{ "cells": [ { "cell_type": "code", "id": "2bc687b1b4adb7bd", "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:19:25.707424Z", "start_time": "2026-01-22T07:19:20.566023Z" } }, "source": [ "# Hier werden alle verwendeten Pythonmodule importiert\n", "import Datenbank\n", "import Import\n", "import importlib\n", "import Koordinatentransformationen\n", "import sqlite3\n", "import Funktionales_Modell\n", "import Berechnungen\n", "from Berechnungen import Berechnungen\n", "import Parameterschaetzung\n", "import Stochastisches_Modell\n", "from Stochastisches_Modell import StochastischesModell\n", "import Export\n", "import Netzqualität_Genauigkeit\n", "import Datumsfestlegung\n", "import pandas as pd\n", "from IPython.display import display, HTML\n", "from IPython.display import display, clear_output\n", "import itables\n", "import ipywidgets as widgets\n", "from itables.widget import ITable\n", "from datetime import datetime" ], "outputs": [], "execution_count": 1 }, { "cell_type": "code", "id": "4f7efd7ba6ec18f9", "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:20:25.275910Z", "start_time": "2026-01-22T07:20:25.271296Z" } }, "source": [ "# Hier werden allgemeine Einstellungen für die Ausgleichung vorgenommen\n", "\n", "datumfestlegung = \"weiche Lagerung\"" ], "outputs": [], "execution_count": 2 }, { "cell_type": "code", "id": "57fcd841405b7866", "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:20:25.531496Z", "start_time": "2026-01-22T07:20:25.469333Z" } }, "source": [ "importlib.reload(Datenbank)\n", "importlib.reload(Import)\n", "# Anlegen der Datenbank, wenn nicht vorhanden\n", "pfad_datenbank = r\"Campusnetz.db\"\n", "Datenbank.Datenbank_anlegen(pfad_datenbank)\n", "\n", "# Import vervollständigen\n", "imp = Import.Import(pfad_datenbank)\n", "db_zugriff = Datenbank.Datenbankzugriff(pfad_datenbank)" ], "outputs": [], "execution_count": 3 }, { "cell_type": "code", "id": "6ecde908841d1212", "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:20:25.668633Z", "start_time": "2026-01-22T07:20:25.648722Z" } }, "source": [ "# Import der Koordinatendatei(en) vom Tachymeter\n", "pfad_datei = r\"Daten\\campsnetz_koordinaten_plus_nachmessungen.csv\"\n", "imp.import_koordinaten_lh_tachymeter(pfad_datei)" ], "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Der Import der Näherungskoordinaten wurde erfolgreich abgeschlossen\n" ] } ], "execution_count": 4 }, { "cell_type": "code", "id": "b28afe0c64aa59d6", "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:20:25.856304Z", "start_time": "2026-01-22T07:20:25.832367Z" } }, "source": [ "importlib.reload(Import)\n", "imp = Import.Import(pfad_datenbank)\n", "\n", "pfad_koordinaten_gnss = r\"Daten\\Koordinaten_ohne0648und10002.csv\"\n", "# X, Y, Z der SAPOS-Stationen\n", "genauigkeit_sapos_referenzstationen = [0.005, 0.005, 0.008]\n", "\n", "imp.import_koordinaten_gnss(pfad_koordinaten_gnss, genauigkeit_sapos_referenzstationen)\n" ], "outputs": [ { "data": { "text/plain": [ "'Import der Koordinaten aus stationärem GNSS abgeschlossen.'" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "execution_count": 5 }, { "cell_type": "code", "id": "2d8a0533726304a8", "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:20:26.099579Z", "start_time": "2026-01-22T07:20:26.030919Z" } }, "source": [ "# Basislinien importieren\n", "\n", "importlib.reload(Import)\n", "imp = Import.Import(pfad_datenbank)\n", "\n", "pfad_basislinien_gnss = r\"Daten\\Basislinien_ohne0648und10002.asc.txt\"\n", "\n", "imp.import_basislinien_gnss(pfad_basislinien_gnss)" ], "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Der Import der Datei Daten\\Basislinien_ohne0648und10002.asc.txt wurde erfolgreich abgeschlossen.\n" ] } ], "execution_count": 6 }, { "cell_type": "code", "id": "ed9be38e35cfc619", "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:20:26.280174Z", "start_time": "2026-01-22T07:20:26.258488Z" } }, "source": [ "# Jacobimatrix aufstellen\n", "# Datumsgebende Koordinaten bestimmen\n", "importlib.reload(Datenbank)\n", "db_zugriff = Datenbank.Datenbankzugriff(pfad_datenbank)\n", "\n", "liste_koordinaten_x = []\n", "liste_koordinaten_y = []\n", "liste_koordinaten_z = []\n", "#liste_koordinaten_x_y_z = [10054, 10014, 10008, 10059, 10037, 10044, 10026, 10001, 10002, 10028]\n", "liste_koordinaten_x_y_z = [\"0645\", \"0656\", \"0995\", \"1675\", \"ESTE\", \"GNA2\"]\n", "\n", "db_zugriff.set_datumskoordinaten(liste_koordinaten_x, liste_koordinaten_y, liste_koordinaten_z, liste_koordinaten_x_y_z)\n", "\n", "# Datumgebende Koordinaten entfernen\n", "liste_koordinaten_x = []\n", "liste_koordinaten_y = []\n", "liste_koordinaten_z = []\n", "liste_koordinaten_x_y_z = []\n", "\n", "db_zugriff.set_datumskoordinaten_to_neupunkte(liste_koordinaten_x, liste_koordinaten_y, liste_koordinaten_z, liste_koordinaten_x_y_z)" ], "outputs": [], "execution_count": 7 }, { "cell_type": "code", "id": "2d2156381d974d94", "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:20:29.625340Z", "start_time": "2026-01-22T07:20:26.445988Z" } }, "source": [ "# lokale Koordinaten aus der Tacyhmetermessung per Helmerttransformation in das ETRF89 / DREF 91 (Realisierung 2025) transformieren\n", "\n", "importlib.reload(Koordinatentransformationen)\n", "trafos = Koordinatentransformationen.Transformationen(pfad_datenbank)\n", "\n", "importlib.reload(Datenbank)\n", "db_zugriff = Datenbank.Datenbankzugriff(pfad_datenbank)\n", "\n", "\n", "transformationsparameter = trafos.Helmerttransformation_Euler_Transformationsparameter_berechne()\n", "koordinaten_transformiert = trafos.Helmerttransformation(transformationsparameter)\n", "\n", "db_zugriff.set_koordinaten(koordinaten_transformiert, \"naeherung_us\")\n", "#print(koordinaten_transformiert)" ], "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Anzahl gemeinsame Punkte: 9\n", "\n", "Erste Zielpunkte:\n", "10001 [3794901.5252, 546745.559, 5080065.7672]\n", "10008 [3794783.8568, 546746.6344, 5080152.7393]\n", "10014 [3794838.7449, 546812.3649, 5080105.1973]\n", "10026 [3794753.8595, 546827.4296, 5080167.0938]\n", "10028 [3794889.7348, 546908.7636, 5080056.9381]\n", "\n", "Erste Ausgangspunkte:\n", "10001 [833.9439, 1978.3737, 99.8946]\n", "10008 [979.7022, 1991.401, 99.732]\n", "10014 [913.9706, 1918.7731, 99.8872]\n", "10026 [1020.0059, 1913.8703, 100.3059]\n", "10028 [853.9608, 1815.7417, 99.7793]\n", "min/mean/max: 0.9986498495467658 0.9999392670797006 1.0004164038548047\n", "R ist Orthonormal!\n", "Iteration Nr.1 abgeschlossen\n", "Matrix([[-6.76], [7.55], [6.58], [-0.0290], [-0.307], [0.0134], [0.234]])\n", "Iteration Nr.2 abgeschlossen\n", "Matrix([[6.15], [-7.61], [-7.09], [0.0289], [-0.00505], [-0.0136], [0.00365]])\n", "Iteration Nr.3 abgeschlossen\n", "Matrix([[-0.0243], [0.0707], [0.0244], [3.93e-5], [0.000178], [0.000391], [-0.000178]])\n", "Iteration Nr.4 abgeschlossen\n", "Matrix([[-0.000135], [3.88e-5], [-0.000108], [4.32e-8], [-9.51e-9], [1.05e-7], [-4.78e-8]])\n", "Iteration Nr.5 abgeschlossen\n", "Matrix([[-2.12e-8], [-2.01e-9], [-2.31e-8], [1.55e-13], [-3.26e-12], [3.39e-11], [6.52e-12]])\n", "Iteration Nr.6 abgeschlossen\n", "Matrix([[-1.58e-10], [1.28e-10], [-1.48e-10], [-1.30e-13], [8.21e-13], [9.65e-13], [4.70e-14]])\n", "Matrix([[3.79e+6], [5.47e+5], [5.08e+6], [3.79e+6], [5.47e+5], [5.08e+6], [3.79e+6], [5.47e+5], [5.08e+6], [3.79e+6], [5.47e+5], [5.08e+6], [3.79e+6], [5.47e+5], [5.08e+6], [3.79e+6], [5.47e+5], [5.08e+6], [3.79e+6], [5.47e+5], [5.08e+6], [3.79e+6], [5.47e+5], [5.08e+6], [3.79e+6], [5.47e+5], [5.08e+6]])\n", "Matrix([[3.79e+6], [5.47e+5], [5.08e+6], [3.79e+6], [5.47e+5], [5.08e+6], [3.79e+6], [5.47e+5], [5.08e+6], [3.79e+6], [5.47e+5], [5.08e+6], [3.79e+6], [5.47e+5], [5.08e+6], [3.79e+6], [5.47e+5], [5.08e+6], [3.79e+6], [5.47e+5], [5.08e+6], [3.79e+6], [5.47e+5], [5.08e+6], [3.79e+6], [5.47e+5], [5.08e+6]])\n", "x = Matrix([[3.80e+6], [5.49e+5], [5.08e+6], [1.00], [-0.156], [0.627], [3.26]])\n", "\n", "l_berechnet_final:\n", "10001: 3794901.521, 546745.584, 5080065.755\n", "10008: 3794783.870, 546746.646, 5080152.758\n", "10014: 3794838.746, 546812.367, 5080105.181\n", "10026: 3794753.858, 546827.445, 5080167.092\n", "10028: 3794889.671, 546908.764, 5080056.920\n", "10037: 3794800.626, 546960.749, 5080117.709\n", "10044: 3794752.686, 546958.324, 5080154.237\n", "10054: 3794889.163, 547086.949, 5080038.116\n", "10059: 3794736.830, 547079.447, 5080152.362\n", "Streckendifferenzen:\n", "[0.027793, 0.025879, 0.016527, 0.01604, 0.066139, 0.07164, 0.025138, 0.125881, 0.142477]\n", "\n", "Differenz Schwerpunkt (Vektor):\n", "Matrix([[3.10e-10], [1.16e-10], [1.03e-10]])\n", "Betrag der Schwerpunkt-Differenz:\n", "0.000m\n" ] } ], "execution_count": 8 }, { "cell_type": "code", "id": "bb4c738edcf9ac6f", "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:20:29.885625Z", "start_time": "2026-01-22T07:20:29.849576Z" } }, "source": [ "# Instrumente in der Datenbank anlegen\n", "importlib.reload(Datenbank)\n", "db_zugriff = Datenbank.Datenbankzugriff(pfad_datenbank)\n", "\n", "db_zugriff.get_instrument_liste(\"Tachymeter\")\n", "db_zugriff.set_instrument(\"Tachymeter\", \"Trimble S9\")\n", "db_zugriff.set_instrument(\"Nivellier\", \"Trimble DiNi 0.3\")\n", "db_zugriff.get_instrument_liste(\"Tachymeter\")" ], "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Das Instrument Trimble S9 wurde erfolgreich hinzugefügt.\n", "Das Instrument Trimble DiNi 0.3 wurde erfolgreich hinzugefügt.\n" ] }, { "data": { "text/plain": [ "[(1, 'Tachymeter', 'Trimble S9')]" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "execution_count": 9 }, { "cell_type": "code", "id": "c2db29680c53f8c4", "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:20:30.170223Z", "start_time": "2026-01-22T07:20:30.107575Z" } }, "source": [ "#Importieren der apriori Genauigkeitsinformationen\n", "#Zulässige Beobachtungsarten = \"Tachymeter_Richtung\", \"Tachymeter_Strecke\"\n", "# Wenn Beobachtungsart = \"Tachymeter_Richtung\" --> Übergabe in Milligon und nur Stabw_apriori_konst\n", "# Wenn Beobachtungsart = \"Tachymeter_Strecke\" --> Übergabe Stabw_apriori_konst in Millimeter und Stabw_apriori_streckenprop in ppm\n", "\n", "importlib.reload(Datenbank)\n", "db_zugriff = Datenbank.Datenbankzugriff(pfad_datenbank)\n", "\n", "\n", "db_zugriff.set_genauigkeiten(1, \"Tachymeter_Richtung\", 0.15)\n", "db_zugriff.set_genauigkeiten(1, \"Tachymeter_Strecke\", 0.8, 1)\n", "db_zugriff.set_genauigkeiten(1, \"Tachymeter_Zenitwinkel\", 0.15)\n", "db_zugriff.set_genauigkeiten(2, \"Geometrisches_Nivellement\", 0.1, 0.3)" ], "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Die Genauigkeitsangabe für die Beobachtungsart Tachymeter_Richtung des Instrumentes Trimble S9 wurde erfolgreich hinzugefügt.\n", "Die Genauigkeitsangabe für die Beobachtungsart Tachymeter_Strecke des Instrumentes Trimble S9 wurde erfolgreich hinzugefügt.\n", "Die Genauigkeitsangabe für die Beobachtungsart Tachymeter_Zenitwinkel des Instrumentes Trimble S9 wurde erfolgreich hinzugefügt.\n", "Die Genauigkeitsangabe für die Beobachtungsart Geometrisches_Nivellement des Instrumentes Trimble DiNi 0.3 wurde erfolgreich hinzugefügt.\n" ] } ], "execution_count": 10 }, { "cell_type": "code", "id": "3d074282dffbbfd0", "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:20:30.447070Z", "start_time": "2026-01-22T07:20:30.366113Z" } }, "source": [ "# Importieren der tachymetrischen Beobachtungen\n", "importlib.reload(Import)\n", "imp = Import.Import(pfad_datenbank)\n", "\n", "pfad_datei_tachymeterbeobachtungen = r\"Daten\\campsnetz_beobachtungen_plus_nachmessungen.csv\"\n", "\n", "imp.import_beobachtungen_tachymeter(pfad_datei_tachymeterbeobachtungen, 1)" ], "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Der Import der Datei Daten\\campsnetz_beobachtungen_plus_nachmessungen.csv wurde erfolgreich abgeschlossen.\n" ] } ], "execution_count": 11 }, { "cell_type": "code", "id": "1f61a51b2a7366e7", "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:20:30.682725Z", "start_time": "2026-01-22T07:20:30.630496Z" } }, "source": [ "# Nivellement-Beobachtungen Importieren\n", "\n", "importlib.reload(Import)\n", "imp = Import.Import(pfad_datenbank)\n", "dict_punkthoehen_naeherung_niv, liste_punkte_in_db = imp.vorbereitung_import_beobachtungen_nivellement_naeherung_punkthoehen(r\"Daten\\Niv_bereinigt.DAT.csv\", 2)\n", "\n", "#liste_hoehenpunkte_hinzufuegen = ['FH14', 'FH11', 'FH13', 'FH3', 'FH4', 'FH15', 'FH5']\n", "liste_hoehenpunkte_hinzufuegen = []\n", "imp.import_beobachtungen_nivellement_naeherung_punkthoehen(dict_punkthoehen_naeherung_niv, liste_punkte_in_db, liste_hoehenpunkte_hinzufuegen)\n", "\n", "imp.import_beobachtungen_nivellement_RVVR(r\"Daten\\Niv_bereinigt.DAT.csv\", 2)" ], "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Für folgende Nivellementpunkte werden die Höhen in der Ausgleichung berechnet: ['812', '10047', '10046', '10045', '10034', 'FH14', 'FH11', '10035', '10029', '10030', '10031', '10017', '10013', '10012', '10014', '10015', '10016', '10007', 'FH13', '666', '10054', '10056', '10058', '10052', '10043', '10026', '10010', '10006', '816', '10048', 'FH3', '10049', '10053', '10050', '10051', 'FH4', '10040', '10037', '10038', '10039', '10032', 'FH15', '10033', '10025', '10024', '10023', '10022', '10021', '10020', '10019', '10036', '10028', '10011', '10001', '10003', '10008', '10005', '10004', '10002', '10055', '10057', '10059', '10044', '10041', '10042', '10027', '10018', '10009']\n", "Für folgende Punkte wird aktuell keine Höhe in der Ausgleichung berechnet: ['80001', '80002', '90001', '90002', '90003', '90004', '90005', '90006', '90007', '90008', '90009', '90010', '90011', '90012', '90013', '90014', '70001', '70002', '60001', 'FH5', '60002', '60003', '60004', '60005', '60006', '60007', '60008', '60009', '60010', '30001', '30002', '30003', '30004', '30005', '30006', '30007', '30008']. Bei Bedarf im folgenden Schritt ändern!\n", "Neu hinzugefügt (0): []\n", "Bereits vorhanden (0): []\n", "Geändert (68): ['812', '10047', '10046', '10045', '10034', 'FH14', 'FH11', '10035', '10029', '10030', '10031', '10017', '10013', '10012', '10014', '10015', '10016', '10007', 'FH13', '666', '10054', '10056', '10058', '10052', '10043', '10026', '10010', '10006', '816', '10048', 'FH3', '10049', '10053', '10050', '10051', 'FH4', '10040', '10037', '10038', '10039', '10032', 'FH15', '10033', '10025', '10024', '10023', '10022', '10021', '10020', '10019', '10036', '10028', '10011', '10001', '10003', '10008', '10005', '10004', '10002', '10055', '10057', '10059', '10044', '10041', '10042', '10027', '10018', '10009']\n", "\n" ] }, { "data": { "text/plain": [ "'Die Beobachtungen aus der Datei Daten\\\\Niv_bereinigt.DAT.csv wurden erfolgreich importiert.'" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "execution_count": 12 }, { "cell_type": "code", "id": "3ef1aade29f46eee", "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:22:00.959455Z", "start_time": "2026-01-22T07:20:30.863164Z" } }, "source": [ "# Symbolische MAtrizen aufstellen\n", "import importlib\n", "import Datenbank\n", "import Funktionales_Modell\n", "\n", "importlib.reload(Datenbank)\n", "importlib.reload(Funktionales_Modell)\n", "\n", "\n", "pfad_tif_quasigeoidundolation = r\"Daten\\GCG2016v2023.tif\"\n", "a = 6378137.0 #m\n", "b = 6356752.314 #m\n", "\n", "fm = Funktionales_Modell.FunktionalesModell(pfad_datenbank, a, b, pfad_tif_quasigeoidundolation)\n", "\n", "Jacobimatrix_symbolisch, Jacobimatrix_symbolisch_liste_unbekannte, Jacobimatrix_symbolisch_liste_beobachtungsvektor= fm.jacobi_matrix_symbolisch(datumfestlegung, db_zugriff.get_datumskoordinate())\n", "\n", "stoch_modell = Stochastisches_Modell.StochastischesModell(int(len(Jacobimatrix_symbolisch_liste_beobachtungsvektor)))\n", "\n", "beobachtungsvektor_naeherung_symbolisch = fm.beobachtungsvektor_naeherung_symbolisch(Jacobimatrix_symbolisch_liste_beobachtungsvektor)\n", "\n", "Qll_matrix_symbolisch = stoch_modell.Qll_symbolisch(pfad_datenbank, Jacobimatrix_symbolisch_liste_beobachtungsvektor)\n", "\n", "if datumfestlegung == \"weiche Lagerung\":\n", " QAA_matrix_symbolisch = stoch_modell.QAA_symbolisch(Jacobimatrix_symbolisch_liste_beobachtungsvektor)\n", "\n", "unbekanntenvektor_symbolisch = (fm.unbekanntenvektor_symbolisch(Jacobimatrix_symbolisch_liste_unbekannte))\n" ], "outputs": [], "execution_count": 13 }, { "cell_type": "code", "id": "d262fab8404bf542", "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:36:36.133202Z", "start_time": "2026-01-22T07:23:49.961110Z" } }, "source": [ "#Meine Version\n", "import importlib\n", "import Export\n", "import Stochastisches_Modell\n", "import Funktionales_Modell\n", "import Koordinatentransformationen\n", "import Parameterschaetzung\n", "#import Netzqualität_Zuverlässigkeit\n", "import Netzqualität_Genauigkeit\n", "\n", "importlib.reload(Export)\n", "importlib.reload(Stochastisches_Modell)\n", "importlib.reload(Funktionales_Modell)\n", "importlib.reload(Koordinatentransformationen)\n", "importlib.reload(Parameterschaetzung)\n", "#importlib.reload(Netzqualität_Zuverlässigkeit)\n", "importlib.reload(Netzqualität_Genauigkeit)\n", "\n", "n_beob = len(Jacobimatrix_symbolisch_liste_beobachtungsvektor)\n", "stoch_modell = Stochastisches_Modell.StochastischesModell(n_beob=n_beob)\n", "fm = Funktionales_Modell.FunktionalesModell(pfad_datenbank, a, b, pfad_tif_quasigeoidundolation)\n", "from Export import Export\n", "\n", "\n", "\n", "\n", "\n", "fm = Funktionales_Modell.FunktionalesModell(pfad_datenbank, a, b, pfad_tif_quasigeoidundolation)\n", "\n", "\n", "import numpy as np\n", "import sympy as sp\n", "\n", "bad = []\n", "for sym in Jacobimatrix_symbolisch_liste_unbekannte:\n", " name = str(sym)\n", " if name.startswith((\"X\", \"Y\", \"Z\")):\n", " v = fm.substitutionen_dict.get(sp.Symbol(name), None)\n", "\n", " if v is None:\n", " bad.append((name, None))\n", " else:\n", " try:\n", " vf = float(v)\n", " if not np.isfinite(vf):\n", " bad.append((name, v))\n", " except Exception:\n", " bad.append((name, v))\n", "\n", "print(\"Anzahl bad XYZ =\", len(bad))\n", "for i in range(min(30, len(bad))):\n", " print(\" \", bad[i])\n", "\n", "if bad:\n", " raise ValueError(\"Näherungskoordinaten enthalten None/NaN/ungültige Werte -> DB 'naeherung_us' prüfen/neu initialisieren.\")\n", "\n", "\n", "def first_bad(name, M, labels=None):\n", " M = np.asarray(M, float)\n", " bad = ~np.isfinite(M)\n", " if not np.any(bad):\n", " return None\n", " idx = np.argwhere(bad)[0]\n", " i = int(idx[0]); j = int(idx[1]) if M.ndim == 2 else 0\n", " info = f\"{name}: erstes nicht-finites Element bei [{i},{j}] = {M[i,j] if M.ndim==2 else M[i]}\"\n", " if labels is not None and i < len(labels):\n", " info += f\" | zeile-label: {labels[i]}\"\n", " return info\n", "\n", "def val(symname):\n", " return fm.substitutionen_dict.get(sp.Symbol(symname), None)\n", "\n", "def idx(symname):\n", " for i,s in enumerate(Jacobimatrix_symbolisch_liste_unbekannte):\n", " if str(s) == symname:\n", " return i\n", " return None\n", "\n", "def sub(symname):\n", " return fm.substitutionen_dict.get(sp.Symbol(symname), None)\n", "\n", "def stats(mask, name):\n", " v = sig[mask]\n", " if v.size == 0:\n", " print(name, \"n=0 -> skip\")\n", " return\n", " print(name, \"n=\", v.size,\n", " \"min=\", float(np.min(v)),\n", " \"med=\", float(np.median(v)),\n", " \"max=\", float(np.max(v)))\n", "\n", "\n", "\n", "# 1) Maximale Anzahl Iterationen und Abbruchkriterium festlegen\n", "max_iter = 20\n", "tol = 1e-4\n", "\n", "history = []\n", "\n", "x = fm.unbekanntenvektor_numerisch(\n", " Jacobimatrix_symbolisch_liste_unbekannte,\n", " unbekanntenvektor_symbolisch\n", ")\n", "\n", "mask_lA = np.array([str(s).startswith(\"lA_\") for s in Jacobimatrix_symbolisch_liste_beobachtungsvektor])\n", "lA_prior = None\n", "\n", "for iteration in range(max_iter):\n", " print(\"\\n\" + \"=\"*60)\n", " print(f\"ITERATION {iteration}\")\n", "\n", " print(\" -> berechne A(x_k)\")\n", " A_matrix_numerisch_iteration0 = fm.jacobi_matrix_zahlen_iteration_0(\n", " Jacobimatrix_symbolisch,\n", " \"naeherung_us\",\n", " Jacobimatrix_symbolisch_liste_unbekannte,\n", " Jacobimatrix_symbolisch_liste_beobachtungsvektor,\n", " iteration\n", " )\n", "\n", " labels = [str(s) for s in Jacobimatrix_symbolisch_liste_beobachtungsvektor]\n", " A = np.asarray(A_matrix_numerisch_iteration0, float)\n", "\n", " for symname in [\"X812\",\"Y812\",\"Z812\"]:\n", " j = idx(symname)\n", " if j is None:\n", " print(symname, \"j=\", j, \"-> nicht im Unbekanntenvektor (Niv aktuell entfernt) -> skip\")\n", " continue\n", "\n", " col = np.asarray(A[:, j], float).reshape(-1) # <- garantiert 1D\n", " nz = np.sum(np.abs(col) > 1e-12)\n", " print(symname, \"j=\", j, \"nnz=\", int(nz), \"maxabs=\", float(np.max(np.abs(col))))\n", " top = np.argsort(-np.abs(col))[:15]\n", " for i in top:\n", " if abs(float(col[i])) > 1e-12: # <- garantiert Skalar\n", " print(\" \", i, labels[i], \"A=\", float(col[i]))\n", "\n", "\n", "\n", " labels = [str(s).strip() for s in Jacobimatrix_symbolisch_liste_beobachtungsvektor]\n", " unk = [str(s).strip() for s in Jacobimatrix_symbolisch_liste_unbekannte]\n", "\n", " idx_LA = [i for i,l in enumerate(labels) if l.startswith(\"lA_\")]\n", "\n", " A = np.asarray(A_matrix_numerisch_iteration0, float)\n", "\n", " check = []\n", " for r in idx_LA:\n", " nz = np.where(np.abs(A[r,:]) > 1e-12)[0]\n", " if nz.size == 1:\n", " c = int(nz[0])\n", " check.append((labels[r], c, unk[c], float(A[r,c])))\n", " else:\n", " check.append((labels[r], -1, \"MULTI/EMPTY\", float(nz.size)))\n", "\n", " print(\"lA-check (erste 10):\")\n", " for row in check[:10]:\n", " print(row)\n", "\n", "\n", " for pn in [\"10009\", \"10006\"]:\n", " for c in [\"X\", \"Y\", \"Z\"]:\n", " v = val(f\"{c}{pn}\")\n", " print(f\"{c}{pn} =\", v, \"| finite:\", (v is not None and np.isfinite(float(v))))\n", "\n", " # 2) Strecke aus den Näherungskoordinaten prüfen\n", " Xsp, Ysp, Zsp = float(val(\"X10009\")), float(val(\"Y10009\")), float(val(\"Z10009\"))\n", " Xzp, Yzp, Zzp = float(val(\"X10006\")), float(val(\"Y10006\")), float(val(\"Z10006\"))\n", "\n", " s0 = np.sqrt((Xzp-Xsp)**2 + (Yzp-Ysp)**2 + (Zzp-Zsp)**2)\n", " print(\"s0(10009-10006) =\", s0, \"| finite:\", np.isfinite(s0))\n", "\n", "\n", " beobachtungsvektor_numerisch = fm.beobachtungsvektor_numerisch(\n", " Jacobimatrix_symbolisch_liste_beobachtungsvektor\n", " )\n", " beobachtungsvektor_numerisch = np.asarray(beobachtungsvektor_numerisch, float).reshape(-1, 1)\n", "\n", " # weiche Lagerung: lA-Beobachtungen fix halten (sonst dl=0 und keine Wirkung)\n", " if datumfestlegung == \"weiche Lagerung\":\n", " if lA_prior is None:\n", " lA_prior = beobachtungsvektor_numerisch[mask_lA].copy()\n", " else:\n", " beobachtungsvektor_numerisch[mask_lA] = lA_prior\n", "\n", " print(\" -> berechne l0(x_k)\")\n", " beobachtungsvektor_naeherung_numerisch_iteration0 = fm.beobachtungsvektor_naeherung_numerisch_iteration0(\n", " Jacobimatrix_symbolisch_liste_beobachtungsvektor,\n", " beobachtungsvektor_naeherung_symbolisch,\n", " iteration\n", " )\n", "\n", " labels = [str(s) for s in Jacobimatrix_symbolisch_liste_beobachtungsvektor]\n", " lab = \"957_niv_10012_10014\"\n", "\n", " if lab in labels:\n", " i_chk = labels.index(lab)\n", "\n", " l_arr = np.asarray(beobachtungsvektor_numerisch, float).reshape(-1)\n", " l0_arr = np.asarray(beobachtungsvektor_naeherung_numerisch_iteration0, float).reshape(-1)\n", "\n", " l = float(l_arr[i_chk].item())\n", " l0 = float(l0_arr[i_chk].item())\n", "\n", " print(\"CHECK\", lab, \"l=\", l, \"l0=\", l0, \"dl=\", l-l0)\n", " else:\n", " print(\"CHECK\", lab, \"-> nicht im Beobachtungsvektor (Niv aktuell entfernt) -> skip\")\n", "\n", "\n", " if fm.substitutionen_dict.get(sp.Symbol(\"NH10012\")) is not None:\n", " print(\"NH10012 =\", fm.substitutionen_dict.get(sp.Symbol(\"NH10012\")))\n", " if