tag:blogger.com,1999:blog-59703151349125588642024-03-16T10:05:01.180+01:00JGrass Tech Tips...a summary of how-to-do-(mostly-GIS)-development-things in HortonMachine-gvSIG-Geopaparazzi-uDig-Eclipse-Java as they pass me by...
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That's all folks... and code!moovidahttp://www.blogger.com/profile/14796065912904641378noreply@blogger.comBlogger298125tag:blogger.com,1999:blog-5970315134912558864.post-14157866231542826752023-12-29T16:58:00.003+01:002023-12-29T16:58:42.978+01:00SMASH 1.8 is out!<p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p>Dear all, it has been a while, but some stuff has been going on in the SMASH community. And we now have a new release. So let's have a look at what is new.</p><p><br /></p><h2 style="text-align: left;">We farewell the play store</h2><p>It is a while we have additional work to do and are loosing usability in SMASH due to the restrictions imposed by the google store. The most impacting has sure been the fact to not be able to access the phone memory freely. And asking google permission to do so didn't work out, since it seems that only file browsers applications and antivirus need to access the memory freely.</p><p>With the help of the F-Droid community (special thanks to IzzySoft, Linsu and Licaon-kter) we have been able to make our <a href="https://f-droid.org/packages/eu.hydrologis.smash/" target="_blank">second appearance on the f-Droid store</a>. And that is now enough to completely migrate there. So we made a last release of SMASH for the store today, but it will be the last one. Please from now on come and get SMASH from the F-Droid store, where the real open source apps live.</p><h2 style="text-align: left;">Flutter map<br /></h2><p>We finally made an upgrade of flutter_map, the map widget library used. This took so long, because the architecture of the library had changed and took some rework inside SMASH. <br /></p><p>And now on to the new features:<br /></p><h2 style="text-align: left;">Geometries inside forms</h2><p>One nice addition that we have to thank Luca Delucchi and the <a href="https://www.youtube.com/watch?v=S2AZOb8LlZI" target="_blank">Digiagriapp </a>for is the possibility to insert inside of complex notes. <br /></p><p></p><p><img alt="" height="462" 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width="640" /> </p><h2 style="text-align: left;">URL based forms combos</h2><p style="text-align: left;">It is now possible to insert in forms URLs to substitute long item lists in comboboxes (dropdown lists). This allows forms to be smaller in case of large amounts of items and also to be more dynamic.<br /></p><h2 style="text-align: left;">Gejson layer support</h2><p>Geojson is now one of the supported formats in read and write mode (together with geopackage and postgis). It can be used in combination with sld styling as for the other vector formats.</p><h2 style="text-align: left;">More efficient toolbar<br /></h2><p>The toolbar has been redone with more usability in mind.</p><p><img alt="" height="158" 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width="640" /></p><p>Editing is done on a sidebar now:</p><p><img alt="" height="300" 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width="640" /></p><p>and in the settings it is possible to remove unused buttons:</p><p><img alt="" height="346" 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width="640" /></p><p>leads to:</p><p></p><p></p><p></p><p></p><p><img alt="" height="285" 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width="640" /> </p><h2 style="text-align: left;"> Other tiny things that might be worth telling<br /></h2><ul style="text-align: left;"><li>now the default behavior of tile maps is to zoom beyond the max zoom level by scaling (no more white emptiness)</li><li>the current log panel has now 3 sizes for better overlay on map</li><li>the info tool is now a box selection tool and as such way more usable</li><li>online sources have been reworked to have the possibility to add and remove from the default. Also the default maps have been reviewed to ensure they are working</li><li>feature info now also presents the length and area of the geometry as derived value</li><li>we did many many bugfixes</li></ul><p></p><p>One last thing to add. SMASH 1.8 already presents the possibility to import layers from the new GSS server. This is still in testing mode and ongoing work with the Region Piemonte and not yet disseminated as such. Just to give an idea, it will be possible to generate database tables on the server based on form definitions and download the tables as layers from the GSS and sync them two-ways. Also it will allow for point, line and polygon geometries. All in all it will be an alternative way to take notes, still using the form system and having a way to synchronize data to teh central server instance. But well, this will probably be the next story to tell, once testing is done.</p><p></p><p></p><p>Enjoy!!<br /> </p><pre class="java" name="code"></pre>moovidahttp://www.blogger.com/profile/14796065912904641378noreply@blogger.com0tag:blogger.com,1999:blog-5970315134912558864.post-25504458957519263892023-04-04T10:16:00.004+02:002023-04-04T10:16:50.157+02:00SMASH 1.7.6 is out<p>It has taken a long long time, but finally a <b>new release of SMASH</b> is out.</p><p>The last year has been centered on working on a <b>new Survey Server version based on Django</b> to sync SMASH with.</p><p>So what are the news about this SMASH release?<br /></p><p></p><p><br /></p><h3 style="text-align: left;">Support for the new Django based centralized Geopaparazzi Survey Server</h3><p></p><p></p><p></p><p></p><p></p><p></p><p>This version of SMASH still supports the "old" survey server, but is also ready for the new django one.</p><p></p><p><img alt="" height="373" 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width="640" /><br /></p><p>The new GSS release is in the works, but just so you know what it is about... <br /></p><p>The new survey server has finally support for <b>multiple projects, users (that can be part of multiple projects) and groups</b> and the possibility to select very fine authorization granularity, when necessary. In SMASH it is therefore possible to select the project to which sync to:</p><p><img alt="" height="384" 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width="640" /></p><p><br /></p><p>While the frontend is basically the same as before, heavy changes have been done in the backend and django's admin console has been exploited.<br /></p><p>All suitable GSS models can be modified directly in the admin console. The objects lists have been tweaked to show relevant information. For example in the case of complex notes, the images contained in the notes are accessible directly:<br /></p><p><img alt="" height="293" 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Khz/ABv9BxrcnwL9Td0uSK10rxBBJPEHaBUT5x+8IlX7vrwM8U3TJ4Y/DOuxPKiySiDy0ZgC+HycDvisSiqdK99d2n91v8iVUtay7/idTfWkXiD7DewX9lCFto4bhLidY2iZBtJweWBABGM1O+r2l1qniS4jnVI5bLyoC7bTJtKAYz3O3OK4+io+rrZv0++/6FKvbp2/A7O41ay1LwdqFxJMiarL5Ec8ZIBm2NxIB3ODz9KyPC8trZajJqV2ylbKIyxxbwrSSdFC59znocYrDopqglGUU9H/AMNYTrNyjJrY6a7vNM1PwzJDbxvbT2U3nRrcXIkaRX4cL8q9CAcc961JtYsZPFE9ldXEb6ZdCA+ajBhDKqLhwfY8H2+lcLRS+rR79/xt+quP6xL+vn/nY7WR7e+vfFsMV7aKbqRTC0twiLJiXPDE4PFZGpvBY+H7bSI7mG5n+0NczPC25EyoUKG6E4GTisGiiFDltrpp+CsE6/Nd211/E6DQLmx03TNQvbv97JKotY4I5gkm1uXbocDAxnHer0mp6ZI+g6rEDCbGdYJoZJhJJ5akMrcAZGCR07CuRopyoKUuZvX/AIFiVWajy9P6/wCB9x2EEEOk6jqmpzX9lJbywzrB5M6u8pkBAG0HI685AxWVoM8MNjrayyojSWJVAzAFm3rwPU1iUUKjo032/Ap1tU0urf3nRaDqZ03QNaaKeKO5fyPLVwpLfMc4VuvHtUtxrkt94RxdXEL3KagjrGFRG2hDzhQOM965iim6EXJy63T+63+RKrSUeXpZr77/AOZ2VxbWl94mXXl1KzSweVbmTfMBKhGCU2feJyCBgYqK21yJdM8QXQW1aW5vI5I4LhVfILOT8p64yK5Kio+rq1m9rfcncv6w78yWrvf1aa/U7iPUba48VaBqf2u3itCoBg3Ki2pUEMuP4VJ5BPXNUvD1vHBbXmqRXdiNQ3mK1jnuUjMeesnzEdjge/0rlKKPq+lk/wDhrv8AzD27vdr+rWOk0e2h0nXftuo3NpMtrE1yqxXSP5rjhVBBPOefwzUlzfaZqnhy6t4Y5Lae2m+1R/abkOZd3Dqvyrz0OOelcvRVOjzS5m9dPwJVblVktDa1CeF/CuiwpKjSxvcF0DAsuWXGR2zWjb6tbWEfhW4MiP8AZTIZkRgWQGQ9R2ODmuUopuimrPu399/8xe1ad12S+63+R1thaW+harNq0mo2U1tEkhtxFOGeYspCjaOR15yBio4NaXTNE0KSF45XjkuBcW+4HdGxXKsPQjNctRU+wTd5u/8AT/zK9u18Kt/S/wAjpfF8mnMdKTTLhZreO0wPmBZMux2t6EA1zVFFa04ckeW9zOpPnlzWt/wNAoooqyD134Uf8i7ef9fZ/wDQFrva4L4Uf8i7ef8AX2f/AEBa72vksd/vE/U+nwf8CPoFFFFcp0hRRRQAVEY3JJDr/wB8/wD16looAi8p/wC+v/fP/wBejyn/AL6/98//AF6kJCqWYgADJJ7VnnX9GBIOrWAI6g3Kf40AXPKf++v/AHz/APXo8p/76/8AfP8A9eo7XUbG9JFpeW9wQMkRSq+B+BqzQBF5T/31/wC+f/r0eU/99f8Avn/69S0UAReU/wDfX/vn/wCvR5T/AN9f++f/AK9S0UAReU/99f8Avn/69HlP/fX/AL5/+vUtFAEXlP8A31/75/8Ar0eU/wDfX/vn/wCvUtFAEXlP/fX/AL5/+vR5T/31/wC+f/r1LRQBF5T/AN9f++f/AK9HlP8A31/75/8Ar1LRQBF5T/31/wC+f/r0eU/99f8Avn/69S0UAReU/wDfX/vn/wCvR5T/AN9f++f/AK9S0UAReU/99f8Avn/69HlP/fX/AL5/+vUtFAEXlP8A31/75/8Ar0eU/wDfX/vn/wCvUtFAEXlP/fX/AL5/+vR5T/31/wC+f/r1LRQBF5T/AN9f++f/AK9HlP8A31/75/8Ar1LRQBF5T/31/wC+f/r0eU/99f8Avn/69S0UAReU/wDfX/vn/wCvR5T/AN9f++f/AK9S0UAReU/99f8Avn/69HlP/fX/AL5/+vUtFAEXlP8A31/75/8Ar0eU/wDfX/vn/wCvUtFAEXlP/fX/AL5/+vR5T/31/wC+f/r1LRQBF5T/AN9f++f/AK9HlP8A31/75/8Ar1LRQBF5T/31/wC+f/r0eU/99f8Avn/69S0UAReU/wDfX/vn/wCvR5T/AN9f++f/AK9S0UAReU/99f8Avn/69HlP/fX/AL5/+vUtFAEXlP8A31/75/8Ar0eU/wDfX/vn/wCvUtFAEXlP/fX/AL5/+vR5T/31/wC+f/r1LRQBF5T/AN9f++f/AK9HlP8A31/75/8Ar1LRQBF5T/31/wC+f/r0eU/99f8Avn/69S0UAReU/wDfX/vn/wCvR5T/AN9f++f/AK9S0UAReU/99f8Avn/69HlP/fX/AL5/+vUtFAEXlP8A31/75/8Ar0eU/wDfX/vn/wCvUtFAEXlP/fX/AL5/+vR5T/31/wC+f/r1LRQBF5T/AN9f++f/AK9HlP8A31/75/8Ar1LRQBF5T/31/wC+f/r0eU/99f8Avn/69S0UAReU/wDfX/vn/wCvR5T/AN9f++f/AK9S0UAReU/99f8Avn/69HlP/fX/AL5/+vUtFAEXlP8A31/75/8Ar0eU/wDfX/vn/wCvUtFAEXlP/fX/AL5/+vR5T/31/wC+f/r1LRQBF5T/AN9f++f/AK9HlP8A31/75/8Ar1LRQBF5T/31/wC+f/r0eU/99f8Avn/69S0UAReU/wDfX/vn/wCvR5T/AN9f++f/AK9S0UAReU/99f8Avn/69HlP/fX/AL5/+vUtFAEXlP8A31/75/8Ar0eU/wDfX/vn/wCvUtFAEXlP/fX/AL5/+vR5T/31/wC+f/r1LRQBF5T/AN9f++f/AK9HlP8A31/75/8Ar1LRQBF5T/31/wC+f/r0eU/99f8Avn/69S0UAReU/wDfX/vn/wCvR5T/AN9f++f/AK9S0UAReU/99f8Avn/69HlP/fX/AL5/+vUtFAEXlP8A31/75/8Ar0eU/wDfX/vn/wCvUtFAEXlP/fX/AL5/+vR5T/31/wC+f/r1LRQBF5T/AN9f++f/AK9HlP8A31/75/8Ar1LRQBF5T/31/wC+f/r0eU/99f8Avn/69S0UAReU/wDfX/vn/wCvR5T/AN9f++f/AK9S0UAReU/99f8Avn/69HlP/fX/AL5/+vUtFAEXlP8A31/75/8Ar0eU/wDfX/vn/wCvUtFAEXlP/fX/AL5/+vR5T/31/wC+f/r1LRQBF5T/AN9f++f/AK9HlP8A31/75/8Ar1LRQBF5T/31/wC+f/r0eU/99f8Avn/69S0UAReU/wDfX/vn/wCvR5T/AN9f++f/AK9S0UAReU/99f8Avn/69HlP/fX/AL5/+vUtFAEXlP8A31/75/8Ar0eU/wDfX/vn/wCvUtFAEXlP/fX/AL5/+vR5T/31/wC+f/r1LRQBF5T/AN9f++f/AK9HlP8A31/75/8Ar1LRQBF5T/31/wC+f/r0eU/99f8Avn/69S0UAReU/wDfX/vn/wCvR5T/AN9f++f/AK9S0UAReU/99f8Avn/69HlP/fX/AL5/+vUtFAEXlP8A31/75/8Ar0eU/wDfX/vn/wCvUtFAEXlP/fX/AL5/+vR5T/31/wC+f/r1LRQBF5T/AN9f++f/AK9HlP8A31/75/8Ar1LRQBF5T/31/wC+f/r0eU/99f8Avn/69S0UAReU/wDfX/vn/wCvR5T/AN9f++f/AK9S0UAReU/99f8Avn/69HlP/fX/AL5/+vUtFAEXlP8A31/75/8Ar0eU/wDfX/vn/wCvUtFAEXlP/fX/AL5/+vR5T/31/wC+f/r1LRQBF5T/AN9f++f/AK9HlP8A31/75/8Ar1LRQBF5T/31/wC+f/r0eU/99f8Avn/69S0UAReU/wDfX/vn/wCvR5T/AN9f++f/AK9S0UAReU/99f8Avn/69HlP/fX/AL5/+vUtFAEXlP8A31/75/8Ar0eU/wDfX/vn/wCvUtFAEXlP/fX/AL5/+vR5T/31/wC+f/r1LRQBF5T/AN9f++f/AK9HlP8A31/75/8Ar1LRQBF5T/31/wC+f/r0eU/99f8Avn/69S0UAReU/wDfX/vn/wCvR5T/AN9f++f/AK9S0UAReU/99f8Avn/69HlP/fX/AL5/+vUtFAEXlP8A31/75/8Ar0eU/wDfX/vn/wCvUtFAEXlP/fX/AL5/+vR5T/31/wC+f/r1LRQBF5T/AN9f++f/AK9HlP8A31/75/8Ar1LRQBF5T/31/wC+f/r0eU/99f8Avn/69S0UAReU/wDfX/vn/wCvR5T/AN9f++f/AK9S0UAReU/99f8Avn/69HlP/fX/AL5/+vUtFAEXlP8A31/75/8Ar0eU/wDfX/vn/wCvUtFAEXlP/fX/AL5/+vR5T/31/wC+f/r1LRQBF5T/AN9f++f/AK9HlP8A31/75/8Ar1LRQBF5T/31/wC+f/r0eU/99f8Avn/69S0UAReU/wDfX/vn/wCvR5T/AN9f++f/AK9S0UAReU/99f8Avn/69HlP/fX/AL5/+vUtFAEXlP8A31/75/8Ar0eU/wDfX/vn/wCvUtFAEXlP/fX/AL5/+vR5T/31/wC+f/r1LRQBF5T/AN9f++f/AK9HlP8A31/75/8Ar1LRQBF5T/31/wC+f/r0eU/99f8Avn/69S0UAReU/wDfX/vn/wCvR5T/AN9f++f/AK9S0UAReU/99f8Avn/69HlP/fX/AL5/+vUtFAEXlP8A31/75/8Ar0eU/wDfX/vn/wCvUtFAEXlP/fX/AL5/+vR5T/31/wC+f/r1LRQBF5T/AN9f++f/AK9HlP8A31/75/8Ar1LRQBF5T/31/wC+f/r0VLRQAUUUUAc/400+61Xwvc2VlF5txIybE3Bc4YE8kgdAa8s/4V74p/6Bf/kxF/8AFV7g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width="640" /> </p><p>The note view:<br /></p><p> <img alt="" height="554" 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width="640" /></p><p>and from there the actual images:</p><p><img alt="" height="170" 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width="320" /></p><p><br /></p><p>Soon we will officially release the new survey server and some docs with it.</p><p><br /></p><h3 style="text-align: left;">Support for the Remine GeoTaskTracker server Plugin.</h3><p></p><p></p><p></p><p>The nice people at <a href="https://georepublic.info/" target="_blank">Georepublic</a> have been working on the Redmine GeoTaskTracker plugin for a while now. With this release the SMASH support for this is getting officially supported!</p><p></p><p>Being able to insert geo-issues from SMASH is actually quite cool:</p><p></p><p><img alt="" height="486" 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width="640" /><br /> </p><p>as is the possibility to see the issue's history:</p><p><img alt="" height="510" 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width="640" /></p><p> </p><h3 style="text-align: left;">New KMZ export option <br /></h3><p>The KMZ export is now the same as it was in geopaparazzi. Full KMZ with all images and tabular representation of complex notes. <br /></p><p><br /></p><h3 style="text-align: left;">New go to coordinate option</h3><p><img alt="" height="230" 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" width="320" /> </p><p>Apart of using geocoding it is now possible to insert coordinates to go to. </p><p> </p><h3 style="text-align: left;">Support for geocaching layers</h3><p>We have been in touch with the geocaching crowd to see if we are able to support geocaching inside SMASH. Things are moving slowly, but for now we have support to load geocaching json as SMASH layers:</p><p><img alt="" height="147" 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width="640" /></p><p>The caches have proper colors and icons, based on the account you use:</p><p><img alt="" height="361" 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width="640" /></p><p>I know, I know, SMASH is supposed to be a work tool... but all work and no play makes jack a dull boy ;-)<br /></p><p><br /></p><h3 style="text-align: left;">Other little things <br /></h3><ul style="text-align: left;"><li>enhancements and fixes for geopackage and postgis layers</li><li>the WMS online layers now have a modify option</li><li>the active log panel can now be hidden, which is important on little screens</li><li>the GPS map center snap less aggressive and allows for a bit of battery saving on the long run</li><li>many many fixes<br /></li></ul><p><br /><br /><br />Enjoy!<br /><br /><br /><br /></p>moovidahttp://www.blogger.com/profile/14796065912904641378noreply@blogger.com2tag:blogger.com,1999:blog-5970315134912558864.post-15415659353174183802022-03-18T12:51:00.002+01:002022-03-18T12:51:19.743+01:00SMASH 1.7.3 is out<p>We just released SMASH 1.7.3 to the stores.</p><p>New features:<br /></p><h3 style="text-align: left;">Enhanced editing workflow</h3><p>Editing was a bit messy with the fact that upon new geometry creating a complete geometry was placed in the selected point. This has now been made properly. First touch point, second line, third polygon. Also, now a simple tap adds a geometry, a long tap puts in edit mode.</p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p><br /></p><h3 style="text-align: left;">Area and perimeter </h3><p>The attribute table now always also shows at the bottom the area (polygons) and length (polygon perimeter and lines length).</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgC8NIvQo85OR36OgFyuG6r8oJ-V4PuA97EWsS0QpibNtCtnRzz_oOcK6h4qtIc59M8lOqdM3ton6UmQNIpdaLsDKwvGdzX59TQ904-SwfJt7sVNVbUIPbmSYAECwMT48n3sNkYmmzhGAQJan4FeGvpRAbAKEUcRgtdGlp78pCSXsiNdoTSLXEW6_QPbg/s1270/Screenshot_2022-03-18_12-48-02.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="713" data-original-width="1270" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgC8NIvQo85OR36OgFyuG6r8oJ-V4PuA97EWsS0QpibNtCtnRzz_oOcK6h4qtIc59M8lOqdM3ton6UmQNIpdaLsDKwvGdzX59TQ904-SwfJt7sVNVbUIPbmSYAECwMT48n3sNkYmmzhGAQJan4FeGvpRAbAKEUcRgtdGlp78pCSXsiNdoTSLXEW6_QPbg/w640-h360/Screenshot_2022-03-18_12-48-02.png" width="640" /></a></div><p><br /></p><h3 style="text-align: left;">Translations</h3><p>New language updates have been added for: Italian, French, Japanese, Norwegian, Russian</p><p>To help out with translations please head over here: https://hosted.weblate.org/engage/smash/<br /></p><p> </p><h3 style="text-align: left;">The survey server<br /></h3><p>This version of SMASH is aligned with the <a href="https://github.com/geopaparazzi/GSS/releases/tag/v3.5">version 3.5 of the survey server.</a> </p><p><br /></p><h3 style="text-align: left;">Other stuff</h3><ul style="text-align: left;"><li>single tap now centers on map position</li><li>images of forms now have their own position, not the note's </li><li>fix for empty exported image folder</li><li>fix for misbehaving measure tool</li><li>fix for geopackage export (was connecting logs)<br /></li></ul><p><br /></p><h3 style="text-align: left;">Need an apk because you do not use the store?</h3><p>You can download it here: https://github.com/geopaparazzi/smash/releases<br /></p><p><br /></p><p>As a reminder, the user manual is here: https://www.geopaparazzi.org/gss/index.html<br /></p><p><br /></p><p>Enjoy!<br /></p>moovidahttp://www.blogger.com/profile/14796065912904641378noreply@blogger.com0tag:blogger.com,1999:blog-5970315134912558864.post-37078557381175476592021-08-24T10:25:00.005+02:002021-08-24T10:27:32.794+02:00SMASH 1.7.0 is out!<div class="separator"></div><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #24292e; font-family: -apple-system, system-ui, "Segoe UI", Helvetica, Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 16px; margin-top: 0px; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">We just released version 1.7.0 of SMASH to the stores. This was initially thought as a bugfix release but then we got caught up in the vortex of some advanced users and their well formulated comments, feature requests and bugfix ideas. This lead to a set of new features:<br /></p><h2 style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #24292e; font-family: -apple-system, system-ui, "Segoe UI", Helvetica, Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 16px; margin-top: 0px; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><b>Form enhancements:</b><br /></h2><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #24292e; font-family: -apple-system, system-ui, "Segoe UI", Helvetica, Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 16px; margin-top: 0px; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Probably the most important feature. Forms can now be used also for postgis and geopackage data sources. Until now it was possible only for project notes. </p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #24292e; font-family: -apple-system, system-ui, "Segoe UI", Helvetica, Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 16px; margin-top: 0px; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><br /></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #24292e; font-family: -apple-system, system-ui, "Segoe UI", Helvetica, Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 16px; margin-top: 0px; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Autocomplete combos for very long lists of choices:</p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #24292e; font-family: -apple-system, system-ui, "Segoe UI", Helvetica, Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 16px; margin-top: 0px; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><br /></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #24292e; font-family: -apple-system, system-ui, "Segoe UI", Helvetica, Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-left: 1em; margin-right: 1em; margin-top: 0px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><img alt="" height="400" 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" width="200" /></p><p></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #24292e; font-family: -apple-system, system-ui, "Segoe UI", Helvetica, Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 16px; margin-top: 0px; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"> </p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #24292e; font-family: -apple-system, system-ui, "Segoe UI", Helvetica, Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 16px; margin-top: 0px; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Sketches are back (well, for those that came from geopaparazzi): <br /></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #24292e; font-family: -apple-system, system-ui, "Segoe UI", Helvetica, Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 16px; margin-top: 0px; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"> <img alt="" height="400" 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" width="200" /></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #24292e; font-family: -apple-system, system-ui, "Segoe UI", Helvetica, Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 16px; margin-top: 0px; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">String combos in forms can now be encoded. This means that each item of a combo can have a label and a value. That is another nice feature brought in by the Georepublic people. <br /></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #24292e; font-family: -apple-system, system-ui, "Segoe UI", Helvetica, Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 16px; margin-top: 0px; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"> </p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #24292e; font-family: -apple-system, system-ui, "Segoe UI", Helvetica, Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 16px; margin-top: 0px; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><b>Export project images to folder</b><br /></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #24292e; font-family: -apple-system, system-ui, "Segoe UI", Helvetica, Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 16px; margin-top: 0px; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Another feature asked by geopaparazzi lovers. And here it is:</p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #24292e; font-family: -apple-system, system-ui, "Segoe UI", Helvetica, Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 16px; margin-top: 0px; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><img alt="" height="400" 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" width="200" /> <br /></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #24292e; font-family: -apple-system, system-ui, "Segoe UI", Helvetica, Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 16px; margin-top: 0px; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"> </p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #24292e; font-family: -apple-system, system-ui, "Segoe UI", Helvetica, Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 16px; margin-top: 0px; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><b>Contour lines</b><br /></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #24292e; font-family: -apple-system, system-ui, "Segoe UI", Helvetica, Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 16px; margin-top: 0px; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Mapsforge (or better andromap) maps can now be displayed with contour lines. </p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #24292e; font-family: -apple-system, system-ui, "Segoe UI", Helvetica, Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 16px; margin-top: 0px; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><img height="465" src="https://user-images.githubusercontent.com/390250/90530918-b908b400-e175-11ea-892b-856e1d34a129.png" width="640" /> <br /></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #24292e; font-family: -apple-system, system-ui, "Segoe UI", Helvetica, Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 16px; margin-top: 0px; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><br /></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #24292e; font-family: -apple-system, system-ui, "Segoe UI", Helvetica, Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; letter-spacing: normal; margin-bottom: 16px; margin-top: 0px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><b>Other fixes and little enhancements:</b></p><ul style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #24292e; font-family: -apple-system, system-ui, "Segoe UI", Helvetica, Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-top: 0px; orphans: 2; padding-left: 2em; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><li style="box-sizing: border-box; margin-top: 0.25em;">it is now possible to add points by GPS and map center when editing geopackage/postgis layers</li><li style="box-sizing: border-box; margin-top: 0.25em;">geopackage layer selection has been improved</li><li style="box-sizing: border-box;">zoom-in when notes are very near has been enhanced<br /></li><li style="box-sizing: border-box; margin-top: 0.25em;">when selecting multiple notes, previous popups are properly disposed<br /></li><li style="box-sizing: border-box; margin-top: 0.25em;">tile based layer images now properly update when switching layers</li><li style="box-sizing: border-box; margin-top: 0.25em;">camera setting, speak resolution) are properly applied</li><li style="box-sizing: border-box; margin-top: 0.25em;">form notes now always show the label. They didn't when exporting to gpx/kml and in the notes list</li><li style="box-sizing: border-box; margin-top: 0.25em;">log merging now uses the right master log (the first)</li></ul><p></p><p><br /><span style="font-family: arial;">This version is aligned with <a href="https://github.com/geopaparazzi/GSS/releases/tag/v3.2">version 3.2 of the Geopaparazzi Survey Server.