<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-37336034735858121</id><updated>2026-03-16T16:14:01.978+02:00</updated><category term="GIS"/><category term="ΓΠΣ"/><category term="REMOTE SENSING"/><category term="ΤΗΛΕΠΙΣΚΟΠΗΣΗ"/><category term="webinar"/><category term="ARCGIS"/><category term="ESRI"/><category term="ERDAS"/><category term="geospatial"/><category term="IMAGINE"/><category term="GOOGLE EARTH"/><category term="ARC INFO"/><category term="PHOTOGRAMMETRY"/><category term="ΔΑΣΟΛΟΓΙΑ"/><category term="ΔΑΣΟΛΟΓΟΣ"/><category term="LiDAR"/><category term="WEBGIS"/><category term="GOOGLE MAPS"/><category term="ΓΕΩΤΕΧΝΙΚΟΣ"/><category term="FOREST MANAGEMENT"/><category term="ΔΑΣΙΚΗ ΔΙΑΧΕΙΡΙΣΤΙΚΗ"/><category term="ΟΡΘΟΦΩΤΟΓΡΑΦΙΕΣ"/><category term="συνέδριο"/><category term="χαρτογραφία"/><category term="APOLLO"/><category term="CAD"/><category term="WMS"/><category term="open source"/><category term="ΓΕΩΤ.Ε.Ε."/><category term="ΔΑΣΟΣ"/><category term="AERIAL PHOTO"/><category term="ARCWATCH"/><category term="BING MAPS"/><category term="GEODATA"/><category term="SPATIAL DATA"/><category term="master"/><category term="ΔΑΣΙΚΟΙ ΧΑΡΤΕΣ"/><category term="ΔΙΑΧΕΙΡΙΣΤΙΚΑ ΜΕΤΡΑ"/><category term="ΚΤΗΜΑΤΟΛΟΓΙΟ"/><category term="ARCNEWS"/><category term="ASTER DEM"/><category term="DEM"/><category term="ENVI"/><category term="ESA"/><category term="FME"/><category term="FOREST MAP"/><category term="GEOMEDIA"/><category term="GEOSPATIAL REVOLUTION PROJECT"/><category term="Hyperspectral"/><category term="MAP"/><category term="MAPINFO"/><category term="MARATHON DATA"/><category term="NASA"/><category term="cliamate change"/><category term="geopolitical"/><category term="ΔΗΜΟΣΙΑ ΔΕΔΟΜΕΝΑ"/><category term="ΠΡΑΚΤΙΚΗ ΑΣΚΗΣΗ"/><category term="μεταπτυχιακό"/><category term="10.1"/><category term="3D"/><category term="ARCGIS EXPLORER"/><category term="ARCGIS EXTENSION"/><category term="ARCGIS ONLINE"/><category term="ASTER"/><category term="CLOUD COMPUTING"/><category term="GIS DAY"/><category term="GLOBAL MAPPER"/><category term="GOOGLE EARTH ENGINE"/><category term="GOOGLE LATITUDE"/><category term="GOOGLE STREET"/><category term="INTERGRAPH"/><category term="LAND COVER"/><category term="REMOTE SENSINE"/><category term="SQL"/><category term="TERRAGO"/><category term="UAV"/><category term="ΒΑΣΕΙΣ ΔΕΔΟΜΕΝΩΝ"/><category term="ΒΙΟΠΟΙΚΙΛΟΤΗΤΑ"/><category term="ΔΕΝΤΡΟΦΥΤΕΥΣΗ"/><category term="ΔΟΡΥΦΟΡΙΚΕΣ ΕΙΚΟΝΕΣ"/><category term="ανοιχτά δεδομένα"/><category term="10.2"/><category term="ARCUSER"/><category term="AUTH"/><category term="AUTOCAD"/><category term="CSV"/><category term="Conservation Mapping"/><category term="DATABASES"/><category term="Drone"/><category term="ECW"/><category term="EXCEL"/><category term="FIRES"/><category term="FM"/><category term="FORESTSAT"/><category term="GEOEYE"/><category term="GEOPDF"/><category term="GIS EDITOR"/><category term="GLOBCOVER"/><category term="GPS"/><category term="Happy New Year"/><category term="ILLEGAL SIGNS"/><category term="IMAGERY"/><category term="INFOREST"/><category term="INTERPOLATION"/><category term="JRC"/><category term="KML"/><category term="LPS"/><category term="MAP SUITE"/><category term="NON-SPATIAL"/><category term="OGC"/><category term="OSGEO"/><category term="PDF"/><category term="POINT CLOUD"/><category term="QUICKBIRD"/><category term="SDI"/><category term="SERVER"/><category term="SHAPEFILE"/><category term="SHAREPOINT"/><category term="SNAPIT"/><category term="SQL Azure"/><category term="SQL Server"/><category term="SSIS"/><category term="STEREO ANALYST"/><category term="SYNCADD"/><category term="TARGET MAP"/><category term="THERMAL"/><category term="THIKNGEO"/><category term="UBUNTU"/><category term="Unmanned Aerial Vehicles"/><category term="VISUAL FUSION"/><category term="WCS"/><category term="WINDOWS AZURE"/><category term="YouTube"/><category term="data east"/><category term="hellasGI"/><category term="raster"/><category term="Α.Π.Θ."/><category term="ΑΝΑΝΕΩΣΙΜΕΣ ΠΗΓΕΣ ΕΝΕΡΓΕΙΑΣ"/><category term="ΑΠΕ"/><category term="ΔΑΣΙΚΟ ΚΤΗΜΑΤΟΛΟΓΙΟ"/><category term="ΕΛΛΑΚ"/><category term="ΜΕΛΕΤΗ ΠΕΡΙΒΑΛΛΟΝΤΙΚΩΝ ΕΠΙΠΤΩΣΕΩΝ"/><category term="ΜΗ ΔΑΣΟΣ"/><category term="ΜΠΕ"/><category term="ΠΑΓΚΟΣΜΙΑ ΗΜΕΡΑ ΔΑΣΟΠΟΝΙΑΣ"/><category term="ΠΑΡΑΝΟΜΕΣ ΠΙΝΑΚΙΔΕΣ"/><category term="ΠΑΡΕΜΒΟΛΗ"/><category term="ΠΥΡΚΑΓΙΕΣ"/><category term="ΣμηΕΑ"/><category term="ΤΕΧΝΙΚΗ ΕΚΘΕΣΗ"/><category term="ΤΗΛΕΠΙΣΚΟΠΗΣΗG"/><category term="ΦΩΤΟΕΡΜΗΝΕΙΑ"/><category term="ελ/λακ"/><title type='text'>GIS AND REMOTE SENSING</title><subtitle type='html'>Νέα σχετικά με GIS, Remote Sensing και Δασολογία! - News about GIS, Remote Sensing and Forestry!</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://forestry-gis-rs.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://forestry-gis-rs.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Athanassios Dim. Sapanidis</name><uri>http://www.blogger.com/profile/16358031001346040406</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1PIEmwHOyHP3Je1hvO4DcwLUMXa04hKqbwjoFIAabZzO3lufIu3z2_aYMx__0M6gp6GbBLPCPAoKcuroQJhlTkwYTdN58KYvbj2lL8PDBC_P8SBVj78WiatGFD-Nd5fqDaVr4uH5Vv7-Kzs5I4PJfw9CHlBrk3gAxsoxITIhrK68MXg/s1600/ChatGPT%20Image%20Dec%2029,%202025,%2007_59_31%20PM.png'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>176</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-37336034735858121.post-1121835739967683045</id><published>2026-02-24T13:11:00.000+02:00</published><updated>2026-02-24T13:11:52.650+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Drone"/><category scheme="http://www.blogger.com/atom/ns#" term="GIS"/><category scheme="http://www.blogger.com/atom/ns#" term="REMOTE SENSING"/><category scheme="http://www.blogger.com/atom/ns#" term="UAV"/><category scheme="http://www.blogger.com/atom/ns#" term="YouTube"/><category scheme="http://www.blogger.com/atom/ns#" term="ΣμηΕΑ"/><title type='text'></title><content type='html'>&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;https://www.youtube.com/@KeepItGreenFlights&quot; target=&quot;_blank&quot;&gt;Εδώ&lt;/a&gt; θα βρείτε το κανάλι μου στο &lt;a href=&quot;https://www.youtube.com/@KeepItGreenFlights&quot; target=&quot;_blank&quot;&gt;YouTube&lt;/a&gt;.&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://www.youtube.com/@KeepItGreenFlights&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img data-original-height=&quot;867&quot; data-original-width=&quot;1920&quot; height=&quot;181&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEix-TzFmnS_6SlqcmvXFLRu9gL8M2-0d19WGZvI6qPzSpVu8Br8hSsIFssTXm31nSt15_BBz8ZeQ-GUWb8vdaDwuN9kuMq_eCBbrXle-hpgCgnm2K5getGqoY1NoBqrDl8o18rIsnLZ1oXtm6XMKD21Xxwt2uLBIQC0D53Gh3BPYYD6IyUUB16s4NGfxA=w400-h181&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Το &lt;a href=&quot;https://www.youtube.com/@KeepItGreenFlights&quot; target=&quot;_blank&quot;&gt;κανάλι&lt;/a&gt; ασχολείτε, κυρίως, με πτήσεις Drone που κατά καιρούς εκτελώ, είτε για &lt;a href=&quot;https://keepitgreen.maps.arcgis.com/home/index.html&quot; target=&quot;_blank&quot;&gt;επαγγελματικούς&lt;/a&gt;, είτε για ερασιτεχνικούς σκοπούς. Σκοπός είναι να δείξω στον χρήστη όμορφα τοπία και γεγονότα. Ελπίζω να σας αρέσει και φυσικά περιμένω προτάσεις, είτε για τη βελτίωσή του, είτε για νέες βιντεοσκοπήσεις.&lt;/div&gt;&lt;p&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://forestry-gis-rs.blogspot.com/feeds/1121835739967683045/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/37336034735858121/1121835739967683045' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/1121835739967683045'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/1121835739967683045'/><link rel='alternate' type='text/html' href='http://forestry-gis-rs.blogspot.com/2026/02/youtube.html' title=''/><author><name>Athanassios Dim. Sapanidis</name><uri>http://www.blogger.com/profile/16358031001346040406</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1PIEmwHOyHP3Je1hvO4DcwLUMXa04hKqbwjoFIAabZzO3lufIu3z2_aYMx__0M6gp6GbBLPCPAoKcuroQJhlTkwYTdN58KYvbj2lL8PDBC_P8SBVj78WiatGFD-Nd5fqDaVr4uH5Vv7-Kzs5I4PJfw9CHlBrk3gAxsoxITIhrK68MXg/s1600/ChatGPT%20Image%20Dec%2029,%202025,%2007_59_31%20PM.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEix-TzFmnS_6SlqcmvXFLRu9gL8M2-0d19WGZvI6qPzSpVu8Br8hSsIFssTXm31nSt15_BBz8ZeQ-GUWb8vdaDwuN9kuMq_eCBbrXle-hpgCgnm2K5getGqoY1NoBqrDl8o18rIsnLZ1oXtm6XMKD21Xxwt2uLBIQC0D53Gh3BPYYD6IyUUB16s4NGfxA=s72-w400-h181-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37336034735858121.post-34378497624159798</id><published>2014-11-08T10:08:00.000+02:00</published><updated>2014-11-08T10:08:00.229+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="BING MAPS"/><category scheme="http://www.blogger.com/atom/ns#" term="GEODATA"/><category scheme="http://www.blogger.com/atom/ns#" term="GIS"/><category scheme="http://www.blogger.com/atom/ns#" term="GOOGLE EARTH"/><category scheme="http://www.blogger.com/atom/ns#" term="GOOGLE MAPS"/><category scheme="http://www.blogger.com/atom/ns#" term="MAP"/><category scheme="http://www.blogger.com/atom/ns#" term="open source"/><category scheme="http://www.blogger.com/atom/ns#" term="SPATIAL DATA"/><category scheme="http://www.blogger.com/atom/ns#" term="WEBGIS"/><category scheme="http://www.blogger.com/atom/ns#" term="ΔΗΜΟΣΙΑ ΔΕΔΟΜΕΝΑ"/><category scheme="http://www.blogger.com/atom/ns#" term="ΚΤΗΜΑΤΟΛΟΓΙΟ"/><category scheme="http://www.blogger.com/atom/ns#" term="χαρτογραφία"/><title type='text'>Οδηγός Θάσου (WebGIS of Municipality of Thassos)</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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Είμαι πραγματικά στην πολύ ευχάριστη θέση να παρουσιάσω ένα έργο όπως ο τουριστικός, και όχι μόνο, &lt;a href=&quot;http://www.thassos.gr/gis/#ajax/dashboard.php&quot; target=&quot;_blank&quot;&gt;Οδηγός της Θάσου&lt;/a&gt;. Το έργο πραγματοποιήθηκε από την &lt;a href=&quot;http://www.infodim.gr/&quot; target=&quot;_blank&quot;&gt;Infoδημ&lt;/a&gt; και τον &lt;a href=&quot;http://www.thassos.gr/&quot; target=&quot;_blank&quot;&gt;Δήμο Θάσου&lt;/a&gt; στα πλαίσια της Ψηφιακής Σύγκλισης. Είμαι πολύ περήφανος που πήρα μέρος σε αυτό το έργο και ευχαριστώ την Infoδημ που μου έδωσε την ευκαιρία να συμμετάσχω σε ένα τόσο πρωτοπόρο έργο για τον ελλαδικό χώρο.&lt;/div&gt;
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Ο Οδηγός ανοίγει μέσω της ιστοσελίδας του &lt;a href=&quot;http://www.thassos.gr/&quot; target=&quot;_blank&quot;&gt;Δήμου Θάσου&lt;/a&gt; κάνωντας κλικ στην παρακάτω εικόνα που θα βρείτε.&lt;/div&gt;
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Στον Οδηγό θα βρείτε πλήθος σημείων ενδιαφέροντος, όπως Παραλίες, Εκκλησίες, Αρχαιολογικούς Χώρους κλπ.&lt;/div&gt;
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Τα σημεία ενδιαφέροντος περιλαμβάνουν πανοραμικές εικόνες (360&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;˚ photos) και εικονικές περιηγήσεις που μέσω πανοραμικών εικόνων ο χρήστης μπορεί να περιηγηθεί σε διάφορα σημεία του νησιού σαν να ήταν εκεί.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmkFh6P6V4F-BUNANQG6EKFr8V1ls_XbQm29a5eNs4RspKP1_OzIdBP3vlc2JBpyYiSL40LhJBNuwVdYnUZPLy0RqIbNyZ9dg5YLvUnMq0BIVlsoQW8NN27W_b7UL0fBQajY_2pMVj5g/s1600/thassos_5.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmkFh6P6V4F-BUNANQG6EKFr8V1ls_XbQm29a5eNs4RspKP1_OzIdBP3vlc2JBpyYiSL40LhJBNuwVdYnUZPLy0RqIbNyZ9dg5YLvUnMq0BIVlsoQW8NN27W_b7UL0fBQajY_2pMVj5g/s1600/thassos_5.jpg&quot; height=&quot;187&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixJZKhcTSLdVmqFKldoNgRPhlyBis1ynAh977u2EYXBkMoSjjXdTMh3ipcZT720rh9zht6qCAj_9sfUYPsoxky6dTm165Wx31kmqPYNm68oXLRv9yyKM6e4QUfnOEaL-DVQJ_WhUvPWg/s1600/thassos_6.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixJZKhcTSLdVmqFKldoNgRPhlyBis1ynAh977u2EYXBkMoSjjXdTMh3ipcZT720rh9zht6qCAj_9sfUYPsoxky6dTm165Wx31kmqPYNm68oXLRv9yyKM6e4QUfnOEaL-DVQJ_WhUvPWg/s1600/thassos_6.jpg&quot; height=&quot;225&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Ο χρήστης μπορεί να επιλέξει από τα βασικά υπόβαθρα το υπόβαθρο που επιθυμεί ώστε να προβάλει τα σημεία ενδιαφέροντος. Τα υπόβαθρα καλύπτουν σχεδόν όλα τα γνωστά υπόβαθρα όπως Google Hybrid, OpenStreetMap, Bing Aerial και Κτηματολόγιο.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggzJlzbR2E0riSQ0fR4rlmBnZDlwII9TPKTAPjJYDy7a0JiuyFY_YHUTZLhPfCyce32Rm6FuReiB6tQnIQAscFlpD3LMuU7wAeRQOPN1CPU7M5uPBDTxYxrGH_9IycgwDDncG4Ab9LkQ/s1600/thassos_7.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggzJlzbR2E0riSQ0fR4rlmBnZDlwII9TPKTAPjJYDy7a0JiuyFY_YHUTZLhPfCyce32Rm6FuReiB6tQnIQAscFlpD3LMuU7wAeRQOPN1CPU7M5uPBDTxYxrGH_9IycgwDDncG4Ab9LkQ/s1600/thassos_7.jpg&quot; height=&quot;292&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Επίσης, υπάρχει η δυνατότητα ο χρήστης να προβάλει και διανυσματικές οντότητες που διαχωρίζονται σε τρεις κατηγορίες ανάλογα το είδος της οντότητας. Έτσι, υπάρχουν σημειακά, γραμμικά και πολυγωνικά επίπεδα πληροφορίας όπως Οικισμοί, Οδικό Δίκτυο, Περιοχές Natura κλπ., που ο χρήστης μπορεί να προβάλει μαζί με τα σημεία ενδιαφέροντος.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhL5B3o1sBwP4QElS5baa8uSzeK5Wii1zAjC8580665WlSmm7Qh2KuYRw629CJ5l8I-sDhqORuJe23BsBb_CGFh3HmlcnFI4XUAbKNh7gr7YiLG_npK39LHmA5JzU900x_RIsM6hDGGlg/s1600/thassos_8.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhL5B3o1sBwP4QElS5baa8uSzeK5Wii1zAjC8580665WlSmm7Qh2KuYRw629CJ5l8I-sDhqORuJe23BsBb_CGFh3HmlcnFI4XUAbKNh7gr7YiLG_npK39LHmA5JzU900x_RIsM6hDGGlg/s1600/thassos_8.jpg&quot; height=&quot;400&quot; width=&quot;125&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Από το Μενού ο χρήστης μπορεί να βρει πλήθος λειτουργιών όπως Μέτρηση απόστασης ή εμβαδού, τον Καιρό, την Τοποθεσία του πάνω στον χάρτη κλπ.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjofubX89arOJrYnIjCX1Ru2FI5sCV-JPdZ_URuke-RhJA22umxALxyHEOsMxY9B7FYt4iO5CsOeLAkXgd2xiObUJ6eov4wf9UvxpxOvMPxKGEVvAaC8gHOJNpmfLkU8rm8wjtxci-H5A/s1600/thassos_9.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjofubX89arOJrYnIjCX1Ru2FI5sCV-JPdZ_URuke-RhJA22umxALxyHEOsMxY9B7FYt4iO5CsOeLAkXgd2xiObUJ6eov4wf9UvxpxOvMPxKGEVvAaC8gHOJNpmfLkU8rm8wjtxci-H5A/s1600/thassos_9.jpg&quot; height=&quot;400&quot; width=&quot;295&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Η σημαντικότερη, ίσως, λειτουργία στο Μενού είναι η Περιήγηση Θάσου, όπου υπάρχει σε βίντεο ο γύρος του νησιού, το οποίο είναι συνδεδεμένο με τις παραλίες που βρίσκονται στο σημείο που δείχνει το βίντεο και αντίστοιχα ανοίγει η πανοραμική εικόνα της παραλίας.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLpuDdiu86wTgJ8Z2DEat8RqSlbMdgXHTFntmksVS2ZU_JjYbbZVgd0L3xpaT-CXYgE3VU5SA03OzgDs9f_Cro9w6tY-5GwY5Uz4on7CJ38fAvH4lBY7Mo5jiXIpFudTKsoO3aZV4mwg/s1600/thassos_10.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLpuDdiu86wTgJ8Z2DEat8RqSlbMdgXHTFntmksVS2ZU_JjYbbZVgd0L3xpaT-CXYgE3VU5SA03OzgDs9f_Cro9w6tY-5GwY5Uz4on7CJ38fAvH4lBY7Mo5jiXIpFudTKsoO3aZV4mwg/s1600/thassos_10.jpg&quot; height=&quot;195&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Τέλος, στα Εργαλεία ο χρήστης μπορεί να βρει την Εικονική Περιήγηση στο μεταλλευτικό συγκρότημα στα Λιμενάρια.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHQnF6XHO74g778kmNOC5USjN4ZKxb5p_xM4Rwbq9DYtgOmNR7P3pMazcjGPMUgADG5rCQfc87BmaphpWjTVjxMLdQHqnRkiunkSWLmpU9WuB7DslcLVfzRn8elo87B5SbC4hKZC27zQ/s1600/thassos_11.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHQnF6XHO74g778kmNOC5USjN4ZKxb5p_xM4Rwbq9DYtgOmNR7P3pMazcjGPMUgADG5rCQfc87BmaphpWjTVjxMLdQHqnRkiunkSWLmpU9WuB7DslcLVfzRn8elo87B5SbC4hKZC27zQ/s1600/thassos_11.jpg&quot; height=&quot;195&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Ένα εικονικό μονοπάτι το οποίο ο χρήστης μπορεί να ακολουθήσει είτε από τα σημεία στον χάρτη είτε από το μενού δεξιά, όπου θα βρει φωτογραφίες και πανοραμικές εικόνες για κάθε σημείο της εικονικής περιήγησης.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJI7yBPnLez4czzRlgN_FauirLdAIBR9QbeeBUfHky2fnbMa8qEymyHsljYopAUs5GOiij6PytcBL51jIwg8WWkyFmAPhVtt-B-jZPWr3Mkhkf2XhyphenhyphenaJ5yeVVQG9vG3KoWY6X2b6VLGw/s1600/thassos_12.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJI7yBPnLez4czzRlgN_FauirLdAIBR9QbeeBUfHky2fnbMa8qEymyHsljYopAUs5GOiij6PytcBL51jIwg8WWkyFmAPhVtt-B-jZPWr3Mkhkf2XhyphenhyphenaJ5yeVVQG9vG3KoWY6X2b6VLGw/s1600/thassos_12.jpg&quot; height=&quot;228&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Επίσης, στα Εργαλεία υπάρχουν Μονοπάτια και Διαδρομές που έχουν τις ίδιες λειτουργίες με την Εικονική Περιήγηση, που περιγράφηκε παραπάνω, καθώς και βίντεο με το μονοπάτι ή τη διαδρομή.&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgniocgYVthJrN6qlD7NOZSTbaZ2foVXMsvkxDcQdm60stIoGLteOom2KLMwEc3QlZWpQ7p-siRoO1_82L5m9CLNXBJaED8GSrv4hefsI6z5S9Y5iG2J1Uy9B_bIWKIqAEF9Nw4OqICTA/s1600/thassos_14.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgniocgYVthJrN6qlD7NOZSTbaZ2foVXMsvkxDcQdm60stIoGLteOom2KLMwEc3QlZWpQ7p-siRoO1_82L5m9CLNXBJaED8GSrv4hefsI6z5S9Y5iG2J1Uy9B_bIWKIqAEF9Nw4OqICTA/s1600/thassos_14.jpg&quot; height=&quot;288&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Σας εύχομαι καλή &quot;εικονική&quot; περιήγηση στα &lt;b&gt;200+ σημεία&lt;/b&gt; που παρουσιάζονται στον &lt;a href=&quot;http://www.thassos.gr/gis/#ajax/dashboard.php&quot; target=&quot;_blank&quot;&gt;Οδηγό της Θάσου&lt;/a&gt; και εύχομαι να σας έρθει η &quot;όρεξη&quot; να επισκεφτείτε το νησί, που πραγματικά είναι μοναδικό! Το λέω μέσα από την καρδιά μου, μια και επισκεύθηκα τα 200+ σημεία για να τα καταγράψω!&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;i&gt;(Σημείωση: ευχαριστώ τους Νίκο Κουϊδή και Σταύρο Αργυρόπουλο για τη συνεργασία. Επίσης, ευχαριστώ τον Παντελή από τον Ορειβατικό Σύλλογο της Θάσου για τα Μονοπάτια από Ποταμιά προς το Καταφύγιο και την κορυφή Υψάριο, καθώς και για τις Διαδρομές.)&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Πηγή: &lt;/span&gt;&lt;a href=&quot;http://www.wix.com/sapanidis/website&quot;&gt;&lt;span style=&quot;color: #0046fb;&quot;&gt;Αθανάσιος Δ. Σαπανίδης&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://forestry-gis-rs.blogspot.com/feeds/34378497624159798/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/37336034735858121/34378497624159798' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/34378497624159798'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/34378497624159798'/><link rel='alternate' type='text/html' href='http://forestry-gis-rs.blogspot.com/2014/11/webgis-of-municipality-of-thassos.html' title='Οδηγός Θάσου (WebGIS of Municipality of Thassos)'/><author><name>Athanassios Dim. Sapanidis</name><uri>http://www.blogger.com/profile/16358031001346040406</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1PIEmwHOyHP3Je1hvO4DcwLUMXa04hKqbwjoFIAabZzO3lufIu3z2_aYMx__0M6gp6GbBLPCPAoKcuroQJhlTkwYTdN58KYvbj2lL8PDBC_P8SBVj78WiatGFD-Nd5fqDaVr4uH5Vv7-Kzs5I4PJfw9CHlBrk3gAxsoxITIhrK68MXg/s1600/ChatGPT%20Image%20Dec%2029,%202025,%2007_59_31%20PM.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoDMGbPhBqYJwF-tc_QAt7NF50gTT15lxezJFmA6zl06UMjsN1b9Obz10fMrOJd6H-tBlnySiMwU8sDSFozLz3dzumsqvAmPe1WGe-0Pt_OQigqbxScz-ef4HY3d7fipU6V-w1YB4-2w/s72-c/thassos_1.jpg" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Λιμένας Θάσου, Ελλάδα</georss:featurename><georss:point>40.7766956 24.709070500000053</georss:point><georss:box>40.764671099999994 24.688900500000052 40.7887201 24.729240500000053</georss:box></entry><entry><id>tag:blogger.com,1999:blog-37336034735858121.post-8031597876498035127</id><published>2014-07-23T09:15:00.000+03:00</published><updated>2014-07-23T09:15:52.925+03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="AERIAL PHOTO"/><category scheme="http://www.blogger.com/atom/ns#" term="PHOTOGRAMMETRY"/><category scheme="http://www.blogger.com/atom/ns#" term="ΔΟΡΥΦΟΡΙΚΕΣ ΕΙΚΟΝΕΣ"/><category scheme="http://www.blogger.com/atom/ns#" term="ΟΡΘΟΦΩΤΟΓΡΑΦΙΕΣ"/><category scheme="http://www.blogger.com/atom/ns#" term="ΤΕΧΝΙΚΗ ΕΚΘΕΣΗ"/><category scheme="http://www.blogger.com/atom/ns#" term="ΦΩΤΟΕΡΜΗΝΕΙΑ"/><title type='text'>ΤΕΧΝΙΚΗ ΕΚΘΕΣΗ ΦΩΤΟΕΡΜΗΝΕΙΑΣ</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;![endif]--&gt;Σκοπός της παρούσας Τεχνικής Έκθεσης Φωτοερμηνείας είναι να εξετάσει τον χαρακτήρα της επικείμενης έκτασης διαχρονικά, από το 1945 ως σήμερα  (2007 – 2009).&lt;/div&gt;
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Πηγή:&amp;nbsp; &lt;a href=&quot;http://www.wix.com/sapanidis/website&quot;&gt;&lt;span style=&quot;color: #0046fb;&quot;&gt;Αθανάσιος Δ. Σαπανίδης&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://forestry-gis-rs.blogspot.com/feeds/8031597876498035127/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/37336034735858121/8031597876498035127' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/8031597876498035127'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/8031597876498035127'/><link rel='alternate' type='text/html' href='http://forestry-gis-rs.blogspot.com/2014/07/blog-post.html' title='ΤΕΧΝΙΚΗ ΕΚΘΕΣΗ ΦΩΤΟΕΡΜΗΝΕΙΑΣ'/><author><name>Athanassios Dim. Sapanidis</name><uri>http://www.blogger.com/profile/16358031001346040406</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1PIEmwHOyHP3Je1hvO4DcwLUMXa04hKqbwjoFIAabZzO3lufIu3z2_aYMx__0M6gp6GbBLPCPAoKcuroQJhlTkwYTdN58KYvbj2lL8PDBC_P8SBVj78WiatGFD-Nd5fqDaVr4uH5Vv7-Kzs5I4PJfw9CHlBrk3gAxsoxITIhrK68MXg/s1600/ChatGPT%20Image%20Dec%2029,%202025,%2007_59_31%20PM.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjut9N2gfCHPG4qZaWnIFyxXSrNAwHGaDbTfPrj9RcHyLNhwXP-92TuVSK98RpW3S7P3SjGKZsG_eZpzt0kGM7rvNHhRsx2UOkEGKVbGYBaHiSwNrF0JJ101r0i8A85Yn8YeqjBQSaRKw/s72-c/%CE%A4%CE%95%CE%A7%CE%9D%CE%99%CE%9A%CE%97_%CE%95%CE%9A%CE%98%CE%95%CE%A3%CE%97_%CE%A6%CE%A9%CE%A4%CE%9F%CE%95%CE%A1%CE%9C%CE%97%CE%9D%CE%95%CE%99%CE%91%CE%A3_Page_01_CUT.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37336034735858121.post-5359205476220821823</id><published>2014-03-30T11:32:00.000+03:00</published><updated>2014-03-30T11:36:51.942+03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ARCGIS"/><category scheme="http://www.blogger.com/atom/ns#" term="ARCGIS ONLINE"/><category scheme="http://www.blogger.com/atom/ns#" term="geospatial"/><category scheme="http://www.blogger.com/atom/ns#" term="GIS"/><category scheme="http://www.blogger.com/atom/ns#" term="REMOTE SENSING"/><category scheme="http://www.blogger.com/atom/ns#" term="WEBGIS"/><category scheme="http://www.blogger.com/atom/ns#" term="webinar"/><category scheme="http://www.blogger.com/atom/ns#" term="ΓΠΣ"/><category scheme="http://www.blogger.com/atom/ns#" term="ΤΗΛΕΠΙΣΚΟΠΗΣΗ"/><title type='text'>Free GIS Course: Skills for the Digital Earth</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Skills for the Digital Earth&lt;br /&gt;
