changes in xml output from gama 1.16

Pierre Bosser <[email protected]> Mon, 26 Jun 2017 11:54:13 +0200
Newsgroups gmane.comp.gnu.gama.bugs
Message-ID <[email protected]> 
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Hello !

I used to work with xml output files after processing a survey with=20
gama. From gama 1.16 (ie 1.16 -> 1.18), the cov-mat block format has=20
changed. For the same input dataset, I got the two xml files attached to=20
this mail :
* survey_1.15.xml, where cov-mat block contains 153 values (upper part =C3=
=A0=20
covariance matrix).
* survey_1.16.xml, where cov-mat block contains only 33 values.

Where could I find the 120 remaining values of the cov matrix ?

Regards,

Pierre

--=20
Pierre Bosser - Associate Professor
ENSTA Bretagne, Brest, France


--------------91088B0391DF54DCB605EE96
Content-Type: text/xml;
 name="survey_1.15.xml"
Content-Transfer-Encoding: 7bit
Content-Disposition: attachment;
 filename="survey_1.15.xml"

<?xml version="1.0"?>
<gama-local-adjustment xmlns="http://www.gnu.org/software/gama/gama-local-adjustment">

<description> meas2gama </description>

<network-general-parameters
   gama-local-version="1.15"
   gama-local-algorithm="svd"
   gama-local-compiler="g++ 4.8.1"
   axes-xy="en"
   angles="left-handed"
   latitude="53.3333330"
   ellipsoid="grs80"
/>

<network-processing-summary>

<coordinates-summary>
   <coordinates-summary-adjusted>    <count-xyz>4</count-xyz> <count-xy>0</count-xy> <count-z>0</count-z> </coordinates-summary-adjusted>
   <coordinates-summary-constrained> <count-xyz>0</count-xyz> <count-xy>0</count-xy> <count-z>0</count-z> </coordinates-summary-constrained>
   <coordinates-summary-fixed>       <count-xyz>3</count-xyz> <count-xy>0</count-xy> <count-z>0</count-z> </coordinates-summary-fixed>
</coordinates-summary>

<observations-summary>
   <distances>18</distances>
   <directions>13</directions>
   <angles>0</angles>
   <xyz-coords>0</xyz-coords>
   <h-diffs>0</h-diffs>
   <z-angles>18</z-angles>
   <s-dists>0</s-dists>
   <vectors>0</vectors>
   <azimuths>0</azimuths>
</observations-summary>

<project-equations>
   <equations>49</equations>
   <unknowns>17</unknowns>
   <degrees-of-freedom>32</degrees-of-freedom>
   <defect>0</defect>
   <sum-of-squares>4.3772760e+01</sum-of-squares>
   <connected-network/>
</project-equations>

<standard-deviation>
   <apriori>1.0000000e+00</apriori>
   <aposteriori>1.1695720e+00</aposteriori>
   <used>aposteriori</used>

   <probability>0.950</probability>
   <ratio>1.170</ratio>
   <lower>0.756</lower>
   <upper>1.243</upper>
   <passed/>

   <confidence-scale>2.0369334e+00</confidence-scale>
</standard-deviation>

</network-processing-summary>

<coordinates>

<fixed>
   <point> <id>3000</id> <x>1147643.938000</x> <y>7273393.902000</y> <z>90.200700</z> </point>
   <point> <id>9901</id> <x>1147526.281000</x> <y>7273242.544000</y> <z>88.342000</z> </point>
   <point> <id>0001</id> <x>1147724.995000</x> <y>7273272.295000</y> <z>90.203800</z> </point>
</fixed>

<approximate>
   <point> <id>0002</id> <x>1147768.520815</x> <y>7273272.125877</y> <z>90.612966</z> </point>
   <point> <id>0003</id> <x>1147768.831782</x> <y>7273304.352869</y> <z>90.411500</z> </point>
   <point> <id>0004</id> <x>1147768.675819</x> <y>7273338.714280</y> <z>90.374301</z> </point>
   <point> <id>0005</id> <x>1147722.226564</x> <y>7273337.638576</y> <z>90.202382</z> </point>
</approximate>

<!-- capital X,Y,Z denote constrained coordinates -->
<adjusted>
   <point> <id>0002</id> <x>1147768.5208180125337094</x> <y>7273272.1258832039311528</y> <z>90.6129540069021715</z> </point>
   <point> <id>0003</id> <x>1147768.8317835964262486</x> <y>7273304.3528906153514981</y> <z>90.4116363253844924</z> </point>
   <point> <id>0004</id> <x>1147768.6757578863762319</x> <y>7273338.7142739510163665</y> <z>90.3745205964277716</z> </point>
   <point> <id>0005</id> <x>1147722.2265543546527624</x> <y>7273337.6385602233931422</y> <z>90.2024699754086896</z> </point>
</adjusted>

<orientation-shifts>
   <orientation> <id>0001</id> <approx>399.753551</approx> <adj>399.753547</adj> </orientation>
   <orientation> <id>0002</id> <approx>199.752218</approx> <adj>199.752189</adj> </orientation>
   <orientation> <id>0003</id> <approx>299.385562</approx> <adj>299.385502</adj> </orientation>
   <orientation> <id>0005</id> <approx>302.692795</approx> <adj>302.692793</adj> </orientation>
   <orientation> <id>3000</id> <approx>337.428851</approx> <adj>337.428847</adj> </orientation>
</orientation-shifts>