</a><br /><br /><br />Enjoy!!!</span></p><p><span style="font-family: arial;"> </span></p><p><span style="font-family: arial;"> </span></p><p><span style="font-family: arial;"> </span></p><p><span style="font-family: arial;"> </span></p><p><span style="font-family: arial;"> </span></p><p><span style="font-family: arial;"> </span></p><p><span style="font-family: arial;"> </span></p><p><span style="font-family: arial;"> </span></p><div><p> </p></div>moovidahttp://www.blogger.com/profile/14796065912904641378noreply@blogger.com3tag:blogger.com,1999:blog-5970315134912558864.post-2426780393925074902021-05-25T09:02:00.003+02:002021-05-25T09:03:30.730+02:00Time to use SMASH, the next generation Geopaparazzi<p>Yes, you read it (and it is not the 1st of April). We are taking <a href="https://www.geopaparazzi.org/geopaparazzi/index.html" target="_blank">Geopaparazzi</a> into unsupported land and declaring <a href="https://www.geopaparazzi.org/smash/index.html" target="_blank">SMASH</a> as its successor. We (<a href="https://www.hydrologis.com/">HydroloGIS</a>) started SMASH with <a href="https://flutter.dev/" target="_blank">flutter</a> as a test project a couple of years ago to support the IOS world, but it turned out to be the best way to go for a small company as ours is. And, after a while passed fooling ourselves, we had to admit that it doesn't really make sense to support two mobile projects. Much better to channel all energies into a single one.<br /></p><p>That said, what does this mean for the Geopaparazzi project and users relying on it:</p><ul style="text-align: left;"><li>HydroloGIS will from now on perform fixes and developments only if funded. This means that we will not continue to add new features and will not make bugfixes on voluntary basis anymore.</li><li>Geopaparazzi users should move to SMASH. More about this later in the post. </li><li>Geopaparazzi is an open source project, you can contribute to it, pay someone (also different from us) to do bugfixes. We will consider pull requests with well documented fixes, so if you are using geopaparazzi for a project that is critical to you, get in touch with us or any other provider to have your issues solved. <br /></li></ul><p>What's next. Well, that one is simple. SMASH is next. We started using it for testing purposes and never looked back. SMASH is simpler to use, simpler to develop, simpler to everything. So... overcome your mental friction and try it out.</p><p><b>Most important: SMASH is compatible with geopaparazzi projects and vice versa, so nothing will change in your data evaluation process.</b></p><h2 style="text-align: left;">Ok, but what will I miss?<br /></h2><p>Well, mostly 3 things:</p><ol style="text-align: left;"><li>the smooth 3D view. That has been something that late geopaparazzi offered. If your main need is 3D (or better 2.5D), then SMASH is not an option for you. But to be honest, since the first moment we added 3D to geopaparazzi, we noticed that it is something that one doesn't need during surveys. So if I could go back, I would probably refrain from adding it anyways.</li><li><a href="https://www.gaia-gis.it/fossil/libspatialite/index" target="_blank">spatialite</a>. That one has been a struggle to keep updated and working also on older versions. It is a powerful engine of which on mobile we just exploited 0.01%. That, plus the fact that geopackage is now used more or less everywhere, supported by the major desktop GIS and simple to implement for any platform, made us completely abandon spatialite for our mobile applications. <br /></li><li>translations. Those take time. And your involvement.<br /></li></ol><p> </p><h2 style="text-align: left;">Hmmm, and what will I gain? <br /></h2><p>First and foremost: a slick and responsive user interface. And that is one of the important things out in the field. The buttons in the right place, configurable in size, indicators of state and of survey status.</p><p>But then there are several features that SMASH supports and geopaparazzi would never have (for a full comparison <a href="https://www.geopaparazzi.org" target="_blank">have a look here</a>):</p><ul style="text-align: left;"><li><b>IOS suppport.</b> But soon we will also have the first experimental desktop versions. Macos and Linux are already working and windows is on the way.</li><li>way better support for GPS logs. Kalman filter, log profile view with stats markers, diagnostic tool and log statistics in the logs list.</li><li>onscreen logging information.<br /></li><li>GPX are imported as layers and can be styled. <br /></li><li>complete geopackage support. Visualization of tiles and vector data, editing of vector data both alphanumeric and geometric.</li><li>experimental Postgis support. Online editing of vector data both alphanumeric and geometric. </li><li>support for geotiffs and images with world files</li><li>shapefile visualization support (but please do yourself a favor and use geopackage)<br /></li><li>SLD styling. SMASH supports styling of vector data (shapefile, gpx, geopackage, postgis) using simple SLD. </li><li>export project to geopackage. This can help when exporting the survey to GIS.</li><li>centralization with the GSS survey server.</li><li>last but not least: icons on notes and form sections. Who doesn't love icons?!??!?!<br /></li></ul><p>Also, SMASH has already attracted external contributions. One example is the <a href="https://www.redmine.org/" target="_blank">redmine</a> support, which is very interesting to enable SMASH for example as a geo-ticketing tool.<br /></p><p>Well, that seems quite a lot to me. So if you are still a geopaparazzi user, think of SMASH as the next generation geopaparazzi, because that is the way the future turns out to be. Actually, it is all already here.<br /></p><p>A few last comments:</p><ul style="text-align: left;"><li>the geopaparazzi mailinglists will still be active</li><li>all these projects' source codes live <a href="https://github.com/geopaparazzi" target="_blank">under the same umbrella organization</a><br /></li></ul><p><b>A big thank you to all the people that contributed to geopaparazzi, being it donations, bugfixes, features, custom projects or translations. I really hope you can trust us and move forward with us in the fast growing SMASH project.</b></p>moovidahttp://www.blogger.com/profile/14796065912904641378noreply@blogger.com4tag:blogger.com,1999:blog-5970315134912558864.post-69331643635376281602021-02-10T09:30:00.002+01:002021-02-10T09:30:29.136+01:00HydroloGIS turns 16 + joining Aries<div><span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr">Today it’s <a href="https://www.hydrologis.com/" target="_blank">HydroloGIS</a>’ birthday. We count 16 years of passionate open source engagement in the fields of GIS and environmental engineering, against the odds of those that told us in the face that you can’t live on open source and share your work and your knowledge for free. </span></div><div><span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr"> </span></div><div><span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyp56Xi5a4w7kI0ZdZkr90U6dbNSGLhSlt96Ob8PksjqXqgmRJZoy3WJ9roIQTw7GPC7hXlO-3feheOt7hyMlTSewrxDzKWQbwNnxLX2h04ta0KH1wWsx-Zq1s6p92Kk-CTEPDhSdzFQZQ/s562/bigblocks.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="238" data-original-width="562" height="170" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyp56Xi5a4w7kI0ZdZkr90U6dbNSGLhSlt96Ob8PksjqXqgmRJZoy3WJ9roIQTw7GPC7hXlO-3feheOt7hyMlTSewrxDzKWQbwNnxLX2h04ta0KH1wWsx-Zq1s6p92Kk-CTEPDhSdzFQZQ/w400-h170/bigblocks.png" width="400" /></a></div><br /></span></div><div><span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr">Well, in our 16th birthday we have one big news to share. It is with great pleasure that we announce the start of our collaboration with the team of <a href="https://aries.integratedmodelling.org/" target="_blank">Artificial Intelligence for Environment and Sustainability</a></span><a href="https://aries.integratedmodelling.org/" target="_blank"><span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr s-lparen"> </span><span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr h-lparen">(in</span><span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr"> short ARIES</span></a><span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr"><a href="https://aries.integratedmodelling.org/" target="_blank">)</a> of the <a href="https://www.bc3research.org/" target="_blank">Basque Center for Climate Change</a></span><span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr h-lparen">.</span><span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr"> </span></div><div><span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr"> </span></div><div><span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr">With this collaboration we finally close a circle going back to our roots: integrated modelling for the environment. This is how we started over 15 years ago, developing and maintaining the open source project of the <a href="https://github.com/TheHortonMachine/hortonmachine" target="_blank">Hortonmachine</a>. Having the possibility to join what we think is the most important open source project addressing integrated modelling, is huge for us. </span></div><div><span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr">Silvia will be working on water related modelling, mostly hydrology and hydraulics. Andrea will be joining the <a href="https://aries.integratedmodelling.org/technology/" target="_blank">klab</a></span><a href="https://aries.integratedmodelling.org/technology/" target="_blank"><span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr h-lparen"></span></a><span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr"><a href="https://aries.integratedmodelling.org/technology/" target="_blank"> core engine team</a> as a GIS expert.</span></div><div><br /></div><div><span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr">So don’t be confused if <a href="https://aries.integratedmodelling.org/who-we-are/" target="_blank">you find us on the Aries page</a>. <b>We are still HydroloGIS, but with a beautiful breeze of research that flows steadily through our souls.</b> </span><span class="autolink author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr">:</span><span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr">-)</span></div><div><span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr"> </span></div><div><span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr">And so that it is clear, the Hortonmachine project will be strengthened by this collaboration (klab already uses the Hortonmachine modules) and the <a href="https://www.geopaparazzi.org/smash/index.html" target="_blank">SMASH</a> and <a href="https://www.geopaparazzi.org/geopaparazzi/index.html" target="_blank">Geopaparazzi</a> projects will move on as they were doing before, in case you were worried. </span></div><div><span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr"><br /></span></div><div><span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr">Ahhh, life's goood!<br /></span></div>moovidahttp://www.blogger.com/profile/14796065912904641378noreply@blogger.com1tag:blogger.com,1999:blog-5970315134912558864.post-9457187686991354302021-01-15T11:28:00.000+01:002021-01-15T11:28:18.462+01:00SMASH 1.6.3 is out - experimental Postgis<p>We just released SMASH 1.6.3 on the stores. It should be available within the day.</p><p>This is basically a bugfix release, but we decided to also release one feature that will be very important in the future: postgis support.</p><p>The biggest issue with the last release is that we introduced an error trapping engine to allow the user to better send issues of the application to the developers. The problem we didn't notice for soem obscure reason is that everytime an online map tile would not be properly downloaded, this would result into a crash report. Your many email explained well the situation :-))) This version fixes this. <br /></p><p>We also enhanced the WMS source creator (which still needs much love) with the possibility to select the image format:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7T53nVkDESIqNoElMFtyy2fS5BMU6Rda6UZxzgyTIXil9ExCuFE9xWLhBYsmZmIQ3jCfoaEmjBpI191CO4FbkG46FegQWrsGcWAfepemz2VuuzilieZ_FAz1T-WdKdwg1WSf_pbpdODmm/s799/01_WMS_img_format.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="599" data-original-width="799" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7T53nVkDESIqNoElMFtyy2fS5BMU6Rda6UZxzgyTIXil9ExCuFE9xWLhBYsmZmIQ3jCfoaEmjBpI191CO4FbkG46FegQWrsGcWAfepemz2VuuzilieZ_FAz1T-WdKdwg1WSf_pbpdODmm/w400-h300/01_WMS_img_format.png" width="400" /></a></div><p> </p><p>The note taking workflow just got a bit simpler. You can just tap on the text and the edit field is empty if the note had never been edited. This allows for less taps, which is great out in the field.</p><p> Last but not least, we started adding PostGIS support. This will be a 2 steps effort. Step one (this one) is to add full online support. This means that you now can access the remote db view from the layers list:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjK8hSb2LX184uN0ZEh92c68pJvsXPXq6En_SxcqMJd1j3Evy-KBYkT34gt39q8v2Bcrzy9kPOKhubXchG5-vRLpT9UGZz5VRuX-Vv4iAN0imeAD1YG0brFsGlTKToBWJgmiJ4uQ7gqfoGv/s799/02_postgis.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="599" data-original-width="799" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjK8hSb2LX184uN0ZEh92c68pJvsXPXq6En_SxcqMJd1j3Evy-KBYkT34gt39q8v2Bcrzy9kPOKhubXchG5-vRLpT9UGZz5VRuX-Vv4iAN0imeAD1YG0brFsGlTKToBWJgmiJ4uQ7gqfoGv/w640-h480/02_postgis.png" width="640" /></a></div><p>Let's assume you have a test db running in your network, something like:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfJHThkTj4m3r-yeMmLy2mtn7NP9U60Cjz0hNlKLW03X4WyKaaOLftmQhfe5h-u1viE2jmZ_vO9XC0Iqa4fmXK7a0WhOmAlRS_2ab8Deo6Lv55XECGR-MP82Xq4-U6Blmf4O6mBGb_xznB/s2396/03_HM_postgis.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1750" data-original-width="2396" height="468" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfJHThkTj4m3r-yeMmLy2mtn7NP9U60Cjz0hNlKLW03X4WyKaaOLftmQhfe5h-u1viE2jmZ_vO9XC0Iqa4fmXK7a0WhOmAlRS_2ab8Deo6Lv55XECGR-MP82Xq4-U6Blmf4O6mBGb_xznB/w640-h468/03_HM_postgis.png" width="640" /></a></div><p>Then you can add a new remote db as:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo2mHuGAg1EYMVjmvofwJgEfHuD92oe0n418CrA-xst8UWdD5qXS7zhyphenhyphenq2IU9TFZUyA_PYKAghSgbayppVGkJzu23ySbGlXApBOlyssIUswCEAfdV1kHsQIi6DHmWizlvzNVu_Z6CPyXDs/s799/04_postgis_add.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="597" data-original-width="799" height="299" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo2mHuGAg1EYMVjmvofwJgEfHuD92oe0n418CrA-xst8UWdD5qXS7zhyphenhyphenq2IU9TFZUyA_PYKAghSgbayppVGkJzu23ySbGlXApBOlyssIUswCEAfdV1kHsQIi6DHmWizlvzNVu_Z6CPyXDs/w400-h299/04_postgis_add.png" width="400" /></a></div><p>you can enter the table or trigger a refresh, which will also help you in testing the connection:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4vWM0uLZ-XS0OhUAMvSii9n1KOEWydi3czqC-2BecJKV2O2XCRC3xHzK4Gp33-KR9xfVveAxQLW2JH2BlLQO0y3BN_9svgwgIX-Lq_89djaFpPI5HhLbPSjhbLgnejeds6-i9rqzZ2RF-/s799/05_postgis_add.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="597" data-original-width="799" height="299" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4vWM0uLZ-XS0OhUAMvSii9n1KOEWydi3czqC-2BecJKV2O2XCRC3xHzK4Gp33-KR9xfVveAxQLW2JH2BlLQO0y3BN_9svgwgIX-Lq_89djaFpPI5HhLbPSjhbLgnejeds6-i9rqzZ2RF-/w400-h299/05_postgis_add.png" width="400" /></a></div><p>you can also optionally add a where condition, if you need to load only a subset of the data.</p><p>Once the db is completed, it will stay in your list of available db datasets. Just add it as a layer to teh map using the rightmost button:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzQ6EB6vHe44m2fqCqnwddAgdh6-vcAmdBd1zSDZCiIRRzT2at_BCqcDtljhD9ntPu-mbb2MclCeM-KsxbZLWiilqDgY6M8GKnEny6EKndjg4u8UBCR4LTqn8KxC7cDD2UVHsJWr9fzZ-A/s799/06_postgis_add.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="597" data-original-width="799" height="478" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzQ6EB6vHe44m2fqCqnwddAgdh6-vcAmdBd1zSDZCiIRRzT2at_BCqcDtljhD9ntPu-mbb2MclCeM-KsxbZLWiilqDgY6M8GKnEny6EKndjg4u8UBCR4LTqn8KxC7cDD2UVHsJWr9fzZ-A/w640-h478/06_postgis_add.png" width="640" /></a></div><p>which will result in:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj63EJGNxw-gPJdClQMiRs6hBS99a_sUadhH_C3VZ026DWhhQ8yu7jSWkP-tfZ-VPvn-HaPaeDcm1qnL_MZKfDppZ-nzFCsMa0OviDGqTNqOCItnXjMKfCSHk0zWSZdsVI5RkvKUMnrZuZW/s799/07_postgis_added.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="597" data-original-width="799" height="478" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj63EJGNxw-gPJdClQMiRs6hBS99a_sUadhH_C3VZ026DWhhQ8yu7jSWkP-tfZ-VPvn-HaPaeDcm1qnL_MZKfDppZ-nzFCsMa0OviDGqTNqOCItnXjMKfCSHk0zWSZdsVI5RkvKUMnrZuZW/w640-h478/07_postgis_added.png" width="640" /></a></div><p>and on the map:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyKKgEBzaBr2E7-4fCkux1PpJ05ofHKyL7u6wiThwPFsiu0cA-ihq-Gt7lNopsy1fJc1R_ppVilmcFwWgBXo7dV7FgbtGVDuDoGpLpas9XckrPIItbWYChhN0AMDYwQTC2ZaqI2ZW7WBxp/s799/08_postgis_map.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="597" data-original-width="799" height="478" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyKKgEBzaBr2E7-4fCkux1PpJ05ofHKyL7u6wiThwPFsiu0cA-ihq-Gt7lNopsy1fJc1R_ppVilmcFwWgBXo7dV7FgbtGVDuDoGpLpas9XckrPIItbWYChhN0AMDYwQTC2ZaqI2ZW7WBxp/w640-h478/08_postgis_map.png" width="640" /></a></div><p>well, this looks kind of ugly. You might have seen in some previous post that SMASH supports styling via SLD specification. Well, adding style the same as we do for geopackage brings us to this:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMC5Ar-QikFEZ4DDOrlZ3ECkBssFLMqmLK-_ANbJj170j8tUActaUMG-k1fEWC0vC9oUnU6ppv4s1Nu5qogbOSYe4IHeGYrNkxx25vNWRtSbHNd2rcLeVYdxBL0eHUeooLpswAtwKORkql/s799/09_postgis_map_theme.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="597" data-original-width="799" height="478" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMC5Ar-QikFEZ4DDOrlZ3ECkBssFLMqmLK-_ANbJj170j8tUActaUMG-k1fEWC0vC9oUnU6ppv4s1Nu5qogbOSYe4IHeGYrNkxx25vNWRtSbHNd2rcLeVYdxBL0eHUeooLpswAtwKORkql/w640-h478/09_postgis_map_theme.png" width="640" /></a></div><p>Nice right?</p><p>Now this is a vector layer that can be selected:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAxJDmlCJVw9lfRXiIUGZxcMpoiGEwwR6b85bSRVn9II2z2dv9kPSnvscsefXRWYBmRM9ajBE03Gt1NZM2PYUiSmuG-YuFHAVGx7-D0zk11wLxRRiIPaeF5jiaaKkdiUkK8cmersXka3gw/s799/10_postgis_alpha_edit.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="597" data-original-width="799" height="478" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAxJDmlCJVw9lfRXiIUGZxcMpoiGEwwR6b85bSRVn9II2z2dv9kPSnvscsefXRWYBmRM9ajBE03Gt1NZM2PYUiSmuG-YuFHAVGx7-D0zk11wLxRRiIPaeF5jiaaKkdiUkK8cmersXka3gw/w640-h478/10_postgis_alpha_edit.png" width="640" /></a></div><p>The above view allows also for table data editing.</p><p>And also geometric editing is allowed:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2M1VgcURMFqhcB0rfdAM3XfI0FVXhBEXw0tJQg2hmomMqrTWgM7-EFU5P46VghJmYRmClHNlBbGsE4VAOOvRDUfoJ5FEPIeS4NKL-56Ydkt3XbUQmlQiuDa6XDbz8I6MDgEOWGZ32jjN7/s799/11_postgis_geom_edit.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="597" data-original-width="799" height="478" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2M1VgcURMFqhcB0rfdAM3XfI0FVXhBEXw0tJQg2hmomMqrTWgM7-EFU5P46VghJmYRmClHNlBbGsE4VAOOvRDUfoJ5FEPIeS4NKL-56Ydkt3XbUQmlQiuDa6XDbz8I6MDgEOWGZ32jjN7/w640-h478/11_postgis_geom_edit.png" width="640" /></a></div><p></p><p>So, why is this the first of two steps? Well, out in the field we often do not have network access, so we will need to create a solution that would allow to create a local geopackage cache, which then eventually can sync back to the remote db.</p><p>But we decided to first release the direct online postgis access, since that still has some nice usecases in situations in which the network is available. Once we have this one working stable, we will move on to the next step. So, if you are into Postgis and want to help, please test and report issues. </p><p>Enjoy!<br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p> </p><p><br /></p><p><br /></p>moovidahttp://www.blogger.com/profile/14796065912904641378noreply@blogger.com0tag:blogger.com,1999:blog-5970315134912558864.post-77422257934601621922021-01-06T11:58:00.000+01:002021-01-06T11:58:28.559+01:00Hortonmachine 0.10.0 released - get a grip on your basins size<p>It sure is a while that I don't post about the Hortonmachine. While we work a lot on it and with it, it always kind of stays in background. Well today we decided to make a new release due to some tools that will be used in production environments. And I think one is definitely worth to mention.</p><p>Some of you might have used the netnumbering module to extract subbasins on a network. The module also accepts monitoring points to allow splitting the basin in fixed points. </p><p>For a watershed like this:</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQKAlWtqElSGLWWs1ZjNsdRfp3-R0ffNTzwI0Gk479c-1B7Sjr8jlWZfjOYYEYPaYq43GuNQBY3pSxzsGD35X7IeQSOgHfsemqCWZ5mxHpXThDCj9UDtPnPs4wulvIP1yXZrHvZIbK7xGi/s1062/01_netnum_basin.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="924" data-original-width="1062" height="557" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQKAlWtqElSGLWWs1ZjNsdRfp3-R0ffNTzwI0Gk479c-1B7Sjr8jlWZfjOYYEYPaYq43GuNQBY3pSxzsGD35X7IeQSOgHfsemqCWZ5mxHpXThDCj9UDtPnPs4wulvIP1yXZrHvZIbK7xGi/w640-h557/01_netnum_basin.png" width="640" /></a></div><p></p><p>The result is something like:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBsMq82X_Gfc7sfSbwIOqyRZuqVVTVa62E4sevJenlZ8Fn540t5DEQZlfPgAVTDEQIkqXoe1_P26XYqRQaX39jiAQrsU2tB60gFZrJ0aVHDDv63FGRdfnzCne1Yekc0m0SPPhU8OAXyHEl/s1062/02_netnum_subbasins.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="924" data-original-width="1062" height="556" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBsMq82X_Gfc7sfSbwIOqyRZuqVVTVa62E4sevJenlZ8Fn540t5DEQZlfPgAVTDEQIkqXoe1_P26XYqRQaX39jiAQrsU2tB60gFZrJ0aVHDDv63FGRdfnzCne1Yekc0m0SPPhU8OAXyHEl/w640-h556/02_netnum_subbasins.png" width="640" /></a></div><p>Now, some models, as for example <a href="https://geoframe.blogspot.com/2020/12/the-geoframe-winter-school-2021.html" target="_blank">Riccardo Rigon's Geoframe</a>, need a bit more control over the basin's size. This is why, on Riccardo's request, we added the possibility to set a desired output basins size and buffer threshold, to handle some degree of flexibility.</p><p>It has been quite some fun and recursive exercise to aggregate in the best possible way basins that are too small. We added plantuml mindmap outputs to be able to better check the way the hierarchy is getting merged. This has been really helpful, in particular to check large basins and also to check on monitoring point positions, which is where basins are meant to keep a fixed border.</p><p> Here the mindmap of the above basin, with references to areas and fixed basins:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHbJU6k6rItIRVdG60STKJ54WVxIdrVdcoMordq-s3rQFtinRFn-jA9PTVggc4eH0iZNCZNtvRXpFCYGX9egF3-xayw6jiAPdr5ssLUD5i8Yyt9r0UfdFpCNgVWjKIF_0j8phCZG7ZQEqp/s6348/mytest_pts_mindmap.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="5035" data-original-width="6348" height="508" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHbJU6k6rItIRVdG60STKJ54WVxIdrVdcoMordq-s3rQFtinRFn-jA9PTVggc4eH0iZNCZNtvRXpFCYGX9egF3-xayw6jiAPdr5ssLUD5i8Yyt9r0UfdFpCNgVWjKIF_0j8phCZG7ZQEqp/w640-h508/mytest_pts_mindmap.png" width="640" /></a></div><br /><p>and finally the aggregated basins mindmap assuming a desired basin size of 100000 cells (10*10 meters here) and a 20% of threshold:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs8qYccR-xGlh-g8yE67msIIEdiFJ3c9hm-HJ-ukEgOZU3E4-SH4aN_Qj7Rp3pF1cXYdTUYsDPjJFP79xysC3vFbAPBYJ1C2SH5FA8GfyGyTBJ0W7U7wAMtZN66zNlq3dGQpkLdsXyAoQM/s2784/mytest_pts_mindmap_desired_10000000_20.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="846" data-original-width="2784" height="194" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs8qYccR-xGlh-g8yE67msIIEdiFJ3c9hm-HJ-ukEgOZU3E4-SH4aN_Qj7Rp3pF1cXYdTUYsDPjJFP79xysC3vFbAPBYJ1C2SH5FA8GfyGyTBJ0W7U7wAMtZN66zNlq3dGQpkLdsXyAoQM/w640-h194/mytest_pts_mindmap_desired_10000000_20.png" width="640" /></a></div><br /><p>and the resulting subbasins map:<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVZQ21jhp8fys-3QpRiPYkiZDX9zTmipIQcmo9Igk-aM64DG6rh5aeed4iWHBU7BuU1h90YeOI-rbvmJ5nB1hsWacb_dBbZ5yUBeHUV0s9AvUFfGkzrgHoy_W65lpgvdzm4I4o1z87ATaX/s1084/03_netnum_des_subbasins.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="925" data-original-width="1084" height="546" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVZQ21jhp8fys-3QpRiPYkiZDX9zTmipIQcmo9Igk-aM64DG6rh5aeed4iWHBU7BuU1h90YeOI-rbvmJ5nB1hsWacb_dBbZ5yUBeHUV0s9AvUFfGkzrgHoy_W65lpgvdzm4I4o1z87ATaX/w640-h546/03_netnum_des_subbasins.png" width="640" /></a></div><p>The result is quite nifty, given the fact that the only basins that do not obey to the 20% buffer are either basins that are fixed and at the very top (so they can't be merged with anyone) or basin 6 which is "blocked" between 2 fixed basins, so same as before, no way to enlarge it by aggregation.