The Use of Location Technologies for All&lt;br /&gt;
&lt;br /&gt;
Elmhurst College’s Skills for the Digital Earth MOOC (massive open online course) is a 4-week, online course designed to introduce how location technologies are used in society. The Digital Earth MOOC is being offered through &lt;a href=&quot;https://opencourses.desire2learn.com/cat/&quot;&gt;Desire2Learn (D2L) Open Courses&lt;/a&gt;. &lt;br /&gt;
&lt;br /&gt;
Run Dates: March 30 - April 26, 2014 (4 weeks)&lt;br /&gt;
Registration Opens: March 3, 2014&lt;br /&gt;
Cost per student: Free &lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkiU9rxpOX55V-60ap6zSQZOgSmRRpHKRvyJ1cQOwoYfGc-Ig5IeFceFTBVi1IJudehDMiczgxet_y64Lnqkth5UgFpkyQTmriahiIOMJ24T0argqnOT9mePI7eXdPzzl2eLAsflssww/s1600/ELM_Digital+Earth700263.jpg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;150&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkiU9rxpOX55V-60ap6zSQZOgSmRRpHKRvyJ1cQOwoYfGc-Ig5IeFceFTBVi1IJudehDMiczgxet_y64Lnqkth5UgFpkyQTmriahiIOMJ24T0argqnOT9mePI7eXdPzzl2eLAsflssww/s1600/ELM_Digital+Earth700263.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;Course Description&lt;br /&gt;
Ever stop to think about how important location is when using your smart phone? This educational MOOC begins with an elementary explanation of how society uses location in a myriad of disciplines. Geography, or rather, &quot;where?&quot; is important to all of us from various perspectives. &lt;br /&gt;
&lt;br /&gt;
Within this MOOC, participants will learn what location technologies are used for, how the discipline developed and learn by doing via a series of scaffolded practical exercises. Online spatial software will be employed for any device using a browser which takes users through exercises and real world examples. It is appropriate for those with no prior experience with geographic information systems (GIS) software all the way to advanced users. &lt;br /&gt;
&lt;br /&gt;
In this course, participants will: &lt;br /&gt;
Demonstrate fundamental basic geographic concepts and be exposed to the geospatial workforce. &lt;br /&gt;
Identify skills associated with the Geospatial Technology Competency Model (GTCM). &lt;br /&gt;
Display creative thinking skills, problem-solving, and decision making in geospatial technologies. &lt;br /&gt;
Use geospatial tools and technology and apply some business fundamentals using GIS. &lt;br /&gt;
Recognize employment opportunities in the geospatial industry. &lt;br /&gt;
Demonstrate the use of basic computer skills. &lt;br /&gt;
Demonstrate the use of business application software. &lt;br /&gt;
Demonstrate the use and interpretation of spatial data and data sources. &lt;br /&gt;
Demonstrate the core geospatial abilities which are consistent with those of someone working in the geospatial industry. &lt;br /&gt;
&lt;br /&gt;
Completing the Course&lt;br /&gt;
Upon successful completion of Modules 1-6, participants will be issued a certificate of completion. Upon successful completion of Module 7, participants will receive an additional certificate. &lt;br /&gt;
Module 1-6’s certificate of completion may be used as a waiver to GIS 100 Introduction to Geospatial Technologies, the first course in the &lt;a href=&quot;http://www.elmhurst.edu/gis&quot;&gt;Online Undergraduate Certificate in Geographic Information Systems&lt;/a&gt; at Elmhurst College. &lt;br /&gt;
Module 1-7’s certificate of completion may be used as a waiver to AGS 500 Fundamentals of Geospatial Technologies, the first course in the &lt;a href=&quot;http://www.elmhurst.edu/ags&quot;&gt;Online Master’s Degree or Graduate Certificate in Applied Geospatial Sciences&lt;/a&gt; at Elmhurst College. &lt;br /&gt;
&lt;br /&gt;
Modules and Badges&lt;br /&gt;
Skills for the Digital Earth will incorporate video lectures, interaction opportunities and discussion forums. Each module will feature a quiz and activities, and participants will receive a badge after each completed module to be used to demonstrate skills mastered. Instructions will be provided on the process of adding badges to your backpack in the course. &lt;br /&gt;
&lt;br /&gt;
Module 1: Fundamental Geography &lt;br /&gt;
Badge: Fundamental Geography Knowledge and Skills &lt;br /&gt;
Demonstrate and apply fundamental geographic knowledge and concepts. &lt;br /&gt;
Use ArcGIS Online to navigate an online map and use skills learned to create a functional map. &lt;br /&gt;
&lt;br /&gt;
Module 2: Fundamental Computing Skills Associated with Geography&lt;br /&gt;
Badge: Fundamental Computing Skills of Geography &lt;br /&gt;
Successfully identify the skills of navigation online, including file management. &lt;br /&gt;
Recognize geographic communication skills. &lt;br /&gt;
Recognize skills associated with e-publishing, use of spreadsheets, presentation software, and use of databases. &lt;br /&gt;
Identify skills associated with fundamental computing as a means of communication in the discipline of geography and geospatial technologies. &lt;br /&gt;
&lt;br /&gt;
Module 3: Creative Thinking      &lt;br /&gt;
Badge: Creative Thinking in Fundamental Geography &lt;br /&gt;
Recognize logic, deductive/inductive reasoning and problem management skills. &lt;br /&gt;
Recognize geographic reasoning skills. &lt;br /&gt;
&lt;br /&gt;
Module 4: Problem-Solving and Decision-Making in Geography&lt;br /&gt;
Badge: Problem-Solving and Decision-Making in Geography &lt;br /&gt;
Identify problem-solving and decision-making principles. &lt;br /&gt;
Identify the effective use of solution implementation and alternative solutions to a spatial problem. &lt;br /&gt;
&lt;br /&gt;
Module 5: Geographic/Geospatial Tools and Technology &lt;br /&gt;
Badge: Geographic/Geospatial Tools and Technology &lt;br /&gt;
Recognize skills with gathering, storing, transforming, and manipulating spatial data to produce a desired outcome. &lt;br /&gt;
Evaluate other open source software and data sources. &lt;br /&gt;
&lt;br /&gt;
Module 6: Business Fundamentals of Geography/Geospatial Environments &lt;br /&gt;
Badge: Business Fundamentals of Geography/Geospatial Environments &lt;br /&gt;
Identify the application of business fundamentals in several disciplines using GIS. &lt;br /&gt;
&lt;br /&gt;
Module 7: Abilities in the Geospatial Field - Advanced Digital Earth&lt;br /&gt;
Badge:  Abilities in the Geospatial Field - Advanced Digital Earth &lt;br /&gt;
Describe the fundamental concepts and applications of GIS&amp;amp;T, including problems and challenges of representing change over space and time. &lt;br /&gt;
Identify and describe the basic elements of cartography, including map interpretation, design principles, map projections, coordinates, and scale. &lt;br /&gt;
Describe the fundamental concepts and applications of remote sensing and global positioning systems. &lt;br /&gt;
Describe and discuss sources of data (including primary and secondary), the process of creating data, different data models (specifically, raster and vector models), and the fundamental concepts of data quality and uncertainty. &lt;br /&gt;
Explain location-based services (LBS) and identify LBS applications. &lt;br /&gt;
Describe the use of overlaying, buffering, and other analysis techniques to analyze spatial and temporal relationships. &lt;br /&gt;
Discuss the need for ethics and professionalism in GIS&amp;amp;T. &lt;br /&gt;
Explain datums, ellipsoids, and geoids. &lt;br /&gt;
&lt;br /&gt;
Learn More: &lt;a href=&quot;https://www.voki.com/presenter/playPresentation.php?id=9ad6aaed513b73148b7d49f70afcfb32&quot;&gt;Watch a presentation on Skills for the Digital Earth&lt;/a&gt;. &lt;br /&gt;
&lt;br /&gt;
Lead Instructor&lt;br /&gt;
Dr. Richard B. Schultz&lt;br /&gt;
Associate Director of the National Geospatial Technologies Center of Excellence (GeoTech Center)&lt;br /&gt;
Associate Professor and Staudt Endowed Chair, Department of Geography &amp;amp; Geosciences, &lt;br /&gt;
Elmhurst College &lt;br /&gt;
&lt;br /&gt;
Source: &lt;a href=&quot;http://public.elmhurst.edu/&quot;&gt;http://public.elmhurst.edu/&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;!-- Blogger automated replacement: &quot;https://images-blogger-opensocial.googleusercontent.com/gadgets/proxy?url=http%3A%2F%2F2.bp.blogspot.com%2F-GIh9LE4yiHM%2FUzfVr1KhnJI%2FAAAAAAAABHQ%2FhvoJ0DqWu_Q%2Fs1600%2FELM_Digital%2BEarth700263.jpg&amp;amp;container=blogger&amp;amp;gadget=a&amp;amp;rewriteMime=image%2F*&quot; with &quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkiU9rxpOX55V-60ap6zSQZOgSmRRpHKRvyJ1cQOwoYfGc-Ig5IeFceFTBVi1IJudehDMiczgxet_y64Lnqkth5UgFpkyQTmriahiIOMJ24T0argqnOT9mePI7eXdPzzl2eLAsflssww/s1600/ELM_Digital+Earth700263.jpg&quot; --&gt;</content><link rel='replies' type='application/atom+xml' href='http://forestry-gis-rs.blogspot.com/feeds/5359205476220821823/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/37336034735858121/5359205476220821823' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/5359205476220821823'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/5359205476220821823'/><link rel='alternate' type='text/html' href='http://forestry-gis-rs.blogspot.com/2014/03/free-gis-course-skills-for-digital-earth.html' title='Free GIS Course: Skills for the Digital Earth'/><author><name>Athanassios Dim. Sapanidis</name><uri>http://www.blogger.com/profile/16358031001346040406</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1PIEmwHOyHP3Je1hvO4DcwLUMXa04hKqbwjoFIAabZzO3lufIu3z2_aYMx__0M6gp6GbBLPCPAoKcuroQJhlTkwYTdN58KYvbj2lL8PDBC_P8SBVj78WiatGFD-Nd5fqDaVr4uH5Vv7-Kzs5I4PJfw9CHlBrk3gAxsoxITIhrK68MXg/s1600/ChatGPT%20Image%20Dec%2029,%202025,%2007_59_31%20PM.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkiU9rxpOX55V-60ap6zSQZOgSmRRpHKRvyJ1cQOwoYfGc-Ig5IeFceFTBVi1IJudehDMiczgxet_y64Lnqkth5UgFpkyQTmriahiIOMJ24T0argqnOT9mePI7eXdPzzl2eLAsflssww/s72-c/ELM_Digital+Earth700263.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37336034735858121.post-5576573629681486319</id><published>2014-01-25T13:46:00.001+02:00</published><updated>2014-01-28T11:29:01.650+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ARCGIS"/><category scheme="http://www.blogger.com/atom/ns#" term="ASTER DEM"/><category scheme="http://www.blogger.com/atom/ns#" term="cliamate change"/><category scheme="http://www.blogger.com/atom/ns#" term="ESRI"/><category scheme="http://www.blogger.com/atom/ns#" term="FOREST MANAGEMENT"/><category scheme="http://www.blogger.com/atom/ns#" term="FOREST MAP"/><category scheme="http://www.blogger.com/atom/ns#" term="GIS"/><category scheme="http://www.blogger.com/atom/ns#" term="LAND COVER"/><category scheme="http://www.blogger.com/atom/ns#" term="ΒΙΟΠΟΙΚΙΛΟΤΗΤΑ"/><category scheme="http://www.blogger.com/atom/ns#" term="ΔΑΣΙΚΗ ΔΙΑΧΕΙΡΙΣΤΙΚΗ"/><category scheme="http://www.blogger.com/atom/ns#" term="ΔΑΣΟΣ"/><category scheme="http://www.blogger.com/atom/ns#" term="ΔΙΑΧΕΙΡΙΣΤΙΚΑ ΜΕΤΡΑ"/><title type='text'>ΜΕΛΕΤΗ ΠΡΟΣΤΑΣΙΑΣ ΚΑΙ ΔΙΑΧΕΙΡΙΣΗΣ ΔΗΜΟΣΙΟΥ ΔΑΣΙΚΟΥ ΣΥΜΠΛΕΓΜΑΤΟΣ ΛΙΒΑΔΕΡΟΥ – ΜΥΡΣΙΝΕΡΟΥ – ΑΕΤΟΥ – ΞΗΡΟΠΟΤΑΜΟΥ – ΚΑΛΛΙΦΥΤΟΥ – ΜΟΝΑΣΤΗΡΑΚΙΟΥ Π.Ε. ΔΡΑΜΑΣ ΔΙΑΧΕΙΡΙΣΤΙΚΗΣ ΠΕΡΙΟΔΟΥ 2014-2023</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Κανονικός πίνακας&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Corbel&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Corbel;
 mso-ascii-theme-font:minor-latin;
 mso-hansi-font-family:Corbel;
 mso-hansi-theme-font:minor-latin;
 mso-fareast-language:EN-US;}
&lt;/style&gt;
&lt;![endif]--&gt;&lt;u&gt;&lt;b&gt;ΣΥΝΤΑΚΤΕΣ:&lt;/b&gt;&lt;/u&gt;
(ΔΑΣΑΡΧΕΙΟ ΔΡΑΜΑΣ)&lt;br /&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
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  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EL&lt;/w:LidThemeOther&gt;
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  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
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   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
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   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
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ΚΑΡΑΓΙΑΝΝΙΔΗΣ ΑΒΡΑΑΜ, ΔΑΣΟΛΟΓΟΣ &lt;br /&gt;
ΛΕΠΙΔΗ ΑΝΑΣΤΑΣΙΑ, ΔΑΣΟΛΟΓΟΣ&lt;br /&gt;
ΤΣΙΡΙΔΗΣ ΑΛΕΞΑΝΔΡΟΣ, ΔΑΣΟΛΟΓΟΣ &lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;&lt;b&gt;ΟΜΑΔΑ ΠΕΔΙΟΥ:&lt;/b&gt;&lt;/u&gt; &lt;br /&gt;
&lt;br /&gt;
ΕΥΑΓΓΕΛΟΣ ΒΑΛΣΑΜΙΔΗΣ, ΔΑΣΟΠΟΝΟΣ &lt;br /&gt;
ΣΑΒΒΑΣ ΚΑΖΑΝΤΣΟΓΛΟΥ, ΔΑΣΟΛΟΓΟΣ &lt;br /&gt;
ΠΑΡΑΣΚΕΥΑΣ ΝΙΚΟΛΑΟΥ, Msc ΔΑΣΟΛΟΓΟΣ &lt;br /&gt;
ΑΘΑΝΑΣΙΟΣ ΣΑΠΑΝΙΔΗΣ, Msc ΔΑΣΟΛΟΓΟΣ &lt;br /&gt;
ΑΝΔΡΕΑΣ ΣΟΦΡΑΣ, ΔΑΣΟΛΟΓΟΣ&lt;br /&gt;
ΑΝΕΣΤΗΣ ΤΣΑΚΙΡΙΔΗΣ, ΔΑΣΟΛΟΓΟΣ&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;u&gt;ΠΕΡΙΛΗΨΗ &lt;/u&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Οι εξελίξεις τόσο στο τεχνολογικό, όσο και στον επιστημονικό τομέα, δεν αφήνουν αδιάφορη τη δασική επιστήμη, μέρος της οποίας είναι και η δασική διαχειριστική. Η δασική διαχειριστική ασκείται σχεδόν 5 δεκαετίες και ορίζεται από προδιαγραφές που ισχύουν όλα αυτά τα χρόνια. Είναι επιτακτική ανάγκη να αλλάξουν οι προδιαγραφές αυτές και ήδη υπάρχουν νέες σκέψεις στο θέμα αυτό. Οι νέες προδιαγραφές θα πρέπει να στηρίζονται στην αειφορική διαχείριση των πολλαπλών χρήσεων ή σκοπών, όπως επιτάσσει η παγκόσμια τάση. Πλέον, η αειφορία της ξυλοπαραγωγής θεωρείται ξεπερασμένη και θα πρέπει να δίνεται σημασία στα υπόλοιπα προϊόντα του δάσους και τις λειτουργίες του. Στην κατεύθυνση αυτή κινείται και η παρούσα Μελέτη Προστασίας και Διαχείρισης. Θέλοντας να εφαρμόσει πολλαπλών χρήσεων διαχείριση στη περιοχή μελέτης, που είναι το Δημόσιο Δασικό Σύμπλεγμα Λιβαδερού – Μυρσινέρου – Αετού – Ξηροποτάμου – Καλλιφύτου – Μοναστηρακίου της Περιφερειακής Ενότητας Δράμας (Διαχειριστικής Περιόδου 2014-2023). Για να ολοκληρωθεί η διαχείριση, προτιμήθηκε η λύση των Γεωγραφικών Συστημάτων Πληροφοριών (ΓΣΠ). Οργανώθηκε με όλα τα απαραίτητα η Γεωβάση Δεδομένων, αφού προηγήθηκε συλλογή, επεξεργασία, ταξινόμηση και επέκταση των δεδομένων. Ακολούθησε η χρήση των χωρικών δεδομένων που προέκυψαν, στη λήψη διαχειριστικών μέτρων βάσει την αειφορία των πολλαπλών χρήσεων και την χωρική τους κατανομή. &lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;Λέξεις κλειδιά&lt;/u&gt;: διαχείριση, πολλαπλές χρήσεις, πολλαπλοί στόχοι, αειφορία, Γεωγραφικά Συστήματα Πληροφοριών.&lt;br /&gt;
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&lt;![endif]--&gt;&lt;b&gt;&lt;u&gt;ΠΕΡΙΟΧΗ ΜΕΛΕΤΗΣ&lt;/u&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Η περιοχή μελέτης είναι το Δημόσιο Δασικό Σύμπλεγμα Λιβαδερού – Μυρσινέρου – Αετού – Ξηροποτάμου – Καλλιφύτου – Μοναστηρακίου της Περιφερειακής Ενότητας Δράμας, συνολικής έκτασης 33287,238 Ha (332,872 τ.χλμ.). &lt;br /&gt;
&lt;br /&gt;
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&quot; 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&lt;br /&gt;&lt;/div&gt;
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&lt;u&gt;&lt;b&gt;ΓΕΩΛΟΓΙΚΟΣ ΧΑΡΤΗΣ&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;u&gt;ΥΔΡΟΛΟΓΙΚΟΣ ΧΑΡΤΗΣ&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;u&gt;&lt;b&gt;ΓΡΑΦΗΜΑ ΠΛΗΘΥΣΜΟΥ&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;
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&lt;u&gt;&lt;b&gt;ΧΑΡΤΗΣ ΧΡΗΣΕΩΝ ΓΗΣ (CORINE LAND COVER 2000)&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;u&gt;ΑΝΑΛΟΓΙΑ ΕΔΑΦΟΠΟΝΙΚΩΝ ΜΟΡΦΩΝ&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&quot; 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&lt;br /&gt;&lt;/div&gt;
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&lt;b&gt;&lt;u&gt;ΕΞΑΠΛΩΣΗ ΑΓΡΩΝ&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;u&gt;ΚΑΤΑΝΟΜΗ ΔΟΚΙΜΑΣΤΙΚΩΝ ΕΠΙΦΑΝΕΙΩΝ&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;u&gt;&lt;b&gt;ΧΑΡΤΗΣ ΠΟΙΟΤΗΤΩΝ ΤΟΠΟΥ&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;
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&lt;u&gt;&lt;b&gt;ΑΝΑΛΟΓΙΑ ΞΥΛΑΠΟΘΕΜΑΤΟΣ ΚΑΤΑ ΚΛΑΣΗ ΔΙΑΜΕΤΡΟΥ&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;
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&quot; 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&lt;u&gt;&lt;b&gt;ΑΝΑΛΟΓΙΑ ΞΥΛΑΠΟΘΕΜΑΤΟΣ ΚΑΤΑ ΔΙΑΧΕΙΡΙΣΤΙΚΗ ΚΛΑΣΗ&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;
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&quot; 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&amp;nbsp;&lt;u&gt;&lt;b&gt;ΚΑΤΑΝΟΜΗ ΞΥΛΑΠΟΘΕΜΑΤΟΣ ΑΝΑ ΥΠΟΤΜΗΜΑ&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;
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&lt;b&gt;&lt;u&gt;ΠΡΟΣΑΝΑΤΟΛΙΣΤΙΚΟΣ ΧΑΡΤΗΣ (ΟΔΙΚΟΥ ΔΙΚΤΥΟΥ - ΥΔΡΟΓΡΑΦΙΚΟΥ ΔΙΚΤΥΟΥ)&lt;/u&gt;&lt;/b&gt;&lt;br /&gt;
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&lt;u&gt;&lt;b&gt;ΧΑΡΤΗΣ ΚΛΙΣΕΩΝ ΕΔΑΦΟΥΣ&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjo7lvO_rrP_cN0ysQoJSF7uec-mD6l_KZ2HeXPBFtJDVz9YcnuzrHdXP4y2FYVDpXmYYIF6TVv-soIQu_eTMRMc9YoxPgA9edz1v98MtWKRm2ctofQ21GyEmOz5IVpYmYboHFFzKKeWQ/s1600/2.+%25CE%25A7%25CE%2591%25CE%25A1%25CE%25A4%25CE%2597%25CE%25A3+%25CE%259A%25CE%259B%25CE%2599%25CE%25A3%25CE%2595%25CE%25A9%25CE%259D+%25CE%2595%25CE%2594%25CE%2591%25CE%25A6%25CE%259F%25CE%25A5%25CE%25A3.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjo7lvO_rrP_cN0ysQoJSF7uec-mD6l_KZ2HeXPBFtJDVz9YcnuzrHdXP4y2FYVDpXmYYIF6TVv-soIQu_eTMRMc9YoxPgA9edz1v98MtWKRm2ctofQ21GyEmOz5IVpYmYboHFFzKKeWQ/s1600/2.+%25CE%25A7%25CE%2591%25CE%25A1%25CE%25A4%25CE%2597%25CE%25A3+%25CE%259A%25CE%259B%25CE%2599%25CE%25A3%25CE%2595%25CE%25A9%25CE%259D+%25CE%2595%25CE%2594%25CE%2591%25CE%25A6%25CE%259F%25CE%25A5%25CE%25A3.jpg&quot; height=&quot;400&quot; width=&quot;355&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;u&gt;&lt;b&gt;ΧΑΡΤΗΣ ΕΚΘΕΣΕΩΝ ΕΔΑΦΟΥΣ&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh59C1B_41MLXo2W7VxusWKINIRypJ5Atuh2S8BE0k5x3Vox-WYPBZwxPc0lBuZvL0JTA3YrJ29Y9ftbXpmCFbY4sQ9h5SxBi5sojdBB3h3MZIO0XRBi195dS23StXU_oY936SFYUDU_A/s1600/3.+%25CE%25A7%25CE%2591%25CE%25A1%25CE%25A4%25CE%2597%25CE%25A3+%25CE%2595%25CE%259A%25CE%2598%25CE%2595%25CE%25A3%25CE%2595%25CE%25A9%25CE%259D+%25CE%2595%25CE%2594%25CE%2591%25CE%25A6%25CE%259F%25CE%25A5%25CE%25A3.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh59C1B_41MLXo2W7VxusWKINIRypJ5Atuh2S8BE0k5x3Vox-WYPBZwxPc0lBuZvL0JTA3YrJ29Y9ftbXpmCFbY4sQ9h5SxBi5sojdBB3h3MZIO0XRBi195dS23StXU_oY936SFYUDU_A/s1600/3.+%25CE%25A7%25CE%2591%25CE%25A1%25CE%25A4%25CE%2597%25CE%25A3+%25CE%2595%25CE%259A%25CE%2598%25CE%2595%25CE%25A3%25CE%2595%25CE%25A9%25CE%259D+%25CE%2595%25CE%2594%25CE%2591%25CE%25A6%25CE%259F%25CE%25A5%25CE%25A3.jpg&quot; height=&quot;400&quot; width=&quot;355&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;u&gt;&lt;b&gt;ΧΑΡΤΗΣ ΠΟΙΟΤΗΤΩΝ ΤΟΠΟΥ&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;u&gt;&lt;b&gt;ΧΑΡΤΗΣ ΠΡΟΣΤΑΤΕΥΟΜΕΝΩΝ ΠΕΡΙΟΧΩΝ&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;
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&lt;u&gt;&lt;b&gt;ΧΑΡΤΗΣ ΒΛΑΣΤΗΣΗΣ (ΔΑΣΟΠΟΝΙΚΟΣ ΧΑΡΤΗΣ)&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;
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Πηγή: &lt;a href=&quot;http://www.wix.com/sapanidis/website&quot;&gt;&lt;span style=&quot;color: #0046fb;&quot;&gt;Αθανάσιος Δ. Σαπανίδης&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #0046fb;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://forestry-gis-rs.blogspot.com/feeds/5576573629681486319/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/37336034735858121/5576573629681486319' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/5576573629681486319'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/5576573629681486319'/><link rel='alternate' type='text/html' href='http://forestry-gis-rs.blogspot.com/2014/01/2014-2023.html' title='ΜΕΛΕΤΗ ΠΡΟΣΤΑΣΙΑΣ ΚΑΙ ΔΙΑΧΕΙΡΙΣΗΣ ΔΗΜΟΣΙΟΥ ΔΑΣΙΚΟΥ ΣΥΜΠΛΕΓΜΑΤΟΣ ΛΙΒΑΔΕΡΟΥ – ΜΥΡΣΙΝΕΡΟΥ – ΑΕΤΟΥ – ΞΗΡΟΠΟΤΑΜΟΥ – ΚΑΛΛΙΦΥΤΟΥ – ΜΟΝΑΣΤΗΡΑΚΙΟΥ Π.Ε. ΔΡΑΜΑΣ ΔΙΑΧΕΙΡΙΣΤΙΚΗΣ ΠΕΡΙΟΔΟΥ 2014-2023'/><author><name>Athanassios Dim. Sapanidis</name><uri>http://www.blogger.com/profile/16358031001346040406</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1PIEmwHOyHP3Je1hvO4DcwLUMXa04hKqbwjoFIAabZzO3lufIu3z2_aYMx__0M6gp6GbBLPCPAoKcuroQJhlTkwYTdN58KYvbj2lL8PDBC_P8SBVj78WiatGFD-Nd5fqDaVr4uH5Vv7-Kzs5I4PJfw9CHlBrk3gAxsoxITIhrK68MXg/s1600/ChatGPT%20Image%20Dec%2029,%202025,%2007_59_31%20PM.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4K58-CfswOtWfifdzTr8JvsjM4sATrnxab7QTJysbLZGiQFbjp1wL38LHccHfcSOVsCmbwNXvs1hyasP-czmqIrpqJHWdMMr4_mtuPNHe2PgPXb_satoRMJRaUofJtUUsZgkpDNYe-Q/s72-c/%CE%95%CE%B9%CE%BA%CF%8C%CE%BD%CE%B1+6.+%CE%92%CF%81%CE%BF%CF%87%CE%BF%CE%BC%CE%B5%CF%84%CF%81%CE%B9%CE%BA%CF%8C%CF%82+%CE%A7%CE%AC%CF%81%CF%84%CE%B7%CF%82.jpg" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Δράμα 661 00, Ελλάδα</georss:featurename><georss:point>41.14978 24.146418100000005</georss:point><georss:box>41.1019525 24.065737100000007 41.1976075 24.227099100000004</georss:box></entry><entry><id>tag:blogger.com,1999:blog-37336034735858121.post-2923714685814052353</id><published>2013-09-29T09:49:00.000+03:00</published><updated>2013-09-29T09:51:04.597+03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="FME"/><category scheme="http://www.blogger.com/atom/ns#" term="GIS"/><category scheme="http://www.blogger.com/atom/ns#" term="raster"/><category scheme="http://www.blogger.com/atom/ns#" term="webinar"/><category scheme="http://www.blogger.com/atom/ns#" term="ΓΠΣ"/><title type='text'>Webinar: 13 Ways to Avoid a Raster Disaster</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-color: rgb(75,75,75); font-family: Verdana; font-size: 14px;&quot;&gt;It can 
be difficult to master raster data and prepare it to your exact specifications. 