<!-- upper part of symmetric matrix band by rows -->
<cov-mat>
<dim>17</dim> <band>16</band>
<flt>2.8596984e+00</flt> <flt>-4.2654596e-01</flt> <flt>2.4475067e-02</flt>
<flt>2.1207598e+00</flt> <flt>-3.1886111e-01</flt> <flt>2.3444623e-02</flt>
<flt>1.1062983e+00</flt> <flt>-2.0355237e-01</flt> <flt>2.1577391e-02</flt>
<flt>2.2078382e-01</flt> <flt>-1.0281700e-01</flt> <flt>7.3940387e-03</flt>
<flt>-3.2005976e+00</flt> <flt>-1.0488241e+01</flt> <flt>-1.6689849e+01</flt>
<flt>-7.5055430e-02</flt> <flt>-4.6738350e-01</flt> <flt>3.1270310e+00</flt>
<flt>-2.3960654e-03</flt> <flt>1.0957555e+00</flt> <flt>2.4192430e+00</flt>
<flt>-5.8162190e-03</flt> <flt>2.2712199e+00</flt> <flt>1.6833725e+00</flt>
<flt>-5.3612974e-03</flt> <flt>6.0366983e-01</flt> <flt>7.7273616e-01</flt>
<flt>-4.6190207e-03</flt> <flt>2.2880155e+01</flt> <flt>3.7847260e+01</flt>
<flt>2.5886836e+01</flt> <flt>5.7938213e+00</flt> <flt>6.0574899e-01</flt>
<flt>9.0163391e-01</flt> <flt>1.9564793e-02</flt> <flt>-3.6082932e-03</flt>
<flt>8.3007994e-01</flt> <flt>1.2621241e-02</flt> <flt>-2.6948254e-03</flt>
<flt>7.4875523e-01</flt> <flt>1.5516862e-03</flt> <flt>-1.2661132e-03</flt>
<flt>3.0264811e-01</flt> <flt>-1.8217937e-02</flt> <flt>-6.6828315e-02</flt>
<flt>-1.1296965e-01</flt> <flt>-3.6413012e-03</flt> <flt>-4.2562760e-03</flt>
<flt>3.9393597e+00</flt> <flt>8.7386954e-01</flt> <flt>1.7767539e-02</flt>
<flt>4.8894619e+00</flt> <flt>6.5171746e-01</flt> <flt>1.7190056e-02</flt>
<flt>1.0868829e+00</flt> <flt>2.7192635e-01</flt> <flt>1.2819072e-03</flt>
<flt>7.9530179e+00</flt> <flt>2.5892731e+01</flt> <flt>2.6750225e+01</flt>
<flt>4.0596805e+00</flt> <flt>-9.1011249e-01</flt> <flt>4.9975222e+00</flt>
<flt>1.1925210e-02</flt> <flt>1.8421675e+00</flt> <flt>3.4502208e+00</flt>
<flt>9.6739785e-03</flt> <flt>6.3878006e-01</flt> <flt>1.6029010e+00</flt>
<flt>2.1941407e-03</flt> <flt>1.7701029e+01</flt> <flt>2.9726381e+01</flt>
<flt>2.1060137e+01</flt> <flt>1.0600626e+01</flt> <flt>2.0444894e+00</flt>
<flt>1.4367602e+00</flt> <flt>1.1274285e-02</flt> <flt>7.6819048e-03</flt>
<flt>1.2959887e+00</flt> <flt>1.3199602e-03</flt> <flt>3.6609406e-03</flt>
<flt>5.2385482e-01</flt> <flt>-4.3200302e-02</flt> <flt>-9.7577594e-02</flt>
<flt>-1.1434847e-01</flt> <flt>2.3855601e-02</flt> <flt>4.8480311e-03</flt>
<flt>1.0074350e+01</flt> <flt>1.3741503e+00</flt> <flt>1.2569952e-02</flt>
<flt>2.2417071e+00</flt> <flt>5.7495291e-01</flt> <flt>-6.5906236e-03</flt>
<flt>1.6578037e+01</flt> <flt>5.3900433e+01</flt> <flt>8.5371741e+01</flt>
<flt>8.4534085e+00</flt> <flt>-1.8519104e+00</flt> <flt>5.2017319e+00</flt>
<flt>8.8813067e-03</flt> <flt>6.6452274e-01</flt> <flt>2.4261478e+00</flt>
<flt>2.6531314e-03</flt> <flt>1.2316317e+01</flt> <flt>2.0931512e+01</flt>
<flt>1.5233732e+01</flt> <flt>1.5346403e+01</flt> <flt>3.4828977e+00</flt>
<flt>1.9179097e+00</flt> <flt>9.0001738e-04</flt> <flt>4.2812796e-03</flt>
<flt>7.7524759e-01</flt> <flt>-3.9820394e-02</flt> <flt>-8.1717766e-02</flt>
<flt>-8.4661889e-02</flt> <flt>2.6399819e-02</flt> <flt>6.4962660e-03</flt>
<flt>3.1191336e+00</flt> <flt>1.1505159e-01</flt> <flt>1.7055763e-03</flt>
<flt>4.4083748e+00</flt> <flt>1.2965489e+01</flt> <flt>1.9253625e+01</flt>
<flt>7.6038229e+00</flt> <flt>-3.8010386e+00</flt> <flt>2.6976564e+00</flt>
<flt>1.0628449e-03</flt> <flt>5.6539552e+00</flt> <flt>9.4341090e+00</flt>
<flt>6.5525945e+00</flt> <flt>4.4241840e+00</flt> <flt>4.6740168e+00</flt>
<flt>2.1541492e+00</flt> <flt>-3.3989086e-02</flt> <flt>-9.3704444e-02</flt>
<flt>-1.3266102e-01</flt> <flt>9.8499027e-03</flt> <flt>-2.9116278e-04</flt>
<flt>4.4099369e+02</flt> <flt>2.7707573e+02</flt> <flt>1.8978515e+02</flt>
<flt>4.2372453e+01</flt> <flt>4.4431342e+00</flt> <flt>9.0918737e+02</flt>
<flt>6.1834809e+02</flt> <flt>8.3666016e+01</flt> <flt>2.0776284e-01</flt>
<flt>1.2454219e+03</flt> <flt>8.1794861e+01</flt> <flt>-1.3020097e+01</flt>
<flt>1.9623250e+02</flt> <flt>-1.8596780e+00</flt> <flt>1.9562349e+02</flt>
</cov-mat>