fm.substitutionen_dict.get(sp.Symbol(\"NH10014\")) is not None:\n", " print(\"NH10014 =\", fm.substitutionen_dict.get(sp.Symbol(\"NH10014\")))\n", "\n", "\n", "\n", " if iteration == 0:\n", " Qll_matrix_numerisch = stoch_modell.Qll_numerisch(\n", " pfad_datenbank,\n", " Qll_matrix_symbolisch,\n", " Jacobimatrix_symbolisch_liste_beobachtungsvektor\n", " )\n", " labels = [str(s).strip() for s in Jacobimatrix_symbolisch_liste_beobachtungsvektor]\n", " labels = [l for l in labels if not l.startswith(\"lA_\")]\n", "\n", " Q = np.asarray(Qll_matrix_numerisch, float)\n", " sig = np.sqrt(np.diag(Q))\n", "\n", " mask_SD = np.array([\"_SD_\" in l for l in labels])\n", " mask_R = np.array([\"_R_\" in l for l in labels])\n", " mask_ZW = np.array([\"_ZW_\" in l for l in labels])\n", " mask_niv = np.array([\"_niv_\" in l for l in labels])\n", " mask_gx = np.array([\"_gnssbx_\" in l for l in labels])\n", " mask_gy = np.array([\"_gnssby_\" in l for l in labels])\n", " mask_gz = np.array([\"_gnssbz_\" in l for l in labels])\n", "\n", " stats(mask_SD, \"sigma_SD [m]\")\n", " stats(mask_R, \"sigma_R [rad]\")\n", " stats(mask_ZW, \"sigma_ZW [rad]\")\n", " stats(mask_niv, \"sigma_niv [m]\")\n", " stats(mask_gx, \"sigma_gnssbx [m]\")\n", " stats(mask_gy, \"sigma_gnssby [m]\")\n", " stats(mask_gz, \"sigma_gnssbz [m]\")\n", "\n", "\n", " # --- Referenz aus Exporten (einmalig vor der Iterationsschleife laden) ---\n", " import pandas as pd\n", " ref_l = pd.read_csv(r\"Zwischenergebnisse\\Beobachtungsvektor_Numerisch.csv\", sep=\";\", decimal=\",\", header=None, names=[\"label\",\"value\"]).iloc[1:]\n", " ref_l0 = pd.read_csv(\n", " fr\"Zwischenergebnisse\\{iteration}_Beobachtungsvektor_Näherung_Numerisch_Iteration0.csv\",\n", " sep=\";\", decimal=\",\", header=None, names=[\"label\",\"value\"]\n", " ).iloc[1:]\n", "\n", "\n", " ref_l_dict = dict(zip(ref_l[\"label\"], ref_l[\"value\"]))\n", " ref_l0_dict = dict(zip(ref_l0[\"label\"], ref_l0[\"value\"]))\n", "\n", " # --- innerhalb der Schleife, nach l und l0 ---\n", " lab = \"957_niv_10012_10014\"\n", " labs_loop = [str(s) for s in Jacobimatrix_symbolisch_liste_beobachtungsvektor]\n", "\n", " if lab in labs_loop and (lab in ref_l_dict) and (lab in ref_l0_dict):\n", " i_chk = labs_loop.index(lab)\n", " l_loop = float(np.asarray(beobachtungsvektor_numerisch, float).reshape(-1)[i_chk].item())\n", " l0_loop = float(np.asarray(beobachtungsvektor_naeherung_numerisch_iteration0, float).reshape(-1)[i_chk].item())\n", "\n", " print(\"\\nCHECK:\", lab)\n", " print(\" loop : l =\", l_loop, \" l0 =\", l0_loop, \" dl =\", l_loop - l0_loop)\n", " print(\" export: l =\", float(ref_l_dict[lab]), \" l0 =\", float(ref_l0_dict[lab]),\n", " \" dl =\", float(ref_l_dict[lab]) - float(ref_l0_dict[lab]))\n", " else:\n", " print(\"CHECK export/loop -> lab nicht vorhanden (Niv aktuell entfernt) -> skip\")\n", "\n", "\n", "\n", " if datumfestlegung == \"weiche Lagerung\":\n", " QAA_matrix_numerisch = stoch_modell.QAA_numerisch(\n", " pfad_datenbank,\n", " QAA_matrix_symbolisch,\n", " Jacobimatrix_symbolisch_liste_beobachtungsvektor\n", " )\n", " Q_ext = Datumsfestlegung.Datumsfestlegung.weiches_datum(Qll_matrix_numerisch, QAA_matrix_numerisch)\n", "\n", " labs_full = [str(s).strip() for s in Jacobimatrix_symbolisch_liste_beobachtungsvektor]\n", " labs_ll = [l for l in labs_full if not l.startswith(\"lA_\")]\n", " labs_AA = [l for l in labs_full if l.startswith(\"lA_\")]\n", " labs_ext = labs_ll + labs_AA\n", "\n", " Export.matrix_to_csv(\n", " fr\"Zwischenergebnisse\\{iteration}_Q_ext.csv\",\n", " labs_ext,\n", " labs_ext,\n", " Q_ext,\n", " \"Q_ext\"\n", " )\n", "\n", " # Q für Solver wählen\n", " if datumfestlegung == \"weiche Lagerung\":\n", " Q_k = Q_ext\n", " else:\n", " Q_k = Qll_matrix_numerisch\n", "\n", " # dl\n", " dl_k = fm.berechnung_dl(\n", " beobachtungsvektor_numerisch,\n", " beobachtungsvektor_naeherung_numerisch_iteration0,\n", " Jacobimatrix_symbolisch_liste_beobachtungsvektor,\n", " iteration\n", " )\n", "\n", " if A_matrix_numerisch_iteration0.shape[0] != dl_k.shape[0] or Q_k.shape[0] != dl_k.shape[0]:\n", " raise ValueError(\n", " f\"Iter {iteration}: Dimensionen passen nicht: \"\n", " f\"A={A_matrix_numerisch_iteration0.shape}, dl={dl_k.shape}, Q={Q_k.shape}\"\n", " )\n", "\n", " labels = [str(s) for s in Jacobimatrix_symbolisch_liste_beobachtungsvektor]\n", "\n", " print(first_bad(\"A\", A_matrix_numerisch_iteration0, labels))\n", " print(first_bad(\"dl\", dl_k, labels))\n", " print(first_bad(\"Q_k\", Q_k, labels))\n", "\n", "\n", " print(\" -> löse Ausgleichung\")\n", "\n", " labels = [str(s) for s in Jacobimatrix_symbolisch_liste_beobachtungsvektor]\n", " abs_dl = np.abs(np.asarray(dl_k, float).reshape(-1))\n", "\n", " top = np.argsort(-abs_dl)[:30]\n", " print(\"\\nTOP |dl| (Iteration\", iteration, \"):\")\n", " for i in top:\n", " print(f\"{i:5d}\", labels[i], \"dl =\", float(dl_k[i,0]))\n", "\n", "\n", " res, dx = Parameterschaetzung.ausgleichung_global(A_matrix_numerisch_iteration0, dl_k, Q_k)\n", "\n", " N = np.asarray(res[\"N\"], float)\n", " n = np.asarray(res[\"n\"], float) if \"n\" in res else None\n", "\n", " j = idx(\"Y812\")\n", " if j is not None:\n", " print(\"N[j,j] =\", float(N[j, j]))\n", " print(\"sum|N[j,:]| =\", float(np.sum(np.abs(N[j, :]))))\n", " if n is not None:\n", " print(\"n[j] =\", float(n[j, 0]))\n", "\n", " print(\"cond(N) =\", np.linalg.cond(N))\n", " print(\"rank(N) =\", np.linalg.matrix_rank(N), \" / n_unknown =\", N.shape[0])\n", "\n", " A = np.asarray(A_matrix_numerisch_iteration0, float)\n", " print(\"cond(A) =\", np.linalg.cond(A))\n", "\n", "\n", "\n", "\n", " dx = np.asarray(dx, float).reshape(-1, 1)\n", "\n", " Export.matrix_to_csv(fr\"Zwischenergebnisse\\{iteration}_dl.csv\",\n", " [\"\"], labels, dl_k, \"dl\")\n", "\n", " Export.matrix_to_csv(fr\"Zwischenergebnisse\\{iteration}_dx.csv\",\n", " [\"\"], Jacobimatrix_symbolisch_liste_unbekannte, dx, \"dx\")\n", "\n", "\n", " idx_xyz = [i for i,s in enumerate(Jacobimatrix_symbolisch_liste_unbekannte) if str(s).startswith((\"X\",\"Y\",\"Z\"))]\n", " max_dx_xyz = float(np.max(np.abs(dx[idx_xyz])))\n", " print(\" -> max|dx_xyz| [m] =\", max_dx_xyz)\n", " #norm_dx = float(np.linalg.norm(dx))\n", " #print(f\" -> dx: max|dx| = {max_dx:.3e}, ||dx|| = {norm_dx:.3e}\")\n", "\n", " print(\" -> update x\")\n", "\n", " for symname in [\"X812\",\"Y812\",\"Z812\"]:\n", " i = idx(symname)\n", " print(\"IDX\", symname, i)\n", "\n", " for symname in [\"X812\",\"Y812\",\"Z812\"]:\n", " i = idx(symname)\n", " if i is None:\n", " print(\"PRE\", symname, \"-> nicht im Unbekanntenvektor (Niv aktuell entfernt) -> skip\")\n", " continue\n", " print(\"PRE\", symname,\n", " float(np.asarray(x, float).reshape(-1)[i].item()),\n", " \"dx\", float(np.asarray(dx, float).reshape(-1)[i].item()),\n", " \"new\", float((np.asarray(x, float).reshape(-1)[i] + np.asarray(dx, float).reshape(-1)[i]).item()))\n", "\n", "\n", "\n", " x = fm.unbekanntenvektor_numerisch(\n", " Jacobimatrix_symbolisch_liste_unbekannte,\n", " unbekanntenvektor_symbolisch,\n", " dX_Vektor=dx,\n", " unbekanntenvektor_neumerisch_vorherige_Iteration=x,\n", " iterationsnummer = iteration\n", " )\n", "\n", " #for symname in [\"X812\",\"Y812\",\"Z812\"]:\n", " # print(\"POST SUB\", symname, sub(symname))\n", "\n", " max_dx = np.max(np.abs(dx))\n", "\n", " if max_dx < tol:\n", " print(\"\\nKONVERGENZ ERREICHT\")\n", " break\n" ], "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Anzahl bad XYZ = 0\n", "\n", "============================================================\n", "ITERATION 0\n", " -> berechne A(x_k)\n", "X812 j= 177 nnz= 37 maxabs= 0.804440145172459\n", " 898 952_SD_62_10048_812 A= 0.804440145172459\n", " 902 956_SD_62_10048_812 A= 0.804440145172459\n", " 906 960_SD_62_10048_812 A= 0.804440145172459\n", " 881 935_SD_60_10047_812 A= 0.7860629905568308\n", " 885 939_SD_60_10047_812 A= 0.7860629905568308\n", " 877 931_SD_60_10047_812 A= 0.7860629905568308\n", " 890 944_SD_61_10046_812 A= 0.784272555410827\n", " 896 950_SD_61_10046_812 A= 0.784272555410827\n", " 893 947_SD_61_10046_812 A= 0.784272555410827\n", " 3182 1085_niv_10047_812 A= 0.5936974246614407\n", " 3200 1103_niv_10048_812 A= 0.5936974246614407\n", " 3147 1050_niv_812_10047 A= -0.5936974246614407\n", " 3278 1181_niv_10045_812 A= 0.5936974246614407\n", " 3279 1182_niv_812_816 A= -0.5936974246614407\n", " 3249 1152_niv_816_812 A= 0.5936974246614407\n", "Y812 j= 178 nnz= 37 maxabs= 0.4090704435134159\n", " 896 950_SD_61_10046_812 A= -0.4090704435134159\n", " 893 947_SD_61_10046_812 A= -0.4090704435134159\n", " 890 944_SD_61_10046_812 A= -0.4090704435134159\n", " 885 939_SD_60_10047_812 A= -0.3022054693020904\n", " 881 935_SD_60_10047_812 A= -0.3022054693020904\n", " 877 931_SD_60_10047_812 A= -0.3022054693020904\n", " 1889 947_R_61_10046_812 A= -0.17992569798749025\n", " 1892 950_R_61_10046_812 A= -0.17992569798749025\n", " 1886 944_R_61_10046_812 A= -0.17992569798749025\n", " 898 952_SD_62_10048_812 A= -0.12364474010825566\n", " 902 956_SD_62_10048_812 A= -0.12364474010825566\n", " 906 960_SD_62_10048_812 A= -0.12364474010825566\n", " 3182 1085_niv_10047_812 A= 0.08557886002453727\n", " 3279 1182_niv_812_816 A= -0.08557886002453727\n", " 3249 1152_niv_816_812 A= 0.08557886002453727\n", "Z812 j= 179 nnz= 37 maxabs= 0.8001247569393624\n", " 3278 1181_niv_10045_812 A= 0.8001247569393624\n", " 3279 1182_niv_812_816 A= -0.8001247569393624\n", " 3249 1152_niv_816_812 A= 0.8001247569393624\n", " 3250 1153_niv_812_10045 A= -0.8001247569393624\n", " 3246 1149_niv_FH3_812 A= 0.8001247569393624\n", " 3247 1150_niv_812_10048 A= -0.8001247569393624\n", " 3200 1103_niv_10048_812 A= 0.8001247569393624\n", " 3201 1104_niv_812_FH3 A= -0.8001247569393624\n", " 3182 1085_niv_10047_812 A= 0.8001247569393624\n", " 3147 1050_niv_812_10047 A= -0.8001247569393624\n", " 898 952_SD_62_10048_812 A= -0.5810232620803362\n", " 906 960_SD_62_10048_812 A= -0.5810232620803362\n", " 902 956_SD_62_10048_812 A= -0.5810232620803362\n", " 877 931_SD_60_10047_812 A= -0.5392372661461328\n", " 885 939_SD_60_10047_812 A= -0.5392372661461328\n", "lA-check (erste 10):\n", "('lA_X0645', 279, 'X0645', 1.0)\n", "('lA_X0656', 280, 'X0656', 1.0)\n", "('lA_X0995', 281, 'X0995', 1.0)\n", "('lA_X1675', 282, 'X1675', 1.0)\n", "('lA_XESTE', 283, 'XESTE', 1.0)\n", "('lA_XGNA2', 284, 'XGNA2', 1.0)\n", "('lA_Y0645', 285, 'Y0645', 1.0)\n", "('lA_Y0656', 286, 'Y0656', 1.0)\n", "('lA_Y0995', 287, 'Y0995', 1.0)\n", "('lA_Y1675', 288, 'Y1675', 1.0)\n", "X10009 = 3794767.479327345 | finite: True\n", "Y10009 = 546740.0910416279 | finite: True\n", "Z10009 = 5080165.960632112 | finite: True\n", "X10006 = 3794766.3643246326 | finite: True\n", "Y10006 = 546707.6430623308 | finite: True\n", "Z10006 = 5080169.7434314005 | finite: True\n", "s0(10009-10006) = 32.68675820533385 | finite: True\n", " -> berechne l0(x_k)\n", "CHECK 957_niv_10012_10014 -> nicht im Beobachtungsvektor (Niv aktuell entfernt) -> skip\n", "NH10012 = 3.97936853\n", "NH10014 = 4.004157\n", "DEBUG stabw_apriori_konstant_niv_2 = 0.0001\n", "DEBUG stabw_apriori_streckenprop_niv_2 = 0.0003\n", "sigma_SD [m] n= 996 min= 0.000800011443568778 med= 0.0008009387990117636 max= 0.0008117212509053846\n", "sigma_R [rad] n= 996 min= 6.279293039390783e-06 med= 2.076964345131204e-05 max= 0.00018697441660408778\n", "sigma_ZW [rad] n= 996 min= 6.279293039390783e-06 med= 2.076964345131204e-05 max= 0.00018697441660408778\n", "sigma_niv [m] n= 157 min= 0.00010188505778572245 med= 0.00011544119715248972 max= 0.00020726609708295276\n", "sigma_gnssbx [m] n= 53 min= 7.687664925060144e-05 med= 0.00025657992224646105 max= 0.0007819925066776535\n", "sigma_gnssby [m] n= 53 min= 4.3020000000000005e-05 med= 0.00012602479121188813 max= 0.0003632103390598896\n", "sigma_gnssbz [m] n= 53 min= 0.00010537704873453232 med= 0.00031396625487462823 max= 0.0015582633661547715\n", "CHECK export/loop -> lab nicht vorhanden (Niv aktuell entfernt) -> skip\n", "None\n", "None\n", "None\n", " -> löse Ausgleichung\n", "\n", "TOP |dl| (Iteration 0 ):\n", " 850 904_SD_57_10055_10057 dl = -1.0252861169925538\n", " 845 899_SD_57_10055_10057 dl = -1.0247861169925514\n", " 840 894_SD_57_10055_10057 dl = -1.0247861169925514\n", " 828 882_SD_56_10057_10055 dl = -1.0247861169925514\n", " 833 887_SD_56_10057_10055 dl = -1.0242861169925561\n", " 838 892_SD_56_10057_10055 dl = -1.0242861169925561\n", " 911 965_SD_63_10056_10055 dl = -0.9034218416338788\n", " 913 967_SD_63_10056_10055 dl = -0.9034218416338788\n", " 909 963_SD_63_10056_10055 dl = -0.9034218416338788\n", " 917 971_SD_64_10055_10056 dl = -0.9024218416338776\n", " 915 969_SD_64_10055_10056 dl = -0.9024218416338776\n", " 862 916_SD_58_10056_10055 dl = -0.9024218416338776\n", " 919 973_SD_64_10055_10056 dl = -0.9024218416338776\n", " 858 912_SD_58_10056_10055 dl = -0.9024218416338776\n", " 866 920_SD_58_10056_10055 dl = -0.9019218416338788\n", " 842 896_SD_57_10055_10056 dl = -0.9014218416338764\n", " 852 906_SD_57_10055_10056 dl = -0.9014218416338764\n", " 847 901_SD_57_10055_10056 dl = -0.9014218416338764\n", " 841 895_SD_57_10055_10058 dl = -0.832566159342619\n", " 851 905_SD_57_10055_10058 dl = -0.832566159342619\n", " 846 900_SD_57_10055_10058 dl = -0.832566159342619\n", " 815 869_SD_55_10058_10055 dl = -0.8320661593426166\n", " 819 873_SD_55_10058_10055 dl = -0.8320661593426166\n", " 823 877_SD_55_10058_10055 dl = -0.8315661593426142\n", " 918 972_SD_64_10055_666 dl = 0.7082430574850989\n", " 916 970_SD_64_10055_666 dl = 0.7082430574850989\n", " 920 974_SD_64_10055_666 dl = 0.7082430574850989\n", " 874 928_SD_59_10054_10055 dl = 0.634013891800663\n", " 871 925_SD_59_10054_10055 dl = 0.6335138918006606\n", " 868 922_SD_59_10054_10055 dl = 0.6335138918006606\n", "N[j,j] = 19194663.466361385\n", "sum|N[j,:]| = 562084267.7004132\n", "cond(N) = 59009141.38383042\n", "rank(N) = 297 / n_unknown = 297\n", "cond(A) = 49.55687560565599\n", " -> max|dx_xyz| [m] = 0.7620885326537176\n", " -> update x\n", "IDX X812 177\n", "IDX Y812 178\n", "IDX Z812 179\n", "PRE X812 3794850.5352856442 dx 0.17465724163213908 new 3794850.7099428857\n", "PRE Y812 547010.9339929277 dx 0.20656313348279517 new 547011.1405560612\n", "PRE Z812 5080075.088663316 dx -0.055252556521811366 new 5080075.03341076\n", "\n", "============================================================\n", "ITERATION 1\n", " -> berechne A(x_k)\n", "X812 j= 177 nnz= 37 maxabs= 0.8053394648184014\n", " 898 952_SD_62_10048_812 A= 0.8053394648184014\n", " 902 956_SD_62_10048_812 A= 0.8053394648184014\n", " 906 960_SD_62_10048_812 A= 0.8053394648184014\n", " 896 950_SD_61_10046_812 A= 0.7939190380394676\n", " 890 944_SD_61_10046_812 A= 0.7939190380394676\n", " 893 947_SD_61_10046_812 A= 0.7939190380394676\n", " 881 935_SD_60_10047_812 A= 0.7883630899621811\n", " 885 939_SD_60_10047_812 A= 0.7883630899621811\n", " 877 931_SD_60_10047_812 A= 0.7883630899621811\n", " 3182 1085_niv_10047_812 A= 0.5936974448778092\n", " 3200 1103_niv_10048_812 A= 0.5936974448778092\n", " 3147 1050_niv_812_10047 A= -0.5936974448778092\n", " 3278 1181_niv_10045_812 A= 0.5936974448778092\n", " 3279 1182_niv_812_816 A= -0.5936974448778092\n", " 3249 1152_niv_816_812 A= 0.5936974448778092\n", "Y812 j= 178 nnz= 37 maxabs= 0.39176107036719604\n", " 896 950_SD_61_10046_812 A= -0.39176107036719604\n", " 893 947_SD_61_10046_812 A= -0.39176107036719604\n", " 890 944_SD_61_10046_812 A= -0.39176107036719604\n", " 885 939_SD_60_10047_812 A= -0.29742148366994875\n", " 881 935_SD_60_10047_812 A= -0.29742148366994875\n", " 877 931_SD_60_10047_812 A= -0.29742148366994875\n", " 1889 947_R_61_10046_812 A= -0.1755850030091003\n", " 1892 950_R_61_10046_812 A= -0.1755850030091003\n", " 1886 944_R_61_10046_812 A= -0.1755850030091003\n", " 898 952_SD_62_10048_812 A= -0.11446748677239497\n", " 902 956_SD_62_10048_812 A= -0.11446748677239497\n", " 906 960_SD_62_10048_812 A= -0.11446748677239497\n", " 3182 1085_niv_10047_812 A= 0.08557889131631148\n", " 3279 1182_niv_812_816 A= -0.08557889131631148\n", " 3249 1152_niv_816_812 A= 0.08557889131631148\n", "Z812 j= 179 nnz= 37 maxabs= 0.8001247385918221\n", " 3278 1181_niv_10045_812 A= 0.8001247385918221\n", " 3279 1182_niv_812_816 A= -0.8001247385918221\n", " 3249 1152_niv_816_812 A= 0.8001247385918221\n", " 3250 1153_niv_812_10045 A= -0.8001247385918221\n", " 3246 1149_niv_FH3_812 A= 0.8001247385918221\n", " 3247 1150_niv_812_10048 A= -0.8001247385918221\n", " 3200 1103_niv_10048_812 A= 0.8001247385918221\n", " 3201 1104_niv_812_FH3 A= -0.8001247385918221\n", " 3182 1085_niv_10047_812 A= 0.8001247385918221\n", " 3147 1050_niv_812_10047 A= -0.8001247385918221\n", " 898 952_SD_62_10048_812 A= -0.5816575804354505\n", " 906 960_SD_62_10048_812 A= -0.5816575804354505\n", " 902 956_SD_62_10048_812 A= -0.5816575804354505\n", " 877 931_SD_60_10047_812 A= -0.538538856013982\n", " 885 939_SD_60_10047_812 A= -0.538538856013982\n", "lA-check (erste 10):\n", "('lA_X0645', 279, 'X0645', 1.0)\n", "('lA_X0656', 280, 'X0656', 1.0)\n", "('lA_X0995', 281, 'X0995', 1.0)\n", "('lA_X1675', 282, 'X1675', 1.0)\n", "('lA_XESTE', 283, 'XESTE', 1.0)\n", "('lA_XGNA2', 284, 'XGNA2', 1.0)\n", "('lA_Y0645', 285, 'Y0645', 1.0)\n", "('lA_Y0656', 286, 'Y0656', 1.0)\n", "('lA_Y0995', 287, 'Y0995', 1.0)\n", "('lA_Y1675', 288, 'Y1675', 1.0)\n", "X10009 = 3794767.449025726 | finite: True\n", "Y10009 = 546740.0735387083 | finite: True\n", "Z10009 = 5080165.944008631 | finite: True\n", "X10006 = 3794766.3270644657 | finite: True\n", "Y10006 = 546707.622922153 | finite: True\n", "Z10006 = 5080169.723626861 | finite: True\n", "s0(10009-10006) = 32.68924633357629 | finite: True\n", " -> berechne l0(x_k)\n", "CHECK 957_niv_10012_10014 -> nicht im Beobachtungsvektor (Niv aktuell entfernt) -> skip\n", "NH10012 = 4.02228706\n", "NH10014 = 4.02018918\n", "None\n", "None\n", "None\n", " -> löse Ausgleichung\n", "\n", "TOP |dl| (Iteration 1 ):\n", " 2888 950_ZW_61_10046_812 dl = -0.08506424243123178\n", " 2885 947_ZW_61_10046_812 dl = -0.08504782760961671\n", " 2882 944_ZW_61_10046_812 dl = -0.08503793159275808\n", " 2995 8_gnssbx_0656_10026 dl = 0.0671752521038087\n", " 3101 8_gnssbz_0656_10026 dl = 0.06608901746869122\n", " 3019 32_gnssbx_1675_10026 dl = 0.059713960661611054\n", " 3125 32_gnssbz_1675_10026 dl = 0.05730869186663767\n", " 3034 47_gnssbx_GNA2_10026 dl = 0.05337552856144612\n", " 3027 40_gnssbx_ESTE_10026 dl = 0.05245599605405005\n", " 3013 26_gnssbx_0995_10026 dl = 0.050548809877795975\n", " 3140 47_gnssbz_GNA2_10026 dl = 0.05049568151298445\n", " 3133 40_gnssbz_ESTE_10026 dl = 0.04985473146189179\n", " 3247 1150_niv_812_10048 dl = 0.049461360000000176\n", " 3200 1103_niv_10048_812 dl = -0.049436360000000165\n", " 2988 1_gnssbx_0645_10026 dl = 0.04940906998513128\n", " 3110 17_gnssbz_0656_10026 dl = 0.04908901746868821\n", " 3094 1_gnssbz_0645_10026 dl = 0.04864992685907055\n", " 3119 26_gnssbz_0995_10026 dl = 0.04690381508316932\n", " 3194 1097_niv_10043_10052 dl = 0.04462326999999974\n", " 3187 1090_niv_10052_10043 dl = -0.04446326999999974\n", " 3319 lA_Z1675 dl = -0.04339995048940182\n", " 2959 1021_ZW_71_10007_FH13 dl = 0.038080518309289824\n", " 2961 1023_ZW_71_10007_FH13 dl = 0.038079889990759064\n", " 2963 1025_ZW_71_10007_FH13 dl = 0.038079889990759064\n", " 3103 10_gnssbz_0656_10028 dl = 0.03776486987322869\n", " 3320 lA_ZESTE dl = -0.03734598960727453\n", " 3240 1143_niv_10040_FH4 dl = -0.03674293999999945\n", " 3207 1110_niv_FH4_10040 dl = 0.03670793999999944\n", " 890 944_SD_61_10046_812 dl = 0.03588555378941649\n", " 3282 1185_niv_10057_10059 dl = -0.03552425999999986\n", "N[j,j] = 18864856.28859755\n", "sum|N[j,:]| = 560224887.0169493\n", "cond(N) = 59009149.64685902\n", "rank(N) = 297 / n_unknown = 297\n", "cond(A) = 49.84056883002002\n", " -> max|dx_xyz| [m] = 0.006114876346511108\n", " -> update x\n", "IDX X812 177\n", "IDX Y812 178\n", "IDX Z812 179\n", "PRE X812 3794850.7099428857 dx -0.0010699992365057927 new 3794850.7088728864\n", "PRE Y812 547011.1405560612 dx 0.00510193940096046 new 547011.1456580006\n", "PRE Z812 5080075.03341076 dx -8.312695112845585e-05 new 5080075.033327633\n", "\n", "============================================================\n", "ITERATION 2\n", " -> berechne A(x_k)\n", "X812 j= 177 nnz= 37 maxabs= 0.8053415661489278\n", " 898 952_SD_62_10048_812 A= 0.8053415661489278\n", " 902 956_SD_62_10048_812 A= 0.8053415661489278\n", " 906 960_SD_62_10048_812 A= 0.8053415661489278\n", " 896 950_SD_61_10046_812 A= 0.7940117622423162\n", " 890 944_SD_61_10046_812 A= 0.7940117622423162\n", " 893 947_SD_61_10046_812 A= 0.7940117622423162\n", " 881 935_SD_60_10047_812 A= 0.7883813553903697\n", " 885 939_SD_60_10047_812 A= 0.7883813553903697\n", " 877 931_SD_60_10047_812 A= 0.7883813553903697\n", " 3182 1085_niv_10047_812 A= 0.5936974447349729\n", " 3200 1103_niv_10048_812 A= 0.5936974447349729\n", " 3147 1050_niv_812_10047 A= -0.5936974447349729\n", " 3278 1181_niv_10045_812 A= 0.5936974447349729\n", " 3279 1182_niv_812_816 A= -0.5936974447349729\n", " 3249 1152_niv_816_812 A= 0.5936974447349729\n", "Y812 j= 178 nnz= 37 maxabs= 0.39136354491954634\n", " 896 950_SD_61_10046_812 A= -0.39136354491954634\n", " 893 947_SD_61_10046_812 A= -0.39136354491954634\n", " 890 944_SD_61_10046_812 A= -0.39136354491954634\n", " 885 939_SD_60_10047_812 A= -0.297302259737446\n", " 881 935_SD_60_10047_812 A= -0.297302259737446\n", " 877 931_SD_60_10047_812 A= -0.297302259737446\n", " 1889 947_R_61_10046_812 A= -0.17570646047278476\n", " 1892 950_R_61_10046_812 A= -0.17570646047278476\n", " 1886 944_R_61_10046_812 A= -0.17570646047278476\n", " 898 952_SD_62_10048_812 A= -0.1144158827120557\n", " 902 956_SD_62_10048_812 A= -0.1144158827120557\n", " 906 960_SD_62_10048_812 A= -0.1144158827120557\n", " 3182 1085_niv_10047_812 A= 0.08557889211804122\n", " 3279 1182_niv_812_816 A= -0.08557889211804122\n", " 3249 1152_niv_816_812 A= 0.08557889211804122\n", "Z812 j= 179 nnz= 37 maxabs= 0.8001247386120569\n", " 3278 1181_niv_10045_812 A= 0.8001247386120569\n", " 3279 1182_niv_812_816 A= -0.8001247386120569\n", " 3249 1152_niv_816_812 A= 0.8001247386120569\n", " 3250 1153_niv_812_10045 A= -0.8001247386120569\n", " 3246 1149_niv_FH3_812 A= 0.8001247386120569\n", " 3247 1150_niv_812_10048 A= -0.8001247386120569\n", " 3200 1103_niv_10048_812 A= 0.8001247386120569\n", " 3201 1104_niv_812_FH3 A= -0.8001247386120569\n", " 3182 1085_niv_10047_812 A= 0.8001247386120569\n", " 3147 1050_niv_812_10047 A= -0.8001247386120569\n", " 898 952_SD_62_10048_812 A= -0.5816648241178192\n", " 906 960_SD_62_10048_812 A= -0.5816648241178192\n", " 902 956_SD_62_10048_812 A= -0.5816648241178192\n", " 877 931_SD_60_10047_812 A= -0.5385779468450707\n", " 885 939_SD_60_10047_812 A= -0.5385779468450707\n", "lA-check (erste 10):\n", "('lA_X0645', 279, 'X0645', 1.0)\n", "('lA_X0656', 280, 'X0656', 1.0)\n", "('lA_X0995', 281, 'X0995', 1.0)\n", "('lA_X1675', 282, 'X1675', 1.0)\n", "('lA_XESTE', 283, 'XESTE', 1.0)\n", "('lA_XGNA2', 284, 'XGNA2', 1.0)\n", "('lA_Y0645', 285, 'Y0645', 1.0)\n", "('lA_Y0656', 286, 'Y0656', 1.0)\n", "('lA_Y0995', 287, 'Y0995', 1.0)\n", "('lA_Y1675', 288, 'Y1675', 1.0)\n", "X10009 = 3794767.4490339407 | finite: True\n", "Y10009 = 546740.0735734383 | finite: True\n", "Z10009 = 5080165.9438542435 | finite: True\n", "X10006 = 3794766.3270414816 | finite: True\n", "Y10006 = 546707.622952631 | finite: True\n", "Z10006 = 5080169.723495201 | finite: True\n", "s0(10009-10006) = 32.68925425319977 | finite: True\n", " -> berechne l0(x_k)\n", "CHECK 957_niv_10012_10014 -> nicht im Beobachtungsvektor (Niv aktuell entfernt) -> skip\n", "NH10012 = 4.02217648\n", "NH10014 = 4.02007267\n", "None\n", "None\n", "None\n", " -> löse Ausgleichung\n", "\n", "TOP |dl| (Iteration 2 ):\n", " 2888 950_ZW_61_10046_812 dl = -0.08511642117858664\n", " 2885 947_ZW_61_10046_812 