To avoid a raster disaster, join our &lt;a href=&quot;http://fme.safe.com/RasterWebinar&quot; style=&quot;color: #e98300;&quot; target=&quot;_blank&quot;&gt;webinar&lt;/a&gt; 
&lt;/span&gt;&lt;span style=&quot;font-color: rgb(75,75,75); font-family: Verdana; font-size: 14px;&quot;&gt;to see 
how you can: &lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-color: rgb(75,75,75); font-family: Verdana; font-size: 14px;&quot;&gt;Restructure raster data by &lt;b&gt;clipping, mosaicking, tiling&lt;/b&gt;, and more
&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-color: rgb(75,75,75); font-family: Verdana; font-size: 14px;&quot;&gt;Create more valuable rasters by integrating data from other sources&lt;br /&gt;
&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-color: rgb(75,75,75); font-family: Verdana; font-size: 14px;&quot;&gt;Convert rasters into the &lt;b&gt;format and coordinate system you 
need&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh14IrkeiYVMgrza-VB7maIIuCE9Kv2h31KITagOXNjx8ZwZLsCKI3-vamqpEHPfPaKzCr_2Q7E7aJykWR1je_ZyCMxPtGtmCE_IMFHwOOQsvEgpaxu1zVOOZjuT1MdpcvxOTjJ0B0Eog/s1600/%257B626792b3-ff5b-4ac2-bf31-f7fadc63516a%257D_raster_image_shadow.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;300&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh14IrkeiYVMgrza-VB7maIIuCE9Kv2h31KITagOXNjx8ZwZLsCKI3-vamqpEHPfPaKzCr_2Q7E7aJykWR1je_ZyCMxPtGtmCE_IMFHwOOQsvEgpaxu1zVOOZjuT1MdpcvxOTjJ0B0Eog/s400/%257B626792b3-ff5b-4ac2-bf31-f7fadc63516a%257D_raster_image_shadow.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;Become a master of raster data. Discover how you can use FME to restructure raster data by clipping, mosaicking, tiling, and more. You&#39;ll also see how to create more valuable rasters by integrating data from other sources. Plus, see how to convert rasters into the format and coordinate system that you need.&lt;br /&gt;&lt;br /&gt;&lt;ul&gt;
&lt;li&gt;Date: Wednesday, October 2 &lt;/li&gt;
&lt;li&gt;Time: 8:00-9:00am PDT, 11:00am-12:00pm EDT - &lt;a href=&quot;http://www.timeanddate.com/worldclock/fixedtime.html?msg=Maximize+the+Value+of+Raster+Data+Using+FME&amp;amp;iso=20131002T08&amp;amp;p1=256&amp;amp;ah=1&quot;&gt;check your time zone&lt;/a&gt; &lt;/li&gt;
&lt;li&gt;Level: Introductory - no FME experience required &lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;&lt;a href=&quot;http://fme.safe.com/RasterWebinar&quot;&gt;Register for the webinar&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;Source: &lt;a href=&quot;http://www.safe.com/&quot;&gt;www.safe.com&lt;/a&gt;&lt;br /&gt;&lt;br /&gt; &lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://forestry-gis-rs.blogspot.com/feeds/2923714685814052353/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/37336034735858121/2923714685814052353' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/2923714685814052353'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/2923714685814052353'/><link rel='alternate' type='text/html' href='http://forestry-gis-rs.blogspot.com/2013/09/webinar-13-ways-to-avoid-raster-disaster.html' title='Webinar: 13 Ways to Avoid a Raster Disaster'/><author><name>Athanassios Dim. Sapanidis</name><uri>http://www.blogger.com/profile/16358031001346040406</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1PIEmwHOyHP3Je1hvO4DcwLUMXa04hKqbwjoFIAabZzO3lufIu3z2_aYMx__0M6gp6GbBLPCPAoKcuroQJhlTkwYTdN58KYvbj2lL8PDBC_P8SBVj78WiatGFD-Nd5fqDaVr4uH5Vv7-Kzs5I4PJfw9CHlBrk3gAxsoxITIhrK68MXg/s1600/ChatGPT%20Image%20Dec%2029,%202025,%2007_59_31%20PM.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh14IrkeiYVMgrza-VB7maIIuCE9Kv2h31KITagOXNjx8ZwZLsCKI3-vamqpEHPfPaKzCr_2Q7E7aJykWR1je_ZyCMxPtGtmCE_IMFHwOOQsvEgpaxu1zVOOZjuT1MdpcvxOTjJ0B0Eog/s72-c/%257B626792b3-ff5b-4ac2-bf31-f7fadc63516a%257D_raster_image_shadow.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37336034735858121.post-4002745380582392515</id><published>2013-09-06T11:12:00.002+03:00</published><updated>2013-09-06T11:15:27.667+03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="GIS"/><category scheme="http://www.blogger.com/atom/ns#" term="GIS EDITOR"/><category scheme="http://www.blogger.com/atom/ns#" term="MAP SUITE"/><category scheme="http://www.blogger.com/atom/ns#" term="THIKNGEO"/><category scheme="http://www.blogger.com/atom/ns#" term="ΓΠΣ"/><title type='text'>The Map Suite GIS Editor Has Been Released!</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://thinkgeo.us1.list-manage2.com/track/click?u=8086913dfb5e6ec140e322108&amp;amp;id=ad1c2e3745&amp;amp;e=8eb02a75ae&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;132&quot; src=&quot;https://gallery.mailchimp.com/8086913dfb5e6ec140e322108/images/gis_editor_new_release_screenshot.1.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
The beta period for Map Suite GIS Editor has ended and we would like to take this opportunity to thank everyone for their participation. As of today, we&#39;ve launched an updated version of the GIS Editor that adds numerous new features, improves performance and squashes bugs. And, as a token of our appreciation, those of you who tested the GIS Editor during the beta will receive a free subscription to the new release of the GIS Editor good through the end of September.&lt;/div&gt;
&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;
To take advantage of the new release, we suggest that you first uninstall the beta version of the GIS Editor and then install the latest release by downloading it from &lt;a href=&quot;http://thinkgeo.us1.list-manage1.com/track/click?u=8086913dfb5e6ec140e322108&amp;amp;id=5bc699bd63&amp;amp;e=8eb02a75ae&quot;&gt;http://download.thinkgeo.com/MapSuiteGISEditor.msi&lt;/a&gt;.&lt;br /&gt;
&lt;br /&gt;
Here&#39;s what you can look forward to in the new release of the GIS Editor:&lt;br /&gt;
&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;Cloud Layers, which allow you to easily display data from OpenStreetMap, National Atlas and other providers via the Data Repository &lt;/li&gt;
&lt;li&gt;Enhanced rendering performance &lt;/li&gt;
&lt;li&gt;FileGeodatabase format support &lt;/li&gt;
&lt;li&gt;Microsoft SQL Server support &lt;/li&gt;
&lt;li&gt;TinyGeo format support &lt;/li&gt;
&lt;li&gt;Ability to export your map to Google Earth &lt;/li&gt;
&lt;li&gt;Global bookmarks &lt;/li&gt;
&lt;li&gt;Printing at exact scales &lt;/li&gt;
&lt;li&gt;Integration of parcel data by Boundary Solutions &lt;/li&gt;
&lt;li&gt;Simplified user interface &lt;/li&gt;
&lt;li&gt;Advanced layer exporting options (including ShapeFile, delimited file, FileGeodatabase and TinyGeo) &lt;/li&gt;
&lt;/ul&gt;
For any questions, suggestions or enhancement requests please feel free to contact us directly or post them on the &lt;a href=&quot;http://thinkgeo.us1.list-manage.com/track/click?u=8086913dfb5e6ec140e322108&amp;amp;id=2baed328da&amp;amp;e=8eb02a75ae&quot;&gt;Map Suite GIS Editor support forum&lt;/a&gt;.&lt;br /&gt;
&lt;br /&gt;
Sincerely,&lt;br /&gt;
The ThinkGeo Team &lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://thinkgeo.us1.list-manage.com/track/click?u=8086913dfb5e6ec140e322108&amp;amp;id=5304ee5188&amp;amp;e=8eb02a75ae&quot;&gt;Download the New Version »&lt;/a&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
Source: &lt;a href=&quot;http://www.thinkgeo.com/&quot;&gt;www.thinkgeo.com&lt;/a&gt;&lt;/div&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://forestry-gis-rs.blogspot.com/feeds/4002745380582392515/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/37336034735858121/4002745380582392515' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/4002745380582392515'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/4002745380582392515'/><link rel='alternate' type='text/html' href='http://forestry-gis-rs.blogspot.com/2013/09/the-map-suite-gis-editor-has-been.html' title='The Map Suite GIS Editor Has Been Released!'/><author><name>Athanassios Dim. Sapanidis</name><uri>http://www.blogger.com/profile/16358031001346040406</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1PIEmwHOyHP3Je1hvO4DcwLUMXa04hKqbwjoFIAabZzO3lufIu3z2_aYMx__0M6gp6GbBLPCPAoKcuroQJhlTkwYTdN58KYvbj2lL8PDBC_P8SBVj78WiatGFD-Nd5fqDaVr4uH5Vv7-Kzs5I4PJfw9CHlBrk3gAxsoxITIhrK68MXg/s1600/ChatGPT%20Image%20Dec%2029,%202025,%2007_59_31%20PM.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37336034735858121.post-3293551249981305883</id><published>2013-08-20T13:27:00.003+03:00</published><updated>2013-08-20T13:28:48.006+03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ARCGIS"/><category scheme="http://www.blogger.com/atom/ns#" term="ESRI"/><category scheme="http://www.blogger.com/atom/ns#" term="IMAGERY"/><category scheme="http://www.blogger.com/atom/ns#" term="ΓΠΣ"/><title type='text'>Webinar: Store, Manage, and Share Imagery More Easily</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1fBTyu1D00g-zY1jU5LDCpPi36Y5rFUENDHDeDPs0ced5GmjjtJoUfVe9btHF8DH6KCd2PGn1JcskG_AAa9wHfelUnLzSyDoBEW85TggsSOMPQy4oG5vhdY9eSZqjKaJgSuro2sKM2w/s1600/ImageProxy+%25281%2529.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;101&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1fBTyu1D00g-zY1jU5LDCpPi36Y5rFUENDHDeDPs0ced5GmjjtJoUfVe9btHF8DH6KCd2PGn1JcskG_AAa9wHfelUnLzSyDoBEW85TggsSOMPQy4oG5vhdY9eSZqjKaJgSuro2sKM2w/s400/ImageProxy+%25281%2529.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
Learn the Basics in Just One Hour&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Learn best practices for designing mosaic datasets, as well as methods for automating your image management workflows. Watch the online seminar Workflows to Manage and Share Imagery in ArcGIS.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;b&gt;Instructions for Viewing the Seminar&lt;/b&gt;&lt;br /&gt;
&lt;div&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;b&gt;
&lt;li&gt;&lt;a href=&quot;http://autobahn.esri.com/esri/etrack.aspx?DSN=b9ca57b2fbe8cb42458807853387983f6a0f6be5ccdab113&amp;amp;FORMID=d7a1ba547deedb419079f6d63e44d96b&amp;amp;AUDID=8211e7808fc14eb47d03e14651d7cbef&amp;amp;EMAILID=c2fded7fe34beaed264674c85ee7042da95bb1aa235e3c30&amp;amp;DECODE=1&amp;amp;INTID=211a7b3a274623105b88487d401bef48&amp;amp;URL=http://training.esri.com/Gateway/index.cfm?fa=seminars.gateway&amp;amp;WT.mc_id=EmailCampaign16771&quot;&gt;Log in&lt;/a&gt; up to 30 minutes before the seminar begins.&lt;/li&gt;
&lt;li&gt;You will need an Esri Global Account. If you don&#39;t have one, you can &lt;a href=&quot;http://autobahn.esri.com/esri/etrack.aspx?DSN=b9ca57b2fbe8cb42458807853387983f6a0f6be5ccdab113&amp;amp;FORMID=d7a1ba547deedb419079f6d63e44d96b&amp;amp;AUDID=8211e7808fc14eb47d03e14651d7cbef&amp;amp;EMAILID=c2fded7fe34beaed264674c85ee7042da95bb1aa235e3c30&amp;amp;DECODE=1&amp;amp;INTID=211a7b3a274623105b88487d401bef48&amp;amp;URL=https://webaccounts.esri.com/CAS/index.cfm?fuseaction=Registration.ShowForm&amp;amp;WT.mc_id=EmailCampaign16771&quot;&gt;create one here&lt;/a&gt;.&lt;/li&gt;
&lt;/b&gt;&lt;/ul&gt;
&lt;b&gt;
&lt;/b&gt;&lt;br /&gt;
If you&#39;re unable to attend the seminar, you&#39;ll be able to view it in the &lt;a href=&quot;http://autobahn.esri.com/esri/etrack.aspx?DSN=b9ca57b2fbe8cb42458807853387983f6a0f6be5ccdab113&amp;amp;FORMID=d7a1ba547deedb419079f6d63e44d96b&amp;amp;AUDID=8211e7808fc14eb47d03e14651d7cbef&amp;amp;EMAILID=c2fded7fe34beaed264674c85ee7042da95bb1aa235e3c30&amp;amp;DECODE=1&amp;amp;INTID=211a7b3a274623105b88487d401bef48&amp;amp;URL=http://training.esri.com/gateway/index.cfm?fa=seminars.recordedSeminars&amp;amp;WT.mc_id=EmailCampaign16771&quot;&gt;recorded seminars&lt;/a&gt; archive shortly after the live session ends.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
Workflows to Manage and Share Imagery in ArcGIS&lt;br /&gt;
August 22, 2013&lt;br /&gt;
9:00 a.m., 11:00 a.m., and &lt;br /&gt;
3:00 p.m. (PDT)&lt;br /&gt;
&lt;br /&gt;
Source: &lt;a href=&quot;http://www.esri.com/&quot;&gt;www.esri.com&lt;/a&gt;&lt;br /&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://forestry-gis-rs.blogspot.com/feeds/3293551249981305883/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/37336034735858121/3293551249981305883' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/3293551249981305883'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/3293551249981305883'/><link rel='alternate' type='text/html' href='http://forestry-gis-rs.blogspot.com/2013/08/webinar-store-manage-and-share-imagery.html' title='Webinar: Store, Manage, and Share Imagery More Easily'/><author><name>Athanassios Dim. Sapanidis</name><uri>http://www.blogger.com/profile/16358031001346040406</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1PIEmwHOyHP3Je1hvO4DcwLUMXa04hKqbwjoFIAabZzO3lufIu3z2_aYMx__0M6gp6GbBLPCPAoKcuroQJhlTkwYTdN58KYvbj2lL8PDBC_P8SBVj78WiatGFD-Nd5fqDaVr4uH5Vv7-Kzs5I4PJfw9CHlBrk3gAxsoxITIhrK68MXg/s1600/ChatGPT%20Image%20Dec%2029,%202025,%2007_59_31%20PM.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1fBTyu1D00g-zY1jU5LDCpPi36Y5rFUENDHDeDPs0ced5GmjjtJoUfVe9btHF8DH6KCd2PGn1JcskG_AAa9wHfelUnLzSyDoBEW85TggsSOMPQy4oG5vhdY9eSZqjKaJgSuro2sKM2w/s72-c/ImageProxy+%25281%2529.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37336034735858121.post-8631059273450152932</id><published>2013-08-15T09:05:00.001+03:00</published><updated>2013-08-15T09:05:30.737+03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ARCGIS"/><category scheme="http://www.blogger.com/atom/ns#" term="ARCGIS ONLINE"/><category scheme="http://www.blogger.com/atom/ns#" term="ESRI"/><category scheme="http://www.blogger.com/atom/ns#" term="WEBGIS"/><category scheme="http://www.blogger.com/atom/ns#" term="webinar"/><category scheme="http://www.blogger.com/atom/ns#" term="ΓΠΣ"/><title type='text'>Webinar: ArcGIS Online – Transforming GIS and How You Do Your Work</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&amp;nbsp;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbN9Srh_mU3vE-iBh0A5xcIVhz46dZ6J9PcjcBK51Dckio0h99jB9ifnhjq9fd2vviISIx4LICw8tH-msJRtDYbCFI7RsjGjF8pDNBGDlR67FLiX-SkeFWdB3KRmFbFkqPdo3bSkzivQ/s1600/agol-webinar-banner.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;91&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbN9Srh_mU3vE-iBh0A5xcIVhz46dZ6J9PcjcBK51Dckio0h99jB9ifnhjq9fd2vviISIx4LICw8tH-msJRtDYbCFI7RsjGjF8pDNBGDlR67FLiX-SkeFWdB3KRmFbFkqPdo3bSkzivQ/s400/agol-webinar-banner.jpg&quot; width=&quot;400&quot; /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
ArcGIS Online, Esri’s open cloud platform, brings together many of the unique capabilities of desktop, server, and mobile platforms enabling you to participate in using Web GIS and all the related new capabilities. Web GIS will help your organization become more flexible and agile, and transform how your organization works – how you plan, design, evaluate and communicate. &lt;br /&gt;&lt;br /&gt;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;In this webinar you will learn &lt;br /&gt;• How ArcGIS Online provides the practical means to GIS and non-GIS staff to create and share rich information products (maps, apps and other geographic content) &lt;br /&gt;• How ArcGIS Online makes it easier to connect to desktop, server and mobile platforms &lt;br /&gt;• How ArcGIS Online removes departmental barriers through sharing and collaboration &lt;br /&gt;&lt;br /&gt;Key takeaways &lt;br /&gt;You will learn everything you need to know about the latest ArcGIS Online capabilities for mapping, visualization, mobile data collection and analysis.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Speakers &lt;br /&gt;Paul Ross, Product Manager, ArcGIS Online &lt;br /&gt;&lt;br /&gt;Who should attend&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Anyone who wants to learn how ArcGIS Online improves the speed and quality of mapping, visualization and analysis &lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;
 Source: &lt;a href=&quot;http://www.esri.com/&quot;&gt;www.esri.com&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://forestry-gis-rs.blogspot.com/feeds/8631059273450152932/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/37336034735858121/8631059273450152932' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/8631059273450152932'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/8631059273450152932'/><link rel='alternate' type='text/html' href='http://forestry-gis-rs.blogspot.com/2013/08/webinar-arcgis-online-transforming-gis.html' title='Webinar: ArcGIS Online – Transforming GIS and How You Do Your Work'/><author><name>Athanassios Dim. Sapanidis</name><uri>http://www.blogger.com/profile/16358031001346040406</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1PIEmwHOyHP3Je1hvO4DcwLUMXa04hKqbwjoFIAabZzO3lufIu3z2_aYMx__0M6gp6GbBLPCPAoKcuroQJhlTkwYTdN58KYvbj2lL8PDBC_P8SBVj78WiatGFD-Nd5fqDaVr4uH5Vv7-Kzs5I4PJfw9CHlBrk3gAxsoxITIhrK68MXg/s1600/ChatGPT%20Image%20Dec%2029,%202025,%2007_59_31%20PM.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbN9Srh_mU3vE-iBh0A5xcIVhz46dZ6J9PcjcBK51Dckio0h99jB9ifnhjq9fd2vviISIx4LICw8tH-msJRtDYbCFI7RsjGjF8pDNBGDlR67FLiX-SkeFWdB3KRmFbFkqPdo3bSkzivQ/s72-c/agol-webinar-banner.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37336034735858121.post-3463117100879850772</id><published>2013-08-11T08:51:00.000+03:00</published><updated>2013-08-11T08:51:00.852+03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="GIS"/><category scheme="http://www.blogger.com/atom/ns#" term="webinar"/><category scheme="http://www.blogger.com/atom/ns#" term="ΓΠΣ"/><title type='text'>Webinar:  Multi-Language Discovery of Big Data  for Mission Success</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8yc4z6oFugJO-2Sa6Ue-9Oz8AKXFxgBR6HXMjjnw2LeJQA4uct9WvGKGq2CHBIhNhiXyDSBRI1dgt2EGDlIqAR9SMmC2A7k6MhE7sVlrsMemiu3BNpKeJMwsT_jhCllPtkLlKm7aFqw/s1600/terrago.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;50&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8yc4z6oFugJO-2Sa6Ue-9Oz8AKXFxgBR6HXMjjnw2LeJQA4uct9WvGKGq2CHBIhNhiXyDSBRI1dgt2EGDlIqAR9SMmC2A7k6MhE7sVlrsMemiu3BNpKeJMwsT_jhCllPtkLlKm7aFqw/s320/terrago.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Security threats and incidents can arise in an instant, and the availability of real time on-the-ground intelligence can mean the difference between life and death. In addition to leveraging traditional classified intelligence sources, responders and analysts often turn to Open Source Intelligence (OSINT) gleaned from news feeds, blogs and social media to help predict where an incident may occur, understand what’s happening on the ground and manage and mitigate repercussions.   &lt;br /&gt;&lt;br /&gt;However, as the Web contains countless sources of information in myriad languages, analysts and decision-makers rarely have the time or resources for manual translation processes. How can users sift through the Web’s vast, multi-language repository of open-source content to locate the intelligence that is most relevant to the mission at hand?  A qualified Human Translator can translate up to 2500 words per day.  Statistical Machine Translation (SMT) language engines can translate up to 2500 words per minute, per CPU. &lt;br /&gt;&lt;br /&gt;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;Join &lt;a href=&quot;http://link.terragotech.com/c/1/?aId=38521269&amp;amp;requestId=b22013-16c3a35c-3a2e-4c6d-a3fe-b7a102137d9b&amp;amp;rId=lead-68afa1f0568ae1118cba000c29bf3f2e-54fc9a5dc54949808860882f30e2e162&amp;amp;uId=2&amp;amp;ea=fncnavqvf=pbz=ubgznvy&amp;amp;dUrl=http%3A%2F%2Fwww.sdlgov.com%2F%3F_cldee%3Dc2FwYW5pZGlzQGhvdG1haWwuY29t%26utm_source%3DClickDimensions%26utm_medium%3Demail%26utm_campaign%3DWebinar_2013_SDL_MultiLangTranslation&quot;&gt;SDL Government&lt;/a&gt; and &lt;a href=&quot;http://link.terragotech.com/c/1/?aId=38521269&amp;amp;requestId=b22013-16c3a35c-3a2e-4c6d-a3fe-b7a102137d9b&amp;amp;rId=lead-68afa1f0568ae1118cba000c29bf3f2e-54fc9a5dc54949808860882f30e2e162&amp;amp;uId=3&amp;amp;ea=fncnavqvf=pbz=ubgznvy&amp;amp;dUrl=http%3A%2F%2Fwww.terragotech.com%2F%3F_cldee%3Dc2FwYW5pZGlzQGhvdG1haWwuY29t%26utm_source%3DClickDimensions%26utm_medium%3Demail%26utm_campaign%3DWebinar_2013_SDL_MultiLangTranslation&quot;&gt;TerraGo&lt;/a&gt; for a &lt;a href=&quot;http://link.terragotech.com/c/1/?aId=38521269&amp;amp;requestId=b22013-16c3a35c-3a2e-4c6d-a3fe-b7a102137d9b&amp;amp;rId=lead-68afa1f0568ae1118cba000c29bf3f2e-54fc9a5dc54949808860882f30e2e162&amp;amp;uId=4&amp;amp;ea=fncnavqvf=pbz=ubgznvy&amp;amp;dUrl=http%3A%2F%2Fevents.carahsoft.com%2Fevent-detail%2F2750%2Fterrago%2F%3F_cldee%3Dc2FwYW5pZGlzQGhvdG1haWwuY29t%26utm_source%3DClickDimensions%26utm_medium%3Demail%26utm_campaign%3DWebinar_2013_SDL_MultiLangTranslation&quot;&gt;webinar on 22 August&lt;/a&gt; and see how to bring together location intelligence mining and automated multi-language translation to provide users across the enterprise with situational awareness for faster response times and improved decision making. Experience firsthand how to: &lt;br /&gt;Swiftly search and intelligently filter internal and external Big Data sources, including OSINT news feeds, blogs, social media and RSS feeds, by place, time and topic &lt;br /&gt;Translate large volumes of information into one or more languages at high speed and high accuracy &lt;br /&gt;Deliver translated geographically relevant intelligence to users at the edge &lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;http://link.terragotech.com/c/1/?aId=38521269&amp;amp;requestId=b22013-16c3a35c-3a2e-4c6d-a3fe-b7a102137d9b&amp;amp;rId=lead-68afa1f0568ae1118cba000c29bf3f2e-54fc9a5dc54949808860882f30e2e162&amp;amp;uId=5&amp;amp;ea=fncnavqvf=pbz=ubgznvy&amp;amp;dUrl=http%3A%2F%2Fevents.carahsoft.com%2Fevent-detail%2F2750%2Fterrago%2F%3F_cldee%3Dc2FwYW5pZGlzQGhvdG1haWwuY29t%26utm_source%3DClickDimensions%26utm_medium%3Demail%26utm_campaign%3DWebinar_2013_SDL_MultiLangTranslation&quot;&gt;Register to join us&lt;/a&gt; and learn how users across defense and intelligence, emergency management, public safety, energy, natural resources, transportation and commercial organizations can leverage these solutions for enhanced situational awareness, faster response times and improved decision making.&lt;/div&gt;
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Source:&amp;nbsp; &lt;a href=&quot;http://www.terragotech.com/&quot;&gt;http://www.terragotech.com/&lt;/a&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://forestry-gis-rs.blogspot.com/feeds/3463117100879850772/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/37336034735858121/3463117100879850772' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/3463117100879850772'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/3463117100879850772'/><link rel='alternate' type='text/html' href='http://forestry-gis-rs.blogspot.com/2013/08/webinar-multi-language-discovery-of-big.html' title='Webinar:  Multi-Language Discovery of Big Data  for Mission Success'/><author><name>Athanassios Dim. Sapanidis</name><uri>http://www.blogger.com/profile/16358031001346040406</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1PIEmwHOyHP3Je1hvO4DcwLUMXa04hKqbwjoFIAabZzO3lufIu3z2_aYMx__0M6gp6GbBLPCPAoKcuroQJhlTkwYTdN58KYvbj2lL8PDBC_P8SBVj78WiatGFD-Nd5fqDaVr4uH5Vv7-Kzs5I4PJfw9CHlBrk3gAxsoxITIhrK68MXg/s1600/ChatGPT%20Image%20Dec%2029,%202025,%2007_59_31%20PM.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8yc4z6oFugJO-2Sa6Ue-9Oz8AKXFxgBR6HXMjjnw2LeJQA4uct9WvGKGq2CHBIhNhiXyDSBRI1dgt2EGDlIqAR9SMmC2A7k6MhE7sVlrsMemiu3BNpKeJMwsT_jhCllPtkLlKm7aFqw/s72-c/terrago.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37336034735858121.post-5312930337926637803</id><published>2013-08-08T19:23:00.002+03:00</published><updated>2013-08-08T19:24:25.729+03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="GIS"/><category scheme="http://www.blogger.com/atom/ns#" term="GOOGLE EARTH"/><category scheme="http://www.blogger.com/atom/ns#" term="KML"/><category scheme="http://www.blogger.com/atom/ns#" term="webinar"/><category scheme="http://www.blogger.com/atom/ns#" term="ΓΠΣ"/><title type='text'>WEBINAR: KML 101 – How to Create Amazing Maps in Google Earth and Maps</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Overview&lt;br /&gt;