<!-- original indexes from the adjustment -->
<original-index>
<ind>2</ind>
<ind>3</ind>
<ind>4</ind>
<ind>6</ind>
<ind>7</ind>
<ind>8</ind>
<ind>10</ind>
<ind>11</ind>
<ind>12</ind>
<ind>14</ind>
<ind>15</ind>
<ind>16</ind>
<ind>1</ind>
<ind>5</ind>
<ind>9</ind>
<ind>13</ind>
<ind>17</ind>
</original-index>

</coordinates>

<observations>

<direction> <from>0001</from> <to>0002</to>
   <obs>-0.0000034110078435</obs> <adj>0.0009001861165736</adj> <stdev>20.9998496536344561</stdev>
   <qrr>77.612</qrr> <f>10.224</f> <std-residual>0.877</std-residual>
   <err-obs>46.570</err-obs> <err-adj>37.534</err-adj>
   </direction>
<direction> <from>0001</from> <to>9901</to>
   <obs>190.2933999999999628</obs> <adj>190.2924964028755426</adj> <stdev>20.9998496536344561</stdev>
   <qrr>77.612</qrr> <f>10.224</f> <std-residual>0.877</std-residual>
   <err-obs>-46.570</err-obs> <err-adj>-37.534</err-adj>
   </direction>
<zenith-angle> <from>0001</from> <to>0002</to>
   <obs>99.4011823515089219</obs><adj>99.4015830034063157</adj> <stdev>13.8853450932748679</stdev>
   <qrr>484.052</qrr> <f>52.511</f> <std-residual>0.156</std-residual>
   <err-obs>5.173</err-obs> <err-adj>1.167</err-adj>
   </zenith-angle>
<zenith-angle> <from>0001</from> <to>0002</to>
   <obs>99.4003823515089380</obs><adj>99.4015830034063299</adj> <stdev>13.8853450932748732</stdev>
   <qrr>484.052</qrr> <f>52.511</f> <std-residual>0.467</std-residual>
   <err-obs>15.503</err-obs> <err-adj>3.496</err-adj>
   </zenith-angle>
<distance> <from>0001</from> <to>0002</to>
   <obs>43.5277000000000029</obs> <adj>43.5261465575072819</adj> <stdev>1.6900851151125096</stdev>
   <qrr>6.912</qrr> <f>51.832</f> <std-residual>0.505</std-residual>
   <err-obs>-2.023</err-obs> <err-adj>-0.469</err-adj>
   </distance>
<distance> <from>0001</from> <to>0002</to>
   <obs>43.5238999999999976</obs> <adj>43.5261465575072819</adj> <stdev>1.6900851151125085</stdev>
   <qrr>6.912</qrr> <f>51.832</f> <std-residual>0.731</std-residual>
   <err-obs>2.925</err-obs> <err-adj>0.679</err-adj>
   </distance>
<direction> <from>0002</from> <to>0001</to>
   <obs>-0.0000034116285158</obs> <adj>399.9995422147598561</adj> <stdev>21.6919387921976181</stdev>
   <qrr>56.012</qrr> <f>7.265</f> <std-residual>0.519</std-residual>
   <err-obs>-32.448</err-obs> <err-adj>-27.904</err-adj>
   </direction>
<direction> <from>0002</from> <to>0003</to>
   <obs>100.3660040812910381</obs> <adj>100.3664584549026557</adj> <stdev>21.6919387921976217</stdev>
   <qrr>56.012</qrr> <f>7.265</f> <std-residual>0.519</std-residual>
   <err-obs>32.448</err-obs> <err-adj>27.904</err-adj>
   </direction>
<zenith-angle> <from>0002</from> <to>0001</to>
   <obs>100.5988517323114735</obs><adj>100.5984169965936559</adj> <stdev>13.8853450932748732</stdev>
   <qrr>484.052</qrr> <f>52.511</f> <std-residual>0.169</std-residual>
   <err-obs>-5.613</err-obs> <err-adj>-1.266</err-adj>
   </zenith-angle>
<zenith-angle> <from>0002</from> <to>0003</to>
   <obs>100.3968600435934917</obs><adj>100.3976639283251586</adj> <stdev>16.2659079849359962</stdev>
   <qrr>431.579</qrr> <f>44.370</f> <std-residual>0.331</std-residual>
   <err-obs>11.642</err-obs> <err-adj>3.603</err-adj>
   </zenith-angle>
<zenith-angle> <from>0002</from> <to>0001</to>
   <obs>100.5960517323114658</obs><adj>100.5984169965936559</adj> <stdev>13.8853450932748750</stdev>
   <qrr>484.052</qrr> <f>52.511</f> <std-residual>0.919</std-residual>
   <err-obs>30.540</err-obs> <err-adj>6.887</err-adj>
   </zenith-angle>
<distance> <from>0002</from> <to>0001</to>
   <obs>43.5277000000000029</obs> <adj>43.5261465575072819</adj> <stdev>1.6900851151125074</stdev>
   <qrr>6.912</qrr> <f>51.832</f> <std-residual>0.505</std-residual>
   <err-obs>-2.023</err-obs> <err-adj>-0.469</err-adj>
   </distance>
<distance> <from>0002</from> <to>0003</to>
   <obs>32.2284999999999968</obs> <adj>32.2285076649224536</adj> <stdev>1.8144858689238161</stdev>
   <qrr>6.593</qrr> <f>48.286</f> <std-residual>0.003</std-residual>
   <err-obs>0.010</err-obs> <err-adj>0.003</err-adj>
   </distance>
<distance> <from>0002</from> <to>0001</to>
   <obs>43.5242999999999967</obs> <adj>43.5261465575072819</adj> <stdev>1.6900851151125111</stdev>
   <qrr>6.912</qrr> <f>51.832</f> <std-residual>0.601</std-residual>
   <err-obs>2.404</err-obs> <err-adj>0.558</err-adj>
   </distance>
<direction> <from>0003</from> <to>0002</to>
   <obs>0.0000040825230927</obs> <adj>399.9997720549225164</adj> <stdev>22.9488688065667930</stdev>
   <qrr>14.993</qrr> <f>1.892</f> <std-residual>0.512</std-residual>
   </direction>
<direction> <from>0003</from> <to>0004</to>
   <obs>199.0962007080532885</obs> <adj>199.0964327356538774</adj> <stdev>22.9488688065668178</stdev>