</p><p>Well, you can find a release containing the tools at the <a href="https://github.com/TheHortonMachine/hortonmachine/releases/tag/hortonmachine-0.10.0" target="_blank">usual release download site of the Hortonmachine here</a>.<br /></p><p>Enjoy! We surely did :-)<br /></p><p><br /></p><p> <br /></p><p><br /></p><p><br /></p><p><br /></p>moovidahttp://www.blogger.com/profile/14796065912904641378noreply@blogger.com0tag:blogger.com,1999:blog-5970315134912558864.post-2951466187433419542020-11-30T11:37:00.004+01:002020-11-30T11:40:00.730+01:00SMASH 1.6.1 is out geo-tiffs and -fences<p>Today we released SMASH 1.6.1 to the stores.</p><p>The main reason we are doing this is because there was a startup bug that was freezing SMASH, mostly on Xiaomi devices. If you experienced something like this: https://github.com/moovida/smash/issues/81</p><p>...well, update and it will be gone. </p><p> </p><p>That said, we also have some significant additions:</p><h3 style="text-align: left;">Geotiff support <br /></h3><p>Up to now we had tiff support needing world files and projection file to be present. Now geotiff tag reading is supported, so "real" geotiffs can be read. This is quite handy, since the image file gets back to be a single one again. Same as for other imagery types it supports overall transparency and single color removal, which allows for some nice technical map overlays (for example):</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmC5U6o5qA6z2u4q36ZJkPmzmzkJnGtEwVWwdcDySdSuwpwkkjqcDvMZGq0vfiCBFSpch0dwlReuSdRsBqu3jKKILW4no6zJ3_eYsEVGMuKR5i1HLHHvu5SqeCfKNdk-TEErlOn8xu5BBI/s1548/geotiff_01.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1548" data-original-width="750" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmC5U6o5qA6z2u4q36ZJkPmzmzkJnGtEwVWwdcDySdSuwpwkkjqcDvMZGq0vfiCBFSpch0dwlReuSdRsBqu3jKKILW4no6zJ3_eYsEVGMuKR5i1HLHHvu5SqeCfKNdk-TEErlOn8xu5BBI/w194-h400/geotiff_01.png" width="194" /></a></div><h3 style="text-align: left;">Geo-fences<br /></h3><p>Since were we live the COVID lockdown imposed people to only walk a certain distance from home, we decided to lend a helping hand. You now can add fences and make them ring when you enter or exit the radius. </p><p> The fence option is available from the bottom toolbar:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9v8pbRUq821DaSaqrjxy4MMsy3xk3kMEpDIKEz0_z9B3fFTlLfW0eISPrUVAvStMP8fMrnU1ct97NNoAh7av1JRLjkav8k-e3qHPC-QsNgcLCZ7KeU-1Q0qaht_qr3K3fzy7Tc1lmcYNw/s750/fence_01.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="232" data-original-width="750" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9v8pbRUq821DaSaqrjxy4MMsy3xk3kMEpDIKEz0_z9B3fFTlLfW0eISPrUVAvStMP8fMrnU1ct97NNoAh7av1JRLjkav8k-e3qHPC-QsNgcLCZ7KeU-1Q0qaht_qr3K3fzy7Tc1lmcYNw/s320/fence_01.png" width="320" /></a></div><p>Once you hit it, it inserts a new fence in the current map center:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOr5DcHtOYfeE3lYxDcBv6HviI9vpWk2zzTjTDoR0PKLMuVD1JNZDaXaURyMyfv2Wdk2h2nTaezjj8wa3_lFo3FmsLUpna_I3SAvSndc-_NXf0d5bC2hLUfTdiNf5MeRNhB3cD3XrJ1IWN/s1490/fence_02.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1490" data-original-width="750" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOr5DcHtOYfeE3lYxDcBv6HviI9vpWk2zzTjTDoR0PKLMuVD1JNZDaXaURyMyfv2Wdk2h2nTaezjj8wa3_lFo3FmsLUpna_I3SAvSndc-_NXf0d5bC2hLUfTdiNf5MeRNhB3cD3XrJ1IWN/w201-h400/fence_02.png" width="201" /></a></div><p>Defining the fence with no sound will result in a grey colored fence to show that it is "inactive":</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHZsXj_ORGHYdXg1WswP3SNjuA8a-ujaFikbELz9jM4DXt04t9gvpuRyhh0-FCRBQwim_idKYe4XfA-Sr7njNTG0H-Vi7EXTKLl-dj71uAxa_NgkJbm7aRmTBh90yaq_-Njeeb83Eqov-g/s1490/fence_03.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1490" data-original-width="750" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHZsXj_ORGHYdXg1WswP3SNjuA8a-ujaFikbELz9jM4DXt04t9gvpuRyhh0-FCRBQwim_idKYe4XfA-Sr7njNTG0H-Vi7EXTKLl-dj71uAxa_NgkJbm7aRmTBh90yaq_-Njeeb83Eqov-g/w201-h400/fence_03.png" width="201" /></a></div><p>To modify an existing fence, just place the map center inside its circle and then long tap the fence button. The fence dialog will appear again, this time with an additional possibility to remove the fence.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUE4OkaUs9-l3dc0DRBzR4HU2NipHAc4O4uvxrinfCLVkUEJ-m7qk17oCH2XYXGao7Q3dQw8dv5g0rOmqPrx5EdQ-exRGTaa3408xSji4HR1a52r4VkHHo7OmwLdgKnvNkMKZhf4RKZMIr/s1490/fence_04.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1490" data-original-width="750" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUE4OkaUs9-l3dc0DRBzR4HU2NipHAc4O4uvxrinfCLVkUEJ-m7qk17oCH2XYXGao7Q3dQw8dv5g0rOmqPrx5EdQ-exRGTaa3408xSji4HR1a52r4VkHHo7OmwLdgKnvNkMKZhf4RKZMIr/w201-h400/fence_04.png" width="201" /></a></div><p>Now that the fence is active (on enter and exit sound set), the color is red and there are two borders. The green one reminds that on entering there will be a sound, and the blue one that on exit there will be a sound.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMus8Jd5PP6rk2fDLAQ2BoMG1X-a6g-lUuhyphenhyphenZIp7s0XaeLJP-gVPwUWzGoZvN1oRC9MuipmlrHlkPAPFiS96UPF4vbKlA7k4PFvj3-IpguYPnz451Soti3RtVyTlCluYY5pNhb-lucuXkd/s1488/fence_06.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1488" data-original-width="750" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMus8Jd5PP6rk2fDLAQ2BoMG1X-a6g-lUuhyphenhyphenZIp7s0XaeLJP-gVPwUWzGoZvN1oRC9MuipmlrHlkPAPFiS96UPF4vbKlA7k4PFvj3-IpguYPnz451Soti3RtVyTlCluYY5pNhb-lucuXkd/w201-h400/fence_06.png" width="201" /></a></div><br /> <p></p><p> </p><p>Just so you know, fences are not saved into the project, but only in the application preferences. This means that on uninstall or app cache removal.. they will disappear.</p><h3 style="text-align: left;">Log lines themes<br /></h3><p>While this is possibly my favorite feature of this release, I have written about it in my last post <a href="http://jgrasstechtips.blogspot.com/2020/11/a-better-view-on-gps-logs-in-smash.html" target="_blank">here, so just check there for descriptions and images</a>.<br /></p><h3 style="text-align: left;">Other small features<br /></h3><p><b>Magnet icon for center on gps</b>: if you are in automatic center on gps mode (double tap on gps icon), it will be visible through a small magnet:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgK3o5iVcJVO6GeLdI55GCJ2PwBoHn0KwGkHjQRGlL4j0p0qfKkqKGzvq-vudOxFXKQBYvy1awEMropxcVzsNM1nVFUp9FnG44AU1Ojk8WWoPbjr_2qovK1q-XNM7ajxP416yPpzBQ4ST0-/s750/fence_05.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="166" data-original-width="750" height="89" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgK3o5iVcJVO6GeLdI55GCJ2PwBoHn0KwGkHjQRGlL4j0p0qfKkqKGzvq-vudOxFXKQBYvy1awEMropxcVzsNM1nVFUp9FnG44AU1Ojk8WWoPbjr_2qovK1q-XNM7ajxP416yPpzBQ4ST0-/w400-h89/fence_05.png" width="400" /></a></div><br /><p><b>Location permission at startup</b> now allows to access the settings to activate directly background gps usage even when the app is not in use. </p><p><b>Note sharing</b> now also contains the complete OSM url (not sure how that could have been missing up to now):</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3t3z3ShV3UO32zdy-ntXPO3dMcM_QtJxdUKwJDFaTuSqmSf0W0fPxc_s0YxV-itOkBWkUkuj67grQzNvsQIzs9ZgXFguEbmPrfldCjM0eJZHj1btJiZS6I7M6mlb_eTWHX15yPwcG9mns/s750/other_01.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="604" data-original-width="750" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3t3z3ShV3UO32zdy-ntXPO3dMcM_QtJxdUKwJDFaTuSqmSf0W0fPxc_s0YxV-itOkBWkUkuj67grQzNvsQIzs9ZgXFguEbmPrfldCjM0eJZHj1btJiZS6I7M6mlb_eTWHX15yPwcG9mns/s320/other_01.png" width="320" /></a></div><p><b>Project browsing has been made more readable.</b> Not sure how about you, but in my case I just create a new project and using the default proposed name, I simply add something meaningful at the end of it, after an underscore. This allows me to order my projects alphabetically also by timestamp. The problem is that when I want to load an older project, I find myself in this:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtvOsvQqICp2U3JnEz9RyEDZkWrKH7WYHRgjONGc46JgeouNKU9lf5AWVzhDLPGXVrtatWoO2sAO2YtXgOICsTfElMJ3dYfACAbADFXR-1bMb0rXACmlQM4xry_pRaR4iDkNZHMyX3Vo1x/s1488/other_02.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1488" data-original-width="750" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtvOsvQqICp2U3JnEz9RyEDZkWrKH7WYHRgjONGc46JgeouNKU9lf5AWVzhDLPGXVrtatWoO2sAO2YtXgOICsTfElMJ3dYfACAbADFXR-1bMb0rXACmlQM4xry_pRaR4iDkNZHMyX3Vo1x/w201-h400/other_02.png" width="201" /></a></div><p>The smash_timestamp take the whole line and makes everything unreadable. So now you can activate the upper right filter and the timestamp will be removed from the name and added as additional info ( day and time if available):</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7nmolmgAfPQJKpcz27-ON4MSCW96wGQB8cQXD2JW6pzV49tBM-6WfWm45lLWt27FZGEIIu4jLdH4p7fl-SW4swIVUS6u6CIBx_OyO0SEB0eTP3sE45yMTYPcarXICt_ZnvDGvJU88SKhq/s1488/other_03.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1488" data-original-width="750" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7nmolmgAfPQJKpcz27-ON4MSCW96wGQB8cQXD2JW6pzV49tBM-6WfWm45lLWt27FZGEIIu4jLdH4p7fl-SW4swIVUS6u6CIBx_OyO0SEB0eTP3sE45yMTYPcarXICt_ZnvDGvJU88SKhq/w201-h400/other_03.png" width="201" /></a></div><p></p><p><br /></p><p>I guess that is it for this release. Enjoy!</p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p>moovidahttp://www.blogger.com/profile/14796065912904641378noreply@blogger.com0tag:blogger.com,1999:blog-5970315134912558864.post-3447426832423641762020-11-10T10:37:00.000+01:002020-11-10T10:37:24.531+01:00A better view on GPS logs in SMASH<p>It is a while now that I am collecting gps logs done by car and bike to get a better idea on how to "correct" a bit jumping points. This is how the Kalman filter was added to the GPS points pipeline as additional information of choice (not always you want the corrected information).</p><p>As usual, when working on stuff, you need to get a better view over things, which usually means also to get a qualitative idea of what is going on. This is how we got to gradient coloring of the gps lines.</p><p>The result is actually quite cool and gives a good insight of what happened and when. So we decided that this will enter the next release of SMASH.</p><p>How does it work?</p><p>The GPS log properties panel now has an additional combobox that permits the selection of a color palette for a particular information.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwwikmsV77ckSqTc7gcwcOTH9_csFQbrK0e4IeA9EHcgQ7JdYB5KTlBd-lQCwsjg8H4OShiEyJRMKab355Rd5rGfz28iHLqs5mJxboGd44p-PJav9lA9_2AkzWMJQ0S0mS4DVDjri5dU82/s1596/gradient_01_select_palette.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1194" data-original-width="1596" height="452" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwwikmsV77ckSqTc7gcwcOTH9_csFQbrK0e4IeA9EHcgQ7JdYB5KTlBd-lQCwsjg8H4OShiEyJRMKab355Rd5rGfz28iHLqs5mJxboGd44p-PJav9lA9_2AkzWMJQ0S0mS4DVDjri5dU82/w640-h452/gradient_01_select_palette.png" width="640" /></a></div><br /><p><br /></p><p>If a palette is selected it overrides the solid color of the log, applying the palette to the line.</p><p>The result in the case of elevation is something like:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihE9B5lwMXLb44S6aNlva-MkU5jZCfsTCowEAoh18byDe3f_SsAAolnPi1LiT4HczW0xEZHxH4On7NJkkLPGUIwAXTdihJMy_o1E8lgrz0EDpjkJkiZx_6CW6MNhEM95P6n7wTIlRWLqX-/s1946/gradient_02_elevation.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1516" data-original-width="1946" height="498" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihE9B5lwMXLb44S6aNlva-MkU5jZCfsTCowEAoh18byDe3f_SsAAolnPi1LiT4HczW0xEZHxH4On7NJkkLPGUIwAXTdihJMy_o1E8lgrz0EDpjkJkiZx_6CW6MNhEM95P6n7wTIlRWLqX-/w640-h498/gradient_02_elevation.png" width="640" /></a></div><br /><p>Which gives a pretty good idea about where the peak is. Also, assuming the temporal direction of the log, the downhill parts of the log are drawn with dotted border.</p><p>You might want to know where the steep parts are, right? That is what slope can help you in:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuwc_3nD1SU-lI3rf7k82BnFJfWtLufWLra8flRL9vWc0yxZSOwbiRl7UKn6dxUQ-JInwxDNrCSKTjZz46q37dFH7SOXVmR0XQCRac7VX_hySsOwjUbrBcEIo_ikNEMWUPPUVgB9m9kooa/s1946/gradient_03_slope.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1516" data-original-width="1946" height="498" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuwc_3nD1SU-lI3rf7k82BnFJfWtLufWLra8flRL9vWc0yxZSOwbiRl7UKn6dxUQ-JInwxDNrCSKTjZz46q37dFH7SOXVmR0XQCRac7VX_hySsOwjUbrBcEIo_ikNEMWUPPUVgB9m9kooa/w640-h498/gradient_03_slope.png" width="640" /></a></div><p></p><p>A maybe less interesting vision is the one colored by speed:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEStoj2Ot4Dy9fIEv1l6kbTkZUJybbQIDpqFdXyAXSUvMe5rsS-zet27NlZAJ0XiyJwJK5hVAl7w87QspewUv3VUz1RF2AzwiL33yQSKjM7uLYLvzAQS-GCaDXj1C9Ah1-aHiEdR12YAqi/s1946/gradient_04_speed.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1516" data-original-width="1946" height="498" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEStoj2Ot4Dy9fIEv1l6kbTkZUJybbQIDpqFdXyAXSUvMe5rsS-zet27NlZAJ0XiyJwJK5hVAl7w87QspewUv3VUz1RF2AzwiL33yQSKjM7uLYLvzAQS-GCaDXj1C9Ah1-aHiEdR12YAqi/w640-h498/gradient_04_speed.png" width="640" /></a></div><p>And last but not least, it is possible to view the log by its accuracy. This can be quite interesting for surveyors, if they decide to pair to the survey a complete log, which will then tell them where accuracy was better. Obviously in the below map it is simple to see where the galleries are:<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhS-rJj-GGelAFQoic_5kw8VvmYjNt55sHDeUP9nfsbMT5zXfxv8U44BDLFer9UQSLLQbSkR4p2Mp7C99cyXOb95QW0Nx3MbpXJNwI9JeYYa0ZufzM8EKjAKx28wiiVpsx39yGEl2h3HUEz/s1946/gradient_05_accuracy.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1516" data-original-width="1946" height="498" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhS-rJj-GGelAFQoic_5kw8VvmYjNt55sHDeUP9nfsbMT5zXfxv8U44BDLFer9UQSLLQbSkR4p2Mp7C99cyXOb95QW0Nx3MbpXJNwI9JeYYa0ZufzM8EKjAKx28wiiVpsx39yGEl2h3HUEz/w640-h498/gradient_05_accuracy.png" width="640" /></a></div><br /><p>I find this view of the GPS logs quite intriguing. Some might say that it would be better to have this information before a trip... and they are right. Which is why we added this coloring option also to gpx data layers. If the gpx contain the elevation information, then the elevation and slope palette are available:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVn8r2TO6oLtJA8Y6e3sEhhr5javtMct8tzzDMpm1tahaYkxLcd4jV4ft-UTIkYbXwXU7lCG9tnUTqplwqcujAOVZLSA8aI7EGn0lcXFFcPjVOBLz36xyEgukvdmCl6OYYrVGmE2WzLz_W/s1596/gradient_07_gpx.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1194" data-original-width="1596" height="478" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVn8r2TO6oLtJA8Y6e3sEhhr5javtMct8tzzDMpm1tahaYkxLcd4jV4ft-UTIkYbXwXU7lCG9tnUTqplwqcujAOVZLSA8aI7EGn0lcXFFcPjVOBLz36xyEgukvdmCl6OYYrVGmE2WzLz_W/w640-h478/gradient_07_gpx.png" width="640" /></a></div><br /><p></p><p>I hope you'll also enjoy it... in the next release :-)<br /></p><br /><p><br /></p>moovidahttp://www.blogger.com/profile/14796065912904641378noreply@blogger.com0tag:blogger.com,1999:blog-5970315134912558864.post-44814039529477075252020-10-20T15:05:00.002+02:002020-10-20T15:05:22.503+02:00SMASH 1.6.0 is out - all the love for geopackage<p>A couple of days ago we released SMASH 1.6.0 to the stores. So why is this post coming only now?</p><p>Because Google store changed its policy for apps that use background location and is making me life impossible to get a release to the store. Since I am still waiting to understand why I am doing what wrong, I decided to make this post anyways and place the apk of the android version as a download.<br /></p><p>Basically this release brings out all the love we have for the geopackage format.</p><h3 style="text-align: left;">Geopackage geometry editing</h3><p>We finally have a first version of SMASH with vector editing. Last week I shared a video in which editing has been showcased. Well, not much has changed since that day, so to have a look at editing, just have a look at this. I guess it is better than 500 screenshots I would place here below :-)<br /></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/iZNT5piHNvA" width="463" youtube-src-id="iZNT5piHNvA"></iframe></div><br /><h3 style="text-align: left;">Geopackage export</h3><p>We have been thinking a lot about the geopackage format. We were tempted to migrate the internal geopaparazzi/SMASH format to geopackage directly, but then we decided it would be better to keep the current format to maintain backward compatibility and compatibility with geopaparazzi.</p><p>Since many people see Geopackage also as a good "transfer" format from mobile to PC, we added a new export option. It is now possible to export the complete survey as a single geopackage with everything in it.</p><p> </p><p>A minor change (but one I like) is that the GPS notification message on Android is dynamic. It shows a lot of nice information about the current state of the GPS, position and logging status.</p><p><br /></p><h3 style="text-align: left;">Where to download for Android?<br /></h3><p>Until the issue with the google store is not sorted out, please <a href="https://github.com/moovida/smash/releases/download/version_1.6.0%2B39/smash_1.6.0.apk">get your copy of SMASH 1.6.0 HERE.</a><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p>moovidahttp://www.blogger.com/profile/14796065912904641378noreply@blogger.com0tag:blogger.com,1999:blog-5970315134912558864.post-31428969520405539092020-09-25T11:16:00.000+02:002020-09-25T11:16:57.653+02:00SMASH 1.5.0 is out - raster enhancements, CRS, exports and measuring tool<p>Today we released SMASH 1.5.0 for Android and IOS to the markets.</p><p>Quite some work has been done in the raster and projection system backbone. </p><h2 style="text-align: left;">Raster data and CRS<br /></h2><p style="text-align: left;">When it comes to geopackage a lot is allowed. Until now SMASH (as geopaparazzi) allowed to view only tile data generated using the google tiling scheme. And moreover data was visible only at zoom levels for which the tiles had been prepared. This is a problem inherited in many workflows from the preparation of mbtiles datasets. Often in these cases zoomlevel beyond the original image's resolution are generated bloating the database to gigabyte size even for small regions.</p><p style="text-align: left;">Gdal is smart and by default generates only one zoomlevel at the optimal image resolution and using the best tile schema. And yes, also the projection might be different from the usual epsg 3857 used in the google tile scheme. </p><p style="text-align: left;">Supporting this has been important, since it allows to create geopackages of big imagery maintaining more or less the same size. So now we have two ways to load geopackage tile datasets.<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmLWDWUdD0g05oV8ajgm263_M94A3L2PDcDiaaqvsb0qivsB1n9aBawOgwnZU_bWciM96Ccs_Db867T6ImDQqNo6PQWePoXHPFz3bsIsvjkYQTQ0IC0oLLlYb1ujm2YAnB1R_n-3HgoHfi/s1600/01_gpkg_props.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="590" data-original-width="1522" height="124" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmLWDWUdD0g05oV8ajgm263_M94A3L2PDcDiaaqvsb0qivsB1n9aBawOgwnZU_bWciM96Ccs_Db867T6ImDQqNo6PQWePoXHPFz3bsIsvjkYQTQ0IC0oLLlYb1ujm2YAnB1R_n-3HgoHfi/w320-h124/01_gpkg_props.png" width="320" /></a></div><p>In the properties view of geopackage layers you will have more options now:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoaJ8wz36Am50pzwOcpTHIu6Iezdym3xHdqFp2z4aitk8z8v5j-yDu3EUvbA1WYJ8eU4EZjjBE7790KaQn9Q-nFFYJsIuomKafPyaB9FScxzOkjtWLoQTL1hNVEU_JEyGsONT6I0PQ6n0_/s1522/02_gpkg_props.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="752" data-original-width="1522" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoaJ8wz36Am50pzwOcpTHIu6Iezdym3xHdqFp2z4aitk8z8v5j-yDu3EUvbA1WYJ8eU4EZjjBE7790KaQn9Q-nFFYJsIuomKafPyaB9FScxzOkjtWLoQTL1hNVEU_JEyGsONT6I0PQ6n0_/s320/02_gpkg_props.png" width="320" /></a></div><p>Apart of the opacity now there are two more options. The first enables the possibility to load a wider range of tiles schemas. Here an example of an ortophoto reprojected with gdal and packaged as geopackage:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEia7f_VQivB41zyixqbWb74LQyVYTuhwknEdV0Fq_oIdOjDfg2TBmKAnuYXqNikhO9YOmlPccZRY443ClFHSshio6dEjs4nnWy-AmpR9OnGOdzM7QocHp6v8vqa0u3upGn-6DmM8jl_jPwL/s1528/03_gladschema.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1162" data-original-width="1528" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEia7f_VQivB41zyixqbWb74LQyVYTuhwknEdV0Fq_oIdOjDfg2TBmKAnuYXqNikhO9YOmlPccZRY443ClFHSshio6dEjs4nnWy-AmpR9OnGOdzM7QocHp6v8vqa0u3upGn-6DmM8jl_jPwL/s320/03_gladschema.png" width="320" /></a></div><br /><p>This features has a larger memory footprint as it loads the tiles in memory as an image. So if the dataset is too large for your device you might need to go back to loading it with classic tiling scheme.</p><p>Since we are at it, what is the second option? It allows to select a color to make transparent. This is very useful when there is the need to overlay technical maps over an elevation model or ortophoto. But it also solves a situation like this:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0uG8pyTk2uqvh0NXcl7T7HPZrRyZBD4Ji7ZS6zKohUxHceECIYEtm567ExYMcsgKKtwwBkZeDGGRiROGFOPGg4K82ULoQmRIKeKO24DTdi6RAvljmtjblDDBYHoGTSqZErCt1SYKgjEAu/s1528/04_collar.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1162" data-original-width="1528" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0uG8pyTk2uqvh0NXcl7T7HPZrRyZBD4Ji7ZS6zKohUxHceECIYEtm567ExYMcsgKKtwwBkZeDGGRiROGFOPGg4K82ULoQmRIKeKO24DTdi6RAvljmtjblDDBYHoGTSqZErCt1SYKgjEAu/s320/04_collar.png" width="320" /></a></div><p>These are two geopackage layers of a reprojected ortophoto. When both loaded the black collar of one covers the other. It is possible to set the black collar to transparent:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEic4cGqJ9hQpQhSe53pPqJVND0iCuPxzHqDE1YTTRU4rTdoW1mKKe0q57KGu6wE7ojqlKVqBfmb_A9ofCTZA0K1eNMy4O_h26BRd4zODu3BO5ov9ma_5F_WT0Fljm8dFAUFDTI4W3hYVyvb/s1528/05_collar_prop.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="813" data-original-width="1528" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEic4cGqJ9hQpQhSe53pPqJVND0iCuPxzHqDE1YTTRU4rTdoW1mKKe0q57KGu6wE7ojqlKVqBfmb_A9ofCTZA0K1eNMy4O_h26BRd4zODu3BO5ov9ma_5F_WT0Fljm8dFAUFDTI4W3hYVyvb/s320/05_collar_prop.png" width="320" /></a></div><p>Which results in:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXzL33We6Xmk2ftFK2hf4bD6YYvvk4Gie_enRJA-LbGbzDSHr-BC3bD69UqzPtrm0yfk5IjDHCMeOn-q9PeAhXm3-xN9kAFUMPtbHVQWt2k7Y30tU7-aF4NYqP5pu8dUn5P6-M7k_KL0yg/s1528/06_collar_fixtile.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1162" data-original-width="1528" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXzL33We6Xmk2ftFK2hf4bD6YYvvk4Gie_enRJA-LbGbzDSHr-BC3bD69UqzPtrm0yfk5IjDHCMeOn-q9PeAhXm3-xN9kAFUMPtbHVQWt2k7Y30tU7-aF4NYqP5pu8dUn5P6-M7k_KL0yg/s320/06_collar_fixtile.png" width="320" /></a></div><p>which looks already better. Actually, when the jpeg geopackage tiles are generated, there is some interpolation and antialiasing going on, which makes part of the color not completely black, hence the remaining pixels. But if we load the original geotiffs and remove the collar from the upper image, the result is nice and clean (and also way faster to load);<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2XF_FDZ3jzmWRImk8CDIj08gFWaFDUHGGPl7CWRhb9Ru2nGmklyAMe8N8X7dpyjGQEOSZ2FYQeZss4M_Ficg533HRWUTVrn8z2RDKBPJlF8F9oFMbkMMxCuLZYZpyY19GezTb2K_ixxCV/s1528/07_collar_fix_tiff.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1162" data-original-width="1528" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2XF_FDZ3jzmWRImk8CDIj08gFWaFDUHGGPl7CWRhb9Ru2nGmklyAMe8N8X7dpyjGQEOSZ2FYQeZss4M_Ficg533HRWUTVrn8z2RDKBPJlF8F9oFMbkMMxCuLZYZpyY19GezTb2K_ixxCV/s320/07_collar_fix_tiff.png" width="320" /></a></div><br /><p>This is how it looks like if we remove white from the image below:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvKobEwx8gLDUUSCaimEK5wxME4Is-trH4YT_9t0qbfKqRO9tJlwl-jnrUZHpsHQQnwB_CNeE1dspLIkHxZgdx5SzPs6oqXzNk_SQU12otXygihS55B1LjzUfcW_rNN7sFRucwlkbQJ4ly/s1528/08_white.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1162" data-original-width="1528" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvKobEwx8gLDUUSCaimEK5wxME4Is-trH4YT_9t0qbfKqRO9tJlwl-jnrUZHpsHQQnwB_CNeE1dspLIkHxZgdx5SzPs6oqXzNk_SQU12otXygihS55B1LjzUfcW_rNN7sFRucwlkbQJ4ly/s320/08_white.png" width="320" /></a></div><p></p><p>So what about reprojecting data?</p><p>Yes, we added a nice CRS view in the settings:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTQ1WHbw97uKrm45rcaOV2e3G2bmMwrxL5uRWlJ2ceBlCfzegzZ47baLPVRHdIhcptdnltyxsDO6k4EzBU-HCsdLEaIzdtgPzfD_1PhQTXIEfyXkInhZBF8UER8tIj-YL3uZ995jgcVrdT/s1528/09_crs.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1162" data-original-width="1528" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTQ1WHbw97uKrm45rcaOV2e3G2bmMwrxL5uRWlJ2ceBlCfzegzZ47baLPVRHdIhcptdnltyxsDO6k4EzBU-HCsdLEaIzdtgPzfD_1PhQTXIEfyXkInhZBF8UER8tIj-YL3uZ995jgcVrdT/s320/09_crs.png" width="320" /></a></div><p>from which we also can add new projections by epsg code:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEic8MaRuNJWLYRmbGDHeflBbh5MZgT2ZFPfx5VvZwM92-0ZwjVwq2iOFlqQabrrSAJIceUs_9KOV6Omame5Ig7E57mDk16mdjNScf705uPg2yWOsF0mMPL6c0gne_ewQnPySpaUXB8a0FDb/s1528/10_crs_add.