dl = -0.08510000635697157\n", " 2882 944_ZW_61_10046_812 dl = -0.08509011034011293\n", " 2995 8_gnssbx_0656_10026 dl = 0.06716378659159261\n", " 3101 8_gnssbz_0656_10026 dl = 0.06609365172982251\n", " 3019 32_gnssbx_1675_10026 dl = 0.059707145708671305\n", " 3125 32_gnssbz_1675_10026 dl = 0.057294545076729264\n", " 3034 47_gnssbx_GNA2_10026 dl = 0.05336942234498565\n", " 3027 40_gnssbx_ESTE_10026 dl = 0.05244729051628383\n", " 3013 26_gnssbx_0995_10026 dl = 0.050550105347497265\n", " 3140 47_gnssbz_GNA2_10026 dl = 0.05047692374500912\n", " 3133 40_gnssbz_ESTE_10026 dl = 0.04983891760457482\n", " 3247 1150_niv_812_10048 dl = 0.049445130000000226\n", " 3200 1103_niv_10048_812 dl = -0.049420130000000215\n", " 2988 1_gnssbx_0645_10026 dl = 0.04940184711290385\n", " 3110 17_gnssbz_0656_10026 dl = 0.0490936517298195\n", " 3094 1_gnssbz_0645_10026 dl = 0.048631231489707716\n", " 3119 26_gnssbz_0995_10026 dl = 0.04689888931807218\n", " 3194 1097_niv_10043_10052 dl = 0.044625479999999634\n", " 3187 1090_niv_10052_10043 dl = -0.044465479999999634\n", " 3319 lA_Z1675 dl = -0.0432650838047266\n", " 890 944_SD_61_10046_812 dl = 0.0385019262958215\n", " 2959 1021_ZW_71_10007_FH13 dl = 0.038091840514844266\n", " 2963 1025_ZW_71_10007_FH13 dl = 0.038091212196313506\n", " 2961 1023_ZW_71_10007_FH13 dl = 0.038091212196313506\n", " 893 947_SD_61_10046_812 dl = 0.038001926295821775\n", " 896 950_SD_61_10046_812 dl = 0.038001926295821775\n", " 3103 10_gnssbz_0656_10028 dl = 0.037721796204152724\n", " 3320 lA_ZESTE dl = -0.037209455855190754\n", " 3240 1143_niv_10040_FH4 dl = -0.03671595999999999\n", "N[j,j] = 18870129.429507542\n", "sum|N[j,:]| = 560282791.3105599\n", "cond(N) = 59009149.45298817\n", "rank(N) = 297 / n_unknown = 297\n", "cond(A) = 49.84593598602568\n", " -> max|dx_xyz| [m] = 7.220684029601894e-05\n", " -> update x\n", "IDX X812 177\n", "IDX Y812 178\n", "IDX Z812 179\n", "PRE X812 3794850.7088728864 dx -1.5723468130789987e-05 new 3794850.708857163\n", "PRE Y812 547011.1456580006 dx -5.095383081942884e-06 new 547011.1456529052\n", "PRE Z812 5080075.033327633 dx -7.066223881649723e-05 new 5080075.03325697\n", "\n", "============================================================\n", "ITERATION 3\n", " -> berechne A(x_k)\n", "X812 j= 177 nnz= 37 maxabs= 0.8053415881171487\n", " 898 952_SD_62_10048_812 A= 0.8053415881171487\n", " 902 956_SD_62_10048_812 A= 0.8053415881171487\n", " 906 960_SD_62_10048_812 A= 0.8053415881171487\n", " 896 950_SD_61_10046_812 A= 0.7940122342781113\n", " 890 944_SD_61_10046_812 A= 0.7940122342781113\n", " 893 947_SD_61_10046_812 A= 0.7940122342781113\n", " 881 935_SD_60_10047_812 A= 0.78838139850045\n", " 885 939_SD_60_10047_812 A= 0.78838139850045\n", " 877 931_SD_60_10047_812 A= 0.78838139850045\n", " 3182 1085_niv_10047_812 A= 0.5936974447386808\n", " 3200 1103_niv_10048_812 A= 0.5936974447386808\n", " 3147 1050_niv_812_10047 A= -0.5936974447386808\n", " 3278 1181_niv_10045_812 A= 0.5936974447386808\n", " 3279 1182_niv_812_816 A= -0.5936974447386808\n", " 3249 1152_niv_816_812 A= 0.5936974447386808\n", "Y812 j= 178 nnz= 37 maxabs= 0.3913635293215198\n", " 896 950_SD_61_10046_812 A= -0.3913635293215198\n", " 893 947_SD_61_10046_812 A= -0.3913635293215198\n", " 890 944_SD_61_10046_812 A= -0.3913635293215198\n", " 885 939_SD_60_10047_812 A= -0.29730229697887023\n", " 881 935_SD_60_10047_812 A= -0.29730229697887023\n", " 877 931_SD_60_10047_812 A= -0.29730229697887023\n", " 1889 947_R_61_10046_812 A= -0.17570627643322306\n", " 1892 950_R_61_10046_812 A= -0.17570627643322306\n", " 1886 944_R_61_10046_812 A= -0.17570627643322306\n", " 898 952_SD_62_10048_812 A= -0.11441592188221388\n", " 902 956_SD_62_10048_812 A= -0.11441592188221388\n", " 906 960_SD_62_10048_812 A= -0.11441592188221388\n", " 3182 1085_niv_10047_812 A= 0.08557889211813313\n", " 3279 1182_niv_812_816 A= -0.08557889211813313\n", " 3249 1152_niv_816_812 A= 0.08557889211813313\n", "Z812 j= 179 nnz= 37 maxabs= 0.8001247386092958\n", " 3278 1181_niv_10045_812 A= 0.8001247386092958\n", " 3279 1182_niv_812_816 A= -0.8001247386092958\n", " 3249 1152_niv_816_812 A= 0.8001247386092958\n", " 3250 1153_niv_812_10045 A= -0.8001247386092958\n", " 3246 1149_niv_FH3_812 A= 0.8001247386092958\n", " 3247 1150_niv_812_10048 A= -0.8001247386092958\n", " 3200 1103_niv_10048_812 A= 0.8001247386092958\n", " 3201 1104_niv_812_FH3 A= -0.8001247386092958\n", " 3182 1085_niv_10047_812 A= 0.8001247386092958\n", " 3147 1050_niv_812_10047 A= -0.8001247386092958\n", " 898 952_SD_62_10048_812 A= -0.5816647859968763\n", " 906 960_SD_62_10048_812 A= -0.5816647859968763\n", " 902 956_SD_62_10048_812 A= -0.5816647859968763\n", " 877 931_SD_60_10047_812 A= -0.5385778631818823\n", " 885 939_SD_60_10047_812 A= -0.5385778631818823\n", "lA-check (erste 10):\n", "('lA_X0645', 279, 'X0645', 1.0)\n", "('lA_X0656', 280, 'X0656', 1.0)\n", "('lA_X0995', 281, 'X0995', 1.0)\n", "('lA_X1675', 282, 'X1675', 1.0)\n", "('lA_XESTE', 283, 'XESTE', 1.0)\n", "('lA_XGNA2', 284, 'XGNA2', 1.0)\n", "('lA_Y0645', 285, 'Y0645', 1.0)\n", "('lA_Y0656', 286, 'Y0656', 1.0)\n", "('lA_Y0995', 287, 'Y0995', 1.0)\n", "('lA_Y1675', 288, 'Y1675', 1.0)\n", "X10009 = 3794767.449013377 | finite: True\n", "Y10009 = 546740.0735704701 | finite: True\n", "Z10009 = 5080165.943783496 | finite: True\n", "X10006 = 3794766.327020926 | finite: True\n", "Y10006 = 546707.6229496708 | finite: True\n", "Z10006 = 5080169.723424456 | finite: True\n", "s0(10009-10006) = 32.68925424527709 | finite: True\n", " -> berechne l0(x_k)\n", "CHECK 957_niv_10012_10014 -> nicht im Beobachtungsvektor (Niv aktuell entfernt) -> skip\n", "NH10012 = 4.02210754\n", "NH10014 = 4.02000368\n", "None\n", "None\n", "None\n", " -> löse Ausgleichung\n", "\n", "TOP |dl| (Iteration 3 ):\n", " 2888 950_ZW_61_10046_812 dl = -0.08511550341907759\n", " 2885 947_ZW_61_10046_812 dl = -0.08509908859746251\n", " 2882 944_ZW_61_10046_812 dl = -0.08508919258060388\n", " 2995 8_gnssbx_0656_10026 dl = 0.06716390347257573\n", " 3101 8_gnssbz_0656_10026 dl = 0.06609376535117661\n", " 3019 32_gnssbx_1675_10026 dl = 0.059707303102186415\n", " 3125 32_gnssbz_1675_10026 dl = 0.05729471830272814\n", " 3034 47_gnssbx_GNA2_10026 dl = 0.05336958486077492\n", " 3027 40_gnssbx_ESTE_10026 dl = 0.05244745489471825\n", " 3013 26_gnssbx_0995_10026 dl = 0.05055024923683504\n", " 3140 47_gnssbz_GNA2_10026 dl = 0.05047710442158859\n", " 3133 40_gnssbz_ESTE_10026 dl = 0.04983910014379944\n", " 3247 1150_niv_812_10048 dl = 0.04944721000000002\n", " 3200 1103_niv_10048_812 dl = -0.04942221000000001\n", " 2988 1_gnssbx_0645_10026 dl = 0.049402018010596294\n", " 3110 17_gnssbz_0656_10026 dl = 0.0490937653511736\n", " 3094 1_gnssbz_0645_10026 dl = 0.048631427067448385\n", " 3119 26_gnssbz_0995_10026 dl = 0.04689903832968412\n", " 3194 1097_niv_10043_10052 dl = 0.04462538000000024\n", " 3187 1090_niv_10052_10043 dl = -0.04446538000000024\n", " 3319 lA_Z1675 dl = -0.04319445975124836\n", " 890 944_SD_61_10046_812 dl = 0.038496370302450345\n", " 2959 1021_ZW_71_10007_FH13 dl = 0.03809169859867256\n", " 2963 1025_ZW_71_10007_FH13 dl = 0.0380910702801418\n", " 2961 1023_ZW_71_10007_FH13 dl = 0.0380910702801418\n", " 893 947_SD_61_10046_812 dl = 0.03799637030245062\n", " 896 950_SD_61_10046_812 dl = 0.03799637030245062\n", " 3103 10_gnssbz_0656_10028 dl = 0.037721979674699924\n", " 3320 lA_ZESTE dl = -0.03713884111493826\n", " 3240 1143_niv_10040_FH4 dl = -0.036716030000000455\n", "N[j,j] = 18870119.141224634\n", "sum|N[j,:]| = 560282702.6777111\n", "cond(N) = 59009149.53396201\n", "rank(N) = 297 / n_unknown = 297\n", "cond(A) = 49.845936278054936\n", " -> max|dx_xyz| [m] = 7.079232037843406e-05\n", " -> update x\n", "IDX X812 177\n", "IDX Y812 178\n", "IDX Z812 179\n", "PRE X812 3794850.708857163 dx -2.063689931867924e-05 new 3794850.708836526\n", "PRE Y812 547011.1456529052 dx -2.890464641083696e-06 new 547011.1456500147\n", "PRE Z812 5080075.03325697 dx -7.067269970956875e-05 new 5080075.033186298\n", "\n", "============================================================\n", "ITERATION 4\n", " -> berechne A(x_k)\n", "X812 j= 177 nnz= 37 maxabs= 0.8053415881434247\n", " 898 952_SD_62_10048_812 A= 0.8053415881434247\n", " 902 956_SD_62_10048_812 A= 0.8053415881434247\n", " 906 960_SD_62_10048_812 A= 0.8053415881434247\n", " 896 950_SD_61_10046_812 A= 0.7940122345853838\n", " 890 944_SD_61_10046_812 A= 0.7940122345853838\n", " 893 947_SD_61_10046_812 A= 0.7940122345853838\n", " 881 935_SD_60_10047_812 A= 0.7883813985229602\n", " 885 939_SD_60_10047_812 A= 0.7883813985229602\n", " 877 931_SD_60_10047_812 A= 0.7883813985229602\n", " 3182 1085_niv_10047_812 A= 0.5936974447418734\n", " 3200 1103_niv_10048_812 A= 0.5936974447418734\n", " 3147 1050_niv_812_10047 A= -0.5936974447418734\n", " 3278 1181_niv_10045_812 A= 0.5936974447418734\n", " 3279 1182_niv_812_816 A= -0.5936974447418734\n", " 3249 1152_niv_816_812 A= 0.5936974447418734\n", "Y812 j= 178 nnz= 37 maxabs= 0.3913635280189461\n", " 896 950_SD_61_10046_812 A= -0.3913635280189461\n", " 893 947_SD_61_10046_812 A= -0.3913635280189461\n", " 890 944_SD_61_10046_812 A= -0.3913635280189461\n", " 885 939_SD_60_10047_812 A= -0.2973022961120826\n", " 881 935_SD_60_10047_812 A= -0.2973022961120826\n", " 877 931_SD_60_10047_812 A= -0.2973022961120826\n", " 1889 947_R_61_10046_812 A= -0.1757062822272982\n", " 1892 950_R_61_10046_812 A= -0.1757062822272982\n", " 1886 944_R_61_10046_812 A= -0.1757062822272982\n", " 898 952_SD_62_10048_812 A= -0.11441592080896366\n", " 902 956_SD_62_10048_812 A= -0.11441592080896366\n", " 906 960_SD_62_10048_812 A= -0.11441592080896366\n", " 3182 1085_niv_10047_812 A= 0.0855788921186065\n", " 3279 1182_niv_812_816 A= -0.0855788921186065\n", " 3249 1152_niv_816_812 A= 0.0855788921186065\n", "Z812 j= 179 nnz= 37 maxabs= 0.8001247386068764\n", " 3278 1181_niv_10045_812 A= 0.8001247386068764\n", " 3279 1182_niv_812_816 A= -0.8001247386068764\n", " 3249 1152_niv_816_812 A= 0.8001247386068764\n", " 3250 1153_niv_812_10045 A= -0.8001247386068764\n", " 3246 1149_niv_FH3_812 A= 0.8001247386068764\n", " 3247 1150_niv_812_10048 A= -0.8001247386068764\n", " 3200 1103_niv_10048_812 A= 0.8001247386068764\n", " 3201 1104_niv_812_FH3 A= -0.8001247386068764\n", " 3182 1085_niv_10047_812 A= 0.8001247386068764\n", " 3147 1050_niv_812_10047 A= -0.8001247386068764\n", " 898 952_SD_62_10048_812 A= -0.5816647861716088\n", " 906 960_SD_62_10048_812 A= -0.5816647861716088\n", " 902 956_SD_62_10048_812 A= -0.5816647861716088\n", " 877 931_SD_60_10047_812 A= -0.53857786362741\n", " 885 939_SD_60_10047_812 A= -0.53857786362741\n", "lA-check (erste 10):\n", "('lA_X0645', 279, 'X0645', 1.0)\n", "('lA_X0656', 280, 'X0656', 1.0)\n", "('lA_X0995', 281, 'X0995', 1.0)\n", "('lA_X1675', 282, 'X1675', 1.0)\n", "('lA_XESTE', 283, 'XESTE', 1.0)\n", "('lA_XGNA2', 284, 'XGNA2', 1.0)\n", "('lA_Y0645', 285, 'Y0645', 1.0)\n", "('lA_Y0656', 286, 'Y0656', 1.0)\n", "('lA_Y0995', 287, 'Y0995', 1.0)\n", "('lA_Y1675', 288, 'Y1675', 1.0)\n", "X10009 = 3794767.4489928707 | finite: True\n", "Y10009 = 546740.0735675147 | finite: True\n", "Z10009 = 5080165.943712777 | finite: True\n", "X10006 = 3794766.327000413 | finite: True\n", "Y10006 = 546707.6229467142 | finite: True\n", "Z10006 = 5080169.723353729 | finite: True\n", "s0(10009-10006) = 32.689254245579676 | finite: True\n", " -> berechne l0(x_k)\n", "CHECK 957_niv_10012_10014 -> nicht im Beobachtungsvektor (Niv aktuell entfernt) -> skip\n", "NH10012 = 4.02203852\n", "NH10014 = 4.01993467\n", "None\n", "None\n", "None\n", " -> löse Ausgleichung\n", "\n", "TOP |dl| (Iteration 4 ):\n", " 2888 950_ZW_61_10046_812 dl = -0.08511550357922393\n", " 2885 947_ZW_61_10046_812 dl = -0.08509908875760885\n", " 2882 944_ZW_61_10046_812 dl = -0.08508919274075022\n", " 2995 8_gnssbx_0656_10026 dl = 0.06716390906051117\n", " 3101 8_gnssbz_0656_10026 dl = 0.06609376721382176\n", " 3019 32_gnssbx_1675_10026 dl = 0.05970732359128306\n", " 3125 32_gnssbz_1675_10026 dl = 0.05729474158579251\n", " 3034 47_gnssbx_GNA2_10026 dl = 0.05336961047214572\n", " 3027 40_gnssbx_ESTE_10026 dl = 0.052447477712121326\n", " 3013 26_gnssbx_0995_10026 dl = 0.05055029161201219\n", " 3140 47_gnssbz_GNA2_10026 dl = 0.05047713422391098\n", " 3133 40_gnssbz_ESTE_10026 dl = 0.049839127152154106\n", " 3247 1150_niv_812_10048 dl = 0.04944721000000002\n", " 3200 1103_niv_10048_812 dl = -0.04942221000000001\n", " 2988 1_gnssbx_0645_10026 dl = 0.049402052469531554\n", " 3110 17_gnssbz_0656_10026 dl = 0.04909376721381875\n", " 3094 1_gnssbz_0645_10026 dl = 0.04863147270225454\n", " 3119 26_gnssbz_0995_10026 dl = 0.04689909141507087\n", " 3194 1097_niv_10043_10052 dl = 0.04462538999999929\n", " 3187 1090_niv_10052_10043 dl = -0.04446538999999929\n", " 3319 lA_Z1675 dl = -0.04312375746667385\n", " 890 944_SD_61_10046_812 dl = 0.038496538875037345\n", " 2959 1021_ZW_71_10007_FH13 dl = 0.03809169830432668\n", " 2963 1025_ZW_71_10007_FH13 dl = 0.03809106998579592\n", " 2961 1023_ZW_71_10007_FH13 dl = 0.03809106998579592\n", " 893 947_SD_61_10046_812 dl = 0.03799653887503762\n", " 896 950_SD_61_10046_812 dl = 0.03799653887503762\n", " 3103 10_gnssbz_0656_10028 dl = 0.03772200668305459\n", " 3320 lA_ZESTE dl = -0.03706814255565405\n", " 3240 1143_niv_10040_FH4 dl = -0.036716029999999567\n", "N[j,j] = 18870119.474275567\n", "sum|N[j,:]| = 560282705.5650985\n", "cond(N) = 59009149.478468195\n", "rank(N) = 297 / n_unknown = 297\n", "cond(A) = 49.84593625571693\n", " -> max|dx_xyz| [m] = 7.059549191787741e-05\n", " -> update x\n", "IDX X812 177\n", "IDX Y812 178\n", "IDX Z812 179\n", "PRE X812 3794850.708836526 dx -2.0462037108367535e-05 new 3794850.708816064\n", "PRE Y812 547011.1456500147 dx -2.949076491443608e-06 new 547011.1456470657\n", "PRE Z812 5080075.033186298 dx -7.053861324769406e-05 new 5080075.0331157595\n", "\n", "============================================================\n", "ITERATION 5\n", " -> berechne A(x_k)\n", "X812 j= 177 nnz= 37 maxabs= 0.8053415881169568\n", " 898 952_SD_62_10048_812 A= 0.8053415881169568\n", " 902 956_SD_62_10048_812 A= 0.8053415881169568\n", " 906 960_SD_62_10048_812 A= 0.8053415881169568\n", " 896 950_SD_61_10046_812 A= 0.7940122347712903\n", " 890 944_SD_61_10046_812 A= 0.7940122347712903\n", " 893 947_SD_61_10046_812 A= 0.7940122347712903\n", " 881 935_SD_60_10047_812 A= 0.7883813988214169\n", " 885 939_SD_60_10047_812 A= 0.7883813988214169\n", " 877 931_SD_60_10047_812 A= 0.7883813988214169\n", " 3182 1085_niv_10047_812 A= 0.5936974447450738\n", " 3200 1103_niv_10048_812 A= 0.5936974447450738\n", " 3147 1050_niv_812_10047 A= -0.5936974447450738\n", " 3278 1181_niv_10045_812 A= 0.5936974447450738\n", " 3279 1182_niv_812_816 A= -0.5936974447450738\n", " 3249 1152_niv_816_812 A= 0.5936974447450738\n", "Y812 j= 178 nnz= 37 maxabs= 0.3913635279994904\n", " 896 950_SD_61_10046_812 A= -0.3913635279994904\n", " 893 947_SD_61_10046_812 A= -0.3913635279994904\n", " 890 944_SD_61_10046_812 A= -0.3913635279994904\n", " 885 939_SD_60_10047_812 A= -0.2973022960686227\n", " 881 935_SD_60_10047_812 A= -0.2973022960686227\n", " 877 931_SD_60_10047_812 A= -0.2973022960686227\n", " 1889 947_R_61_10046_812 A= -0.17570628225106974\n", " 1892 950_R_61_10046_812 A= -0.17570628225106974\n", " 1886 944_R_61_10046_812 A= -0.17570628225106974\n", " 898 952_SD_62_10048_812 A= -0.1144159208090561\n", " 902 956_SD_62_10048_812 A= -0.1144159208090561\n", " 906 960_SD_62_10048_812 A= -0.1144159208090561\n", " 3182 1085_niv_10047_812 A= 0.0855788921190679\n", " 3279 1182_niv_812_816 A= -0.0855788921190679\n", " 3249 1152_niv_816_812 A= 0.0855788921190679\n", "Z812 j= 179 nnz= 37 maxabs= 0.8001247386044522\n", " 3278 1181_niv_10045_812 A= 0.8001247386044522\n", " 3279 1182_niv_812_816 A= -0.8001247386044522\n", " 3249 1152_niv_816_812 A= 0.8001247386044522\n", " 3250 1153_niv_812_10045 A= -0.8001247386044522\n", " 3246 1149_niv_FH3_812 A= 0.8001247386044522\n", " 3247 1150_niv_812_10048 A= -0.8001247386044522\n", " 3200 1103_niv_10048_812 A= 0.8001247386044522\n", " 3201 1104_niv_812_FH3 A= -0.8001247386044522\n", " 3182 1085_niv_10047_812 A= 0.8001247386044522\n", " 3147 1050_niv_812_10047 A= -0.8001247386044522\n", " 898 952_SD_62_10048_812 A= -0.5816647862082367\n", " 906 960_SD_62_10048_812 A= -0.5816647862082367\n", " 902 956_SD_62_10048_812 A= -0.5816647862082367\n", " 877 931_SD_60_10047_812 A= -0.5385778632145132\n", " 885 939_SD_60_10047_812 A= -0.5385778632145132\n", "lA-check (erste 10):\n", "('lA_X0645', 279, 'X0645', 1.0)\n", "('lA_X0656', 280, 'X0656', 1.0)\n", "('lA_X0995', 281, 'X0995', 1.0)\n", "('lA_X1675', 282, 'X1675', 1.0)\n", "('lA_XESTE', 283, 'XESTE', 1.0)\n", "('lA_XGNA2', 284, 'XGNA2', 1.0)\n", "('lA_Y0645', 285, 'Y0645', 1.0)\n", "('lA_Y0656', 286, 'Y0656', 1.0)\n", "('lA_Y0995', 287, 'Y0995', 1.0)\n", "('lA_Y1675', 288, 'Y1675', 1.0)\n", "X10009 = 3794767.448972416 | finite: True\n", "Y10009 = 546740.0735645667 | finite: True\n", "Z10009 = 5080165.943642251 | finite: True\n", "X10006 = 3794766.326979963 | finite: True\n", "Y10006 = 546707.6229437668 | finite: True\n", "Z10006 = 5080169.723283208 | finite: True\n", "s0(10009-10006) = 32.689254245488115 | finite: True\n", " -> berechne l0(x_k)\n", "CHECK 957_niv_10012_10014 -> nicht im Beobachtungsvektor (Niv aktuell entfernt) -> skip\n", "NH10012 = 4.02196969\n", "NH10014 = 4.01986585\n", "None\n", "None\n", "None\n", " -> löse Ausgleichung\n", "\n", "TOP |dl| (Iteration 5 ):\n", " 2888 950_ZW_61_10046_812 dl = -0.08511550322211847\n", " 2885 947_ZW_61_10046_812 dl = -0.0850990884005034\n", " 2882 944_ZW_61_10046_812 dl = -0.08508919238364476\n", " 2995 8_gnssbx_0656_10026 dl = 0.06716391092315632\n", " 3101 8_gnssbz_0656_10026 dl = 0.06609376348853147\n", " 3019 32_gnssbx_1675_10026 dl = 0.059707339423766825\n", " 3125 32_gnssbz_1675_10026 dl = 0.057294759280921426\n", " 3034 47_gnssbx_GNA2_10026 dl = 0.053369630961242365\n", " 3027 40_gnssbx_ESTE_10026 dl = 0.05244749587291153\n", " 3013 26_gnssbx_0995_10026 dl = 0.050550330261899035\n", " 3140 47_gnssbz_GNA2_10026 dl = 0.05047715843829792\n", " 3133 40_gnssbz_ESTE_10026 dl = 0.04983914670992817\n", " 3247 1150_niv_812_10048 dl = 0.04944721000000002\n", " 3200 1103_niv_10048_812 dl = -0.04942221000000001\n", " 2988 1_gnssbx_0645_10026 dl = 0.04940208320317652\n", " 3110 17_gnssbz_0656_10026 dl = 0.04909376348852845\n", " 3094 1_gnssbz_0645_10026 dl = 0.04863151274912525\n", " 3119 26_gnssbz_0995_10026 dl = 0.04689913984384475\n", " 3194 1097_niv_10043_10052 dl = 0.044625379999999354\n", " 3187 1090_niv_10052_10043 dl = -0.044465379999999353\n", " 3319 lA_Z1675 dl = -0.043053255416452885\n", " 890 944_SD_61_10046_812 dl = 0.038496539508417804\n", " 2959 1021_ZW_71_10007_FH13 dl = 0.038091697762795196\n", " 2963 1025_ZW_71_10007_FH13 dl = 0.038091069444264436\n", " 2961 1023_ZW_71_10007_FH13 dl = 0.038091069444264436\n", " 893 947_SD_61_10046_812 dl = 0.03799653950841808\n", " 896 950_SD_61_10046_812 dl = 0.03799653950841808\n", " 3103 10_gnssbz_0656_10028 dl = 0.037722028103473804\n", " 3320 lA_ZESTE dl = -0.03699764236807823\n", " 3240 1143_niv_10040_FH4 dl = -0.03671601999999963\n", "N[j,j] = 18870119.475680515\n", "sum|N[j,:]| = 560282705.575155\n", "cond(N) = 59009149.481794424\n", "rank(N) = 297 / n_unknown = 297\n", "cond(A) = 49.84593625572381\n", " -> max|dx_xyz| [m] = 7.040100869057688e-05\n", " -> update x\n", "IDX X812 177\n", "IDX Y812 178\n", "IDX Z812 179\n", "PRE X812 3794850.708816064 dx -2.0409097360585337e-05 new 3794850.708795655\n", "PRE Y812 547011.1456470657 dx -2.9415165533444637e-06 new 547011.1456441242\n", "PRE Z812 5080075.0331157595 dx -7.034944327293378e-05 new 5080075.03304541\n", "\n", "============================================================\n", "ITERATION 6\n", " -> berechne A(x_k)\n", "X812 j= 177 nnz= 37 maxabs= 0.805341588078635\n", " 898 952_SD_62_10048_812 A= 0.805341588078635\n", " 902 956_SD_62_10048_812 A= 0.805341588078635\n", " 906 960_SD_62_10048_812 A= 0.805341588078635\n", " 896 950_SD_61_10046_812 A= 0.7940122352943623\n", " 890 944_SD_61_10046_812 A= 0.7940122352943623\n", " 893 947_SD_61_10046_812 A= 0.7940122352943623\n", " 881 935_SD_60_10047_812 A= 0.7883813986861707\n", " 885 939_SD_60_10047_812 A= 0.7883813986861707\n", " 877 931_SD_60_10047_812 A= 0.7883813986861707\n", " 3182 1085_niv_10047_812 A= 0.5936974447482656\n", " 3200 1103_niv_10048_812 A= 0.5936974447482656\n", " 3147 1050_niv_812_10047 A= -0.5936974447482656\n", " 3278 1181_niv_10045_812 A= 0.5936974447482656\n", " 3279 1182_niv_812_816 A= -0.5936974447482656\n", " 3249 1152_niv_816_812 A= 0.5936974447482656\n", "Y812 j= 178 nnz= 37 maxabs= 0.39136352785955303\n", " 896 950_SD_61_10046_812 A= -0.39136352785955303\n", " 893 947_SD_61_10046_812 A= -0.39136352785955303\n", " 890 944_SD_61_10046_812 A= -0.39136352785955303\n", " 885 939_SD_60_10047_812 A= -0.29730229608245556\n", " 881 935_SD_60_10047_812 A= -0.29730229608245556\n", " 877 931_SD_60_10047_812 A= -0.29730229608245556\n", " 1889 947_R_61_10046_812 A= -0.17570628224220214\n", " 1892 950_R_61_10046_812 A= -0.17570628224220214\n", " 1886 944_R_61_10046_812 A= -0.17570628224220214\n", " 898 952_SD_62_10048_812 A= -0.11441592081100857\n", " 902 956_SD_62_10048_812 A= -0.11441592081100857\n", " 906 960_SD_62_10048_812 A= -0.11441592081100857\n", " 3182 1085_niv_10047_812 A= 0.08557889211952804\n", " 3279 1182_niv_812_816 A= -0.08557889211952804\n", " 3249 1152_niv_816_812 A= 0.08557889211952804\n", "Z812 j= 179 nnz= 37 maxabs= 0.8001247386020347\n", " 3278 1181_niv_10045_812 A= 0.8001247386020347\n", " 3279 1182_niv_812_816 A= -0.8001247386020347\n", " 3249 1152_niv_816_812 A= 0.8001247386020347\n", " 3250 1153_niv_812_10045 A= -0.8001247386020347\n", " 3246 1149_niv_FH3_812 A= 0.8001247386020347\n", " 3247 1150_niv_812_10048 A= -0.8001247386020347\n", " 3200 1103_niv_10048_812 A= 0.8001247386020347\n", " 3201 1104_niv_812_FH3 A= -0.8001247386020347\n", " 3182 1085_niv_10047_812 A= 0.8001247386020347\n", " 3147 1050_niv_812_10047 A= -0.8001247386020347\n", " 898 952_SD_62_10048_812 A= -0.5816647862609109\n", " 906 960_SD_62_10048_812 A= -0.5816647862609109\n", " 902 956_SD_62_10048_812 A= -0.5816647862609109\n", " 877 931_SD_60_10047_812 A= -0.5385778634048534\n", " 885 939_SD_60_10047_812 A= -0.5385778634048534\n", "lA-check (erste 10):\n", "('lA_X0645', 279, 'X0645', 1.0)\n", "('lA_X0656', 280, 'X0656', 1.0)\n", "('lA_X0995', 281, 'X0995', 1.0)\n", "('lA_X1675', 282, 'X1675', 1.0)\n", "('lA_XESTE', 283, 'XESTE', 1.0)\n", "('lA_XGNA2', 284, 'XGNA2', 1.0)\n", "('lA_Y0645', 285, 'Y0645', 1.0)\n", "('lA_Y0656', 286, 'Y0656', 1.0)\n", "('lA_Y0995', 287, 'Y0995', 1.0)\n", "('lA_Y1675', 288, 'Y1675', 1.0)\n", "X10009 = 3794767.44895202 | finite: True\n", "Y10009 = 546740.0735616272 | finite: True\n", "Z10009 = 5080165.943571922 | finite: True\n", "X10006 = 3794766.326959566 | finite: True\n", "Y10006 = 546707.622940827 | finite: True\n", "Z10006 = 5080169.723212877 | finite: True\n", "s0(10009-10006) = 32.68925424553585 | finite: True\n", " -> berechne l0(x_k)\n", "CHECK 957_niv_10012_10014 -> nicht im Beobachtungsvektor (Niv aktuell entfernt) -> skip\n", "NH10012 = 4.02190106\n", "NH10014 = 4.01979722\n", "None\n", "None\n", "None\n", " -> löse Ausgleichung\n", "\n", "TOP |dl| (Iteration 6 ):\n", " 2888 950_ZW_61_10046_812 dl = -0.08511550227387499\n", " 2885 947_ZW_61_10046_812 dl = -0.08509908745225991\n", " 2882 944_ZW_61_10046_812 dl = -0.08508919143540128\n", " 2995 8_gnssbx_0656_10026 dl = 0.06716391697675306\n", " 3101 8_gnssbz_0656_10026 dl = 0.06609376628249919\n", " 3019 32_gnssbx_1675_10026 dl = 0.05970735991286347\n", " 3125 32_gnssbz_1675_10026 dl = 0.057294783495308366\n", " 3034 47_gnssbx_GNA2_10026 dl = 0.05336965564129059\n", " 3027 40_gnssbx_ESTE_10026 dl = 0.05244751822465332\n", " 3013 26_gnssbx_0995_10026 dl = 