubDate><media:content url="https://qgis.ro/content/images/2021/07/OSGeoLive_14_0.png" medium="image"/><content:encoded><![CDATA[<img src="https://qgis.ro/content/images/2021/07/OSGeoLive_14_0.png" alt="&#x1F4BD; Lansarea OSGeoLive 14.0."><p>Surs&#x103;: <a href="https://www.osgeo.org/foundation-news/osgeolive-14-0-malena-released/ ">https://www.osgeo.org/foundation-news/osgeolive-14-0-malena-released/</a></p><!--kg-card-begin: markdown--><p>&#xCE;n data de <b>25.05.2021</b>, pe pagina <a href="https://www.osgeo.org/"><b>OSGEO</b> (<i>The Open Source Geospatial Foundation</i>)</a>, &#xEE;n sec&#x21B;iunea <a href="https://www.osgeo.org/foundation-news/"> <b>Foundation News</b></a> a fost anun&#x21B;at&#x103; lansarea versiunii <b>14.0.</b> a cunoscutei colec&#x21B;ii de software <b>GIS <i>Open Source</i></b>.</p>
<p>Funda&#x21B;ia <a href="https://www.osgeo.org/"><b>OSGeo</b> </a> este o organiza&#x21B;ie non-profit care sprijin&#x103; continuu dezvoltarea &#x219;i promovarea produselor software geospa&#x21B;iale din familia <b><i>Open Source</i></b>, precum &#x219;i instruirea &#xEE;n acest domeniu, iar colec&#x21B;ia software <a href="https://live.osgeo.org/en/index.html"><b>OSGeoLive</b></a> este unul din proiectele de succes lansate &#x219;i sus&#x21B;inute de aceast&#x103; funda&#x21B;ie.</p>
<p>Aceast&#x103; versiune a fost lansat&#x103; sub numele <a href="https://www.osgeo.org/foundation-news/osgeolive-14-0-malena-released/"><b>&quot;Malena&#x201D;</b></a>, ca un omagiu adus pentru <b>Malena Libman</b> , membru marcant al lumii <b><i>Open Source</i></b>, pre&#x219;edinte al filialei din <b>Argentina</b> a <b>OSGEO</b> membru activ &#xEE;n cadrul comunit&#x103;&#x21B;ii <b>Geoinquietos Argentina</b> &#x219;i pre&#x219;edinte al comitetului de organizare al <a href="https://2021.foss4g.org/"><b>FOSS4G 2021 Buenos Aires (Online Edition)</b></a>, care ne-a p&#x103;r&#x103;sit la sf&#xE2;r&#x219;itul lunii aprilie 2021.</p>
<p>Colec&#x21B;ia <a href="https://live.osgeo.org/en/index.html"><b>OSGeoLive</b></a> este o distribu&#x21B;ie de software geospa&#x21B;ial din categoria <b><i>Open Source</i></b>, bazat&#x103; pe sistemul de operare <a href="https://lubuntu.me/focal-1-released/"><b>Lubuntu 20.04.1 Focal</b></a>, distribu&#x21B;ie software disponibil&#x103; prin intermediul unei ma&#x219;ini virtuale, USB &#x219;i DVD. Respectivele produse software geospa&#x21B;iale sunt preinstalate &#x219;i asigur&#x103; rularea pentru testare &#x219;i evaluare f&#x103;r&#x103; s&#x103; fie nevoie s&#x103; se instaleze nimic.</p>
<p>Colec&#x21B;ia ofer&#x103; &#xEE;n jur de 50 de aplica&#x21B;ii <i><b>geospa&#x21B;iale Open Source</b></i> preconfigurate pentru o multitudine de necesit&#x103;&#x21B;i de utilizare a acestui tip de date, inclusiv pentru stocarea, publicarea, vizualizarea, analiza &#x219;i manipularea lor.</p>
<p>De asemenea, con&#x21B;ine h&#x103;r&#x21B;i ale lumii gratuite, exemple, seturi de date, documenta&#x21B;ii, prezent&#x103;ri generale ale proiectelor, precum &#x219;i ghiduri rapide, pas cu pas, pentru fiecare aplica&#x21B;ie. &#xCE;n afara aplica&#x21B;iilor noi, prentru aplica&#x21B;iile existente &#x219;i &#xEE;n versiunile anterioare ale colec&#x21B;iei, sunt incluse &#xEE;n distribu&#x21B;ie pachetele noi de actualizare la versiunile curente. Exist&#x103; traduceri pentru un num&#x103;r de 8 limbi.</p>
<!--kg-card-end: markdown-->]]></content:encoded></item><item><title><![CDATA[🎓 Seminariile Geo-Spațiale 2021 - Cluj-Napoca]]></title><description><![CDATA[Haide la seminariile geo-spațiale din 2021 ce vor avea loc in Cluj-Napoca!]]></description><link>https://qgis.ro/seminariile-geo-spatiale-2021/</link><guid isPermaLink="false">60a38f20c5ea9e00015a6ba0</guid><category><![CDATA[seminar geospatial]]></category><category><![CDATA[cluj napoca]]></category><category><![CDATA[2021]]></category><category><![CDATA[evenimente]]></category><category><![CDATA[seminariile geospatiale]]></category><dc:creator><![CDATA[Daragiu Alex]]></dc:creator><pubDate>Tue, 18 May 2021 10:18:35 GMT</pubDate><media:content url="https://qgis.ro/content/images/2021/07/seminariile-geospatiale.png" medium="image"/><content:encoded><![CDATA[<img src="https://qgis.ro/content/images/2021/07/seminariile-geospatiale.png" alt="&#x1F393; Seminariile Geo-Spa&#x21B;iale 2021 - Cluj-Napoca"><p>Surs&#x103;: <a href="http://geo-spatial.org/proiecte/seminarii/cluj2021.html">http://geo-spatial.org/proiecte/seminarii/cluj2021.html</a></p><!--kg-card-begin: markdown--><p>Dup&#x103; aproape doi ani de pauz&#x103;, seminariile <a href="http://geo-spatial.org">geo-spatial.org</a> se &#xEE;ntorc.<br>
Contextul pandemic &#xEE;i oblig&#x103; pe organizatorii acestui eveniment s&#x103; &#xEE;l &#x21B;in&#x103; &#xEE;n format exclusiv online. Chiar &#x219;i a&#x219;a, se p&#x103;strez&#x103; tradi&#x21B;ia organiz&#x103;rii evenimentului &#xEE;n parteneriat cu o facultate rom&#xE2;neasc&#x103; de profil.</p>
<p>Calendaristic, perioada se suprapune cu momentul organiz&#x103;rii edi&#x21B;iei de la Cluj-Napoca, drept urmare gazd&#x103; ne va fi Facultatea de Geografie din cadrul Universit&#x103;&#x21B;ii Babe&#x219;-Bolyai. P&#xE2;n&#x103; la publicarea informa&#x21B;iilor detaliate despre eveniment, declar&#x103;m deschis&#x103; etapa &#xEE;n care membrii comunit&#x103;&#x21B;ii pot propune lucr&#x103;ri pentru a fi incluse &#xEE;n programul evenimentului.</p>
<p>Cei interesa&#x21B;i sunt invita&#x21B;i s&#x103; foloseasc&#x103; cu &#xEE;ncredere formularul de &#xEE;nscriere de <a href="http://geo-spatial.org/proiecte/seminarii/cluj2021.html">aici</a>. Se a&#x219;teapt&#x103; propuneri pe teme precum analiza &#x219;i manipularea datelor geospa&#x21B;iale, servicii cartografice web, cartografie (inclusiv cartografie istoric&#x103;), teledetec&#x21B;ie, date libere.</p>
<p>Evident, lista nu este exhaustiv&#x103;, orice lucrare interesant&#x103; fiind considerat&#x103;. Dat find c&#x103; tr&#x103;im vremuri excep&#x21B;ionale, prima sesiune a seminarului va fi dedicat&#x103; prezent&#x103;rilor ce au drept subiect pandemia de COVID-19. Termen limit&#x103; pentru &#xEE;nscriere: 18 mai.<br>
Pentru informa&#x21B;ii suplimentare pute&#x21B;i scrie la <strong><a href="mailto:contact@geo-spatial.org">contact@geo-spatial.org</a>.</strong></p>
<p>Formular &#xEE;nscriere -&gt; <a href="http://geo-spatial.org/proiecte/seminarii/cluj2021.html">http://geo-spatial.org/proiecte/seminarii/cluj2021.html</a></p>