   <qrr>14.993</qrr> <f>1.892</f> <std-residual>0.512</std-residual>
   </direction>
<zenith-angle> <from>0003</from> <to>0002</to>
   <obs>99.5960622497449322</obs><adj>99.6023360716748414</adj> <stdev>16.2659079849359962</stdev>
   <qrr>431.579</qrr> <f>44.370</f> <std-residual>2.582</std-residual>
   <err-obs>90.856</err-obs> <err-adj>28.117</err-adj>
   </zenith-angle>
<zenith-angle> <from>0003</from> <to>0004</to>
   <obs>100.0660457216080204</obs><adj>100.0687642693438306</adj> <stdev>16.1799758225797596</stdev>
   <qrr>433.618</qrr> <f>44.664</f> <std-residual>1.116</std-residual>
   <err-obs>39.184</err-obs> <err-adj>11.999</err-adj>
   </zenith-angle>
<zenith-angle> <from>0003</from> <to>0002</to>
   <obs>99.6075622497449444</obs><adj>99.6023360716748414</adj> <stdev>16.2659079849359962</stdev>
   <qrr>431.579</qrr> <f>44.370</f> <std-residual>2.151</std-residual>
   <err-obs>-75.684</err-obs> <err-adj>-23.422</err-adj>
   </zenith-angle>
<distance> <from>0003</from> <to>0002</to>
   <obs>32.2295999999999978</obs> <adj>32.2285076649224536</adj> <stdev>1.8144858689238159</stdev>
   <qrr>6.593</qrr> <f>48.286</f> <std-residual>0.364</std-residual>
   <err-obs>-1.491</err-obs> <err-adj>-0.399</err-adj>
   </distance>
<distance> <from>0003</from> <to>0004</to>
   <obs>34.3624000000000009</obs> <adj>34.3617375687990076</adj> <stdev>1.8156541171307865</stdev>
   <qrr>6.590</qrr> <f>48.253</f> <std-residual>0.221</std-residual>
   <err-obs>-0.905</err-obs> <err-adj>-0.242</err-adj>
   </distance>
<distance> <from>0003</from> <to>0002</to>
   <obs>32.2289000000000030</obs> <adj>32.2285076649224536</adj> <stdev>1.8144858689238159</stdev>
   <qrr>6.593</qrr> <f>48.286</f> <std-residual>0.131</std-residual>
   <err-obs>-0.536</err-obs> <err-adj>-0.143</err-adj>
   </distance>
<zenith-angle> <from>0004</from> <to>0003</to>
   <obs>99.9325965146795738</obs><adj>99.9312357306561552</adj> <stdev>16.1799758225797596</stdev>
   <qrr>433.618</qrr> <f>44.664</f> <std-residual>0.559</std-residual>
   <err-obs>-19.614</err-obs> <err-adj>-6.006</err-adj>
   </zenith-angle>
<zenith-angle> <from>0004</from> <to>0003</to>
   <obs>99.9268965146795693</obs><adj>99.9312357306561552</adj> <stdev>16.1799758225797596</stdev>
   <qrr>433.618</qrr> <f>44.664</f> <std-residual>1.782</std-residual>
   <err-obs>62.544</err-obs> <err-adj>19.152</err-adj>
   </zenith-angle>
<distance> <from>0004</from> <to>0003</to>
   <obs>34.3622999999999976</obs> <adj>34.3617375687990076</adj> <stdev>1.8156541171307881</stdev>
   <qrr>6.590</qrr> <f>48.253</f> <std-residual>0.187</std-residual>
   <err-obs>-0.768</err-obs> <err-adj>-0.206</err-adj>
   </distance>
<distance> <from>0004</from> <to>0003</to>
   <obs>34.3620000000000019</obs> <adj>34.3617375687990076</adj> <stdev>1.8156541171307881</stdev>
   <qrr>6.590</qrr> <f>48.253</f> <std-residual>0.087</std-residual>
   <err-obs>-0.358</err-obs> <err-adj>-0.096</err-adj>
   </distance>
<direction> <from>0005</from> <to>0001</to>
   <obs>0.0000000072346863</obs> <adj>399.9972036963274604</adj> <stdev>18.6151230751052594</stdev>
   <qrr>146.675</qrr> <f>20.419</f> <std-residual>1.974</std-residual>
   <err-obs>-76.259</err-obs> <err-adj>-48.296</err-adj>
   </direction>
<direction> <from>0005</from> <to>0004</to>
   <obs>301.2192010483379363</obs> <adj>301.2187131109642451</adj> <stdev>21.7089670514439916</stdev>
   <qrr>55.472</qrr> <f>7.193</f> <std-residual>0.560</std-residual>
   <err-obs>-35.184</err-obs> <err-adj>-30.305</err-adj>
   </direction>
<direction> <from>0005</from> <to>3000</to>
   <obs>142.3601000167120105</obs> <adj>142.3634311323594943</adj> <stdev>18.0699599386779113</stdev>
   <qrr>161.296</qrr> <f>22.750</f> <std-residual>2.243</std-residual>
   <err-obs>82.609</err-obs> <err-adj>49.298</err-adj>
   </direction>
<direction> <from>0005</from> <to>9901</to>
   <obs>73.9285999999999888</obs> <adj>73.9285531326334251</adj> <stdev>13.3440278973456508</stdev>
   <qrr>269.827</qrr> <f>42.953</f> <std-residual>0.024</std-residual>
   <err-obs>-0.695</err-obs> <err-adj>-0.226</err-adj>
   </direction>
<zenith-angle> <from>0005</from> <to>0001</to>
   <obs>99.9977791342531361</obs><adj>99.9987053643089183</adj> <stdev>14.2864944565068708</stdev>
   <qrr>475.790</qrr> <f>51.139</f> <std-residual>0.363</std-residual>
   <err-obs>12.167</err-obs> <err-adj>2.905</err-adj>
   </zenith-angle>
<zenith-angle> <from>0005</from> <to>0004</to>
   <obs>99.7639051240117851</obs><adj>99.7642565266829848</adj> <stdev>21.7576277302531729</stdev>
   <qrr>278.926</qrr> <f>25.588</f> <std-residual>0.180</std-residual>
   <err-obs>7.874</err-obs> <err-adj>4.360</err-adj>
   </zenith-angle>
<zenith-angle> <from>0005</from> <to>3000</to>
   <obs>100.0017848558472338</obs><adj>100.0011687733816927</adj> <stdev>9.6917223510084991</stdev>