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Find out how to transform virtually any data into KML – regardless of format or structure – using FME. You&#39;ll see how to easily create and style balloons, customize icons and colours, as well as intelligently organize placemarks – all using repeatable processes that let you create amazing displays in Google Maps and Earth. Plus discover how to share real-time data by using FME with HTML5 WebSockets.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhh20JmKFMRTG692HtVcfjjUFjZG9c80QnilkPjLAk-WOXNINqCsxi8jNSXWxpyRmuii7L-18sBKmK6b5SkUgRoCaSE8x9mEz2OzkAKDLavCKYQGIYAMC3vavTp5WOR822aW3KaPjy8Tw/s1600/KML_Google_Maps_shadow.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;392&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhh20JmKFMRTG692HtVcfjjUFjZG9c80QnilkPjLAk-WOXNINqCsxi8jNSXWxpyRmuii7L-18sBKmK6b5SkUgRoCaSE8x9mEz2OzkAKDLavCKYQGIYAMC3vavTp5WOR822aW3KaPjy8Tw/s400/KML_Google_Maps_shadow.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
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&lt;ul style=&quot;-webkit-text-stroke-width: 0px; background-color: white; color: black; font-family: Arial; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;&quot;&gt;
&lt;li style=&quot;color: #666666; margin: 0px; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: Verdana;&quot;&gt;&lt;span style=&quot;color: #666666;&quot;&gt;&lt;b&gt;Date:&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;Wednesday, August 14&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;color: #666666; margin: 0px; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: Verdana;&quot;&gt;&lt;span style=&quot;color: #666666;&quot;&gt;&lt;b&gt;Time:&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;8:00-9:00am PDT, 11:00am-12:00pm EDT -&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #666666;&quot;&gt;&lt;a href=&quot;http://www.timeanddate.com/worldclock/fixedtime.html?msg=KML+and+FME+-+Live+Webinar&amp;amp;iso=20130814T08&amp;amp;p1=256&amp;amp;ah=1&quot; style=&quot;background-color: white; color: #e98300; font-family: Verdana; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot; target=&quot;_blank&quot; title=&quot;Check your time zone&quot;&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt;&lt;/span&gt;check your time zone&lt;/a&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;color: #666666; margin: 0px; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: Verdana;&quot;&gt;&lt;span style=&quot;color: #666666;&quot;&gt;&lt;b&gt;Level:&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;Introductory - no FME experience required&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;&lt;span style=&quot;color: #666666;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
Register &lt;a href=&quot;http://fme.safe.com/WebinarKML&quot;&gt;here&lt;/a&gt;.&lt;br /&gt;
&lt;br /&gt;
Source: &lt;a href=&quot;http://www.safe.com/&quot;&gt;www.safe.com&lt;/a&gt;&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://forestry-gis-rs.blogspot.com/feeds/5312930337926637803/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/37336034735858121/5312930337926637803' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/5312930337926637803'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/5312930337926637803'/><link rel='alternate' type='text/html' href='http://forestry-gis-rs.blogspot.com/2013/08/webinar-kml-101-how-to-create-amazing.html' title='WEBINAR: KML 101 – How to Create Amazing Maps in Google Earth and Maps'/><author><name>Athanassios Dim. Sapanidis</name><uri>http://www.blogger.com/profile/16358031001346040406</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1PIEmwHOyHP3Je1hvO4DcwLUMXa04hKqbwjoFIAabZzO3lufIu3z2_aYMx__0M6gp6GbBLPCPAoKcuroQJhlTkwYTdN58KYvbj2lL8PDBC_P8SBVj78WiatGFD-Nd5fqDaVr4uH5Vv7-Kzs5I4PJfw9CHlBrk3gAxsoxITIhrK68MXg/s1600/ChatGPT%20Image%20Dec%2029,%202025,%2007_59_31%20PM.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhh20JmKFMRTG692HtVcfjjUFjZG9c80QnilkPjLAk-WOXNINqCsxi8jNSXWxpyRmuii7L-18sBKmK6b5SkUgRoCaSE8x9mEz2OzkAKDLavCKYQGIYAMC3vavTp5WOR822aW3KaPjy8Tw/s72-c/KML_Google_Maps_shadow.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37336034735858121.post-8101698691575621118</id><published>2013-08-02T20:08:00.002+03:00</published><updated>2013-08-08T19:09:01.315+03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="10.2"/><category scheme="http://www.blogger.com/atom/ns#" term="ARC INFO"/><category scheme="http://www.blogger.com/atom/ns#" term="ARCGIS"/><category scheme="http://www.blogger.com/atom/ns#" term="ESRI"/><category scheme="http://www.blogger.com/atom/ns#" term="GIS"/><category scheme="http://www.blogger.com/atom/ns#" term="ΓΠΣ"/><title type='text'>ArcGIS 10.2 Brings Transformational Capabilities to Users</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;subheading&quot; style=&quot;-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #4d4d4d; font-family: Arial, Helvetica, sans-serif; font-size: 14px; font-style: italic; font-variant: normal; font-weight: bold; letter-spacing: normal; line-height: 20px; margin: 0px 0px 10px; orphans: auto; outline: 0px; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: auto; word-spacing: 0px;&quot;&gt;
ArcGIS Online Functionality Now Available On Premises&lt;/div&gt;
&lt;div style=&quot;-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #4d4d4d; font-family: Arial, Helvetica, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px 0px 10px; orphans: auto; outline: 0px; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: auto; word-spacing: 0px;&quot;&gt;
&lt;b style=&quot;border: 0px; font-size: 14px; font-weight: bold; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;highlights&quot; style=&quot;-webkit-text-stroke-width: 0px; background-color: #f0f6fa; border: 1px solid rgb(172, 194, 209); color: #4d4d4d; font-family: Arial, Helvetica, sans-serif; font-size: 11px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin: 0px 0px 15px; orphans: auto; outline: 0px; padding: 18px; text-align: start; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: auto; word-spacing: 0px;&quot;&gt;
&lt;h2 style=&quot;border: 0px; color: #222222; font-family: &#39;Avenir LT W01 85 Heavy&#39;, Arial, Helvetica, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal !important; line-height: normal; margin: 0px 0px 9px; outline: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;
Highlights&lt;/h2&gt;
&lt;ul style=&quot;border: 0px; font-size: 11px; line-height: 19px; list-style: none outside none; margin: 3px 0px 0px; outline: 0px; padding: 0px 0px 0px 1px; vertical-align: baseline;&quot;&gt;
&lt;li style=&quot;background-attachment: scroll; background-color: transparent; background-image: url(http://www.esri.com/graphics/bluebullet.gif); background-position: 1px 3px; background-repeat: no-repeat no-repeat; border: 0px; color: #007ac2; font-size: 11px; margin: 3px 0px 0px; outline: 0px; padding: 0px 0px 0px 20px; vertical-align: baseline;&quot;&gt;ArcGIS Online capabilities become part of the on-premises platform.&lt;/li&gt;
&lt;li style=&quot;background-attachment: scroll; background-color: transparent; background-image: url(http://www.esri.com/graphics/bluebullet.gif); background-position: 1px 3px; background-repeat: no-repeat no-repeat; border: 0px; color: #007ac2; font-size: 11px; margin: 3px 0px 0px; outline: 0px; padding: 0px 0px 0px 20px; vertical-align: baseline;&quot;&gt;Real-time mapping and GIS keep users synced with the real world.&lt;/li&gt;
&lt;li style=&quot;background-attachment: scroll; background-color: transparent; background-image: url(http://www.esri.com/graphics/bluebullet.gif); background-position: 1px 3px; background-repeat: no-repeat no-repeat; border: 0px; color: #007ac2; font-size: 11px; margin: 3px 0px 0px; outline: 0px; padding: 0px 0px 0px 20px; vertical-align: baseline;&quot;&gt;Location analytics equals more accurate business intelligence.&lt;/li&gt;
&lt;li style=&quot;background-attachment: scroll; background-color: transparent; background-image: url(http://www.esri.com/graphics/bluebullet.gif); background-position: 1px 3px; background-repeat: no-repeat no-repeat; border: 0px; color: #007ac2; font-size: 11px; margin: 3px 0px 0px; outline: 0px; padding: 0px 0px 0px 20px; vertical-align: baseline;&quot;&gt;New developer opportunities are available on the ArcGIS platform.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
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&lt;a class=&quot;colorbox-image cboxElement&quot; href=&quot;http://www.esri.com/esri-news/arcnews/summer13articles/~/media/Images/Content/news/arcnews/summer13/p1p2-lg.jpg&quot; style=&quot;border: 0px; color: #2a7433; font-size: 14px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;&quot; title=&quot;Portal for ArcGIS allows users to configure and deploy ArcGIS Online capabilities on premises—enabling organizations to easily integrate GIS everywhere.&quot;&gt;&lt;img alt=&quot;Portal for ArcGIS allows users to configure and deploy ArcGIS Online capabilities on premises—enabling organizations to easily integrate GIS everywhere.&quot; height=&quot;204&quot; src=&quot;http://www.esri.com/esri-news/arcnews/summer13articles/~/media/Images/Content/news/arcnews/summer13/p1p2.jpg&quot; style=&quot;border: 0px; font-size: 14px; margin: 0px; outline: 0px; padding: 10px; vertical-align: baseline;&quot; width=&quot;300&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
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Portal for ArcGIS allows users to configure and deploy ArcGIS Online capabilities on premises—enabling organizations to easily integrate GIS everywhere.&lt;/div&gt;
&lt;/div&gt;
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It&#39;s a great time to be a GIS professional. Dramatic changes are taking place in the enabling computing and communication technologies that GIS relies on, and new software is leveraging these changes to evolve and transform GIS and our user community. Esri is working hard and is in the process of releasing many new capabilities in ArcGIS 10.2, such as real-time data integration, online analysis tools, spatial analysis in the cloud, location analytics, new templates and apps, and web story maps for everyone. There are also new capabilities enabling new opportunities for developers. These advances are giving rise to a change in the very way we position GIS, from a software system designed to unlock the power of geographic information to a comprehensive platform that promises to transform your work; your organization; and, ultimately, our world.&lt;/div&gt;
&lt;h3 style=&quot;-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #222222; font-family: &#39;Avenir LT W01 85 Heavy&#39;, Arial, Helvetica, sans-serif; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal !important; letter-spacing: normal; line-height: normal; margin: 17px 0px 0px; orphans: auto; outline: 0px; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: auto; word-spacing: 0px;&quot;&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;Portal for ArcGIS&lt;/h3&gt;
&lt;div style=&quot;-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #4d4d4d; font-family: Arial, Helvetica, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px 0px 10px; orphans: auto; outline: 0px; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: auto; word-spacing: 0px;&quot;&gt;
Portal for ArcGIS becomes a full part of the on-premises infrastructure of ArcGIS. In the past four years, Esri has been significantly developing ArcGIS Online deployed in the public cloud. At 10.2, this technology has been engineered into a fully supported product that can be easily deployed on premises and integrated with users&#39; existing technology.&lt;/div&gt;
&lt;div id=&quot;press-image&quot; style=&quot;-webkit-box-shadow: rgb(204, 204, 204) 2px 2px 2px; -webkit-text-stroke-width: 0px; background-color: white; border: 1px solid rgb(172, 194, 209); box-shadow: rgb(204, 204, 204) 2px 2px 2px; color: #4d4d4d; float: right; font-family: Arial, Helvetica, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px 0px 20px 25px; orphans: auto; outline: 0px; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: auto; width: 320px; word-spacing: 0px; zoom: 1;&quot;&gt;
&lt;a class=&quot;colorbox-image cboxElement&quot; href=&quot;http://www.esri.com/esri-news/arcnews/summer13articles/~/media/Images/Content/news/arcnews/summer13/p8p1-lg.jpg&quot; style=&quot;border: 0px; color: #2a7433; font-size: 14px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;&quot; title=&quot;Location analytics delivers the geographic context to major business intelligence systems.&quot;&gt;&lt;img alt=&quot;Location analytics delivers the geographic context to major business intelligence systems.&quot; height=&quot;317&quot; src=&quot;http://www.esri.com/esri-news/arcnews/summer13articles/~/media/Images/Content/news/arcnews/summer13/p8p1.jpg&quot; style=&quot;border: 0px; font-size: 14px; margin: 0px; outline: 0px; padding: 10px; vertical-align: baseline;&quot; width=&quot;300&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
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Location analytics delivers the geographic context to major business intelligence systems.&lt;/div&gt;
&lt;/div&gt;
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This technology supports many capabilities:&lt;/div&gt;
&lt;ul class=&quot;singleline&quot; style=&quot;-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #4d4d4d; font-family: Arial, Helvetica, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 19px; list-style: none outside none; margin: 10px 0px 10px -5px; orphans: auto; outline: 0px; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: auto; word-spacing: 0px;&quot;&gt;
&lt;li style=&quot;background-attachment: scroll; background-color: transparent; background-image: url(http://www.esri.com/graphics/bluebullet.gif); background-position: 0px 3px; background-repeat: no-repeat no-repeat; border: 0px; font-size: 14px; margin: 1px 0px; outline: 0px; padding: 0px 0px 0px 21px; vertical-align: baseline;&quot;&gt;Enterprise geospatial content management&lt;/li&gt;
&lt;li style=&quot;background-attachment: scroll; background-color: transparent; background-image: url(http://www.esri.com/graphics/bluebullet.gif); background-position: 0px 3px; background-repeat: no-repeat no-repeat; border: 0px; font-size: 14px; margin: 1px 0px; outline: 0px; padding: 0px 0px 0px 21px; vertical-align: baseline;&quot;&gt;Simple mapping&lt;/li&gt;
&lt;li style=&quot;background-attachment: scroll; background-color: transparent; background-image: url(http://www.esri.com/graphics/bluebullet.gif); background-position: 0px 3px; background-repeat: no-repeat no-repeat; border: 0px; font-size: 14px; margin: 1px 0px; outline: 0px; padding: 0px 0px 0px 21px; vertical-align: baseline;&quot;&gt;Esri Maps for Office&lt;/li&gt;
&lt;li style=&quot;background-attachment: scroll; background-color: transparent; background-image: url(http://www.esri.com/graphics/bluebullet.gif); background-position: 0px 3px; background-repeat: no-repeat no-repeat; border: 0px; font-size: 14px; margin: 1px 0px; outline: 0px; padding: 0px 0px 0px 21px; vertical-align: baseline;&quot;&gt;Integration with enterprise security&lt;/li&gt;
&lt;li style=&quot;background-attachment: scroll; background-color: transparent; background-image: url(http://www.esri.com/graphics/bluebullet.gif); background-position: 0px 3px; background-repeat: no-repeat no-repeat; border: 0px; font-size: 14px; margin: 1px 0px; outline: 0px; padding: 0px 0px 0px 21px; vertical-align: baseline;&quot;&gt;Sharing of data, maps, and apps&lt;/li&gt;
&lt;li style=&quot;background-attachment: scroll; background-color: transparent; background-image: url(http://www.esri.com/graphics/bluebullet.gif); background-position: 0px 3px; background-repeat: no-repeat no-repeat; border: 0px; font-size: 14px; margin: 1px 0px; outline: 0px; padding: 0px 0px 0px 21px; vertical-align: baseline;&quot;&gt;Groups&lt;/li&gt;
&lt;li style=&quot;background-attachment: scroll; background-color: transparent; background-image: url(http://www.esri.com/graphics/bluebullet.gif); background-position: 0px 3px; background-repeat: no-repeat no-repeat; border: 0px; font-size: 14px; margin: 1px 0px; outline: 0px; padding: 0px 0px 0px 21px; vertical-align: baseline;&quot;&gt;Mashups&lt;/li&gt;
&lt;li style=&quot;background-attachment: scroll; background-color: transparent; background-image: url(http://www.esri.com/graphics/bluebullet.gif); background-position: 0px 3px; background-repeat: no-repeat no-repeat; border: 0px; font-size: 14px; margin: 1px 0px; outline: 0px; padding: 0px 0px 0px 21px; vertical-align: baseline;&quot;&gt;Dozens of apps&lt;/li&gt;
&lt;li style=&quot;background-attachment: scroll; background-color: transparent; background-image: url(http://www.esri.com/graphics/bluebullet.gif); background-position: 0px 3px; background-repeat: no-repeat no-repeat; border: 0px; font-size: 14px; margin: 1px 0px; outline: 0px; padding: 0px 0px 0px 21px; vertical-align: baseline;&quot;&gt;Open enterprise integration with Office, SharePoint, SAP, and others&lt;/li&gt;
&lt;/ul&gt;
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Portal for ArcGIS promises to enable users to easily integrate these mapping and Esri capabilities and to extend mapping and GIS across the organization.&lt;/div&gt;
&lt;div style=&quot;-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #4d4d4d; font-family: Arial, Helvetica, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px 0px 10px; orphans: auto; outline: 0px; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: auto; word-spacing: 0px;&quot;&gt;
This is a logical way to organize and make available via apps all the geospatial information in an organization. It provides the ability to easily share, integrate, and use information created by geocentric workflows, as well as desktop spreadsheets and enterprise databases across an organization. Apps include easy-to-deploy templates that are easily configured and leveraged.&lt;/div&gt;
&lt;div class=&quot;messageBox info&quot; style=&quot;-webkit-box-shadow: rgb(153, 153, 153) 1px 1px 3px; -webkit-text-stroke-width: 0px; background-color: #e6f2f8; background-image: url(http://www.esri.com/graphics/message_box/info.png); background-position: 10px 50%; background-repeat: no-repeat no-repeat; border-bottom-left-radius: 5px; border-bottom-right-radius: 5px; border-top-left-radius: 5px; border-top-right-radius: 5px; border: 1px solid rgb(159, 199, 219); box-shadow: rgb(153, 153, 153) 1px 1px 3px; color: #00529b; font-family: Arial, Helvetica, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 10px 0px; orphans: auto; outline: 0px; padding: 15px 15px 15px 36px; text-align: start; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: auto; word-spacing: 0px;&quot;&gt;
&lt;h2 id=&quot;portal-for-arcgis&quot; style=&quot;border: 0px; color: #222222; font-family: &#39;Avenir LT W01 85 Heavy&#39;, Arial, Helvetica, sans-serif; font-size: 18px; font-style: normal; font-variant: normal; font-weight: normal !important; line-height: normal; margin: 25px 0px 9px; outline: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;
Portal for ArcGIS Now a Standard Esri Server Product&lt;/h2&gt;
&lt;div class=&quot;subheading&quot; style=&quot;border: 0px; font-size: 14px; font-style: italic; font-weight: bold; margin: 0px 0px 10px; outline: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;
Enables Users to Deploy ArcGIS Online Capabilities on In-House Server Platforms&lt;/div&gt;
&lt;div style=&quot;border: 0px; font-size: 14px; margin: 0px 0px 10px; outline: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;
Over the past year, Esri has installed a number of on-premises implementations of&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;http://www.esri.com/software/arcgis/portal-for-arcgis&quot; style=&quot;border: 0px; color: #2a7433; font-size: 14px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;Portal for ArcGIS&lt;/a&gt;. These have been custom implementations done by an Esri Professional Services team. At 10.2, this technology has been turned into a standard product that can be easily set up by any user, immediately integrating ArcGIS server technology and providing complete geospatial content management for organizations. This technology provides a front end for ArcGIS for Server with dozens of easy-to-use apps and full integration with ArcGIS for Desktop. It also provides an open mapping and analysis platform integrated with standard enterprise IT infrastructure, including e-mail, search, business intelligence systems, SharePoint, and Office. It is accessible from any device platform or web client.&lt;/div&gt;
&lt;div style=&quot;border: 0px; font-size: 14px; margin: 0px 0px 10px; outline: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;
Esri is licensing this technology by a named user model similar to ArcGIS Online, permitting low cost and flexible deployment of the services.&lt;/div&gt;
&lt;/div&gt;
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Real-Time Mapping at Your Command&lt;/h3&gt;
&lt;div style=&quot;-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #4d4d4d; font-family: Arial, Helvetica, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px 0px 10px; orphans: auto; outline: 0px; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: auto; word-spacing: 0px;&quot;&gt;
ArcGIS now brings real-time data into mapping applications, making it possible for people to stay synced with the quickly changing world. A number of new technologies enable the real-time collection and sharing of data with GIS, including the following:&lt;/div&gt;
&lt;div style=&quot;-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #4d4d4d; font-family: Arial, Helvetica, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px 0px 10px; orphans: auto; outline: 0px; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: auto; word-spacing: 0px;&quot;&gt;
&lt;b style=&quot;border: 0px; font-size: 14px; font-weight: bold; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;ArcGIS GeoEvent Processor for Server,&lt;/b&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;a new ArcGIS for Server extension, gives users the ability to connect to real-time data streams from a wide variety of sensors, perform continuous processing and analysis of those data streams, and send relevant information to users or other systems. This real-time capability transforms GIS applications into frontline decision apps, helping decision makers respond faster with remarkable accuracy whenever and wherever change happens.&lt;/div&gt;
&lt;div style=&quot;-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #4d4d4d; font-family: Arial, Helvetica, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px 0px 10px; orphans: auto; outline: 0px; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: auto; word-spacing: 0px;&quot;&gt;
&lt;b style=&quot;border: 0px; font-size: 14px; font-weight: bold; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;Operations Dashboard for ArcGIS&lt;/b&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;provides a common operating picture for monitoring events. Operations Dashboard integrates maps and a variety of data sources to create comprehensive operational views that can include charts, lists, gauges, and indicators that update automatically as underlying data changes. Operations Dashboard can be used with GeoEvent Processor to monitor unfolding events and generate geofences on the fly using areas determined by specified drive-time analysis, a simple hand-drawn polygon, or existing map features.&lt;/div&gt;
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&lt;a class=&quot;colorbox-image cboxElement&quot; href=&quot;http://www.esri.com/esri-news/arcnews/summer13articles/~/media/Images/Content/news/arcnews/summer13/p9p2-lg.jpg&quot; style=&quot;border: 0px; color: #2a7433; font-size: 14px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;&quot; title=&quot;Web scenes provide 3D side-by-side views and fly-throughs of city models via WebGL browsers.&quot;&gt;&lt;img alt=&quot;Web scenes provide 3D side-by-side views and fly-throughs of city models via WebGL browsers.&quot; height=&quot;160&quot; src=&quot;http://www.esri.com/esri-news/arcnews/summer13articles/~/media/Images/Content/news/arcnews/summer13/p9p2.jpg&quot; style=&quot;border: 0px; font-size: 14px; margin: 0px; outline: 0px; padding: 10px; vertical-align: baseline;&quot; width=&quot;300&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