<!--kg-card-end: markdown-->]]></content:encoded></item><item><title><![CDATA[🛠️ Cum se instalează QGIS și Postgis în mod profesionist pe Windows]]></title><description><![CDATA[Instalează QGIS și Postgis în mod profesionist pe Windows chiar acum.]]></description><link>https://qgis.ro/instaleaza-qgis-profesionist/</link><guid isPermaLink="false">5df5e9b463520f0001599866</guid><category><![CDATA[QGIS]]></category><category><![CDATA[instal]]></category><category><![CDATA[tutorial]]></category><category><![CDATA[2021]]></category><category><![CDATA[postgis]]></category><category><![CDATA[windows]]></category><category><![CDATA[instalare]]></category><dc:creator><![CDATA[Tudor Bărăscu]]></dc:creator><pubDate>Fri, 12 Oct 2018 10:04:35 GMT</pubDate><media:content url="https://qgis.ro/content/images/2021/07/tutorial-instalare-qgis.png" medium="image"/><content:encoded><![CDATA[<img src="https://qgis.ro/content/images/2021/07/tutorial-instalare-qgis.png" alt="&#x1F6E0;&#xFE0F; Cum se instaleaz&#x103; QGIS &#x219;i Postgis &#xEE;n mod profesionist pe Windows"><p><strong>QGIS</strong></p><p>Pentru a instala optim QGIS-ul trebuie s&#x103; &#x219;ti&#x21B;i &#xEE;n primul r&#xE2;nd <a href="https://www.qgis.org/ro/site/getinvolved/development/roadmap.html">semnifica&#x21B;ia versiunilor de QGIS</a>. Mul&#x21B;umim pe aceast&#x103; cale &#xEE;nc&#x103; o dat&#x103; colegului <a href="https://qgis.ro/author/sorin/">Sorin C&#x103;linic&#x103;</a> care este vectorul for&#x21B;&#x103; &#xEE;n traducerea a tot ce &#xEE;nseamn&#x103; traducerea QGIS-ului &#xEE;n limba rom&#xE2;n&#x103; (aplica&#x21B;ia, site-ul web, documenta&#x21B;ia, QFIELD etc.). </p><p>Cea mai bun&#x103; metod&#x103; de a instala <strong>QGIS</strong>-ul pe Windows o permite <a href="https://qgis.org/en/site/forusers/download.html#windows">OSGeo4W Network Installer</a>. Acesta are urm&#x103;toarele avantaje/dezavantaje fa&#x21B;&#x103; de celelalte kit-uri de instalare:</p><ul><li>Permite upgrade-ul &#x219;i downgrade-ul semi-automat al QGIS-ului &#x219;i poate gestiona multiple instal&#x103;ri de QGIS <strong>&#xEE;n acela&#x219;i timp.</strong></li><li>Permite instalarea de pachete complementare.</li><li>Printre dezavataje enum&#x103;r necesitatea unei conexiuni la Internet (*) precum &#x219;i faptul c&#x103; multitudinea de op&#x21B;iuni pe care acesta o ofer&#x103; poate p&#x103;rea complicat&#x103; la prima vedere.</li></ul><p>Pa&#x219;i de instalare:</p><ul><li>Dezinstala&#x21B;i QGIS-urile instalate prin alte metode. Acest pas este op&#x21B;ional &#x219;i folose&#x219;te pentru a nu confuza utilizatorul cu prea multe versiuni minore de QGIS. Nu trebuie s&#x103; &#xEE;ngrijora&#x21B;i c&#x103; ve&#x21B;i &#x219;terge set&#x103;rile sau pluginurile deoarece acestea nu sunt &#xEE;n acele directoare ce vor fi eliminate &#x219;i se vor p&#x103;stra.</li><li> Downloada&#x21B;i versiunea de installer care este numai pe 64 biti (<a href="https://download.osgeo.org/osgeo4w/v2/osgeo4w-setup.exe">osgeo4w-setup-x86_64</a>). Ar fi bine s&#x103; salva&#x21B;i kitul de instalare &#xEE;ntr-un director anume deoarece acesta este refolosibil.</li><li>Executa&#x21B;i kitul de instalare</li><li>Alege&#x21B;i <strong>Advanced Install</strong> + ap&#x103;sa&#x21B;i <strong>Next (Urm&#x103;torul).</strong></li><li>Alege&#x21B;i <strong>Install from Internet</strong> + ap&#x103;sa&#x21B;i <strong>Next (Urm&#x103;torul).</strong></li><li>Alege&#x21B;i-v&#x103; unde se vor instala pachetele. &#xCE;n cazul pe 64 bi&#x21B;i, &#xEE;n acest articol &#xA0;am ales loca&#x21B;ia implicit&#x103; (<strong>C:\OSGeo4W</strong>) . Ap&#x103;sa&#x21B;i <strong>Next (Urm&#x103;torul).</strong></li><li>Ap&#x103;sa&#x21B;i &#xEE;nc&#x103; o dat&#x103; <strong>Next (Urm&#x103;torul)</strong> pt. a salva pachetele ce se vor downloada &#xEE;n loca&#x21B;ia implicit&#x103;.</li><li>&#xCE;n ecranul acesta l&#x103;sa&#x21B;i selectat&#x103; &quot;<strong>Direct connection</strong>&quot; &#x219;i ap&#x103;sa&#x21B;i <strong>Next (Urm&#x103;torul)</strong>.</li><li>Da&#x21B;i click pe unul din site-urile de download din list&#x103;. Ap&#x103;sa&#x21B;i <strong>Next (Urm&#x103;torul)</strong>.</li><li>Expanda&#x21B;i cu <strong>+</strong> partea de Desktop &#x219;i alege&#x21B;i op&#x21B;iunea ce o dori&#x21B;i. Numele op&#x21B;iunii se afl&#x103; sub coloana &quot;Package&quot;. Pute&#x21B;i alege &quot;qgis-dev&quot; pentru QGIS Master, qgis-ltr pentru varianta LTR, qgis pentru cea mai recent&#x103; versiune stabil&#x103; etc.</li><li>Executa&#x21B;i <strong>Next (Urm&#x103;torul)</strong> p&#xE2;n&#x103; se termin&#x103; de instalat.</li><li>Finish.</li></ul><p>Kitul de instalare &#x219;tie s&#x103;-&#x219;i rezolve singur dependin&#x21B;ele &#xEE;n func&#x21B;ie de ce pachete sunt selectate. Pute&#x21B;i instala multe alte pachete complementare. Dac&#x103; ve&#x21B;i executa acela&#x219;i installer la c&#xE2;teva zile, el va c&#x103;uta &#x219;i selecta automat actualiz&#x103;rile la toate pachetele ce le-a&#x21B;i selectat anterior. Dumneavoastr&#x103; va trebui s&#x103; da&#x21B;i dec&#xE2;t <strong>Next (Urm&#x103;torul)</strong> de mai multe ori &#x219;i ve&#x21B;i avea ultimele pachete la zi.</p><p>(*) - Kitul de instalare avansat ofer&#x103; op&#x21B;iuni &#x219;i pentru instalarea offline dar nu sunt at&#xE2;t de facile ca instalarea online.</p><p><strong>Postgis</strong></p><p>Pentru instalarea Postgis, v&#x103; recomand&#x103;m s&#x103; folosi&#x21B;i unul din <a href="https://www.enterprisedb.com/downloads/postgres-postgresql-downloads">kiturile de instalare de la EnterpriseDB</a>. Dac&#x103; ave&#x21B;i Windows pe 64 de bi&#x21B;i, din lista afi&#x219;at&#x103; (urm&#x103;rind link-ul de mai sus) pute&#x21B;i s&#x103; alege&#x21B;i kitul de instalare al celei mai noi versiuni de Postgresql la aceast&#x103; dat&#x103;, 13.</p><p>Pa&#x219;i de instalare:</p><ul><li>Executa&#x21B;i kitul de instalare</li><li>Ap&#x103;sa&#x21B;i <strong>Next (Urm&#x103;torul)</strong> p&#xE2;n&#x103; ve&#x21B;i ajunge la fereastra unde trebuie s&#x103; alege&#x21B;i loca&#x21B;ia unde ve&#x21B;i instala serverul de Postgresql. Pentru Postgresql 13 pe 64 de bi&#x21B;i loca&#x21B;ia implicit&#x103; este:</li></ul><!--kg-card-begin: markdown--><p><code>C:\Program Files\PostgreSQL\13</code></p>