0.05055037310273747\n", " 3140 47_gnssbz_GNA2_10026 dl = 0.05047718824062031\n", " 3133 40_gnssbz_ESTE_10026 dl = 0.049839173718282836\n", " 3247 1150_niv_812_10048 dl = 0.04944721000000002\n", " 3200 1103_niv_10048_812 dl = -0.04942221000000001\n", " 2988 1_gnssbx_0645_10026 dl = 0.049402118127773065\n", " 3110 17_gnssbz_0656_10026 dl = 0.049093766282496176\n", " 3094 1_gnssbz_0645_10026 dl = 0.04863155931525398\n", " 3119 26_gnssbz_0995_10026 dl = 0.046899192929231504\n", " 3194 1097_niv_10043_10052 dl = 0.04462539000000018\n", " 3187 1090_niv_10052_10043 dl = -0.04446539000000018\n", " 3319 lA_Z1675 dl = -0.04298294801265001\n", " 890 944_SD_61_10046_812 dl = 0.038496538835352645\n", " 2959 1021_ZW_71_10007_FH13 dl = 0.03809169951104652\n", " 2963 1025_ZW_71_10007_FH13 dl = 0.03809107119251576\n", " 2961 1023_ZW_71_10007_FH13 dl = 0.03809107119251576\n", " 893 947_SD_61_10046_812 dl = 0.03799653883535292\n", " 896 950_SD_61_10046_812 dl = 0.03799653883535292\n", " 3103 10_gnssbz_0656_10028 dl = 0.03772204952389302\n", " 3320 lA_ZESTE dl = -0.036927337758243084\n", " 3240 1143_niv_10040_FH4 dl = -0.036716040000000394\n", "N[j,j] = 18870119.475130588\n", "sum|N[j,:]| = 560282705.5725658\n", "cond(N) = 59009149.43866906\n", "rank(N) = 297 / n_unknown = 297\n", "cond(A) = 49.845936256562744\n", " -> max|dx_xyz| [m] = 7.020692084327758e-05\n", " -> update x\n", "IDX X812 177\n", "IDX Y812 178\n", "IDX Z812 179\n", "PRE X812 3794850.708795655 dx -2.0356096210816887e-05 new 3794850.708775299\n", "PRE Y812 547011.1456441242 dx -2.934029046505968e-06 new 547011.1456411902\n", "PRE Z812 5080075.03304541 dx -7.015961423454223e-05 new 5080075.032975251\n", "\n", "============================================================\n", "ITERATION 7\n", " -> berechne A(x_k)\n", "X812 j= 177 nnz= 37 maxabs= 0.8053415880221061\n", " 898 952_SD_62_10048_812 A= 0.8053415880221061\n", " 902 956_SD_62_10048_812 A= 0.8053415880221061\n", " 906 960_SD_62_10048_812 A= 0.8053415880221061\n", " 896 950_SD_61_10046_812 A= 0.7940122351622806\n", " 890 944_SD_61_10046_812 A= 0.7940122351622806\n", " 893 947_SD_61_10046_812 A= 0.7940122351622806\n", " 881 935_SD_60_10047_812 A= 0.7883813985978873\n", " 885 939_SD_60_10047_812 A= 0.7883813985978873\n", " 877 931_SD_60_10047_812 A= 0.7883813985978873\n", " 3182 1085_niv_10047_812 A= 0.5936974447514486\n", " 3200 1103_niv_10048_812 A= 0.5936974447514486\n", " 3147 1050_niv_812_10047 A= -0.5936974447514486\n", " 3278 1181_niv_10045_812 A= 0.5936974447514486\n", " 3279 1182_niv_812_816 A= -0.5936974447514486\n", " 3249 1152_niv_816_812 A= 0.5936974447514486\n", "Y812 j= 178 nnz= 37 maxabs= 0.3913635278825588\n", " 896 950_SD_61_10046_812 A= -0.3913635278825588\n", " 893 947_SD_61_10046_812 A= -0.3913635278825588\n", " 890 944_SD_61_10046_812 A= -0.3913635278825588\n", " 885 939_SD_60_10047_812 A= -0.29730229609957265\n", " 881 935_SD_60_10047_812 A= -0.29730229609957265\n", " 877 931_SD_60_10047_812 A= -0.29730229609957265\n", " 1889 947_R_61_10046_812 A= -0.17570628225005347\n", " 1892 950_R_61_10046_812 A= -0.17570628225005347\n", " 1886 944_R_61_10046_812 A= -0.17570628225005347\n", " 898 952_SD_62_10048_812 A= -0.11441592081648694\n", " 902 956_SD_62_10048_812 A= -0.11441592081648694\n", " 906 960_SD_62_10048_812 A= -0.11441592081648694\n", " 3182 1085_niv_10047_812 A= 0.08557889211998689\n", " 3279 1182_niv_812_816 A= -0.08557889211998689\n", " 3249 1152_niv_816_812 A= 0.08557889211998689\n", "Z812 j= 179 nnz= 37 maxabs= 0.8001247385996237\n", " 3278 1181_niv_10045_812 A= 0.8001247385996237\n", " 3279 1182_niv_812_816 A= -0.8001247385996237\n", " 3249 1152_niv_816_812 A= 0.8001247385996237\n", " 3250 1153_niv_812_10045 A= -0.8001247385996237\n", " 3246 1149_niv_FH3_812 A= 0.8001247385996237\n", " 3247 1150_niv_812_10048 A= -0.8001247385996237\n", " 3200 1103_niv_10048_812 A= 0.8001247385996237\n", " 3201 1104_niv_812_FH3 A= -0.8001247385996237\n", " 3182 1085_niv_10047_812 A= 0.8001247385996237\n", " 3147 1050_niv_812_10047 A= -0.8001247385996237\n", " 898 952_SD_62_10048_812 A= -0.5816647863381004\n", " 906 960_SD_62_10048_812 A= -0.5816647863381004\n", " 902 956_SD_62_10048_812 A= -0.5816647863381004\n", " 877 931_SD_60_10047_812 A= -0.5385778635246359\n", " 885 939_SD_60_10047_812 A= -0.5385778635246359\n", "lA-check (erste 10):\n", "('lA_X0645', 279, 'X0645', 1.0)\n", "('lA_X0656', 280, 'X0656', 1.0)\n", "('lA_X0995', 281, 'X0995', 1.0)\n", "('lA_X1675', 282, 'X1675', 1.0)\n", "('lA_XESTE', 283, 'XESTE', 1.0)\n", "('lA_XGNA2', 284, 'XGNA2', 1.0)\n", "('lA_Y0645', 285, 'Y0645', 1.0)\n", "('lA_Y0656', 286, 'Y0656', 1.0)\n", "('lA_Y0995', 287, 'Y0995', 1.0)\n", "('lA_Y1675', 288, 'Y1675', 1.0)\n", "X10009 = 3794767.4489316777 | finite: True\n", "Y10009 = 546740.0735586954 | finite: True\n", "Z10009 = 5080165.943501784 | finite: True\n", "X10006 = 3794766.3269392233 | finite: True\n", "Y10006 = 546707.622937895 | finite: True\n", "Z10006 = 5080169.7231427375 | finite: True\n", "s0(10009-10006) = 32.68925424567528 | finite: True\n", " -> berechne l0(x_k)\n", "CHECK 957_niv_10012_10014 -> nicht im Beobachtungsvektor (Niv aktuell entfernt) -> skip\n", "NH10012 = 4.02183262\n", "NH10014 = 4.01972879\n", "None\n", "None\n", "None\n", " -> löse Ausgleichung\n", "\n", "TOP |dl| (Iteration 7 ):\n", " 2888 950_ZW_61_10046_812 dl = -0.08511550251622158\n", " 2885 947_ZW_61_10046_812 dl = -0.0850990876946065\n", " 2882 944_ZW_61_10046_812 dl = -0.08508919167774787\n", " 2995 8_gnssbx_0656_10026 dl = 0.06716392116770464\n", " 3101 8_gnssbz_0656_10026 dl = 0.06609376535117661\n", " 3019 32_gnssbx_1675_10026 dl = 0.059707379004976247\n", " 3125 32_gnssbz_1675_10026 dl = 0.05729480491572758\n", " 3034 47_gnssbx_GNA2_10026 dl = 0.05336967985567753\n", " 3027 40_gnssbx_ESTE_10026 dl = 0.052447540110733826\n", " 3013 26_gnssbx_0995_10026 dl = 0.05055041268394689\n", " 3140 47_gnssbz_GNA2_10026 dl = 0.050477216180297546\n", " 3133 40_gnssbz_ESTE_10026 dl = 0.049839197932669776\n", " 3247 1150_niv_812_10048 dl = 0.04944720000000008\n", " 3200 1103_niv_10048_812 dl = -0.04942220000000007\n", " 2988 1_gnssbx_0645_10026 dl = 0.04940215165538575\n", " 3110 17_gnssbz_0656_10026 dl = 0.0490937653511736\n", " 3094 1_gnssbz_0645_10026 dl = 0.04863160308741499\n", " 3119 26_gnssbz_0995_10026 dl = 0.04689924228932796\n", " 3194 1097_niv_10043_10052 dl = 0.044625379999999354\n", " 3187 1090_niv_10052_10043 dl = -0.044465379999999353\n", " 3319 lA_Z1675 dl = -0.042912835255265236\n", " 890 944_SD_61_10046_812 dl = 0.038496539141615216\n", " 2959 1021_ZW_71_10007_FH13 dl = 0.03809169884406027\n", " 2963 1025_ZW_71_10007_FH13 dl = 0.03809107052552951\n", " 2961 1023_ZW_71_10007_FH13 dl = 0.03809107052552951\n", " 893 947_SD_61_10046_812 dl = 0.03799653914161549\n", " 896 950_SD_61_10046_812 dl = 0.03799653914161549\n", " 3103 10_gnssbz_0656_10028 dl = 0.037722070944312236\n", " 3320 lA_ZESTE dl = -0.03685722779482603\n", " 3240 1143_niv_10040_FH4 dl = -0.03671601999999963\n", "N[j,j] = 18870119.475668345\n", "sum|N[j,:]| = 560282705.5785041\n", "cond(N) = 59009149.484396875\n", "rank(N) = 297 / n_unknown = 297\n", "cond(A) = 49.84593625684265\n", " -> max|dx_xyz| [m] = 7.001468971358438e-05\n", " -> update x\n", "IDX X812 177\n", "IDX Y812 178\n", "IDX Z812 179\n", "PRE X812 3794850.708775299 dx -2.0293767192457373e-05 new 3794850.708755005\n", "PRE Y812 547011.1456411902 dx -2.9249548691982193e-06 new 547011.1456382653\n", "PRE Z812 5080075.032975251 dx -6.996201228878444e-05 new 5080075.032905289\n", "\n", "============================================================\n", "ITERATION 8\n", " -> berechne A(x_k)\n", "X812 j= 177 nnz= 37 maxabs= 0.8053415880642293\n", " 898 952_SD_62_10048_812 A= 0.8053415880642293\n", " 902 956_SD_62_10048_812 A= 0.8053415880642293\n", " 906 960_SD_62_10048_812 A= 0.8053415880642293\n", " 896 950_SD_61_10046_812 A= 0.7940122363404711\n", " 890 944_SD_61_10046_812 A= 0.7940122363404711\n", " 893 947_SD_61_10046_812 A= 0.7940122363404711\n", " 881 935_SD_60_10047_812 A= 0.788381398759977\n", " 885 939_SD_60_10047_812 A= 0.788381398759977\n", " 877 931_SD_60_10047_812 A= 0.788381398759977\n", " 3182 1085_niv_10047_812 A= 0.593697444754623\n", " 3200 1103_niv_10048_812 A= 0.593697444754623\n", " 3147 1050_niv_812_10047 A= -0.593697444754623\n", " 3278 1181_niv_10045_812 A= 0.593697444754623\n", " 3279 1182_niv_812_816 A= -0.593697444754623\n", " 3249 1152_niv_816_812 A= 0.593697444754623\n", "Y812 j= 178 nnz= 37 maxabs= 0.39136352766776883\n", " 896 950_SD_61_10046_812 A= -0.39136352766776883\n", " 893 947_SD_61_10046_812 A= -0.39136352766776883\n", " 890 944_SD_61_10046_812 A= -0.39136352766776883\n", " 885 939_SD_60_10047_812 A= -0.2973022960743047\n", " 881 935_SD_60_10047_812 A= -0.2973022960743047\n", " 877 931_SD_60_10047_812 A= -0.2973022960743047\n", " 1889 947_R_61_10046_812 A= -0.17570628225673443\n", " 1892 950_R_61_10046_812 A= -0.17570628225673443\n", " 1886 944_R_61_10046_812 A= -0.17570628225673443\n", " 898 952_SD_62_10048_812 A= -0.11441592080701067\n", " 902 956_SD_62_10048_812 A= -0.11441592080701067\n", " 906 960_SD_62_10048_812 A= -0.11441592080701067\n", " 3182 1085_niv_10047_812 A= 0.08557889212044455\n", " 3279 1182_niv_812_816 A= -0.08557889212044455\n", " 3249 1152_niv_816_812 A= 0.08557889212044455\n", "Z812 j= 179 nnz= 37 maxabs= 0.8001247385972193\n", " 3278 1181_niv_10045_812 A= 0.8001247385972193\n", " 3279 1182_niv_812_816 A= -0.8001247385972193\n", " 3249 1152_niv_816_812 A= 0.8001247385972193\n", " 3250 1153_niv_812_10045 A= -0.8001247385972193\n", " 3246 1149_niv_FH3_812 A= 0.8001247385972193\n", " 3247 1150_niv_812_10048 A= -0.8001247385972193\n", " 3200 1103_niv_10048_812 A= 0.8001247385972193\n", " 3201 1104_niv_812_FH3 A= -0.8001247385972193\n", " 3182 1085_niv_10047_812 A= 0.8001247385972193\n", " 3147 1050_niv_812_10047 A= -0.8001247385972193\n", " 898 952_SD_62_10048_812 A= -0.5816647862816429\n", " 906 960_SD_62_10048_812 A= -0.5816647862816429\n", " 902 956_SD_62_10048_812 A= -0.5816647862816429\n", " 877 931_SD_60_10047_812 A= -0.5385778633013136\n", " 885 939_SD_60_10047_812 A= -0.5385778633013136\n", "lA-check (erste 10):\n", "('lA_X0645', 279, 'X0645', 1.0)\n", "('lA_X0656', 280, 'X0656', 1.0)\n", "('lA_X0995', 281, 'X0995', 1.0)\n", "('lA_X1675', 282, 'X1675', 1.0)\n", "('lA_XESTE', 283, 'XESTE', 1.0)\n", "('lA_XGNA2', 284, 'XGNA2', 1.0)\n", "('lA_Y0645', 285, 'Y0645', 1.0)\n", "('lA_Y0656', 286, 'Y0656', 1.0)\n", "('lA_Y0995', 287, 'Y0995', 1.0)\n", "('lA_Y1675', 288, 'Y1675', 1.0)\n", "X10009 = 3794767.4489113935 | finite: True\n", "Y10009 = 546740.0735557721 | finite: True\n", "Z10009 = 5080165.943431838 | finite: True\n", "X10006 = 3794766.3269189396 | finite: True\n", "Y10006 = 546707.6229349716 | finite: True\n", "Z10006 = 5080169.7230727915 | finite: True\n", "s0(10009-10006) = 32.68925424566718 | finite: True\n", " -> berechne l0(x_k)\n", "CHECK 957_niv_10012_10014 -> nicht im Beobachtungsvektor (Niv aktuell entfernt) -> skip\n", "NH10012 = 4.02176436\n", "NH10014 = 4.01966053\n", "None\n", "None\n", "None\n", " -> löse Ausgleichung\n", "\n", "TOP |dl| (Iteration 8 ):\n", " 2888 950_ZW_61_10046_812 dl = -0.08511550032561144\n", " 2885 947_ZW_61_10046_812 dl = -0.08509908550399636\n", " 2882 944_ZW_61_10046_812 dl = -0.08508918948713773\n", " 2995 8_gnssbx_0656_10026 dl = 0.06716392768696267\n", " 3101 8_gnssbz_0656_10026 dl = 0.06609376721382176\n", " 3019 32_gnssbx_1675_10026 dl = 0.059707399959734175\n", " 3125 32_gnssbz_1675_10026 dl = 0.05729482819879195\n", " 3034 47_gnssbx_GNA2_10026 dl = 0.053369705467048334\n", " 3027 40_gnssbx_ESTE_10026 dl = 0.05244756339379819\n", " 3013 26_gnssbx_0995_10026 dl = 0.05055045505912403\n", " 3140 47_gnssbz_GNA2_10026 dl = 0.05047724505129736\n", " 3133 40_gnssbz_ESTE_10026 dl = 0.049839224009701866\n", " 3247 1150_niv_812_10048 dl = 0.04944721000000002\n", " 3200 1103_niv_10048_812 dl = -0.04942221000000001\n", " 2988 1_gnssbx_0645_10026 dl = 0.049402187045643586\n", " 3110 17_gnssbz_0656_10026 dl = 0.04909376721381875\n", " 3094 1_gnssbz_0645_10026 dl = 0.048631648722221144\n", " 3119 26_gnssbz_0995_10026 dl = 0.04689929351206956\n", " 3194 1097_niv_10043_10052 dl = 0.04462539000000018\n", " 3187 1090_niv_10052_10043 dl = -0.04446539000000018\n", " 3319 lA_Z1675 dl = -0.04284290876239538\n", " 890 944_SD_61_10046_812 dl = 0.038496538661923374\n", " 2959 1021_ZW_71_10007_FH13 dl = 0.038091698313231115\n", " 2963 1025_ZW_71_10007_FH13 dl = 0.038091069994700355\n", " 2961 1023_ZW_71_10007_FH13 dl = 0.038091069994700355\n", " 893 947_SD_61_10046_812 dl = 0.03799653866192365\n", " 896 950_SD_61_10046_812 dl = 0.03799653866192365\n", " 3103 10_gnssbz_0656_10028 dl = 0.03772209143340888\n", " 3320 lA_ZESTE dl = -0.0367873040959239\n", " 3240 1143_niv_10040_FH4 dl = -0.03671601999999963\n", "N[j,j] = 18870119.47622896\n", "sum|N[j,:]| = 560282705.5824449\n", "cond(N) = 59009149.55222\n", "rank(N) = 297 / n_unknown = 297\n", "cond(A) = 49.84593625744318\n", " -> max|dx_xyz| [m] = 6.982018468611855e-05\n", " -> update x\n", "IDX X812 177\n", "IDX Y812 178\n", "IDX Z812 179\n", "PRE X812 3794850.708755005 dx -2.024227753914475e-05 new 3794850.708734763\n", "PRE Y812 547011.1456382653 dx -2.917270026810067e-06 new 547011.145635348\n", "PRE Z812 5080075.032905289 dx -6.977122265395694e-05 new 5080075.032835518\n", "\n", "============================================================\n", "ITERATION 9\n", " -> berechne A(x_k)\n", "X812 j= 177 nnz= 37 maxabs= 0.805341587981024\n", " 898 952_SD_62_10048_812 A= 0.805341587981024\n", " 902 956_SD_62_10048_812 A= 0.805341587981024\n", " 906 960_SD_62_10048_812 A= 0.805341587981024\n", " 896 950_SD_61_10046_812 A= 0.7940122358712589\n", " 890 944_SD_61_10046_812 A= 0.7940122358712589\n", " 893 947_SD_61_10046_812 A= 0.7940122358712589\n", " 881 935_SD_60_10047_812 A= 0.7883813987130145\n", " 885 939_SD_60_10047_812 A= 0.7883813987130145\n", " 877 931_SD_60_10047_812 A= 0.7883813987130145\n", " 3182 1085_niv_10047_812 A= 0.5936974447577885\n", " 3200 1103_niv_10048_812 A= 0.5936974447577885\n", " 3147 1050_niv_812_10047 A= -0.5936974447577885\n", " 3278 1181_niv_10045_812 A= 0.5936974447577885\n", " 3279 1182_niv_812_816 A= -0.5936974447577885\n", " 3249 1152_niv_816_812 A= 0.5936974447577885\n", "Y812 j= 178 nnz= 37 maxabs= 0.3913635277231657\n", " 896 950_SD_61_10046_812 A= -0.3913635277231657\n", " 893 947_SD_61_10046_812 A= -0.3913635277231657\n", " 890 944_SD_61_10046_812 A= -0.3913635277231657\n", " 885 939_SD_60_10047_812 A= -0.2973022960710205\n", " 881 935_SD_60_10047_812 A= -0.2973022960710205\n", " 877 931_SD_60_10047_812 A= -0.2973022960710205\n", " 1889 947_R_61_10046_812 A= -0.17570628226495746\n", " 1892 950_R_61_10046_812 A= -0.17570628226495746\n", " 1886 944_R_61_10046_812 A= -0.17570628226495746\n", " 898 952_SD_62_10048_812 A= -0.11441592081481175\n", " 902 956_SD_62_10048_812 A= -0.11441592081481175\n", " 906 960_SD_62_10048_812 A= -0.11441592081481175\n", " 3182 1085_niv_10047_812 A= 0.08557889212090092\n", " 3279 1182_niv_812_816 A= -0.08557889212090092\n", " 3249 1152_niv_816_812 A= 0.08557889212090092\n", "Z812 j= 179 nnz= 37 maxabs= 0.8001247385948218\n", " 3278 1181_niv_10045_812 A= 0.8001247385948218\n", " 3279 1182_niv_812_816 A= -0.8001247385948218\n", " 3249 1152_niv_816_812 A= 0.8001247385948218\n", " 3250 1153_niv_812_10045 A= -0.8001247385948218\n", " 3246 1149_niv_FH3_812 A= 0.8001247385948218\n", " 3247 1150_niv_812_10048 A= -0.8001247385948218\n", " 3200 1103_niv_10048_812 A= 0.8001247385948218\n", " 3201 1104_niv_812_FH3 A= -0.8001247385948218\n", " 3182 1085_niv_10047_812 A= 0.8001247385948218\n", " 3147 1050_niv_812_10047 A= -0.8001247385948218\n", " 898 952_SD_62_10048_812 A= -0.5816647863953097\n", " 906 960_SD_62_10048_812 A= -0.5816647863953097\n", " 902 956_SD_62_10048_812 A= -0.5816647863953097\n", " 877 931_SD_60_10047_812 A= -0.5385778633718715\n", " 885 939_SD_60_10047_812 A= -0.5385778633718715\n", "lA-check (erste 10):\n", "('lA_X0645', 279, 'X0645', 1.0)\n", "('lA_X0656', 280, 'X0656', 1.0)\n", "('lA_X0995', 281, 'X0995', 1.0)\n", "('lA_X1675', 282, 'X1675', 1.0)\n", "('lA_XESTE', 283, 'XESTE', 1.0)\n", "('lA_XGNA2', 284, 'XGNA2', 1.0)\n", "('lA_Y0645', 285, 'Y0645', 1.0)\n", "('lA_Y0656', 286, 'Y0656', 1.0)\n", "('lA_Y0995', 287, 'Y0995', 1.0)\n", "('lA_Y1675', 288, 'Y1675', 1.0)\n", "X10009 = 3794767.4488911657 | finite: True\n", "Y10009 = 546740.0735528567 | finite: True\n", "Z10009 = 5080165.943362089 | finite: True\n", "X10006 = 3794766.3268987117 | finite: True\n", "Y10006 = 546707.6229320562 | finite: True\n", "Z10006 = 5080169.723003041 | finite: True\n", "s0(10009-10006) = 32.689254245559496 | finite: True\n", " -> berechne l0(x_k)\n", "CHECK 957_niv_10012_10014 -> nicht im Beobachtungsvektor (Niv aktuell entfernt) -> skip\n", "NH10012 = 4.02169629\n", "NH10014 = 4.01959247\n", "None\n", "None\n", "None\n", " -> löse Ausgleichung\n", "\n", "TOP |dl| (Iteration 9 ):\n", " 2888 950_ZW_61_10046_812 dl = -0.08511550121092948\n", " 2885 947_ZW_61_10046_812 dl = -0.0850990863893144\n", " 2882 944_ZW_61_10046_812 dl = -0.08508919037245577\n", " 2995 8_gnssbx_0656_10026 dl = 0.06716393094659168\n", " 3101 8_gnssbz_0656_10026 dl = 0.06609376628249919\n", " 3019 32_gnssbx_1675_10026 dl = 0.059707417189201806\n", " 3125 32_gnssbz_1675_10026 dl = 0.057294847756566014\n", " 3034 47_gnssbx_GNA2_10026 dl = 0.05336972735312884\n", " 3027 40_gnssbx_ESTE_10026 dl = 0.05244758248591097\n", " 3013 26_gnssbx_0995_10026 dl = 0.05055049510599474\n", " 3140 47_gnssbz_GNA2_10026 dl = 0.05047727205965202\n", " 3133 40_gnssbz_ESTE_10026 dl = 0.049839246361443656\n", " 3247 1150_niv_812_10048 dl = 0.049447199999999636\n", " 3200 1103_niv_10048_812 dl = -0.049422199999999625\n", " 2988 1_gnssbx_0645_10026 dl = 0.04940221871061112\n", " 3110 17_gnssbz_0656_10026 dl = 0.049093766282496176\n", " 3094 1_gnssbz_0645_10026 dl = 0.048631690631737\n", " 3119 26_gnssbz_0995_10026 dl = 0.04689934380348859\n", " 3194 1097_niv_10043_10052 dl = 0.04462538999999929\n", " 3187 1090_niv_10052_10043 dl = -0.04446538999999929\n", " 3319 lA_Z1675 dl = -0.042773179709911346\n", " 890 944_SD_61_10046_812 dl = 0.03849653910192963\n", " 2959 1021_ZW_71_10007_FH13 dl = 0.03809169777704602\n", " 2963 1025_ZW_71_10007_FH13 dl = 0.03809106945851526\n", " 2961 1023_ZW_71_10007_FH13 dl = 0.03809106945851526\n", " 893 947_SD_61_10046_812 dl = 0.037996539101929905\n", " 896 950_SD_61_10046_812 dl = 0.037996539101929905\n", " 3103 10_gnssbz_0656_10028 dl = 0.03772211471647324\n", " 3320 lA_ZESTE dl = -0.03671757783740759\n", " 3240 1143_niv_10040_FH4 dl = -0.036716029999999567\n", "N[j,j] = 18870119.47647231\n", "sum|N[j,:]| = 560282705.5862863\n", "cond(N) = 59009149.50861094\n", "rank(N) = 297 / n_unknown = 297\n", "cond(A) = 49.84593625820937\n", " -> max|dx_xyz| [m] = 6.962697067957471e-05\n", " -> update x\n", "IDX X812 177\n", "IDX Y812 178\n", "IDX Z812 179\n", "PRE X812 3794850.708734763 dx -2.01800535213167e-05 new 3794850.708714583\n", "PRE Y812 547011.145635348 dx -2.9087731479805797e-06 new 547011.1456324393\n", "PRE Z812 5080075.032835518 dx -6.956876072145819e-05 new 5080075.032765949\n", "\n", "============================================================\n", "ITERATION 10\n", " -> berechne A(x_k)\n", "X812 j= 177 nnz= 37 maxabs= 0.8053415880110851\n", " 898 952_SD_62_10048_812 A= 0.8053415880110851\n", " 902 956_SD_62_10048_812 A= 0.8053415880110851\n", " 906 960_SD_62_10048_812 A= 0.8053415880110851\n", " 896 950_SD_61_10046_812 A= 0.7940122367384048\n", " 890 944_SD_61_10046_812 A= 0.7940122367384048\n", " 893 947_SD_61_10046_812 A= 0.7940122367384048\n", " 881 935_SD_60_10047_812 A= 0.7883813989365442\n", " 885 939_SD_60_10047_812 A= 0.7883813989365442\n", " 877 931_SD_60_10047_812 A= 0.7883813989365442\n", " 3182 1085_niv_10047_812 A= 0.5936974447609451\n", " 3200 1103_niv_10048_812 A= 0.5936974447609451\n", " 3147 1050_niv_812_10047 A= -0.5936974447609451\n", " 3278 1181_niv_10045_812 A= 0.5936974447609451\n", " 3279 1182_niv_812_816 A= -0.5936974447609451\n", " 3249 1152_niv_816_812 A= 0.5936974447609451\n", "Y812 j= 178 nnz= 37 maxabs= 0.3913635275319149\n", " 896 950_SD_61_10046_812 A= -0.3913635275319149\n", " 893 947_SD_61_10046_812 A= -0.3913635275319149\n", " 890 944_SD_61_10046_812 A= -0.3913635275319149\n", " 885 939_SD_60_10047_812 A= -0.29730229604007063\n", " 881 935_SD_60_10047_812 A= -0.29730229604007063\n", " 877 931_SD_60_10047_812 A= -0.29730229604007063\n", " 1889 947_R_61_10046_812 A= -0.17570628225884896\n", " 1892 950_R_61_10046_812 A= -0.17570628225884896\n", " 1886 944_R_61_10046_812 A= -0.17570628225884896\n", " 898 952_SD_62_10048_812 A= -0.11441592080942582\n", " 902 956_SD_62_10048_812 A= -0.11441592080942582\n", " 906 960_SD_62_10048_812 A= -0.11441592080942582\n", " 3182 1085_niv_10047_812 A= 0.08557889212135594\n", " 3279 1182_niv_812_816 A= -0.08557889212135594\n", " 3249 1152_niv_816_812 A= 0.08557889212135594\n", "Z812 j= 179 nnz= 37 maxabs= 0.8001247385924308\n", " 3278 1181_niv_10045_812 A= 0.8001247385924308\n", " 3279 1182_niv_812_816 A= -0.8001247385924308\n", " 3249 1152_niv_816_812 A= 0.8001247385924308\n", " 3250 1153_niv_812_10045 A= -0.8001247385924308\n", " 3246 1149_niv_FH3_812 A= 0.8001247385924308\n", " 3247 1150_niv_812_10048 A= -0.8001247385924308\n", " 3200 1103_niv_10048_812 A= 0.8001247385924308\n", " 3201 1104_niv_812_FH3 A= -0.8001247385924308\n", " 3182 1085_niv_10047_812 A= 0.8001247385924308\n", " 3147 1050_niv_812_10047 A= -0.8001247385924308\n", " 898 952_SD_62_10048_812 A= -0.5816647863547483\n", " 906 960_SD_62_10048_812 A= -0.5816647863547483\n", " 902 956_SD_62_10048_812 A= -0.5816647863547483\n", " 877 931_SD_60_10047_812 A= -0.5385778630617488\n", " 885 939_SD_60_10047_812 A= -0.5385778630617488\n", "lA-check (erste 10):\n", "('lA_X0645', 279, 'X0645', 1.0)\n", "('lA_X0656', 280, 'X0656', 1.0)\n", "('lA_X0995', 281, 'X0995', 1.0)\n", "('lA_X1675', 282, 'X1675', 1.0)\n", "('lA_XESTE', 283, 'XESTE', 1.0)\n", "('lA_XGNA2', 284, 'XGNA2', 1.0)\n", "('lA_Y0645', 285, 'Y0645', 1.0)\n", "('lA_Y0656', 286, 'Y0656', 1.0)\n", "('lA_Y0995', 287, 'Y0995', 1.0)\n", "('lA_Y1675', 288, 'Y1675', 1.0)\n", "X10009 = 3794767.4488709946 | finite: True\n", "Y10009 = 546740.0735499497 | finite: True\n", "Z10009 = 5080165.943292536 | finite: True\n", "X10006 = 3794766.3268785407 | finite: True\n", "Y10006 = 546707.622929149 | finite: True\n", "Z10006 = 5080169.722933488 | finite: True\n", "s0(10009-10006) = 32.68925424579063 | finite: True\n", " -> berechne l0(x_k)\n", "CHECK 957_niv_10012_10014 -> nicht im Beobachtungsvektor (Niv aktuell entfernt) -> skip\n", "NH10012 = 4.02162842\n", "NH10014 = 4.0195246\n", "None\n", "None\n", "None\n", " -> löse Ausgleichung\n", "\n", "TOP |dl| (Iteration 10 ):\n", " 2888 950_ZW_61_10046_812 dl = -0.08511549961727938\n", " 2885 947_ZW_61_10046_812 dl = -0.0850990847956643\n", " 2882 944_ZW_61_10046_812 dl = -0.08508918877880567\n", " 2995 8_gnssbx_0656_10026 dl = 0.06716393560320455\n", " 3101 8_gnssbz_0656_10026 dl = 0.06609376628249919\n", " 3019 32_gnssbx_1675_10026 dl = 0.0597074358156533\n", " 3125 32_gnssbz_1675_10026 dl = 0.05729486917698523\n", " 3034 47_gnssbx_GNA2_10026 dl = 0.0533697506361932\n", " 3027 40_gnssbx_ESTE_10026 dl = 0.05244760390633019\n", " 3013 26_gnssbx_0995_10026 dl = 0.05055053468720416\n", " 3140 47_gnssbz_GNA2_10026 dl = 0.05047729906800669\n", " 3133 40_gnssbz_ESTE_10026 dl = 0.049839270575830596\n", " 3247 1150_niv_812_10048 dl = 0.04944720000000008\n", " 3200 1103_niv_10048_812 dl = -0.04942220000000007\n", " 2988 1_gnssbx_0645_10026 dl = 0.04940225177256252\n", " 3110 17_gnssbz_0656_10026 dl = 0.049093766282496176\n", " 3094 1_gnssbz_0645_10026 dl = 0.048631733472575434\n", " 3119 26_gnssbz_0995_10026 dl = 