   <qrr>556.333</qrr> <f>66.854</f> <std-residual>0.223</std-residual>
   <err-obs>-6.921</err-obs> <err-adj>-0.760</err-adj>
   </zenith-angle>
<zenith-angle> <from>0005</from> <to>0001</to>
   <obs>99.9981791342531352</obs><adj>99.9987053643089183</adj> <stdev>14.2864944565068708</stdev>
   <qrr>475.790</qrr> <f>51.139</f> <std-residual>0.206</std-residual>
   <err-obs>6.913</err-obs> <err-adj>1.650</err-adj>
   </zenith-angle>
<distance> <from>0005</from> <to>0001</to>
   <obs>65.3996999999999957</obs> <adj>65.4021800401525155</adj> <stdev>1.6456436476953016</stdev>
   <qrr>7.020</qrr> <f>53.098</f> <std-residual>0.800</std-residual>
   <err-obs>3.179</err-obs> <err-adj>0.699</err-adj>
   </distance>
<distance> <from>0005</from> <to>0004</to>
   <obs>46.4626000000000019</obs> <adj>46.4616580499834697</adj> <stdev>2.9488087751134602</stdev>
   <qrr>2.643</qrr> <f>15.958</f> <std-residual>0.495</std-residual>
   <err-obs>-3.207</err-obs> <err-adj>-2.265</err-adj>
   </distance>
<distance> <from>0005</from> <to>3000</to>
   <obs>96.4051999999999936</obs> <adj>96.4088813251790384</adj> <stdev>1.7563126162697846</stdev>
   <qrr>6.745</qrr> <f>49.944</f> <std-residual>1.212</std-residual>
   <err-obs>4.912</err-obs> <err-adj>1.231</err-adj>
   </distance>
<distance> <from>0005</from> <to>0001</to>
   <obs>65.3979000000000070</obs> <adj>65.4021800401525155</adj> <stdev>1.6456436476953016</stdev>
   <qrr>7.020</qrr> <f>53.098</f> <std-residual>1.381</std-residual>
   <err-obs>5.487</err-obs> <err-adj>1.207</err-adj>
   </distance>
<direction> <from>3000</from> <to>0001</to>
   <obs>0.0000000001919861</obs> <adj>0.0006335325129450</adj> <stdev>13.9865466139524628</stdev>
   <qrr>256.990</qrr> <f>40.207</f> <std-residual>0.338</std-residual>
   <err-obs>9.861</err-obs> <err-adj>3.525</err-adj>
   </direction>
<direction> <from>3000</from> <to>0005</to>
   <obs>377.1022000166711905</obs> <adj>377.0994852384614546</adj> <stdev>15.3406143359351610</stdev>
   <qrr>227.959</qrr> <f>34.418</f> <std-residual>1.537</std-residual>
   <err-obs>-47.636</err-obs> <err-adj>-20.488</err-adj>
   </direction>
<direction> <from>3000</from> <to>9901</to>
   <obs>79.4928096367985120</obs> <adj>79.4948908826872582</adj> <stdev>13.9865466139524628</stdev>
   <qrr>256.990</qrr> <f>40.207</f> <std-residual>1.110</std-residual>
   <err-obs>32.394</err-obs> <err-adj>11.582</err-adj>
   </direction>
<zenith-angle> <from>3000</from> <to>0001</to>
   <obs>100.0041353748532913</obs><adj>99.9986496186066063</adj> <stdev>0.0000000000000000</stdev>
   <qrr>625.000</qrr> <f>100.000</f> <std-residual>1.876</std-residual>
   <err-obs>-54.858</err-obs> <err-adj>0.000</err-adj>
   </zenith-angle>
<zenith-angle> <from>3000</from> <to>0005</to>
   <obs>99.9965770917889643</obs><adj>99.9988312266182930</adj> <stdev>9.6917223510084991</stdev>
   <qrr>556.333</qrr> <f>66.854</f> <std-residual>0.817</std-residual>
   <err-obs>25.324</err-obs> <err-adj>2.782</err-adj>
   </zenith-angle>
<zenith-angle> <from>3000</from> <to>9901</to>
   <obs>100.6205066815282976</obs><adj>100.6172098957576537</adj> <stdev>0.0000000000000000</stdev>
   <qrr>625.000</qrr> <f>100.000</f> <std-residual>1.128</std-residual>
   <err-obs>-32.968</err-obs> <err-adj>0.000</err-adj>
   </zenith-angle>
<zenith-angle> <from>3000</from> <to>0001</to>
   <obs>99.9990353748533067</obs><adj>99.9986496186066205</adj> <stdev>0.0000000000000000</stdev>
   <qrr>625.000</qrr> <f>100.000</f> <std-residual>0.132</std-residual>
   <err-obs>-3.858</err-obs> <err-adj>0.000</err-adj>
   </zenith-angle>
<distance> <from>3000</from> <to>0001</to>
   <obs>146.1411999999999978</obs> <adj>146.1454744354637114</adj> <stdev>0.0000000000000000</stdev>
   <qrr>9.000</qrr> <f>100.000</f> <std-residual>1.218</std-residual>
   <err-obs>4.274</err-obs> <err-adj>0.000</err-adj>
   </distance>
<distance> <from>3000</from> <to>0005</to>
   <obs>96.4051999999999936</obs> <adj>96.4088813251790384</adj> <stdev>1.7563126162697862</stdev>
   <qrr>6.745</qrr> <f>49.944</f> <std-residual>1.212</std-residual>
   <err-obs>4.912</err-obs> <err-adj>1.231</err-adj>
   </distance>
<distance> <from>3000</from> <to>9901</to>
   <obs>191.7110999999999876</obs> <adj>191.7091907369888872</adj> <stdev>0.0000000000000000</stdev>
   <qrr>9.000</qrr> <f>100.000</f> <std-residual>0.544</std-residual>
   <err-obs>-1.909</err-obs> <err-adj>0.000</err-adj>
   </distance>
<distance> <from>3000</from> <to>0001</to>
   <obs>146.1419999999999959</obs> <adj>146.1454744354637114</adj> <stdev>0.0000000000000000</stdev>
   <qrr>9.000</qrr> <f>100.000</f> <std-residual>0.990</std-residual>
   <err-obs>3.474</err-obs> <err-adj>0.000</err-adj>
   </distance>