<!--kg-card-end: markdown--><p>V&#x103; recomand&#x103;m s&#x103; v&#x103; nota&#x21B;i aceast&#x103; loca&#x21B;ie &#xEE;ntr-un fi&#x219;ier deoarece este folositoare mai t&#xE2;rziu dac&#x103; dori&#x21B;i s&#x103; face&#x21B;i diverse configur&#x103;ri.</p><ul><li>Dac&#x103; ap&#x103;sa&#x21B;i <strong>Next (Urm&#x103;torul) </strong>ve&#x21B;i ajunge la fereastra unde ave&#x21B;i op&#x21B;iunile de instalare a Serverului de Postgresql, al pgAdmin 4 (unealta grafic&#x103; de administrare PostgreSQL), Stack Builder (unealta care v&#x103; permite s&#x103; ad&#x103;uga&#x21B;i diferite extensii ale Postgresql-ululi printre care &#x219;i cea spa&#x21B;ial&#x103;, denumit&#x103; Postgis) &#x219;i uneltele din linie de comand&#x103;. V&#x103; recomand&#x103;m s&#x103; le l&#x103;sa&#x21B;i bifate pentru instalare pe toate aceste op&#x21B;iuni!</li><li>&#xCE;n fereastra urm&#x103;toare, dup&#x103; ce ve&#x21B;i selecta directorul unde se va stoca directorul <strong>data </strong>ve&#x21B;i ajunge la fereastra &#xEE;n care va trebui s&#x103; v&#x103; alege&#x21B;i parola utilizatorului <strong><em>postgres </em>.</strong> Acest utilizator este rezid&#x103; numai &#xEE;n baza de date PostgreSQL (nu are leg&#x103;tur&#x103; cu cei de Windows). Pute&#x21B;i alege orice parol&#x103; dori&#x21B;i dar ar fi bine s&#x103; v-o &#x219;i nota&#x21B;i :) .</li><li>&#xCE;n fereastra unde va trebui s&#x103; alege&#x21B;i &#xEE;n ce <strong>locale </strong>s&#x103; ave&#x21B;i baza de date r&#x103;m&#xE2;ne&#x21B;i pe cea implicit&#x103; dac&#x103; nu &#x219;ti&#x21B;i ce &#xEE;nseamn&#x103;. Dac&#x103; lucra&#x21B;i profesionist &#x219;i &#x219;ti&#x21B;i ce face&#x21B;i v&#x103; recomand&#x103;m s&#x103; alege&#x21B;i dintre <strong>C</strong> &#x219;i <strong>English /USA</strong>.</li><li>Dup&#x103; ce se instaleaz&#x103; Postgresql-ul, Stack-Builder-ul se va lansa automat pentru instalarea de noi extensii. Va trebui s&#x103; alege&#x21B;i din list&#x103; instalarea de Postgresql  c&#x103;reia dori&#x21B;i s&#x103;-i ad&#x103;uga&#x21B;i extensii. Ar trebui s&#x103; vede&#x21B;i instalarea de Postgresql 13 pe portul 5432 &#xEE;n list&#x103;. Aten&#x21B;ie, dac&#x103; vede&#x21B;i mai multe op&#x21B;iuni &#xEE;nseamn&#x103; c&#x103; avea&#x21B;i deja alte versiuni de PostgreSQL instalate &#x219;i ultima s-a instalat pe alt port dec&#xE2;t cel implicit (5432). Alege&#x21B;i pe cea dorit&#x103; &#x219;i continua&#x21B;i instalarea.</li><li>Va trebui s&#x103; alege&#x21B;i din extensiile pe care le dori&#x21B;i instalate. &#xCE;n lista pe care o ve&#x21B;i vedea, sub <strong>Spatial extensions </strong>ve&#x21B;i g&#x103;si op&#x21B;iunea cu Postgis-ul, pe care trebuie s-o bifa&#x21B;i. &#xCE;n func&#x21B;ie de ce PostgreSQL ave&#x21B;i, e posibil s&#x103; ave&#x21B;i mai versiuni de Postgis ca op&#x21B;iuni de instalare. &#xCE;n acest caz, alege&#x21B;i versiunea cu num&#x103;rul cel mai mare.</li><li>&#xCE;n mod normal, dac&#x103; ap&#x103;sa&#x21B;i <strong>Next (Urm&#x103;torul)</strong> &#xEE;n urm&#x103;toarele ferestre ve&#x21B;i instala Postgis-ul. E posibil &#xA0;s&#x103; vi se cear&#x103; s&#x103; alege&#x21B;i s&#x103; configura&#x21B;i anumite variabile de sistem (GDAL .. raster etc.). Se poate alege oricare dintre op&#x21B;iunile prezentate (YES/NO) dac&#x103; nu ve&#x21B;i folosi rastere &#xEE;n baza de date. Recomand&#x103;m s&#x103; alege&#x21B;i <strong>NO.</strong></li><li>A&#x21B;i ajuns la sf&#xE2;r&#x219;itul instal&#x103;rii</li></ul><p>Op&#x21B;ional, dac&#x103; dori&#x21B;i ca serverul de baze de date s&#x103; nu v&#x103; mai cear&#x103; parol&#x103; pentru conexiunile locale va trebui s&#x103; edita&#x21B;i fi&#x219;ierul <strong>pg_hba.conf</strong> ce se afl&#x103; &#xEE;n directorul <strong>C:\Program Files\PostgreSQL\13\data </strong>&#x219;i s&#x103;-l face&#x21B;i s&#x103; arate a&#x219;a pe liniile respective:</p><!--kg-card-begin: markdown--><pre><code># Linia de mai jos trebuie a fost trecut&#x103; cu trust &#xEE;n loc de md5
host    all             all             127.0.0.1/32            trust

# Linia de mai jos trebuie a fost trecut&#x103; cu trust &#xEE;n loc de md5
host    all             all             ::1/128                 trust

</code></pre>
<!--kg-card-end: markdown--><p>Pentru ca schimb&#x103;rile s&#x103; aibe efect va trebui s&#x103; restarta&#x21B;i serviciul de Postgresql (sau Windows-ul). Am schimbat &#xEE;n <strong>trust </strong>&#xEE;n loc de <strong>md5 </strong>pe cele dou&#x103; linii de mai sus. V&#x103; recomand&#x103;m s&#x103; salva&#x21B;i o copie a fi&#x219;ierului &#xEE;nainte de a-i aduce modific&#x103;ri deoarece o editare deficitar&#x103; poate face ca serverul de baze de date s&#x103; nu mai porneasc&#x103;.</p><p>Tot op&#x21B;ional, pentru ca comenzile &#xEE;n linie de comand&#x103; s&#x103; poat&#x103; s&#x103; fie executate din orice cale, va trebui s&#x103; ad&#x103;uga&#x21B;i calea c&#x103;tre executabilele Postgresql-ului (<strong>C:\Program Files\PostgreSQL\13\bin</strong>) &#xEE;n variabila de sistem <strong>PATH</strong>.</p><p>Aceast&#x103; variabil&#x103; o pute&#x21B;i accesa f&#x103;c&#xE2;nd click dreapta pe My Computer-&gt;Properties-&gt;Advanced System Settings-&gt; Environment Variables-&gt;Path (sub coloana <strong>Variables</strong>).</p>]]></content:encoded></item><item><title><![CDATA[💥 Evidențierea Entităților (Flash Feature) în QGIS]]></title><description><![CDATA[Află cum poți evidenția elemente în QGIS pe care tu vrei să le prezinți.]]></description><link>https://qgis.ro/flash-feature/</link><guid isPermaLink="false">5df5e9b463520f0001599861</guid><category><![CDATA[flash feature]]></category><category><![CDATA[evidentiere]]></category><category><![CDATA[highlight]]></category><category><![CDATA[asociatia utilizatorilor qgis]]></category><category><![CDATA[2021]]></category><dc:creator><![CDATA[Sorin Călinică]]></dc:creator><pubDate>Sun, 08 Apr 2018 06:37:36 GMT</pubDate><media:content url="https://qgis.ro/content/images/2021/07/flash-feature-qgis.png" medium="image"/><content:encoded><![CDATA[<!--kg-card-begin: markdown--><img src="https://qgis.ro/content/images/2021/07/flash-feature-qgis.png" alt="&#x1F4A5; Eviden&#x21B;ierea Entit&#x103;&#x21B;ilor (Flash Feature) &#xEE;n QGIS"><p><em>Din multitudinea de caracteristici enumerate &#xEE;n <a href="https://qgis.org/ro/site/forusers/visualchangelog30/index.html">Jurnalul schimb&#x103;rilor pentru QGIS 3.0</a>, am extras pentru acest articol prezentarea unei noi func&#x21B;ionalit&#x103;&#x21B;i a aplica&#x21B;iei QGIS 3, menit&#x103; s&#x103; faciliteze identificarea pe hart&#x103; a entit&#x103;&#x21B;ilor spa&#x21B;iale.</em></p>
<p><em><strong>Cuvinte cheie</strong></em>: <code>eviden&#x21B;iere</code>, <code>flash</code>, <code>identificare</code></p>
<h2 id="cerineprealabile">Cerin&#x21B;e prealabile</h2>
<p>Pentru testare am folosit <em><strong>Limitele Poligonale ale Jude&#x21B;elor din Rom&#xE2;nia</strong></em>, unul din seturile de date vectoriale disponibile spre desc&#x103;rcare pe pagina <em><a href="http://www.geo-spatial.org/download/romania-seturi-vectoriale">http://www.geo-spatial.org/download/romania-seturi-vectoriale</a></em>. De asemenea, se va utiliza QGIS versiunea 3.0 sau mai recent&#x103;.</p>