0.046899393163585046\n", " 3194 1097_niv_10043_10052 dl = 0.04462539000000018\n", " 3187 1090_niv_10052_10043 dl = -0.04446539000000018\n", " 3319 lA_Z1675 dl = -0.04270364809781313\n", " 890 944_SD_61_10046_812 dl = 0.038496538340680786\n", " 2959 1021_ZW_71_10007_FH13 dl = 0.03809169945952595\n", " 2963 1025_ZW_71_10007_FH13 dl = 0.03809107114099519\n", " 2961 1023_ZW_71_10007_FH13 dl = 0.03809107114099519\n", " 893 947_SD_61_10046_812 dl = 0.03799653834068106\n", " 896 950_SD_61_10046_812 dl = 0.03799653834068106\n", " 3103 10_gnssbz_0656_10028 dl = 0.037722135205569884\n", " 3240 1143_niv_10040_FH4 dl = -0.036716030000000455\n", " 3207 1110_niv_FH4_10040 dl = 0.03668103000000045\n", "N[j,j] = 18870119.476095118\n", "sum|N[j,:]| = 560282705.5831224\n", "cond(N) = 59009149.50435931\n", "rank(N) = 297 / n_unknown = 297\n", "cond(A) = 49.845936258359835\n", " -> max|dx_xyz| [m] = 6.943619899251321e-05\n", " -> update x\n", "IDX X812 177\n", "IDX Y812 178\n", "IDX Z812 179\n", "PRE X812 3794850.708714583 dx -2.0131621641331633e-05 new 3794850.7086944515\n", "PRE Y812 547011.1456324393 dx -2.9014920201074063e-06 new 547011.1456295378\n", "PRE Z812 5080075.032765949 dx -6.938839223401257e-05 new 5080075.032696561\n", "\n", "============================================================\n", "ITERATION 11\n", " -> berechne A(x_k)\n", "X812 j= 177 nnz= 37 maxabs= 0.8053415880083248\n", " 898 952_SD_62_10048_812 A= 0.8053415880083248\n", " 902 956_SD_62_10048_812 A= 0.8053415880083248\n", " 906 960_SD_62_10048_812 A= 0.8053415880083248\n", " 896 950_SD_61_10046_812 A= 0.7940122370563932\n", " 890 944_SD_61_10046_812 A= 0.7940122370563932\n", " 893 947_SD_61_10046_812 A= 0.7940122370563932\n", " 881 935_SD_60_10047_812 A= 0.7883813987387372\n", " 885 939_SD_60_10047_812 A= 0.7883813987387372\n", " 877 931_SD_60_10047_812 A= 0.7883813987387372\n", " 3182 1085_niv_10047_812 A= 0.5936974447640933\n", " 3200 1103_niv_10048_812 A= 0.5936974447640933\n", " 3147 1050_niv_812_10047 A= -0.5936974447640933\n", " 3278 1181_niv_10045_812 A= 0.5936974447640933\n", " 3279 1182_niv_812_816 A= -0.5936974447640933\n", " 3249 1152_niv_816_812 A= 0.5936974447640933\n", "Y812 j= 178 nnz= 37 maxabs= 0.39136352748945363\n", " 896 950_SD_61_10046_812 A= -0.39136352748945363\n", " 893 947_SD_61_10046_812 A= -0.39136352748945363\n", " 890 944_SD_61_10046_812 A= -0.39136352748945363\n", " 885 939_SD_60_10047_812 A= -0.2973022960639445\n", " 881 935_SD_60_10047_812 A= -0.2973022960639445\n", " 877 931_SD_60_10047_812 A= -0.2973022960639445\n", " 1889 947_R_61_10046_812 A= -0.17570628227476612\n", " 1892 950_R_61_10046_812 A= -0.17570628227476612\n", " 1886 944_R_61_10046_812 A= -0.17570628227476612\n", " 898 952_SD_62_10048_812 A= -0.11441592080579815\n", " 902 956_SD_62_10048_812 A= -0.11441592080579815\n", " 906 960_SD_62_10048_812 A= -0.11441592080579815\n", " 3182 1085_niv_10047_812 A= 0.08557889212180979\n", " 3279 1182_niv_812_816 A= -0.08557889212180979\n", " 3249 1152_niv_816_812 A= 0.08557889212180979\n", "Z812 j= 179 nnz= 37 maxabs= 0.8001247385900464\n", " 3278 1181_niv_10045_812 A= 0.8001247385900464\n", " 3279 1182_niv_812_816 A= -0.8001247385900464\n", " 3249 1152_niv_816_812 A= 0.8001247385900464\n", " 3250 1153_niv_812_10045 A= -0.8001247385900464\n", " 3246 1149_niv_FH3_812 A= 0.8001247385900464\n", " 3247 1150_niv_812_10048 A= -0.8001247385900464\n", " 3200 1103_niv_10048_812 A= 0.8001247385900464\n", " 3201 1104_niv_812_FH3 A= -0.8001247385900464\n", " 3182 1085_niv_10047_812 A= 0.8001247385900464\n", " 3147 1050_niv_812_10047 A= -0.8001247385900464\n", " 898 952_SD_62_10048_812 A= -0.5816647863592834\n", " 906 960_SD_62_10048_812 A= -0.5816647863592834\n", " 902 956_SD_62_10048_812 A= -0.5816647863592834\n", " 877 931_SD_60_10047_812 A= -0.5385778633381239\n", " 885 939_SD_60_10047_812 A= -0.5385778633381239\n", "lA-check (erste 10):\n", "('lA_X0645', 279, 'X0645', 1.0)\n", "('lA_X0656', 280, 'X0656', 1.0)\n", "('lA_X0995', 281, 'X0995', 1.0)\n", "('lA_X1675', 282, 'X1675', 1.0)\n", "('lA_XESTE', 283, 'XESTE', 1.0)\n", "('lA_XGNA2', 284, 'XGNA2', 1.0)\n", "('lA_Y0645', 285, 'Y0645', 1.0)\n", "('lA_Y0656', 286, 'Y0656', 1.0)\n", "('lA_Y0995', 287, 'Y0995', 1.0)\n", "('lA_Y1675', 288, 'Y1675', 1.0)\n", "X10009 = 3794767.4488508715 | finite: True\n", "Y10009 = 546740.0735470495 | finite: True\n", "Z10009 = 5080165.943223162 | finite: True\n", "X10006 = 3794766.326858423 | finite: True\n", "Y10006 = 546707.6229262496 | finite: True\n", "Z10006 = 5080169.72286412 | finite: True\n", "s0(10009-10006) = 32.68925424554365 | finite: True\n", " -> berechne l0(x_k)\n", "CHECK 957_niv_10012_10014 -> nicht im Beobachtungsvektor (Niv aktuell entfernt) -> skip\n", "NH10012 = 4.02156072\n", "NH10014 = 4.0194569\n", "None\n", "None\n", "None\n", " -> löse Ausgleichung\n", "\n", "TOP |dl| (Iteration 11 ):\n", " 2888 950_ZW_61_10046_812 dl = -0.08511549901440807\n", " 2885 947_ZW_61_10046_812 dl = -0.085099084192793\n", " 2882 944_ZW_61_10046_812 dl = -0.08508918817593436\n", " 2995 8_gnssbx_0656_10026 dl = 0.06716394072547871\n", " 3101 8_gnssbz_0656_10026 dl = 0.06609376721382176\n", " 3019 32_gnssbx_1675_10026 dl = 0.05970745583908865\n", " 3125 32_gnssbz_1675_10026 dl = 0.05729489152872702\n", " 3034 47_gnssbx_GNA2_10026 dl = 0.05336977485058014\n", " 3027 40_gnssbx_ESTE_10026 dl = 0.05244762625807198\n", " 3013 26_gnssbx_0995_10026 dl = 0.050550575665397446\n", " 3140 47_gnssbz_GNA2_10026 dl = 0.050477327007683925\n", " 3133 40_gnssbz_ESTE_10026 dl = 0.049839294790217537\n", " 3247 1150_niv_812_10048 dl = 0.049447199999999636\n", " 3200 1103_niv_10048_812 dl = -0.049422199999999625\n", " 2988 1_gnssbx_0645_10026 dl = 0.04940228623149778\n", " 3110 17_gnssbz_0656_10026 dl = 0.04909376721381875\n", " 3094 1_gnssbz_0645_10026 dl = 0.048631778176059015\n", " 3119 26_gnssbz_0995_10026 dl = 0.046899443455004075\n", " 3194 1097_niv_10043_10052 dl = 0.04462539000000018\n", " 3187 1090_niv_10052_10043 dl = -0.04446539000000018\n", " 3319 lA_Z1675 dl = -0.04263430368155241\n", " 890 944_SD_61_10046_812 dl = 0.03849653866779956\n", " 2959 1021_ZW_71_10007_FH13 dl = 0.038091698978392374\n", " 2963 1025_ZW_71_10007_FH13 dl = 0.038091070659861614\n", " 2961 1023_ZW_71_10007_FH13 dl = 0.038091070659861614\n", " 893 947_SD_61_10046_812 dl = 0.03799653866779984\n", " 896 950_SD_61_10046_812 dl = 0.03799653866779984\n", " 3103 10_gnssbz_0656_10028 dl = 0.037722157557311675\n", " 3240 1143_niv_10040_FH4 dl = -0.036716020000000515\n", " 3207 1110_niv_FH4_10040 dl = 0.03668102000000051\n", "N[j,j] = 18870119.477146078\n", "sum|N[j,:]| = 560282705.5922406\n", "cond(N) = 59009149.5371906\n", "rank(N) = 297 / n_unknown = 297\n", "cond(A) = 49.84593625901762\n", " -> max|dx_xyz| [m] = 6.924471817670213e-05\n", " -> update x\n", "IDX X812 177\n", "IDX Y812 178\n", "IDX Z812 179\n", "PRE X812 3794850.7086944515 dx -2.007326313168187e-05 new 3794850.708674378\n", "PRE Y812 547011.1456295378 dx -2.893130670425941e-06 new 547011.1456266446\n", "PRE Z812 5080075.032696561 dx -6.919401410202258e-05 new 5080075.0326273665\n", "\n", "============================================================\n", "ITERATION 12\n", " -> berechne A(x_k)\n", "X812 j= 177 nnz= 37 maxabs= 0.8053415879852419\n", " 898 952_SD_62_10048_812 A= 0.8053415879852419\n", " 902 956_SD_62_10048_812 A= 0.8053415879852419\n", " 906 960_SD_62_10048_812 A= 0.8053415879852419\n", " 896 950_SD_61_10046_812 A= 0.7940122375864086\n", " 890 944_SD_61_10046_812 A= 0.7940122375864086\n", " 893 947_SD_61_10046_812 A= 0.7940122375864086\n", " 881 935_SD_60_10047_812 A= 0.7883813987951801\n", " 885 939_SD_60_10047_812 A= 0.7883813987951801\n", " 877 931_SD_60_10047_812 A= 0.7883813987951801\n", " 3182 1085_niv_10047_812 A= 0.5936974447672327\n", " 3200 1103_niv_10048_812 A= 0.5936974447672327\n", " 3147 1050_niv_812_10047 A= -0.5936974447672327\n", " 3278 1181_niv_10045_812 A= 0.5936974447672327\n", " 3279 1182_niv_812_816 A= -0.5936974447672327\n", " 3249 1152_niv_816_812 A= 0.5936974447672327\n", "Y812 j= 178 nnz= 37 maxabs= 0.391363527330594\n", " 896 950_SD_61_10046_812 A= -0.391363527330594\n", " 893 947_SD_61_10046_812 A= -0.391363527330594\n", " 890 944_SD_61_10046_812 A= -0.391363527330594\n", " 885 939_SD_60_10047_812 A= -0.29730229605402747\n", " 881 935_SD_60_10047_812 A= -0.29730229605402747\n", " 877 931_SD_60_10047_812 A= -0.29730229605402747\n", " 1889 947_R_61_10046_812 A= -0.17570628226902932\n", " 1892 950_R_61_10046_812 A= -0.17570628226902932\n", " 1886 944_R_61_10046_812 A= -0.17570628226902932\n", " 898 952_SD_62_10048_812 A= -0.11441592080282736\n", " 902 956_SD_62_10048_812 A= -0.11441592080282736\n", " 906 960_SD_62_10048_812 A= -0.11441592080282736\n", " 3182 1085_niv_10047_812 A= 0.08557889212226237\n", " 3279 1182_niv_812_816 A= -0.08557889212226237\n", " 3249 1152_niv_816_812 A= 0.08557889212226237\n", "Z812 j= 179 nnz= 37 maxabs= 0.8001247385876685\n", " 3278 1181_niv_10045_812 A= 0.8001247385876685\n", " 3279 1182_niv_812_816 A= -0.8001247385876685\n", " 3249 1152_niv_816_812 A= 0.8001247385876685\n", " 3250 1153_niv_812_10045 A= -0.8001247385876685\n", " 3246 1149_niv_FH3_812 A= 0.8001247385876685\n", " 3247 1150_niv_812_10048 A= -0.8001247385876685\n", " 3200 1103_niv_10048_812 A= 0.8001247385876685\n", " 3201 1104_niv_812_FH3 A= -0.8001247385876685\n", " 3182 1085_niv_10047_812 A= 0.8001247385876685\n", " 3147 1050_niv_812_10047 A= -0.8001247385876685\n", " 898 952_SD_62_10048_812 A= -0.5816647863918273\n", " 906 960_SD_62_10048_812 A= -0.5816647863918273\n", " 902 956_SD_62_10048_812 A= -0.5816647863918273\n", " 877 931_SD_60_10047_812 A= -0.538577863260976\n", " 885 939_SD_60_10047_812 A= -0.538577863260976\n", "lA-check (erste 10):\n", "('lA_X0645', 279, 'X0645', 1.0)\n", "('lA_X0656', 280, 'X0656', 1.0)\n", "('lA_X0995', 281, 'X0995', 1.0)\n", "('lA_X1675', 282, 'X1675', 1.0)\n", "('lA_XESTE', 283, 'XESTE', 1.0)\n", "('lA_XGNA2', 284, 'XGNA2', 1.0)\n", "('lA_Y0645', 285, 'Y0645', 1.0)\n", "('lA_Y0656', 286, 'Y0656', 1.0)\n", "('lA_Y0995', 287, 'Y0995', 1.0)\n", "('lA_Y1675', 288, 'Y1675', 1.0)\n", "X10009 = 3794767.4488308127 | finite: True\n", "Y10009 = 546740.0735441586 | finite: True\n", "Z10009 = 5080165.9431539895 | finite: True\n", "X10006 = 3794766.3268383597 | finite: True\n", "Y10006 = 546707.6229233578 | finite: True\n", "Z10006 = 5080169.722794941 | finite: True\n", "s0(10009-10006) = 32.68925424576654 | finite: True\n", " -> berechne l0(x_k)\n", "CHECK 957_niv_10012_10014 -> nicht im Beobachtungsvektor (Niv aktuell entfernt) -> skip\n", "NH10012 = 4.02149321\n", "NH10014 = 4.0193894\n", "None\n", "None\n", "None\n", " -> löse Ausgleichung\n", "\n", "TOP |dl| (Iteration 12 ):\n", " 2888 950_ZW_61_10046_812 dl = -0.08511549806372942\n", " 2885 947_ZW_61_10046_812 dl = -0.08509908324211435\n", " 2882 944_ZW_61_10046_812 dl = -0.08508918722525571\n", " 2995 8_gnssbx_0656_10026 dl = 0.0671639486417206\n", " 3101 8_gnssbz_0656_10026 dl = 0.06609377093911206\n", " 3019 32_gnssbx_1675_10026 dl = 0.05970747819083044\n", " 3125 32_gnssbz_1675_10026 dl = 0.057294916674436536\n", " 3034 47_gnssbx_GNA2_10026 dl = 0.053369802324596094\n", " 3027 40_gnssbx_ESTE_10026 dl = 0.052447650938120205\n", " 3013 26_gnssbx_0995_10026 dl = 0.05055061990321974\n", " 3140 47_gnssbz_GNA2_10026 dl = 0.05047735867265146\n", " 3133 40_gnssbz_ESTE_10026 dl = 0.04983932366121735\n", " 3247 1150_niv_812_10048 dl = 0.04944720000000008\n", " 3200 1103_niv_10048_812 dl = -0.04942220000000007\n", " 2988 1_gnssbx_0645_10026 dl = 0.04940232255307819\n", " 3110 17_gnssbz_0656_10026 dl = 0.04909377093910905\n", " 3094 1_gnssbz_0645_10026 dl = 0.048631824742187746\n", " 3119 26_gnssbz_0995_10026 dl = 0.0468994974717134\n", " 3194 1097_niv_10043_10052 dl = 0.04462539000000018\n", " 3187 1090_niv_10052_10043 dl = -0.04446539000000018\n", " 3319 lA_Z1675 dl = -0.04256514925509691\n", " 890 944_SD_61_10046_812 dl = 0.038496538040294404\n", " 2959 1021_ZW_71_10007_FH13 dl = 0.038091698563020415\n", " 2963 1025_ZW_71_10007_FH13 dl = 0.038091070244489655\n", " 2961 1023_ZW_71_10007_FH13 dl = 0.038091070244489655\n", " 893 947_SD_61_10046_812 dl = 0.03799653804029468\n", " 896 950_SD_61_10046_812 dl = 0.03799653804029468\n", " 3103 10_gnssbz_0656_10028 dl = 0.03772217897773089\n", " 3240 1143_niv_10040_FH4 dl = -0.036716020000000515\n", " 3207 1110_niv_FH4_10040 dl = 0.03668102000000051\n", "N[j,j] = 18870119.476674054\n", "sum|N[j,:]| = 560282705.5897778\n", "cond(N) = 59009149.503296226\n", "rank(N) = 297 / n_unknown = 297\n", "cond(A) = 49.84593625989859\n", " -> max|dx_xyz| [m] = 6.905297997792719e-05\n", " -> update x\n", "IDX X812 177\n", "IDX Y812 178\n", "IDX Z812 179\n", "PRE X812 3794850.708674378 dx -2.001680005076855e-05 new 3794850.7086543613\n", "PRE Y812 547011.1456266446 dx -2.884912594543827e-06 new 547011.1456237597\n", "PRE Z812 5080075.0326273665 dx -6.899922238929763e-05 new 5080075.032558368\n", "\n", "============================================================\n", "ITERATION 13\n", " -> berechne A(x_k)\n", "X812 j= 177 nnz= 37 maxabs= 0.8053415879640662\n", " 898 952_SD_62_10048_812 A= 0.8053415879640662\n", " 902 956_SD_62_10048_812 A= 0.8053415879640662\n", " 906 960_SD_62_10048_812 A= 0.8053415879640662\n", " 896 950_SD_61_10046_812 A= 0.79401223752035\n", " 890 944_SD_61_10046_812 A= 0.79401223752035\n", " 893 947_SD_61_10046_812 A= 0.79401223752035\n", " 881 935_SD_60_10047_812 A= 0.7883813989008271\n", " 885 939_SD_60_10047_812 A= 0.7883813989008271\n", " 877 931_SD_60_10047_812 A= 0.7883813989008271\n", " 3182 1085_niv_10047_812 A= 0.5936974447703632\n", " 3200 1103_niv_10048_812 A= 0.5936974447703632\n", " 3147 1050_niv_812_10047 A= -0.5936974447703632\n", " 3278 1181_niv_10045_812 A= 0.5936974447703632\n", " 3279 1182_niv_812_816 A= -0.5936974447703632\n", " 3249 1152_niv_816_812 A= 0.5936974447703632\n", "Y812 j= 178 nnz= 37 maxabs= 0.3913635273861421\n", " 896 950_SD_61_10046_812 A= -0.3913635273861421\n", " 893 947_SD_61_10046_812 A= -0.3913635273861421\n", " 890 944_SD_61_10046_812 A= -0.3913635273861421\n", " 885 939_SD_60_10047_812 A= -0.2973022960386766\n", " 881 935_SD_60_10047_812 A= -0.2973022960386766\n", " 877 931_SD_60_10047_812 A= -0.2973022960386766\n", " 1889 947_R_61_10046_812 A= -0.17570628228908716\n", " 1892 950_R_61_10046_812 A= -0.17570628228908716\n", " 1886 944_R_61_10046_812 A= -0.17570628228908716\n", " 898 952_SD_62_10048_812 A= -0.11441592080495593\n", " 902 956_SD_62_10048_812 A= -0.11441592080495593\n", " 906 960_SD_62_10048_812 A= -0.11441592080495593\n", " 3182 1085_niv_10047_812 A= 0.08557889212271368\n", " 3279 1182_niv_812_816 A= -0.08557889212271368\n", " 3249 1152_niv_816_812 A= 0.08557889212271368\n", "Z812 j= 179 nnz= 37 maxabs= 0.8001247385852973\n", " 3278 1181_niv_10045_812 A= 0.8001247385852973\n", " 3279 1182_niv_812_816 A= -0.8001247385852973\n", " 3249 1152_niv_816_812 A= 0.8001247385852973\n", " 3250 1153_niv_812_10045 A= -0.8001247385852973\n", " 3246 1149_niv_FH3_812 A= 0.8001247385852973\n", " 3247 1150_niv_812_10048 A= -0.8001247385852973\n", " 3200 1103_niv_10048_812 A= 0.8001247385852973\n", " 3201 1104_niv_812_FH3 A= -0.8001247385852973\n", " 3182 1085_niv_10047_812 A= 0.8001247385852973\n", " 3147 1050_niv_812_10047 A= -0.8001247385852973\n", " 898 952_SD_62_10048_812 A= -0.5816647864207274\n", " 906 960_SD_62_10048_812 A= -0.5816647864207274\n", " 902 956_SD_62_10048_812 A= -0.5816647864207274\n", " 877 931_SD_60_10047_812 A= -0.5385778631148017\n", " 885 939_SD_60_10047_812 A= -0.5385778631148017\n", "lA-check (erste 10):\n", "('lA_X0645', 279, 'X0645', 1.0)\n", "('lA_X0656', 280, 'X0656', 1.0)\n", "('lA_X0995', 281, 'X0995', 1.0)\n", "('lA_X1675', 282, 'X1675', 1.0)\n", "('lA_XESTE', 283, 'XESTE', 1.0)\n", "('lA_XGNA2', 284, 'XGNA2', 1.0)\n", "('lA_Y0645', 285, 'Y0645', 1.0)\n", "('lA_Y0656', 286, 'Y0656', 1.0)\n", "('lA_Y0995', 287, 'Y0995', 1.0)\n", "('lA_Y1675', 288, 'Y1675', 1.0)\n", "X10009 = 3794767.448810804 | finite: True\n", "Y10009 = 546740.073541275 | finite: True\n", "Z10009 = 5080165.943085005 | finite: True\n", "X10006 = 3794766.3268183516 | finite: True\n", "Y10006 = 546707.6229204742 | finite: True\n", "Z10006 = 5080169.722725956 | finite: True\n", "s0(10009-10006) = 32.68925424575056 | finite: True\n", " -> berechne l0(x_k)\n", "CHECK 957_niv_10012_10014 -> nicht im Beobachtungsvektor (Niv aktuell entfernt) -> skip\n", "NH10012 = 4.02142589\n", "NH10014 = 4.01932209\n", "None\n", "None\n", "None\n", " -> löse Ausgleichung\n", "\n", "TOP |dl| (Iteration 13 ):\n", " 2888 950_ZW_61_10046_812 dl = -0.085115498157319\n", " 2885 947_ZW_61_10046_812 dl = -0.08509908333570393\n", " 2882 944_ZW_61_10046_812 dl = -0.0850891873188453\n", " 2995 8_gnssbx_0656_10026 dl = 0.06716395236701089\n", " 3101 8_gnssbz_0656_10026 dl = 0.06609377093911206\n", " 3019 32_gnssbx_1675_10026 dl = 0.05970749588595936\n", " 3125 32_gnssbz_1675_10026 dl = 0.05729493716353318\n", " 3034 47_gnssbx_GNA2_10026 dl = 0.0533698242106766\n", " 3027 40_gnssbx_ESTE_10026 dl = 0.05244767049589427\n", " 3013 26_gnssbx_0995_10026 dl = 0.05055065948442916\n", " 3140 47_gnssbz_GNA2_10026 dl = 0.05047738474968355\n", " 3133 40_gnssbz_ESTE_10026 dl = 0.04983934601295914\n", " 3247 1150_niv_812_10048 dl = 0.04944720000000008\n", " 3200 1103_niv_10048_812 dl = -0.04942220000000007\n", " 2988 1_gnssbx_0645_10026 dl = 0.04940235421804573\n", " 3110 17_gnssbz_0656_10026 dl = 0.04909377093910905\n", " 3094 1_gnssbz_0645_10026 dl = 0.04863186758302618\n", " 3119 26_gnssbz_0995_10026 dl = 0.04689954776313243\n", " 3194 1097_niv_10043_10052 dl = 0.04462539000000018\n", " 3187 1090_niv_10052_10043 dl = -0.04446539000000018\n", " 3319 lA_Z1675 dl = -0.042496188543736935\n", " 890 944_SD_61_10046_812 dl = 0.03849653877977577\n", " 2959 1021_ZW_71_10007_FH13 dl = 0.0380916982677435\n", " 2963 1025_ZW_71_10007_FH13 dl = 0.03809106994921274\n", " 2961 1023_ZW_71_10007_FH13 dl = 0.03809106994921274\n", " 893 947_SD_61_10046_812 dl = 0.037996538779776046\n", " 896 950_SD_61_10046_812 dl = 0.037996538779776046\n", " 3103 10_gnssbz_0656_10028 dl = 0.03772220319211783\n", " 3240 1143_niv_10040_FH4 dl = -0.03671601999999963\n", " 3207 1110_niv_FH4_10040 dl = 0.03668101999999962\n", "N[j,j] = 18870119.478113953\n", "sum|N[j,:]| = 560282705.6028979\n", "cond(N) = 59009149.503290996\n", "rank(N) = 297 / n_unknown = 297\n", "cond(A) = 49.84593626022633\n", " -> max|dx_xyz| [m] = 6.886395707735257e-05\n", " -> update x\n", "IDX X812 177\n", "IDX Y812 178\n", "IDX Z812 179\n", "PRE X812 3794850.7086543613 dx -1.996284352151171e-05 new 3794850.7086343984\n", "PRE Y812 547011.1456237597 dx -2.877249562792806e-06 new 547011.1456208825\n", "PRE Z812 5080075.032558368 dx -6.881484793468114e-05 new 5080075.032489553\n", "\n", "============================================================\n", "ITERATION 14\n", " -> berechne A(x_k)\n", "X812 j= 177 nnz= 37 maxabs= 0.8053415879289211\n", " 898 952_SD_62_10048_812 A= 0.8053415879289211\n", " 902 956_SD_62_10048_812 A= 0.8053415879289211\n", " 906 960_SD_62_10048_812 A= 0.8053415879289211\n", " 896 950_SD_61_10046_812 A= 0.7940122378713677\n", " 890 944_SD_61_10046_812 A= 0.7940122378713677\n", " 893 947_SD_61_10046_812 A= 0.7940122378713677\n", " 881 935_SD_60_10047_812 A= 0.7883813988220237\n", " 885 939_SD_60_10047_812 A= 0.7883813988220237\n", " 877 931_SD_60_10047_812 A= 0.7883813988220237\n", " 3182 1085_niv_10047_812 A= 0.5936974447734855\n", " 3200 1103_niv_10048_812 A= 0.5936974447734855\n", " 3147 1050_niv_812_10047 A= -0.5936974447734855\n", " 3278 1181_niv_10045_812 A= 0.5936974447734855\n", " 3279 1182_niv_812_816 A= -0.5936974447734855\n", " 3249 1152_niv_816_812 A= 0.5936974447734855\n", "Y812 j= 178 nnz= 37 maxabs= 0.39136352731590673\n", " 896 950_SD_61_10046_812 A= -0.39136352731590673\n", " 893 947_SD_61_10046_812 A= -0.39136352731590673\n", " 890 944_SD_61_10046_812 A= -0.39136352731590673\n", " 885 939_SD_60_10047_812 A= -0.2973022960425924\n", " 881 935_SD_60_10047_812 A= -0.2973022960425924\n", " 877 931_SD_60_10047_812 A= -0.2973022960425924\n", " 1889 947_R_61_10046_812 A= -0.17570628229497384\n", " 1892 950_R_61_10046_812 A= -0.17570628229497384\n", " 1886 944_R_61_10046_812 A= -0.17570628229497384\n", " 898 952_SD_62_10048_812 A= -0.11441592080607545\n", " 902 956_SD_62_10048_812 A= -0.11441592080607545\n", " 906 960_SD_62_10048_812 A= -0.11441592080607545\n", " 3182 1085_niv_10047_812 A= 0.0855788921231638\n", " 3279 1182_niv_812_816 A= -0.0855788921231638\n", " 3249 1152_niv_816_812 A= 0.0855788921231638\n", "Z812 j= 179 nnz= 37 maxabs= 0.8001247385829324\n", " 3278 1181_niv_10045_812 A= 0.8001247385829324\n", " 3279 1182_niv_812_816 A= -0.8001247385829324\n", " 3249 1152_niv_816_812 A= 0.8001247385829324\n", " 3250 1153_niv_812_10045 A= -0.8001247385829324\n", " 3246 1149_niv_FH3_812 A= 0.8001247385829324\n", " 3247 1150_niv_812_10048 A= -0.8001247385829324\n", " 3200 1103_niv_10048_812 A= 0.8001247385829324\n", " 3201 1104_niv_812_FH3 A= -0.8001247385829324\n", " 3182 1085_niv_10047_812 A= 0.8001247385829324\n", " 3147 1050_niv_812_10047 A= -0.8001247385829324\n", " 898 952_SD_62_10048_812 A= -0.5816647864691671\n", " 906 960_SD_62_10048_812 A= -0.5816647864691671\n", " 902 956_SD_62_10048_812 A= -0.5816647864691671\n", " 877 931_SD_60_10047_812 A= -0.5385778632279941\n", " 885 939_SD_60_10047_812 A= -0.5385778632279941\n", "lA-check (erste 10):\n", "('lA_X0645', 279, 'X0645', 1.0)\n", "('lA_X0656', 280, 'X0656', 1.0)\n", "('lA_X0995', 281, 'X0995', 1.0)\n", "('lA_X1675', 282, 'X1675', 1.0)\n", "('lA_XESTE', 283, 'XESTE', 1.0)\n", "('lA_XGNA2', 284, 'XGNA2', 1.0)\n", "('lA_Y0645', 285, 'Y0645', 1.0)\n", "('lA_Y0656', 286, 'Y0656', 1.0)\n", "('lA_Y0995', 287, 'Y0995', 1.0)\n", "('lA_Y1675', 288, 'Y1675', 1.0)\n", "X10009 = 3794767.448790851 | finite: True\n", "Y10009 = 546740.0735383992 | finite: True\n", "Z10009 = 5080165.943016205 | finite: True\n", "X10006 = 3794766.3267984046 | finite: True\n", "Y10006 = 546707.6229175992 | finite: True\n", "Z10006 = 5080169.722657165 | finite: True\n", "s0(10009-10006) = 32.68925424570297 | finite: True\n", " -> berechne l0(x_k)\n", "CHECK 957_niv_10012_10014 -> nicht im Beobachtungsvektor (Niv aktuell entfernt) -> skip\n", "NH10012 = 4.02135876\n", "NH10014 = 4.01925496\n", "None\n", "None\n", "None\n", " -> löse Ausgleichung\n", "\n", "TOP |dl| (Iteration 14 ):\n", " 2888 950_ZW_61_10046_812 dl = -0.08511549750597136\n", " 2885 947_ZW_61_10046_812 dl = -0.08509908268435629\n", " 2882 944_ZW_61_10046_812 dl = -0.08508918666749765\n", " 2995 8_gnssbx_0656_10026 dl = 0.06716395609230119\n", " 3101 8_gnssbz_0656_10026 dl = 0.06609376907646691\n", " 3019 32_gnssbx_1675_10026 dl = 0.05970751358108828\n", " 3125 32_gnssbz_1675_10026 dl = 0.057294956721307244\n", " 3034 47_gnssbx_GNA2_10026 dl = 0.053369847028079676\n", " 3027 40_gnssbx_ESTE_10026 dl = 0.0524476914506522\n", " 3013 26_gnssbx_0995_10026 dl = 0.050550698599977295\n", " 3140 47_gnssbz_GNA2_10026 dl = 0.050477411758038215\n", " 3133 40_gnssbz_ESTE_10026 dl = 0.049839369296023506\n", " 3247 1150_niv_812_10048 dl = 0.04944719000000014\n", " 3200 1103_niv_10048_812 dl = -0.04942219000000013\n", " 2988 1_gnssbx_0645_10026 dl = 0.04940238681433584\n", " 3110 17_gnssbz_0656_10026 dl = 0.0490937690764639\n", " 3094 1_gnssbz_0645_10026 dl = 0.048631909492542036\n", " 3119 26_gnssbz_0995_10026 dl = 0.04689959526058374\n", " 3194 1097_niv_10043_10052 dl = 0.04462539000000018\n", " 3187 1090_niv_10052_10043 dl = -0.04446539000000018\n", " 3319 lA_Z1675 dl = -0.04242741223424673\n", " 890 944_SD_61_10046_812 dl = 0.03849653873715386\n", " 2959 1021_ZW_71_10007_FH13 dl = 0.03809169785236777\n", " 2963 1025_ZW_71_10007_FH13 dl = 0.03809106953383701\n", " 2961 1023_ZW_71_10007_FH13 dl = 0.03809106953383701\n", " 