</observations>

</gama-local-adjustment>

--------------91088B0391DF54DCB605EE96
Content-Type: text/xml;
 name="survey_1.16.xml"
Content-Transfer-Encoding: 7bit
Content-Disposition: attachment;
 filename="survey_1.16.xml"

<?xml version="1.0"?>
<gama-local-adjustment xmlns="http://www.gnu.org/software/gama/gama-local-adjustment">

<description> meas2gama </description>

<network-general-parameters
   gama-local-version="1.17"
   gama-local-algorithm="svd"
   gama-local-compiler="g++ 4.8.4"
   axes-xy="en"
   angles="left-handed"
   latitude="53.3333330"
   ellipsoid="grs80"
/>

<network-processing-summary>

<coordinates-summary>
   <coordinates-summary-adjusted>    <count-xyz>4</count-xyz> <count-xy>0</count-xy> <count-z>0</count-z> </coordinates-summary-adjusted>
   <coordinates-summary-constrained> <count-xyz>0</count-xyz> <count-xy>0</count-xy> <count-z>0</count-z> </coordinates-summary-constrained>
   <coordinates-summary-fixed>       <count-xyz>3</count-xyz> <count-xy>0</count-xy> <count-z>0</count-z> </coordinates-summary-fixed>
</coordinates-summary>

<observations-summary>
   <distances>18</distances>
   <directions>13</directions>
   <angles>0</angles>
   <xyz-coords>0</xyz-coords>
   <h-diffs>0</h-diffs>
   <z-angles>18</z-angles>
   <s-dists>0</s-dists>
   <vectors>0</vectors>
   <azimuths>0</azimuths>
</observations-summary>