<h2 id="1evidenierearapidauneientiti">1. Eviden&#x21B;ierea rapid&#x103; a unei entit&#x103;&#x21B;i</h2>
<p>Indiferent c&#xE2;t de extins&#x103; este selec&#x21B;ia executat&#x103; asupra unui strat vectorial, prin metoda expus&#x103; &#xEE;n imaginea de mai jos ve&#x21B;i putea realiza  eviden&#x21B;ierea individual&#x103; a entit&#x103;&#x21B;ilor. &#xCE;n acest sens, mai &#xEE;nt&#xE2;i trebuie s&#x103; v&#x103; asigura&#x21B;i c&#x103; este selectat stratul entit&#x103;&#x21B;ilor vizate, &#xEE;n cazul de fa&#x21B;&#x103; <em><strong>ro_jude&#x21B;e_poligon</strong></em>. Dup&#x103; deschiderea tabelei de atribute (prin ap&#x103;sarea tastei <em><strong>F6</strong></em>), este suficient s&#x103; efectua&#x21B;i un clic cu butonul drept al mouse-ului pe r&#xE2;ndul care v&#x103; intereseaz&#x103; &#x219;i apoi s&#x103; alege&#x21B;i din meniul contextual op&#x21B;iunea de <em><strong>Eviden&#x21B;iere a entit&#x103;&#x21B;ii</strong></em>.<br>
<img src="https://qgis.ro/content/images/2018/04/sel_01.gif" alt="&#x1F4A5; Eviden&#x21B;ierea Entit&#x103;&#x21B;ilor (Flash Feature) &#xEE;n QGIS" loading="lazy"></p>
<h2 id="2evideniereaentitilorselectatenfunciedeovaloare">2. Eviden&#x21B;ierea entit&#x103;&#x21B;ilor selectate &#xEE;n func&#x21B;ie de o valoare</h2>
<p>Pentru o eviden&#x21B;iere multipl&#x103; a entit&#x103;&#x21B;ilor, vom apela la deschiderea ferestrei de <em><strong>Selectare &#xEE;n Func&#x21B;ie de o Valoare</strong></em>. Acest lucru se poate face dac&#x103; la pasul anterior se apas&#x103; tasta <em><strong>F3</strong></em> &#xEE;n loc de <em><strong>F6</strong></em>. Dup&#x103; deschiderea ferestrei urma&#x21B;i pa&#x219;ii din imaginea urm&#x103;toare:<br>
<img src="https://qgis.ro/content/images/2018/04/sel_02-1.gif" alt="&#x1F4A5; Eviden&#x21B;ierea Entit&#x103;&#x21B;ilor (Flash Feature) &#xEE;n QGIS" loading="lazy"></p>
<h2 id="concluzii">Concluzii</h2>
<p>Este &#xEE;mbucur&#x103;toare apari&#x21B;ia unui nou instrument, care vine s&#x103; &#xEE;mbog&#x103;&#x21B;easc&#x103; ergonomia lucrului cu entit&#x103;&#x21B;ile straturilor vectoriale.</p>
<!--kg-card-end: markdown-->]]></content:encoded></item><item><title><![CDATA[🗺️ Crearea unei Hărți - OpenStreetMap]]></title><description><![CDATA[Învață cum poți creea și tu o hartă cu ajutorul OpenStreetMap, în doar doar câțiva pași simpli.]]></description><link>https://qgis.ro/osm_partea1/</link><guid isPermaLink="false">5df5e9b463520f000159985c</guid><category><![CDATA[open street map]]></category><category><![CDATA[map]]></category><category><![CDATA[harta]]></category><category><![CDATA[creare harta]]></category><category><![CDATA[stilizare]]></category><dc:creator><![CDATA[Sorin Călinică]]></dc:creator><pubDate>Sun, 04 Mar 2018 21:16:42 GMT</pubDate><media:content url="https://qgis.ro/content/images/2021/07/open-street-map.png" medium="image"/><content:encoded><![CDATA[<!--kg-card-begin: markdown--><img src="https://qgis.ro/content/images/2021/07/open-street-map.png" alt="&#x1F5FA;&#xFE0F; Crearea unei H&#x103;r&#x21B;i - OpenStreetMap"><p><em>Articolul descrie pa&#x219;ii necesari cre&#x103;rii unei h&#x103;r&#x21B;i pentru oricare zon&#x103; de pe Terra, care s&#x103; poat&#x103; constitui cadrul ini&#x21B;ial necesar dezvolt&#x103;rii proiectelor geospa&#x21B;iale ulterioare. Pentru ca acest obiectiv s&#x103; poat&#x103; fi &#xEE;ndeplinit &#xEE;ntr-un timp rezonabil, &#xEE;n acest demers vom apela la datele vectoriale puse la dispozi&#x21B;ie, &#xEE;n mod liber, de c&#x103;tre proiectul OpenStreetMap. Prezenta abordare pune accent pe rapiditatea ob&#x21B;inerii de h&#x103;r&#x21B;i complexe, stilizate corespunz&#x103;tor.</em></p>
<p><em><strong>Cuvinte cheie</strong></em>: <code>creare hart&#x103;</code>, <code>OpenStreetMap</code>, <code>stilizare</code></p>
<h2 id="cerineprealabile">Cerin&#x21B;e prealabile</h2>
<p>Proiectul care st&#x103; la baza acestui articol a fost dezvoltat cu ajutorul QGIS, versiunea 2.18. De asemenea, a fost testat cu succes &#x219;i &#xEE;n QGIS 3.</p>
<h2 id="1obinereadatelornformatosm">1. Ob&#x21B;inerea datelor &#xEE;n format .osm</h2>
<p>Dac&#x103; v&#x103; afla&#x21B;i deja &#xEE;n posesia unui fi&#x219;ier &#xEE;n format <strong>.osm</strong>, ob&#x21B;inut din depozite oficiale (cum ar fi cele enumerate mai jos, &#xEE;n <strong>Referin&#x21B;e utile</strong>) sau provenit din alte surse, atunci pute&#x21B;i trece direct la pasul <strong>2. Preg&#x103;tirea proiectului QGIS</strong>. &#xCE;n caz contrar, va trebui s&#x103; ob&#x21B;ine&#x21B;i, pentru o suprafa&#x21B;&#x103; anume, un fi&#x219;ier <strong>.osm</strong> (un fi&#x219;ier al c&#x103;rui con&#x21B;inut este structurat conform formatului <strong>xml</strong> &#x219;i a c&#x103;rui extensie este <strong>osm</strong>).</p>
<p><strong>1.1.</strong> Apela&#x21B;i pagina OSM, introduc&#xE2;nd &#xEE;n bara de adrese a navigatorului dvs. web urm&#x103;torul text: <code>https://www.openstreetmap.org/</code></p>
<p><strong>1.2.</strong> Focaliza&#x21B;i harta pe zona care v&#x103; intereseaz&#x103;. &#xCE;n proiectul de fa&#x21B;&#x103;, presupunem c&#x103; suprafa&#x21B;a vizat&#x103; este la nivelul jude&#x21B;ului Gala&#x21B;i.</p>
<p><strong>1.3.</strong> Dup&#x103; pozi&#x21B;ionarea asupra zonei de interes ap&#x103;sa&#x21B;i pe butonul verde de <strong>Export</strong>. De un real interes sunt:</p>
<ul>
<li>
<p>at&#xE2;t cifrele prezente &#xEE;n adresa navigatorului web,<br>
<img src="https://qgis.ro/content/images/2018/02/OSM_08.png" alt="&#x1F5FA;&#xFE0F; Crearea unei H&#x103;r&#x21B;i - OpenStreetMap" loading="lazy"></p>
</li>
<li>
<p>c&#xE2;t &#x219;i cele situate &#xEE;n st&#xE2;nga, &#xEE;n zona de <strong>Exportare</strong>.</p>
</li>
</ul>
<p><strong>1.4.</strong> Pentru &#xEE;ncadrarea c&#xE2;t mai precis&#x103; a suprafe&#x21B;ei vizate ave&#x21B;i la dispozi&#x21B;ie urm&#x103;toarele variante:</p>
<ul>
<li>
<p><strong>A)</strong> Restr&#xE2;ngerea ferestrei navigatorului web &#xEE;n jurul ariei de interes, &#xEE;n cazul de fa&#x21B;&#x103; &#xEE;n jurul liniei punctate care indic&#x103; limitele jude&#x21B;ului;</p>
</li>
<li>
<p><strong>B)</strong> <strong>Selectarea manual&#x103; a zonei</strong> urmat&#x103; de modificarea, cu ajutorul mouse-lui, a casetei de &#xEE;ncadrare;</p>
</li>
<li>
<p><strong>C)</strong> Modificarea efectiv&#x103; a coordonatelor geografice corespunz&#x103;toare casetei de &#xEE;ncadrare a h&#x103;r&#x21B;ii.</p>
</li>
</ul>
<p><img src="https://qgis.ro/content/images/2018/02/OSM_01.png" alt="&#x1F5FA;&#xFE0F; Crearea unei H&#x103;r&#x21B;i - OpenStreetMap" loading="lazy"><br>