896 950_SD_61_10046_812 dl = 0.03799653873715414\n", " 893 947_SD_61_10046_812 dl = 0.03799653873715414\n", " 3103 10_gnssbz_0656_10028 dl = 0.03772222740650477\n", " 3240 1143_niv_10040_FH4 dl = -0.036716020000000515\n", " 3207 1110_niv_FH4_10040 dl = 0.03668102000000051\n", "N[j,j] = 18870119.47831499\n", "sum|N[j,:]| = 560282705.6026657\n", "cond(N) = 59009149.48530216\n", "rank(N) = 297 / n_unknown = 297\n", "cond(A) = 49.84593626046935\n", " -> max|dx_xyz| [m] = 6.867337120543805e-05\n", " -> update x\n", "IDX X812 177\n", "IDX Y812 178\n", "IDX Z812 179\n", "PRE X812 3794850.7086343984 dx -1.9904998199798736e-05 new 3794850.7086144933\n", "PRE Y812 547011.1456208825 dx -2.868925129843146e-06 new 547011.1456180136\n", "PRE Z812 5080075.032489553 dx -6.861949420550679e-05 new 5080075.032420933\n", "\n", "============================================================\n", "ITERATION 15\n", " -> berechne A(x_k)\n", "X812 j= 177 nnz= 37 maxabs= 0.8053415879744291\n", " 898 952_SD_62_10048_812 A= 0.8053415879744291\n", " 902 956_SD_62_10048_812 A= 0.8053415879744291\n", " 906 960_SD_62_10048_812 A= 0.8053415879744291\n", " 896 950_SD_61_10046_812 A= 0.7940122385334649\n", " 890 944_SD_61_10046_812 A= 0.7940122385334649\n", " 893 947_SD_61_10046_812 A= 0.7940122385334649\n", " 881 935_SD_60_10047_812 A= 0.7883813989902314\n", " 885 939_SD_60_10047_812 A= 0.7883813989902314\n", " 877 931_SD_60_10047_812 A= 0.7883813989902314\n", " 3182 1085_niv_10047_812 A= 0.593697444776599\n", " 3200 1103_niv_10048_812 A= 0.593697444776599\n", " 3147 1050_niv_812_10047 A= -0.593697444776599\n", " 3278 1181_niv_10045_812 A= 0.593697444776599\n", " 3279 1182_niv_812_816 A= -0.593697444776599\n", " 3249 1152_niv_816_812 A= 0.593697444776599\n", "Y812 j= 178 nnz= 37 maxabs= 0.39136352713404143\n", " 896 950_SD_61_10046_812 A= -0.39136352713404143\n", " 893 947_SD_61_10046_812 A= -0.39136352713404143\n", " 890 944_SD_61_10046_812 A= -0.39136352713404143\n", " 885 939_SD_60_10047_812 A= -0.2973022960172005\n", " 881 935_SD_60_10047_812 A= -0.2973022960172005\n", " 877 931_SD_60_10047_812 A= -0.2973022960172005\n", " 1889 947_R_61_10046_812 A= -0.1757062822813826\n", " 1892 950_R_61_10046_812 A= -0.1757062822813826\n", " 1886 944_R_61_10046_812 A= -0.1757062822813826\n", " 898 952_SD_62_10048_812 A= -0.11441592079353594\n", " 902 956_SD_62_10048_812 A= -0.11441592079353594\n", " 906 960_SD_62_10048_812 A= -0.11441592079353594\n", " 3182 1085_niv_10047_812 A= 0.08557889212361265\n", " 3279 1182_niv_812_816 A= -0.08557889212361265\n", " 3249 1152_niv_816_812 A= 0.08557889212361265\n", "Z812 j= 179 nnz= 37 maxabs= 0.8001247385805742\n", " 3278 1181_niv_10045_812 A= 0.8001247385805742\n", " 3279 1182_niv_812_816 A= -0.8001247385805742\n", " 3249 1152_niv_816_812 A= 0.8001247385805742\n", " 3250 1153_niv_812_10045 A= -0.8001247385805742\n", " 3246 1149_niv_FH3_812 A= 0.8001247385805742\n", " 3247 1150_niv_812_10048 A= -0.8001247385805742\n", " 3200 1103_niv_10048_812 A= 0.8001247385805742\n", " 3201 1104_niv_812_FH3 A= -0.8001247385805742\n", " 3182 1085_niv_10047_812 A= 0.8001247385805742\n", " 3147 1050_niv_812_10047 A= -0.8001247385805742\n", " 898 952_SD_62_10048_812 A= -0.5816647864086255\n", " 906 960_SD_62_10048_812 A= -0.5816647864086255\n", " 902 956_SD_62_10048_812 A= -0.5816647864086255\n", " 877 931_SD_60_10047_812 A= -0.5385778629957849\n", " 885 939_SD_60_10047_812 A= -0.5385778629957849\n", "lA-check (erste 10):\n", "('lA_X0645', 279, 'X0645', 1.0)\n", "('lA_X0656', 280, 'X0656', 1.0)\n", "('lA_X0995', 281, 'X0995', 1.0)\n", "('lA_X1675', 282, 'X1675', 1.0)\n", "('lA_XESTE', 283, 'XESTE', 1.0)\n", "('lA_XGNA2', 284, 'XGNA2', 1.0)\n", "('lA_Y0645', 285, 'Y0645', 1.0)\n", "('lA_Y0656', 286, 'Y0656', 1.0)\n", "('lA_Y0995', 287, 'Y0995', 1.0)\n", "('lA_Y1675', 288, 'Y1675', 1.0)\n", "X10009 = 3794767.448770954 | finite: True\n", "Y10009 = 546740.0735355316 | finite: True\n", "Z10009 = 5080165.942947599 | finite: True\n", "X10006 = 3794766.326778508 | finite: True\n", "Y10006 = 546707.6229147315 | finite: True\n", "Z10006 = 5080169.722588559 | finite: True\n", "s0(10009-10006) = 32.68925424580255 | finite: True\n", " -> berechne l0(x_k)\n", "CHECK 957_niv_10012_10014 -> nicht im Beobachtungsvektor (Niv aktuell entfernt) -> skip\n", "NH10012 = 4.02129181\n", "NH10014 = 4.01918801\n", "None\n", "None\n", "None\n", " -> löse Ausgleichung\n", "\n", "TOP |dl| (Iteration 15 ):\n", " 2888 950_ZW_61_10046_812 dl = -0.08511549630949777\n", " 2885 947_ZW_61_10046_812 dl = -0.0850990814878827\n", " 2882 944_ZW_61_10046_812 dl = -0.08508918547102406\n", " 2995 8_gnssbx_0656_10026 dl = 0.06716396074891406\n", " 3101 8_gnssbz_0656_10026 dl = 0.06609377000778949\n", " 3019 32_gnssbx_1675_10026 dl = 0.05970753220753977\n", " 3125 32_gnssbz_1675_10026 dl = 0.057294977210403886\n", " 3034 47_gnssbx_GNA2_10026 dl = 0.05336987031114404\n", " 3027 40_gnssbx_ESTE_10026 dl = 0.05244771193974884\n", " 3013 26_gnssbx_0995_10026 dl = 0.050550738646848004\n", " 3140 47_gnssbz_GNA2_10026 dl = 0.050477437835070305\n", " 3133 40_gnssbz_ESTE_10026 dl = 0.04983939257908787\n", " 3247 1150_niv_812_10048 dl = 0.04944720000000008\n", " 3200 1103_niv_10048_812 dl = -0.04942220000000007\n", " 2988 1_gnssbx_0645_10026 dl = 0.04940241941062595\n", " 3110 17_gnssbz_0656_10026 dl = 0.049093770007786475\n", " 3094 1_gnssbz_0645_10026 dl = 0.048631951402057894\n", " 3119 26_gnssbz_0995_10026 dl = 0.04689964462068019\n", " 3194 1097_niv_10043_10052 dl = 0.04462538000000024\n", " 3187 1090_niv_10052_10043 dl = -0.04446538000000024\n", " 3319 lA_Z1675 dl = -0.04235882870852947\n", " 890 944_SD_61_10046_812 dl = 0.03849653780338702\n", " 2959 1021_ZW_71_10007_FH13 dl = 0.03809169755173314\n", " 2963 1025_ZW_71_10007_FH13 dl = 0.03809106923320238\n", " 2961 1023_ZW_71_10007_FH13 dl = 0.03809106923320238\n", " 896 950_SD_61_10046_812 dl = 0.0379965378033873\n", " 893 947_SD_61_10046_812 dl = 0.0379965378033873\n", " 3103 10_gnssbz_0656_10028 dl = 0.03772224696427884\n", " 3240 1143_niv_10040_FH4 dl = -0.036716029999999567\n", " 3207 1110_niv_FH4_10040 dl = 0.03668102999999956\n", "N[j,j] = 18870119.47744467\n", "sum|N[j,:]| = 560282705.596865\n", "cond(N) = 59009149.51919331\n", "rank(N) = 297 / n_unknown = 297\n", "cond(A) = 49.84593626142387\n", " -> max|dx_xyz| [m] = 6.848450830657121e-05\n", " -> update x\n", "IDX X812 177\n", "IDX Y812 178\n", "IDX Z812 179\n", "PRE X812 3794850.7086144933 dx -1.9854253888729776e-05 new 3794850.708594639\n", "PRE Y812 547011.1456180136 dx -2.8614090829733916e-06 new 547011.1456151522\n", "PRE Z812 5080075.032420933 dx -6.843607699915017e-05 new 5080075.032352497\n", "\n", "============================================================\n", "ITERATION 16\n", " -> berechne A(x_k)\n", "X812 j= 177 nnz= 37 maxabs= 0.8053415879179001\n", " 898 952_SD_62_10048_812 A= 0.8053415879179001\n", " 902 956_SD_62_10048_812 A= 0.8053415879179001\n", " 906 960_SD_62_10048_812 A= 0.8053415879179001\n", " 896 950_SD_61_10046_812 A= 0.7940122393814685\n", " 890 944_SD_61_10046_812 A= 0.7940122393814685\n", " 893 947_SD_61_10046_812 A= 0.7940122393814685\n", " 881 935_SD_60_10047_812 A= 0.7883813989533937\n", " 885 939_SD_60_10047_812 A= 0.7883813989533937\n", " 877 931_SD_60_10047_812 A= 0.7883813989533937\n", " 3182 1085_niv_10047_812 A= 0.5936974447797041\n", " 3200 1103_niv_10048_812 A= 0.5936974447797041\n", " 3147 1050_niv_812_10047 A= -0.5936974447797041\n", " 3278 1181_niv_10045_812 A= 0.5936974447797041\n", " 3279 1182_niv_812_816 A= -0.5936974447797041\n", " 3249 1152_niv_816_812 A= 0.5936974447797041\n", "Y812 j= 178 nnz= 37 maxabs= 0.39136352693272036\n", " 896 950_SD_61_10046_812 A= -0.39136352693272036\n", " 893 947_SD_61_10046_812 A= -0.39136352693272036\n", " 890 944_SD_61_10046_812 A= -0.39136352693272036\n", " 885 939_SD_60_10047_812 A= -0.2973022960201655\n", " 881 935_SD_60_10047_812 A= -0.2973022960201655\n", " 877 931_SD_60_10047_812 A= -0.2973022960201655\n", " 1889 947_R_61_10046_812 A= -0.17570628229156607\n", " 1892 950_R_61_10046_812 A= -0.17570628229156607\n", " 1886 944_R_61_10046_812 A= -0.17570628229156607\n", " 898 952_SD_62_10048_812 A= -0.11441592079901432\n", " 902 956_SD_62_10048_812 A= -0.11441592079901432\n", " 906 960_SD_62_10048_812 A= -0.11441592079901432\n", " 3182 1085_niv_10047_812 A= 0.08557889212406032\n", " 3279 1182_niv_812_816 A= -0.08557889212406032\n", " 3249 1152_niv_816_812 A= 0.08557889212406032\n", "Z812 j= 179 nnz= 37 maxabs= 0.8001247385782224\n", " 3278 1181_niv_10045_812 A= 0.8001247385782224\n", " 3279 1182_niv_812_816 A= -0.8001247385782224\n", " 3249 1152_niv_816_812 A= 0.8001247385782224\n", " 3250 1153_niv_812_10045 A= -0.8001247385782224\n", " 3246 1149_niv_FH3_812 A= 0.8001247385782224\n", " 3247 1150_niv_812_10048 A= -0.8001247385782224\n", " 3200 1103_niv_10048_812 A= 0.8001247385782224\n", " 3201 1104_niv_812_FH3 A= -0.8001247385782224\n", " 3182 1085_niv_10047_812 A= 0.8001247385782224\n", " 3147 1050_niv_812_10047 A= -0.8001247385782224\n", " 898 952_SD_62_10048_812 A= -0.581664786485815\n", " 906 960_SD_62_10048_812 A= -0.581664786485815\n", " 902 956_SD_62_10048_812 A= -0.581664786485815\n", " 877 931_SD_60_10047_812 A= -0.5385778630480721\n", " 885 939_SD_60_10047_812 A= -0.5385778630480721\n", "lA-check (erste 10):\n", "('lA_X0645', 279, 'X0645', 1.0)\n", "('lA_X0656', 280, 'X0656', 1.0)\n", "('lA_X0995', 281, 'X0995', 1.0)\n", "('lA_X1675', 282, 'X1675', 1.0)\n", "('lA_XESTE', 283, 'XESTE', 1.0)\n", "('lA_XGNA2', 284, 'XGNA2', 1.0)\n", "('lA_Y0645', 285, 'Y0645', 1.0)\n", "('lA_Y0656', 286, 'Y0656', 1.0)\n", "('lA_Y0995', 287, 'Y0995', 1.0)\n", "('lA_Y1675', 288, 'Y1675', 1.0)\n", "X10009 = 3794767.448751114 | finite: True\n", "Y10009 = 546740.0735326724 | finite: True\n", "Z10009 = 5080165.942879185 | finite: True\n", "X10006 = 3794766.326758663 | finite: True\n", "Y10006 = 546707.6229118714 | finite: True\n", "Z10006 = 5080169.722520137 | finite: True\n", "s0(10009-10006) = 32.68925424590988 | finite: True\n", " -> berechne l0(x_k)\n", "CHECK 957_niv_10012_10014 -> nicht im Beobachtungsvektor (Niv aktuell entfernt) -> skip\n", "NH10012 = 4.02122504\n", "NH10014 = 4.01912125\n", "None\n", "None\n", "None\n", " -> löse Ausgleichung\n", "\n", "TOP |dl| (Iteration 16 ):\n", " 2888 950_ZW_61_10046_812 dl = -0.08511549475942415\n", " 2885 947_ZW_61_10046_812 dl = -0.08509907993780907\n", " 2882 944_ZW_61_10046_812 dl = -0.08508918392095044\n", " 2995 8_gnssbx_0656_10026 dl = 0.06716396773383337\n", " 3101 8_gnssbz_0656_10026 dl = 0.06609377280175721\n", " 3019 32_gnssbx_1675_10026 dl = 0.0597075531622977\n", " 3125 32_gnssbz_1675_10026 dl = 0.057295001424790826\n", " 3034 47_gnssbx_GNA2_10026 dl = 0.05336989592251484\n", " 3027 40_gnssbx_ESTE_10026 dl = 0.05244773522281321\n", " 3013 26_gnssbx_0995_10026 dl = 0.050550781487686436\n", " 3140 47_gnssbz_GNA2_10026 dl = 0.05047746763739269\n", " 3133 40_gnssbz_ESTE_10026 dl = 0.04983941865611996\n", " 3247 1150_niv_812_10048 dl = 0.04944719000000014\n", " 3200 1103_niv_10048_812 dl = -0.04942219000000013\n", " 2988 1_gnssbx_0645_10026 dl = 0.0494024543352225\n", " 3110 17_gnssbz_0656_10026 dl = 0.0490937728017542\n", " 3094 1_gnssbz_0645_10026 dl = 0.04863199703686405\n", " 3119 26_gnssbz_0995_10026 dl = 0.046899697706066945\n", " 3194 1097_niv_10043_10052 dl = 0.04462540000000012\n", " 3187 1090_niv_10052_10043 dl = -0.04446540000000012\n", " 3319 lA_Z1675 dl = -0.042290433309972286\n", " 890 944_SD_61_10046_812 dl = 0.03849653750299975\n", " 2959 1021_ZW_71_10007_FH13 dl = 0.03809169948047142\n", " 2961 1023_ZW_71_10007_FH13 dl = 0.03809107116194066\n", " 2963 1025_ZW_71_10007_FH13 dl = 0.03809107116194066\n", " 896 950_SD_61_10046_812 dl = 0.03799653750300003\n", " 893 947_SD_61_10046_812 dl = 0.03799653750300003\n", " 3103 10_gnssbz_0656_10028 dl = 0.03772227117866578\n", " 3240 1143_niv_10040_FH4 dl = -0.03671600999999969\n", " 3207 1110_niv_FH4_10040 dl = 0.03668100999999968\n", "N[j,j] = 18870119.47814316\n", "sum|N[j,:]| = 560282705.6054724\n", "cond(N) = 59009149.47267503\n", "rank(N) = 297 / n_unknown = 297\n", "cond(A) = 49.84593626187635\n", " -> max|dx_xyz| [m] = 6.829446886462701e-05\n", " -> update x\n", "IDX X812 177\n", "IDX Y812 178\n", "IDX Z812 179\n", "PRE X812 3794850.708594639 dx -1.979746058557243e-05 new 3794850.7085748413\n", "PRE Y812 547011.1456151522 dx -2.853462593604163e-06 new 547011.1456122987\n", "PRE Z812 5080075.032352497 dx -6.824297714926123e-05 new 5080075.032284254\n", "\n", "============================================================\n", "ITERATION 17\n", " -> berechne A(x_k)\n", "X812 j= 177 nnz= 37 maxabs= 0.80534158795367\n", " 898 952_SD_62_10048_812 A= 0.80534158795367\n", " 902 956_SD_62_10048_812 A= 0.80534158795367\n", " 906 960_SD_62_10048_812 A= 0.80534158795367\n", " 896 950_SD_61_10046_812 A= 0.7940122396664275\n", " 890 944_SD_61_10046_812 A= 0.7940122396664275\n", " 893 947_SD_61_10046_812 A= 0.7940122396664275\n", " 881 935_SD_60_10047_812 A= 0.7883813989779956\n", " 885 939_SD_60_10047_812 A= 0.7883813989779956\n", " 877 931_SD_60_10047_812 A= 0.7883813989779956\n", " 3182 1085_niv_10047_812 A= 0.5936974447828002\n", " 3200 1103_niv_10048_812 A= 0.5936974447828002\n", " 3147 1050_niv_812_10047 A= -0.5936974447828002\n", " 3278 1181_niv_10045_812 A= 0.5936974447828002\n", " 3279 1182_niv_812_816 A= -0.5936974447828002\n", " 3249 1152_niv_816_812 A= 0.5936974447828002\n", "Y812 j= 178 nnz= 37 maxabs= 0.39136352691803317\n", " 896 950_SD_61_10046_812 A= -0.39136352691803317\n", " 893 947_SD_61_10046_812 A= -0.39136352691803317\n", " 890 944_SD_61_10046_812 A= -0.39136352691803317\n", " 885 939_SD_60_10047_812 A= -0.2973022960174485\n", " 881 935_SD_60_10047_812 A= -0.2973022960174485\n", " 877 931_SD_60_10047_812 A= -0.2973022960174485\n", " 1889 947_R_61_10046_812 A= -0.1757062823175137\n", " 1892 950_R_61_10046_812 A= -0.1757062823175137\n", " 1886 944_R_61_10046_812 A= -0.1757062823175137\n", " 898 952_SD_62_10048_812 A= -0.11441592079120393\n", " 902 956_SD_62_10048_812 A= -0.11441592079120393\n", " 906 960_SD_62_10048_812 A= -0.11441592079120393\n", " 3182 1085_niv_10047_812 A= 0.08557889212450666\n", " 3279 1182_niv_812_816 A= -0.08557889212450666\n", " 3249 1152_niv_816_812 A= 0.08557889212450666\n", "Z812 j= 179 nnz= 37 maxabs= 0.8001247385758772\n", " 3278 1181_niv_10045_812 A= 0.8001247385758772\n", " 3279 1182_niv_812_816 A= -0.8001247385758772\n", " 3249 1152_niv_816_812 A= 0.8001247385758772\n", " 3250 1153_niv_812_10045 A= -0.8001247385758772\n", " 3246 1149_niv_FH3_812 A= 0.8001247385758772\n", " 3247 1150_niv_812_10048 A= -0.8001247385758772\n", " 3200 1103_niv_10048_812 A= 0.8001247385758772\n", " 3201 1104_niv_812_FH3 A= -0.8001247385758772\n", " 3182 1085_niv_10047_812 A= 0.8001247385758772\n", " 3147 1050_niv_812_10047 A= -0.8001247385758772\n", " 898 952_SD_62_10048_812 A= -0.5816647864378265\n", " 906 960_SD_62_10048_812 A= -0.5816647864378265\n", " 902 956_SD_62_10048_812 A= -0.5816647864378265\n", " 877 931_SD_60_10047_812 A= -0.5385778630135588\n", " 885 939_SD_60_10047_812 A= -0.5385778630135588\n", "lA-check (erste 10):\n", "('lA_X0645', 279, 'X0645', 1.0)\n", "('lA_X0656', 280, 'X0656', 1.0)\n", "('lA_X0995', 281, 'X0995', 1.0)\n", "('lA_X1675', 282, 'X1675', 1.0)\n", "('lA_XESTE', 283, 'XESTE', 1.0)\n", "('lA_XGNA2', 284, 'XGNA2', 1.0)\n", "('lA_Y0645', 285, 'Y0645', 1.0)\n", "('lA_Y0656', 286, 'Y0656', 1.0)\n", "('lA_Y0995', 287, 'Y0995', 1.0)\n", "('lA_Y1675', 288, 'Y1675', 1.0)\n", "X10009 = 3794767.4487313256 | finite: True\n", "Y10009 = 546740.0735298204 | finite: True\n", "Z10009 = 5080165.942810956 | finite: True\n", "X10006 = 3794766.326738876 | finite: True\n", "Y10006 = 546707.6229090195 | finite: True\n", "Z10006 = 5080169.722451909 | finite: True\n", "s0(10009-10006) = 32.689254245985595 | finite: True\n", " -> berechne l0(x_k)\n", "CHECK 957_niv_10012_10014 -> nicht im Beobachtungsvektor (Niv aktuell entfernt) -> skip\n", "NH10012 = 4.02115846\n", "NH10014 = 4.01905468\n", "None\n", "None\n", "None\n", " -> löse Ausgleichung\n", "\n", "TOP |dl| (Iteration 17 ):\n", " 2888 950_ZW_61_10046_812 dl = -0.08511549420511377\n", " 2885 947_ZW_61_10046_812 dl = -0.0850990793834987\n", " 2882 944_ZW_61_10046_812 dl = -0.08508918336664006\n", " 2995 8_gnssbx_0656_10026 dl = 0.06716396866515595\n", " 3101 8_gnssbz_0656_10026 dl = 0.06609377000778949\n", " 3019 32_gnssbx_1675_10026 dl = 0.05970756852912018\n", " 3125 32_gnssbz_1675_10026 dl = 0.05729502005124232\n", " 3034 47_gnssbx_GNA2_10026 dl = 0.0533699159459502\n", " 3027 40_gnssbx_ESTE_10026 dl = 0.052447752917942125\n", " 3013 26_gnssbx_0995_10026 dl = 0.05055081734360556\n", " 3140 47_gnssbz_GNA2_10026 dl = 0.05047749278310221\n", " 3133 40_gnssbz_ESTE_10026 dl = 0.049839440076539177\n", " 3247 1150_niv_812_10048 dl = 0.04944720000000008\n", " 3200 1103_niv_10048_812 dl = -0.04942220000000007\n", " 2988 1_gnssbx_0645_10026 dl = 0.04940248413754489\n", " 3110 17_gnssbz_0656_10026 dl = 0.049093770007786475\n", " 3094 1_gnssbz_0645_10026 dl = 0.04863203708373476\n", " 3119 26_gnssbz_0995_10026 dl = 0.0468997433408731\n", " 3194 1097_niv_10043_10052 dl = 0.04462539000000018\n", " 3187 1090_niv_10052_10043 dl = -0.04446539000000018\n", " 3319 lA_Z1675 dl = -0.04222222976386547\n", " 890 944_SD_61_10046_812 dl = 0.03849653819985921\n", " 2959 1021_ZW_71_10007_FH13 dl = 0.03809169912014543\n", " 2961 1023_ZW_71_10007_FH13 dl = 0.03809107080161467\n", " 2963 1025_ZW_71_10007_FH13 dl = 0.03809107080161467\n", " 896 950_SD_61_10046_812 dl = 0.037996538199859486\n", " 893 947_SD_61_10046_812 dl = 0.037996538199859486\n", " 3103 10_gnssbz_0656_10028 dl = 0.03772228980511727\n", " 3240 1143_niv_10040_FH4 dl = -0.03671601999999963\n", " 3207 1110_niv_FH4_10040 dl = 0.03668101999999962\n", "N[j,j] = 18870119.479728896\n", "sum|N[j,:]| = 560282705.617259\n", "cond(N) = 59009149.47993902\n", "rank(N) = 297 / n_unknown = 297\n", "cond(A) = 49.845936261993664\n", " -> max|dx_xyz| [m] = 6.810610773853232e-05\n", " -> update x\n", "IDX X812 177\n", "IDX Y812 178\n", "IDX Z812 179\n", "PRE X812 3794850.7085748413 dx -1.9742065864906087e-05 new 3794850.708555099\n", "PRE Y812 547011.1456122987 dx -2.845344223250632e-06 new 547011.1456094534\n", "PRE Z812 5080075.032284254 dx -6.80541111158482e-05 new 5080075.0322162\n", "\n", "============================================================\n", "ITERATION 18\n", " -> berechne A(x_k)\n", "X812 j= 177 nnz= 37 maxabs= 0.8053415878649642\n", " 898 952_SD_62_10048_812 A= 0.8053415878649642\n", " 902 956_SD_62_10048_812 A= 0.8053415878649642\n", " 906 960_SD_62_10048_812 A= 0.8053415878649642\n", " 896 950_SD_61_10046_812 A= 0.7940122393223535\n", " 890 944_SD_61_10046_812 A= 0.7940122393223535\n", " 893 947_SD_61_10046_812 A= 0.7940122393223535\n", " 881 935_SD_60_10047_812 A= 0.7883813990109572\n", " 885 939_SD_60_10047_812 A= 0.7883813990109572\n", " 877 931_SD_60_10047_812 A= 0.7883813990109572\n", " 3182 1085_niv_10047_812 A= 0.5936974447858882\n", " 3200 1103_niv_10048_812 A= 0.5936974447858882\n", " 3147 1050_niv_812_10047 A= -0.5936974447858882\n", " 3278 1181_niv_10045_812 A= 0.5936974447858882\n", " 3279 1182_niv_812_816 A= -0.5936974447858882\n", " 3249 1152_niv_816_812 A= 0.5936974447858882\n", "Y812 j= 178 nnz= 37 maxabs= 0.3913635269693464\n", " 896 950_SD_61_10046_812 A= -0.3913635269693464\n", " 893 947_SD_61_10046_812 A= -0.3913635269693464\n", " 890 944_SD_61_10046_812 A= -0.3913635269693464\n", " 885 939_SD_60_10047_812 A= -0.2973022960058894\n", " 881 935_SD_60_10047_812 A= -0.2973022960058894\n", " 877 931_SD_60_10047_812 A= -0.2973022960058894\n", " 1889 947_R_61_10046_812 A= -0.1757062823147516\n", " 1892 950_R_61_10046_812 A= -0.1757062823147516\n", " 1886 944_R_61_10046_812 A= -0.1757062823147516\n", " 898 952_SD_62_10048_812 A= -0.11441592079919917\n", " 902 956_SD_62_10048_812 A= -0.11441592079919917\n", " 906 960_SD_62_10048_812 A= -0.11441592079919917\n", " 3182 1085_niv_10047_812 A= 0.08557889212495184\n", " 3279 1182_niv_812_816 A= -0.08557889212495184\n", " 3249 1152_niv_816_812 A= 0.08557889212495184\n", "Z812 j= 179 nnz= 37 maxabs= 0.8001247385735384\n", " 3278 1181_niv_10045_812 A= 0.8001247385735384\n", " 3279 1182_niv_812_816 A= -0.8001247385735384\n", " 3249 1152_niv_816_812 A= 0.8001247385735384\n", " 3250 1153_niv_812_10045 A= -0.8001247385735384\n", " 3246 1149_niv_FH3_812 A= 0.8001247385735384\n", " 3247 1150_niv_812_10048 A= -0.8001247385735384\n", " 3200 1103_niv_10048_812 A= 0.8001247385735384\n", " 3201 1104_niv_812_FH3 A= -0.8001247385735384\n", " 3182 1085_niv_10047_812 A= 0.8001247385735384\n", " 3147 1050_niv_812_10047 A= -0.8001247385735384\n", " 898 952_SD_62_10048_812 A= -0.5816647865590708\n", " 906 960_SD_62_10048_812 A= -0.5816647865590708\n", " 902 956_SD_62_10048_812 A= -0.5816647865590708\n", " 877 931_SD_60_10047_812 A= -0.5385778629716899\n", " 885 939_SD_60_10047_812 A= -0.5385778629716899\n", "lA-check (erste 10):\n", "('lA_X0645', 279, 'X0645', 1.0)\n", "('lA_X0656', 280, 'X0656', 1.0)\n", "('lA_X0995', 281, 'X0995', 1.0)\n", "('lA_X1675', 282, 'X1675', 1.0)\n", "('lA_XESTE', 283, 'XESTE', 1.0)\n", "('lA_XGNA2', 284, 'XGNA2', 1.0)\n", "('lA_Y0645', 285, 'Y0645', 1.0)\n", "('lA_Y0656', 286, 'Y0656', 1.0)\n", "('lA_Y0995', 287, 'Y0995', 1.0)\n", "('lA_Y1675', 288, 'Y1675', 1.0)\n", "X10009 = 3794767.448711592 | finite: True\n", "Y10009 = 546740.0735269764 | finite: True\n", "Z10009 = 5080165.942742917 | finite: True\n", "X10006 = 3794766.326719149 | finite: True\n", "Y10006 = 546707.6229061764 | finite: True\n", "Z10006 = 5080169.722383878 | finite: True\n", "s0(10009-10006) = 32.68925424579047 | finite: True\n", " -> berechne l0(x_k)\n", "CHECK 957_niv_10012_10014 -> nicht im Beobachtungsvektor (Niv aktuell entfernt) -> skip\n", "NH10012 = 4.02109207\n", "NH10014 = 4.01898829\n", "None\n", "None\n", "None\n", " -> löse Ausgleichung\n", "\n", "TOP |dl| (Iteration 18 ):\n", " 2888 950_ZW_61_10046_812 dl = -0.08511549484718595\n", " 2885 947_ZW_61_10046_812 dl = -0.08509908002557087\n", " 2882 944_ZW_61_10046_812 dl = -0.08508918400871224\n", " 2995 8_gnssbx_0656_10026 dl = 0.06716397704705912\n", " 3101 8_gnssbz_0656_10026 dl = 0.06609377280175721\n", " 3019 32_gnssbx_1675_10026 dl = 0.059707590415200684\n", " 3125 32_gnssbz_1675_10026 dl = 0.05729504333430668\n", " 3034 47_gnssbx_GNA2_10026 dl = 0.053369942022982286\n", " 3027 40_gnssbx_ESTE_10026 dl = 0.05244777666666778\n", " 3013 26_gnssbx_0995_10026 dl = 0.05055086065010528\n", " 3140 47_gnssbz_GNA2_10026 dl = 0.05047752165410202\n", " 3133 40_gnssbz_ESTE_10026 dl = 0.049839466153571266\n", " 3247 1150_niv_812_10048 dl = 0.04944719000000014\n", " 3200 1103_niv_10048_812 dl = -0.04942219000000013\n", " 2988 1_gnssbx_0645_10026 dl = 0.04940251999346401\n", " 3110 17_gnssbz_0656_10026 dl = 0.0490937728017542\n", " 3094 1_gnssbz_0645_10026 dl = 0.048632082718540914\n", " 3119 26_gnssbz_0995_10026 dl = 0.04689979549493728\n", " 3194 1097_niv_10043_10052 dl = 0.04462539000000018\n", " 3187 1090_niv_10052_10043 dl = -0.04446539000000018\n", " 3319 lA_Z1675 dl = -0.04215421341359615\n", " 890 944_SD_61_10046_812 dl = 0.038496538288042004\n", " 2959 1021_ZW_71_10007_FH13 dl = 0.038091698704762145\n", " 2961 1023_ZW_71_10007_FH13 dl = 0.038091070386231385\n", " 2963 1025_ZW_71_10007_FH13 dl = 0.038091070386231385\n", " 896 950_SD_61_10046_812 dl = 0.03799653828804228\n", " 893 947_SD_61_10046_812 dl = 0.03799653828804228\n", " 3103 10_gnssbz_0656_10028 dl = 0.03772231029421391\n", " 3240 1143_niv_10040_FH4 dl = -0.036716020000000515\n", " 3207 1110_niv_FH4_10040 dl = 0.03668102000000051\n", "N[j,j] = 18870119.479439154\n", "sum|N[j,:]| = 560282705.614563\n", "cond(N) = 59009149.53880309\n", "rank(N) = 297 / n_unknown = 297\n", "cond(A) = 