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1162" data-original-width="1528" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEic8MaRuNJWLYRmbGDHeflBbh5MZgT2ZFPfx5VvZwM92-0ZwjVwq2iOFlqQabrrSAJIceUs_9KOV6Omame5Ig7E57mDk16mdjNScf705uPg2yWOsF0mMPL6c0gne_ewQnPySpaUXB8a0FDb/s320/10_crs_add.png" width="320" /></a></div><p>The projection information is downloaded from the internet and the projection is registered:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiGwVw75G7tTH8EQW18MH8jDkSqQALysHOuqJir4N1WDpP_5ieBzzB_K0U7Rp_O9ca93i3yI8OTIIzNkF5d_C5Evy7w87q6zPfO8vOBfei555Ehs7pwQH24PNydqLAmSqnSgLgK_5KJ6Z9/s1528/11_crs_added.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1162" data-original-width="1528" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiGwVw75G7tTH8EQW18MH8jDkSqQALysHOuqJir4N1WDpP_5ieBzzB_K0U7Rp_O9ca93i3yI8OTIIzNkF5d_C5Evy7w87q6zPfO8vOBfei555Ehs7pwQH24PNydqLAmSqnSgLgK_5KJ6Z9/s320/11_crs_added.png" width="320" /></a></div><br /><p>Available projections are used to reproject vector datasets (geopackage layers and shapefiles) onto the map. This works very nicely.</p><p>If a dataset is loaded into the layerview and its projection is not known, SMASH will download and register it:</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgD4sXDwLaZJqzYzDorn6a82wHY03Vbuwj49jDRSxMp-LKEH6893N4wpjXRarKDi5YZ8paB2F5EI19DzN6RcB16HFgPmRjrK5wGwAz9aIYA6nfWbgSIS0mjH3QS-7lmgsywKeN8CFQQ-wGz/s1598/13_unsupp_crs.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1598" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgD4sXDwLaZJqzYzDorn6a82wHY03Vbuwj49jDRSxMp-LKEH6893N4wpjXRarKDi5YZ8paB2F5EI19DzN6RcB16HFgPmRjrK5wGwAz9aIYA6nfWbgSIS0mjH3QS-7lmgsywKeN8CFQQ-wGz/s320/13_unsupp_crs.png" width="320" /></a></div><br /><p></p><p>If the projection is not recognised, the user will be prompted to supply the epsg code for the projection:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxkGOCtz2GKuI4oNA0Vje55aivyakSDUsVMxmJ4-8d0KEN1-nfUa4SYBU51FQLpL6pBUYUlmzRSJW1rUmOCv9mKYfOEBXoO6gnFCR3rhZ59bsLopUE-D-dtA0XQX4ahqMsifC28mir070c/s1528/12_unknown_crs.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1162" data-original-width="1528" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxkGOCtz2GKuI4oNA0Vje55aivyakSDUsVMxmJ4-8d0KEN1-nfUa4SYBU51FQLpL6pBUYUlmzRSJW1rUmOCv9mKYfOEBXoO6gnFCR3rhZ59bsLopUE-D-dtA0XQX4ahqMsifC28mir070c/s320/12_unknown_crs.png" width="320" /></a></div><br /><p>While vector datasets are nicely reprojected, with raster it is a different story. At the moment only the raster boundingbox is reprojected to place the image in the right spot, but the result can be also quite bad. So while it looks nice in one corner:<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihz8NlWyC6Fa-YKBNstrsQHbyjUTUDq8bpmGwzCc1cTrzyairVskUp5-S3A58p7ZD5YNI8vyJmEN1jnRdc9fwiljrxBTOgDmL73GKsuZ9MNXxQUaafmtrbhOQK15Q7i-pRt0P6_MycJnu_/s1598/14_raster_rep.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1598" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihz8NlWyC6Fa-YKBNstrsQHbyjUTUDq8bpmGwzCc1cTrzyairVskUp5-S3A58p7ZD5YNI8vyJmEN1jnRdc9fwiljrxBTOgDmL73GKsuZ9MNXxQUaafmtrbhOQK15Q7i-pRt0P6_MycJnu_/s320/14_raster_rep.png" width="320" /></a></div><p>it can be bad in the other:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl-cYwecwkzjZx6wL82nHRnL1bqqaWUuVoZBSf1V9RgH6v4MDIQU8qV_BdGhZY2crd9aTuMzULgOlEYy7Gm2gq0jvlg9AWRRL_al6xszD4OxBIC4NPk5XSX25I6ppqJ9vN-URptbkLuA8F/s1598/15_raster_rep.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1598" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl-cYwecwkzjZx6wL82nHRnL1bqqaWUuVoZBSf1V9RgH6v4MDIQU8qV_BdGhZY2crd9aTuMzULgOlEYy7Gm2gq0jvlg9AWRRL_al6xszD4OxBIC4NPk5XSX25I6ppqJ9vN-URptbkLuA8F/s320/15_raster_rep.png" width="320" /></a></div><p>So this is more a fallback workaround for the case you forgot to prepare a dataset, it is not really a solution yet.</p><p>So, handle with care!</p><h2 style="text-align: left;">GPS, to filter or not to filter</h2><p>In previous SMASH releases we introduced the Kalman filtered GPS signal. It was available only for gps logs that were recorded. To make things more consistent, the behavior has been extended to all GPS dependent features. So the filtered GPS setting</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAZNy_KGD7xLkhEd_1md1AjbzPVOvFadop5muyTjxExys1_D4RxSFn6P6WBCU7RokzDlbrQF4wxlFkzHyMPcU_ya5zS3PFO0mcIf21vYlHOlNMlu7BxQgpHgb5jr1GPBkQ3wzC6LS1ehTY/s1548/21_gps_filter.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1548" data-original-width="744" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAZNy_KGD7xLkhEd_1md1AjbzPVOvFadop5muyTjxExys1_D4RxSFn6P6WBCU7RokzDlbrQF4wxlFkzHyMPcU_ya5zS3PFO0mcIf21vYlHOlNMlu7BxQgpHgb5jr1GPBkQ3wzC6LS1ehTY/w193-h400/21_gps_filter.png" width="193" /></a></div><p>now has some impact. As a reminder, in case of gps logs original and filtered GPS signal are <b>BOTH</b> always saved into the database and the user can choose to look at the original and/or filtered log. This still applies. </p><p>But now the GPS position layer obeys to the setting. And when you insert a note in the gps position, the one defined in the settings will be used. </p><p>This might sound scary but it actually is not. Just remember to have your settings right.</p><p>To aid the user, the "other" position is shown using a tin line and a dot starting from the current used position:</p><p> </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVuane2iqISIbM2rFHRTciZ80wT9bz6y7azCBbNz-M51M8XU9JvoZS3PM2doEV_QtXsP79UbS87wCDxm1j1nlSNzd2JoqBzZ-sdYkCS3Co7ok8WhG5GWn_rwEC1djLZen8gY4thv4PtWaW/s2280/24_gps_position.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2280" data-original-width="1080" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVuane2iqISIbM2rFHRTciZ80wT9bz6y7azCBbNz-M51M8XU9JvoZS3PM2doEV_QtXsP79UbS87wCDxm1j1nlSNzd2JoqBzZ-sdYkCS3Co7ok8WhG5GWn_rwEC1djLZen8gY4thv4PtWaW/w190-h400/24_gps_position.png" width="190" /></a></div><p>For example when driving through a tunnel, the original position on android can be jumpy:<br /> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizF_upf299yFQQ6ULfiwCK_jZNMXjjE_pcQK9dsWKPbkyrH-VpfVsIDeWnXYL2hwD62Mp4G71hfLX1Umd9NkWdWyyDF6X4_mLhvLS2lvzU84mEIix965x3WMLASn6iMD9wf2UJPqwYvUvP/s2280/25_gps_position.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2280" data-original-width="1080" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizF_upf299yFQQ6ULfiwCK_jZNMXjjE_pcQK9dsWKPbkyrH-VpfVsIDeWnXYL2hwD62Mp4G71hfLX1Umd9NkWdWyyDF6X4_mLhvLS2lvzU84mEIix965x3WMLASn6iMD9wf2UJPqwYvUvP/w190-h400/25_gps_position.png" width="190" /></a></div><br /><p></p><p></p><p><br /></p><h2 style="text-align: left;">New Toolbar</h2><p>Since we are starting to prepare for geometry editing in geopackages, we started to think about a proper toolbar already. We came up with a small handler in the lower right corner:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyw9Bd46I95fjsrfdpMfZEQLQlLP9jOPTq0Kl5Q61oCjeeiBzNyFCvOqYzxgaQ2F-H4scrTUYGzpbfrX-uAUfAWytBW1KHVtWsX_cAQQZ1TM3UUuaBMH5ynqCmerVddsbPC0_dlLpFh-be/s1598/18_toolbar.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="240" data-original-width="1598" height="96" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyw9Bd46I95fjsrfdpMfZEQLQlLP9jOPTq0Kl5Q61oCjeeiBzNyFCvOqYzxgaQ2F-H4scrTUYGzpbfrX-uAUfAWytBW1KHVtWsX_cAQQZ1TM3UUuaBMH5ynqCmerVddsbPC0_dlLpFh-be/w640-h96/18_toolbar.png" width="640" /></a></div><p>which allows to activate the bottom toolbar:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRAqI0DslITl5EII1M8hPWyfZcliV8xIwg0MAL7yoQks2oFSWDWabEp2bU4JdjvULac0dlLQj5tK-sgCfotUI-7u53VmtEmfZtuqO0M3C2mKcqRGw7QvUWFGxcA1dW2hER-QyCJ06NUQBv/s1598/19_toolbar.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="240" data-original-width="1598" height="96" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRAqI0DslITl5EII1M8hPWyfZcliV8xIwg0MAL7yoQks2oFSWDWabEp2bU4JdjvULac0dlLQj5tK-sgCfotUI-7u53VmtEmfZtuqO0M3C2mKcqRGw7QvUWFGxcA1dW2hER-QyCJ06NUQBv/w640-h96/19_toolbar.png" width="640" /></a></div><p></p><p>The feature info tool has already been migrated from the right drawer down here.</p><p>And a new tool has been added in this release: the measurement tool. For those coming from geopaparazzi, I am sure they were missing it. With this tool you can drag over the map and have a qualitative measurement of the distance:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCpg7BotQhKlnLOl5xxmyqpxEmfB2QUCeju8o1qJ8ox_Y8XW2SBhGoFhMQxN7HTbnKMMUOx-IR0XIv94gRCvVTnm3GjWUn5OgePpmYIUHH0cGHRePGGRGYha4OT5NwBXRbyN5FERbz3C6N/s1598/20_measure.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1198" data-original-width="1598" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCpg7BotQhKlnLOl5xxmyqpxEmfB2QUCeju8o1qJ8ox_Y8XW2SBhGoFhMQxN7HTbnKMMUOx-IR0XIv94gRCvVTnm3GjWUn5OgePpmYIUHH0cGHRePGGRGYha4OT5NwBXRbyN5FERbz3C6N/w400-h300/20_measure.png" width="400" /></a></div><br /><p></p><p><br /></p><h2 style="text-align: left;">Other features</h2><p>SMASH has two new export formats: GPX and KML. These export the whole survey project to a single GPX/KML file:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBf1QLP5UBpne8f6zAb1aXJbd8Rz1Dx_lz-AWfK66V7i7eWU2mPNcWyq1zJscJ46Y6sjnCpl2RzfVTVTyvnrr_H3-E4U3U6S1YkCaLvKJsEK5v1NmmnCf2HJBkIEQ5AJhd6i_WqO-YUCRQ/s1598/16_export.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1598" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBf1QLP5UBpne8f6zAb1aXJbd8Rz1Dx_lz-AWfK66V7i7eWU2mPNcWyq1zJscJ46Y6sjnCpl2RzfVTVTyvnrr_H3-E4U3U6S1YkCaLvKJsEK5v1NmmnCf2HJBkIEQ5AJhd6i_WqO-YUCRQ/s320/16_export.png" width="320" /></a></div><p></p><p>If instead you need to export one single log to gpx (since that is a great exchange format for SMASH users, being able to overlay it), you can do that sliding a log from the log view:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg96qjiuzuhbi734P4-vpv6AL9Mq71tzs90E1Jppd-SnMGkdO_46-_ZAlMSNktjHMGtrD5UeR7EKO7-qf6hVUXmHilUZLIQLURvkEB5NtHeA9f7rhM5TeEyTV-ut3btzvNw1hZ72h_hjHM-/s1598/17_export_log.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="472" data-original-width="1598" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg96qjiuzuhbi734P4-vpv6AL9Mq71tzs90E1Jppd-SnMGkdO_46-_ZAlMSNktjHMGtrD5UeR7EKO7-qf6hVUXmHilUZLIQLURvkEB5NtHeA9f7rhM5TeEyTV-ut3btzvNw1hZ72h_hjHM-/s320/17_export_log.png" width="320" /></a></div><br /><p>Last but not least, during logging now some time and distance (normal and filtered... note the difference when driving through several tunnels with a jumpy GPS) related information are shown:<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4BFB8C334PPm0O4zUa8NLuSs9yeSevZfLfZB1HsJlctRjCpxru3Aq8y6SGknqzNJpwJ8iEenoqHbf4o32ZBwya6UhtgiAlOmeRZLpS8gqChktxHUA8R7c5oqk03mDQy-h4VHPw-WVZ-I4/s2280/26_gps_position.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2280" data-original-width="1080" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4BFB8C334PPm0O4zUa8NLuSs9yeSevZfLfZB1HsJlctRjCpxru3Aq8y6SGknqzNJpwJ8iEenoqHbf4o32ZBwya6UhtgiAlOmeRZLpS8gqChktxHUA8R7c5oqk03mDQy-h4VHPw-WVZ-I4/w304-h640/26_gps_position.png" width="304" /></a></div><br /><p>That is all for version 1.5.0. Enjoy!!</p>moovidahttp://www.blogger.com/profile/14796065912904641378noreply@blogger.com0tag:blogger.com,1999:blog-5970315134912558864.post-24901126921735547072020-08-20T08:54:00.001+02:002020-08-20T08:54:24.390+02:00SMASH 1.4.0 is out: SLD and GPS Log enhancements<p>Today we released SMASH 1.4.0 to the Apple and Google stores.</p><p>This release brings some bugfixes and two main features.</p><h2 style="text-align: left;">1) SLD support</h2><p>When it comes to styling data many have expressed their hate towards the <a href="https://opengeospatial.github.io/e-learning/sld/text/main.html" target="_blank">OGC standard SLD</a>. Coming from the uDig/Geotools world, where SLD has always been used, I find it quite nice to use. Well, I use it for very simple styling, so that might be the reason behind it. Well, it seemed to be the perfect format. There are several editors and GIS that support SLD, so people will be able to create their styles for the survey. And now SMASH is one of them, even if it right now supports a subset of SLD features.</p><p>Lets' have a look. Assume to be in the region of the Resia Lake in northern Italy:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6FL9X3xIt4hUZSdaMKlwUFQebjb2W3ZBrW9j1Ey6E3Pg8h4lc11rOw4jwG6d5xjScg59dlirSN_f47y5EwyaewRNm3FihexRir20MdTQV5L1mVM8EDPRqiuRrqyf93-FHLFpS1WvqnhRp/s1200/sld_01_map.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="794" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6FL9X3xIt4hUZSdaMKlwUFQebjb2W3ZBrW9j1Ey6E3Pg8h4lc11rOw4jwG6d5xjScg59dlirSN_f47y5EwyaewRNm3FihexRir20MdTQV5L1mVM8EDPRqiuRrqyf93-FHLFpS1WvqnhRp/w265-h400/sld_01_map.png" width="265" /></a></div><p>Now let's play around with some geopackage data: lake polygons, river lines and geoname points.<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXY87c9V-6I4MqcRuvPnSINzuOQks2iWwgGmWpLfOV2WUuh0w4TvP5Ep-oD7o1xN63LvrYGtdaaKRqniJURJZ_K-dzjf4w_9KqobZF9iNvagG1wykEpkMnXhzoJy9Fj9ghT5iTNocCLjms/s1196/sld_02_layers.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1196" data-original-width="790" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXY87c9V-6I4MqcRuvPnSINzuOQks2iWwgGmWpLfOV2WUuh0w4TvP5Ep-oD7o1xN63LvrYGtdaaKRqniJURJZ_K-dzjf4w_9KqobZF9iNvagG1wykEpkMnXhzoJy9Fj9ghT5iTNocCLjms/w264-h400/sld_02_layers.png" width="264" /></a></div><p>Sliding the polygon layer to the right allows to enter the style properties:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggLiN_Njp5q0vitejQd3VrS6f9rjb_HTfMw0ty4emNMD-58gU5YYIUwcJG61TVIvkNdSPHSdclu6ORPknmM-wRPVZ1wH5t_8SJS66fNiFUTh13UayuF0ItPqrta2YSVxg0vHygfV3Lzyci/s1196/sld_03_polygons.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1196" data-original-width="790" height="410" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggLiN_Njp5q0vitejQd3VrS6f9rjb_HTfMw0ty4emNMD-58gU5YYIUwcJG61TVIvkNdSPHSdclu6ORPknmM-wRPVZ1wH5t_8SJS66fNiFUTh13UayuF0ItPqrta2YSVxg0vHygfV3Lzyci/w270-h410/sld_03_polygons.png" width="270" /></a></div><p>It is rather intuitive what needs to be done to have a lake styled. But remember to save using the floating action bottom at the bottom. This will write the style to the database table.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxgjh5UOBsxd1hmqs0X_W8LvQZ7kyPs6gPw6OWl_mEkmT8bsj8zTnZ9m4FJn2_0mviSZBoRIRfM30IQvB15bI3l9s_S1avuqiAxzogNaJ8OCwfZD-wDmse2nCZV-tXMCg6TDiFwe2Zaca3/s1196/sld_04_polygons_map.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1196" data-original-width="790" height="410" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxgjh5UOBsxd1hmqs0X_W8LvQZ7kyPs6gPw6OWl_mEkmT8bsj8zTnZ9m4FJn2_0mviSZBoRIRfM30IQvB15bI3l9s_S1avuqiAxzogNaJ8OCwfZD-wDmse2nCZV-tXMCg6TDiFwe2Zaca3/w270-h410/sld_04_polygons_map.png" width="270" /></a></div><p>Et voila'. The same goes for lines:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjC1MbEU-21ec-09xWvf36ZHj3-DSHimEuxh39O3qjqjJBPzHREiLK-47XvwBavhIa_xaS0AhyJS7V4cugU5s2BNbWDKOKrKMXXctc2o6MRdPoSJl4brKH0IIT8EMJwVplqOVYMD7CdQ7Rh/s1196/sld_05_lines.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1196" data-original-width="790" height="410" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjC1MbEU-21ec-09xWvf36ZHj3-DSHimEuxh39O3qjqjJBPzHREiLK-47XvwBavhIa_xaS0AhyJS7V4cugU5s2BNbWDKOKrKMXXctc2o6MRdPoSJl4brKH0IIT8EMJwVplqOVYMD7CdQ7Rh/w270-h410/sld_05_lines.png" width="270" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPgJ5lykDUrCklIoOIXsaf3vYwLRuMBdlXwj53h6bhIKHQ0Fz_EO0ji0uFbuYG5Q91xGDJd-BW4tGrKuwJKJMfkGbFGjkxC75MMP8vxgwKZZY61vvIsSW_i5s8UmSSjaeRzrHQsIg8xAgc/s1196/sld_06_lines_map.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1196" data-original-width="790" height="410" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPgJ5lykDUrCklIoOIXsaf3vYwLRuMBdlXwj53h6bhIKHQ0Fz_EO0ji0uFbuYG5Q91xGDJd-BW4tGrKuwJKJMfkGbFGjkxC75MMP8vxgwKZZY61vvIsSW_i5s8UmSSjaeRzrHQsIg8xAgc/w270-h410/sld_06_lines_map.png" width="270" /></a></div><p>and points. Points are the only layer types that allow labeling at the moment. <br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPIb2TJiwiRvU4q25NFXQwnR7U8JaMwPFeHNDa0UGIk1wNM6inHAXJfueeu2hQ-WjaEPSL67eRltItZy8sxwQReqEW9Y_E0WG_ko0xNhY2pbOdrtlAW20n6Ub7gYv6vj63BgWq6tLOefHU/s1196/sld_07_points.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1196" data-original-width="790" height="410" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPIb2TJiwiRvU4q25NFXQwnR7U8JaMwPFeHNDa0UGIk1wNM6inHAXJfueeu2hQ-WjaEPSL67eRltItZy8sxwQReqEW9Y_E0WG_ko0xNhY2pbOdrtlAW20n6Ub7gYv6vj63BgWq6tLOefHU/w270-h410/sld_07_points.png" width="270" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZA87r3w9EalG2N7KrIFJjlY3Hrs4p9WpBaZQJFfvowDOSC39C8D3BnlMCi6QC4hxveYDtzga3QLeqx5ZwOFxY6B5sr6y20iAOMR4B_b4rOBkzlXGXSY1ODI91HavwB0N5qj1R-4DUE9Ar/s1196/sld_08_points_map.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1196" data-original-width="790" height="410" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZA87r3w9EalG2N7KrIFJjlY3Hrs4p9WpBaZQJFfvowDOSC39C8D3BnlMCi6QC4hxveYDtzga3QLeqx5ZwOFxY6B5sr6y20iAOMR4B_b4rOBkzlXGXSY1ODI91HavwB0N5qj1R-4DUE9Ar/w270-h410/sld_08_points_map.png" width="270" /></a></div><p>These have been very very simple styles. For those that talk SLD, these examples only had a FeatureTypeStyle and one Rule. </p><p>SMASH supports one type of theming: by unique values. In this case a FeatureTypeStyle is populated with several rules that obey to a filter that supports matching of unique values from the attributes table.</p><p>The properties page has buttons to change rules and modify them. The following is an example that features 2 FeatureTypeStyles, one with just a Rule containing a textsymbolizer:<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCptJS-kxAwD9XpnI2e-YePgEL7kOHqgMpMbGjCdVucm0ufmKSjJpIcTHv5gvcq7ODt_OGJ1Mbz3B9s6Byhf94J7MUOcEP99o1dNeu_GrkyPmI_O3HSqwQtSPXRGvuVf3USUO_-lqznxz_/s1196/sld_09_theme.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1196" data-original-width="790" height="410" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCptJS-kxAwD9XpnI2e-YePgEL7kOHqgMpMbGjCdVucm0ufmKSjJpIcTHv5gvcq7ODt_OGJ1Mbz3B9s6Byhf94J7MUOcEP99o1dNeu_GrkyPmI_O3HSqwQtSPXRGvuVf3USUO_-lqznxz_/w270-h410/sld_09_theme.png" width="270" /> </a></div><div class="separator" style="clear: both; text-align: left;"> </div><div class="separator" style="clear: both; text-align: left;">and a second one with all the Rules with filter:</div><div class="separator" style="clear: both; text-align: center;"> </div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjb9YsjsykdlRx_hZhmzWsrn9FYSwfYgTCYP1rqNGyfTfR5_-zbEHS0A3SvRL8-SRO0qwbKsMWsBBiU_DHmx2VRhVueTUilVu_Sn1EcIXlwQomCTfkB_KFjOFCVdsRfEN0bdlKiixa89EYG/s1196/sld_10_theme.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1196" data-original-width="872" height="410" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjb9YsjsykdlRx_hZhmzWsrn9FYSwfYgTCYP1rqNGyfTfR5_-zbEHS0A3SvRL8-SRO0qwbKsMWsBBiU_DHmx2VRhVueTUilVu_Sn1EcIXlwQomCTfkB_KFjOFCVdsRfEN0bdlKiixa89EYG/w299-h410/sld_10_theme.png" width="299" /></a></div><p>If only one FeatureTypeStyle or Rule are present, the header titles can vary:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg38OlvjGzZbYPNXn_VwSzkJ5opfJJ2hs_vsvr3SnU8B1bd7ze3fZ4ZpECJum8Q-WD-cCcU11xCUxEh1dvO0-eLh1C0tSNgjKgYWgBsHBjtQxEqNTzGJ47DpOeYCFCEs8VQ3tsCtD5uJEAJ/s1196/sld_11_theme_single_fts.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1196" data-original-width="872" height="410" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg38OlvjGzZbYPNXn_VwSzkJ5opfJJ2hs_vsvr3SnU8B1bd7ze3fZ4ZpECJum8Q-WD-cCcU11xCUxEh1dvO0-eLh1C0tSNgjKgYWgBsHBjtQxEqNTzGJ47DpOeYCFCEs8VQ3tsCtD5uJEAJ/w299-h410/sld_11_theme_single_fts.png" width="299" /></a></div><p>The result then looks like:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvBCqJsLpOsOY0k5QGXzOLVm5Wp7qI9ABWdNqe-5COQmBY95VRHSWnK-JCoRw2SKwejdYADfPrzoJRTIeSS1s8Eisl7PoaB37yQX04iBJbYoamjIji-QyjxBadzyVRkcG5xf-H8Hz8y-tK/s1196/sld_12_theme_map.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1196" data-original-width="872" height="410" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvBCqJsLpOsOY0k5QGXzOLVm5Wp7qI9ABWdNqe-5COQmBY95VRHSWnK-JCoRw2SKwejdYADfPrzoJRTIeSS1s8Eisl7PoaB37yQX04iBJbYoamjIji-QyjxBadzyVRkcG5xf-H8Hz8y-tK/w299-h410/sld_12_theme_map.png" width="299" /></a></div><p>We decided to give also GPX files these kind of powers. If you change the style properties of a GPX layer, an SLD sidecar file is created and ensures style persistence. </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGQMsYLmpbw4MGdcGnBI-KNiOwwwQuPcFlp1sPrKxNFrb_HpKxF8sBDSPMQU5H6_i4RW8R_nJsXs_0De5IrqiYp30jMMkwOJXPZaapXH8wa8P3uICuvQdzea18Nfiuto_xCcNjTBYEDFxH/s1196/sld_14_gpx.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1196" data-original-width="872" height="410" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGQMsYLmpbw4MGdcGnBI-KNiOwwwQuPcFlp1sPrKxNFrb_HpKxF8sBDSPMQU5H6_i4RW8R_nJsXs_0De5IrqiYp30jMMkwOJXPZaapXH8wa8P3uICuvQdzea18Nfiuto_xCcNjTBYEDFxH/w299-h410/sld_14_gpx.png" width="299" /></a></div><p>Style can be defined for lines and points. If waypoints have the <b>name</b> tag, it can be used for labeling.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvv7xZdSSKnXf4IlJx842Ez0Dt_OwqOBtP_PkXOduFxBwS0khJNM3AHpZlxWJ6F6zrZoNGscDsh0vcCecmn2hwIoKlF7Hv9j38ZG1iGfLPP0g5j2moamRIam_DFXP2VPRkc6OujFDHDtuQ/s1196/sld_15_gpx_map.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1196" data-original-width="872" height="410" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvv7xZdSSKnXf4IlJx842Ez0Dt_OwqOBtP_PkXOduFxBwS0khJNM3AHpZlxWJ6F6zrZoNGscDsh0vcCecmn2hwIoKlF7Hv9j38ZG1iGfLPP0g5j2moamRIam_DFXP2VPRkc6OujFDHDtuQ/w299-h410/sld_15_gpx_map.png" width="299" /></a></div><p><br /></p><h2 style="text-align: left;"> 2) GPS log enhancements<br /></h2><p>The log stats have been extended and now contain time, length, up and down delta (mind this is GPS elevation, so it is usually bad), number of points contained in the log.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5BcASrhh4RQJ5MwzCgwcf3BadM_cC2bWSaFqa7DKNXokDfO6ssA4VAoTzNlNuReT46xzp_d2ndwU9phDtmDRIUdnjJBfcil7LhFynnyODHIo_Ror8huuGuFv8TR4v51UG2VfETYwVjNZE/s872/gpslog_01_stats_orig.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="447" data-original-width="872" height="210" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5BcASrhh4RQJ5MwzCgwcf3BadM_cC2bWSaFqa7DKNXokDfO6ssA4VAoTzNlNuReT46xzp_d2ndwU9phDtmDRIUdnjJBfcil7LhFynnyODHIo_Ror8huuGuFv8TR4v51UG2VfETYwVjNZE/w410-h210/gpslog_01_stats_orig.png" width="410" /></a></div><p>In the previous version of SMASH a Kalman filter had been added to filter GPS logs and both log types are kept in the database. It is now possible to decide to use the filtered logs in certain sections of SMASH as for example in the logs list. Just enter the GPS settings and enable the option:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL9K5_VhFemJKAnqZF_sIR-4nw0UzX6xiJ4i0aWhqO1yj6hsHl4A1Ej2vSTP6Z2mYsIA85hyphenhyphen33YHoki_s_G7UmhwP4YEfoVd24OjZUFIIUXxJ3zp_PRiCXYY5nb5UKAcwWYdYJfCjTT7pL/s1196/gpslog_03_enable_filtered.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1196" data-original-width="872" height="410" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL9K5_VhFemJKAnqZF_sIR-4nw0UzX6xiJ4i0aWhqO1yj6hsHl4A1Ej2vSTP6Z2mYsIA85hyphenhyphen33YHoki_s_G7UmhwP4YEfoVd24OjZUFIIUXxJ3zp_PRiCXYY5nb5UKAcwWYdYJfCjTT7pL/w299-h410/gpslog_03_enable_filtered.png" width="299" /></a></div><p>If you head back to the logs list, the stats length value might be changed:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFLCmbI1i1vgAfc3fbS-kMpMlwoSuEd28JP3pjGaHQS3vn4FSaNO2v-Z3KU7sa-0UxtHR4z_R6HvfWsNLxbppsTabuHu61JuKwVuKkAX0l9DbaQ5qWdgbHUpRiYzkN0pr1a0JTYrnO4AO6/s872/gpslog_04_stats_filtered.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="477" data-original-width="872" height="224" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFLCmbI1i1vgAfc3fbS-kMpMlwoSuEd28JP3pjGaHQS3vn4FSaNO2v-Z3KU7sa-0UxtHR4z_R6HvfWsNLxbppsTabuHu61JuKwVuKkAX0l9DbaQ5qWdgbHUpRiYzkN0pr1a0JTYrnO4AO6/w410-h224/gpslog_04_stats_filtered.png" width="410" /></a></div><p>In this case the difference is around 8Km. This is due to the fact that in tunnels the GPS often goes crazy and jumps around, generating additional distance to the log. The filtered version is more realistic. But you can choose based on your usecase.</p><p><br /></p><p>From the log list a new tool is available when sliding to the right: the Profile View<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikz6lsfxGZCumA51YUfbtqIko-H9JFzWZaV3L_vr29EwV8d-wii-IHGI9wGog793_BwVwbxeuNAnB8245CNGdy5zF8ocwVBOwGh8G6o33p9V0vYX358_OEKupWpKzfN_McIiAe5TfuA3ap/s1876/gpslog_05_profile_button.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1064" data-original-width="1876" height="290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikz6lsfxGZCumA51YUfbtqIko-H9JFzWZaV3L_vr29EwV8d-wii-IHGI9wGog793_BwVwbxeuNAnB8245CNGdy5zF8ocwVBOwGh8G6o33p9V0vYX358_OEKupWpKzfN_McIiAe5TfuA3ap/w512-h290/gpslog_05_profile_button.png" width="512" /></a></div><p>The profile view allows to analyze the profile and navigate it:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6cNevG2OtvZnGgWBEsvre8-vZsKyWKE6GyiphzscbLX-orVqjyDrwUkIGTiC8oQ6dxGu8OWwfpn_yVvqoBoC3V2Ynt4LnjUKmGiASilpT91jdQ84Qr29lKDKGFhc7Hm4iWoKD7FJMfIur/s1876/gpslog_06_profile.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1064" data-original-width="1876" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6cNevG2OtvZnGgWBEsvre8-vZsKyWKE6GyiphzscbLX-orVqjyDrwUkIGTiC8oQ6dxGu8OWwfpn_yVvqoBoC3V2Ynt4LnjUKmGiASilpT91jdQ84Qr29lKDKGFhc7Hm4iWoKD7FJMfIur/s640/gpslog_06_profile.png" width="640" /></a></div><p>Thanks for the <a href="https://github.com/OwnWeb" target="_blank">OwnWeb</a> guys for this nice plugin.