<strong>1.5.</strong> La final, ap&#x103;sa&#x21B;i pe link-ul Overpass API, notat cu <strong>D)</strong> &#xEE;n imaginea de mai sus. A&#x219;tepta&#x21B;i p&#xE2;n&#x103; la desc&#x103;rcarea datelor.</p>
<p><em><strong>Observa&#x21B;ie:</strong></em><br>
Dac&#x103; viziona&#x21B;i harta la nivelul de zoom <strong>11</strong>, sau dac&#x103; fi&#x219;ierul <strong>.osm</strong> care s-ar putea genera pentru caseta de &#xEE;ncadrare stabilit&#x103; va con&#x21B;ine cel mult 50.000 de noduri, va ap&#x103;rea butonul albastru de <strong>Exportare</strong>.<br>
<img src="https://qgis.ro/content/images/2018/02/OSM_09.png" alt="&#x1F5FA;&#xFE0F; Crearea unei H&#x103;r&#x21B;i - OpenStreetMap" loading="lazy"></p>
<p>Dac&#x103; v&#x103; afla&#x21B;i &#xEE;n aceast&#x103; situa&#x21B;ie, ap&#x103;sa&#x21B;i pe butonul respectiv &#x219;i desc&#x103;rca&#x21B;i fi&#x219;ierul, &#xEE;n format <strong>.osm</strong>, al zonei respective.</p>
<h2 id="2pregtireaproiectuluiqgis">2. Preg&#x103;tirea proiectului QGIS</h2>
<p><strong>2.1.</strong> Deschide&#x21B;i aplica&#x21B;ia <strong>QGIS</strong>.</p>
<p><strong>2.2.</strong> Accesa&#x21B;i meniul <strong>Proiect</strong>, ap&#x103;sa&#x21B;i <strong>Nou</strong> iar apoi salva&#x21B;i proiectul.</p>
<p><strong>2.3.</strong> &#xCE;n meniul <strong>Proiect</strong>, accesa&#x21B;i <strong>Propriet&#x103;&#x21B;ile Proiectului...</strong>.</p>
<p><strong>2.3.1.</strong> &#xCE;n fila <strong>Generalit&#x103;&#x21B;ilor</strong> se poate observa calea c&#x103;tre proiectul salvat. Pute&#x21B;i introduce un titlu sugestiv.<br>
<img src="https://qgis.ro/content/images/2018/03/OSM_02.png" alt="&#x1F5FA;&#xFE0F; Crearea unei H&#x103;r&#x21B;i - OpenStreetMap" loading="lazy"></p>
<p><strong>2.3.2.</strong> &#xCE;n fila <strong>CRS</strong> asigura&#x21B;i-v&#x103; c&#x103; este activat&#x103; <strong>Transformarea din zbor a CRS-ului</strong> &#x219;i c&#x103; <strong>CRS-ul selectat</strong> este <strong>Pulkovo 1942(58) / Stereo70 (EPSG:3844)</strong>.<br>
<img src="https://qgis.ro/content/images/2018/03/OSM_03.png" alt="&#x1F5FA;&#xFE0F; Crearea unei H&#x103;r&#x21B;i - OpenStreetMap" loading="lazy"></p>
<p><strong>2.4.</strong> Salva&#x21B;i proiectul.</p>
<h2 id="3ncrcareanproiectadatelorosm">3. &#xCE;nc&#x103;rcarea &#xEE;n proiect a datelor .osm</h2>
<p>La acest moment, ar trebui s&#x103; ave&#x21B;i stocat&#x103; pe calculatorul propriu harta zonei vizate , &#xEE;n format <strong>.osm</strong>.</p>
<p><strong>3.1.</strong> Pentru a o putea vizualiza &#xEE;n QGIS, &#xEE;ncepem prin a glisa fi&#x219;ierul <strong>.osm</strong>, cu ajutorul mouse-ului, din fereastra Explorer-ului &#xEE;n cea a aplica&#x21B;iei QGIS, precum &#xEE;n imaginea de mai jos:</p>
<p><img src="https://qgis.ro/content/images/2018/03/OSM_14.png" alt="&#x1F5FA;&#xFE0F; Crearea unei H&#x103;r&#x21B;i - OpenStreetMap" loading="lazy">.</p>
<p>Dac&#x103;, din varii motive, nu a&#x21B;i reu&#x219;it s&#x103; &#xEE;nc&#x103;rca&#x21B;i fi&#x219;ierul prin metoda de mai sus, atunci va trebui s&#x103; accesa&#x21B;i meniul <strong>Vector &gt; Ad&#x103;ugare strat &gt; Adaug&#x103; stratul vectorial...</strong>. &#xCE;n fereastra care se deschide alege&#x21B;i <strong>Fi&#x219;ier</strong> <em>(1)</em> pentru <strong>Tipul sursei</strong>, apoi ap&#x103;sa&#x21B;i pe butonul de <strong>R&#x103;sfoire</strong> <em>(2)</em>.<br>
Va ap&#x103;rea o nou&#x103; fereastr&#x103; de dialog &#xEE;n cadrul c&#x103;reia, dup&#x103; ce ve&#x21B;i specifica c&#x103; dori&#x21B;i s&#x103; deschide&#x21B;i un fi&#x219;ier <strong>OpenStreetMap (.osm .pbf)</strong> <em>(3)</em>, ve&#x21B;i indica numele fi&#x219;ierului &#xEE;n cauz&#x103; <em>(4)</em>. La final, ap&#x103;sa&#x21B;i succesiv pe butoanele <strong>Open</strong> <em>(5)(6)</em>.</p>
<p><img src="https://qgis.ro/content/images/2018/03/OSM_15.png" alt="&#x1F5FA;&#xFE0F; Crearea unei H&#x103;r&#x21B;i - OpenStreetMap" loading="lazy"></p>
<p><strong>3.2.</strong> Indiferent de metoda folosit&#x103;, ar trebui s&#x103; v&#x103; afla&#x21B;i &#xEE;n fa&#x21B;a ferestrei de <strong>Selectare a straturilor vectoriale de ad&#x103;ugat</strong>. &#x21A;in&#xE2;nd ap&#x103;sat&#x103; una dintre tastele <strong>Ctrl</strong>, efectua&#x21B;i clic, succesiv, pe straturile cu ID-urile <em>1</em>, <em>3</em> &#x219;i <em>0</em>.</p>
<p><img src="https://qgis.ro/content/images/2018/03/OSM_16.png" alt="&#x1F5FA;&#xFE0F; Crearea unei H&#x103;r&#x21B;i - OpenStreetMap" loading="lazy"></p>
<p>La final, ap&#x103;sa&#x21B;i pe butonul <strong>OK</strong> pentru a se definitiva &#xEE;nc&#x103;rcarea &#xEE;n QGIS a datelor vectoriale din fi&#x219;ierul <strong>.osm</strong>. Ar trebui s&#x103; vede&#x21B;i o hart&#x103; similar&#x103; cu cea din imaginea urm&#x103;toare.</p>
<p><img src="https://qgis.ro/content/images/2018/03/OSM_18.png" alt="&#x1F5FA;&#xFE0F; Crearea unei H&#x103;r&#x21B;i - OpenStreetMap" loading="lazy"></p>
<p><strong>3.3.</strong> Asigura&#x21B;i-v&#x103; c&#x103; ordinea straturilor respect&#x103; ordinea indicat&#x103; &#xEE;n <em><strong>Panoul Straturilor</strong></em>.</p>
<p><strong>3.4.</strong> De asemenea, deschide&#x21B;i <strong>Propriet&#x103;&#x21B;ile Stratului &gt; Generalit&#x103;&#x21B;i &gt; Informa&#x21B;ii despre strat</strong> pentru fiecare strat &#xEE;n parte, &#x219;i alege&#x21B;i <em><strong>UTF-8</strong></em> la <strong>Codificarea sursei de date</strong>.</p>
<p><img src="https://qgis.ro/content/images/2018/03/OSM_17.png" alt="&#x1F5FA;&#xFE0F; Crearea unei H&#x103;r&#x21B;i - OpenStreetMap" loading="lazy"></p>
<h2 id="4stilizareahrii">4. Stilizarea h&#x103;r&#x21B;ii</h2>
<p>Stilizarea h&#x103;r&#x21B;ii ob&#x21B;inute p&#xE2;n&#x103; acum s-a aflat &#xEE;n sarcina aplica&#x21B;iei QGIS, care a aplicat stiluri aleatorii celor trei straturi prezente &#xEE;n <strong>Panoul Straturilor</strong>.</p>
<p>&#xCE;ns&#x103;, pentru un aspect mai adecvat unei h&#x103;r&#x21B;i, au mai r&#x103;mas c&#xE2;teva opera&#x21B;iuni de efectuat.</p>
<p><strong>4.1.</strong> &#xCE;n <strong>Panoul straturilor</strong>, efectua&#x21B;i clic cu butonul drept al mouse-ului pe stratul <strong>judetul_galati_multipolygons</strong>, de exemplu. &#xCE;n meniul care va ap&#x103;rea ap&#x103;sa&#x21B;i pe <strong>Propriet&#x103;&#x21B;i</strong>. Se va deschide o fereastr&#x103; cu <strong>Propriet&#x103;&#x21B;ile Stratului</strong>.</p>
<p><strong>4.2.</strong> &#xCE;n fila corespunz&#x103;toare <strong>Stilului</strong>, accesa&#x21B;i succesiv pe <strong>Stil</strong>, <strong>&#xCE;nc&#x103;rcare stil</strong> &#x219;i pe <strong>&#xCE;nc&#x103;rcare din fi&#x219;ier...</strong>. &#xCE;n meniul care va ap&#x103;rea ap&#x103;sa&#x21B;i pe <strong>Propriet&#x103;&#x21B;i</strong>.<br>