<project-equations>
   <equations>49</equations>
   <unknowns>17</unknowns>
   <degrees-of-freedom>32</degrees-of-freedom>
   <defect>0</defect>
   <sum-of-squares>4.3772760e+01</sum-of-squares>
   <connected-network/>
</project-equations>

<standard-deviation>
   <apriori>1.0000000e+00</apriori>
   <aposteriori>1.1695720e+00</aposteriori>
   <used>aposteriori</used>

   <probability>0.950</probability>
   <ratio>1.170</ratio>
   <lower>0.756</lower>
   <upper>1.243</upper>
   <passed/>

   <confidence-scale>2.0369334e+00</confidence-scale>
</standard-deviation>

</network-processing-summary>

<coordinates>

<fixed>
   <point> <id>3000</id> <x>1147643.938000</x> <y>7273393.902000</y> <z>90.200700</z> </point>
   <point> <id>9901</id> <x>1147526.281000</x> <y>7273242.544000</y> <z>88.342000</z> </point>
   <point> <id>0001</id> <x>1147724.995000</x> <y>7273272.295000</y> <z>90.203800</z> </point>
</fixed>

<approximate>
   <point> <id>0002</id> <x>1147768.520815</x> <y>7273272.125877</y> <z>90.612966</z> </point>
   <point> <id>0003</id> <x>1147768.831782</x> <y>7273304.352869</y> <z>90.411500</z> </point>
   <point> <id>0004</id> <x>1147768.675819</x> <y>7273338.714280</y> <z>90.374301</z> </point>
   <point> <id>0005</id> <x>1147722.226564</x> <y>7273337.638576</y> <z>90.202382</z> </point>
</approximate>

<!-- capital X,Y,Z denote constrained coordinates -->
<adjusted>
   <point> <id>0002</id> <x>1147768.5208180125337094</x> <y>7273272.1258832039311528</y> <z>90.6129540069021715</z> </point>
   <point> <id>0003</id> <x>1147768.8317835964262486</x> <y>7273304.3528906153514981</y> <z>90.4116363253844924</z> </point>
   <point> <id>0004</id> <x>1147768.6757578863762319</x> <y>7273338.7142739510163665</y> <z>90.3745205964277716</z> </point>
   <point> <id>0005</id> <x>1147722.2265543546527624</x> <y>7273337.6385602233931422</y> <z>90.2024699754086896</z> </point>
</adjusted>

<orientation-shifts>
   <orientation> <id>0001</id> <approx>399.753551</approx> <adj>399.753547</adj> </orientation>
   <orientation> <id>0002</id> <approx>199.752218</approx> <adj>199.752189</adj> </orientation>
   <orientation> <id>0003</id> <approx>299.385562</approx> <adj>299.385502</adj> </orientation>
   <orientation> <id>0005</id> <approx>302.692795</approx> <adj>302.692793</adj> </orientation>
   <orientation> <id>3000</id> <approx>337.428851</approx> <adj>337.428847</adj> </orientation>
</orientation-shifts>

<!-- upper part of symmetric matrix band by rows -->
<cov-mat>
<dim>17</dim> <band>1</band>
<flt>2.8596984e+00</flt> <flt>-4.2654596e-01</flt> <flt>3.1270310e+00</flt>
<flt>-2.3960654e-03</flt> <flt>9.0163391e-01</flt> <flt>1.9564793e-02</flt>
<flt>3.9393597e+00</flt> <flt>8.7386954e-01</flt> <flt>4.9975222e+00</flt>
<flt>1.1925210e-02</flt> <flt>1.4367602e+00</flt> <flt>1.1274285e-02</flt>
<flt>1.0074350e+01</flt> <flt>1.3741503e+00</flt> <flt>5.2017319e+00</flt>
<flt>8.8813067e-03</flt> <flt>1.9179097e+00</flt> <flt>9.0001738e-04</flt>
<flt>3.1191336e+00</flt> <flt>1.1505159e-01</flt> <flt>2.6976564e+00</flt>
<flt>1.0628449e-03</flt> <flt>2.1541492e+00</flt> <flt>-3.3989086e-02</flt>
<flt>4.4099369e+02</flt> <flt>2.7707573e+02</flt> <flt>9.0918737e+02</flt>
<flt>6.1834809e+02</flt> <flt>1.2454219e+03</flt> <flt>8.1794861e+01</flt>
<flt>1.9623250e+02</flt> <flt>-1.8596780e+00</flt> <flt>1.9562349e+02</flt>
</cov-mat>

<!-- original indexes from the adjustment -->
<original-index>
<ind>2</ind>
<ind>3</ind>
<ind>4</ind>
<ind>6</ind>
<ind>7</ind>
<ind>8</ind>
<ind>10</ind>
<ind>11</ind>
<ind>12</ind>
<ind>14</ind>
<ind>15</ind>
<ind>16</ind>
<ind>1</ind>
<ind>5</ind>
<ind>9</ind>
<ind>13</ind>
<ind>17</ind>
</original-index>