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Web scenes provide 3D side-by-side views and fly-throughs of city models via WebGL browsers.&lt;/div&gt;
&lt;/div&gt;
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&lt;b style=&quot;border: 0px; font-size: 14px; font-weight: bold; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;Collector for ArcGIS&lt;/b&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;is an app for Apple and Android devices designed with field crews in mind. It&#39;s used to capture and update both tabular and spatial information via smartphones using the built-in GPS capabilities of the device or by tapping on the map. Data captured using Collector for ArcGIS can be displayed immediately in Operations Dashboard and ArcGIS Online web maps.&lt;/div&gt;
&lt;h3 style=&quot;-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #222222; font-family: &#39;Avenir LT W01 85 Heavy&#39;, Arial, Helvetica, sans-serif; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal !important; letter-spacing: normal; line-height: normal; margin: 17px 0px 0px; orphans: auto; outline: 0px; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: auto; word-spacing: 0px;&quot;&gt;
Web Maps Bring GIS to Everyone&lt;/h3&gt;
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Web maps have emerged as the primary instrument for generating and communicating geographic understanding across enterprises, businesses, and constituencies. They&#39;re easy to use and, with ArcGIS, increasingly powerful and dynamic. ArcGIS is designed to help people easily create, deliver, and use web maps. The following new capabilities in ArcGIS make web maps even more important:&lt;/div&gt;
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&lt;b style=&quot;border: 0px; font-size: 14px; font-weight: bold; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;Hosted analysis services&lt;/b&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;are available through a set of online tools that let users perform analysis against their layers hosted in ArcGIS Online, as well as other layers users have access to. Users can also create new hosted layers and tables. These new tools are easily accessible to users who may or may not be familiar with ArcGIS geoprocessing tools, models, or services. Additionally, these online analytics are available as services that developers can use to build custom, workflow-specific apps for use within any organization.&lt;/div&gt;
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&lt;b style=&quot;border: 0px; font-size: 14px; font-weight: bold; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;Premium content services&lt;/b&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;now give users the ability to aggregate demographic data on any geographic area from existing administrative, political, or postal boundaries to any arbitrary area defined by a polygon. These new demographic capabilities are available for more than 100 countries through the geoenrichment API. Users can now get demographic data through ready-to-use dynamic web maps that can be brought directly into web, desktop, and mobile applications.&lt;/div&gt;
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The addition of new landscape services gives users access to incredibly rich biogeographic data that can be used to support natural resource management efforts, as well as land use and conservation planning at regional and national scales. Landscape services include dozens of ready-to-use image services to support analytical tasks, feature services, web maps, and geoenrichment services.&lt;/div&gt;
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&lt;b style=&quot;border: 0px; font-size: 14px; font-weight: bold; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;Dynamic image services&lt;/b&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;provide the ability to set the properties on image services within web maps and further mine the information content of image services—particularly for very large collections of imagery. For example, a web map can be used to filter a service containing thousands of Landsat scenes so that only a selection of the relevant scenes are rendered with a selected band combination or use a function such as the Normalized Difference Vegetation Index to return a vegetation index. Configurable web map pop-up windows for dynamic image services provide not only metadata about the specified image but also information about the specific pixel or data values for any location on the map.&lt;/div&gt;
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&lt;b style=&quot;border: 0px; font-size: 14px; font-weight: bold; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;Web scenes for 3D&lt;/b&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;presentations are available through Esri CityEngine Web Viewer. They now allow users to add and explore location-based comments in 3D space, compare side-by-side views, and create fly-throughs of city models, all available through any WebGL-enabled browser.&lt;/div&gt;
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More Analysis Tools Online&lt;/h3&gt;
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Geographic analysis is the foundation of GIS, and this release of ArcGIS makes analysis more readily available. People working in a wide array of disciplines can make use of spatial analytics to reveal patterns in their data and create new map layers that can be added to web maps.&lt;/div&gt;
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&lt;b style=&quot;border: 0px; font-size: 14px; font-weight: bold; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;Advanced analysis tools&lt;/b&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;have been added to ArcGIS Online for analyzing and measuring geographic relationships to uncover hidden patterns, assess trends, and make more informed decisions. These new tools include the following:&lt;/div&gt;
&lt;ul style=&quot;-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #4d4d4d; font-family: Arial, Helvetica, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 19px; list-style: none outside none; margin: 10px 0px 10px -5px; orphans: auto; outline: 0px; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: auto; word-spacing: 0px;&quot;&gt;
&lt;li style=&quot;background-attachment: scroll; background-color: transparent; background-image: url(http://www.esri.com/graphics/bluebullet.gif); background-position: 0px 3px; background-repeat: no-repeat no-repeat; border: 0px; font-size: 14px; margin: 7px 0px; outline: 0px; padding: 0px 0px 0px 21px; vertical-align: baseline;&quot;&gt;&lt;b style=&quot;border: 0px; font-size: 14px; font-weight: bold; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;Overlay layers&lt;/b&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;for combining two or more layers into one single layer to find which features are on top of other features, such as finding what land use is on top of what soil type&lt;/li&gt;
&lt;li style=&quot;background-attachment: scroll; background-color: transparent; background-image: url(http://www.esri.com/graphics/bluebullet.gif); background-position: 0px 3px; background-repeat: no-repeat no-repeat; border: 0px; font-size: 14px; margin: 7px 0px; outline: 0px; padding: 0px 0px 0px 21px; vertical-align: baseline;&quot;&gt;&lt;b style=&quot;border: 0px; font-size: 14px; font-weight: bold; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;Hot-spot analysis&lt;/b&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;to analyze incident data, such as traffic accidents, or the values associated with features (such as total sales for retail stores) and find statistically significant spatial clusters of high values (hot spots) and low values (cold spots)&lt;/li&gt;
&lt;li style=&quot;background-attachment: scroll; background-color: transparent; background-image: url(http://www.esri.com/graphics/bluebullet.gif); background-position: 0px 3px; background-repeat: no-repeat no-repeat; border: 0px; font-size: 14px; margin: 7px 0px; outline: 0px; padding: 0px 0px 0px 21px; vertical-align: baseline;&quot;&gt;&lt;b style=&quot;border: 0px; font-size: 14px; font-weight: bold; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;Explore correlations&lt;/b&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;to examine the strength of relationships among the numeric attributes of features, such as determining whether proximity to liquor stores has a strong and consistently positive relationship with crime&lt;/li&gt;
&lt;li style=&quot;background-attachment: scroll; background-color: transparent; background-image: url(http://www.esri.com/graphics/bluebullet.gif); background-position: 0px 3px; background-repeat: no-repeat no-repeat; border: 0px; font-size: 14px; margin: 7px 0px; outline: 0px; padding: 0px 0px 0px 21px; vertical-align: baseline;&quot;&gt;&lt;b style=&quot;border: 0px; font-size: 14px; font-weight: bold; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;Find existing locations&lt;/b&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;to select map features that meet a user&#39;s criteria either based on attributes (land value = vacant) or spatial queries (within one mile of a river)&lt;/li&gt;
&lt;li style=&quot;background-attachment: scroll; background-color: transparent; background-image: url(http://www.esri.com/graphics/bluebullet.gif); background-position: 0px 3px; background-repeat: no-repeat no-repeat; border: 0px; font-size: 14px; margin: 7px 0px; outline: 0px; padding: 0px 0px 0px 21px; vertical-align: baseline;&quot;&gt;&lt;b style=&quot;border: 0px; font-size: 14px; font-weight: bold; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;Data enrichment&lt;/b&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;to get information about the people, places, and businesses in a specific area or within a distance or drive time from a location&lt;/li&gt;
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Location Analytics Empowers More Business Systems&lt;/h3&gt;
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ArcGIS already delivers solutions for business intelligence (BI) platforms, such as IBM Cognos and Microsoft Office, and productivity and collaboration tools, like Microsoft Office and SharePoint. Now organizations with MicroStrategy BI and Microsoft Dynamics Customer Relationship Management will have the ability to analyze their data in a geographic context.&lt;/div&gt;
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While working within the systems they use every day, these users can do the following:&lt;/div&gt;
&lt;ul class=&quot;singleline&quot; style=&quot;-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #4d4d4d; font-family: Arial, Helvetica, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 19px; list-style: none outside none; margin: 10px 0px 10px -5px; orphans: auto; outline: 0px; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: auto; word-spacing: 0px;&quot;&gt;
&lt;li style=&quot;background-attachment: scroll; background-color: transparent; background-image: url(http://www.esri.com/graphics/bluebullet.gif); background-position: 0px 3px; background-repeat: no-repeat no-repeat; border: 0px; font-size: 14px; margin: 1px 0px; outline: 0px; padding: 0px 0px 0px 21px; vertical-align: baseline;&quot;&gt;Make maps that put data in a spatial context&lt;/li&gt;
&lt;li style=&quot;background-attachment: scroll; background-color: transparent; background-image: url(http://www.esri.com/graphics/bluebullet.gif); background-position: 0px 3px; background-repeat: no-repeat no-repeat; border: 0px; font-size: 14px; margin: 1px 0px; outline: 0px; padding: 0px 0px 0px 21px; vertical-align: baseline;&quot;&gt;Uncover and analyze spatial relationships that charts and graphs cannot reveal&lt;/li&gt;
&lt;li style=&quot;background-attachment: scroll; background-color: transparent; background-image: url(http://www.esri.com/graphics/bluebullet.gif); background-position: 0px 3px; background-repeat: no-repeat no-repeat; border: 0px; font-size: 14px; margin: 1px 0px; outline: 0px; padding: 0px 0px 0px 21px; vertical-align: baseline;&quot;&gt;Enhance their data with Esri basemaps and demographic data&lt;/li&gt;
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Esri Community Analyst and Esri Business Analyst Online also get productivity-enhancing facelifts and new capabilities, including the following:&lt;/div&gt;
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&lt;li style=&quot;background-attachment: scroll; background-color: transparent; background-image: url(http://www.esri.com/graphics/bluebullet.gif); background-position: 0px 3px; background-repeat: no-repeat no-repeat; border: 0px; font-size: 14px; margin: 7px 0px; outline: 0px; padding: 0px 0px 0px 21px; vertical-align: baseline;&quot;&gt;&lt;b style=&quot;border: 0px; font-size: 14px; font-weight: bold; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;Custom study areas&lt;/b&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;can be either hand drawn across multiple geographies (counties, block groups, etc.) or combined with existing geographies, such as three counties, into a single new geography for analysis and generating reports.&lt;/li&gt;
&lt;li style=&quot;background-attachment: scroll; background-color: transparent; background-image: url(http://www.esri.com/graphics/bluebullet.gif); background-position: 0px 3px; background-repeat: no-repeat no-repeat; border: 0px; font-size: 14px; margin: 7px 0px; outline: 0px; padding: 0px 0px 0px 21px; vertical-align: baseline;&quot;&gt;&lt;b style=&quot;border: 0px; font-size: 14px; font-weight: bold; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;Custom variables&lt;/b&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;can be created by defining data ranges, such as &quot;adults aged 55 to 75,&quot; to refine and focus analyses and color-coded maps.&lt;/li&gt;
&lt;li style=&quot;background-attachment: scroll; background-color: transparent; background-image: url(http://www.esri.com/graphics/bluebullet.gif); background-position: 0px 3px; background-repeat: no-repeat no-repeat; border: 0px; font-size: 14px; margin: 7px 0px; outline: 0px; padding: 0px 0px 0px 21px; vertical-align: baseline;&quot;&gt;&lt;b style=&quot;border: 0px; font-size: 14px; font-weight: bold; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;Custom labels,&lt;/b&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;as well as photos, captions, arrows, and flags, can be added to further enrich maps.&lt;/li&gt;
&lt;/ul&gt;
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Enterprise Security Integration&lt;/h3&gt;
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ArcGIS includes new, improved integration with an organization&#39;s enterprise systems, as well as security enhancements, such as federated authentication for ArcGIS Online and public key infrastructure (PKI) authentication for Portal for ArcGIS.&lt;/div&gt;
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&lt;a class=&quot;colorbox-image cboxElement&quot; href=&quot;http://www.esri.com/esri-news/arcnews/summer13articles/~/media/Images/Content/news/arcnews/summer13/p9p1-lg.jpg&quot; style=&quot;border: 0px; color: #2a7433; font-size: 14px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;&quot; title=&quot;Web maps bring mapping and GIS capabilities to everyone, on the web or on any device.&quot;&gt;&lt;img alt=&quot;Web maps bring mapping and GIS capabilities to everyone, on the web or on any device.&quot; height=&quot;217&quot; src=&quot;http://www.esri.com/esri-news/arcnews/summer13articles/~/media/Images/Content/news/arcnews/summer13/p9p1.jpg&quot; style=&quot;border: 0px; font-size: 14px; margin: 0px; outline: 0px; padding: 10px; vertical-align: baseline;&quot; width=&quot;300&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
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Web maps bring mapping and GIS capabilities to everyone, on the web or on any device.&lt;/div&gt;
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Federated authentication allows organizational account administrators to configure ArcGIS Online so that users can sign in using their enterprise user names and passwords that already exist within their organizations. This eliminates the need for multiple user credentials for separate applications and provides significant convenience to users in that they don&#39;t need to create and remember new user names and passwords. This type of authentication takes advantage of Security Assertion Markup Language (SAML), an open standard for exchanging authentication and authorization data between end users, identity providers, and service providers. For example, an organization can set up ArcGIS Online accounts to leverage the enterprise Windows Active Directory users, which allows the users to sign in once (aka: single sign on [SSO]) to access many different software systems.&lt;/div&gt;
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PKI authentication involves using pairs of public and private keys and a certificate authority to verify online identity. Security administrators use PKI to encrypt communication and transactions so that the information is only readable by authorized users and applications with valid digital certificates. For example, an organization can use PKI authentication to create tighter integration between on-premises implementations of Portal for ArcGIS; ArcGIS for Desktop; other ArcGIS applications; and the organization&#39;s enterprise security, data, and services to produce highly secure environments.&lt;/div&gt;
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New Opportunities for Developers&lt;/h3&gt;
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More and more companies, consultants, and Esri Partners are delivering mobile, desktop, and web apps built on ArcGIS APIs and software developer kits.&lt;/div&gt;
&lt;div style=&quot;-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #4d4d4d; font-family: Arial, Helvetica, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px 0px 10px; orphans: auto; outline: 0px; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: auto; word-spacing: 0px;&quot;&gt;
&lt;b style=&quot;border: 0px; font-size: 14px; font-weight: bold; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;A new pricing and licensing model&lt;/b&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;will offer scalable plans based on anticipated volume of use per month. Developers can use their ArcGIS Online subscription to take advantage of hosted services, including geocoding and place search, directions and routing, data query, and a wide selection of ready-to-use basemaps.&lt;/div&gt;
&lt;div style=&quot;-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #4d4d4d; font-family: Arial, Helvetica, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px 0px 10px; orphans: auto; outline: 0px; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: auto; word-spacing: 0px;&quot;&gt;
Later this year, an online marketplace-style venue will be available for developers to showcase their apps and sell them. More details will be coming soon.&lt;/div&gt;
&lt;div style=&quot;-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #4d4d4d; font-family: Arial, Helvetica, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px 0px 10px; orphans: auto; outline: 0px; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: auto; word-spacing: 0px;&quot;&gt;
&lt;b style=&quot;border: 0px; font-size: 14px; font-weight: bold; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;Geotrigger,&lt;/b&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;also available with ArcGIS, allows developers to build smart location-aware apps that are ideal for mobile advertising, analyzing when someone is in a place for a given amount of time, and monitoring the density of mobile users in regions. Geotrigger can be used in combination with other ArcGIS Online services, such as geocoding, routing, basemaps, and geoenrichment services. This state-of-the-art technology is designed to have low impact on mobile device batteries.&lt;/div&gt;
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ArcGIS: A Continuously Expanding and Sustainable Platform&lt;/h3&gt;
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ArcGIS 10.2 in another milestone in a constantly evolving platform. There are significant improvements in design and usability. It works on personal devices, such as smartphones and tablets, as well as on web and desktop apps, and is increasingly embedded in enterprise systems, large and small, within governments and businesses.&lt;/div&gt;
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ArcGIS serves real people by helping them add location to their workflows and giving them easy access to powerful analytic capabilities so that they can make plans based on solid information; respond effectively to issues affecting their communities and the environment; and, if necessary, take action in real time to protect their investments, assets, and personnel in the field.&lt;/div&gt;
&lt;div style=&quot;-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #4d4d4d; font-family: Arial, Helvetica, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px 0px 10px; orphans: auto; outline: 0px; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: auto; word-spacing: 0px;&quot;&gt;
ArcGIS also opens up tremendous opportunities for developers to build integrated solutions for solving their customers&#39; problems while growing their own business.&lt;/div&gt;
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ArcGIS is becoming part of everyday worklife for many more people around the world. They&#39;re using it to make better decisions and boost productivity. The work of GIS professionals is also expanding and growing more important. GIS-based maps and geographic analysis are in high demand and are used in nearly every industry to strategize, respond to events, and engage with customers and citizens.&lt;/div&gt;
&lt;div style=&quot;-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #4d4d4d; font-family: Arial, Helvetica, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px 0px 10px; orphans: auto; outline: 0px; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: auto; word-spacing: 0px;&quot;&gt;
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&lt;div style=&quot;-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #4d4d4d; font-family: Arial, Helvetica, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px 0px 10px; orphans: auto; outline: 0px; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: auto; word-spacing: 0px;&quot;&gt;
Source: &lt;a href=&quot;http://www.esri.com/&quot;&gt;www.esri.com&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #4d4d4d; font-family: Arial, Helvetica, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px 0px 10px; orphans: auto; outline: 0px; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: auto; word-spacing: 0px;&quot;&gt;