<img src="https://qgis.ro/content/images/2018/03/OSM_11.png" alt="&#x1F5FA;&#xFE0F; Crearea unei H&#x103;r&#x21B;i - OpenStreetMap" loading="lazy"></p>
<p><strong>4.3.</strong> Indica&#x21B;i calea c&#x103;tre fi&#x219;ierul de stil al poligoanelor (v. <strong>Referin&#x21B;e utile</strong>):<br>
<img src="https://qgis.ro/content/images/2018/03/OSM_12.png" alt="&#x1F5FA;&#xFE0F; Crearea unei H&#x103;r&#x21B;i - OpenStreetMap" loading="lazy"></p>
<p><strong>4.4.</strong> Clic pe <strong>Aplicare</strong>, apoi pe <strong>OK</strong>.<br>
<img src="https://qgis.ro/content/images/2018/03/OSM_13.png" alt="&#x1F5FA;&#xFE0F; Crearea unei H&#x103;r&#x21B;i - OpenStreetMap" loading="lazy"></p>
<p><strong>4.5.</strong> Repeta&#x21B;i pa&#x219;ii de la <strong>4.1.</strong> p&#xE2;n&#x103; la <strong>4.4.</strong>, aplic&#xE2;nd celorlalte dou&#x103; straturi stilurile <em><strong>judetul_galati_lines.qml</strong></em>, respectiv <em><strong>judetul_galati_points.qml</strong></em>.</p>
<p>La final, ar trebui s&#x103; ob&#x21B;ine&#x21B;i o hart&#x103; similar&#x103; cu cea de mai jos.</p>
<p><img src="https://qgis.ro/content/images/2018/03/OSM_10.png" alt="&#x1F5FA;&#xFE0F; Crearea unei H&#x103;r&#x21B;i - OpenStreetMap" loading="lazy"></p>
<h2 id="concluzii">Concluzii</h2>
<p>&#xCE;n mod normal, &#xEE;n mai pu&#x21B;in de un sfert de or&#x103;, harta zonei care v&#x103; intereseaz&#x103; ar trebui s&#x103; se afle pe canevasul aplica&#x21B;iei dumneavoastr&#x103;. Procedura este facil&#x103; &#x219;i se poate folosi cu toate versiunile recente de QGIS.</p>
<p>De&#x219;i scopul declarat la &#xEE;nceputul acestui articol a fost atins, &#xEE;n cea de-a doua parte a acestui articol vom face uz de puterea limbajului Python, pentru a rafina &#xEE;ntr-o anumit&#x103; m&#x103;sur&#x103; rezultatele &#x219;i pentru a aduce un plus de utilitate proiectelor create prin aceast&#x103; abordare.</p>
<h2 id="referineutile">Referin&#x21B;e utile</h2>
<p>Pute&#x21B;i desc&#x103;rca de <a href="https://github.com/sorin-calinica/qgis-projects">aici</a> codul surs&#x103; complet.</p>
<h2 id="bibliografie">Bibliografie</h2>
<p><strong>[L1]</strong> <a href="https://github.com/lcoandrade">Luiz Andrade</a>: <a href="https://plugins.qgis.org/plugins/OSMDownloader/">OSMDownloader Plugin</a><br>
<strong>[U1]</strong> <a href="https://plus.google.com/+UjavalGandhi">Ujaval Gandhi</a>: <a href="http://www.qgistutorials.com/ro/docs/downloading_osm_data.html">C&#x103;utarea &#x219;i desc&#x103;rcarea datelor OpenStreetMap</a><br>
<strong>[U2]</strong> ***: <a href="http://learnosm.org/en/osm-data/osm-in-qgis/">Using OSM Data in QGIS</a></p>
<!--kg-card-end: markdown-->]]></content:encoded></item><item><title><![CDATA[🏴‍☠️ Ecosistemele Open-Source]]></title><description><![CDATA[Haide să demontăm împreună miturile despre Open-Source.]]></description><link>https://qgis.ro/ce-este-open-source/</link><guid isPermaLink="false">5df5e9b463520f000159985d</guid><category><![CDATA[open source]]></category><category><![CDATA[2021]]></category><dc:creator><![CDATA[Tudor Bărăscu]]></dc:creator><pubDate>Tue, 09 Jan 2018 10:22:57 GMT</pubDate><media:content url="https://qgis.ro/content/images/2021/07/open-source-libertate.png" medium="image"/><content:encoded><![CDATA[<!--kg-card-begin: markdown--><img src="https://qgis.ro/content/images/2021/07/open-source-libertate.png" alt="&#x1F3F4;&#x200D;&#x2620;&#xFE0F; Ecosistemele Open-Source"><p>Acest articol &#xEE;ncearc&#x103; s&#x103; demonteze anumite mituri despre Open-Source &#x219;i &#xEE;ncearc&#x103; s&#x103; arunce o lumin&#x103; asupra mecanismelor de func&#x21B;ionare ale acestor ecosisteme, ne&#xEE;n&#x21B;elese de majoritatea.</p>
<p>&#xCE;n plus, deoarece contextul economic &#x219;i cultural este adesea ignorat, majoritatea discu&#x21B;iilor despre Open Source &#x219;i alternative sunt &#xEE;n ALB &#x219;i NEGRU,</p>
<p><img src="https://qgis.ro/content/images/2017/10/propaganda_nuantata.jpg" alt="&#x1F3F4;&#x200D;&#x2620;&#xFE0F; Ecosistemele Open-Source" loading="lazy"></p>
<p>nu de pu&#x21B;ine ori auzind falsit&#x103;&#x21B;i cum c&#x103; Open-Source-ul nu este bun deoarece este gratis?! etc.</p>
<h2 id="ceesteopensource">Ce este Open-Source?</h2>
<p>Termenul &#x201E;cu surs&#x103; deschis&#x103;&#x201D; (Open-Source)<br>
descrie practica de a produce sau dezvolta anumite produse permi&#x21B;&#xE2;nd accesul utilizatorilor s&#x103; ac&#x21B;ioneze liber asupra procesului de produc&#x21B;ie sau dezvoltare.</p>
<p>Mai pe &#x219;leau, &#xEE;n IT, clientul/utilizatorul este l&#x103;sat s&#x103; vad&#x103; codul surs&#x103; a softului. Astfel, un client care are abilit&#x103;&#x21B;i tehnice are libertatea s&#x103; observe sau s&#x103; repare anumite probleme.</p>
<p>Dac&#x103; softul nu este Open-Source, clientul este legat ombilical de v&#xE2;nz&#x103;tor deoarece numai v&#xE2;nz&#x103;torul poate s&#x103; repare sau s&#x103; &#xEE;mbun&#x103;t&#x103;&#x21B;easc&#x103; programul.</p>
<p>Nu pu&#x21B;ine sunt cazurile &#xEE;n care v&#xE2;nz&#x103;torul abuzeaz&#x103; de aceast&#x103; pozi&#x21B;ie de putere m&#x103;rind pre&#x21B;urile la servicii, d&#xE2;nd vina pe te miri ce noi dezvolt&#x103;ri, clientul neav&#xE2;nd vreo cale de a observa ce se &#xEE;nt&#x103;mpl&#x103;, deoarece tot softul este &#xEE;nchis - cutie neagr&#x103;.</p>
<h2 id="cinefoloseteopensource">Cine folose&#x219;te Open-Source?</h2>
<p>To&#x21B;i folosim Open-Source Software (OSS).</p>
<p>Majoritatea Web-ului/Internet-ului este bazat pe OSS.</p>
<p>Majoritatea telefoanelor din lume folosesc Android, care este un proiect Open-Source.</p>
<p>Este foarte probabil ca televizorul sau ceasul dumneavoastr&#x103; inteligent s&#x103; aibe OSS.</p>
<h2 id="decefolosimoss">De ce folosim OSS?</h2>
<p>Unul din primele motive pentru care folosim sau ar trebui s&#x103; folosim OSS este <strong>libertatea</strong>.</p>
<p><img src="https://qgis.ro/content/images/2017/10/braveheart.jpg" alt="&#x1F3F4;&#x200D;&#x2620;&#xFE0F; Ecosistemele Open-Source" loading="lazy"></p>
<p>Astfel, softul Open-Source permite s&#x103; fie citit, s&#x103; fie modificat &#x219;i s&#x103; fie redistribuit cu modific&#x103;ri.</p>
<p>De exemplu, o companie care folose&#x219;te un OSS oarecare &#x219;i are un dezvoltator de Soft, acesta poate s&#x103; citeasc&#x103; &#x219;i s&#x103; modifice acel soft. De ce ar face una ca asta?</p>
<ul>
<li>ca s&#x103;-i aduc&#x103; &#xEE;mbun&#x103;t&#x103;&#x21B;iri</li>
<li>ca s&#x103; rezolve posibile probleme</li>
<li>ca s&#x103; &#xEE;ncerce s&#x103; localizeze de unde vin anumite probleme</li>
</ul>