</coordinates>

<observations>

<direction> <from>0001</from> <to>0002</to>
   <obs>-0.0000034110078435</obs> <adj>0.0009001861165736</adj> <stdev>20.9998496536344561</stdev>
   <qrr>77.612</qrr> <f>10.224</f> <std-residual>0.877</std-residual>
   <err-obs>46.570</err-obs> <err-adj>37.534</err-adj>
   </direction>
<direction> <from>0001</from> <to>9901</to>
   <obs>190.2933999999999628</obs> <adj>190.2924964028755426</adj> <stdev>20.9998496536344561</stdev>
   <qrr>77.612</qrr> <f>10.224</f> <std-residual>0.877</std-residual>
   <err-obs>-46.570</err-obs> <err-adj>-37.534</err-adj>
   </direction>
<zenith-angle> <from>0001</from> <to>0002</to>
   <obs>99.4011823515089219</obs><adj>99.4015830034063157</adj> <stdev>13.8853450932748679</stdev>
   <qrr>484.052</qrr> <f>52.511</f> <std-residual>0.156</std-residual>
   <err-obs>5.173</err-obs> <err-adj>1.167</err-adj>
   </zenith-angle>
<zenith-angle> <from>0001</from> <to>0002</to>
   <obs>99.4003823515089380</obs><adj>99.4015830034063299</adj> <stdev>13.8853450932748732</stdev>
   <qrr>484.052</qrr> <f>52.511</f> <std-residual>0.467</std-residual>
   <err-obs>15.503</err-obs> <err-adj>3.496</err-adj>
   </zenith-angle>
<distance> <from>0001</from> <to>0002</to>
   <obs>43.5277000000000029</obs> <adj>43.5261465575072819</adj> <stdev>1.6900851151125096</stdev>
   <qrr>6.912</qrr> <f>51.832</f> <std-residual>0.505</std-residual>
   <err-obs>-2.023</err-obs> <err-adj>-0.469</err-adj>
   </distance>
<distance> <from>0001</from> <to>0002</to>
   <obs>43.5238999999999976</obs> <adj>43.5261465575072819</adj> <stdev>1.6900851151125085</stdev>
   <qrr>6.912</qrr> <f>51.832</f> <std-residual>0.731</std-residual>
   <err-obs>2.925</err-obs> <err-adj>0.679</err-adj>
   </distance>
<direction> <from>0002</from> <to>0001</to>
   <obs>-0.0000034116285158</obs> <adj>399.9995422147598561</adj> <stdev>21.6919387921976181</stdev>
   <qrr>56.012</qrr> <f>7.265</f> <std-residual>0.519</std-residual>
   <err-obs>-32.448</err-obs> <err-adj>-27.904</err-adj>
   </direction>
<direction> <from>0002</from> <to>0003</to>
   <obs>100.3660040812910381</obs> <adj>100.3664584549026557</adj> <stdev>21.6919387921976217</stdev>
   <qrr>56.012</qrr> <f>7.265</f> <std-residual>0.519</std-residual>
   <err-obs>32.448</err-obs> <err-adj>27.904</err-adj>
   </direction>
<zenith-angle> <from>0002</from> <to>0001</to>
   <obs>100.5988517323114735</obs><adj>100.5984169965936559</adj> <stdev>13.8853450932748732</stdev>
   <qrr>484.052</qrr> <f>52.511</f> <std-residual>0.169</std-residual>
   <err-obs>-5.613</err-obs> <err-adj>-1.266</err-adj>
   </zenith-angle>
<zenith-angle> <from>0002</from> <to>0003</to>
   <obs>100.3968600435934917</obs><adj>100.3976639283251586</adj> <stdev>16.2659079849359962</stdev>
   <qrr>431.579</qrr> <f>44.370</f> <std-residual>0.331</std-residual>
   <err-obs>11.642</err-obs> <err-adj>3.603</err-adj>
   </zenith-angle>
<zenith-angle> <from>0002</from> <to>0001</to>
   <obs>100.5960517323114658</obs><adj>100.5984169965936559</adj> <stdev>13.8853450932748750</stdev>
   <qrr>484.052</qrr> <f>52.511</f> <std-residual>0.919</std-residual>
   <err-obs>30.540</err-obs> <err-adj>6.887</err-adj>
   </zenith-angle>
<distance> <from>0002</from> <to>0001</to>
   <obs>43.5277000000000029</obs> <adj>43.5261465575072819</adj> <stdev>1.6900851151125074</stdev>
   <qrr>6.912</qrr> <f>51.832</f> <std-residual>0.505</std-residual>
   <err-obs>-2.023</err-obs> <err-adj>-0.469</err-adj>
   </distance>
<distance> <from>0002</from> <to>0003</to>
   <obs>32.2284999999999968</obs> <adj>32.2285076649224536</adj> <stdev>1.8144858689238161</stdev>
   <qrr>6.593</qrr> <f>48.286</f> <std-residual>0.003</std-residual>
   <err-obs>0.010</err-obs> <err-adj>0.003</err-adj>
   </distance>
<distance> <from>0002</from> <to>0001</to>
   <obs>43.5242999999999967</obs> <adj>43.5261465575072819</adj> <stdev>1.6900851151125111</stdev>
   <qrr>6.912</qrr> <f>51.832</f> <std-residual>0.601</std-residual>
   <err-obs>2.404</err-obs> <err-adj>0.558</err-adj>
   </distance>
<direction> <from>0003</from> <to>0002</to>
   <obs>0.0000040825230927</obs> <adj>399.9997720549225164</adj> <stdev>22.9488688065667930</stdev>
   <qrr>14.993</qrr> <f>1.892</f> <std-residual>0.512</std-residual>
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<direction> <from>0003</from> <to>0004</to>
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</observations>

</gama-local-adjustment>

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