<br /></p><p><br /></p><p>Well, that is it for SMASH 1.4.0. Enjoy!<br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p>moovidahttp://www.blogger.com/profile/14796065912904641378noreply@blogger.com0tag:blogger.com,1999:blog-5970315134912558864.post-83891301208848783472020-07-21T14:52:00.002+02:002020-07-21T15:01:22.359+02:00SMASH 1.3.0 and GSS 3.0.0 are out, in sync<div>Since the last SMASH release we have been mostly concentrating on enhancing the server side to have a better synchronization experience. <br /></div><div><br /></div><div>That said (and discussed below), some enhancements have come to SMASH:<br /></div><div><br /></div><div><b><span>Kalman filter for GPS logs</span></b></div><div><span><br /></span></div><div><span>GPS logs are now created using both the original GPS coordinates and filtered coordinates (in this case a Kalman filter). It is possible to select what to view by double tapping on the log icon:<br /></span></div><div><span><br /></span></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnJj-3R02cbCEd-bXlSHqYIzx5wy2dSyj372E-p5tmg_WChxfMhsKgiggkWwnF5OsS8k7byiP5PmKuUPcN6o7TWCrKih_NxdFhBtgC0lfLyG5qt7GTlLkrc2Rc_ld0WkE0PBq5Wycx9d_u/s2048/01_log.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="773" data-original-width="2048" height="189" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnJj-3R02cbCEd-bXlSHqYIzx5wy2dSyj372E-p5tmg_WChxfMhsKgiggkWwnF5OsS8k7byiP5PmKuUPcN6o7TWCrKih_NxdFhBtgC0lfLyG5qt7GTlLkrc2Rc_ld0WkE0PBq5Wycx9d_u/w500-h189/01_log.png" width="500" /></a></div><span><br /></span></div><div>One can view the filtered data while hiding the original GPS data:</div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVdloTJau7uUcGIDv8j-pV1vM0E75PE4fe1QVOtJ9pl0Y7oJzDRCV9LDZvAIqOW8TNS2Yr_jXJelC67175eKWlC8fhrGwRomhuSPmBZ3jPcmv_J-OH3mdmIRH8sWSOlVPRDQVRQRzbCpTT/s2048/02_only_filtered.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVdloTJau7uUcGIDv8j-pV1vM0E75PE4fe1QVOtJ9pl0Y7oJzDRCV9LDZvAIqOW8TNS2Yr_jXJelC67175eKWlC8fhrGwRomhuSPmBZ3jPcmv_J-OH3mdmIRH8sWSOlVPRDQVRQRzbCpTT/s320/02_only_filtered.png" width="320" /></a></div><div><br /></div><div>or view the original and hide the filtered:</div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhimFD6kd-ULWyOt63Rvfy5NF5S-UYNckzUvhEejfCXI8GCny_hU_CkCtDGtPK2byBcbJeaAXtJoMc-JIokVG7nWw68MbAbOCnl83wqb9MkiAk5yW_cNNl8q5LIILd0zBfn1oVkDWWHtmzy/s2048/03_only_orig.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhimFD6kd-ULWyOt63Rvfy5NF5S-UYNckzUvhEejfCXI8GCny_hU_CkCtDGtPK2byBcbJeaAXtJoMc-JIokVG7nWw68MbAbOCnl83wqb9MkiAk5yW_cNNl8q5LIILd0zBfn1oVkDWWHtmzy/s320/03_only_orig.png" width="320" /></a></div><div><br /></div><div>or, as I prefer it, have the original in transparency and see the filtered:</div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnpzF1onXwd4nndxU_QrghGRc_MIlCWNxQ6FbE5t2mjAiN8tcCccyHzBu3ApxryKCdnT8BRmJ-RHwRgDCIvKeKieb5lqdaifYa8rzS7DEFQeEk1dSHGpUdFmhV21XZjBCViAfmGhqujV9F/s2048/04_both.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnpzF1onXwd4nndxU_QrghGRc_MIlCWNxQ6FbE5t2mjAiN8tcCccyHzBu3ApxryKCdnT8BRmJ-RHwRgDCIvKeKieb5lqdaifYa8rzS7DEFQeEk1dSHGpUdFmhV21XZjBCViAfmGhqujV9F/s320/04_both.png" width="320" /></a></div><div><br /></div><div>which helps me to understand how bad my GPS performs in tunnels :-)<br /></div><div><br /></div><div><b><span>geopackage enhancements</span></b></div><div><span><br /></span></div><div><span>Editing of the attributes table is now possible if the data table has a primary key. If a table is editable, the editing icon is visible:</span></div><div><span><br /></span></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkBU9ih0_FlRHrBd9djrhTuBvsmUbCsw2Rmkycr5zVCczgfyynF0Ouae_czVOtY7lRqxveJO-p196cZL7riT-0CrWZCdcDkrQcQCqf9xjeaZWlbk4I7SzeXZ5Fe8emhvIqH2HHMrUs5P4m/s2048/05_gpkg_edit.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkBU9ih0_FlRHrBd9djrhTuBvsmUbCsw2Rmkycr5zVCczgfyynF0Ouae_czVOtY7lRqxveJO-p196cZL7riT-0CrWZCdcDkrQcQCqf9xjeaZWlbk4I7SzeXZ5Fe8emhvIqH2HHMrUs5P4m/s320/05_gpkg_edit.png" width="320" /></a></div><span>Now let's wait for geometry editing ;-)<br /></span></div><div><span><br /></span></div><div><span><b>Visibility settings</b><br /></span></div><div><span><br /></span></div><div><span>We already have seen how gps logs visibility settings can be changed. In general we now have on the actions buttons that support it, the following paradigm:</span></div><div><ul style="text-align: left;"><li><span></span>single tap: add new <br /></li><li>double tap: settings</li><li>long tap: view list<br /></li></ul></div><div><span>As such, double tapping on the notes button, opens a view mode dialog, which allows to configure if the use wants to see the notes with or without label, or hide them at all:</span></div><div><span><br /></span></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggQpz-xb4-YNRIXRnihfDag2COtql6-5M0CHPkzXlEW2PlfP84QLNsBnA10L51Reb4MnQ5rV6D0VPWKnuPKdiosmfTycO8uUMjnY6vMVdXT5dZBS-9KGETYj5PyOtR5PWbimcDpUDt8fg_/s2048/06_notes.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="568" data-original-width="2048" height="139" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggQpz-xb4-YNRIXRnihfDag2COtql6-5M0CHPkzXlEW2PlfP84QLNsBnA10L51Reb4MnQ5rV6D0VPWKnuPKdiosmfTycO8uUMjnY6vMVdXT5dZBS-9KGETYj5PyOtR5PWbimcDpUDt8fg_/w500-h139/06_notes.png" width="500" /></a></div><span><br /></span></div><div><span>Other icons that support double tap:<br /></span></div><div><span><br /></span></div><div><ul style="text-align: left;"><li><span>the GPS icon: toggles automatic centering on GPS.</span></li><li><span>the layers icon: opens the plugin dialog to enable or disable plugins:</span></li></ul><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiblFAHaj8EAyZuh_jSWGOTyafiLm0kTxn7uzJKLhkmlYso5YXClx7i9K3KULF4PlzF5RJwp0HcDjM7J7i5GSdZB6wsABprwDrnCY880mnOzZNSNmwtZWGZfGUFmNyG_9Csq9v0OQuz_27b/s2048/07_plugins.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiblFAHaj8EAyZuh_jSWGOTyafiLm0kTxn7uzJKLhkmlYso5YXClx7i9K3KULF4PlzF5RJwp0HcDjM7J7i5GSdZB6wsABprwDrnCY880mnOzZNSNmwtZWGZfGUFmNyG_9Csq9v0OQuz_27b/s320/07_plugins.png" width="320" /></a></div><div><br /></div></div><div><span><br /></span></div><div><span>This is all too difficult to remember? Well, you are lucky! We just added coach markers!</span></div><div><span><br /></span></div><div><span><b>Coach markers</b><br /></span></div><div><span><br /></span></div><div><span>Coach markers help the user on screen as a user manual would do. The first time SMASH is launched they are run, but they can be accessed from the upper right question mark icon:</span></div><div><span><br /></span></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTibKNL51Ll1kRdtoO24dTpMRmQXe34qZ1Oc0qIJfHvLtlJbB6BPZNmhbvLxHdGqrVXCtgli7K4qXYH0C1ihU0O8q7M_n8DAs5i8-k8VWqdLdA_Evrhgjc8K059zgHzy5O4AvlSUCEq_6T/s2048/08_coach.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTibKNL51Ll1kRdtoO24dTpMRmQXe34qZ1Oc0qIJfHvLtlJbB6BPZNmhbvLxHdGqrVXCtgli7K4qXYH0C1ihU0O8q7M_n8DAs5i8-k8VWqdLdA_Evrhgjc8K059zgHzy5O4AvlSUCEq_6T/s320/08_coach.png" width="320" /></a></div><span>et voila', easy to know what the actions do.</span></div><div><span><br /></span></div><div><h1 style="text-align: left;"><span>The Geopaparazzi Survey Server<br /></span></h1></div><div><span>So what is new with the GSS? Well, for one thing, it has been reviewed and has a more straightforward user interface: <br /></span></div><div><span><br /></span></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFW0fkuL_gyIL6Xme0IQMGoUKgJ2hUEh7pKu3Jyj0rOUrKkNLMlqZbi6V3YvO0rUtB6J79dqa_VK1B6yXoUGDvnIHssyeC6SGGGHlh5RTavJzlrd6bGIOjyCrw42A6RvP9jIFryc9enpcd/s2878/09_gss.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1664" data-original-width="2878" height="231" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFW0fkuL_gyIL6Xme0IQMGoUKgJ2hUEh7pKu3Jyj0rOUrKkNLMlqZbi6V3YvO0rUtB6J79dqa_VK1B6yXoUGDvnIHssyeC6SGGGHlh5RTavJzlrd6bGIOjyCrw42A6RvP9jIFryc9enpcd/w400-h231/09_gss.png" width="400" /></a></div><span><br /></span></div><div><span>But how does sync work in 3 screenshots?</span></div><div><span><br /></span></div><div><span>On SMASH you take a form based note: <br /></span></div><div><span><br /></span></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1dFUHzEAS-NFm9FvmmmXuEK3UirITVYiRX3z3mb4fiOsDbEJzjxIvG4aiQZGHi3r6pkQSoCa8-qavSwKJsGaCpdEEXvzFtncTUQkWZXyIbYP9xQoqaltTlXNoonJhMDH9nzAySgrvgLp8/s2048/10_note_smash.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1dFUHzEAS-NFm9FvmmmXuEK3UirITVYiRX3z3mb4fiOsDbEJzjxIvG4aiQZGHi3r6pkQSoCa8-qavSwKJsGaCpdEEXvzFtncTUQkWZXyIbYP9xQoqaltTlXNoonJhMDH9nzAySgrvgLp8/s320/10_note_smash.png" width="320" /></a></div><span>Assuming you set the right server in the settings, you then export to GSS. You will get a summary of what will be uploaded:</span></div><div><span><br /></span></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMuVMEJegsKgRCYcqZR-ubd7RkNEIGHNzuYqEsI6quk_o8uHRX0YR4J7Y2UNzENZQg6EWQ5wJYIHi15mitd2L0OGaqAX9sjH8za6NKASLJvyWXfyzqyoqHLNQeCjaioWdSbEo87TMaIbQ7/s2048/11_sync.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMuVMEJegsKgRCYcqZR-ubd7RkNEIGHNzuYqEsI6quk_o8uHRX0YR4J7Y2UNzENZQg6EWQ5wJYIHi15mitd2L0OGaqAX9sjH8za6NKASLJvyWXfyzqyoqHLNQeCjaioWdSbEo87TMaIbQ7/s320/11_sync.png" width="320" /></a></div><span><br /></span></div><div><span>If you choose to upload, each item will start in direction server:</span></div><div><span><br /></span></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUqFOrs0wfDNiPavjwGsNBYAksKGabTVGM1fI2pCfb2HWDfWqvltEfZXzs9_B1UVyo0irE3Ygr5Q4LiqJDIDGqAeO05_44XhSx0hrn6YWYkKQZDrS_bM6jzy2C4_o0veeb4ltB1I_iUkZZ/s2048/12_sync.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUqFOrs0wfDNiPavjwGsNBYAksKGabTVGM1fI2pCfb2HWDfWqvltEfZXzs9_B1UVyo0irE3Ygr5Q4LiqJDIDGqAeO05_44XhSx0hrn6YWYkKQZDrS_bM6jzy2C4_o0veeb4ltB1I_iUkZZ/s320/12_sync.png" width="320" /></a></div><span><br /></span></div><div><span>And on the server it will be visible the same way it was on smash, with the same icon, the same label:</span></div><div><span><br /></span></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7eopE6u8M6SXR6O5d9HJAaTHy1nQS2ndoE5VBsZbpuxrW0w-Md51RniC_bquyncifQn59wQZA0SZ0-VY9XTAx-1hDJe3UxH0NMqJU9kI7lFiA4NajfdKZ-XHlXb31_n44zM04YH7cwaO2/s2878/13_note_gss.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1556" data-original-width="2878" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7eopE6u8M6SXR6O5d9HJAaTHy1nQS2ndoE5VBsZbpuxrW0w-Md51RniC_bquyncifQn59wQZA0SZ0-VY9XTAx-1hDJe3UxH0NMqJU9kI7lFiA4NajfdKZ-XHlXb31_n44zM04YH7cwaO2/s320/13_note_gss.png" width="320" /></a></div><span><br /></span></div><div><h1 style="text-align: left;"><span>The manuals!!<br /></span></h1></div><div><span>Would you believe it? We updated the manuals!!!<br /></span></div><div><span><br /></span></div><div><span>So, to see all the features for the GSS just run here: </span><span><a href="https://www.geopaparazzi.org/gss/index.html">https://www.geopaparazzi.org/gss/</a><br /></span></div><div><br /></div><div>to see everything about SMASH, here: <a href="https://www.geopaparazzi.org/smash/">https://www.geopaparazzi.org/smash/</a><br /><span></span></div><div><span><br /></span></div><div><span><br /></span></div><div><span>Well, that's all folks, enjoy! We have a timeline for smash 1.4.0, 1.5.0 and 1.6.0 with some features, so expect some updates during the coming year.<br /></span></div><div><span><br /></span></div><div><span><br /></span></div><div><span><br /></span></div><div><h1 style="text-align: left;"><span>INSTALL<br /></span></h1></div><div><span>SMASH is already on Google Play and will be on the Apple store in the next hours.</span></div><div><span><br /></span></div><div><span>The GSS is available as docker image. The above link has installation instructions to install it using postgis.<br /></span></div><div><span><br /></span></div><div><span><br /></span></div><div><span><br /></span></div><div><span><br /></span></div><div><span><br /></span></div><div><span><br /></span></div><br />moovidahttp://www.blogger.com/profile/14796065912904641378noreply@blogger.com0tag:blogger.com,1999:blog-5970315134912558864.post-82827170650027599802020-05-21T13:34:00.000+02:002020-05-21T13:34:51.695+02:00SMASH 1.2.0 is out... and it is packed with goodies!<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: left;">
<div data-usually-unique-id="867028979527470695134510" style="text-align: left;">
<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr">SMASH 1.2.0 is out in the google and apple stores and it comes packed with a whole set of new features. Not even sure where to start. Here we go...</span></div>
<div data-usually-unique-id="867028979527470695134510" style="text-align: left;">
<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr"><br /></span></div>
<h2 data-usually-unique-id="867028979527470695134510" style="text-align: left;">
<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr">Welcome and Project View</span></h2>
<div data-usually-unique-id="867028979527470695134510" style="text-align: left;">
<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr">We never had it, but it was time.When SMASH starts up it need to check some permissions, layers, data, forms and much more. Now you will be notified and see something is going on:</span></div>
<div data-usually-unique-id="867028979527470695134510" style="text-align: left;">
<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr"><br /></span></div>
<div data-usually-unique-id="867028979527470695134510" style="text-align: left;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxAOIPCqmh9owEUnHQevu06wVCSWLmTzRvMiS20JZd55w0vKYuV8hThvxJdUwvofMF8B8woPC-0r0oH3ghpG7cCLcrlqewNDl4EpNza7imFK5z1wpZvlPK_2T5RErM4ispUVtnmblfCy1e/s1600/01_smash_permissions.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="900" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxAOIPCqmh9owEUnHQevu06wVCSWLmTzRvMiS20JZd55w0vKYuV8hThvxJdUwvofMF8B8woPC-0r0oH3ghpG7cCLcrlqewNDl4EpNza7imFK5z1wpZvlPK_2T5RErM4ispUVtnmblfCy1e/s320/01_smash_permissions.png" width="180" /></a></div>
<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr"></span></div>
<div data-usually-unique-id="867028979527470695134510" style="text-align: left;">
<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr"><span id="goog_1724909033"></span><span id="goog_1724909034"></span><br /></span>
<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr">After that the projects view comes. Make your choice, new/old or fast choice between recent?</span><br />
<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr"><br /></span>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuJSyZTl1kS7Wc9lOjZR_le7i9zGHGVaLNHfGK3rauaH65RUCrhc0WMc0Oc0YEt0T_tMc_omwcC7CwzsGGcGBLRS8WtNg7-Za-9jTD_d641IFi1QLVZZ139cWk0Rf6Gpfk1fIfikwBi0j9/s1600/01_project_view.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1013" data-original-width="1600" height="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuJSyZTl1kS7Wc9lOjZR_le7i9zGHGVaLNHfGK3rauaH65RUCrhc0WMc0Oc0YEt0T_tMc_omwcC7CwzsGGcGBLRS8WtNg7-Za-9jTD_d641IFi1QLVZZ139cWk0Rf6Gpfk1fIfikwBi0j9/s320/01_project_view.jpeg" width="320" /></a></div>
<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr"><br /></span></div>
<h2 data-usually-unique-id="867028979527470695134510">
<span class="ace-copy-paste-hide"></span><span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr">Data formats</span></h2>
</div>
<ul class="listtype-taskdone listindent1 list-taskdone1" style="list-style-type: none; text-align: left;"><ul class="listtype-taskdone listindent2 list-taskdone2" style="list-style-type: none;">
</ul>
</ul>
<span class="thread-900749797663378299945616 attrcomment attrcommentfirst thread-900749797663378299945616-first author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr"><span class="comment-extra-inner-span">Some new formats are available now. </span></span><br />
<h3 style="text-align: left;">
<span class="thread-900749797663378299945616 attrcomment attrcommentfirst thread-900749797663378299945616-first author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr"><span class="comment-extra-inner-span">Raster files in World image format</span></span></h3>
<ul class="listtype-taskdone listindent1 list-taskdone1" style="list-style-type: none; text-align: left;"><ul class="listtype-taskdone listindent2 list-taskdone2" style="list-style-type: none;">
</ul>
</ul>
<div style="text-align: left;">
SMASH now supports loading of raster imagery in the tiff/jpg/png + worldfile (tfw/jgw/pgw) + projection file.<br />
<br />
So once you load the rasters in the layer view, it will check the projection.<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyzxAFGH_tDj251Ve2kmVB49ViBAX0K1zK2DI-QWufQMhbunXEUiqlAH2A5wMjEvrQOVeTWKwuzBrH_zIOYvtVLgmpqgdZwxKddZNXQ7N0Qp2zK7UyP17x16jVokaSau9STZMgR2JH8ldu/s1600/20_raster_no_prj.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="993" data-original-width="1080" height="293" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyzxAFGH_tDj251Ve2kmVB49ViBAX0K1zK2DI-QWufQMhbunXEUiqlAH2A5wMjEvrQOVeTWKwuzBrH_zIOYvtVLgmpqgdZwxKddZNXQ7N0Qp2zK7UyP17x16jVokaSau9STZMgR2JH8ldu/s320/20_raster_no_prj.png" width="320" /></a></div>
</div>
<div style="text-align: left;">
In this case we have 3 different projections and while 4326 and 3857 are supported. So the first time this happens you will need to tap on the layer to try to download the proj definition for the projection.</div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaWIw6VgOzjVPnMrA9DzrhnH5aFqzHq-hDFRrh6_axyM8Qh2wAHOB-kcdu8RjjjGO4reXcbdegUKG5HyoigcS66UTR9rUJvU1_OV3QwGJWpIUwCqAVhreM5wNGnRDgFSxoL1lVTTaRt0Ek/s1600/21_registered_prj.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1033" data-original-width="1600" height="206" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaWIw6VgOzjVPnMrA9DzrhnH5aFqzHq-hDFRrh6_axyM8Qh2wAHOB-kcdu8RjjjGO4reXcbdegUKG5HyoigcS66UTR9rUJvU1_OV3QwGJWpIUwCqAVhreM5wNGnRDgFSxoL1lVTTaRt0Ek/s320/21_registered_prj.png" width="320" /></a></div>
If you are lucky enough, the epsg was recognized and the definition downloaded. Now the dataset is loaded. Mind that while on vector data a re-projection is really performed, in case of raster images, the images is just warped using the boundaries. So this could lead to some unwanted distortions. So always bet to use 4326 data for rasters.<br />
The result is quite nice and transparency can be applied where needed.<br />
Here below a jpg loaded in 32632: <br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmg1HPxaVbQKrwgN-sxQAcLDtYME-aCumGUCMnOFQMNjP76F43gzqNEXvDbhla26KThtkxYnZOUrsNRqQXfijSe3mfYmJaV4ddD5iVETLDb-NM9N_P0jR-Djmch0tGOezPSpf9_xCRkhMS/s1600/22_jpg_worldfile.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="779" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmg1HPxaVbQKrwgN-sxQAcLDtYME-aCumGUCMnOFQMNjP76F43gzqNEXvDbhla26KThtkxYnZOUrsNRqQXfijSe3mfYmJaV4ddD5iVETLDb-NM9N_P0jR-Djmch0tGOezPSpf9_xCRkhMS/s320/22_jpg_worldfile.png" width="155" /></a></div>
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and a tiff loaded in 3857:<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitJCS-LlWOVhx4jY9y0D4lsfPC80WTMLxEFkmAr5uX-tBUduoXvcxKZmejC_-3F3fV_oqgZx_EgqxZNXLAftHsJDT4Im1g3Shh4YzgSrhFmpJiZQ-756_D48x9gUTjNFwZCcIGaSX95NMg/s1600/23_tiff_worldfile.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="779" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitJCS-LlWOVhx4jY9y0D4lsfPC80WTMLxEFkmAr5uX-tBUduoXvcxKZmejC_-3F3fV_oqgZx_EgqxZNXLAftHsJDT4Im1g3Shh4YzgSrhFmpJiZQ-756_D48x9gUTjNFwZCcIGaSX95NMg/s320/23_tiff_worldfile.png" width="155" /></a></div>
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Small confession: this is the reason there has been also a version 1.1.0. We found out there were some issues with the projection of the raster imagery files and decided to fix them an release right away.<br />
<h3 style="text-align: left;">
<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr">Shapefile read support</span></h3>
<div style="text-align: left;">
<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr">SMASH now supports shapefiles ( outch, who would want them?). </span></div>
<div style="text-align: left;">
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZEo3HCbaNQjkPhQQKDfn19JLUAoIb_KBUt_klmkdjQi5wRBXVacJkhiOMWKmsALAh49zTDEoMps0x-ora2GIRzDU8sglFuupKOfWTc7tv5S09W0rBEHqlofQLaZ2721_osUC8kC6v2nz-/s1600/03_shp_layers.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="574" data-original-width="1600" height="114" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZEo3HCbaNQjkPhQQKDfn19JLUAoIb_KBUt_klmkdjQi5wRBXVacJkhiOMWKmsALAh49zTDEoMps0x-ora2GIRzDU8sglFuupKOfWTc7tv5S09W0rBEHqlofQLaZ2721_osUC8kC6v2nz-/s320/03_shp_layers.jpeg" width="320" /></a></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr">And they are actually styled with SLD:</span></div>
<div style="text-align: left;">
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4jW30OSr12Hrqz5FqMifIsRlgjtFUu21qB_gY3HzaQecateSoDz2Ksi30GWUEUN5G83YKZ7_qM7CzvrglO8mchZ8xXEbyuPQcGZ5dcsmQrTbUTzVeyGiHlGQqjPiaHm6CbNwcumq307vG/s1600/04_shp_map.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4jW30OSr12Hrqz5FqMifIsRlgjtFUu21qB_gY3HzaQecateSoDz2Ksi30GWUEUN5G83YKZ7_qM7CzvrglO8mchZ8xXEbyuPQcGZ5dcsmQrTbUTzVeyGiHlGQqjPiaHm6CbNwcumq307vG/s320/04_shp_map.jpeg" width="320" /></a></div>
<br />
<div style="text-align: left;">
<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr">And can be queried:</span></div>
<div style="text-align: left;">
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj4IeyFFQpoXMjWFwBNM4hgrepwWYxwwEFDQobZp7q84n3xrf5gX0J4SDlcAGwQJSLS9y9xAV1rCau569s0i4TMsRr0Z_qd_sp7-XCzDAABtb2vU3WATtxF99-aVXFW-SAzEGY25qSmlCi/s1600/05_query_shp.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj4IeyFFQpoXMjWFwBNM4hgrepwWYxwwEFDQobZp7q84n3xrf5gX0J4SDlcAGwQJSLS9y9xAV1rCau569s0i4TMsRr0Z_qd_sp7-XCzDAABtb2vU3WATtxF99-aVXFW-SAzEGY25qSmlCi/s320/05_query_shp.jpeg" width="320" /></a></div>
<br />
They are and will always be (unless someone pays tons of money) read-only layers. All the editing will be moved to geopackage in future.<br />
<div style="text-align: left;">
</div>
<br />
<h3 style="text-align: left;">
<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr">WMS/TMS support</span></h3>
TMS has already been supported, now WMS is also here. And there is a beautiful catalog to hold them:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTam5FtSru2f33QRZVcbNmDTpSpBL6csVhqy4eonEUYk0pI05iD-Yim0211ygAqkXRcBk5JPWEhPOKOSlSMZ-a7hp9GdU3nKCwKSkUDI7T2I-xSEBGWvvDPSYdWMnyhffV0YBLHB5lRhm2/s1600/06_tms_catalog.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTam5FtSru2f33QRZVcbNmDTpSpBL6csVhqy4eonEUYk0pI05iD-Yim0211ygAqkXRcBk5JPWEhPOKOSlSMZ-a7hp9GdU3nKCwKSkUDI7T2I-xSEBGWvvDPSYdWMnyhffV0YBLHB5lRhm2/s320/06_tms_catalog.jpeg" width="320" /></a></div>
<br />
<br />
<br />
<br />
The maps are actually live maps which help to see if a service works even before adding it.<br />
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WMS looks the same and both can export and import the definitions:<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjY2ZYM5t0Wsq5Qw6rAwjwU0OTkAibuuJGiX7KI0hHaHdXIDyp9bxeooK8bXC22of9iG6pxWUHrOF2SBHlvpTWQ_yZAwU_j6USTDJQCKqNIIsnRAcHHv0IzrHeY2vF-SnkDJkxaS2Y2IX-g/s1600/07_wms_catalog.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjY2ZYM5t0Wsq5Qw6rAwjwU0OTkAibuuJGiX7KI0hHaHdXIDyp9bxeooK8bXC22of9iG6pxWUHrOF2SBHlvpTWQ_yZAwU_j6USTDJQCKqNIIsnRAcHHv0IzrHeY2vF-SnkDJkxaS2Y2IX-g/s320/07_wms_catalog.jpeg" width="320" /></a></div>
<br />
To add a new definition, since that is a rude thing to do on the device, we tried to make it as comfortable as possible:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNWQqvNigv-WtkjOQIn3xJJ9TyKudtwlV8tKCK7D-2duPhr5NXIW9DF5UVZA-knTxAiudfcJXCIlgw5YqpX0lVd_XTzBoxiiO9tWVhvq8QcwPQQkDNdYUREMYgQZ-iccxpH7I-W7HpyKQl/s1600/08_wms_wizard.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNWQqvNigv-WtkjOQIn3xJJ9TyKudtwlV8tKCK7D-2duPhr5NXIW9DF5UVZA-knTxAiudfcJXCIlgw5YqpX0lVd_XTzBoxiiO9tWVhvq8QcwPQQkDNdYUREMYgQZ-iccxpH7I-W7HpyKQl/s320/08_wms_wizard.jpeg" width="320" /></a></div>
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<h2 style="text-align: left;">
Layer management</h2>
Layers can now be dragged to reorder them and they can be removed with a right-to-left swipe.<br />
If they support zooming to or styling, it is found in a right-to-left swipe.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvVFFuw8qFNFHDwqecRPBi4IXYR_eZ6x4_PLirauK_8acDvI0VgYBdGfV37dDcPefLsWt5Xvz6U_LNJL0rhkh9ujL_5a-Hm_PAAunyYra_ZN-bHtK8mP__odyBFMfl488pr_Xfe_VVdBxK/s1600/09_layers.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="737" data-original-width="1600" height="147" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvVFFuw8qFNFHDwqecRPBi4IXYR_eZ6x4_PLirauK_8acDvI0VgYBdGfV37dDcPefLsWt5Xvz6U_LNJL0rhkh9ujL_5a-Hm_PAAunyYra_ZN-bHtK8mP__odyBFMfl488pr_Xfe_VVdBxK/s320/09_layers.jpeg" width="320" /></a></div>
<br />
Note that this is now harmonized in all list views with zoom and style.<br />
<br />
Notes:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwqBuqnCSF6bWdc2saI57E0Wg5URfyJw-n03sgHUDennl89Qznd3vSrQJJgwnGEjqfQePJF2y2F_ESJT8zhGbwh-3ms6fJiHmeh6MoEGROG3aHg1h240WS_OjiM3vChvH6frCXpK9mw67o/s1600/24_notes_list.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1405" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwqBuqnCSF6bWdc2saI57E0Wg5URfyJw-n03sgHUDennl89Qznd3vSrQJJgwnGEjqfQePJF2y2F_ESJT8zhGbwh-3ms6fJiHmeh6MoEGROG3aHg1h240WS_OjiM3vChvH6frCXpK9mw67o/s320/24_notes_list.png" width="281" /></a></div>
<br />