<p>&#xCE;n func&#x21B;ie de tipul de licen&#x21B;&#x103; OSS, de cele multe ori licen&#x21B;a pentru software-ul OSS este gratuit&#x103;. Adic&#x103; pute&#x21B;i s&#x103; desc&#x103;rca&#x21B;i, s&#x103; folosi&#x21B;i &#x219;i chiar s&#x103; comercializa&#x21B;i OSS gratuit. Aceast&#x103; caracteristic&#x103; a softului Open-Source, pe l&#xE2;ng&#x103; avantajul evident al gratuit&#x103;&#x21B;ii este &#x219;i sursa unui mare dezavantaj: Oamenii &#x219;i companiile care nu &#xEE;n&#x21B;eleg cum func&#x21B;ioneaz&#x103; ecosistemele Open-Source trag pripita concluzie c&#x103; softul este gratuit petru c&#x103; nu este bun.</p>
<p>Aceast&#x103; presupunere este total neadev&#x103;rat&#x103;.</p>
<p>Mai &#xEE;nt&#xE2;i s&#x103; observ&#x103;m mecanismele prin care se creeaz&#x103; OSS.</p>
<p>Unul din miturile propagandei nestudiate de tip &quot;radio &#x219;an&#x21B;&quot; este hackerul singuratic, care lucreaz&#x103; &#xEE;ntr-un garaj pe undeva.</p>
<p>Astfel, dup&#x103; mul&#x21B;i, creatorul Open Source este Linus Torvalds, care a scris un sistem de operare numit Linux &#xEE;n camera lui studen&#x21B;easc&#x103;, &#xEE;n Finlanda.</p>
<p><img src="https://qgis.ro/content/images/2017/10/linus.jpg" alt="&#x1F3F4;&#x200D;&#x2620;&#xFE0F; Ecosistemele Open-Source" loading="lazy"></p>
<p>Dup&#x103; al&#x21B;ii, este Guido Van Rossum, care a creat limbajul de programare Python &#xEE;n timpul s&#x103;rb&#x103;torilor de Cr&#x103;ciun, pentru c&#x103; (a&#x219;a spune mitul) nu avea ce s&#x103; fac&#x103; de Cr&#x103;ciun.</p>
<p><img src="https://qgis.ro/content/images/2017/10/guido.jpg" alt="&#x1F3F4;&#x200D;&#x2620;&#xFE0F; Ecosistemele Open-Source" loading="lazy"></p>
<p>Al&#x21B;ii spun c&#x103; este Richard Stallman, care a creat GNU Emacs si FSF (the free software foundation).</p>
<p><img src="https://qgis.ro/content/images/2017/10/stallman.jpg" alt="&#x1F3F4;&#x200D;&#x2620;&#xFE0F; Ecosistemele Open-Source" loading="lazy"></p>
<p>R&#x103;spunsurile acestea de&#x219;i bazate pe adev&#x103;ruri, sunt foarte incomplete.</p>
<p>Da, Linus a creat kernelul de Linux, dar sunt fapte ce infirm&#x103; total mitul hackerului singuratic.</p>
<p>Ast&#x103;zi, contribuitorii principali la Linux sunt corpora&#x21B;iile:</p>
<ul>
<li>Intel : 13%</li>
<li>Red Hat : 8%</li>
<li>Linaro : 4%</li>
<li>Samsung : 4%</li>
<li>SUSE : 3%</li>
<li>IBM : 3%</li>
</ul>
<p>Corpora&#x21B;iile enumerate mai sus au cumulat aproape o treime din contribu&#x21B;iile la Linux. Chiar &#x219;i Microsoft a ajuns pe locul 17 la contribuitori &#xEE;n anul 2011. &#xCE;n cloudul Azure al Microsoft, Linux este prezent &#xEE;n mai mult de 40% de cazuri.</p>
<p>Nu putem s&#x103; avem o privire de ansamblu asupra OSS f&#x103;r&#x103; a &#xEE;n&#x21B;elege anumite concepte economice. Primul este cel de &quot;Attention Economy&quot;.</p>
<p>Cea mai pre&#x163;ioas&#x103; resurs&#x103; a erei digitale nu este informa&#x163;ia, &#xEE;n care de altfel ne scufund&#x103;m, ci aten&#x163;ia.</p>
<p>&#xCE;n cadrul Economiei Aten&#x21B;iei, diferite p&#x103;r&#x21B;i de Software sunt &#xEE;n competi&#x21B;ie pentru aten&#x21B;ia dezvoltatorilor/contribuitorilor.</p>
<p>Aceast&#x103; <strong>aten&#x21B;ie</strong> &#xEE;nseamn&#x103; dorin&#x21B;a/necesitatea de a dezvolta un anume soft.</p>
<p>Software-ul Open Source tr&#x103;ie&#x219;te &#xEE;ntr-o Economie a aten&#x21B;iei, &#xEE;n care ofer&#x103; utilitate oamenilor, primind &#xEE;n schimb aten&#x21B;ie.</p>
<p>Acesta are nevoi foarte reduse. Nu trebuie s&#x103; m&#x103;n&#xE2;nce, s&#x103; doarm&#x103; sau s&#x103; aibe haine. Se poate reproduce gratis prin copiere. Este aproape nemuritor.<br>
Singura condi&#x21B;ie pt. ca acesta s&#x103; stea &#xEE;n via&#x21B;&#x103;, este <strong>minim o persoan&#x103; care s&#x103;-i ofere aten&#x21B;ie</strong>. Pentru c&#x103; sistemele de operare se schimb&#x103;, apar alte softuri cu care trebuie s&#x103; fie compatibil, noi bug-uri, formaturi noi. F&#x103;r&#x103; mentenan&#x21B;&#x103;, acesta va pieri.</p>
<p>Prin urmare, softul este &#xEE;n competi&#x21B;ie pentru aten&#x21B;ie. Softul care beneficiaz&#x103; de aten&#x21B;ie se dezvolt&#x103; mai repede, este mai bine documentat, are un site mai mi&#x219;to.</p>
<p><img src="https://qgis.ro/content/images/2017/10/attention_economy_small.jpg" alt="&#x1F3F4;&#x200D;&#x2620;&#xFE0F; Ecosistemele Open-Source" loading="lazy"></p>
<p>Toate aceste beneficii ale aten&#x21B;iei permit aducerea a &#x219;i mai mult&#x103; aten&#x21B;ie dup&#x103; principiul bulg&#x103;rului de z&#x103;pad&#x103;.<br>
Astfel, boga&#x21B;ii se &#xEE;mbog&#x103;&#x21B;esc &#x219;i mai mult &#xEE;n timp ce to&#x21B;i ceilalti se &#xEE;ngr&#x103;m&#x103;desc pe ce r&#x103;m&#xE2;ne. Prin urmare, proiectele Open-Source de&#x219;tepte investesc mult &#xEE;n documenta&#x21B;ie, tutoriale, &#xEE;n downloaduri One-click: Pentru a cre&#x219;te baza piramidei.</p>
<p><img src="https://qgis.ro/content/images/2017/10/attention_economy_smallest.jpg" alt="&#x1F3F4;&#x200D;&#x2620;&#xFE0F; Ecosistemele Open-Source" loading="lazy"></p>
<p>Un proiect Open-Source de succes, atrage contribuitori care aduc diverse contribu&#x21B;ii. Astfel, &#xEE;n mul&#x21B;imea de contribuitori avem procentaje de utilizatori care propov&#x103;duiesc, de exper&#x21B;i, de oameni care scriu documenta&#x21B;ie, de oameni care raporteaz&#x103; probleme, de oameni care ofer&#x103; mentenan&#x21B;&#x103;, de dezvoltatori.</p>
<p><strong>Cine poate s&#x103; atrag&#x103; aten&#x21B;ie?</strong></p>
<p>Institu&#x21B;iile pot s&#x103; atrag&#x103; aten&#x21B;ie, dar numai prin mecanismul indivizilor. Intel nu scrie cod de Linux, ci oamenii care sunt &#xEE;n slujba lui Intel o fac. Spre deosebire de sistemele proprietare/ascunse, &#xEE;n ecosistemele Open-Source toate aceste contribu&#x21B;ii se v&#x103;d clar, &#x219;i se &#x219;tie cine ce a contribuit. Open-Source &#xEE;nseamn&#x103; oameni.</p>
<center>Gift Economy</center>
<p><img src="https://qgis.ro/content/images/2017/10/gift_economy.jpg" alt="&#x1F3F4;&#x200D;&#x2620;&#xFE0F; Ecosistemele Open-Source" loading="lazy"></p>
<p>Din momentul &#xEE;n care un proiect are &#xEE;ndeajuns&#x103; aten&#x21B;ie ca s&#x103; coaguleze o comunitate de utilizatori &#x219;i developeri interesa&#x21B;i, apare conceptul de &quot;Gift Economy&quot;. Aici, valoarea NU este v&#xE2;ndut&#x103; sau schimbat&#x103;, ci este <strong>d&#x103;ruit&#x103;</strong> f&#x103;r&#x103; a avea un aranjament explicit &#xEE;n sensul unor beneficii imediate sau ulterioare.</p>
<p>Influen&#x21B;a &#xEE;n comunit&#x103;&#x21B;ile Open-Source este direct propor&#x21B;ional&#x103; cu munca pro-bono (d&#x103;ruire de ajutor &#x219;i timp).</p>