&amp;nbsp; &lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://forestry-gis-rs.blogspot.com/feeds/8101698691575621118/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/37336034735858121/8101698691575621118' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/8101698691575621118'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/8101698691575621118'/><link rel='alternate' type='text/html' href='http://forestry-gis-rs.blogspot.com/2013/08/arcgis-102-brings-transformational.html' title='ArcGIS 10.2 Brings Transformational Capabilities to Users'/><author><name>Athanassios Dim. Sapanidis</name><uri>http://www.blogger.com/profile/16358031001346040406</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1PIEmwHOyHP3Je1hvO4DcwLUMXa04hKqbwjoFIAabZzO3lufIu3z2_aYMx__0M6gp6GbBLPCPAoKcuroQJhlTkwYTdN58KYvbj2lL8PDBC_P8SBVj78WiatGFD-Nd5fqDaVr4uH5Vv7-Kzs5I4PJfw9CHlBrk3gAxsoxITIhrK68MXg/s1600/ChatGPT%20Image%20Dec%2029,%202025,%2007_59_31%20PM.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37336034735858121.post-1074926065623315963</id><published>2013-07-25T20:16:00.003+03:00</published><updated>2013-08-08T19:10:57.109+03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ARCGIS"/><category scheme="http://www.blogger.com/atom/ns#" term="ARCGIS EXTENSION"/><category scheme="http://www.blogger.com/atom/ns#" term="CAD"/><category scheme="http://www.blogger.com/atom/ns#" term="ESRI"/><category scheme="http://www.blogger.com/atom/ns#" term="GIS"/><category scheme="http://www.blogger.com/atom/ns#" term="ΓΠΣ"/><title type='text'>Webinar: How to Slice &#39;n Dice 10 Types of Data into Esri ArcGIS</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
How to Slice &#39;n Dice 10 Types of Data into Esri ArcGIS &lt;br /&gt;
&lt;br /&gt;
Wednesday, July 31 &lt;br /&gt;
8am PDT, 11am EDT, 3pm GMT&lt;br /&gt;
&lt;br /&gt;
Discover how to bring nearly any data into ArcGIS in a way that&#39;s usable to you.&lt;br /&gt;
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&lt;br /&gt;
&lt;br /&gt;
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&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://s1642.t.en25.com/e/er?s=1642&amp;amp;lid=634&amp;amp;elq=3838b1db9c054790982834f0ba4c59bc&quot;&gt;&lt;img height=&quot;400&quot; src=&quot;http://img.en25.com/EloquaImages/clients/SafeSoftwareInc/%7B14e504ad-889a-44b4-a6f6-2669402cbc61%7D_esri-arcgis-fme-diagram.png&quot; width=&quot;330&quot; /&gt;&lt;/a&gt; &lt;/div&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
You&#39;re invited to our upcoming &lt;a href=&quot;http://fme.safe.com/EsriWebinar&quot;&gt;webinar&lt;/a&gt; on using FME with Esri ArcGIS to see how you can:&lt;br /&gt;
&lt;br /&gt;
Easily load data from CAD, Point Cloud, BIM, Raster and more into ArcGIS &lt;br /&gt;
&lt;br /&gt;
Make ArcGIS data available to anyone, whether or not they&#39;re a GIS expert &lt;br /&gt;
Leverage ArcGIS Online&#39;s services without any coding including: drive-time polygons, GeoEnrichment, and geocoding&lt;br /&gt;
&lt;br /&gt;
Register &lt;a href=&quot;http://fme.safe.com/EsriWebinar&quot; target=&quot;_blank&quot;&gt;here&lt;/a&gt;.&lt;br /&gt;
&lt;br /&gt;
Source: &lt;a href=&quot;http://www.safe.com/&quot;&gt;www.safe.com&lt;/a&gt;&lt;br /&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://forestry-gis-rs.blogspot.com/feeds/1074926065623315963/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/37336034735858121/1074926065623315963' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/1074926065623315963'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/1074926065623315963'/><link rel='alternate' type='text/html' href='http://forestry-gis-rs.blogspot.com/2013/07/webinar-how-to-slice-n-dice-10-types-of.html' title='Webinar: How to Slice &#39;n Dice 10 Types of Data into Esri ArcGIS'/><author><name>Athanassios Dim. Sapanidis</name><uri>http://www.blogger.com/profile/16358031001346040406</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1PIEmwHOyHP3Je1hvO4DcwLUMXa04hKqbwjoFIAabZzO3lufIu3z2_aYMx__0M6gp6GbBLPCPAoKcuroQJhlTkwYTdN58KYvbj2lL8PDBC_P8SBVj78WiatGFD-Nd5fqDaVr4uH5Vv7-Kzs5I4PJfw9CHlBrk3gAxsoxITIhrK68MXg/s1600/ChatGPT%20Image%20Dec%2029,%202025,%2007_59_31%20PM.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37336034735858121.post-7748702841502708270</id><published>2013-04-30T19:03:00.000+03:00</published><updated>2013-08-08T19:10:02.440+03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ΔΑΣΙΚΟ ΚΤΗΜΑΤΟΛΟΓΙΟ"/><category scheme="http://www.blogger.com/atom/ns#" term="ΔΑΣΙΚΟΙ ΧΑΡΤΕΣ"/><title type='text'>ΣΥΝΕΧΙΣΗ ΔΙΑΔΙΚΑΣΙΑΣ ΥΠΟΒΟΛΗΣ ΑΝΤΙΡΡΗΣΕΩΝ ΚΑΤΑ ΤΩΝ ΑΝΑΡΤΗΜΕΝΩΝ ΔΑΣΙΚΩΝ ΧΑΡΤΩΝ ΤΗΣ ΤΟΠΙΚΗΣ ΕΝΟΤΗΤΑΣ ΧΟΡΤΙΑΤΗ ΚΑΙ ΤΟΠΙΚΗΣ ΚΟΙΝΟΤΗΤΑΣ ΑΣΒΕΣΤΟΧΩΡΙΟΥ ΤΟΥ ΔΗΜΟΥ ΠΥΛΑΙΑΣ - ΧΟΡΤΙΑΤΗ</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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Η Διεύθυνση Δασών Θεσσαλονίκης συνεχίζει τη διαδικασία υποβολής αντιρρήσεων κατά των αναρτημένων Δασικών Χαρτών της Τοπικής Ενότητας Χορτιάτη και της Τοπικής Κοινότητας Ασβεστοχωρίου, του Δήμου Πυλαίας - Χορτιάτη, που είχαν ανασταλεί προσωρινά στις 1-2-2013. Με το παρακάτω έγγραφο της (αρ. πρωτ. 35118/30-4-2013) καλεί όλους τους ενδιαφερόμενους στην υποβολή αντιρρήσεων, για τους κατοίκους εσωτερικού 8, 9 και 10 Μαίου 2013, για τους καοίκους εξωτερικού ως 30 Μαίου 2013.&lt;/div&gt;
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Για περισσότερες πληροφορίες επικοινωνήστε με το Τμήμα Χαρτογράφησης της Δ/νσης Δασών Θεσσαλονίκης, στα τηλ: 2313 309544 - 555.&lt;/div&gt;
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Οι παραπάνω Δασικοί Χάρτες δεν φέρουν καμία αλλαγή σε σχέση με αυτούς πριν την αναστολή (Ανάρτηση: &lt;a href=&quot;http://forestry-gis-rs.blogspot.gr/2013/02/blog-post.html&quot;&gt;http://forestry-gis-rs.blogspot.gr/2013/02/blog-post.html&lt;/a&gt;), οποτέ όσοι είχαν λόγους υποβολής αντιρρήσεων θα πρέπει να προσέλθουν στα παραπάνω χρονικά διαστήματα. Όσοι είχαν υποβάλει αντιρρήσεις πριν την αναστολή, ισχύει κανονικά η αντίρρησή τους και θα μεταβιβαστεί η υπόθεσή τους στις αρμόδιες ΕΠ.Ε.Α.&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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Πηγή: &lt;a href=&quot;http://www.wix.com/sapanidis/website&quot;&gt;&lt;span style=&quot;color: #0046fb;&quot;&gt;Αθανάσιος Δ. Σαπανίδης&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #0046fb;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://forestry-gis-rs.blogspot.com/feeds/7748702841502708270/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/37336034735858121/7748702841502708270' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/7748702841502708270'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/7748702841502708270'/><link rel='alternate' type='text/html' href='http://forestry-gis-rs.blogspot.com/2013/04/blog-post.html' title='ΣΥΝΕΧΙΣΗ ΔΙΑΔΙΚΑΣΙΑΣ ΥΠΟΒΟΛΗΣ ΑΝΤΙΡΡΗΣΕΩΝ ΚΑΤΑ ΤΩΝ ΑΝΑΡΤΗΜΕΝΩΝ ΔΑΣΙΚΩΝ ΧΑΡΤΩΝ ΤΗΣ ΤΟΠΙΚΗΣ ΕΝΟΤΗΤΑΣ ΧΟΡΤΙΑΤΗ ΚΑΙ ΤΟΠΙΚΗΣ ΚΟΙΝΟΤΗΤΑΣ ΑΣΒΕΣΤΟΧΩΡΙΟΥ ΤΟΥ ΔΗΜΟΥ ΠΥΛΑΙΑΣ - ΧΟΡΤΙΑΤΗ'/><author><name>Athanassios Dim. Sapanidis</name><uri>http://www.blogger.com/profile/16358031001346040406</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1PIEmwHOyHP3Je1hvO4DcwLUMXa04hKqbwjoFIAabZzO3lufIu3z2_aYMx__0M6gp6GbBLPCPAoKcuroQJhlTkwYTdN58KYvbj2lL8PDBC_P8SBVj78WiatGFD-Nd5fqDaVr4uH5Vv7-Kzs5I4PJfw9CHlBrk3gAxsoxITIhrK68MXg/s1600/ChatGPT%20Image%20Dec%2029,%202025,%2007_59_31%20PM.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEE3gUkO_68hAx4AL9oiJW7okS6hOxYIy1v2Hu9CU0Esedqm-6GEIUMYB_k54m3sx4Pg19e7N6W7kGFBVnZYi1E5fE2yMCbk-elWaBZnoNGNV0Pxy2gb3B6jPEHGC6Ymope4rgCGTd2g/s72-c/%25CE%2592%25CE%259556%25CE%259F%25CE%25A11%25CE%25A5-568-signed_Page_1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37336034735858121.post-8667333721972488556</id><published>2013-03-07T14:52:00.000+02:00</published><updated>2013-03-07T14:55:56.472+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="CSV"/><category scheme="http://www.blogger.com/atom/ns#" term="DATABASES"/><category scheme="http://www.blogger.com/atom/ns#" term="EXCEL"/><category scheme="http://www.blogger.com/atom/ns#" term="FME"/><category scheme="http://www.blogger.com/atom/ns#" term="GIS"/><category scheme="http://www.blogger.com/atom/ns#" term="NON-SPATIAL"/><category scheme="http://www.blogger.com/atom/ns#" term="SPATIAL DATA"/><category scheme="http://www.blogger.com/atom/ns#" term="SQL"/><category scheme="http://www.blogger.com/atom/ns#" term="SYNCADD"/><category scheme="http://www.blogger.com/atom/ns#" term="ΒΑΣΕΙΣ ΔΕΔΟΜΕΝΩΝ"/><category scheme="http://www.blogger.com/atom/ns#" term="ΓΠΣ"/><title type='text'>WEBINAR: How to Efficiently Transform Non-Spatial Data</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Wednesday, March 13 at 8am PDT / 11am EDT / 3pm GMT &lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Overview&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;Level: Introductory&lt;/u&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;FME supports a wide range of non-spatial data, from spreadsheets (CSV, Excel) to databases (SQL Server, Oracle) and to key applications (Salesforce, Socrata). In this webinar, discover how to easily transform non-spatial data for use, even adding a spatial component to your non-spatial data. You&#39;ll also hear how SYNCADD has been using FME to solve non-spatial challenges in a variety of situations.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span class=&quot;remove-absolute&quot; style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-color: rgb(75,75,75); font-size: 12px;&quot;&gt;While FME is best known for its spatial proficiency, it&#39;s also a 
powerful solution for &lt;a href=&quot;http://fme.safe.com/NonSpatialWebinar?elq=45c876c596aa4ae29072f014a1249c7d&amp;amp;elqCampaignId=94&quot; style=&quot;color: #e98300;&quot;&gt;non-spatial&lt;/a&gt;, 
letting you solve a more complete range of data challenges with one tool.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRFDcYAsqeDBZ5ziAUydhmVq1c0t9VRX85LJHztNYhW1PVqWwwQfyNRXj0X8Q0qnG5yZiqtTFHtMNhiRh3hg6YpGTHFDUaCOJfG7TOO301RcJC3lytssZx7i7eDdjmswgG3JOFi4R3xw/s1600/%257B287b4857-4e4b-4561-9507-1a853fb003f8%257D_excel-transformation.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;202&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRFDcYAsqeDBZ5ziAUydhmVq1c0t9VRX85LJHztNYhW1PVqWwwQfyNRXj0X8Q0qnG5yZiqtTFHtMNhiRh3hg6YpGTHFDUaCOJfG7TOO301RcJC3lytssZx7i7eDdjmswgG3JOFi4R3xw/s400/%257B287b4857-4e4b-4561-9507-1a853fb003f8%257D_excel-transformation.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;span class=&quot;remove-absolute&quot;&gt;&lt;span style=&quot;font-color: rgb(75,75,75); font-size: 12px;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-color: rgb(75,75,75); font-size: small;&quot;&gt;Join our webinar on March 13th and you will: &lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;ul style=&quot;text-align: justify;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-color: rgb(75,75,75); font-size: small;&quot;&gt;Learn how to transform data from spreadsheets (e.g. CSV, Excel) , databases (e.g. Oracle, SQL Server), online applications (e.g. Salesforce, Socrata), etc&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: justify;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-color: rgb(75,75,75); font-size: small;&quot;&gt;Integrate non-spatial data with your spatial infrastructure, and vice versa&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: justify;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-color: rgb(75,75,75); font-size: small;&quot;&gt;Discover how SYNCADD is solving a variety of non-spatial problems with FME, including performing ETL and sending automated spreadsheet reports&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: justify;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-color: rgb(75,75,75); font-size: small;&quot;&gt;Preview exciting new non-spatial capabilities to be added in FME 2013 SP1 &lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;span style=&quot;font-color: rgb(75,75,75); font-size: small;&quot;&gt;&lt;a href=&quot;http://fme.safe.com/NonSpatialWebinar?elq=45c876c596aa4ae29072f014a1249c7d&amp;amp;elqCampaignId=94&quot; target=&quot;_blank&quot;&gt;Reserve Your Seat Now&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-color: rgb(75,75,75); font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-color: rgb(75,75,75); font-size: small;&quot;&gt;Source: &lt;a href=&quot;http://www.safe.com/&quot;&gt;www.safe.com&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://forestry-gis-rs.blogspot.com/feeds/8667333721972488556/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/37336034735858121/8667333721972488556' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/8667333721972488556'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/8667333721972488556'/><link rel='alternate' type='text/html' href='http://forestry-gis-rs.blogspot.com/2013/03/webinar-how-to-efficiently-transform.html' title='WEBINAR: How to Efficiently Transform Non-Spatial Data'/><author><name>Athanassios Dim. Sapanidis</name><uri>http://www.blogger.com/profile/16358031001346040406</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1PIEmwHOyHP3Je1hvO4DcwLUMXa04hKqbwjoFIAabZzO3lufIu3z2_aYMx__0M6gp6GbBLPCPAoKcuroQJhlTkwYTdN58KYvbj2lL8PDBC_P8SBVj78WiatGFD-Nd5fqDaVr4uH5Vv7-Kzs5I4PJfw9CHlBrk3gAxsoxITIhrK68MXg/s1600/ChatGPT%20Image%20Dec%2029,%202025,%2007_59_31%20PM.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRFDcYAsqeDBZ5ziAUydhmVq1c0t9VRX85LJHztNYhW1PVqWwwQfyNRXj0X8Q0qnG5yZiqtTFHtMNhiRh3hg6YpGTHFDUaCOJfG7TOO301RcJC3lytssZx7i7eDdjmswgG3JOFi4R3xw/s72-c/%257B287b4857-4e4b-4561-9507-1a853fb003f8%257D_excel-transformation.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37336034735858121.post-5301764905657548033</id><published>2013-02-01T23:57:00.002+02:00</published><updated>2013-02-01T23:57:35.616+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ΔΑΣΙΚΟΙ ΧΑΡΤΕΣ"/><title type='text'>ΑΝΑΣΤΟΛΗ ΥΠΟΒΟΛΗΣ ΑΝΤΙΡΡΗΣΕΩΝ ΚΑΤΑ ΤΩΝ ΔΑΣΙΚΩΝ ΧΑΡΤΩΝ ΤΟΠΙΚΗΣ ΕΝΟΤΗΤΑΣ ΧΟΡΤΙΑΤΗ ΚΑΙ ΤΟΠΙΚΗΣ ΚΟΙΝΟΤΗΤΑΣ ΑΣΒΕΣΤΟΧΩΡΙΟΥ</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwh-DG3S719De0qUnDxrOzMntqT4UVBtfYDczeTGJUTwYW-7VgZNUUAGvsplM87uhnCznH8-_-5H3wu8Gdq5CwCUn_r0qwZr7rn4tX3KqcO1wK8hiSR9XQoP80YrxQWVmEpx8ru7lTxA/s1600/%25CE%2592%25CE%2595%25CE%2599%25CE%25A9%25CE%25A91%25CE%259F-77%25CE%2593-signed_Page_1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;/div&gt;
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Η Διεύθυνση Δασών Θεσσαλονίκης αναστέλει την διαδικασία υποβολής αντιρρήσεων κατά των αναρτηθέντων Δασικών Χαρτών της Τοπικής Ενότητας Χορτιάτη και Τοπικής Κοινότητας Ασβεστοχωρίου, βάσει του εγγράφου της με αριθ. πρωτ. 9419/1-2-2013 (ΑΔΑ: ΒΕΥΗΟΡ1Υ-ΦΒ0) και παρουσιάζεται παρακάτω.&lt;/div&gt;
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Η παραπάνω απόφαση προκλήθηκε από τη τροποποίηση Υ.Α. σύμφωνα με το ΦΕΚ 115/Β/25-1-2013 και οι επίμαχες σελίδες παρουσιάζονται παρακάτω.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKfmm76OZBbEgNBhijH76D85Bu6JbASDZiHOKsb0G0djUjZIozeDWw7uWPxHl8N29TdxJXxQ3JW7SBSB664iP4ZbADiaVx9_PSWbDAxqLBLFICDHuVSP60rdTLUKRP2r8-ixBk8hWArg/s1600/%25CE%25A6%25CE%2595%25CE%259A_115_%25CE%2592_2013_Page_4.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKfmm76OZBbEgNBhijH76D85Bu6JbASDZiHOKsb0G0djUjZIozeDWw7uWPxHl8N29TdxJXxQ3JW7SBSB664iP4ZbADiaVx9_PSWbDAxqLBLFICDHuVSP60rdTLUKRP2r8-ixBk8hWArg/s400/%25CE%25A6%25CE%2595%25CE%259A_115_%25CE%2592_2013_Page_4.jpg&quot; width=&quot;282&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Η παραπάνω συμπλήρωση - τροποποίηση της Υ.Α. 165387/410/3-2-2012 (ΦΕΚ 470/Β/2012), όπως αναφέρει το ΥΠΕΚΑ, προβλέπει τρίμηνη αναστολή της υποβολής αντιρρήσεων κατά των αναρτηθέντων δασικών χαρτών στους οποίους δεν έχουν απεικονιστεί τα όρια εγκεκριμένων πολεοδομικών μελετών και ρυμοτομικών σχεδίων (βλέπε 2, προσθήκη παραγράφου 12).&lt;/div&gt;
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Μεγάλη ομοιότητα της παραπάνω συμπλήρωσης - τροποποίησης παρουσιάζεται με την απόφαση της Οικονομικής Επιτροπής του Δήμου Πυλαίας - Χορτιάτη με αριθ. 14/16-1-2013 (ΑΔΑ: ΒΕΙΩΩ1Ο-77Γ), όπου ζητείται &quot;αναστολής της διαδικασίας υποβολής αντιρρήσεων&quot;. Η απόφαση του Δήμου παρουσιάζεται παρακάτω.&lt;/div&gt;
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&lt;b&gt;Προσοχή: οι ενδιαφερόμενοι για την υποβολή αντιρρήσεων κατά του Δασικού Χάρτη της Τοπικής Κοινότητας Εξοχής, θα πρέπει να καταθέσουν τις αντιρρήσεις τους στις υπάρχουσες ημερομηνιές, καθώς η αναστολή δεν αφορά το Δασικό Χάρτη Εξοχής (καταληκτική ημερομηνία 4-2-2013 για κατοίκους εσωτερικού και 25-2-2013 για κατοίκους εξωτερικού).&lt;/b&gt;&lt;/div&gt;
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Για περισσότερες πληροφορίες επικοινωνήστε με το Τμήμα Χαρτογράφησης της Δ/νσης Δασών Θεσσαλονίκης, στα τηλ: 2313 309544 - 555.&lt;/div&gt;
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Το μπλογκ επιφυλάσσεται για τυχόν παραλήψεις, αλλαγές καθώς και για τις ενδικοφανείς διαδικασίες των παραπάνω και θα επανέλθει σε νέα ανάρτηση με περισσότερες πληροφορίες και τις θέσεις του σχετικά με το θέμα της αναστολής και το παρασκήνιό του.&lt;/div&gt;
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Πηγή: &lt;a href=&quot;http://www.wix.com/sapanidis/website&quot;&gt;&lt;span style=&quot;color: #0046fb;&quot;&gt;Αθανάσιος Δ. Σαπανίδης&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;color: #0046fb;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://forestry-gis-rs.blogspot.com/feeds/5301764905657548033/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/37336034735858121/5301764905657548033' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/5301764905657548033'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/5301764905657548033'/><link rel='alternate' type='text/html' href='http://forestry-gis-rs.blogspot.com/2013/02/blog-post.html' title='ΑΝΑΣΤΟΛΗ ΥΠΟΒΟΛΗΣ ΑΝΤΙΡΡΗΣΕΩΝ ΚΑΤΑ ΤΩΝ ΔΑΣΙΚΩΝ ΧΑΡΤΩΝ ΤΟΠΙΚΗΣ ΕΝΟΤΗΤΑΣ ΧΟΡΤΙΑΤΗ ΚΑΙ ΤΟΠΙΚΗΣ ΚΟΙΝΟΤΗΤΑΣ ΑΣΒΕΣΤΟΧΩΡΙΟΥ'/><author><name>Athanassios Dim. Sapanidis</name><uri>http://www.blogger.com/profile/16358031001346040406</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1PIEmwHOyHP3Je1hvO4DcwLUMXa04hKqbwjoFIAabZzO3lufIu3z2_aYMx__0M6gp6GbBLPCPAoKcuroQJhlTkwYTdN58KYvbj2lL8PDBC_P8SBVj78WiatGFD-Nd5fqDaVr4uH5Vv7-Kzs5I4PJfw9CHlBrk3gAxsoxITIhrK68MXg/s1600/ChatGPT%20Image%20Dec%2029,%202025,%2007_59_31%20PM.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvAPmxMi4_OjjmzvGuOeHr1TAe4fgu30EQF5dDzec8yB5TRH9R5FOinzAzugHH662S4zdp0Rlm_ruM9agY-zRW8vNJcq2LJkBINkQ3MKblwZAFti4h3nym5UgFw0V-5np5hYg-zGe4Jw/s72-c/%25CE%2592%25CE%2595%25CE%25A5%25CE%2597%25CE%259F%25CE%25A11%25CE%25A5-%25CE%25A6%25CE%25920-signed_Page_1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37336034735858121.post-1895793620324210447</id><published>2012-12-01T10:13:00.000+02:00</published><updated>2012-12-07T20:06:09.404+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ΔΑΣΙΚΟΙ ΧΑΡΤΕΣ"/><title type='text'>ΑΝΑΡΤΗΣΗ ΔΑΣΙΚΩΝ ΧΑΡΤΩΝ ΣΕ 3 ΟΤΑ ΣΤΗΝ Π.Ε. ΘΕΣΣΑΛΟΝΙΚΗΣ</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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Η Δ/νση Δασών Θεσσαλονίκης προχώρησε στην ανάρτηση 3 Δασικών χαρτών των ΟΤΑ Ασβεστοχωρίου, Εξοχής και Χορτιάτη και προσκαλεί τους ενδιαφερόμενους στην υποβολή αντιρρήσεων κατά των χαρτών. Παρακάτω παρουσιάζεται το διάγραμμα των ορθοφωτοχαρτών που αναρτήθηκαν, καθώς και η περίληψη της ανακοίνωσης. Στο τέλος παρουσιάζονται οι σύνδεσμοι, όπου οι ενδιαφερόμενοι μπορούν να δουν και να κατεβάσουν τους δασικούς χάρτες (οι συνδεσμοι ενημερώθηκαν, καθώς και οι προθεσμίες υποβολής αντιρρήσεων).&lt;/div&gt;
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Αναλυτικά, το έγγραφο της ανάρτησης και των διαδικασιών που πρέπει να ακολουθήσουν οι ενδιαφερόμενοι, παρουσιάζεται παρακάτω.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPd9WsqZPEqJTFddh5LBSpgoibvYjnlSQpyBZhWtsVVAW66mucoIiIA2INSHi2k1gf0-mzTocMGFtpsaqfgvEoGsSgLuuQBSbXHKs0ZYKxwihdun23LF01ckdMAxzLdKLJmGs228P26A/s1600/%CE%95%CE%93%CE%93%CE%A1%CE%91%CE%A6%CE%9F+3+%CE%91%CE%BD%CE%AC%CF%81%CF%84%CE%B7%CF%83%CE%B7++3+%CE%9F%CE%A4%CE%91_Page_3.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPd9WsqZPEqJTFddh5LBSpgoibvYjnlSQpyBZhWtsVVAW66mucoIiIA2INSHi2k1gf0-mzTocMGFtpsaqfgvEoGsSgLuuQBSbXHKs0ZYKxwihdun23LF01ckdMAxzLdKLJmGs228P26A/s400/%CE%95%CE%93%CE%93%CE%A1%CE%91%CE%A6%CE%9F+3+%CE%91%CE%BD%CE%AC%CF%81%CF%84%CE%B7%CF%83%CE%B7++3+%CE%9F%CE%A4%CE%91_Page_3.jpg&quot; width=&quot;282&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
Η υποβολή αντιρρήσεων ορίζεται από την τελευταία μέρα δημοσίευσης στον Τύπο και είναι 60 μέρες για κατοίκους εσωτερικού &lt;b&gt;(4-2-2013)&lt;/b&gt; και 80 μέρες για κατοίκους εξωτερικού &lt;b&gt;(25-2-2013)&lt;/b&gt;.&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Τους αναρτημένους δασικούς χάρτες μπορείτε να τους βρείτε στις παρακάτω συνδέσεις:&lt;/div&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.damt.gov.gr/index.php?option=com_content&amp;amp;view=article&amp;amp;id=220%3A2011-05-09-12-41-00&amp;amp;catid=34&amp;amp;Itemid=24#%CE%94%CE%AE%CE%BC%CE%BF%CF%82%20%CE%A0%CF%85%CE%BB%CE%B1%CE%AF%CE%B1%CF%82-%CE%A7%CE%BF%CF%81%CF%84%CE%B9%CE%AC%CF%84%CE%B7%20-%20%CE%A4%CE%BF%CF%80%CE%B9%CE%BA%CE%AE%20%CE%95%CE%BD%CF%8C%CF%84%CE%B7%CF%84%CE%B1%20%CE%A7%CE%BF%CF%81%CF%84%CE%B9%CE%AC%CF%84%CE%B7%20%CE%BA%CE%B1%CE%B9%20%CE%A4%CE%BF%CF%80%CE%B9%CE%BA%CE%AD%CF%82%20%CE%9A%CE%BF%CE%B9%CE%BD%CF%8C%CF%84%CE%B7%CF%84%CE%B5%CF%82%20%CE%91%CF%83%CE%B2%CE%B5%CF%83%CF%84%CE%BF%CF%87%CF%89%CF%81%CE%AF%CE%BF%CF%85%20&amp;amp;%20%CE%95%CE%BE%CE%BF%CF%87%CE%AE%CF%82&quot; target=&quot;_blank&quot;&gt;ΑΠΟΚΕΝΤΡΩΜΕΝΗ ΔΙΟΙΚΗΣΗ ΜΑΚΕΔΟΝΙΑΣ - ΘΡΑΚΗΣ&lt;/a&gt; &lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.ypeka.gr/Default.aspx?tabid=816&amp;amp;sni[1205]=2159&amp;amp;language=el-GR&quot; target=&quot;_blank&quot;&gt;ΥΠΕΚΑ&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://gis.ktimanet.gr/wms/forestobjections/&quot; target=&quot;_blank&quot;&gt;ΚΤΗΜΑΤΟΛΟΓΙΟ Α.Ε. (υπηρεσία θέασης)&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Πηγή: Διεύθυνση Δασων Θεσσαλονίκης, &lt;a href=&quot;http://www.wix.com/sapanidis/website&quot;&gt;&lt;span style=&quot;color: #0046fb;&quot;&gt;Αθανάσιος Δ. Σαπανίδης&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;color: #0046fb;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&amp;nbsp;&lt;span style=&quot;color: #0046fb;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://forestry-gis-rs.blogspot.com/feeds/1895793620324210447/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/37336034735858121/1895793620324210447' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/1895793620324210447'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/1895793620324210447'/><link rel='alternate' type='text/html' href='http://forestry-gis-rs.blogspot.com/2012/12/3.html' title='ΑΝΑΡΤΗΣΗ ΔΑΣΙΚΩΝ ΧΑΡΤΩΝ ΣΕ 3 ΟΤΑ ΣΤΗΝ Π.Ε. ΘΕΣΣΑΛΟΝΙΚΗΣ'/><author><name>Athanassios Dim. Sapanidis</name><uri>http://www.blogger.com/profile/16358031001346040406</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1PIEmwHOyHP3Je1hvO4DcwLUMXa04hKqbwjoFIAabZzO3lufIu3z2_aYMx__0M6gp6GbBLPCPAoKcuroQJhlTkwYTdN58KYvbj2lL8PDBC_P8SBVj78WiatGFD-Nd5fqDaVr4uH5Vv7-Kzs5I4PJfw9CHlBrk3gAxsoxITIhrK68MXg/s1600/ChatGPT%20Image%20Dec%2029,%202025,%2007_59_31%20PM.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGqLqBaeCjt9yUsLjRjId86uJVcH1uq6c7cE8ssvyjMS_VpRAN7xkDkzn2XapBoyUxm07qCgHpC1RqvQrIczEYGvqW12Opgk5gV5-g3GTs_gq4NW_iN7jQD1spvOMjijZyCPtC2c8J1g/s72-c/%CE%A0%CE%A1%CE%9F%CE%A3%CE%91%CE%9D%CE%91%CE%A4%CE%9F%CE%9B%CE%99%CE%A3%CE%A4%CE%99%CE%9A%CE%9F%CE%A3_%CE%9C105_3_%CE%9F%CE%A4%CE%91.jpg" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Ναυαρίνου 28, Καλαμαριά 551 31, Ελλάδα</georss:featurename><georss:point>40.587268 22.9457201</georss:point><georss:box>40.5857605 22.943252599999997 40.588775500000004 22.9481876</georss:box></entry><entry><id>tag:blogger.com,1999:blog-37336034735858121.post-8762877323741992843</id><published>2012-10-10T19:46:00.000+03:00</published><updated>2012-10-10T19:56:53.913+03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="3D"/><category scheme="http://www.blogger.com/atom/ns#" term="ERDAS"/><category scheme="http://www.blogger.com/atom/ns#" term="GIS"/><category scheme="http://www.blogger.com/atom/ns#" term="IMAGINE"/><category scheme="http://www.blogger.com/atom/ns#" term="INTERGRAPH"/><category scheme="http://www.blogger.com/atom/ns#" term="PHOTOGRAMMETRY"/><category scheme="http://www.blogger.com/atom/ns#" term="REMOTE SENSING"/><category scheme="http://www.blogger.com/atom/ns#" term="ΓΠΣ"/><category scheme="http://www.blogger.com/atom/ns#" term="ΤΗΛΕΠΙΣΚΟΠΗΣΗ"/><title type='text'>Webinar: What&#39;s New in ERDAS IMAGINE 2013.</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Join us for a free webinar, What&#39;s New in ERDAS IMAGINE 2013.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4uRZ8zEGI7fDFiUzfARrXgibH8hXM5tgCAzmT_DuOo32NLBCIGuREyePSBfk-5_6MdoH3oKznDX0zMfWMJ26rEXOruBR6gY8FdVbvP9QR45-oGMBG1fJKGzTm1scbgTjv_xJaDnon8w/s1600/%257b9e5d151b-1b1b-46a9-a181-bb043d37128d%257d_imagine_vectors.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;199&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4uRZ8zEGI7fDFiUzfARrXgibH8hXM5tgCAzmT_DuOo32NLBCIGuREyePSBfk-5_6MdoH3oKznDX0zMfWMJ26rEXOruBR6gY8FdVbvP9QR45-oGMBG1fJKGzTm1scbgTjv_xJaDnon8w/s320/%257b9e5d151b-1b1b-46a9-a181-bb043d37128d%257d_imagine_vectors.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;/div&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;