and logs: <br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixxhpafOq5sofdzlonncadRLO_ilN5Oa8Y8Epl_0cVj3JuiyP59G4HoYX2c-KOzuEkHgw1UhE5_BePZxkEWEXMgjITGVdKOvVHeISmTWFowWEFtahR_tmYvs_Y3MCfCiDfrYi-RUMMRTBh/s1600/25_logs_list.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1280" data-original-width="1600" height="256" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixxhpafOq5sofdzlonncadRLO_ilN5Oa8Y8Epl_0cVj3JuiyP59G4HoYX2c-KOzuEkHgw1UhE5_BePZxkEWEXMgjITGVdKOvVHeISmTWFowWEFtahR_tmYvs_Y3MCfCiDfrYi-RUMMRTBh/s320/25_logs_list.png" width="320" /></a></div>
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<br />
<br />
<h2 style="text-align: left;">
GPS </h2>
<div style="text-align: left;">
The biggest new is for sure the fact that SMASH now supports background logging, i.e. logging with the screen off. No image here, but you know what that means.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
We also added to the settings view:</div>
<div style="text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrQQ1FZufuPF-cf3Zd_ss6CdvPbwWex0NW7P8LlsN7Tm8s4-2Pxh94Ah-KA4iSKBPBGr-ZP6CcVNeYpPYVgXUKOqDzjGC2fAjbqYd1UVoJifyUF1HO25jpfvgw5JkWxHZxScUdl2SgaoZM/s1600/11_gps_settings.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="779" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrQQ1FZufuPF-cf3Zd_ss6CdvPbwWex0NW7P8LlsN7Tm8s4-2Pxh94Ah-KA4iSKBPBGr-ZP6CcVNeYpPYVgXUKOqDzjGC2fAjbqYd1UVoJifyUF1HO25jpfvgw5JkWxHZxScUdl2SgaoZM/s320/11_gps_settings.png" width="155" /></a></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
a GPS live view to be able to play with the settings and see what happens:</div>
<div style="text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTOD0iFoRxfoQh5t4xV0MTGM_9A0WJSCwT3O5aMlgObOqq1oQQWgNHtuaYXgxF9uHJAojAG083gDWFaAI-ZuDjkJ3wtU-E0k_1ScgTRGY2qV73WFSOy2U92PrQxDack_XUlfVSqaFts7oW/s1600/12_gps_preview2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="779" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTOD0iFoRxfoQh5t4xV0MTGM_9A0WJSCwT3O5aMlgObOqq1oQQWgNHtuaYXgxF9uHJAojAG083gDWFaAI-ZuDjkJ3wtU-E0k_1ScgTRGY2qV73WFSOy2U92PrQxDack_XUlfVSqaFts7oW/s320/12_gps_preview2.png" width="155" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<br />
As you can see the rose of incoming points is visible in the background, so give an idea of what is going on.<br />
<br />
<br />
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Last but not least, it is possible to activate a counter for GPS points (all vs filtered) to be seen on the main view in the GPS icon:</div>
<div style="text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFaJ_-fGvPjmp9OomyqeGE5Xv9csyMgYl-TBoga7PMUOkLhKcO54OvPykUcyCog2OL1-Q9Hb8XWSh3_nKBaHYU_iiGx-7djIkRXjtCcs4sWNJcX50j3B2DbwzAHT_5AaIL9fuNdcllSlT4/s1600/10_gps_info_points_num.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="458" data-original-width="1600" height="91" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFaJ_-fGvPjmp9OomyqeGE5Xv9csyMgYl-TBoga7PMUOkLhKcO54OvPykUcyCog2OL1-Q9Hb8XWSh3_nKBaHYU_iiGx-7djIkRXjtCcs4sWNJcX50j3B2DbwzAHT_5AaIL9fuNdcllSlT4/s320/10_gps_info_points_num.png" width="320" /></a></div>
<br />
<br />
<h2 style="text-align: left;">
<span class="ace-copy-paste-hide">Other notable things </span></h2>
<h3 style="text-align: left;">
Debug view</h3>
We added a debug view, accessible from the settings:<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2gq7S5HxYAug2egt4WXnZ7Vec49VGHkb59_kMSFark2OQtE4c2HmvWWFcvhUEAd6z7CHe-Lui3uq7LWJZG8ppzwSRugjC4WIXJpR-5xPzGOCfTNkV82QkwKKfVDFmWPwdxqrnTbfoB8V6/s1600/13_debug_view.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="779" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2gq7S5HxYAug2egt4WXnZ7Vec49VGHkb59_kMSFark2OQtE4c2HmvWWFcvhUEAd6z7CHe-Lui3uq7LWJZG8ppzwSRugjC4WIXJpR-5xPzGOCfTNkV82QkwKKfVDFmWPwdxqrnTbfoB8V6/s320/13_debug_view.png" width="155" /></a></div>
<br />
<br />
<h3 style="text-align: left;">
<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr">Better drawers layout </span></h3>
<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr">The left and right drawer and the actionbar have been reviewed.</span><br />
<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr">The right drawer is now accessible by icon and contains all the tools, in expandable sumenus. </span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjYk6afOontr_jzFKx0yjLvd87HF8uYTWGndDPHzXT7Kp4DApFSjfu8xO5_9NelsxgF65hl1Z79tmWZjjIWn5vLEROckbu8Xwl-pOpV00yql0qpVEpJgHhFaeb2nEx6S3Wkg-EbOM476CF/s1600/15_right_drawer.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="1162" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjYk6afOontr_jzFKx0yjLvd87HF8uYTWGndDPHzXT7Kp4DApFSjfu8xO5_9NelsxgF65hl1Z79tmWZjjIWn5vLEROckbu8Xwl-pOpV00yql0qpVEpJgHhFaeb2nEx6S3Wkg-EbOM476CF/s320/15_right_drawer.jpeg" width="242" /></a></div>
<br />
<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr"> As a result the left drawer is now more clean and project related:</span><br />
<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr"><br /></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoyHo5ns5GazXCqr7TsD6bcBGwIvD61cIG0dqnQxrgGGqirc5wW27cKXooi3WRZPMtZxe8ieUx_bbNP4EN8btFOTpqcvI_XlOKGfCAav2qNvtq4Ns3tKfG0MA9GR8nuv1QQOyiN_cyWKDW/s1600/16_left_drawer.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="1164" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoyHo5ns5GazXCqr7TsD6bcBGwIvD61cIG0dqnQxrgGGqirc5wW27cKXooi3WRZPMtZxe8ieUx_bbNP4EN8btFOTpqcvI_XlOKGfCAav2qNvtq4Ns3tKfG0MA9GR8nuv1QQOyiN_cyWKDW/s320/16_left_drawer.jpeg" width="242" /></a></div>
And an online help has been added, which is never bad :-)<br />
<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr"><br /></span>
<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr">The GPS info panel has been cleaned up a bit and one can copy each coordinate to the clipboard:</span><br />
<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr"><br /></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijoq1sGYB9JWkh_XGJ-Q0vdt_ecicZbeppuOSJrHoPqo_iOOrsLrhs92emKTT6km2qDjkADODE_knW2ViKQ9qhpjhCX74y0DxMvIfaLpUNDXQq8lruibZUczvuh4WYTvX0b_OE4aPbtfoL/s1600/17_gps_info.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijoq1sGYB9JWkh_XGJ-Q0vdt_ecicZbeppuOSJrHoPqo_iOOrsLrhs92emKTT6km2qDjkADODE_knW2ViKQ9qhpjhCX74y0DxMvIfaLpUNDXQq8lruibZUczvuh4WYTvX0b_OE4aPbtfoL/s320/17_gps_info.jpeg" width="320" /></a></div>
<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr"><br /></span>
<br />
<h3 style="text-align: left;">
<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr"> Notes have labels</span></h3>
We added labels also to project notes:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjc2mdd-HZfZCqnPyDhCTskzwA3xc895Vf4awEo0LY9P5we_5gYLI4ZT1oSH2bOxZaneqrnTXUmLnhay2EiYPjZsTViXiJBJaAq-1FeFn7v8tsbqha8EL5LU9hpIFBxrcRv4kv2gatgN6XA/s1600/18_note_labels.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="455" data-original-width="607" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjc2mdd-HZfZCqnPyDhCTskzwA3xc895Vf4awEo0LY9P5we_5gYLI4ZT1oSH2bOxZaneqrnTXUmLnhay2EiYPjZsTViXiJBJaAq-1FeFn7v8tsbqha8EL5LU9hpIFBxrcRv4kv2gatgN6XA/s320/18_note_labels.jpeg" width="320" /></a></div>
<br />
<h3 style="text-align: left;">
Grid </h3>
A nice grid plugin has been added to flutter map, so we added it here also:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFFZLyEOjTtc6Fs4Ie95ersKD6JblP1Y179ysN4R4clvU2VarQFpc1mEXcGWjmPJC4VAj4rhLiVnjy7hemlO2lVS1g0pPV6gv6DvitZkay5KcFh3cjbBsN0B0ermKD-zJxFJtD66pBc4t6/s1600/19_grid.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFFZLyEOjTtc6Fs4Ie95ersKD6JblP1Y179ysN4R4clvU2VarQFpc1mEXcGWjmPJC4VAj4rhLiVnjy7hemlO2lVS1g0pPV6gv6DvitZkay5KcFh3cjbBsN0B0ermKD-zJxFJtD66pBc4t6/s320/19_grid.jpeg" width="320" /></a></div>
<h3 style="text-align: left;">
</h3>
<h3 style="text-align: left;">
Reprojection support </h3>
<div style="text-align: left;">
As mentioned in the raster imagery part, support has been added for projections. If a projection is not known, it will be required to download its definition. After that vector data will be reprojected properly. This part is still a bit experimental. But it already looks good.</div>
<h3 style="text-align: left;">
</h3>
<h3 style="text-align: left;">
Small things</h3>
<ul style="text-align: left;">
<li>sharing the position has now the Openstreetmap url</li>
<li>fixes have been done in the forms engine</li>
</ul>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Guess that is all! Enjoy!<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr"></span><br />
<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr"><br /></span>
<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr">PS: as usual the user manual is lagging behind a version. Is there some gentle soul out there that would be willing to help? </span><br />
<span class=" author-d-iz88z86z86za0dz67zz78zz78zz74zz68zjz80zz71z9iz90z8z86zaz84zoyfz69z3w1z89zuz76z3ez82z6z84zhz66zz82zxz73zerz86zz86zz73zlr"><br /></span></div>
<ul class="listtype-taskdone listindent1 list-taskdone1" style="list-style-type: none; text-align: left;">
</ul>
</div>
moovidahttp://www.blogger.com/profile/14796065912904641378noreply@blogger.com1tag:blogger.com,1999:blog-5970315134912558864.post-65113526818024547552020-05-18T14:05:00.000+02:002020-05-18T14:05:10.741+02:00Geopaparazzi vs. ESRI Collector - a user story<div dir="ltr" style="text-align: left;" trbidi="on">
Andrew Mitchell appeared a couple of years ago in the geopaparazzi community and soon marked a differenece. It is one of those users that put effort in making the tool they use better. He soon started to open issues about usability... many issues. And those many issues made me crazy, since he was right and most of the time I had to react with improvements and fixes, but also contributed to a better geopaparazzi.<br />
<br />
A couple of days ago he shared his experience on the field with Geopaparazzi and with ESRI Collector. Needless to say that I loved the read.<br />
<br />
Pasting the whole content here as it was sent to the geopaparazzi mailinglist:<br />
<br />
<span class="ILfuVd"><span class="e24Kjd"><hr />
</span></span><br />
<br />
<br />
<br />
<div class="page" title="Page 1">
<div class="layoutArea">
<div class="column">
<div class="page" title="Page 1">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'ArialMT'; font-size: 16.000000pt;">ESRI Collector vs Geopaparazzi
</span><br />
<span style="font-family: 'Arial'; font-size: 11.000000pt; font-weight: 700;">Background Information
</span><br />
<span style="font-family: 'ArialMT'; font-size: 11.000000pt;">Most environmental consulting firms use Collector. It is the defacto industry standard for GIS data
collection. However, I have on most occasions had serious issues with it and now use
Geopaparazzi. The following table provides a comparison between the two systems based on
slightly more that a years of practice with both systems. In most cases, I would start with Collector
and then switch over to Geoparazzi when Collector experienced an issue that was hard to work
around. That said, others found Collector to be fine and stable. It could be that the iPhone version
is better than the Android version. Even so, many limitations would remain. This review
concentrated on issues that have caused grief in the field, rather than what works well.
</span><br />
<span style="font-family: 'ArialMT'; font-size: 11.000000pt;">Geopaparazzi has fewer issues, but some occasionally arise, particularly teething issues with the
new version 6. However, any serious issues have rapidly been resolved. At the time of writing
Geopaparazzi 6.0.3 was being compared with an up-to-date, professionally managed ESRI
ecosystem. </span><br />
<br />
</div>
</div>
<table style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-collapse: collapse;"><colgroup><col style="width: 49.989624%;"></col><col style="width: 50.010376%;"></col>
</colgroup><tbody>
<tr>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'Arial'; font-size: 12.000000pt; font-weight: 700;">Collector
</span><br />
</div>
</div>
</td>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'Arial'; font-size: 12.000000pt; font-weight: 700;">Geopaparazzi
</span><br />
</div>
</div>
</td>
</tr>
<tr>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Primarily an online data collection system
with an off-line capability
</span><br />
</div>
</div>
</td>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Began as an off-line system but has ability
to utilise some cloud services for importing
base data and form designs. Does not
appear to have the ability to upload new or
updated data to a live GIS system.
</span><br />
</div>
</div>
</td>
</tr>
<tr>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Projects are created in ArcGIS Pro then
delivered to an Android device by cellular
network
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">- downloads can be painfully slow<br />
- it is also confusing when you open a
downloaded project and are outside the
project area as the imagery for your current
location will be shown, not the imagery for
the defined project area.
</span><br />
</div>
</div>
</td>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Project usually created on the fly on the
device by starting a new project.
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">- loading base maps or spatialite data via
USB is very simple and quick.
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">- it is simple to centre the view on a base
map.
</span><br />
</div>
</div>
</td>
</tr>
<tr>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'Arial'; font-size: 12.000000pt; font-weight: 700;">Background Images
</span><br />
</div>
</div>
</td>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
</td>
</tr>
<tr>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Background images are limited to those
hosted by ESRI online.
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Imagery that can be displayed in ArcGIS
Pro is not able to be (we can’t figure out
how) be displayed as a background image
on the mobile device. This prevents recent,
high quality imagery such as nearmap from
being available in the field.
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Spatial misalignments of background
imagery from ESRI cannot be corrected.
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Potentially imagery is not preserved when
Collector is used in online mode when the
device screen is turned off. More work is
</span><br />
</div>
</div>
</td>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Background images can be downloaded via
cellular network on the fly or you can
manually pre-load the area of interest by
dragging the screen over the area of
interest. This method is very good for linear
areas such as under an aircraft flight path.
Background imagery persists between
sessions.
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Background images can also be created in
a GIS as an mbtiles file. If the original
image is a from a web server such as Open
Street Map, then each image level will have
a different amount of detail. This is very
good for navigation to site. Zoom dependent
visibility can also be used in a GIS to show
</span><br />
</div>
</div>
</td>
</tr>
</tbody></table>
</div>
<div class="page" title="Page 2">
<table style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-collapse: collapse;"><colgroup><col style="width: 49.989624%;"></col><col style="width: 50.010376%;"></col>
</colgroup><tbody>
<tr>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">needed to test this but it seems that the
same tiles are downloaded each time they
are needed.
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">If the internet is congested, background
imagery will display slowly or a network
error will be reported.
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">It is possible to create tile package files (ptk
files) which contain background imagery for
Collector, however an add-in is required for
ArcMap. These images can then be copied
into the device over a USB connection.
This capability has not been tried by us.
</span><br />
</div>
</div>
</td>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">or hide project layers and this information
will be burned into the mbtiles when they
are created.
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Any imagery that can be displayed in a GIS
can be converted to mbtiles. I often use a
hillshade blended with an aerial photo.
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">If the webserver imagery is not located
correctly, it is possible to create mbtiles with
the imagery shifted to its correct location.
</span><br />
</div>
</div>
</td>
</tr>
<tr>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'Arial'; font-size: 12.000000pt; font-weight: 700;">Navigation
</span><br />
</div>
</div>
</td>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
</td>
</tr>
<tr>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">North up display
</span><br />
</div>
</div>
</td>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Heads up display or north up display – user
selects
</span><br />
</div>
</div>
</td>
</tr>
<tr>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'Arial'; font-size: 12.000000pt; font-weight: 700;">Data collection
</span><br />
</div>
</div>
</td>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
</td>
</tr>
<tr>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Both are similar. Both open the keyboard
for pick list entries. This is a pain as the
keyboard takes up space that could be used
to show more picklist entries.
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Drawing lines and polygon features in
collector is very easy and very refined
</span><br />
</div>
</div>
</td>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
</td>
</tr>
<tr>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'Arial'; font-size: 12.000000pt; font-weight: 700;">Tracks
</span><br />
</div>
</div>
</td>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
</td>
</tr>
<tr>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">No tracks by default, although there is a
workaround.
</span><br />
</div>
</div>
</td>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Records tracks when track logging is
activated. Basis of track point recording can
be adjusted in settings
</span><br />
</div>
</div>
</td>
</tr>
<tr>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'Arial'; font-size: 12.000000pt; font-weight: 700;">Data management
</span><br />
</div>
</div>
</td>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
</td>
</tr>
<tr>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">In online mode, no data management is
necessary.
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">In off-line mode, data has to be synced.
Sometimes there are issues with syncing.
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Uploaded data is available to most users via
Arc Maps Online and to the GIS team via
ArcGIS Pro.
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Retrieving the data for third party
applications requires extra steps such as
exporting the data to a folder that is
reachable by the applications. The data
cannot just be copied out of ArcMaps
online. The ability to select rows is
disabled. Copying the feature database
from the server to a local machine also did
</span><br />
</div>
</div>
</td>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">There is some cloud support, but I have not
used it. It requires setting up a Postgres
Server and some configuration.
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">I just copy the gpap file from the device and
paste it into a folder on my windows PC. A
micro USB cable is required for the physical
connection.
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Prior to copying the gpap file, I may choose
to export the photos and gps tracks, which
are stored within the gpap database.
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Managing this data requires some
procedures and an organised filing system
but the data can be opened and processed
by any suitable application.
</span><br />
</div>
</div>
</td>
</tr>
</tbody></table>
</div>
<div class="page" title="Page 3">
<table style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-collapse: collapse;"><colgroup><col style="width: 49.989624%;"></col><col style="width: 50.010376%;"></col>
</colgroup><tbody>
<tr>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">not make the data available. The database
claims to be empty on local machine but
has data on the source machine.
</span><br />
</div>
</div>
</td>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
</td>
</tr>
<tr>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'Arial'; font-size: 12.000000pt; font-weight: 700;">Viewing form data
</span><br />
</div>
</div>
</td>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
</td>
</tr>
<tr>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Form data can be viewed by clicking on
points on the map in the field or by clicking
on points displayed in ArcOnline. A mini-
web page is opened showing the collected
information.
</span><br />
</div>
</div>
</td>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Data is collected in JSON format, with the
JSON form specification also saved in each
record. It is a bit like pdf forms, where the
data is saved inside the pdf document and
has to be extracted later.
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">This would be a pain if you do not run a
system that can do this (gv-SIG) and are not
able to write your own.
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">The great advantage of this approach is that
form design can be evolved in the field.
Data already collected is totally unaffected.
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Extracted data can be converted to a GIS
data file such as a shapefile, just added to a
database table or rendered as html or kml.
</span><br />
</div>
</div>
</td>
</tr>
<tr>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'Arial'; font-size: 12.000000pt; font-weight: 700;">Usability
</span><br />
</div>
</div>
</td>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
</td>
</tr>
<tr>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">In Collector, it is easy to press the back
button too many times and to quit the
project and even the application by
accident.
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Issues can occur if a data point is right on
the edge of the defined project area. It is
not-possible/very difficult as Collector
resists the edge of the project area being
dragged into the centre of the screen. This
is an issue if you have to approach the
target via areas that are outside the project
area.
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Symbol size in our projects is very small,
usually round dots. If the colours used are
similar, it is hard to tell what the colour is.
Also if the coloured dot is used on a
strongly coloured background, our eyes will
colour balance and the perceived colour will
shift.
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Screens are prone to clutter. If contour
lines are used, then seeing the data can be
like looking through spiders web.
</span><br />
</div>
</div>
</td>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">In Geopaparazzi, accidentally quiting the
current project or the application is very
unlikely. Quiting has to be deliberate.
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Screen position is not limited to the project
area.
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Symbol size, colour and shape is under
user control.
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Screen clutter is manageable. Layers that
are only used for navigation can be burned
into the background layer.
</span><br />
</div>
</div>
</td>
</tr>
<tr>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'Arial'; font-size: 12.000000pt; font-weight: 700;">Multi-user/multi-session experience
</span><br />
</div>
</div>
</td>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
</td>
</tr>
<tr>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">This is Collectors’ strongest point. When a
</span><br />
</div>
</div>
</td>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Geopaparazzi is not well suited to live
</span><br />
</div>
</div>
</td>
</tr>
</tbody></table>
</div>
<div class="page" title="Page 4">
<table style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-collapse: collapse;"><colgroup><col style="width: 49.989624%;"></col><col style="width: 50.010376%;"></col>
</colgroup><tbody>
<tr>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">project is synced, data collected or updated
by other people becomes visible. For the
field operator, responsibility for managing
the data ends as soon as the data is
synced. If the data fails to sync, and this
can happen, then the data is lost (iPads and
Collector!).
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">ArcPro is required to make Collector
projects so GIS support is required.
</span><br />
</div>
</div>
</td>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">updates in the field as far as I know.
</span><br />
</div>
</div>
<div class="layoutArea">
<div class="column">
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">It is possible to create a new project
everyday and to import data from that
project into a GIS. I have written an
application that can append data from
incoming gpap files into a master database,
however as far as I know, the Geopaparazzi
ecosystem otherwise lacks this capability.
</span><br />
<span style="font-family: 'ArialMT'; font-size: 12.000000pt;">Being able to start a new project anywhere
at anytime provide great flexibility.