<p>&#xCE;n comunit&#x103;&#x21B;ile Open Source, cele mai influente persoane sunt aproape &#xEE;ntotdeauna acelea care &#x219;i contribuie cel mai mult.</p>
<p>Ce aduce influen&#x21B;a?</p>
<ol>
<li>Comunitatea ofer&#x103; o ureche ascult&#x103;toare</li>
<li>R&#x103;spuns rapid</li>
<li>Acces la alte comunit&#x103;&#x21B;i</li>
<li>Monetizare</li>
</ol>
<p>Influen&#x21B;a &#xEE;nseamn&#x103; capital social. C&#xE2;nd r&#x103;spund la o &#xEE;ntrebare pro bono nu primesc &#x219;i nici nu am a&#x219;tept&#x103;ri &#xEE;n acest sens, dar sper s&#x103; &#xEE;i insinuez un sens de obliga&#x21B;ie reciproc&#x103; persoanei recipiente. Prin urmare, ar trebui s&#x103; c&#xE2;&#x219;tig un pic de Capital Social. Comunit&#x103;&#x21B;ile sunt adesea sceptice la schimb&#x103;ri de direc&#x21B;ie sau feature-uri mari pentru c&#x103; acestea pot face valuri &#xEE;n fluxurile de lucru obi&#x219;nuite. Capitalul social aduce o ureche ascult&#x103;toare. Un dezvoltator care nu este expert &#xEE;n toate zonele codului, dar care are capital social, are acces la r&#x103;spunsuri rapide din partea altor exper&#x21B;i. Capitalul social este transferabil &#x219;i la alte proiecte, &#xEE;n sensul c&#x103; un expert este luat &#xEE;n seam&#x103; &#x219;i de alte comunit&#x103;&#x21B;i/exper&#x21B;i c&#xE2;nd acesta comenteaz&#x103; asupra codului sau propune ceva. &#xCE;n plus, Companiile care folosesc Open Source &#xEE;&#x219;i doresc s&#x103; angajeze oameni care au capital social &#xEE;n cadrul comunit&#xE2;&#x21B;ilor.</p>
<p>De exemplu, Tom Lane este un lider al comunit&#x103;&#x21B;ii PostgreSQL, nu datorit&#x103; faptului c&#x103; este foarte de&#x219;tept (chiar este), ci pentru c&#x103; acesta ofer&#x103; foarte mult din timpul s&#x103;u liber pentru a-i ajuta pe al&#x21B;ii, pro-bono, cu sfaturi, cu rezolvare de cod, cu tot ce poate face.<br>
Astfel, el d&#x103;ruie&#x219;te foarte mult, c&#xE2;&#x219;tig&#xE2;nd &#xEE;n schimb influen&#x21B;&#x103;. Prin urmare, companii care depinde de PostgreSQL &#xEE;&#x219;i doresc s&#x103;-l angajeze. Astfel, el a lucrat la Red-Hat, Salesforce.com sau Crunchy Data.</p>
<p><img src="https://qgis.ro/content/images/2017/10/all_economies.jpg" alt="&#x1F3F4;&#x200D;&#x2620;&#xFE0F; Ecosistemele Open-Source" loading="lazy"></p>
<p>Schema din imaginea de mai sus prezint&#x103; fluxul economic.<br>
Astfel, cu ro&#x219;u se pot vedea fluxurile din cadrul Economiei pe baz&#x103; de d&#x103;ruire pe care Tom Lane le folose&#x219;te &#x219;i cu ajutorul c&#x103;rora el c&#xE2;&#x219;tig&#x103; capital social</p>
<p>&#xCE;n acest timp, pentru c&#x103; PostgreSQL beneficiaz&#x103; de aten&#x21B;ie (fluxurile cu albastru), acesta cre&#x219;te ca proiect &#x219;i devine important &#x219;i pentru alte organiza&#x21B;ii.</p>
<p>O corpora&#x21B;ie care are nevoie de suport de PostgreSQL pl&#x103;te&#x219;te pe Crunchy Data pentru a oferi acest suport. Acest tip de plat&#x103; ne este cunoscut pentru c&#x103; vine din economia &quot;b&#x103;netului&quot;, la care to&#x21B;i ne raport&#x103;m pentru c&#x103; este cea mai des &#xEE;nt&#xE2;lnit&#x103;. Cruncy Data, la r&#xE2;ndul s&#x103;u, are nevoie de exper&#x21B;i &#xEE;n PostgreSQL, dar &#x219;i mai mult de exper&#x21B;i care au &#x219;i capital social precum Tom Lane. Astfel, Tom este angajat de Cruncy Data, monetiz&#xE2;nd astfel capitalul social dob&#xE2;ndit.<br>
Aceste fluxuri ale economiei sunt descrise cu verde.</p>
<p>&#x218;i ciclul se repet&#x103;..</p>
<ol>
<li>
<p><strong>Utilizatorul individual</strong> folose&#x219;te OSS dar nu contribuie. Poate dona, dar &#xEE;n marea majoritate a cazurilor nu o face. De asemenea, nu este interesat de conceptul Open-Source.</p>
</li>
<li>
<p><strong>Contribuitorul Individual</strong></p>
</li>
</ol>
<p><img src="https://qgis.ro/content/images/2017/10/individual_creator.jpg" alt="&#x1F3F4;&#x200D;&#x2620;&#xFE0F; Ecosistemele Open-Source" loading="lazy"></p>
<p>Pa&#x219;ii generaliza&#x21B;i prin care un utilizator ajunge &#xEE;n timp contribuitor sunt:</p>
<ul>
<li>Contribuitorul la OSS are ini&#x21B;ial o problem&#x103; pe care vrea s-o rezolve.</li>
<li>G&#x103;se&#x219;te un software Open-Source cu ajutorul c&#x103;ruia rezolv&#x103; problema.</li>
<li>Pune &#xEE;ntreb&#x103;ri &#xEE;n cadrul comunit&#x103;&#x21B;ii respectivului soft. I se r&#x103;spunde.</li>
<li>Observ&#x103; &#xEE;ntreb&#x103;ri ale altor persoane la care &#xEE;ncepe s&#x103; r&#x103;spund&#x103;.</li>
<li>Dac&#x103; e &#xEE;ntrebat despre Soft, ofer&#x103; referin&#x21B;e pozitive.</li>
<li>G&#x103;se&#x219;te o problem&#x103;? Reu&#x219;e&#x219;te s&#x103; o rezolve &#xEE;n codul principal.</li>
<li>Adaug&#x103; caracteristici noi/&#xEE;mbun&#x103;t&#x103;&#x21B;iri</li>
</ul>
<p>De fapt, aceasta este <strong>diferen&#x21B;a major&#x103; dintre OSS</strong> &#x219;i softul proprietar: ai o <strong>cutie neagr&#x103;</strong> sau nu.</p>
<p>Eu prefer s&#x103; am acces la &quot;cutie&quot;, s&#x103; pot observa mecanismele, s&#x103; fie decizia mea dac&#x103; me&#x219;teresc la ele sau nu.</p>
<p>Cu softul proprietar, e mult mai simplu. N-ai voie.. n-ai voie.. n-ai voie.., indiferent dac&#x103; te pricepi sau nu. Depinzi &#xEE;n totalitate de &quot;Ei&quot;. &#xCE;n linii mari, dac&#x103; nu te pricepi nu ar fi o problem&#x103;, dar situa&#x21B;ia las&#x103; loc abuzurilor. Din p&#x103;cate, repet, aceast&#x103; posibilitate este fructificat&#x103; de v&#xE2;nz&#x103;torii de software proprietar.</p>
<p>Open-Source tinde s&#x103; scoat&#x103; inginerii &#xEE;n fa&#x21B;&#x103;, s&#x103; creeze ecosisteme de inteligen&#x21B;&#x103;, s&#x103; aduc&#x103; claritate &#xEE;n procesul de producere al softului.</p>
<p>Totu&#x219;i, v&#x103; recomand c&#x103;lduros s&#x103;-i oferi&#x21B;i o &#x219;ans&#x103; corect&#x103; &#x219;i s&#x103; &#x21B;ine&#x21B;i cont de urm&#x103;toarele sfaturi:</p>
<ul>
<li>Chiar dac&#x103; ob&#x21B;ine&#x21B;i softul gratuit, investi&#x21B;i &#xEE;n training-ul oamenilor dvs.</li>
<li>Analiza&#x21B;i serios dac&#x103; nu cumva ave&#x21B;i nevoie de contracte de mentenan&#x21B;&#x103;.</li>
<li>Open-Source-ul trebuie privit ca Matematica. Matematica este gratuit&#x103;, dar necesit&#x103; investire de resurse pentru a o putea aplica corect.</li>
</ul>
<!--kg-card-end: markdown--><p>V&#x103; rog s&#x103; urm&#x103;ri&#x21B;i <a href="http://blog.cleverelephant.ca/2017/08/foss4g-keynote.html">prezentarea video &#xEE;n englez&#x103; a lui Paul Ramsey</a> &#x219;i s&#x103; vede&#x21B;i <a href="http://s3.cleverelephant.ca/2018-foss4g-oceania.pdf">slide-urile actualizate</a>.</p>]]></content:encoded></item></channel></rss>