Buongiorno
Devo fare un Tipo mappale ma nel caricare il rilievo su Leonardo mi viene fuori un errore che personalmente non riesco a capire anche perché non lavoro sul leonardo e su pregeo da un bel po' di tempo, in quanto se ne occupavano i colleghi che in questo momento sono impegnati con altro.
Vi giro il libretto:
9||10|20|LC|PREGEO 10.00-G,APAG 2.15|FR||
1|0100|4738194.22,1398881.69,4022557.21|1.677|
6|L2|12042025-08:03|12042025-09:50|RTK|GDOP=0|
2|101|5.690,-10.217,-3.336|0.001951077,0.001044503,0.00090114,0.000887604,0.000449753,0.000672698|PDOP=1|2.000|
2|102|12.762,-24.369,-7.142|0.004259846,-0.000579624,0.003257291,0.000237676,-0.000419622,0.002806294|PDOP=1|2.000|
2|103|-2.871,-13.873,2.904|0.000310753,0.0000846290,0.000346048,0.0000984190,0.000170619,0.000819079|PDOP=1|2.000|
2|104|4.508,-27.297,-0.098|0.00244745,0.0000252890,0.001759449,0.000121197,0.0000300440,0.004399291|PDOP=2|2.000|
2|105|1.368,-28.625,3.797|0.0000429360,0.0000071190,0.0000356820,0.0000063810,0.0000072960,0.0000418430|PDOP=1|2.000|
2|106|-10.253,0.685,9.588|0.000540743,0.0000522840,0.000336953,0.0000766440,0.0000564880,0.000504072|PDOP=1|2.000|
2|107|-0.642,1.839,1.060|0.0000511480,0.0000087670,0.0000358000,0.0000085010,0.0000092930,0.0000494440|PDOP=1|2.000|
2|108|0.344,1.391,0.129|0.0000376880,0.0000071790,0.0000289350,0.0000056960,0.0000074590,0.0000370890|PDOP=1|2.000|
2|109|1.517,0.258,-0.948|0.0000236990,0.0000050320,0.0000190260,0.0000041840,0.0000050610,0.0000257310|PDOP=1|2.000|
2|110|2.950,-2.083,-2.045|0.0000440140,0.0000067870,0.0000364300,0.0000056380,0.0000064260,0.0000406120|PDOP=1|2.000|
2|111|8.959,-14.815,-5.609|0.0000743970,0.0000417330,0.0000351690,0.0000364700,0.0000158110,0.0000411460|PDOP=1|2.000|
2|112|9.043,-14.481,-6.113|0.0000667420,0.0000383500,0.0000426110,0.0000311670,0.0000234930,0.0000401800|PDOP=1|2.000|
2|113|13.423,-23.463,-8.732|0.0000335690,0.0000076690,0.0000242560,0.0000073250,0.0000077130,0.0000327890|PDOP=1|2.000|
2|PF06/002A/I896|-56.282,60.722,25.015|0.001431592,0.000655745,0.001484349,0.001633514,0.001561344,0.003734836|PDOP=1|2.000|
2|PF02/002A/I896|47.920,-153.404,-14.407|0.000641719,0.000361107,0.000456073,0.000337885,0.00031367,0.000469998|PDOP=1|2.000|
2|PF05/0220/I896|44.393,71.891,-65.673|0.0000320480,0.0000163300,0.0000194970,0.0000162810,0.0000091240,0.0000233330|PDOP=1|2.000|
2|AUX_0001|13.533,-25.960,-7.481|0.0000224100,0.0000028830,0.0000144420,0.0000028630,0.0000024420,0.0000143970|PDOP=1|2.000|
2|AUX_0002|15.254,-29.089,-8.396|0.0000239230,0.0000038770,0.0000167330,0.0000049880,0.0000039910,0.0000221910|PDOP=1|2.000|
1|100|4738192.97,1398881.33,4022556.15|0.000|
6|L2|13042025-11:27|13042025-11:27|RTK||
2|0100|-0.001,-0.000,-0.000|0,0,0,0,0,0||0.000|
2|101|5.450,-10.288,-3.541|0,0,0,0,0,0||0.000|
2|102|12.522,-24.440,-7.347|0,0,0,0,0,0||0.000|
2|103|-3.112,-13.944,2.699|0,0,0,0,0,0||0.000|
2|104|4.268,-27.368,-0.303|0,0,0,0,0,0||0.000|
2|105|1.127,-28.696,3.593|0,0,0,0,0,0||0.000|
2|106|-10.493,0.615,9.383|0,0,0,0,0,0||0.000|
2|107|-0.882,1.768,0.855|0,0,0,0,0,0||0.000|
2|108|0.104,1.320,-0.076|0,0,0,0,0,0||0.000|
2|109|1.277,0.187,-1.153|0,0,0,0,0,0||0.000|
2|110|2.710,-2.153,-2.250|0,0,0,0,0,0||0.000|
2|111|8.719,-14.886,-5.814|0,0,0,0,0,0||0.000|
2|112|8.803,-14.552,-6.317|0,0,0,0,0,0||0.000|
2|113|13.183,-23.534,-8.937|0,0,0,0,0,0||0.000|
2|PF06/002A/I896|-56.522,60.651,24.811|0,0,0,0,0,0||0.000|
2|PF02/002A/I896|47.680,-153.474,-14.612|0,0,0,0,0,0||0.000|
2|PF05/0220/I896|44.153,71.820,-65.878|0,0,0,0,0,0||0.000|
2|AUX_0001|13.293,-26.031,-7.686|0,0,0,0,0,0||0.000|
2|AUX_0002|15.014,-29.160,-8.601|0,0,0,0,0,0||0.000|
2|114|225583.297,50049.851,-545.568|0.000499737,0.0000968930,0.000198559,0.000721304,0.0000032340,0.002232154|GDOP=1|0.000|Y|
4|AUX_0001|AUX_0002|50.0000|*S*|
5|114|5.000|0.000|Y|
4|AUX_0002|AUX_0001|-50.0000|*S*|
5|114|7.340|0.000|Y|
7|5|104|103|101|102|114|RC|
7|11|104|105|106|107|108|109|110|111|112|113|VC|
7|0|102|VC|
Ne risultano degli errori. Mi aiutte a capire come posso risolvere?
Grazie infinite (allego errori)
[img]data:image/png;base64,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[/img]
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