</span><br />
</div>
</div>
</td>
</tr>
<tr>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;"><br /></td>
<td style="background-color: rgb(100.000000%, 100.000000%, 100.000000%); border-bottom-color: rgb(0.000000%, 0.000000%, 0.000000%); border-bottom-width: 0.500000pt; border-left-color: rgb(0.000000%, 0.000000%, 0.000000%); border-left-width: 0.500000pt; border-right-color: rgb(0.000000%, 0.000000%, 0.000000%); border-right-width: 0.500000pt; border-style: solid; border-top-color: rgb(0.000000%, 0.000000%, 0.000000%); border-top-width: 0.500000pt;"><br /></td>
</tr>
</tbody></table>
</div>
</div>
</div>
</div>
</div>
moovidahttp://www.blogger.com/profile/14796065912904641378noreply@blogger.com0tag:blogger.com,1999:blog-5970315134912558864.post-29345384740414488032020-04-02T11:21:00.001+02:002020-04-02T11:21:28.502+02:00SMASH 1.0.0 is out! Your Geopaparazzi for IPhone and IPad<div dir="ltr" style="text-align: left;" trbidi="on">
It is a while now that we have been talking about SMASH and its first testversions.<br />
<br />
Back in <a href="https://www.slideshare.net/moovida/geopaparazzi-state-of-the-art-of-the-digital-field-mapping-application-167930916" target="_blank">this presentation at Foss4G Bucharest </a>we were showing first results already.<br />
<br />
Well, now it is finally out in version 1. And here is what it looks like...<br />
<br />
on IPad:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiID08VMAD8TdFZBXIx7aK1OE4XI6kVZCOyIUDavwwcEGxCR7c7YOdtY-gGxpzo0kDsYp-w4EBtgWtBmEbbuj1Yb2OZFE9YVGZEitL2VUQ0qCWBOOVBV5wUHQAzEU9jRKJ_fEmtAah5-0VX/s1600/main_view_no_fix.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiID08VMAD8TdFZBXIx7aK1OE4XI6kVZCOyIUDavwwcEGxCR7c7YOdtY-gGxpzo0kDsYp-w4EBtgWtBmEbbuj1Yb2OZFE9YVGZEitL2VUQ0qCWBOOVBV5wUHQAzEU9jRKJ_fEmtAah5-0VX/s320/main_view_no_fix.PNG" width="320" /></a></div>
<br />
on IPhone<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSI9mDg5xkU54NAFItTEym2mFiBDDI8Eax78LDi9QloRAw2CyGIZSu0devCH31KTEOiJQ9DbZtli9e9BLGTfhhroNHMaxBfKYW96Jwy-bKeXJKp3cKwRchiZnuy3iuaayu0tZH0hXnC8Ui/s1600/2020-03-31+08.21.40.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="739" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSI9mDg5xkU54NAFItTEym2mFiBDDI8Eax78LDi9QloRAw2CyGIZSu0devCH31KTEOiJQ9DbZtli9e9BLGTfhhroNHMaxBfKYW96Jwy-bKeXJKp3cKwRchiZnuy3iuaayu0tZH0hXnC8Ui/s320/2020-03-31+08.21.40.png" width="147" /></a></div>
and on Android <br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEii8ddrB1Jhe1kIghRMMzedEf3zfoGoM3NPKn_u2ZxA6G3VV2uCSFwTokwbX_bxtZe_yaiMRNQ9gt7kQMhX-Hg2FERrj-efEXyYbKbtPom0DC16nVJxhapYU0JiZu4uGxMvf6nnDxoBbt1E/s1600/Screenshot_20200331-121023.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="800" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEii8ddrB1Jhe1kIghRMMzedEf3zfoGoM3NPKn_u2ZxA6G3VV2uCSFwTokwbX_bxtZe_yaiMRNQ9gt7kQMhX-Hg2FERrj-efEXyYbKbtPom0DC16nVJxhapYU0JiZu4uGxMvf6nnDxoBbt1E/s320/Screenshot_20200331-121023.png" width="160" /></a></div>
<br />
SMASH supports a subset of features that Geopaparazzi has, but adds (apart of IOS support, which is huge) much much usability and is way userfriendly.<br />
<br />
Forms are compatible with those of geopaparazzi, but also support icons:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7WjlV1mkM-9DIrGC4MvhOgVo8qbO3kCvebqpX7LlWVOg69Et5e09J4xUFnXwcvP735mfdqGkPcsPuO87NsQ9lqJsipPczpaXFEMlrKF0i76BYkcX-zThKuwz4Tbfukcz2xZlRDJZ4niZ6/s1600/notes_add_form.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="531" data-original-width="591" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7WjlV1mkM-9DIrGC4MvhOgVo8qbO3kCvebqpX7LlWVOg69Et5e09J4xUFnXwcvP735mfdqGkPcsPuO87NsQ9lqJsipPczpaXFEMlrKF0i76BYkcX-zThKuwz4Tbfukcz2xZlRDJZ4niZ6/s200/notes_add_form.PNG" width="200" /> </a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
...also in the form items.</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGRIXs_cJ_xNqA4mM21P_3h550CIgJ7KaAiYTeKVXJIj0CHrOtyyCmV1T3SIfPE-iJmzPcmUEDWT-LFLY3aH98Dt71af2J9o-4ScAXQnyvPdChQPdhbKl28XrgRj4klWet6n_V2i7ZuYRG/s1600/form_text.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGRIXs_cJ_xNqA4mM21P_3h550CIgJ7KaAiYTeKVXJIj0CHrOtyyCmV1T3SIfPE-iJmzPcmUEDWT-LFLY3aH98Dt71af2J9o-4ScAXQnyvPdChQPdhbKl28XrgRj4klWet6n_V2i7ZuYRG/s320/form_text.PNG" width="320" /></a></div>
<br />
SMASH supports various formats as for example, Geopackage (vector and tiles), MBTiles, Mapsforge, GPX and online TMS services:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjX2xFvB9YX9CMKtij1lAM3-nhkmmHF-dYU-rbaVUjC2Qg7f_b8rLq_RGqiigb_C0eYNpvaYjuV-6QFKbjanWFd3jRTdIxWMlD60j2Y9Bn18xFQrXtjg0FrMOtGH9Af1X2sqB4gukF9VOYJ/s1600/feature_selection.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjX2xFvB9YX9CMKtij1lAM3-nhkmmHF-dYU-rbaVUjC2Qg7f_b8rLq_RGqiigb_C0eYNpvaYjuV-6QFKbjanWFd3jRTdIxWMlD60j2Y9Bn18xFQrXtjg0FrMOtGH9Af1X2sqB4gukF9VOYJ/s320/feature_selection.PNG" width="320" /></a></div>
<br />
Vector layers can be queried using a configurable tap radius:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgN4EONCNzTYAoEIjOw4hyphenhyphenP__py3cmeOU6AZQ9A0APMAVySRdHZkSe-rmJpJihrpg0GV073ICf-8GPtiGqvgH119OCl1xSfxiXS1x7JLmlGBM_DgET2drSM2jCepTBD877uzDw1khqqheIP/s1600/feature_detail_point.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgN4EONCNzTYAoEIjOw4hyphenhyphenP__py3cmeOU6AZQ9A0APMAVySRdHZkSe-rmJpJihrpg0GV073ICf-8GPtiGqvgH119OCl1xSfxiXS1x7JLmlGBM_DgET2drSM2jCepTBD877uzDw1khqqheIP/s320/feature_detail_point.PNG" width="320" /></a></div>
<br />
<br />
SMASH also synchronizes with the Geopaparazzi Survey Server to gather project data:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhm-vCX29Le4TOxJe0xlSDzaUbKXlzhDzQE1w4BKlvgc3VUo-tjKQ0xrDrR7oniNqVJtUKQqEqRQwDT_in1S0VjxSDyOHlbqp8d5mRoMvZ4XSVynNatNzRbfOf2K1BtSCQsUqhcuFyoaHCC/s1600/gss_import.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhm-vCX29Le4TOxJe0xlSDzaUbKXlzhDzQE1w4BKlvgc3VUo-tjKQ0xrDrR7oniNqVJtUKQqEqRQwDT_in1S0VjxSDyOHlbqp8d5mRoMvZ4XSVynNatNzRbfOf2K1BtSCQsUqhcuFyoaHCC/s320/gss_import.PNG" width="320" /></a></div>
<br />
and to incrementally upload work done:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjf3wCsx3JcEnkoKmAbBDDlayN44IAtt6HHs5XGPrbATCd5bVX727yIea9Trp_NJF-9d0Ct9h0G_sAQ3iqR5TI8VVukD73zLXDRqixZl6wjuCgBlRbe-DymD6XVsOp7__poLkp6navnxNsq/s1600/gss_stats.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="800" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjf3wCsx3JcEnkoKmAbBDDlayN44IAtt6HHs5XGPrbATCd5bVX727yIea9Trp_NJF-9d0Ct9h0G_sAQ3iqR5TI8VVukD73zLXDRqixZl6wjuCgBlRbe-DymD6XVsOp7__poLkp6navnxNsq/s320/gss_stats.jpeg" width="320" /></a></div>
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="margin-left: 1em; margin-right: 1em;">
<br /></div>
<br />
<br />
SMASH finds its place on the geopaparazzi website, which has been reviewed to showcase Geopaparazzi, SMASH and the GSS. It also features a comparison table.<br />
<br />
<h2 style="text-align: center;">
So run to <a href="http://www.geopaparazzi.org/">http://www.geopaparazzi.org</a> for more general info and <a href="https://www.geopaparazzi.org/smash/" target="_blank">here to see SMASH directly</a>!</h2>
<br />
<br />
<br />
<br />
<br />
<br /></div>
moovidahttp://www.blogger.com/profile/14796065912904641378noreply@blogger.com0tag:blogger.com,1999:blog-5970315134912558864.post-14088940686347616702019-12-15T10:02:00.000+01:002019-12-15T10:05:54.293+01:00Geopaparazzi 6.0.1 released - geopackage support and labels<div dir="ltr" style="text-align: left;" trbidi="on">
Well, the new geopaparazzi release had been requested by users that were not able to load spatialite tables that had > 3 dimensions. Indeed there was a bug that was giving that problem.<br />
<br />
So we fixed the bug and since we had some quite tested code about Geopackage at hand, we tried to insert it and use it the same way we use Spatialite. It proved to be fairly easy and so we decided to bring out this version with the following support:<br />
<br />
<ul style="text-align: left;">
<li style="box-sizing: border-box; margin-left: 0px;">vectors (feature) layers: read, write (speak editing) and style mode, but for 4326 srid only (so that no reprojection is necessary)</li>
<li style="box-sizing: border-box; margin-left: 0px; margin-top: 0.25em;">tiles: but only for 3857 srid (so they fit in the current tiling system)</li>
</ul>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhywTluB3o3gFqz1UH0QjzVS2mvPXWmPePJAK36H26Y-QWw4wGTTB-IVfgfHi-wQxe9a3khEvu03Nzk2WWXJsFQPktRbtRH14g6teQsqFPsJPkmgN7MQojimlqzWo5Ev0Hz-dw61HPYhiBX/s1600/2019-12-13+11.30.40.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="779" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhywTluB3o3gFqz1UH0QjzVS2mvPXWmPePJAK36H26Y-QWw4wGTTB-IVfgfHi-wQxe9a3khEvu03Nzk2WWXJsFQPktRbtRH14g6teQsqFPsJPkmgN7MQojimlqzWo5Ev0Hz-dw61HPYhiBX/s320/2019-12-13+11.30.40.png" width="155" /></a></div>
<br />
<br />
I personally think it is quite awesome. Geopackage is more limited than spatialite, but its data preparation tools are way more stable and spread around GIS environments. QGIS even uses it as its default vector format.<br />
<br />
Also in the <a href="http://www.hortonmachine.org/" target="_blank">hortomachine</a> project we have tools to quickly create geopackage databases, add shapefiles to them, tilesets from raster files and also to style the layers to be geopaparazzi ready.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibaSasvplch5OMxpx_IfIHCNtTbggI-9Vc6DGcvxPAZEmUzEClq4i_0aTFHGT-5WiuYLJZ4YNlxKkpc3NAWDbNF3hiru5N2XpXUqR_YYFSB8TdPas_wu4VOKbCqfKYRkZUhtqz5Qs0EiiO/s1600/Screenshot_2019-12-13_11-34-15.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="928" data-original-width="1200" height="247" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibaSasvplch5OMxpx_IfIHCNtTbggI-9Vc6DGcvxPAZEmUzEClq4i_0aTFHGT-5WiuYLJZ4YNlxKkpc3NAWDbNF3hiru5N2XpXUqR_YYFSB8TdPas_wu4VOKbCqfKYRkZUhtqz5Qs0EiiO/s320/Screenshot_2019-12-13_11-34-15.png" width="320" /></a></div>
<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6aRENaKyGj3d4eh3tQ9UpjujZJWLTGe09xIM87lKT4DnR1XxcPeqxtpREtOoC115rteYN4wyHHGSu__qMJH5QyxLNrZCs5ru1gXwCtXbLZFB_idTYmxz986LiWawFqjPjMXJXJRosybUW/s1600/Screenshot_2019-12-13_11-36-28.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="337" data-original-width="510" height="211" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6aRENaKyGj3d4eh3tQ9UpjujZJWLTGe09xIM87lKT4DnR1XxcPeqxtpREtOoC115rteYN4wyHHGSu__qMJH5QyxLNrZCs5ru1gXwCtXbLZFB_idTYmxz986LiWawFqjPjMXJXJRosybUW/s320/Screenshot_2019-12-13_11-36-28.png" width="320" /></a></div>
<br />
<br />
<br />
<br />
One other thing we fixed is vector layer labelling. Many users have been crying about missing vector labels. Well, it has been really fun to see how many people and working groups of people use geopaparazzi with spatialite for their surveys. I really wish they would also contribute from time to time.<br />
<br />
Anyways, we decided to add back vector labels. Given the limitations<br />
imposed by the rendering framework, which would make things very<br />
difficult in 3D space and add a layer to be handled for data layer, this is how we solved it, blocking the visualization of labels in the 2D space:<br />
<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYEkG7CmUKWPUFIE_Qb2TiPzMpmTzxFhGmhRYxRzsXDPbr52nI12vTLXPErDSGU5ILxWQerg0k0XV9lJfxCSJ6D2aciN-edzrV_7zKZoiG1CewEAhjB81UPABmxA30Ue3_DqTIpfPMuHk7/s1600/animation.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1280" data-original-width="640" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYEkG7CmUKWPUFIE_Qb2TiPzMpmTzxFhGmhRYxRzsXDPbr52nI12vTLXPErDSGU5ILxWQerg0k0XV9lJfxCSJ6D2aciN-edzrV_7zKZoiG1CewEAhjB81UPABmxA30Ue3_DqTIpfPMuHk7/s320/animation.gif" width="160" /></a></div>
<br />
<br />
Might seem strange at first test, but I can assure you it works quite nicely.<br />
<br />
There is also collision handling on a per layer basis. This might show it better:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqMFVP9Eea0XaePfePwDEvypvtuGzGHXXOcm034JwJbG6BkDQaJZL-BBh65sFc37mSiPxSBw30HmrRk6IDIL5HoAhW9X-8fFN_2-_ge6iP6DhFH-47AnDCiOQ_2xKpQCy6tFKzs4uF6AIx/s1600/animation.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1280" data-original-width="640" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqMFVP9Eea0XaePfePwDEvypvtuGzGHXXOcm034JwJbG6BkDQaJZL-BBh65sFc37mSiPxSBw30HmrRk6IDIL5HoAhW9X-8fFN_2-_ge6iP6DhFH-47AnDCiOQ_2xKpQCy6tFKzs4uF6AIx/s320/animation.gif" width="160" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Enjoy!!<br />
<br />
<br />
<br />
<br />
<br />
<br /></div>
moovidahttp://www.blogger.com/profile/14796065912904641378noreply@blogger.com2tag:blogger.com,1999:blog-5970315134912558864.post-15187258097146986462019-11-18T22:54:00.000+01:002019-11-18T22:54:33.990+01:00Geopaparazzi 6 is out. Now or never!<div dir="ltr" style="text-align: left;" trbidi="on">
It has been an infinite time from the last geopaparazzi release. I only figured when I did the release. With all the work around the Geopaparazzi Survey Server and SMASH the main kid has been left behind.<br />
<br />
So today it was the now or never. We are throwing Geopaparazzi out to the market. It will no doubt be the most important release of the year.<br />
<br />
The new features <a href="https://www.slideshare.net/moovida/geopaparazzi-state-of-the-art-of-the-digital-field-mapping-application-167930916" target="_blank">can be found in this presentation:</a><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.slideshare.net/moovida/geopaparazzi-state-of-the-art-of-the-digital-field-mapping-application-167930916" target="_blank"><img alt="https://www.slideshare.net/moovida/geopaparazzi-state-of-the-art-of-the-digital-field-mapping-application-167930916" border="0" data-original-height="342" data-original-width="620" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi092-SBnavQiI9B41DlJFcrqeB5CMpZQ0PuOchzP2UoZVT13xlXBnlYH7MYCq_iGXhIhVIu-Mj9suJbMS-vOPBbt6We_04ndXqfxdpeXMHugUN7lTBYyMdtZrG4CNY8AvEdN39HHzVgRHU/s1600/Screenshot_2019-11-18_22-46-15.png" /></a></div>
<br />
Many thanks to several people that helped on the manuals, with fixes and features, that made descriptive and useful bug reports. Brent, Eli, Peter, Tim, Andrew, thanks for the support.<br />
<br />
Things will still get quite crazy from here on. We are almost ready to add support for geopackage (also in editing mode... I hope), which is getting more and more used.<br />
<br />
So enjoy. Test, Report issues. Enjoy!</div>
moovidahttp://www.blogger.com/profile/14796065912904641378noreply@blogger.com1tag:blogger.com,1999:blog-5970315134912558864.post-45126582953577624102019-08-08T11:47:00.000+02:002019-08-08T11:47:11.656+02:00Geopaparazzi 6 betas - testers wanted<div dir="ltr" style="text-align: left;" trbidi="on">
Dear all,<br />as you might have noticed, the upcoming <a href="http://www.geopaparazzi.eu/" target="_blank">geopaparazzi</a> release will introduce huge changes due to the migration to the graphically accelerated <a href="https://github.com/opensciencemap/vtm" target="_blank">VTM</a> engine in substitution of the old version of mapsforge we were using and that was getting unusable due to https online resources policies on Android.<br />
<br />
<br />
Also this version of geopaparazzi contains a sparkling new build of spatialite based on proj 6 and is available for 64bit devices. So this also will need some review to make sure it works on most devices.<br /><br />All this allowed us to have several great functionalities as for example a 2.5 view <br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCIj06J4w2g_AVBd1_f07jN43gxd0Ck8iWwrnASeDxPtflA8OAG2e8s9rHHle_ZB87ewV_VtB5cqBb-E-4dPROqrUvLVqLwOGjr3vjqVWR4DS6j4OdPtV8HE24FAA6069-8Yad_exQqhxn/s1600/2019-08-08+11.26.28.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="779" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCIj06J4w2g_AVBd1_f07jN43gxd0Ck8iWwrnASeDxPtflA8OAG2e8s9rHHle_ZB87ewV_VtB5cqBb-E-4dPROqrUvLVqLwOGjr3vjqVWR4DS6j4OdPtV8HE24FAA6069-8Yad_exQqhxn/s320/2019-08-08+11.26.28.png" width="155" /></a></div>
<br />
or the possibility to have multiple layers loaded (ex. mbtiles on top of online maps). Also this will soon open the possibility for vector tile layers, which is a huge improvement on the long run.<br />
<br />
Being that many changes in the game, Brent Fraser suggested to make the beta release available for community testing and I agree with him.<br />
<br />
The first beta release has been uploaded and a link will be placed and updated at the end of this post. Everyone can try it out, test it, let us know, possible <a href="https://github.com/geopaparazzi/geopaparazzi/issues" target="_blank">in the issue tracker</a>.<br />
<br />
Each updated beta will have also the translations updated, if you need to check on some strings.<br />
<br />
I am quite confident that we can make a beta release every day from now on, if there are changes in the code (fixes) or updated translations.<br />
<br />
The links are directly going to the apk, so this can be smoothly done from the device.<br />
<br />
Clearly this will also need an updated user manual, which is again a big task. Brent opened a ticket where the task can be monitored <a href="https://github.com/geopaparazzi/usermanual/issues/26" target="_blank">in the manual's issue tracker</a>. If you are able to help, please get in touch with us.<br />
<br />
My wish is to get the geopaparazzi 6 release out at the "Geopaparazzi: state of the art" presentation at <a href="https://2019.foss4g.org/" target="_blank">Foss4G 2019</a>.<br />
<br />
<br />
<br />
Thanks to everyone.<br />
<br />
<br />
List of betas (pick the first to get the newest):<br />
<br />
<ul style="text-align: left;">
<li><a href="https://github.com/geopaparazzi/geopaparazzi/releases/download/version_6.0.0_beta1/GeoPaparazzi_6.0.0.apk" target="_blank">geopaparazzi 6.0.0 beta 1</a></li>
</ul>
<br />
<br />
<br /></div>
moovidahttp://www.blogger.com/profile/14796065912904641378noreply@blogger.com3tag:blogger.com,1999:blog-5970315134912558864.post-16935867876371804152019-05-23T11:35:00.001+02:002019-05-23T11:35:52.219+02:00A new HM tool: the las info viewer<div dir="ltr" style="text-align: left;" trbidi="on">
In the open source world there are by now several tools to visualize and manage pointclouds. Over the years in our field of study (forestry) we simply found that viewing pointclouds in 3D is fancy, everyone wants it, but in the end it is mostly useless. That is clearly just my opinion, since all the tools out there have a nice 3D view of the data. Still we felt we needed something more suitable for our needs. And since the Hortonmachine already has a lot of tools to handle las data, why not aggregate them into a simple viewer that would allow us to quickly analyze a set of data, visually understand its issues, content, outlayers, intensity variations, etc etc?<br />
<br />
Let's have a look at what we came up til now.<br />
<br />
The viewer: once you open it, looks like this:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwIAjqRHUMBU5bMYg_DKp-RWiVrXeqYCySRYkwu6vPm9kQK3UkZ0pgNpF7ObNVf6A44dym2LjAp0bTJs-eflnkAvLe8G2xulWG7mMDS7oOCK_e42bPxeFPweQjin9DvTiQz-QUxMt_KOZ5/s1600/01_view.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="881" data-original-width="1600" height="352" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwIAjqRHUMBU5bMYg_DKp-RWiVrXeqYCySRYkwu6vPm9kQK3UkZ0pgNpF7ObNVf6A44dym2LjAp0bTJs-eflnkAvLe8G2xulWG7mMDS7oOCK_e42bPxeFPweQjin9DvTiQz-QUxMt_KOZ5/s640/01_view.png" width="640" /></a></div>
<br />
You can load las/laz files and set filters on any of the properties of a las point, as well as define a subregion or some subsampling. This is particularly useful when you load huge datasets as for example terrestrial scans.<br />
<br />
First, let's load a aerial scan from our local administration:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikLuMooGQuyI2Z_Lp4ihS-_k6F0Optg2lRteuCoR9USYB45UBJuF1Sn9LkcHZhboLTWmiJ5t1tGKbI-BIg1-EG4voXddnocdcr4JmnLVMMEvDumnv6igmLcpqEzYbRRj8NfN5JcQEj5Phz/s1600/02_elevation.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="881" data-original-width="1600" height="352" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikLuMooGQuyI2Z_Lp4ihS-_k6F0Optg2lRteuCoR9USYB45UBJuF1Sn9LkcHZhboLTWmiJ5t1tGKbI-BIg1-EG4voXddnocdcr4JmnLVMMEvDumnv6igmLcpqEzYbRRj8NfN5JcQEj5Phz/s640/02_elevation.png" width="640" /></a></div>
<br />
Some header information about the file is shown as well as information about the first point of the file.<br />
By default coloring is done based on elevation.<br />
<br />
But one can select also intensity:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFHkFjdDttLgaxwKh_AE25Q_k35gWraF7mfAd4wxBwqRNC_JL9jXZUuZOkNTqgv7KNXwPDkkbhV4N1_P3Lp8LVJdcgEBpB14uxdqojiBy3s-P5wQQiQ9PEwkS4xegy53JVfqQRKtEpse3d/s1600/03_intensity.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="881" data-original-width="1600" height="352" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFHkFjdDttLgaxwKh_AE25Q_k35gWraF7mfAd4wxBwqRNC_JL9jXZUuZOkNTqgv7KNXwPDkkbhV4N1_P3Lp8LVJdcgEBpB14uxdqojiBy3s-P5wQQiQ9PEwkS4xegy53JVfqQRKtEpse3d/s640/03_intensity.png" width="640" /></a></div>
<br />
A popup on the map view shows some stats about the currently visible data. There for example we can see that intensity reaches over 5000.<br />
<br />
Let's try to set an intensity range filter between 0 and 500. The result now is:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6lRGm7IN4kIWiPNqownGEd5RyTcqFbXRl4g8ARU62cy2GdfxwXRasyYVm-nvz7s6fstl8Ilfeu918ju5_en8YmRwfHTeT5UwWmQtuGtIoxa88OFiXllvItG7djzDYpqaLTi0vDLWIeANp/s1600/04_intensity.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="881" data-original-width="1600" height="352" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6lRGm7IN4kIWiPNqownGEd5RyTcqFbXRl4g8ARU62cy2GdfxwXRasyYVm-nvz7s6fstl8Ilfeu918ju5_en8YmRwfHTeT5UwWmQtuGtIoxa88OFiXllvItG7djzDYpqaLTi0vDLWIeANp/s640/04_intensity.png" width="640" /></a></div>
<br />
Hmmm, it seems we still have some "outlayers". Let's check all the points in which intensity is higher than 300 then:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggjwuLI3WMXpn8IxwHZ3c5muMuPc4sxQPhxzlE6l1tZQYnBTtuE7sdL1BsCdfJONBiuTtZXLTg-JV9yONV2W9OjteF59Ua0d6VXGrYZXkSxLu_uE4gp_v1DHoTZFWi9-rwDEypbFdEQ8TQ/s1600/05_intensity.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="881" data-original-width="1600" height="352" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggjwuLI3WMXpn8IxwHZ3c5muMuPc4sxQPhxzlE6l1tZQYnBTtuE7sdL1BsCdfJONBiuTtZXLTg-JV9yONV2W9OjteF59Ua0d6VXGrYZXkSxLu_uE4gp_v1DHoTZFWi9-rwDEypbFdEQ8TQ/s640/05_intensity.png" width="640" /></a></div>
<br />
It seems save to filter some more, let's say 0 to 300:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipVSXI51ugyggrhvVYC7igF6RvYqsZJ3G7TCft7NxpOGwHbO9168r4l-ouBh2RQAScDjtxx3s2ojKnsxskbP37IXdjytnKEgCPJV-mr5v5rKc4VrKSgYaPh9sxPG1q4nv3HSHMS6A11d5j/s1600/06_intensity.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="881" data-original-width="1600" height="352" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipVSXI51ugyggrhvVYC7igF6RvYqsZJ3G7TCft7NxpOGwHbO9168r4l-ouBh2RQAScDjtxx3s2ojKnsxskbP37IXdjytnKEgCPJV-mr5v5rKc4VrKSgYaPh9sxPG1q4nv3HSHMS6A11d5j/s640/06_intensity.png" width="640" /></a></div>
<br />
Well, better, but intensity is anyways always a mess in las data :-D<br />
<br />
Let's have a look at classification:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi2LYXh96HgCX7K5ipgpRz7qv3-Bk22xoH57eJuyMLDVfAmsAE2ESG_J9MPJgDMJSO34TAacKMsXzrbjCyOs52aWhAE2aZMT1GYRNFJC93mLEiDTnHYunvbMjygEPw36UC95ogXhGWrgeN/s1600/07_classification.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="881" data-original-width="1600" height="352" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi2LYXh96HgCX7K5ipgpRz7qv3-Bk22xoH57eJuyMLDVfAmsAE2ESG_J9MPJgDMJSO34TAacKMsXzrbjCyOs52aWhAE2aZMT1GYRNFJC93mLEiDTnHYunvbMjygEPw36UC95ogXhGWrgeN/s640/07_classification.png" width="640" /></a></div>
<br />
or impulses (they might be handy to understand smaller areas?):<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlg2rqlhTsevf9IZDnPhCk1_n9-fclHvkF3PMFpgI2p3dbZkLhTszm8SuP2XRqxkCPXdW6Wv9iDEdkOeKedMWaBwNycOsUyvcHNckW5nt7cu0H0LPkPc8h31MH5YCv-P12Ef64-mzKWgkn/s1600/08_impulses.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="881" data-original-width="1600" height="352" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlg2rqlhTsevf9IZDnPhCk1_n9-fclHvkF3PMFpgI2p3dbZkLhTszm8SuP2XRqxkCPXdW6Wv9iDEdkOeKedMWaBwNycOsUyvcHNckW5nt7cu0H0LPkPc8h31MH5YCv-P12Ef64-mzKWgkn/s640/08_impulses.png" width="640" /></a></div>
<br />
Well, maybe we could add a DTM and have a feeling about the canopy height model (switching back to coloring by elevation)?<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYtZ35e4ooCAfgSSWyk2pVxWMHNPe4fRXzYkIsVblsWUOL4hNje_bJifdZjcRZOgzInekXnqenxq3fOC2w9AKQjDAKHjCUwR17JNWHVfunVQJRAbtjuVx6risg_jfkIuJQAyCePAQVhXf5/s1600/09_dtm.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="881" data-original-width="1600" height="352" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYtZ35e4ooCAfgSSWyk2pVxWMHNPe4fRXzYkIsVblsWUOL4hNje_bJifdZjcRZOgzInekXnqenxq3fOC2w9AKQjDAKHjCUwR17JNWHVfunVQJRAbtjuVx6risg_jfkIuJQAyCePAQVhXf5/s640/09_dtm.png" width="640" /></a></div>
<br />
Hmmm, coloring looks odd, there might be some outlayers... the stats, now that the DTM is involved, also tell us the height from the ground. It seems we have trees of around 500 meters. Let's have a look where all point with height major than 80 meters are placed:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzbe9TDCRXFuRxB8goFx3Ipa2VRsZsk_BvXe3jI4KNd52UlU1PXeWXhl3rsy9Mh-2mRffsiLg0GSDGhyphenhypheniQK7WN2l_x8dgsUtighv8b008w_WH6z2gJaD5rbpAzevNvX73CmBTa3HfGskHO/s1600/10_dtm_outlayers.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="881" data-original-width="1600" height="352" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzbe9TDCRXFuRxB8goFx3Ipa2VRsZsk_BvXe3jI4KNd52UlU1PXeWXhl3rsy9Mh-2mRffsiLg0GSDGhyphenhypheniQK7WN2l_x8dgsUtighv8b008w_WH6z2gJaD5rbpAzevNvX73CmBTa3HfGskHO/s640/10_dtm_outlayers.png" width="640" /></a></div>
<br />
Oh, look, this seems a border problem coming from the difference with the DTM. Well, let's just get rid of them by selecting a smaller region:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ4sWRS9lyj8aK6sEt5AQDs0azKtaGs_tyWC5-KquHNNESqtnen-wzKKVq1a9Tm5tRHfXDOua2J83qzouZHqaRvVxniN4yXNErp_oSts8owHdq3LO6bGFB__K_G3XZwiltMYBFvJdGgvBc/s1600/11_select_region.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="881" data-original-width="1600" height="352" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ4sWRS9lyj8aK6sEt5AQDs0azKtaGs_tyWC5-KquHNNESqtnen-wzKKVq1a9Tm5tRHfXDOua2J83qzouZHqaRvVxniN4yXNErp_oSts8owHdq3LO6bGFB__K_G3XZwiltMYBFvJdGgvBc/s640/11_select_region.png" width="640" /></a></div>
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and load it:<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijsdJY2U-9p0Gkct4LzHjVJhlRaY25_ITj25tZAgZsD1z3BY3tBU4M9_URIwz7fjNKYKwDeUnOdcquhKw5f-ayL-cQPkvAB6jS8tOTpU6pWeptPJHmprsOd9Ugy1Ie33KxnQcwi0vaTigB/s1600/12_dtm_region.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="881" data-original-width="1600" height="352" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijsdJY2U-9p0Gkct4LzHjVJhlRaY25_ITj25tZAgZsD1z3BY3tBU4M9_URIwz7fjNKYKwDeUnOdcquhKw5f-ayL-cQPkvAB6jS8tOTpU6pWeptPJHmprsOd9Ugy1Ie33KxnQcwi0vaTigB/s640/12_dtm_region.png" width="640" /></a></div>
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Now this looks way better. Maybe let's try to filter away the ground by thresholding the data post DTM difference at 1.3 meters:<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOT6WT9SSSTUmIwJfrvLhONvT8UsZKBhjhNjdi_r1SJOJwGYytFXCOOVeeyv_luHIcVeOK2dU0_hmHzfYAINx0sMKN_3zaqQ_vHNmiYAai4ngPPe-7-v-60yn393XLN9KRQ1VkrTb1cZlZ/s1600/13.dtm_thres.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="881" data-original-width="1600" height="352" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOT6WT9SSSTUmIwJfrvLhONvT8UsZKBhjhNjdi_r1SJOJwGYytFXCOOVeeyv_luHIcVeOK2dU0_hmHzfYAINx0sMKN_3zaqQ_vHNmiYAai4ngPPe-7-v-60yn393XLN9KRQ1VkrTb1cZlZ/s640/13.dtm_thres.png" width="640" /></a></div>
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Just know that you can export what you see as new las file or shapefile and use that for some further analyses.<br />
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But let us see an example with a more dense pointcloud, coming from a terrestrial laser scan done at the University.<br />
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Since the las file is of 3 giga, if is safe to first load it with a sumsampling of 1 point every 1000: <br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNaoACcmdh8sIiFcA_8gd9hOkIH6oqquEiw_wKQME9kMhUtQtjYSnlSPVVsrSvGxtgtWa0zUvaRfmX8LkpKAd486-QP9HlVm6k27Ihl5PHcPRdFRrwPgBWmZLKPVydFfAFsHxjxp68KrRn/s1600/14_terrestrial.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="881" data-original-width="1600" height="352" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNaoACcmdh8sIiFcA_8gd9hOkIH6oqquEiw_wKQME9kMhUtQtjYSnlSPVVsrSvGxtgtWa0zUvaRfmX8LkpKAd486-QP9HlVm6k27Ihl5PHcPRdFRrwPgBWmZLKPVydFfAFsHxjxp68KrRn/s640/14_terrestrial.png" width="640" /></a></div>
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Then we can narrow down the area and reload the data without subsampling:<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNojsqFNA-PCOqCaID_SSz-t-oCK7do3WgVg58wgsI6tLEdS7OLjeg-737oZmr_tj6ZSjKqCZipz7w1jvNhjfv0u9N1rR2-E1t-nGsbAnEs0pVxMVIOVTzCdZmcSRT8-VdLQaQC-P7_hwz/s1600/15_terrestrial.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="881" data-original-width="1600" height="352" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNojsqFNA-PCOqCaID_SSz-t-oCK7do3WgVg58wgsI6tLEdS7OLjeg-737oZmr_tj6ZSjKqCZipz7w1jvNhjfv0u9N1rR2-E1t-nGsbAnEs0pVxMVIOVTzCdZmcSRT8-VdLQaQC-P7_hwz/s640/15_terrestrial.png" width="640" /></a></div>