ERDAS IMAGINE, the world’s leading geospatial data authoring system, incorporates geospatial image processing and analysis, remote sensing and GIS capabilities into a powerful, convenient package. During this webinar, we’ll highlight new point cloud features in &lt;a href=&quot;http://app.response.intergraph.com/e/er?s=628&amp;amp;lid=3931&amp;amp;elq=e0c37c897f204a5e86c055f9fa325987&quot;&gt;ERDAS IMAGINE 2013&lt;/a&gt; that provide 2D, 3D, and cross section views, as well as editing and many other operations; demonstrate a next-generation spatial modeler that enables you to build and execute both raster and vector processes in real time; showcase an updated IMAGINE Radar Mapping Suite that allows real-time ship tracking, on-the-fly georeferencing, and quick and easy detection of floods and spills; as well as provide an overview of the modernized, more user-friendly interfaces that you’ll see throughout the new portfolio. &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Please join us for a live webinar as we unveil these new capabilities and demonstrate what they can do for you!&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;http://app.response.intergraph.com/e/er?s=628&amp;amp;lid=4373&amp;amp;elq=e0c37c897f204a5e86c055f9fa325987&quot;&gt;Register now&lt;/a&gt;: October 16, 2012 | 10:00 AM US EDT (GMT -4)&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Source: &lt;a href=&quot;http://www.intergraph.com/&quot;&gt;www.intergraph.com&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://forestry-gis-rs.blogspot.com/feeds/8762877323741992843/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/37336034735858121/8762877323741992843' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/8762877323741992843'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/8762877323741992843'/><link rel='alternate' type='text/html' href='http://forestry-gis-rs.blogspot.com/2012/10/webinar-whats-new-in-erdas-imagine-2013.html' title='Webinar: What&#39;s New in ERDAS IMAGINE 2013.'/><author><name>Athanassios Dim. Sapanidis</name><uri>http://www.blogger.com/profile/16358031001346040406</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1PIEmwHOyHP3Je1hvO4DcwLUMXa04hKqbwjoFIAabZzO3lufIu3z2_aYMx__0M6gp6GbBLPCPAoKcuroQJhlTkwYTdN58KYvbj2lL8PDBC_P8SBVj78WiatGFD-Nd5fqDaVr4uH5Vv7-Kzs5I4PJfw9CHlBrk3gAxsoxITIhrK68MXg/s1600/ChatGPT%20Image%20Dec%2029,%202025,%2007_59_31%20PM.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4uRZ8zEGI7fDFiUzfARrXgibH8hXM5tgCAzmT_DuOo32NLBCIGuREyePSBfk-5_6MdoH3oKznDX0zMfWMJ26rEXOruBR6gY8FdVbvP9QR45-oGMBG1fJKGzTm1scbgTjv_xJaDnon8w/s72-c/%257b9e5d151b-1b1b-46a9-a181-bb043d37128d%257d_imagine_vectors.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37336034735858121.post-5253086654988293935</id><published>2012-10-03T18:06:00.000+03:00</published><updated>2012-10-03T18:06:50.780+03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ARCGIS"/><category scheme="http://www.blogger.com/atom/ns#" term="ESRI"/><category scheme="http://www.blogger.com/atom/ns#" term="GIS"/><category scheme="http://www.blogger.com/atom/ns#" term="MAP"/><category scheme="http://www.blogger.com/atom/ns#" term="ΓΠΣ"/><title type='text'>Webinar: Introduction to ArcGIS for Local Government</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyHZ8FCacYu1ciaNslFhqAVTgxYzthCMOnAQAjeLc1O18rfUX3WI9BdrMFLauYvz3gVoDC0euVS6m1lcseKdyP4KRpmPNrSItKW2XPY34sqz76kCXJLWhiuMI7s-mb4vWeNxf7qYINkw/s1600/training-banner.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;101&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyHZ8FCacYu1ciaNslFhqAVTgxYzthCMOnAQAjeLc1O18rfUX3WI9BdrMFLauYvz3gVoDC0euVS6m1lcseKdyP4KRpmPNrSItKW2XPY34sqz76kCXJLWhiuMI7s-mb4vWeNxf7qYINkw/s400/training-banner.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;b&gt;Learn the Basics in Just One Hour &lt;/b&gt;&lt;br /&gt; &lt;br /&gt;&lt;a href=&quot;http://autobahn.esri.com/esri/etrack.aspx?DSN=b9ca57b2fbe8cb42458807853387983f6a0f6be5ccdab113&amp;amp;FORMID=bad4ec4abc2614a5f02116d627273a2b&amp;amp;INTID=6ad86bfaf78385e6b6e9dd914e559be7&amp;amp;AUDID=8211e7808fc14eb47d03e14651d7cbef&amp;amp;DECODE=1&amp;amp;URL=http://training.esri.com/Gateway/index.cfm?fa=seminars.viewDetails&amp;amp;course_id=187&amp;amp;WT.mc_id=EmailCampaign14651&quot;&gt;Introduction to ArcGIS for Local Government&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Thursday, October 4, 2012&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
9:00 a.m., 11:00 a.m., and 3:00 p.m. (PDT) &lt;br /&gt;&lt;br /&gt;Join us for this online seminar to learn how to use the maps and apps in this new solution to meet your organization&#39;s business needs. &lt;br /&gt;&lt;br /&gt;Instructions for Viewing the Seminar &lt;/div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;a href=&quot;http://autobahn.esri.com/esri/etrack.aspx?DSN=b9ca57b2fbe8cb42458807853387983f6a0f6be5ccdab113&amp;amp;FORMID=bad4ec4abc2614a5f02116d627273a2b&amp;amp;INTID=6ad86bfaf78385e6b6e9dd914e559be7&amp;amp;AUDID=8211e7808fc14eb47d03e14651d7cbef&amp;amp;DECODE=1&amp;amp;URL=http://training.esri.com/campus/seminars/index.cfm?WT.mc_id=EmailCampaign14651&quot;&gt;Log in&lt;/a&gt; up to 30 minutes before the seminar begins. &lt;/li&gt;
&lt;li&gt;You will need an Esri Global Account. If you don&#39;t have one, you can &lt;a href=&quot;http://autobahn.esri.com/esri/etrack.aspx?DSN=b9ca57b2fbe8cb42458807853387983f6a0f6be5ccdab113&amp;amp;FORMID=bad4ec4abc2614a5f02116d627273a2b&amp;amp;INTID=6ad86bfaf78385e6b6e9dd914e559be7&amp;amp;AUDID=8211e7808fc14eb47d03e14651d7cbef&amp;amp;DECODE=1&amp;amp;URL=https://webaccounts.esri.com/CAS/index.cfm?fuseaction=Registration.ShowForm&amp;amp;WT.mc_id=EmailCampaign14651&quot;&gt;create one now&lt;/a&gt;. &lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;Are you unable to attend the live seminar? View it in the &lt;a href=&quot;http://autobahn.esri.com/esri/etrack.aspx?DSN=b9ca57b2fbe8cb42458807853387983f6a0f6be5ccdab113&amp;amp;FORMID=bad4ec4abc2614a5f02116d627273a2b&amp;amp;INTID=6ad86bfaf78385e6b6e9dd914e559be7&amp;amp;AUDID=8211e7808fc14eb47d03e14651d7cbef&amp;amp;DECODE=1&amp;amp;URL=http://training.esri.com/campus/seminars/recordings.cfm?WT.mc_id=EmailCampaign14651&quot;&gt;recorded seminars&lt;/a&gt; archive shortly after the live session.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;Presented by Scott Oppmann&lt;br /&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Seminar Overview&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;This seminar will provide an introduction to ArcGIS for Local Government solution, as well as a set of maps and apps for local government users. In this seminar, you will learn how to use the maps and apps to meet specific business needs in your organization. It will emphasize implementation best practices and describe how you can participate in this user community.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Key Points&lt;/b&gt;&lt;br /&gt;After viewing this seminar, you will understand how to:&lt;/div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;Discover the maps and apps provided in Esri’s local government solution.&lt;/li&gt;
&lt;li&gt;Leverage the Esri local government solution maps and apps in your organization.&lt;/li&gt;
&lt;li&gt;Participate in Esri’s local government community.&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Intended Audience&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;This seminar will be of interest to local government decision-makers and GIS professionals responsible for providing maps and apps to government employees and the citizens they serve.&lt;br /&gt; &lt;br /&gt; &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Source: &lt;a href=&quot;http://www.esri.com/&quot;&gt;www.esri.com&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://forestry-gis-rs.blogspot.com/feeds/5253086654988293935/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/37336034735858121/5253086654988293935' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/5253086654988293935'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/5253086654988293935'/><link rel='alternate' type='text/html' href='http://forestry-gis-rs.blogspot.com/2012/10/webinar-introduction-to-arcgis-for.html' title='Webinar: Introduction to ArcGIS for Local Government'/><author><name>Athanassios Dim. Sapanidis</name><uri>http://www.blogger.com/profile/16358031001346040406</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1PIEmwHOyHP3Je1hvO4DcwLUMXa04hKqbwjoFIAabZzO3lufIu3z2_aYMx__0M6gp6GbBLPCPAoKcuroQJhlTkwYTdN58KYvbj2lL8PDBC_P8SBVj78WiatGFD-Nd5fqDaVr4uH5Vv7-Kzs5I4PJfw9CHlBrk3gAxsoxITIhrK68MXg/s1600/ChatGPT%20Image%20Dec%2029,%202025,%2007_59_31%20PM.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyHZ8FCacYu1ciaNslFhqAVTgxYzthCMOnAQAjeLc1O18rfUX3WI9BdrMFLauYvz3gVoDC0euVS6m1lcseKdyP4KRpmPNrSItKW2XPY34sqz76kCXJLWhiuMI7s-mb4vWeNxf7qYINkw/s72-c/training-banner.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37336034735858121.post-5380848312846092454</id><published>2012-09-08T11:12:00.000+03:00</published><updated>2012-09-08T11:16:13.583+03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="LiDAR"/><category scheme="http://www.blogger.com/atom/ns#" term="PHOTOGRAMMETRY"/><category scheme="http://www.blogger.com/atom/ns#" term="POINT CLOUD"/><category scheme="http://www.blogger.com/atom/ns#" term="ΤΗΛΕΠΙΣΚΟΠΗΣΗ"/><title type='text'>Webinar: Maximizing the Power of Your Point Clouds</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Are you looking to leverage the wealth of information contained in point clouds, but need to know which tools will help you do the most with your data in the least amount of time? In the upcoming software release, Intergraph will release new photogrammetry, remote sensing, and server products that enable you to unlock the power of point clouds. &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtuzIsNCRi2m4-hZ6dcuaN8GMa5XNCaiaiO0cKpgrzhSydtbw3XRBHCsOkow_St2OeMu_k-4mTB_kUHypisZuxneqCr_-xklYfyOUyI9u0C7vFAvJquXvUJPEnSsUKOo0-05bWhX7tcg/s1600/%257be5f15817-b18c-4a7b-a6a5-82629b1bbed3%257d_lidar_210x112.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;180&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtuzIsNCRi2m4-hZ6dcuaN8GMa5XNCaiaiO0cKpgrzhSydtbw3XRBHCsOkow_St2OeMu_k-4mTB_kUHypisZuxneqCr_-xklYfyOUyI9u0C7vFAvJquXvUJPEnSsUKOo0-05bWhX7tcg/s320/%257be5f15817-b18c-4a7b-a6a5-82629b1bbed3%257d_lidar_210x112.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;During this webinar, we’ll demonstrate how our new point cloud analysis technology can help you leverage LiDAR and software-synthesized point clouds for forestry management, power corridor monitoring, and flood planning. While detailing those workflows, we’ll showcase our new tools for editing, measuring, analyzing, detecting change, RGB encoding, and batch processing. For users without LiDAR resources, we will illustrate a cost-effective alternative – the generation of high-density point clouds using point correlation with stereo imagery. Finally, we’ll show you how to organize and share your point-cloud data for better collaboration.&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://www2.gotomeeting.com/register/230630618&quot;&gt;Register Now&lt;/a&gt; - Tuesday, September 11 @ 10 AM, US EDT (GMT -4)&lt;br /&gt;
&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Source: &lt;a href=&quot;http://www.intergraph.com/&quot;&gt;http://www.intergraph.com&lt;/a&gt;&lt;br /&gt;
&amp;nbsp; &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://forestry-gis-rs.blogspot.com/feeds/5380848312846092454/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/37336034735858121/5380848312846092454' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/5380848312846092454'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/5380848312846092454'/><link rel='alternate' type='text/html' href='http://forestry-gis-rs.blogspot.com/2012/09/webinar-maximizing-power-of-your-point.html' title='Webinar: Maximizing the Power of Your Point Clouds'/><author><name>Athanassios Dim. Sapanidis</name><uri>http://www.blogger.com/profile/16358031001346040406</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1PIEmwHOyHP3Je1hvO4DcwLUMXa04hKqbwjoFIAabZzO3lufIu3z2_aYMx__0M6gp6GbBLPCPAoKcuroQJhlTkwYTdN58KYvbj2lL8PDBC_P8SBVj78WiatGFD-Nd5fqDaVr4uH5Vv7-Kzs5I4PJfw9CHlBrk3gAxsoxITIhrK68MXg/s1600/ChatGPT%20Image%20Dec%2029,%202025,%2007_59_31%20PM.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtuzIsNCRi2m4-hZ6dcuaN8GMa5XNCaiaiO0cKpgrzhSydtbw3XRBHCsOkow_St2OeMu_k-4mTB_kUHypisZuxneqCr_-xklYfyOUyI9u0C7vFAvJquXvUJPEnSsUKOo0-05bWhX7tcg/s72-c/%257be5f15817-b18c-4a7b-a6a5-82629b1bbed3%257d_lidar_210x112.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37336034735858121.post-8660953044758883956</id><published>2012-09-01T11:23:00.000+03:00</published><updated>2012-09-01T11:25:00.567+03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="geospatial"/><category scheme="http://www.blogger.com/atom/ns#" term="GIS"/><category scheme="http://www.blogger.com/atom/ns#" term="OGC"/><category scheme="http://www.blogger.com/atom/ns#" term="SDI"/><category scheme="http://www.blogger.com/atom/ns#" term="ΓΠΣ"/><title type='text'>Webinar: Portray Your Geography to the World</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Geospatial organizations need to use and distribute volumes of geospatial data, but disparate legacy information systems may hinder data sharing. When departments use different geospatial software and data formats, data silos result, forming obstacles to effective collaboration within the enterprise. Additional problems arise when trying to share data with outside organizations.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwwDAw-Pw3dh0MrqSwnhKi2cFt28zTokevQJK580DRT3BT7HEeYl6J34Ig8ZvOHw6iVGFvgf8iNbTIghq4JPJ9CBfEzC5UyU8jYGiO2LUhTRtH-2B2h5w0OnjWnLBs7IeGAWPLfmUkhg/s1600/%257b9ca2f4b2-37b6-48d4-9769-0a479e025aff%257d_geospatial_sdi.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;185&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwwDAw-Pw3dh0MrqSwnhKi2cFt28zTokevQJK580DRT3BT7HEeYl6J34Ig8ZvOHw6iVGFvgf8iNbTIghq4JPJ9CBfEzC5UyU8jYGiO2LUhTRtH-2B2h5w0OnjWnLBs7IeGAWPLfmUkhg/s320/%257b9ca2f4b2-37b6-48d4-9769-0a479e025aff%257d_geospatial_sdi.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;
Intergraph’s Spatial Data Infrastructure (SDI) solution removes the obstacles associated with distributing and using copied data. Adherence to industry standards, including INSPIRE, Open Geospatial Consortium (OGC®), and International Organization for Standardization (ISO), not only breaks down barriers, but also allows organizations to comply with government mandates. With Intergraph&#39;s Geospatial SDI and its powerful browser application, you can easily visualize and share accurate geospatial data to collaborate internally, and with government agencies, commercial businesses, and the public. During this webinar, we’ll demonstrate how this solution can benefit your organization.&lt;/div&gt;
&lt;br /&gt;
&lt;a href=&quot;https://www2.gotomeeting.com/register/863406146&quot;&gt;Register Now&lt;/a&gt; - Wednesday, September 5 @ 9 AM, US CDT (GMT -5)&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Source: &lt;a href=&quot;http://www.intergraph.com/&quot;&gt;http://www.intergraph.com/&lt;/a&gt;&amp;nbsp;&lt;/div&gt;
&amp;nbsp; &lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://forestry-gis-rs.blogspot.com/feeds/8660953044758883956/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/37336034735858121/8660953044758883956' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/8660953044758883956'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/8660953044758883956'/><link rel='alternate' type='text/html' href='http://forestry-gis-rs.blogspot.com/2012/09/webinar-portray-your-geography-to-world.html' title='Webinar: Portray Your Geography to the World'/><author><name>Athanassios Dim. Sapanidis</name><uri>http://www.blogger.com/profile/16358031001346040406</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1PIEmwHOyHP3Je1hvO4DcwLUMXa04hKqbwjoFIAabZzO3lufIu3z2_aYMx__0M6gp6GbBLPCPAoKcuroQJhlTkwYTdN58KYvbj2lL8PDBC_P8SBVj78WiatGFD-Nd5fqDaVr4uH5Vv7-Kzs5I4PJfw9CHlBrk3gAxsoxITIhrK68MXg/s1600/ChatGPT%20Image%20Dec%2029,%202025,%2007_59_31%20PM.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwwDAw-Pw3dh0MrqSwnhKi2cFt28zTokevQJK580DRT3BT7HEeYl6J34Ig8ZvOHw6iVGFvgf8iNbTIghq4JPJ9CBfEzC5UyU8jYGiO2LUhTRtH-2B2h5w0OnjWnLBs7IeGAWPLfmUkhg/s72-c/%257b9ca2f4b2-37b6-48d4-9769-0a479e025aff%257d_geospatial_sdi.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37336034735858121.post-5073675682987741991</id><published>2012-07-19T09:49:00.000+03:00</published><updated>2012-07-19T10:07:03.183+03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ARCGIS EXTENSION"/><category scheme="http://www.blogger.com/atom/ns#" term="CLOUD COMPUTING"/><category scheme="http://www.blogger.com/atom/ns#" term="GIS"/><category scheme="http://www.blogger.com/atom/ns#" term="ΓΠΣ"/><title type='text'>Release of the free GIS Cloud Publisher extension for Esri ArcMap</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;b style=&quot;background-color: black; text-align: justify;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;A single click solution to get your maps from desktop to the Cloud!&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;The extension is free and compatible with Esri ArcMap 9.x and 10.x. You can download it from the following link: &lt;a href=&quot;http://www.giscloud.com/download/giscloud-publisher-for-arcmap-setup.exe&quot;&gt;GIS Cloud Publisher for ArcMap (600kB)&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: black; color: white;&quot;&gt;Publishing GIS projects with traditional GIS tools is not easy. You have to set up your own server, being that a server from a commercial vendor or open-source, and follow that with maintaining the server and services, uploading your data from desktop, reconfiguring maps and generating tiles to be optimized for the Web, not to mention mobile and tablets. All these are, for the most part, daunting and/or expensive tasks.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;img height=&quot;244&quot; src=&quot;http://www.giscloud.com/wp-content/uploads/2012/05/arcmap-map.png&quot; width=&quot;400&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;background-color: black; color: white;&quot;&gt;A map in ArcMap&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: black; color: white;&quot;&gt;GIS Cloud already gives you a way to easily build and publish your maps on the Cloud, but there are still lots of maps and projects sitting on your desktops. Of course it is possible to upload all that data to GIS Cloud, but then you would have to go through the process of creating and setting up those maps once again.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: black; color: white;&quot;&gt;We have always been focused on making your GIS workflows more efficient to save you time and money. Therefore we are releasing today a GIS Cloud Publisher extension for one of the most popular desktop GIS tools out there: Esri ArcMap&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: black; color: white;&quot;&gt;The GIS Cloud Publisher for ArcMap extension enables you to publish your maps from ArcMap to GIS Cloud with only one click. It automatically uploads your data, symbology, layer structure and spatial references. The idea is that what you see in your desktop GIS is instantly replicated on your GIS Cloud account. Once your maps and data are on GIS Cloud, they are easily published to the public or embedded into your website/blog without a need for having your own servers.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;img height=&quot;243&quot; src=&quot;http://www.giscloud.com/wp-content/uploads/2012/05/arcmap-map-gc.png&quot; width=&quot;400&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;background-color: black; color: white;&quot;&gt;GIS Cloud Publisher Extension&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: black; color: white;&quot;&gt;Not everything is supported just yet. This is what we have so far:&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;background-color: black; color: white;&quot;&gt;maps and layers can be created and afterwards updated&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;background-color: black; color: white;&quot;&gt;you can choose which layers to export&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;background-color: black; color: white;&quot;&gt;your upload is secure through an SSL connection&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;background-color: black; color: white;&quot;&gt;all your vector data can be uploaded, regardless of the datasource&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;background-color: black; color: white;&quot;&gt;labels – these end up with a generic look only in GIS Cloud for now&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;background-color: black; color: white;&quot;&gt;point layer symbology support almost at 100%&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;background-color: black; color: white;&quot;&gt;simple line symbols – only solid lines&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;background-color: black; color: white;&quot;&gt;simple fill symbols – only single color fills&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;background-color: black; color: white;&quot;&gt;but! you’re free to use unique value categories or graduated color symbology&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: black; color: white;&quot;&gt;After one click your entire map with the data is in GIS Cloud:&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;img height=&quot;244&quot; src=&quot;http://www.giscloud.com/wp-content/uploads/2012/05/arcmap-at-gc.png&quot; width=&quot;400&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;background-color: black; color: white;&quot;&gt;Your desktop GIS map on GIS Cloud&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;The extension is free and compatible with Esri ArcMap 9.x and 10.x. You can download it from the following link: &lt;a href=&quot;http://www.giscloud.com/download/giscloud-publisher-for-arcmap-setup.exe&quot;&gt;GIS Cloud Publisher for ArcMap (600kB)&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;Source:&amp;nbsp;&lt;a href=&quot;http://www.giscloud.com/&quot;&gt;http://www.giscloud.com&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://forestry-gis-rs.blogspot.com/feeds/5073675682987741991/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/37336034735858121/5073675682987741991' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/5073675682987741991'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/5073675682987741991'/><link rel='alternate' type='text/html' href='http://forestry-gis-rs.blogspot.com/2012/07/release-of-free-gis-cloud-publisher.html' title='Release of the free GIS Cloud Publisher extension for Esri ArcMap'/><author><name>Athanassios Dim. Sapanidis</name><uri>http://www.blogger.com/profile/16358031001346040406</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1PIEmwHOyHP3Je1hvO4DcwLUMXa04hKqbwjoFIAabZzO3lufIu3z2_aYMx__0M6gp6GbBLPCPAoKcuroQJhlTkwYTdN58KYvbj2lL8PDBC_P8SBVj78WiatGFD-Nd5fqDaVr4uH5Vv7-Kzs5I4PJfw9CHlBrk3gAxsoxITIhrK68MXg/s1600/ChatGPT%20Image%20Dec%2029,%202025,%2007_59_31%20PM.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37336034735858121.post-7721059953132267465</id><published>2012-06-24T08:03:00.001+03:00</published><updated>2012-06-24T08:03:41.573+03:00</updated><title type='text'>QGIS 1.8 Release</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img border=&quot;0&quot; height=&quot;191&quot; src=&quot;http://qgis.org/images/stories/splash.png&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;