49.845936262675906\n", " -> max|dx_xyz| [m] = 6.791843436074484e-05\n", " -> update x\n", "IDX X812 177\n", "IDX Y812 178\n", "IDX Z812 179\n", "PRE X812 3794850.708555099 dx -1.968672540849459e-05 new 3794850.7085354123\n", "PRE Y812 547011.1456094534 dx -2.837650140711517e-06 new 547011.1456066158\n", "PRE Z812 5080075.0322162 dx -6.786371317108628e-05 new 5080075.032148336\n", "\n", "============================================================\n", "ITERATION 19\n", " -> berechne A(x_k)\n", "X812 j= 177 nnz= 37 maxabs= 0.805341587888672\n", " 898 952_SD_62_10048_812 A= 0.805341587888672\n", " 902 956_SD_62_10048_812 A= 0.805341587888672\n", " 906 960_SD_62_10048_812 A= 0.805341587888672\n", " 896 950_SD_61_10046_812 A= 0.7940122403285249\n", " 890 944_SD_61_10046_812 A= 0.7940122403285249\n", " 893 947_SD_61_10046_812 A= 0.7940122403285249\n", " 881 935_SD_60_10047_812 A= 0.7883813990908813\n", " 885 939_SD_60_10047_812 A= 0.7883813990908813\n", " 877 931_SD_60_10047_812 A= 0.7883813990908813\n", " 3182 1085_niv_10047_812 A= 0.5936974447889672\n", " 3200 1103_niv_10048_812 A= 0.5936974447889672\n", " 3147 1050_niv_812_10047 A= -0.5936974447889672\n", " 3278 1181_niv_10045_812 A= 0.5936974447889672\n", " 3279 1182_niv_812_816 A= -0.5936974447889672\n", " 3249 1152_niv_816_812 A= 0.5936974447889672\n", "Y812 j= 178 nnz= 37 maxabs= 0.39136352673616787\n", " 896 950_SD_61_10046_812 A= -0.39136352673616787\n", " 893 947_SD_61_10046_812 A= -0.39136352673616787\n", " 890 944_SD_61_10046_812 A= -0.39136352673616787\n", " 885 939_SD_60_10047_812 A= -0.29730229599761454\n", " 881 935_SD_60_10047_812 A= -0.29730229599761454\n", " 877 931_SD_60_10047_812 A= -0.29730229599761454\n", " 1889 947_R_61_10046_812 A= -0.17570628230391952\n", " 1892 950_R_61_10046_812 A= -0.17570628230391952\n", " 1886 944_R_61_10046_812 A= -0.17570628230391952\n", " 898 952_SD_62_10048_812 A= -0.1144159207954791\n", " 902 956_SD_62_10048_812 A= -0.1144159207954791\n", " 906 960_SD_62_10048_812 A= -0.1144159207954791\n", " 3182 1085_niv_10047_812 A= 0.0855788921253957\n", " 3279 1182_niv_812_816 A= -0.0855788921253957\n", " 3249 1152_niv_816_812 A= 0.0855788921253957\n", "Z812 j= 179 nnz= 37 maxabs= 0.8001247385712063\n", " 3278 1181_niv_10045_812 A= 0.8001247385712063\n", " 3279 1182_niv_812_816 A= -0.8001247385712063\n", " 3249 1152_niv_816_812 A= 0.8001247385712063\n", " 3250 1153_niv_812_10045 A= -0.8001247385712063\n", " 3246 1149_niv_FH3_812 A= 0.8001247385712063\n", " 3247 1150_niv_812_10048 A= -0.8001247385712063\n", " 3200 1103_niv_10048_812 A= 0.8001247385712063\n", " 3201 1104_niv_812_FH3 A= -0.8001247385712063\n", " 3182 1085_niv_10047_812 A= 0.8001247385712063\n", " 3147 1050_niv_812_10047 A= -0.8001247385712063\n", " 898 952_SD_62_10048_812 A= -0.5816647865269782\n", " 906 960_SD_62_10048_812 A= -0.5816647865269782\n", " 902 956_SD_62_10048_812 A= -0.5816647865269782\n", " 877 931_SD_60_10047_812 A= -0.5385778628592631\n", " 885 939_SD_60_10047_812 A= -0.5385778628592631\n", "lA-check (erste 10):\n", "('lA_X0645', 279, 'X0645', 1.0)\n", "('lA_X0656', 280, 'X0656', 1.0)\n", "('lA_X0995', 281, 'X0995', 1.0)\n", "('lA_X1675', 282, 'X1675', 1.0)\n", "('lA_XESTE', 283, 'XESTE', 1.0)\n", "('lA_XGNA2', 284, 'XGNA2', 1.0)\n", "('lA_Y0645', 285, 'Y0645', 1.0)\n", "('lA_Y0656', 286, 'Y0656', 1.0)\n", "('lA_Y0995', 287, 'Y0995', 1.0)\n", "('lA_Y1675', 288, 'Y1675', 1.0)\n", "X10009 = 3794767.4486919185 | finite: True\n", "Y10009 = 546740.0735241411 | finite: True\n", "Z10009 = 5080165.942675075 | finite: True\n", "X10006 = 3794766.326699471 | finite: True\n", "Y10006 = 546707.6229033403 | finite: True\n", "Z10006 = 5080169.7223160295 | finite: True\n", "s0(10009-10006) = 32.68925424600548 | finite: True\n", " -> berechne l0(x_k)\n", "CHECK 957_niv_10012_10014 -> nicht im Beobachtungsvektor (Niv aktuell entfernt) -> skip\n", "NH10012 = 4.02102585\n", "NH10014 = 4.01892208\n", "None\n", "None\n", "None\n", " -> löse Ausgleichung\n", "\n", "TOP |dl| (Iteration 19 ):\n", " 2888 950_ZW_61_10046_812 dl = -0.08511549300530508\n", " 2885 947_ZW_61_10046_812 dl = -0.08509907818369\n", " 2882 944_ZW_61_10046_812 dl = -0.08508918216683137\n", " 2995 8_gnssbx_0656_10026 dl = 0.06716397984102684\n", " 3101 8_gnssbz_0656_10026 dl = 0.06609377187043464\n", " 3019 32_gnssbx_1675_10026 dl = 0.059707607644668315\n", " 3125 32_gnssbz_1675_10026 dl = 0.057295063823403325\n", " 3034 47_gnssbx_GNA2_10026 dl = 0.05336996390906279\n", " 3027 40_gnssbx_ESTE_10026 dl = 0.05244779669010313\n", " 3013 26_gnssbx_0995_10026 dl = 0.05055089836866955\n", " 3140 47_gnssbz_GNA2_10026 dl = 0.050477548662456684\n", " 3133 40_gnssbz_ESTE_10026 dl = 0.04983948943663563\n", " 3247 1150_niv_812_10048 dl = 0.0494471899999997\n", " 3200 1103_niv_10048_812 dl = -0.049422189999999686\n", " 2988 1_gnssbx_0645_10026 dl = 0.04940255119277026\n", " 3110 17_gnssbz_0656_10026 dl = 0.049093771870431624\n", " 3094 1_gnssbz_0645_10026 dl = 0.04863212462805677\n", " 3119 26_gnssbz_0995_10026 dl = 0.046899842992388585\n", " 3194 1097_niv_10043_10052 dl = 0.04462539000000018\n", " 3187 1090_niv_10052_10043 dl = -0.04446539000000018\n", " 3319 lA_Z1675 dl = -0.04208638798445463\n", " 890 944_SD_61_10046_812 dl = 0.03849653726609237\n", " 2959 1021_ZW_71_10007_FH13 dl = 0.038091698409473684\n", " 2961 1023_ZW_71_10007_FH13 dl = 0.038091070090942925\n", " 2963 1025_ZW_71_10007_FH13 dl = 0.038091070090942925\n", " 896 950_SD_61_10046_812 dl = 0.037996537266092645\n", " 893 947_SD_61_10046_812 dl = 0.037996537266092645\n", " 3103 10_gnssbz_0656_10028 dl = 0.0377223326459557\n", " 3240 1143_niv_10040_FH4 dl = -0.03671601999999963\n", " 3207 1110_niv_FH4_10040 dl = 0.03668101999999962\n", "N[j,j] = 18870119.47899772\n", "sum|N[j,:]| = 560282705.6147752\n", "cond(N) = 59009149.48805132\n", "rank(N) = 297 / n_unknown = 297\n", "cond(A) = 49.845936263215656\n", " -> max|dx_xyz| [m] = 6.773166515806148e-05\n", " -> update x\n", "IDX X812 177\n", "IDX Y812 178\n", "IDX Z812 179\n", "PRE X812 3794850.7085354123 dx -1.9635530196451637e-05 new 3794850.708515777\n", "PRE Y812 547011.1456066158 dx -2.829945753892604e-06 new 547011.1456037859\n", "PRE Z812 5080075.032148336 dx -6.768280750823241e-05 new 5080075.032080653\n" ] } ], "execution_count": 14 }, { "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:51:04.196422Z", "start_time": "2026-01-22T07:51:04.137276Z" } }, "cell_type": "code", "source": [ "# Proben\n", "import Proben\n", "importlib.reload(Proben)\n", "\n", "# Rechenprobe (ATPV-Probe)\n", "Proben.atpv_probe(A_matrix_numerisch_iteration0,res[\"P\"],res[\"v\"])\n", "\n", "# Hauptprobe\n", "Proben.hauptprobe(A_matrix_numerisch_iteration0, dx, dl_k, res[\"v\"])" ], "id": "cd87680d3baf6c8e", "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "ATPv-Probe erfolgreich\n", "Hauptprobe erfolgreich\n" ] } ], "execution_count": 33 }, { "cell_type": "code", "id": "eb8342d747a577db", "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:36:36.593549Z", "start_time": "2026-01-22T07:36:36.589896Z" } }, "source": [ "# ------------------------------- Netzqualitätsmaße -------------------------------" ], "outputs": [], "execution_count": 16 }, { "cell_type": "code", "id": "7117d4492b8784da", "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:36:36.833369Z", "start_time": "2026-01-22T07:36:36.803491Z" } }, "source": [ "# Import\n", "from Netzqualität_Zuverlässigkeit import Zuverlaessigkeit\n", "import Netzqualität_Zuverlässigkeit\n", "importlib.reload(Netzqualität_Zuverlässigkeit)\n", "from Netzqualität_Genauigkeit import Genauigkeitsmaße\n", "import Netzqualität_Genauigkeit\n", "importlib.reload(Netzqualität_Genauigkeit)\n", "import Export\n", "importlib.reload(Export)" ], "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "execution_count": 17 }, { "cell_type": "code", "id": "84075bea1f2c44d7", "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:36:36.943566Z", "start_time": "2026-01-22T07:36:36.938138Z" } }, "source": [ "# Gesamtredundanz r\n", "n = A_matrix_numerisch_iteration0.shape[0]\n", "u = A_matrix_numerisch_iteration0.shape[1]\n", "r_gesamt = Zuverlaessigkeit.gesamtredundanz(n, u)\n", "print(f\"Die Gesamtredundanz des Netzes beträgt: {r_gesamt}\")" ], "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Die Gesamtredundanz des Netzes beträgt: 3025\n" ] } ], "execution_count": 18 }, { "cell_type": "code", "id": "1797726c5b3af9bf", "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:36:37.251109Z", "start_time": "2026-01-22T07:36:37.241498Z" } }, "source": [ "# s0 aposteriori\n", "s0_aposteriori = Genauigkeitsmaße.berechne_s0apost(res[\"v\"], res[\"P\"], r_gesamt)\n", "print(f\"s0 aposteriori beträgt: {s0_aposteriori:.4f}\")" ], "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "s0 aposteriori beträgt: 89.2050\n" ] } ], "execution_count": 19 }, { "cell_type": "code", "id": "a2fe23d9a19ac2f9", "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:36:39.416058Z", "start_time": "2026-01-22T07:36:37.429664Z" } }, "source": [ "# Redundanzanteile ri\n", "R = Zuverlaessigkeit.berechne_R(res[\"Q_vv\"], res[\"P\"])\n", "ri, EVi = Zuverlaessigkeit.berechne_ri(R)\n", "ri = np.asarray(ri).reshape(-1)\n", "EVi = np.asarray(EVi).reshape(-1)\n", "\n", "labels = [str(s) for s in Jacobimatrix_symbolisch_liste_beobachtungsvektor]\n", "klassen = [Zuverlaessigkeit.klassifiziere_ri(r) for r in ri]\n", "Redundanzanteile = pd.DataFrame({\"Beobachtung\": labels, \"r_i\": ri, \"EV_i [%]\": EVi,\n", " \"Klassifikation\": klassen,})\n", "display(HTML(Redundanzanteile.to_html(index=False)))\n", "\n", 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Beobachtungr_iEV_i [%]Klassifikation
54_SD_1_10009_100060.92763292.763186nahezu vollständig redundant
55_SD_1_10009_100100.93573793.573727nahezu vollständig redundant
56_SD_1_10009_100180.93531793.531722nahezu vollständig redundant
57_SD_1_10009_100080.92765292.765167nahezu vollständig redundant
58_SD_1_10009_100060.92763292.763186nahezu vollständig redundant
59_SD_1_10009_100100.93573793.573726nahezu vollständig redundant
60_SD_1_10009_100180.93531793.531722nahezu vollständig redundant
61_SD_1_10009_100080.92765292.765167nahezu vollständig redundant
62_SD_1_10009_100060.92763292.763186nahezu vollständig redundant
63_SD_1_10009_100100.93573793.573726nahezu vollständig redundant
64_SD_1_10009_100180.93531793.531722nahezu vollständig redundant
65_SD_1_10009_100080.92765292.765167nahezu vollständig redundant
66_SD_2_10006_100090.92763292.763184nahezu vollständig redundant
67_SD_2_10006_100050.94331794.331711nahezu vollständig redundant
68_SD_2_10006_100030.94375394.375262nahezu vollständig redundant
69_SD_2_10006_100040.93269193.269105nahezu vollständig redundant
70_SD_2_10006_100100.92895592.895477nahezu vollständig redundant
71_SD_2_10006_100180.92259892.259825nahezu vollständig redundant
72_SD_2_10006_100090.92763292.763184nahezu vollständig redundant
73_SD_2_10006_100050.94331794.331711nahezu vollständig redundant
74_SD_2_10006_100030.94375394.375263nahezu vollständig redundant
75_SD_2_10006_100040.93269193.269104nahezu vollständig redundant
76_SD_2_10006_100100.92895592.895477nahezu vollständig redundant
77_SD_2_10006_100180.92259892.259825nahezu vollständig redundant
78_SD_2_10006_100090.92763292.763184nahezu vollständig redundant
79_SD_2_10006_100050.94331794.331711nahezu vollständig redundant
80_SD_2_10006_100030.94375394.375262nahezu vollständig redundant
81_SD_2_10006_100040.93269193.269105nahezu vollständig redundant
82_SD_2_10006_100100.92895592.895477nahezu vollständig redundant
83_SD_2_10006_100180.92259892.259825nahezu vollständig redundant
84_SD_3_10008_100090.92765292.765166nahezu vollständig redundant
85_SD_3_10008_100070.95463895.463785nahezu vollständig redundant
86_SD_3_10008_100050.93330893.330800nahezu vollständig redundant
87_SD_3_10008_100090.92765292.765166nahezu vollständig redundant
88_SD_3_10008_100070.95463895.463785nahezu vollständig redundant
89_SD_3_10008_100050.93330893.330800nahezu vollständig redundant
90_SD_3_10008_100090.92765292.765166nahezu vollständig redundant
91_SD_3_10008_100070.95463895.463786nahezu vollständig redundant
92_SD_3_10008_100050.93330893.330800nahezu vollständig redundant
93_SD_4_10005_100080.93330893.330800nahezu vollständig redundant
94_SD_4_10005_100030.95229095.229033nahezu vollständig redundant
95_SD_4_10005_100010.95292895.292817nahezu vollständig redundant
96_SD_4_10005_100020.94486794.486745nahezu vollständig redundant
97_SD_4_10005_100040.93535293.535218nahezu vollständig redundant
98_SD_4_10005_100060.94331794.331712nahezu vollständig redundant
99_SD_4_10005_100080.93330893.330800nahezu vollständig redundant
100_SD_4_10005_100030.95229095.229033nahezu vollständig redundant
101_SD_4_10005_100010.95292895.292817nahezu vollständig redundant
102_SD_4_10005_100020.94486794.486745nahezu vollständig redundant
103_SD_4_10005_100040.93535293.535218nahezu vollständig redundant
104_SD_4_10005_100060.94331794.331712nahezu vollständig redundant
105_SD_4_10005_100080.93330893.330801nahezu vollständig redundant
106_SD_4_10005_100030.95229095.229033nahezu vollständig redundant
107_SD_4_10005_100010.95292895.292816nahezu vollständig redundant
108_SD_4_10005_100020.94486794.486746nahezu vollständig redundant
109_SD_4_10005_100040.93535293.535218nahezu vollständig redundant
110_SD_4_10005_100060.94331794.331712nahezu vollständig redundant
111_SD_5_10004_100050.93535293.535218nahezu vollständig redundant
112_SD_5_10004_100030.93970693.970573nahezu vollständig redundant
113_SD_5_10004_100020.93460993.460945nahezu vollständig redundant
114_SD_5_10004_100060.93269193.269105nahezu vollständig redundant
115_SD_5_10004_100050.93535293.535218nahezu vollständig redundant
116_SD_5_10004_100030.93970693.970573nahezu vollständig redundant
117_SD_5_10004_100020.93460993.460945nahezu vollständig redundant
118_SD_5_10004_100060.93269193.269105nahezu vollständig redundant
119_SD_5_10004_100050.93535293.535218nahezu vollständig redundant
120_SD_5_10004_100030.93970693.970573nahezu vollständig redundant
121_SD_5_10004_100020.93460993.460945nahezu vollständig redundant
122_SD_5_10004_100060.93269193.269105nahezu vollständig redundant
123_SD_6_10003_100040.93970693.970574nahezu vollständig redundant
124_SD_6_10003_100060.94375394.375264nahezu vollständig redundant
125_SD_6_10003_100050.95229095.229033nahezu vollständig redundant
126_SD_6_10003_100070.93651693.651588nahezu vollständig redundant
127_SD_6_10003_100160.93990493.990386nahezu vollständig redundant
128_SD_6_10003_100010.95408895.408803nahezu vollständig redundant
129_SD_6_10003_100020.94387494.387363nahezu vollständig redundant
130_SD_6_10003_100040.93970693.970574nahezu vollständig redundant
131_SD_6_10003_100060.94375394.375265nahezu vollständig redundant
132_SD_6_10003_100050.95229095.229033nahezu vollständig redundant
133_SD_6_10003_100070.93651693.651588nahezu vollständig redundant
134_SD_6_10003_100160.93990493.990385nahezu vollständig redundant
135_SD_6_10003_100010.95408895.408803nahezu vollständig redundant
136_SD_6_10003_100020.94387494.387363nahezu vollständig redundant
137_SD_6_10003_100040.93970693.970574nahezu vollständig redundant
138_SD_6_10003_100060.94375394.375264nahezu vollständig redundant
139_SD_6_10003_100050.95229095.229033nahezu vollständig redundant
140_SD_6_10003_100070.93651693.651588nahezu vollständig redundant
141_SD_6_10003_100160.93990493.990385nahezu vollständig redundant
142_SD_6_10003_100010.95408895.408803nahezu vollständig redundant
143_SD_6_10003_100020.94387494.387363nahezu vollständig redundant
144_SD_7_10002_100030.94387494.387362nahezu vollständig redundant
145_SD_7_10002_100010.93770993.770931nahezu vollständig redundant
146_SD_7_10002_100040.93460993.460945nahezu vollständig redundant
147_SD_7_10002_100060.93102093.102024nahezu vollständig redundant
148_SD_7_10002_100050.94486794.486744nahezu vollständig redundant
149_SD_7_10002_100030.94387494.387362nahezu vollständig redundant
150_SD_7_10002_100010.93770993.770932nahezu vollständig redundant
151_SD_7_10002_100040.93460993.460945nahezu vollständig redundant
152_SD_7_10002_100060.93102093.102023nahezu vollständig redundant
153_SD_7_10002_100050.94486794.486744nahezu vollständig redundant
154_SD_7_10002_100030.94387494.387362nahezu vollständig redundant
155_SD_7_10002_100010.93770993.770931nahezu vollständig redundant
156_SD_7_10002_100040.93460993.460945nahezu vollständig redundant
157_SD_7_10002_100060.93102093.102023nahezu vollständig redundant
158_SD_7_10002_100050.94486794.486744nahezu vollständig redundant
159_SD_8_10001_100020.93770993.770933nahezu vollständig redundant
160_SD_8_10001_100050.95292895.292818nahezu vollständig redundant
161_SD_8_10001_100030.95408895.408803nahezu vollständig redundant
162_SD_8_10001_100110.93502093.501969nahezu vollständig redundant
163_SD_8_10001_100020.93770993.770933nahezu vollständig redundant
164_SD_8_10001_100050.95292895.292817nahezu vollständig redundant
165_SD_8_10001_100030.95408895.408803nahezu vollständig redundant
166_SD_8_10001_100110.93502093.501968nahezu vollständig redundant
167_SD_8_10001_100020.93770993.770933nahezu vollständig redundant
168_SD_8_10001_100050.95292895.292818nahezu vollständig redundant
169_SD_8_10001_100030.95408895.408803nahezu vollständig redundant
170_SD_8_10001_100110.93502093.501968nahezu vollständig redundant
171_SD_9_10010_100060.92895592.895475nahezu vollständig redundant
172_SD_9_10010_100260.94776594.776524nahezu vollständig redundant
173_SD_9_10010_100270.94064594.064469nahezu vollständig redundant
174_SD_9_10010_100180.94324294.324236nahezu vollständig redundant
175_SD_9_10010_100090.93573793.573725nahezu vollständig redundant
176_SD_9_10010_100060.92895592.895475nahezu vollständig redundant
177_SD_9_10010_100260.94776594.776524nahezu vollständig redundant
178_SD_9_10010_100270.94064594.064468nahezu vollständig redundant
179_SD_9_10010_100180.94324294.324236nahezu vollständig redundant
180_SD_9_10010_100090.93573793.573725nahezu vollständig redundant
181_SD_9_10010_100060.92895592.895476nahezu vollständig redundant
182_SD_9_10010_100260.94776594.776524nahezu vollständig redundant
183_SD_9_10010_100270.94064594.064468nahezu vollständig redundant
184_SD_9_10010_100180.94324294.324236nahezu vollständig redundant
185_SD_9_10010_100090.93573793.573725nahezu vollständig redundant
186_SD_10_10018_100100.94324294.324237nahezu vollständig redundant
187_SD_10_10018_100260.95133795.133656nahezu vollständig redundant
188_SD_10_10018_100430.93130293.130243nahezu vollständig redundant
189_SD_10_10018_100270.94334394.334302nahezu vollständig redundant
190_SD_10_10018_100090.93531793.531722nahezu vollständig redundant
191_SD_10_10018_100100.94324294.324237nahezu vollständig redundant
192_SD_10_10018_100260.95133795.133656nahezu vollständig redundant
193_SD_10_10018_100430.93130293.130244nahezu vollständig redundant
194_SD_10_10018_100270.94334394.334302nahezu vollständig redundant
195_SD_10_10018_100090.93531793.531722nahezu vollständig redundant
196_SD_10_10018_100100.94324294.324237nahezu vollständig redundant
197_SD_10_10018_100260.95133795.133656nahezu vollständig redundant
198_SD_10_10018_100430.93130293.130243nahezu vollständig redundant
199_SD_10_10018_100270.94334394.334302nahezu vollständig redundant
200_SD_10_10018_100090.93531793.531722nahezu vollständig redundant
201_SD_11_10026_100180.95133795.133655nahezu vollständig redundant
202_SD_11_10026_100100.94776594.776524nahezu vollständig redundant
203_SD_11_10026_100430.96143896.143798nahezu vollständig redundant
204_SD_11_10026_100440.99536399.536329nahezu vollständig redundant
205_SD_11_10026_100270.96247696.247632nahezu vollständig redundant
206_SD_11_10026_100210.93937993.937861nahezu vollständig redundant
207_SD_11_10026_100200.93856993.856893nahezu vollständig redundant
208_SD_11_10026_100180.95133795.133655nahezu vollständig redundant
209_SD_11_10026_100100.94776594.776523nahezu vollständig redundant
210_SD_11_10026_100430.96143896.143798nahezu vollständig redundant
211_SD_11_10026_100440.99536399.536329nahezu vollständig redundant
212_SD_11_10026_100270.96247696.247632nahezu vollständig redundant
213_SD_11_10026_100210.93937993.937861nahezu vollständig redundant
214_SD_11_10026_100200.93856993.856893nahezu vollständig redundant
215_SD_11_10026_100180.95133795.133655nahezu vollständig redundant
216_SD_11_10026_100100.94776594.776524nahezu vollständig redundant
217_SD_11_10026_100430.96143896.143798nahezu vollständig redundant
218_SD_11_10026_100440.99536399.536329nahezu vollständig redundant
219_SD_11_10026_100270.96247696.247632nahezu vollständig redundant
220_SD_11_10026_100210.93937993.937861nahezu vollständig redundant
221_SD_11_10026_100200.93856993.856893nahezu vollständig redundant
222_SD_12_10021_100260.93937993.937861nahezu vollständig redundant
223_SD_12_10021_100240.94738094.737994nahezu vollständig redundant
224_SD_12_10021_100250.95594095.593965nahezu vollständig redundant
225_SD_12_10021_100220.94791794.791711nahezu vollständig redundant
226_SD_12_10021_100230.94759994.759860nahezu vollständig redundant
227_SD_12_10021_100200.95424095.424027nahezu vollständig redundant
228_SD_12_10021_100190.93443593.443450nahezu vollständig redundant
229_SD_12_10021_100260.93937993.937861nahezu vollständig redundant
230_SD_12_10021_100240.94738094.737994nahezu vollständig redundant
231_SD_12_10021_100250.95594095.593965nahezu vollständig redundant
232_SD_12_10021_100220.94791794.791711nahezu vollständig redundant
233_SD_12_10021_100230.94759994.759860nahezu vollständig redundant
234_SD_12_10021_100200.95424095.424027nahezu vollständig redundant
235_SD_12_10021_100190.93443593.443450nahezu vollständig redundant
236_SD_12_10021_100260.93937993.937861nahezu vollständig redundant
237_SD_12_10021_100240.94738094.737994nahezu vollständig redundant
238_SD_12_10021_100250.95594095.593965nahezu vollständig redundant
239_SD_12_10021_100220.94791794.791711nahezu vollständig redundant
240_SD_12_10021_100230.94759994.759860nahezu vollständig redundant
241_SD_12_10021_100200.95424095.424027nahezu vollständig redundant
242_SD_12_10021_100190.93443593.443450nahezu vollständig redundant
243_SD_13_10020_100210.95424095.424027nahezu vollständig redundant
244_SD_13_10020_100220.94814594.814543nahezu vollständig redundant
245_SD_13_10020_100240.94873894.873817nahezu vollständig redundant
246_SD_13_10020_100250.95578295.578174nahezu vollständig redundant
247_SD_13_10020_100230.94697094.697031nahezu vollständig redundant
248_SD_13_10020_100190.93506593.506539nahezu vollständig redundant
249_SD_13_10020_100260.93856993.856892nahezu vollständig redundant
250_SD_13_10020_100210.95424095.424027nahezu vollständig redundant
251_SD_13_10020_100220.94814594.814543nahezu vollständig redundant
252_SD_13_10020_100240.94873894.873817nahezu vollständig redundant
253_SD_13_10020_100250.95578295.578174nahezu vollständig redundant
254_SD_13_10020_100230.94697094.697031nahezu vollständig redundant
255_SD_13_10020_100190.93506593.506539nahezu vollständig redundant
256_SD_13_10020_100260.93856993.856893nahezu vollständig redundant
257_SD_13_10020_100210.95424095.424027nahezu vollständig redundant
258_SD_13_10020_100220.94814594.814543nahezu vollständig redundant
259_SD_13_10020_100240.94873894.873817nahezu vollständig redundant
260_SD_13_10020_100250.95578295.578174nahezu vollständig redundant
261_SD_13_10020_100230.94697094.697031nahezu vollständig redundant
262_SD_13_10020_100190.93506593.506539nahezu vollständig redundant
263_SD_13_10020_100260.93856993.856893nahezu vollständig redundant
264_SD_14_10019_100200.93506593.506538nahezu vollständig redundant
265_SD_14_10019_100330.92463592.463536nahezu vollständig redundant
266_SD_14_10019_100170.92849792.849724nahezu vollständig redundant
267_SD_14_10019_100260.93639193.639101nahezu vollständig redundant