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Looking at the first point table we see that the point's color information is available. Let's use that coloring:<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhd7G8v_ZBWaz7cZr4FNsGZZIB77Qlsiz39fVVyBBL1Y68YgvQp4cvSdULX5SXjBIKXSaoO8phEmJiDHiA1uRVmnmdxFfrOoepVeRreeuMj2tcgnKPNag2IKlYMN8bM2pFqSvP3RK1g1xGB/s1600/16_colors.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="881" data-original-width="1600" height="352" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhd7G8v_ZBWaz7cZr4FNsGZZIB77Qlsiz39fVVyBBL1Y68YgvQp4cvSdULX5SXjBIKXSaoO8phEmJiDHiA1uRVmnmdxFfrOoepVeRreeuMj2tcgnKPNag2IKlYMN8bM2pFqSvP3RK1g1xGB/s640/16_colors.png" width="640" /></a></div>
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By selecting a subregion and pushing the 3D button we can also check where the markers were placed and where we left our bag :-D<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6NsqCosG8d0NBJkuRtn2ac3VZflESVEMQ8BzAowSz_GFPAxVKmrAWbojWdPuWf5Xg3h8vXC2agcQZNtOnGdDXO8_O8AjMWkQoL4T0pL3z45oKT3TAVQZFgLxfokHj8cUyJl-koMNqdu2o/s1600/17_3d.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="992" data-original-width="1600" height="396" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6NsqCosG8d0NBJkuRtn2ac3VZflESVEMQ8BzAowSz_GFPAxVKmrAWbojWdPuWf5Xg3h8vXC2agcQZNtOnGdDXO8_O8AjMWkQoL4T0pL3z45oKT3TAVQZFgLxfokHj8cUyJl-koMNqdu2o/s640/17_3d.png" width="640" /></a></div>
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or maybe check the scan area:<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib1El52HR_QxTx2gRVvRdoCtrHFQ3Giv-LttpbKitNAYJ70Z2cIAVjsghpllJwQYB4Emka7HJS9I6Nr49m5Eb3tSyzXUpqgItE0BMJoTCE6I9CAh460OY1eO6IeIpKl7Jvy7XLnRN5HauI/s1600/18_3d.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1066" data-original-width="1600" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib1El52HR_QxTx2gRVvRdoCtrHFQ3Giv-LttpbKitNAYJ70Z2cIAVjsghpllJwQYB4Emka7HJS9I6Nr49m5Eb3tSyzXUpqgItE0BMJoTCE6I9CAh460OY1eO6IeIpKl7Jvy7XLnRN5HauI/s640/18_3d.png" width="640" /></a></div>
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It is also possible to enable the horizontal slicing mode. Once done and defined the slice interval and the width of each slice, you can load the data. This will populate the slices combobox with the different slice elevations. By selecting one, the map view will update with the slice:<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLFKQii3MAAHnOXSaIwSVCruNabsD7W_1FjWp0Q06Rw9JtFFB654fXvYinGQOD-ainOvwblZasWxeJQeZZ4uvA8z02WqCsvPhHAvP3B2GC4FubKkR1S6mWjGkUm7enT6X9WWMzti-lotR7/s1600/19_slices.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="881" data-original-width="1600" height="352" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLFKQii3MAAHnOXSaIwSVCruNabsD7W_1FjWp0Q06Rw9JtFFB654fXvYinGQOD-ainOvwblZasWxeJQeZZ4uvA8z02WqCsvPhHAvP3B2GC4FubKkR1S6mWjGkUm7enT6X9WWMzti-lotR7/s640/19_slices.png" width="640" /></a></div>
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Let's look for a slice where the trees are better identified:<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLdBw47C9sq6XnvF8wHlKH0xbzTSn1b_HNqWq8OjwL3pRsAQSM1aFgFYjVB0Fwke3vQPBlJ5bJ0e2-8UI2yopasdlhWslqDAc6kvuDLtl1qJZL4tcTfQeBf-EepmzgM4eZKoSwrdDUyBvg/s1600/20_slice_ok.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="881" data-original-width="1600" height="352" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLdBw47C9sq6XnvF8wHlKH0xbzTSn1b_HNqWq8OjwL3pRsAQSM1aFgFYjVB0Fwke3vQPBlJ5bJ0e2-8UI2yopasdlhWslqDAc6kvuDLtl1qJZL4tcTfQeBf-EepmzgM4eZKoSwrdDUyBvg/s640/20_slice_ok.png" width="640" /></a></div>
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And now push the extract circles button (mind, the tools is highly experimental and will need some love in future):<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0eWuAHsVCyN9Pw3Spo9xBV0LUct-KTV3EASjoC8JFmeFyXxljwli34JFEb-32GHAqgWB46o5YDbNtXGubcKJE09LJ2JoAnoPLVONubbg_sDZW0hSw-05KD2iWm9LwCgoxY41JzAS3xbJR/s1600/21_circles.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="881" data-original-width="1600" height="352" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0eWuAHsVCyN9Pw3Spo9xBV0LUct-KTV3EASjoC8JFmeFyXxljwli34JFEb-32GHAqgWB46o5YDbNtXGubcKJE09LJ2JoAnoPLVONubbg_sDZW0hSw-05KD2iWm9LwCgoxY41JzAS3xbJR/s640/21_circles.png" width="640" /></a></div>
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You will find that the trees extraction is not so bad (there are some false positives and negatives) and it nicely keeps the information about the radius. If your data had a proper referencing you can then export those to a shapefile.<br />
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<h2 style="text-align: left;">
Conclusions</h2>
This is a usual tool done without funding to help us doing our daily job. As such you have to know how to use it and maybe get used to it, else it will turn against you and make you crazy. Also it is not particularly memory saving, even if one can decide what to load into memory.<br />
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That said, we will put it in the next hortonmachine release, so if you like, enjoy it!<br />
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moovidahttp://www.blogger.com/profile/14796065912904641378noreply@blogger.com3tag:blogger.com,1999:blog-5970315134912558864.post-26764412140229815532018-10-15T11:12:00.000+02:002018-10-15T11:12:21.953+02:00The Geopaparazzi family upgrades... new server and apps!<div dir="ltr" style="text-align: left;" trbidi="on">
In July we released the Geopaparazzi Survey Server and it has been such a great success for ourselves, that we started to miss several features in it and had to develop them.<br />
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While doing so we noticed that the Eclipse RAP platform didn't seem to be particularly flexible and supported so we tried a switch to Vaadin... and never looked back since. The whole app has been ported and important functionalities have been added, being the 2 main ones:<br />
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<h2 style="text-align: left;">
The form builder</h2>
It is ages now that users ask for a visual form builder. The gvSIG Association has built one for gvSIG that works nicely. But then it still needs to be loaded to the device. Since we started to have a server, we felt this should all be there and allow for easy connection and download.<br />
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I think this first version of the form builder is already looking great and very usable:<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKI6oHuVTljVS_YnTq_PKw0Xz_pF9KT70SjMaL7pA31vrUSEp8T0f8nQLe25OKuBuLYAlkSejEujmNK8AkSqaSDutlO66Brmw1T9_Kel0yXfUQxp1hXJ8ENdRPrhrbax87ojT2dAbWcl_M/s1600/27_forms.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="862" data-original-width="1600" height="172" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKI6oHuVTljVS_YnTq_PKw0Xz_pF9KT70SjMaL7pA31vrUSEp8T0f8nQLe25OKuBuLYAlkSejEujmNK8AkSqaSDutlO66Brmw1T9_Kel0yXfUQxp1hXJ8ENdRPrhrbax87ojT2dAbWcl_M/s320/27_forms.png" width="320" /></a></div>
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A more detailed documentation about it can be <a href="http://geopaparazzi.github.io/geopaparazzi/gss/geopaparazzi_survey_server.html#_the_form_builder_view" target="_blank">found in the manual.</a><br />
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The mobile companion app is now able to get the list of forms and install them into the geopaparazzi folder:<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnSWW7AWXjpUzXxsBLtmjOfX58htXaYlfypaA3v_Hk2oKsUN0V-bKRq6bxmdzZXqUZLgXU8Vnkk0AJ-DW1KLk7-HzY-E0v9MDCHm4L7mHYnMQM_y3z_-KcBRaW4rpohRUJLDVUqKKK20fN/s1600/36_mobile_tags.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="800" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnSWW7AWXjpUzXxsBLtmjOfX58htXaYlfypaA3v_Hk2oKsUN0V-bKRq6bxmdzZXqUZLgXU8Vnkk0AJ-DW1KLk7-HzY-E0v9MDCHm4L7mHYnMQM_y3z_-KcBRaW4rpohRUJLDVUqKKK20fN/s320/36_mobile_tags.png" width="160" /></a></div>
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<h2 style="text-align: left;">
The project data download</h2>
In order to be able to get project data from the server, it is now possible to load datasets on the server:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhX1GsuGKm2yZoljQvl9Q3UF00xWliLul9nFffWGS5OsOFAOarnwJxkLMnseH1e60hoBpmnxw5KjhJChvGIY7LI9R2NogymjPUJSykXIiiA2aY_V_Wh8TqrabIjmhydUa8HoaUPgA6d_JoV/s1600/07_dataview_drag.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="842" data-original-width="1600" height="168" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhX1GsuGKm2yZoljQvl9Q3UF00xWliLul9nFffWGS5OsOFAOarnwJxkLMnseH1e60hoBpmnxw5KjhJChvGIY7LI9R2NogymjPUJSykXIiiA2aY_V_Wh8TqrabIjmhydUa8HoaUPgA6d_JoV/s320/07_dataview_drag.png" width="320" /></a></div>
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These dataset are then available to the mobile app:<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJHq5qbHo6LqfHcncgQLQV5-oPyqI-Smun9QHbQAhCf2MK2IQQXEmCgtMedtOGIKSyrJjQdxK1-D4-hYn_jvzO8gTF5DfX-lN6lNTw3ORLmZStxIMzYB1r5moCI1LzZH7GpV9iU0Jsx8In/s1600/35_mobile_data.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="800" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJHq5qbHo6LqfHcncgQLQV5-oPyqI-Smun9QHbQAhCf2MK2IQQXEmCgtMedtOGIKSyrJjQdxK1-D4-hYn_jvzO8gTF5DfX-lN6lNTw3ORLmZStxIMzYB1r5moCI1LzZH7GpV9iU0Jsx8In/s320/35_mobile_data.png" width="160" /></a></div>
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The project data are downloaded into a dedicated folder and the geopaparazzi user needs to load them manually. So this is not so sophisticated as it is done in the profiles server.<br />
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<h2 style="text-align: left;">
Export database</h2>
While it is best to connect to the online database through the port 9092, which is exposed by the server,
in some environments it might not be possible (ex. Heroku allows only one port). In this
case it is possible to export the database by downloading it.<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl0LfB8LNk6dRCr9jDSIiJ6tVRE9vtTAmeMBH1RYSBNW-R30Cs5w0kG1bLcvvQmnLHz1NS4BoLjca1Xq_1IHSX517W0HO25vh-pkiBQaUiK-r8u_254vGCBujBCh1AoqzuM3wxp5ZSdZmh/s1600/06_export_db.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="761" data-original-width="1448" height="168" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl0LfB8LNk6dRCr9jDSIiJ6tVRE9vtTAmeMBH1RYSBNW-R30Cs5w0kG1bLcvvQmnLHz1NS4BoLjca1Xq_1IHSX517W0HO25vh-pkiBQaUiK-r8u_254vGCBujBCh1AoqzuM3wxp5ZSdZmh/s320/06_export_db.png" width="320" /></a></div>
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<h2 style="text-align: left;">
Send a log</h2>
The log sending has been enhanced to allow the user to add some comment that can help the developers to understand the issue:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuDPb3exGqvueCFAEMamyzfO_tfDsO06nHwLsRRbS79TEUg6deiATOCyvHVHGIpwrPx5G30bse-uRZxFg3Wy_RnQ21PFBrdNhDTkjCrpNfh5xEifem7GH-w157aYO_8FICuaP8dYIl_tPz/s1600/39_mobile_log.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="800" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuDPb3exGqvueCFAEMamyzfO_tfDsO06nHwLsRRbS79TEUg6deiATOCyvHVHGIpwrPx5G30bse-uRZxFg3Wy_RnQ21PFBrdNhDTkjCrpNfh5xEifem7GH-w157aYO_8FICuaP8dYIl_tPz/s320/39_mobile_log.png" width="160" /></a></div>
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<h2 style="text-align: left;">
Geopaparazzi 5.6.2 released</h2>
A new version of geopaparazzi has been released with some <a href="https://github.com/geopaparazzi/geopaparazzi/releases/tag/version_5.6.2" target="_blank">bugfixes, enhancements and language updates</a>. This version now allows the user to have multiple forms json files. geopaparazzi will load them all into the add notes view.<br />
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moovidahttp://www.blogger.com/profile/14796065912904641378noreply@blogger.com1tag:blogger.com,1999:blog-5970315134912558864.post-3704287971046803412018-07-11T00:00:00.000+02:002018-07-11T00:00:08.564+02:00Do you own a reMarkable? This could help you...<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
<a href="https://github.com/moovida/remarkable-hyutilities" target="_blank">reMarkable HyUtilities</a> is a simple application that helps the reMarkable user mainly with 3 things that I have been missing. Maybe some of them are available to windows or apple users, but they suck for linux users.<br /></div>
<ol style="text-align: justify;">
<li>upload of templates. At every update the templates are reset to factory, so my personalized ones are gone. I needed a quick tool to restore them. ssh and scp and even FileZilla are good, but I needed something that didn't require my brain.</li>
<li>upload of graphics. Same as for templates. I customized all possible graphics (splash, reboot, etc), so I need to restore them.</li>
<li>backup. This is important. At the time being there is no way to the raw data. The story that pushed me to this development was a user that reported his reMarkable stolen and was afraid that the thief would delete everything from it before being able to somehow disconnect the cloud account and save the data. Since we are making big use of the device, this is a HUGE issue.</li>
</ol>
<h3 style="text-align: left;">
First startup</h3>
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Download the application <a href="https://github.com/moovida/remarkable-hyutilities/releases" target="_blank">from the release page</a> and unzip it on your disk.<br /><br />To run the application launch the start.bat or start.sh file. Note that this needs <a href="https://java.com/en/download/help/download_options.xml" target="_blank">java</a> to be installed on your system.<br /><br />Once launched, you should see something like:<br /><br /><span id="goog_1632212661"></span><span id="goog_1632212662"></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdo2gAXKR4FaVBK6pTWBb6eLnrNQEgFgvth6E3Sc5H-D97yPCPoBaHKlUXFbCAH9i-WoMO56HDamefptSQuLRH3uEU2hH-RmUzTEP459Uu4oyilsm_C_UV84vv9qAcM5gQETwGfaipPyLk/s1600/01_startup.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="832" data-original-width="906" height="293" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdo2gAXKR4FaVBK6pTWBb6eLnrNQEgFgvth6E3Sc5H-D97yPCPoBaHKlUXFbCAH9i-WoMO56HDamefptSQuLRH3uEU2hH-RmUzTEP459Uu4oyilsm_C_UV84vv9qAcM5gQETwGfaipPyLk/s320/01_startup.png" width="320" /></a><br /><br />the first time you run it you will need to insert:<br /></div>
<ul style="text-align: left;">
<li>the host, i.e. the ip address of your reMarkable device</li>
<li>the user: root</li>
<li>the password to your device</li>
<li>the folder on your disk to use as a base for your data. Notice that it is mandatory to have 3 folders already in it:</li>
<ul>
<li>templates: put there all your template images, can be empty</li>
<li>graphics: put there all your custom graphics, can be empty</li>
<li>backup: can be empty</li>
</ul>
</ul>
<h3 style="text-align: left;">
Templates</h3>
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If working mode <b>templates</b> is selected, then the local templates should be shown.<br /><br />If you put the <b>refresh</b> button, the remote ones will be shown.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSl5zfJq6hiwqHxvpFpyiH-yFZ06sn_jlnsuzx1XoB3g7L5PQ2sb7QA3eqqBcQ7eXJqzTTOQmdA6VX7fXHF_EgV7MaiQ6FVDskSed5eikf_uz_xwUCDB64R_CM6Rr6P3XQC58aoFCfajIM/s1600/02_refresh_remote.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="832" data-original-width="906" height="293" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSl5zfJq6hiwqHxvpFpyiH-yFZ06sn_jlnsuzx1XoB3g7L5PQ2sb7QA3eqqBcQ7eXJqzTTOQmdA6VX7fXHF_EgV7MaiQ6FVDskSed5eikf_uz_xwUCDB64R_CM6Rr6P3XQC58aoFCfajIM/s320/02_refresh_remote.png" width="320" /></a><br /><br />Push the <b>Upload local</b> button and the app will upload your templates to the device.<br /></div>
<h3 style="text-align: left;">
Graphics</h3>
<div style="text-align: justify;">
The working mode <b>graphics</b> works exactly the same way as the templates mode.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghRyH2w94vsy-bdeEEcEtF3WhHE33U_yGpT89wbofoN4H5PcMz72ZxWI1K2eqq3Q7wQvHZ7hqAMrI7vbU8z9yDCiErFVTQ8I2psnXmWxjFtmBGq9qLPFEAox4CS6CXJ4Bdz133ZGn7STwa/s1600/03_graphics.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="832" data-original-width="906" height="293" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghRyH2w94vsy-bdeEEcEtF3WhHE33U_yGpT89wbofoN4H5PcMz72ZxWI1K2eqq3Q7wQvHZ7hqAMrI7vbU8z9yDCiErFVTQ8I2psnXmWxjFtmBGq9qLPFEAox4CS6CXJ4Bdz133ZGn7STwa/s320/03_graphics.png" width="320" /></a></div>
<h3 style="text-align: left;">
Backup</h3>
<div style="text-align: justify;">
The <b>backup</b> mode is a download only mode at the moment. It enables the backup button:<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYb1JWXyrQ6bSdwavo8KOBL98Z23MQXj0RezXSsQl9EWZNeqK6WmVhfzpkGRoETP_jlbE7Qd06BRqQMUw_QW6ISyXGOqCMCANaFd9LX49DQao5NP3_9sGg4U-OO4v9-C4Rk1DJKklc0sVw/s1600/04_backup.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="832" data-original-width="906" height="293" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYb1JWXyrQ6bSdwavo8KOBL98Z23MQXj0RezXSsQl9EWZNeqK6WmVhfzpkGRoETP_jlbE7Qd06BRqQMUw_QW6ISyXGOqCMCANaFd9LX49DQao5NP3_9sGg4U-OO4v9-C4Rk1DJKklc0sVw/s320/04_backup.png" width="320" /></a><br /><br />If that one is pushed, the application will:<br /></div>
<ul style="text-align: left;">
<li>compress all your data on the device </li>
<li>download the tar.gz archive to the local folder</li>
<li>remove the archive from the device again</li>
</ul>
<div style="text-align: justify;">
<b>Note that the backup action can be very long going if you have many data on the device. Let the app the time to finish.</b><br /></div>
<h3 style="text-align: left;">
Restart device</h3>
<div style="text-align: justify;">
There is also a restart device button. Once uploads have been done, it is better to restart your device. It can be done manually or through the button.<br /></div>
<h2 style="text-align: left;">
Warning</h2>
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On the project page there are big warnings, please read them!</div>
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<div style="text-align: justify;">
Enjoy!</div>
</div>
moovidahttp://www.blogger.com/profile/14796065912904641378noreply@blogger.com1tag:blogger.com,1999:blog-5970315134912558864.post-15234889414626701842018-07-05T11:52:00.001+02:002018-07-05T11:52:28.493+02:00Geopaparazzi 5.6.1 is out<div dir="ltr" style="text-align: left;" trbidi="on">
Usually when I have time to make bugfixes I also make a release after that. Last time I did fixes I then got caught in the work crossfire and forgot to. I didn't notice, since on my devices I have the most advanced testing devel version.<br />
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Yesterday Silvia asked me why the fix she asked for wasn't there yet! :-)<br />So I noticed. Well, I added a couple of more fixes to the closed list and here we go.<br />
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This is mostly a bugfix release, with a few minor usability enhancements that recently a very advanced geopaparazzi user started to report. I am not able to catch up with all his reports, but some of them are in.<br />
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Here we go:<br />
<h3 style="text-align: left;">
Enhancements</h3>
<ul style="text-align: left;">
<li>better feedback about form name and positioning mode (GPS or Map Center) in actionbar</li>
<li>all exports now follow all the same pattern. They are exported in the geopaparazzi/export folder and their name is made if the project name + type + timestamp of export</li>
<li>project PDF export now has the possibility to export only a selected portion of notes</li>
<li>activate button for profiles is now on the main cardview</li>
<li>better proportion of forms in portrait mode</li>
<li>tile sources icon is now always visible in actionbar</li>
<li>dashboard enhancements: visualize number of notes and logs, open notes list on long tap</li>
<li>save button in forms now a floating action button to remind user to save</li>
</ul>
<h3 style="text-align: left;">
Fixes</h3>
<ul style="text-align: left;">
<li>the force locale didn't have English to allow a user to go back to default</li>
<li>fixes on profiles not being visible in landscape mode</li>
<li>fix for last background map used not reloaded on app restart</li>
<li>fix for crash on pushing back button in form notes</li>
<li>fix for crash on issue empty sql query in advanced view</li>
<li>fix for issue with saving forms with empty fields</li>
<li> avoid data loss in form notes when user exists with back button. Now the user is warned.</li>
</ul>
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And of course, language updates.<br />
<br />
Enjoy!</div>
moovidahttp://www.blogger.com/profile/14796065912904641378noreply@blogger.com1tag:blogger.com,1999:blog-5970315134912558864.post-17205348262427945892018-07-03T17:19:00.004+02:002018-07-03T17:19:58.419+02:00Geopaparazzi Survey Server<div dir="ltr" style="text-align: left;" trbidi="on">
Would you believe it? Only a month ago I was showing the Geopaparazzi Profiles Server developed by the guys at GeoAnalytic and now I am here again to write about the Geopaparazzi Survey Server (GSS).<br />
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What does Survey Server even mean? :-)<br />
<br />
Well, while the Profile concept is a sophisticated way to handle survey data, background data, forms, spatialite databases and their way of synchronization, the GSS si something much smaller. But in our opinion it reflects the workflow of many, many surveyors and groups of surveyors.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgl7CGZxSepZaR-hEk7YMIh4aO78kQmakbTayEe_d-CgGsORLrWdHTMBTbUvYYHM2mSTmkAgK5VTM_IwvYqcdQ9W4CE8o1GfceuM7Sy2W0W5orL6iepYXNzKp7cbB7Qzk21_eA1dUrrx_C7/s1600/logo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="307" data-original-width="307" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgl7CGZxSepZaR-hEk7YMIh4aO78kQmakbTayEe_d-CgGsORLrWdHTMBTbUvYYHM2mSTmkAgK5VTM_IwvYqcdQ9W4CE8o1GfceuM7Sy2W0W5orL6iepYXNzKp7cbB7Qzk21_eA1dUrrx_C7/s1600/logo.png" /></a></div>
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The Geopaparazzi Survey Server (GSS) is a web application that allows geopaparazzi users to synchronize their project data with a central server.<br /><br />Its companion is an Android app named Geopaparazzi Survey Server Sync (GSSS) <a href="https://play.google.com/store/apps/details?id=com.hydrologis.gssmobile" target="_blank">available on google play</a>. The app can connect to geopaparazzi projects and synchronize the data contained using the unique device ID to upload the data to the server.<br /><br />Any device that connects to the server with its ID, will be accepted and if not available, the new id is automatically inserted in the central db.<br />
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So this is not about spatialite datasets, but only about geopaparazzi project files, that can contain notes, complex form notes, GPS logs and images.<br />
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<h2 style="text-align: left;">
The server application</h2>
<div style="text-align: left;">
The server application is packaged as a docker images and can be installed in the blink of an eye ( well, if your connection is fast). Once you install it, you get a nice and simple web application with a login</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioRRmjDX0KmEdtrO412-9aJOLAywBBtKoGrRqdgYCxlV74TcDw63WGtDYxE0-vFFGQT5vfJ9BGC44sSZkBKIhslQ9wDPw_NjQik9vkPDHnoKe69e-yl0ZndoKzJ_mqTx1w6GWiCnxw4lep/s1600/03_login.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="935" data-original-width="1391" height="430" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioRRmjDX0KmEdtrO412-9aJOLAywBBtKoGrRqdgYCxlV74TcDw63WGtDYxE0-vFFGQT5vfJ9BGC44sSZkBKIhslQ9wDPw_NjQik9vkPDHnoKe69e-yl0ZndoKzJ_mqTx1w6GWiCnxw4lep/s640/03_login.png" width="640" /></a></div>
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a dashboard, a mapview with the possibility to load/unload the data of your surveyors, zoom to it and check information of your notes, gps logs and images:</div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgr_iaIq84hSWsYa5-G5gMSQ5gAJxV3z11c9G2ByGuj29eYH8WMKXZnD47gvoKMz6CkkNGpjj-GrLUzVPj2hpieYQoWbWep_mGcTI7vArbw-YchMsZSlLrxTXg5PLIq0zJI5yORLT8hEnh6/s1600/06_surveyor.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="872" data-original-width="1374" height="404" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgr_iaIq84hSWsYa5-G5gMSQ5gAJxV3z11c9G2ByGuj29eYH8WMKXZnD47gvoKMz6CkkNGpjj-GrLUzVPj2hpieYQoWbWep_mGcTI7vArbw-YchMsZSlLrxTXg5PLIq0zJI5yORLT8hEnh6/s640/06_surveyor.png" width="640" /></a></div>
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<div style="text-align: left;">
The surveyors' device that connects to the server is inserted in the surveyors list, if it is not registered already. There a human readable name can be assigned and some basic contact:</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCJoyhoH31DLfLqIw3dQ1pUF6IcFvYNWjjDo8Wt-0mLv4_8FYXlUDtlqND_mGmZQVEYlL1AzeNPvKSLC62vTUxagFwuRVjHB2dZ3PLIugF2ypy_h1UCwvJMDRDhXjeyWuRPdv6SkqAT30t/s1600/12_surveyors.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="746" data-original-width="1258" height="378" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCJoyhoH31DLfLqIw3dQ1pUF6IcFvYNWjjDo8Wt-0mLv4_8FYXlUDtlqND_mGmZQVEYlL1AzeNPvKSLC62vTUxagFwuRVjHB2dZ3PLIugF2ypy_h1UCwvJMDRDhXjeyWuRPdv6SkqAT30t/s640/12_surveyors.png" width="640" /></a></div>
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<h2 style="text-align: left;">
The mobile app</h2>
<div style="text-align: left;">
The mobile app has been done for android. FYI, we are also working on a desktop version app. There are several reasons for which we decided to go with an external app instead of adding this to geopaparazzi itself. The most important thing is that several cloud synchronization applications are getting born around geopaparazzi these days. We will probably have to let these ideas mature and then at some point it will be possible to converge on the best methodology.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
But right now I find it more respectful to have an external app that uses its own way to collect the data from the geopaparazzi projects and send them to the server instance.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
So let's have a short look at the Geopaparazzi Survey Server Sync, GSSS :-)</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Well, it is a simple simple app with the possibility to load geopaparazzi projects. In it you can see what data are available for upload, i.e. dirty data: </div>
<div style="text-align: left;">
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh67qF5WO1NzeVz03eVz-LF1edJxUxIKWG1FjQGyon4bDSXjh0-zgs3GWXn1ERPeUbhrZLIwimnwbt6gJg_XI6fuwHFj4XFxxOlNBDBZMpJnI0-S9xrgE98GPKAfJPxzEi3PPfOrKEgRXV-/s1600/20_mobile_syncfab.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="800" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh67qF5WO1NzeVz03eVz-LF1edJxUxIKWG1FjQGyon4bDSXjh0-zgs3GWXn1ERPeUbhrZLIwimnwbt6gJg_XI6fuwHFj4XFxxOlNBDBZMpJnI0-S9xrgE98GPKAfJPxzEi3PPfOrKEgRXV-/s640/20_mobile_syncfab.png" width="320" /></a></div>
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Since the app uses the device id as surveyor id, some simple configurations need to be done:</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxkKHlTEJ_yzjUffPdAcOl6TR3hybu3jiu6IE9sU_BH-xTwC1NDiuY36B1zNs-3anJuXErM8yMa7lfmRHbIW6-UNuLCROospWP9E0WheqSKLOxPDRvOirjimvNvxzycG8FToN729DA0HZ0/s1600/19_mobile_menu_loaded.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="800" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxkKHlTEJ_yzjUffPdAcOl6TR3hybu3jiu6IE9sU_BH-xTwC1NDiuY36B1zNs-3anJuXErM8yMa7lfmRHbIW6-UNuLCROospWP9E0WheqSKLOxPDRvOirjimvNvxzycG8FToN729DA0HZ0/s640/19_mobile_menu_loaded.png" width="320" /></a></div>
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<div style="text-align: left;">
Once the project file is loaded, the device id is ensured and the server url is inserted... well, just push the upload button! On successful upload the list of notes will be empty and your survey can go on using geopaparazzi.</div>
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<h2 style="text-align: left;">
Installation and training</h2>
<div style="text-align: left;">
A complete installation and quickstart <a href="http://geopaparazzi.github.io/geopaparazzi/gss/geopaparazzi_survey_server.html" target="_blank">guide is available here</a>. Check it out to see all features available.</div>
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<div style="text-align: left;">
If you want to get a small training first hand from the developers, we will be giving a workshop about geopaparazzi and GSS at the following locations in the near future:</div>
<ul style="text-align: left;">
<li><a href="https://foss4g-europe.osgeopt.pt/workshops/" target="_blank">Geopaparazzi Workshop</a> at <a href="https://foss4g-europe.osgeopt.pt/" target="_blank">Foss4G EU in Portugal</a>. <a href="https://foss4g-europe.osgeopt.pt/choose-your-workshop/" target="_blank">Want to join us?</a></li>
<li><a href="https://2018.foss4g.org/workshop-schedule/" target="_blank">Geopaparazzi Workshop</a> at <a href="https://2018.foss4g.org/" target="_blank">Foss4G in Dar es Salaam</a>. <a href="https://2018.foss4g.or.tz/EventManagement/public/e/1/foss4g-2018-dar-es-salaam" target="_blank">Want to join us?</a></li>
<li><a href="http://www.foss4g-asia.org/2018/workshops/" target="_blank">Geopaparazzi Workshop</a> at <a href="http://www.foss4g-asia.org/" target="_blank">Foss4G Asia</a>. Well, to be honest we haven't submitted the workshop yet, we'll see if it get's accepted :-)</li>
</ul>
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<div style="text-align: left;">
We would also be very happy to be involved with this stack in projects in developing countries, where data collection and centralization is necessary.</div>
<div style="text-align: left;">
If you are interested, please reach out to us.</div>
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moovidahttp://www.blogger.com/profile/14796065912904641378noreply@blogger.com2