We are very pleased to announce the release of QGIS 1.8.0 &#39;Lisboa&#39;, the next in our development release series. This release contains new features and extends the programmatic interface over QGIS 1.0.x and QGIS 1.7.0.&lt;br /&gt;&lt;br /&gt;Binary and source code packages are available at:&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;http://download.qgis.org/&quot;&gt;http://download.qgis.org&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;If there is not yet a package for your platform on the above page, please check back regularly as packagers are still pushing out their work and they will update the download page to reflect the new packages. Along with the release of QGIS 1.8.0, the QGIS Community Team is hard at work on an updated QGIS Users&#39; Guide version 1.8.0. The guide will be available in the near future - we will post announcements when it is available.&lt;br /&gt;&lt;br /&gt;QGIS is a completely volunteer driven project, and is the work of a dedicated team of developers, documenters and supporters. We extend our thanks and gratitude for the many, many hours people have contributed to make this release happen. We would also like to thank our sponsors and donors for helping to promote our work through their financial contributions.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;About the new release&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;This is a new feature release. Building on the foundation of QGIS 1.7.x releases, Lisboa introduces many new features, improvements and bug fixes. Here is a visual summary of some of the key new features.&lt;br /&gt;&lt;br /&gt;QGIS Browser: a stand alone app and a new panel in QGIS. The browser lets you easily navigate your file system and connection based (PostGIS, WFS etc.) datasets, preview them and drag and drop items into the canvas.&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img border=&quot;0&quot; height=&quot;258&quot; src=&quot;http://qgis.org/images/stories/release-1.8/qgis-browser.png&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
Drag and drop layers with QGIS Browser&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;
DB Manager: the DB manager is now officially part of QGIS core. You can drag layers from the QGIS Browser into DB Manager and it will import your layer into your spatial database. Drag and drop tables between spatial databases and they will get imported. You can use the DB Manager to execute SQL queries against your spatial database and then view the spatial output for queries by adding the results to QGIS as a query layer. You can also create, edit, delete, and empty tables, and move them to another schema.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img border=&quot;0&quot; height=&quot;351&quot; src=&quot;http://qgis.org/images/stories/release-1.8/db-manager-2.png&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
Importing a layer into a database between QGIS Browser and DB Manager.&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img border=&quot;0&quot; height=&quot;338&quot; src=&quot;http://qgis.org/images/stories/release-1.8/dm-manager-2.png&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
Importing a layer into a SpatiaLite database from a PostGIS database in DB Manager.&lt;/div&gt;
&lt;br /&gt;New symbol layer types: Line Pattern Fill, Point Pattern Fill.&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img height=&quot;400&quot; src=&quot;http://qgis.org/images/stories/release-1.8/point-and-line-fills.png&quot; width=&quot;354&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
Examples of point and line fills.&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;
Terrain Analysis Plugin: a new core plugin was added for doing terrain analysis - and it can make really good looking colored relief maps.&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img border=&quot;0&quot; height=&quot;316&quot; src=&quot;http://qgis.org/images/stories/release-1.8/shaded-relief.png&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
Colored relief map created with the new plugin.&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;
Ellipse renderer: a new symbol layer type to render ellipse shapes (and also rectangles, triangles, crosses) by specifying width and height. Moreover, the symbol layer allows you to set all parameters (width, height, colors, rotation, outline with) from data fields, in mm or map units.&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img border=&quot;0&quot; height=&quot;287&quot; src=&quot;http://qgis.org/images/stories/release-1.8/ellipse-marker.png&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
Examples of symbols that can be rendered.&lt;/div&gt;
&lt;br /&gt;Support for nesting projects within other projects: embed content from other project files.&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img height=&quot;324&quot; src=&quot;http://qgis.org/images/stories/release-1.8/embed-layers-groups_01.png&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
The menu item to embed content.&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img height=&quot;241&quot; src=&quot;http://qgis.org/images/stories/release-1.8/embed-layers-groups_02.png&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
Select content from another project in this dialog.&lt;/div&gt;
&lt;br /&gt;Layer grouping: Option to add layers to selected or active group.&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img border=&quot;0&quot; height=&quot;378&quot; src=&quot;http://qgis.org/images/stories/release-1.8/layer-grouping.png&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
The new, convenient layer grouping method.&lt;/div&gt;
&lt;br /&gt;Message log: Lets you keep an eye on the messages QGIS generates during loading and operation.&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img border=&quot;0&quot; height=&quot;150&quot; src=&quot;http://qgis.org/images/stories/release-1.8/message-log.png&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
New message log window.&lt;/div&gt;
&lt;br /&gt;Customization: Allows setting up simplified QGIS interface by hiding various components of main window and widgets in dialogs.&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img height=&quot;378&quot; src=&quot;http://qgis.org/images/stories/release-1.8/customization-dialog.png&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
The list of elements to select from.&lt;/div&gt;
&lt;br /&gt;Action Tool: accessible from the map tools toolbar. It allows you to click on a vector feature and execute an action.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img border=&quot;0&quot; height=&quot;352&quot; src=&quot;http://qgis.org/images/stories/release-1.8/action-1.png&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
Configure an action&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img border=&quot;0&quot; height=&quot;188&quot; src=&quot;http://qgis.org/images/stories/release-1.8/action-2.png&quot; width=&quot;200&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
Activate the action tool and click on a feature ...&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img border=&quot;0&quot; height=&quot;316&quot; src=&quot;http://qgis.org/images/stories/release-1.8/action-3.png&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
... to execute the action.&lt;/div&gt;
&lt;br /&gt;New scale selector: select from a list of predefined scales&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img height=&quot;177&quot; src=&quot;http://qgis.org/images/stories/release-1.8/scale-selector.png&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
Select a predefined scale, or enter your own as before.&lt;/div&gt;
&lt;br /&gt;Pan To Selected tool: Pans the map to selected feature(s); does not change the zoom level.&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img height=&quot;58&quot; src=&quot;http://qgis.org/images/stories/release-1.8/pan-to-selection.png&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
The toolbar icon for the new tool.&lt;/div&gt;
&lt;br /&gt;Copy and paste styles between layers&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img height=&quot;400&quot; src=&quot;http://qgis.org/images/stories/release-1.8/copy-paste-style.png&quot; width=&quot;223&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
The menu item to copy a style.&lt;/div&gt;
&lt;br /&gt;Updated CRS selector dialog&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img height=&quot;400&quot; src=&quot;http://qgis.org/images/stories/release-1.8/crs-dialog.png&quot; width=&quot;326&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
The new dialog.&lt;/div&gt;
&lt;br /&gt;New plugin repository: Note that the old repository is now no longer supported by default; plugin authors are kindly requested to move their plugins to the new repository.&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img height=&quot;379&quot; src=&quot;http://qgis.org/images/stories/release-1.8/new-plugins-repository.png&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
The new repository&#39;s pretty (inter)face!&lt;/div&gt;
&lt;br /&gt;Legend-independent drawing order: The order seen in the legend can be different from the display order. This allows you to order your layers in order of importance, for example, but to still display them in the correct order.&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img height=&quot;385&quot; src=&quot;http://qgis.org/images/stories/release-1.8/layer-ordering.png&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;The new layer order list is optional. Checking the &quot;control rendering order&quot; box underneath the list of layers will cause a revert to default behavior.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Other noteworthy changes with this release&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;ul&gt;
&lt;li&gt;Action Tool - now there is a tool on the map tools toolbar that will allow you to click on a vector feature and execute an action.&lt;/li&gt;
&lt;li&gt;MSSQL Spatial Support - you can now connect to your Microsoft SQL Server spatial databases using QGIS.&lt;/li&gt;
&lt;li&gt;Composers - have multiple lines on legend items using a specified character&lt;/li&gt;
&lt;li&gt;Expression based labelling&lt;/li&gt;
&lt;li&gt;Heatmap tool - a new core plugin has been added for generating raster heatmaps from point data. You may need to activate this plugin using the plugin manager.&lt;/li&gt;
&lt;li&gt;GPS Tracking - The GPS live tracking user interface was overhauled and many fixes and improvements were added to it.&lt;/li&gt;
&lt;li&gt;Menu Re-organisation - The menus were re-organised a little - we now have separate menus for Vector and Raster and many plugins were updated to place their menus in the new Vector and Raster top level menus.&lt;/li&gt;
&lt;li&gt;Offset Curves - a new digitising tool for creating offset curves was added.&lt;/li&gt;
&lt;li&gt;Option to add layers to selected or active group&lt;/li&gt;
&lt;li&gt;New tools in Vector menu - densify geoemtries, Build spatial index&lt;/li&gt;
&lt;li&gt;Export/add geometry column tool can export info using layer CRS, project CRS or ellipsoidal measurements&lt;/li&gt;
&lt;li&gt;Model/view based tree for rules in rule-based renderer&lt;/li&gt;
&lt;li&gt;Improvements in Spatial Bookmarks&lt;/li&gt;
&lt;li&gt;Plugin metadata in metadata.txt&lt;/li&gt;
&lt;li&gt;Refactored postgres data provider: support for arbitrary key (including non-numeric and multi column), support for requesting a certain geometry type and/or srid in QgsDataSourceURI&lt;/li&gt;
&lt;li&gt;Added gdal_fillnodata to GDALTools plugin&lt;/li&gt;
&lt;li&gt;Support for PostGIS TopoGeometry datatype&lt;/li&gt;
&lt;li&gt;Python bindings for vector field symbol layer and general updates to the python bindings.&lt;/li&gt;
&lt;li&gt;Benchmark program&lt;/li&gt;
&lt;li&gt;Row cache for attribute table&lt;/li&gt;
&lt;li&gt;UUID generation widget for attribute table&lt;/li&gt;
&lt;li&gt;Added support of editable views in SpatiaLite databases&lt;/li&gt;
&lt;li&gt;Expression based widget in field calculator&lt;/li&gt;
&lt;li&gt;Creation of event layers in analysis lib using linear referencing&lt;/li&gt;
&lt;li&gt;Load/save layer style (new symbology) from/to SLD document&lt;/li&gt;
&lt;li&gt;WFS support in QGIS Server&lt;/li&gt;
&lt;li&gt;Option to skip WKT geometry when copying from attribute table&lt;/li&gt;
&lt;li&gt;Support for zipped and gzipped layers&lt;/li&gt;
&lt;li&gt;Test suite now passes all tests on major platforms and nightly tests&lt;/li&gt;
&lt;li&gt;Set tile size for WMS layers&lt;/li&gt;
&lt;/ul&gt;
Source: &lt;a href=&quot;http://qgis.org/&quot;&gt;http://qgis.org&lt;/a&gt;&lt;br /&gt;
&amp;nbsp;&lt;a href=&quot;http://qgis.org/en/component/content/article/149.html&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://forestry-gis-rs.blogspot.com/feeds/7721059953132267465/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/37336034735858121/7721059953132267465' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/7721059953132267465'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/7721059953132267465'/><link rel='alternate' type='text/html' href='http://forestry-gis-rs.blogspot.com/2012/06/qgis-18-release.html' title='QGIS 1.8 Release'/><author><name>Athanassios Dim. Sapanidis</name><uri>http://www.blogger.com/profile/16358031001346040406</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1PIEmwHOyHP3Je1hvO4DcwLUMXa04hKqbwjoFIAabZzO3lufIu3z2_aYMx__0M6gp6GbBLPCPAoKcuroQJhlTkwYTdN58KYvbj2lL8PDBC_P8SBVj78WiatGFD-Nd5fqDaVr4uH5Vv7-Kzs5I4PJfw9CHlBrk3gAxsoxITIhrK68MXg/s1600/ChatGPT%20Image%20Dec%2029,%202025,%2007_59_31%20PM.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37336034735858121.post-6451560052780284561</id><published>2012-05-10T08:54:00.000+03:00</published><updated>2012-05-17T19:29:28.452+03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ΔΑΣΙΚΟΙ ΧΑΡΤΕΣ"/><title type='text'>ΑΝΑΡΤΗΣΗ ΔΑΣΙΚΩΝ ΧΑΡΤΩΝ ΣΕ 12 ΟΤΑ ΣΤΟ Ν. ΘΕΣΣΑΛΟΝΙΚΗΣ</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg224r4Av2vna56F4lRoDSXn0k6Ui47HojemJDsECmqRKH69zyyA0_Bn2KVLmyZEvamYMkUV1fjf3xiNJATcK8Ms2Rf3ePmpZdlioMR166i4otj3VEsPZNrzmgqEs9zmb_WH5-i_6Udnw/s1600/ORTHO.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;263&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg224r4Av2vna56F4lRoDSXn0k6Ui47HojemJDsECmqRKH69zyyA0_Bn2KVLmyZEvamYMkUV1fjf3xiNJATcK8Ms2Rf3ePmpZdlioMR166i4otj3VEsPZNrzmgqEs9zmb_WH5-i_6Udnw/s400/ORTHO.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;b&gt;ΠΕΡΙΛΗΨΗ ΑΝΑΚΟΙΝΩΣΗΣ ΑΝΑΡΤΗΣΗΣ ΚΑΙ ΠΡΟΣΚΛΗΣΗΣ ΥΠΟΒΟΛΗΣ ΑΝΤΙΡΡΗΣΕΩΝ&lt;br /&gt; &lt;/b&gt;&lt;br /&gt;
Από τη Διεύθυνση Δασών Νομού Θεσσαλονίκης, που έχει έδρα την Θεσσαλονίκη, ανακοινώνεται ότι με το υπ’ αριθμ. 35508/8-5-2012 έγγραφό μας, αναρτήθηκαν την Τρίτη 8 Μαϊου 2012, οι δώδεκα (12) δασικοί χάρτες των Τοπικών Κοινοτήτων Αγίας Τριάδας, Περαίας και Ν. Επιβατών του Δήμου Θερμαϊκού, οι δασικοί χάρτες των Τοπικών Κοινοτήτων Θέρμης, Βασιλικών, Ταγαράδων, Ν. Ραιδεστού, Ν. Ρυσίου και Πλαγιαρίου του Δήμου Θέρμης, ο δασικός χάρτης του Δήμου Καλαμαριάς, ο δασικός χάρτης της Τοπικής Κοινότητας Ανάληψης του Δήμου Λαγκαδά και ο δασικός χάρτης της Τοπικής Κοινότητας Μοδίου του Δήμου Βόλβης , σύμφωνα με τις διατάξεις των άρθρων 13 και 14 του Ν. 3889/2010 (Φ.Ε.Κ. 182Α΄).&lt;br /&gt;
&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;Με την παραπάνω ανάρτηση, η οποία έχει γίνει στους χώρους ανακοινώσεων της υπηρεσίας μας, των Δασαρχείων Θεσσαλονίκης, Λαγκαδά και Σταυρού, των Δήμων Θερμαϊκού, Θέρμης, Καλαμαριάς , Λαγκαδά και Βόλβης, απευθύνεται ταυτόχρονα πρόσκληση για υποβολή αντιρρήσεων κάθε ενδιαφερομένου κατά του περιεχομένου των αναρτηθέντων δασικών χαρτών, εντός αποκλειστικής προθεσμίας εξήντα (60) ημερών, η οποία αρχίζει από την τελευταία δημοσίευση της ανωτέρω ανακοίνωσης στον τύπο. Για τους κατοικούντες ή διαμένοντες στην αλλοδαπή, η παραπάνω προθεσμία παρατείνεται κατά είκοσι (20 ) ημέρες.&lt;br /&gt;
&lt;br /&gt;
Το έντυπο υποβολής αντιρρήσεων είναι διαθέσιμο στα γραφεία της υπηρεσίας μας, των Δασαρχείων Θεσσαλονίκης, Λαγκαδά και Σταυρού, των Δήμων Θερμαϊκού, Θέρμης, Καλαμαριάς, Λαγκαδά και Βόλβης. Επίσης, είναι διαθέσιμο σε ψηφιακή μορφή στις ιστοσελίδες του Υ.Π.Ε.Κ.Α., της Αποκεντρωμένης Διοίκησης Μακεδονίας Θράκης, της Κτηματολόγιο Α.Ε. Για τον τρόπο υποβολής των αντιρρήσεων ισχύουν τα αναφερόμενα στις διατάξεις του άρθρου 16 Ν. 3889/10 και του αριθ. 115488/405/1-7-2011 εγγράφου της Δ/νσης Δασικών Χαρτών του Υπουργείου Π.Ε.Κ.Α..&lt;br /&gt;
&lt;br /&gt;
Η υπηρεσία και ο χώρος συγκέντρωσης των αντιρρήσεων που θα υποβληθούν ή θα αποσταλούν, για την περαιτέρω επεξεργασία τους σύμφωνα με τα οριζόμενα στις διατάξεις του άρθρου 17 του Ν. 3889/2010 είναι τα γραφεία της Δ/νσης Δασών Ν. Θεσσαλονίκης, στη διεύθυνση Ναυαρίνου 28- Τ.Κ. 551 31 Καλαμαριά, γραφείο 407 τηλ.: 2313-309555 και 2313-309556.&lt;br /&gt;
&lt;br /&gt;
Οι αντιρρήσεις μπορούν να κατατίθενται και ηλεκτρονικά μέσω της ιστοσελίδας της Κτηματολόγιο Α.Ε..&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ο Δ/ΝΤΗΣ ΔΑΣΩΝ Ν. ΘΕΣΣΑΛΟΝΙΚΗΣ&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Δρ. Αϊναλής Απόστολος&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Δασολόγος&lt;br /&gt;
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&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
(Την πρόσκληση μπορείτε να τη βρείτε &lt;a href=&quot;https://skydrive.live.com/?cid=09bc7221ff54d5be#%21/view.aspx?cid=09BC7221FF54D5BE&amp;amp;resid=9BC7221FF54D5BE%21445&quot; target=&quot;_blank&quot;&gt;εδώ&lt;/a&gt;.)&lt;br /&gt;
&lt;br /&gt;
Τους αναρτημένους δασικούς χάρτες μπορείτε να τους βρείτε στις παρακάτω συνδέσεις:&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.damt.gov.gr/index.php?option=com_content&amp;amp;view=article&amp;amp;id=220%3A2011-05-09-12-41-00&amp;amp;catid=34&amp;amp;Itemid=24&quot; target=&quot;_blank&quot;&gt;ΑΠΟΚΕΝΤΡΩΜΕΝΗ ΔΙΟΙΚΗΣΗ ΜΑΚΕΔΟΝΙΑΣ - ΘΡΑΚΗΣ&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.ypeka.gr/Default.aspx?tabid=757&amp;amp;language=el-GR&quot; target=&quot;_blank&quot;&gt;ΥΠΕΚΑ&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://gis.ktimanet.gr/wms/forestobjections/&quot; target=&quot;_blank&quot;&gt;ΚΤΗΜΑΤΟΛΟΓΙΟ Α.Ε. (υπηρεσία θέασης)&lt;/a&gt; &lt;br /&gt;
&lt;br /&gt;
Πηγή: Διεύθυνση Δασων Θεσσαλονίκης, &lt;a href=&quot;http://www.wix.com/sapanidis/website&quot;&gt;&lt;span style=&quot;color: #0046fb;&quot;&gt;Αθανάσιος Δημ. Σαπανίδης&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;color: #0046fb;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&amp;nbsp; &lt;span style=&quot;color: #0046fb;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://forestry-gis-rs.blogspot.com/feeds/6451560052780284561/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/37336034735858121/6451560052780284561' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/6451560052780284561'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/6451560052780284561'/><link rel='alternate' type='text/html' href='http://forestry-gis-rs.blogspot.com/2012/05/12.html' title='ΑΝΑΡΤΗΣΗ ΔΑΣΙΚΩΝ ΧΑΡΤΩΝ ΣΕ 12 ΟΤΑ ΣΤΟ Ν. ΘΕΣΣΑΛΟΝΙΚΗΣ'/><author><name>Athanassios Dim. Sapanidis</name><uri>http://www.blogger.com/profile/16358031001346040406</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1PIEmwHOyHP3Je1hvO4DcwLUMXa04hKqbwjoFIAabZzO3lufIu3z2_aYMx__0M6gp6GbBLPCPAoKcuroQJhlTkwYTdN58KYvbj2lL8PDBC_P8SBVj78WiatGFD-Nd5fqDaVr4uH5Vv7-Kzs5I4PJfw9CHlBrk3gAxsoxITIhrK68MXg/s1600/ChatGPT%20Image%20Dec%2029,%202025,%2007_59_31%20PM.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg224r4Av2vna56F4lRoDSXn0k6Ui47HojemJDsECmqRKH69zyyA0_Bn2KVLmyZEvamYMkUV1fjf3xiNJATcK8Ms2Rf3ePmpZdlioMR166i4otj3VEsPZNrzmgqEs9zmb_WH5-i_6Udnw/s72-c/ORTHO.jpg" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Τυρολόης 1, Καλαμαριά 55131, Ελλάς</georss:featurename><georss:point>40.586597959415919 22.945332527160645</georss:point><georss:box>40.585090459415916 22.942865027160643 40.588105459415921 22.947800027160646</georss:box></entry><entry><id>tag:blogger.com,1999:blog-37336034735858121.post-3252253402401526950</id><published>2012-05-08T10:27:00.000+03:00</published><updated>2012-05-08T10:32:06.501+03:00</updated><title type='text'>Επετειακή εκδήλωση «20 χρόνια LIFE» (14-15-16 Μαίου 2012)</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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Π Ρ Ο Σ Κ Λ Η Σ Η &lt;br /&gt;
&lt;br /&gt;
Επετειακή εκδήλωση «20 χρόνια LIFE» &lt;br /&gt;
&lt;br /&gt;
Συμβολή του Προγράμματος «Life» στην Αποκατάσταση των Δασικών Οικοσυστημάτων &lt;br /&gt;
14 Μαΐου, 2012 &lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&amp;amp; &lt;br /&gt;
&lt;br /&gt;
Σενιμάριο  &lt;br /&gt;
«Καινοτομίες στην Παραγωγή Δασοπονικών Φυταρίων » &lt;br /&gt;
15-16 Μαΐου, 2012 &lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp_kh6EVc5f0zbTkilqV6r3Ny4WN7Q9Xk_fyx0c0UWaY-5nzo4qqQI3CsABv7EWqYk0zubptfy55V-LX9hAUlkfk3khDYPTgY0ujR2_rs0-xyRIdVD2Nv6N44Fh2h_e3PM3wJwROIO4w/s1600/life_20.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;188&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp_kh6EVc5f0zbTkilqV6r3Ny4WN7Q9Xk_fyx0c0UWaY-5nzo4qqQI3CsABv7EWqYk0zubptfy55V-LX9hAUlkfk3khDYPTgY0ujR2_rs0-xyRIdVD2Nv6N44Fh2h_e3PM3wJwROIO4w/s200/life_20.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;Η συντονίστρια και οι συμμετέχουσες ερευνητικές ομάδες σας προσκαλούν στην  επετειακή εκδήλωση «20 χρόνια του «LIFE» και στην Επιστημονική Συνάντηση «Καινοτομίες στην Παραγωγή Δασοπονικών Φυταρίων » &lt;br /&gt;
που θα πραγματοποιηθεί στα πλαίσια του προγράμματος LIFE09 NAT/GR/000326 – VERENIKE (&lt;a href=&quot;http://www.verenikelife2009.gr/&quot;&gt;WWW.VERENIKELIFE2009.GR&lt;/a&gt;),   &lt;br /&gt;
&lt;br /&gt;
στην αίθουσα του Κέντρου Γεωργικής Έρευνας Βόρειας Ελλάδας (ΚΓΕΒΕ-ΕΘΙΑΓΕ), στη Θέρμη (βλέπε σχεδιάγραμμα). &lt;br /&gt;
&lt;br /&gt;
Η παρουσία σας θα αποτελέσει για εμάς ιδιαίτερη  τιμή. &lt;br /&gt;
&lt;br /&gt;
Συντονίστρια &amp;amp; Επιστημονικός υπεύθυνος του προγράμματος LIFE09 NAT/GR/000326 – VERENIKE &lt;br /&gt;
&lt;br /&gt;
Δρ. Καλλιόπη  Ραδόγλου   &lt;br /&gt;
&lt;br /&gt;
Καθηγήτρια, Δ.Π.Θ. &lt;br /&gt;
&lt;br /&gt;
e-mail: radoglou@fri.gr        &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Την πρόσκληση, το ενημερωτικό φυλλάδιο και το έντυπο συμμετοχής μπορείτε να τα βρείτε &lt;a href=&quot;https://skydrive.live.com/?cid=09bc7221ff54d5be&amp;amp;resid=9BC7221FF54D5BE%21438&amp;amp;id=9BC7221FF54D5BE%21438&quot; target=&quot;_blank&quot;&gt;εδώ&lt;/a&gt;. &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Πηγή: Ελευθερία Δάλμαρη, &lt;a href=&quot;http://www.wix.com/sapanidis/website&quot;&gt;Αθανάσιος Δημ. Σαπανίδης&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp; &lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://forestry-gis-rs.blogspot.com/feeds/3252253402401526950/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/37336034735858121/3252253402401526950' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/3252253402401526950'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37336034735858121/posts/default/3252253402401526950'/><link rel='alternate' type='text/html' href='http://forestry-gis-rs.blogspot.com/2012/05/20-life-14-15-16-2012.html' title='Επετειακή εκδήλωση «20 χρόνια LIFE» (14-15-16 Μαίου 2012)'/><author><name>Athanassios Dim. Sapanidis</name><uri>http://www.blogger.com/profile/16358031001346040406</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1PIEmwHOyHP3Je1hvO4DcwLUMXa04hKqbwjoFIAabZzO3lufIu3z2_aYMx__0M6gp6GbBLPCPAoKcuroQJhlTkwYTdN58KYvbj2lL8PDBC_P8SBVj78WiatGFD-Nd5fqDaVr4uH5Vv7-Kzs5I4PJfw9CHlBrk3gAxsoxITIhrK68MXg/s1600/ChatGPT%20Image%20Dec%2029,%202025,%2007_59_31%20PM.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp_kh6EVc5f0zbTkilqV6r3Ny4WN7Q9Xk_fyx0c0UWaY-5nzo4qqQI3CsABv7EWqYk0zubptfy55V-LX9hAUlkfk3khDYPTgY0ujR2_rs0-xyRIdVD2Nv6N44Fh2h_e3PM3wJwROIO4w/s72-c/life_20.jpg" height="72" width="72"/><thr:total>0</thr:total></entry></feed>