268_SD_14_10019_100210.93443493.443450nahezu vollständig redundant
269_SD_14_10019_100200.93506593.506538nahezu vollständig redundant
270_SD_14_10019_100330.92463592.463536nahezu vollständig redundant
271_SD_14_10019_100170.92849792.849724nahezu vollständig redundant
272_SD_14_10019_100260.93639193.639101nahezu vollständig redundant
273_SD_14_10019_100210.93443493.443449nahezu vollständig redundant
274_SD_14_10019_100200.93506593.506538nahezu vollständig redundant
275_SD_14_10019_100330.92463592.463536nahezu vollständig redundant
276_SD_14_10019_100170.92849792.849725nahezu vollständig redundant
277_SD_14_10019_100260.93639193.639102nahezu vollständig redundant
278_SD_14_10019_100210.93443493.443450nahezu vollständig redundant
279_SD_15_10027_100260.96247696.247631nahezu vollständig redundant
280_SD_15_10027_100100.94064594.064471nahezu vollständig redundant
281_SD_15_10027_100180.94334394.334304nahezu vollständig redundant
282_SD_15_10027_100430.94397594.397456nahezu vollständig redundant
283_SD_15_10027_100440.96234296.234169nahezu vollständig redundant
284_SD_15_10027_100250.91293791.293682nahezu vollständig redundant
285_SD_15_10027_100260.96247696.247632nahezu vollständig redundant
286_SD_15_10027_100100.94064594.064471nahezu vollständig redundant
287_SD_15_10027_100180.94334394.334304nahezu vollständig redundant
288_SD_15_10027_100430.94397594.397456nahezu vollständig redundant
289_SD_15_10027_100440.96234296.234169nahezu vollständig redundant
290_SD_15_10027_100250.91293791.293682nahezu vollständig redundant
291_SD_15_10027_100260.96247696.247632nahezu vollständig redundant
292_SD_15_10027_100100.94064594.064471nahezu vollständig redundant
293_SD_15_10027_100180.94334394.334304nahezu vollständig redundant
294_SD_15_10027_100430.94397594.397456nahezu vollständig redundant
295_SD_15_10027_100440.96234296.234169nahezu vollständig redundant
296_SD_15_10027_100250.91293791.293682nahezu vollständig redundant
297_SD_16_10022_100210.94791794.791711nahezu vollständig redundant
298_SD_16_10022_100240.94418794.418685nahezu vollständig redundant
299_SD_16_10022_100250.94811494.811403nahezu vollständig redundant
300_SD_16_10022_100230.94277494.277401nahezu vollständig redundant
301_SD_16_10022_100200.94814594.814543nahezu vollständig redundant
302_SD_16_10022_100210.94791794.791711nahezu vollständig redundant
303_SD_16_10022_100240.94418794.418685nahezu vollständig redundant
304_SD_16_10022_100250.94811494.811403nahezu vollständig redundant
305_SD_16_10022_100230.94277494.277401nahezu vollständig redundant
306_SD_16_10022_100200.94814594.814543nahezu vollständig redundant
307_SD_16_10022_100210.94791794.791711nahezu vollständig redundant
308_SD_16_10022_100240.94418794.418685nahezu vollständig redundant
309_SD_16_10022_100250.94811494.811403nahezu vollständig redundant
310_SD_16_10022_100230.94277494.277401nahezu vollständig redundant
311_SD_16_10022_100200.94814594.814543nahezu vollständig redundant
312_SD_17_10023_100220.94277494.277401nahezu vollständig redundant
313_SD_17_10023_100240.94326794.326691nahezu vollständig redundant
314_SD_17_10023_100250.94656994.656906nahezu vollständig redundant
315_SD_17_10023_100200.94697094.697032nahezu vollständig redundant
316_SD_17_10023_100210.94759994.759860nahezu vollständig redundant
317_SD_17_10023_100220.94277494.277401nahezu vollständig redundant
318_SD_17_10023_100240.94326794.326691nahezu vollständig redundant
319_SD_17_10023_100250.94656994.656906nahezu vollständig redundant
320_SD_17_10023_100200.94697094.697032nahezu vollständig redundant
321_SD_17_10023_100210.94759994.759860nahezu vollständig redundant
322_SD_17_10023_100220.94277494.277401nahezu vollständig redundant
323_SD_17_10023_100240.94326794.326691nahezu vollständig redundant
324_SD_17_10023_100250.94656994.656906nahezu vollständig redundant
325_SD_17_10023_100200.94697094.697032nahezu vollständig redundant
326_SD_17_10023_100210.94759994.759860nahezu vollständig redundant
327_SD_18_10024_100230.94326794.326691nahezu vollständig redundant
328_SD_18_10024_100200.94873894.873817nahezu vollständig redundant
329_SD_18_10024_100220.94418794.418685nahezu vollständig redundant
330_SD_18_10024_100210.94738094.737994nahezu vollständig redundant
331_SD_18_10024_100250.94450694.450626nahezu vollständig redundant
332_SD_18_10024_100230.94326794.326691nahezu vollständig redundant
333_SD_18_10024_100200.94873894.873817nahezu vollständig redundant
334_SD_18_10024_100220.94418794.418685nahezu vollständig redundant
335_SD_18_10024_100210.94738094.737994nahezu vollständig redundant
336_SD_18_10024_100250.94450694.450626nahezu vollständig redundant
337_SD_18_10024_100230.94326794.326691nahezu vollständig redundant
338_SD_18_10024_100200.94873894.873817nahezu vollständig redundant
339_SD_18_10024_100220.94418794.418685nahezu vollständig redundant
340_SD_18_10024_100210.94738094.737994nahezu vollständig redundant
341_SD_18_10024_100250.94450694.450626nahezu vollständig redundant
342_SD_19_10025_100240.94450694.450626nahezu vollständig redundant
343_SD_19_10025_100210.95594095.593965nahezu vollständig redundant
344_SD_19_10025_100220.94811494.811403nahezu vollständig redundant
345_SD_19_10025_100200.95578295.578174nahezu vollständig redundant
346_SD_19_10025_100230.94656994.656906nahezu vollständig redundant
347_SD_19_10025_100330.91229691.229595nahezu vollständig redundant
348_SD_19_10025_100270.91293791.293682nahezu vollständig redundant
349_SD_19_10025_100240.94450694.450626nahezu vollständig redundant
350_SD_19_10025_100210.95594095.593965nahezu vollständig redundant
351_SD_19_10025_100220.94811494.811403nahezu vollständig redundant
352_SD_19_10025_100200.95578295.578174nahezu vollständig redundant
353_SD_19_10025_100230.94656994.656906nahezu vollständig redundant
354_SD_19_10025_100330.91229691.229595nahezu vollständig redundant
355_SD_19_10025_100270.91293791.293683nahezu vollständig redundant
356_SD_19_10025_100240.94450694.450626nahezu vollständig redundant
357_SD_19_10025_100210.95594095.593965nahezu vollständig redundant
358_SD_19_10025_100220.94811494.811403nahezu vollständig redundant
359_SD_19_10025_100200.95578295.578174nahezu vollständig redundant
360_SD_19_10025_100230.94656994.656906nahezu vollständig redundant
361_SD_19_10025_100330.91229691.229595nahezu vollständig redundant
362_SD_19_10025_100270.91293791.293682nahezu vollständig redundant
363_SD_20_10043_100270.94397594.397457nahezu vollständig redundant
364_SD_20_10043_100260.96143896.143797nahezu vollständig redundant
365_SD_20_10043_100520.93878393.878316nahezu vollständig redundant
366_SD_20_10043_100440.96184796.184717nahezu vollständig redundant
367_SD_20_10043_100420.92961892.961825nahezu vollständig redundant
368_SD_20_10043_100270.94397594.397457nahezu vollständig redundant
369_SD_20_10043_100260.96143896.143797nahezu vollständig redundant
370_SD_20_10043_100520.93878393.878316nahezu vollständig redundant
371_SD_20_10043_100440.96184796.184717nahezu vollständig redundant
372_SD_20_10043_100420.92961892.961824nahezu vollständig redundant
373_SD_20_10043_100270.94397594.397457nahezu vollständig redundant
374_SD_20_10043_100260.96143896.143797nahezu vollständig redundant
375_SD_20_10043_100520.93878393.878316nahezu vollständig redundant
376_SD_20_10043_100440.96184796.184717nahezu vollständig redundant
377_SD_20_10043_100420.92961892.961825nahezu vollständig redundant
378_SD_21_10044_100270.96234296.234172nahezu vollständig redundant
379_SD_21_10044_100430.96184796.184717nahezu vollständig redundant
380_SD_21_10044_100520.95735595.735525nahezu vollständig redundant
381_SD_21_10044_100530.95324395.324346nahezu vollständig redundant
382_SD_21_10044_100370.99423899.423791nahezu vollständig redundant
383_SD_21_10044_100400.95431295.431245nahezu vollständig redundant
384_SD_21_10044_100420.94125994.125878nahezu vollständig redundant
385_SD_21_10044_100270.96234296.234172nahezu vollständig redundant
386_SD_21_10044_100430.96184796.184717nahezu vollständig redundant
387_SD_21_10044_100520.95735595.735525nahezu vollständig redundant
388_SD_21_10044_100530.95324395.324346nahezu vollständig redundant
389_SD_21_10044_100370.99423899.423791nahezu vollständig redundant
390_SD_21_10044_100400.95431295.431245nahezu vollständig redundant
391_SD_21_10044_100420.94125994.125878nahezu vollständig redundant
392_SD_21_10044_100270.96234296.234171nahezu vollständig redundant
393_SD_21_10044_100430.96184796.184717nahezu vollständig redundant
394_SD_21_10044_100520.95735595.735525nahezu vollständig redundant
395_SD_21_10044_100530.95324395.324346nahezu vollständig redundant
396_SD_21_10044_100370.99423899.423791nahezu vollständig redundant
397_SD_21_10044_100400.95431295.431245nahezu vollständig redundant
398_SD_21_10044_100420.94125994.125878nahezu vollständig redundant
399_SD_22_10042_100430.92961892.961825nahezu vollständig redundant
400_SD_22_10042_100440.94125994.125878nahezu vollständig redundant
401_SD_22_10042_100400.93555193.555142nahezu vollständig redundant
402_SD_22_10042_100410.91947091.946996nahezu vollständig redundant
403_SD_22_10042_100430.92961892.961825nahezu vollständig redundant
404_SD_22_10042_100440.94125994.125878nahezu vollständig redundant
405_SD_22_10042_100400.93555193.555142nahezu vollständig redundant
406_SD_22_10042_100410.91947091.946996nahezu vollständig redundant
407_SD_22_10042_100430.92961892.961825nahezu vollständig redundant
408_SD_22_10042_100440.94125994.125878nahezu vollständig redundant
409_SD_22_10042_100400.93555193.555142nahezu vollständig redundant
410_SD_22_10042_100410.91947091.946996nahezu vollständig redundant
411_SD_23_10041_100420.91947091.946997nahezu vollständig redundant
412_SD_23_10041_100440.93108393.108321nahezu vollständig redundant
413_SD_23_10041_100400.94100194.100137nahezu vollständig redundant
414_SD_23_10041_100380.90844590.844488nahezu vollständig redundant
415_SD_23_10041_100420.91947091.946997nahezu vollständig redundant
416_SD_23_10041_100440.93108393.108321nahezu vollständig redundant
417_SD_23_10041_100400.94100194.100137nahezu vollständig redundant
418_SD_23_10041_100380.90844590.844488nahezu vollständig redundant
419_SD_23_10041_100420.91947091.946996nahezu vollständig redundant
420_SD_23_10041_100440.93108393.108321nahezu vollständig redundant
421_SD_23_10041_100400.94100194.100137nahezu vollständig redundant
422_SD_23_10041_100380.90844590.844488nahezu vollständig redundant
423_SD_24_10037_100440.99423899.423791nahezu vollständig redundant
424_SD_24_10037_100510.93851893.851794nahezu vollständig redundant
425_SD_24_10037_100360.95209995.209915nahezu vollständig redundant
426_SD_24_10037_100350.95896695.896643nahezu vollständig redundant
427_SD_24_10037_100380.94928694.928620nahezu vollständig redundant
428_SD_24_10037_100390.94301094.301011nahezu vollständig redundant
429_SD_24_10037_100400.95492695.492594nahezu vollständig redundant
430_SD_24_10037_100440.99423899.423791nahezu vollständig redundant
431_SD_24_10037_100510.93851893.851794nahezu vollständig redundant
432_SD_24_10037_100360.95209995.209915nahezu vollständig redundant
433_SD_24_10037_100350.95896695.896643nahezu vollständig redundant
434_SD_24_10037_100380.94928694.928620nahezu vollständig redundant
435_SD_24_10037_100390.94301094.301011nahezu vollständig redundant
436_SD_24_10037_100400.95492695.492594nahezu vollständig redundant
437_SD_24_10037_100440.99423899.423791nahezu vollständig redundant
438_SD_24_10037_100510.93851893.851795nahezu vollständig redundant
439_SD_24_10037_100360.95209995.209915nahezu vollständig redundant
440_SD_24_10037_100350.95896695.896643nahezu vollständig redundant
441_SD_24_10037_100380.94928694.928620nahezu vollständig redundant
442_SD_24_10037_100390.94301094.301012nahezu vollständig redundant
443_SD_24_10037_100400.95492695.492594nahezu vollständig redundant
444_SD_25_10052_100430.93878393.878314nahezu vollständig redundant
445_SD_25_10052_100590.95775095.775004nahezu vollständig redundant
446_SD_25_10052_100530.94799894.799789nahezu vollständig redundant
447_SD_25_10052_100500.93902093.901984nahezu vollständig redundant
448_SD_25_10052_100510.93768993.768857nahezu vollständig redundant
449_SD_25_10052_100440.95735595.735524nahezu vollständig redundant
450_SD_25_10052_100430.93878393.878314nahezu vollständig redundant
451_SD_25_10052_100590.95775095.775004nahezu vollständig redundant
452_SD_25_10052_100530.94799894.799789nahezu vollständig redundant
453_SD_25_10052_100500.93902093.901984nahezu vollständig redundant
454_SD_25_10052_100510.93768993.768857nahezu vollständig redundant
455_SD_25_10052_100440.95735595.735524nahezu vollständig redundant
456_SD_25_10052_100430.93878393.878314nahezu vollständig redundant
457_SD_25_10052_100590.95775095.775004nahezu vollständig redundant
458_SD_25_10052_100530.94799894.799789nahezu vollständig redundant
459_SD_25_10052_100500.93902093.901984nahezu vollständig redundant
460_SD_25_10052_100510.93768993.768857nahezu vollständig redundant
461_SD_25_10052_100440.95735595.735524nahezu vollständig redundant
462_SD_26_10040_100370.95492695.492595nahezu vollständig redundant
463_SD_26_10040_100410.94100194.100137nahezu vollständig redundant
464_SD_26_10040_100420.93555193.555142nahezu vollständig redundant
465_SD_26_10040_100440.95431295.431244nahezu vollständig redundant
466_SD_26_10040_100370.95492695.492595nahezu vollständig redundant
467_SD_26_10040_100410.94100194.100137nahezu vollständig redundant
468_SD_26_10040_100420.93555193.555142nahezu vollständig redundant
469_SD_26_10040_100440.95431295.431244nahezu vollständig redundant
470_SD_26_10040_100370.95492695.492595nahezu vollständig redundant
471_SD_26_10040_100410.94100194.100137nahezu vollständig redundant
472_SD_26_10040_100420.93555193.555142nahezu vollständig redundant
473_SD_26_10040_100440.95431295.431245nahezu vollständig redundant
474_SD_27_10051_100370.93851893.851794nahezu vollständig redundant
475_SD_27_10051_100520.93768993.768857nahezu vollständig redundant
476_SD_27_10051_100530.93978493.978370nahezu vollständig redundant
477_SD_27_10051_100500.93134493.134359nahezu vollständig redundant
478_SD_27_10051_100370.93851893.851794nahezu vollständig redundant
479_SD_27_10051_100520.93768993.768857nahezu vollständig redundant
480_SD_27_10051_100530.93978493.978370nahezu vollständig redundant
481_SD_27_10051_100500.93134493.134359nahezu vollständig redundant
482_SD_27_10051_100370.93851893.851794nahezu vollständig redundant
483_SD_27_10051_100520.93768993.768857nahezu vollständig redundant
484_SD_27_10051_100530.93978493.978370nahezu vollständig redundant
485_SD_27_10051_100500.93134493.134359nahezu vollständig redundant
486_SD_28_10011_100010.93502093.501969nahezu vollständig redundant
487_SD_28_10011_100130.91610391.610330nahezu vollständig redundant
488_SD_28_10011_100170.93507993.507940nahezu vollständig redundant
489_SD_28_10011_100280.93442793.442691nahezu vollständig redundant
490_SD_28_10011_100010.93502093.501968nahezu vollständig redundant
491_SD_28_10011_100130.91610391.610331nahezu vollständig redundant
492_SD_28_10011_100170.93507993.507939nahezu vollständig redundant
493_SD_28_10011_100280.93442793.442690nahezu vollständig redundant
494_SD_28_10011_100010.93502093.501968nahezu vollständig redundant
495_SD_28_10011_100130.91610391.610330nahezu vollständig redundant
496_SD_28_10011_100170.93507993.507939nahezu vollständig redundant
497_SD_28_10011_100280.93442793.442691nahezu vollständig redundant
498_SD_29_10017_100110.93507993.507939nahezu vollständig redundant
499_SD_29_10017_100130.92699092.698994nahezu vollständig redundant
500_SD_29_10017_100120.94585294.585191nahezu vollständig redundant
501_SD_29_10017_100140.96118196.118129nahezu vollständig redundant
502_SD_29_10017_100070.94336294.336180nahezu vollständig redundant
503_SD_29_10017_100160.95108895.108790nahezu vollständig redundant
504_SD_29_10017_100190.92849792.849722nahezu vollständig redundant
505_SD_29_10017_100310.93209393.209344nahezu vollständig redundant
506_SD_29_10017_100110.93507993.507939nahezu vollständig redundant
507_SD_29_10017_100130.92699092.698994nahezu vollständig redundant
508_SD_29_10017_100120.94585294.585191nahezu vollständig redundant
509_SD_29_10017_100140.96118196.118129nahezu vollständig redundant
510_SD_29_10017_100070.94336294.336180nahezu vollständig redundant
511_SD_29_10017_100160.95108895.108790nahezu vollständig redundant
512_SD_29_10017_100190.92849792.849722nahezu vollständig redundant
513_SD_29_10017_100310.93209393.209344nahezu vollständig redundant
514_SD_29_10017_100110.93507993.507939nahezu vollständig redundant
515_SD_29_10017_100130.92699092.698994nahezu vollständig redundant
516_SD_29_10017_100120.94585294.585191nahezu vollständig redundant
517_SD_29_10017_100140.96118196.118129nahezu vollständig redundant
518_SD_29_10017_100070.94336294.336180nahezu vollständig redundant
519_SD_29_10017_100160.95108895.108790nahezu vollständig redundant
520_SD_29_10017_100190.92849792.849722nahezu vollständig redundant
521_SD_29_10017_100310.93209393.209344nahezu vollständig redundant
522_SD_30_10013_100170.92699092.698994nahezu vollständig redundant
523_SD_30_10013_100110.91610391.610330nahezu vollständig redundant
524_SD_30_10013_100120.91379091.379030nahezu vollständig redundant
525_SD_30_10013_100170.92699092.698994nahezu vollständig redundant
526_SD_30_10013_100110.91610391.610330nahezu vollständig redundant
527_SD_30_10013_100120.91379091.379030nahezu vollständig redundant
528_SD_30_10013_100170.92699092.698994nahezu vollständig redundant
529_SD_30_10013_100110.91610391.610331nahezu vollständig redundant
530_SD_30_10013_100120.91379091.379031nahezu vollständig redundant
531_SD_31_10007_100080.95463895.463783nahezu vollständig redundant
532_SD_31_10007_100160.94846194.846123nahezu vollständig redundant
533_SD_31_10007_100170.94336294.336180nahezu vollständig redundant
534_SD_31_10007_100150.95552595.552542nahezu vollständig redundant
535_SD_31_10007_100030.93651693.651589nahezu vollständig redundant
536_SD_31_10007_100080.95463895.463783nahezu vollständig redundant
537_SD_31_10007_100160.94846194.846123nahezu vollständig redundant
538_SD_31_10007_100170.94336294.336180nahezu vollständig redundant
539_SD_31_10007_100150.95552595.552542nahezu vollständig redundant
540_SD_31_10007_100030.93651693.651589nahezu vollständig redundant
541_SD_31_10007_100080.95463895.463783nahezu vollständig redundant
542_SD_31_10007_100160.94846194.846123nahezu vollständig redundant
543_SD_31_10007_100170.94336294.336180nahezu vollständig redundant
544_SD_31_10007_100150.95552595.552542nahezu vollständig redundant
545_SD_31_10007_100030.93651693.651589nahezu vollständig redundant
546_SD_32_10016_100070.94846194.846123nahezu vollständig redundant
547_SD_32_10016_100310.92071192.071090nahezu vollständig redundant
548_SD_32_10016_100170.95108895.108790nahezu vollständig redundant
549_SD_32_10016_100140.96054496.054399nahezu vollständig redundant
550_SD_32_10016_100120.94144594.144519nahezu vollständig redundant
551_SD_32_10016_100150.94314894.314798nahezu vollständig redundant
552_SD_32_10016_100030.93990493.990388nahezu vollständig redundant
553_SD_32_10016_100070.94846194.846123nahezu vollständig redundant
554_SD_32_10016_100310.92071192.071090nahezu vollständig redundant
555_SD_32_10016_100170.95108895.108790nahezu vollständig redundant
556_SD_32_10016_100140.96054496.054398nahezu vollständig redundant
557_SD_32_10016_100120.94144594.144519nahezu vollständig redundant
558_SD_32_10016_100150.94314894.314798nahezu vollständig redundant
559_SD_32_10016_100030.93990493.990388nahezu vollständig redundant
560_SD_32_10016_100070.94846194.846123nahezu vollständig redundant
561_SD_32_10016_100310.92071192.071090nahezu vollständig redundant
562_SD_32_10016_100170.95108895.108790nahezu vollständig redundant
563_SD_32_10016_100140.96054496.054398nahezu vollständig redundant
564_SD_32_10016_100120.94144594.144519nahezu vollständig redundant
565_SD_32_10016_100150.94314894.314798nahezu vollständig redundant
566_SD_32_10016_100030.93990493.990388nahezu vollständig redundant
567_SD_33_10015_100070.95552595.552543nahezu vollständig redundant
568_SD_33_10015_100160.94314894.314798nahezu vollständig redundant
569_SD_33_10015_100140.94785394.785316nahezu vollständig redundant
570_SD_33_10015_100120.93288893.288790nahezu vollständig redundant
571_SD_33_10015_100070.95552595.552542nahezu vollständig redundant
572_SD_33_10015_100160.94314894.314798nahezu vollständig redundant
573_SD_33_10015_100140.94785394.785316nahezu vollständig redundant
574_SD_33_10015_100120.93288893.288789nahezu vollständig redundant
575_SD_33_10015_100070.95552595.552542nahezu vollständig redundant
576_SD_33_10015_100160.94314894.314798nahezu vollständig redundant
577_SD_33_10015_100140.94785394.785316nahezu vollständig redundant
578_SD_33_10015_100120.93288893.288789nahezu vollständig redundant
579_SD_34_10014_100170.96118196.118129nahezu vollständig redundant
580_SD_34_10014_100120.94811994.811941nahezu vollständig redundant
581_SD_34_10014_100150.94785394.785316nahezu vollständig redundant
582_SD_34_10014_100160.96054496.054398nahezu vollständig redundant
583_SD_34_10014_100170.96118196.118129nahezu vollständig redundant
584_SD_34_10014_100120.94811994.811941nahezu vollständig redundant
585_SD_34_10014_100150.94785394.785316nahezu vollständig redundant
586_SD_34_10014_100160.96054496.054399nahezu vollständig redundant
587_SD_34_10014_100170.96118196.118129nahezu vollständig redundant
588_SD_34_10014_100120.94811994.811940nahezu vollständig redundant
589_SD_34_10014_100150.94785394.785316nahezu vollständig redundant
590_SD_34_10014_100160.96054496.054399nahezu vollständig redundant
591_SD_35_10012_100150.93288893.288789nahezu vollständig redundant
592_SD_35_10012_100160.94144594.144519nahezu vollständig redundant
593_SD_35_10012_100140.94811994.811941nahezu vollständig redundant
594_SD_35_10012_100170.94585294.585191nahezu vollständig redundant
595_SD_35_10012_100130.91379091.379031nahezu vollständig redundant
596_SD_35_10012_100150.93288893.288789nahezu vollständig redundant
597_SD_35_10012_100160.94144594.144519nahezu vollständig redundant
598_SD_35_10012_100140.94811994.811941nahezu vollständig redundant
599_SD_35_10012_100170.94585294.585191nahezu vollständig redundant
600_SD_35_10012_100130.91379091.379031nahezu vollständig redundant
601_SD_35_10012_100150.93288893.288789nahezu vollständig redundant
602_SD_35_10012_100160.94144594.144519nahezu vollständig redundant
603_SD_35_10012_100140.94811994.811941nahezu vollständig redundant
604_SD_35_10012_100170.94585294.585191nahezu vollständig redundant
605_SD_35_10012_100130.91379091.379031nahezu vollständig redundant
606_SD_36_10033_100190.92463592.463537nahezu vollständig redundant
607_SD_36_10033_100250.91229691.229590nahezu vollständig redundant
608_SD_36_10033_100390.93651393.651313nahezu vollständig redundant
609_SD_36_10033_100320.95434795.434669nahezu vollständig redundant
610_SD_36_10033_100310.93042293.042215nahezu vollständig redundant
611_SD_36_10033_100190.92463592.463537nahezu vollständig redundant
612_SD_36_10033_100250.91229691.229590nahezu vollständig redundant
613_SD_36_10033_100390.93651393.651312nahezu vollständig redundant
614_SD_36_10033_100320.95434795.434669nahezu vollständig redundant
615_SD_36_10033_100310.93042293.042214nahezu vollständig redundant
616_SD_36_10033_100190.92463592.463537nahezu vollständig redundant
617_SD_36_10033_100250.91229691.229590nahezu vollständig redundant
618_SD_36_10033_100390.93651393.651313nahezu vollständig redundant
619_SD_36_10033_100320.95434795.434669nahezu vollständig redundant
620_SD_36_10033_100310.93042293.042215nahezu vollständig redundant
621_SD_37_10032_100330.95434795.434668nahezu vollständig redundant
622_SD_37_10032_100390.93576593.576524nahezu vollständig redundant
623_SD_37_10032_100380.92827892.827786nahezu vollständig redundant
624_SD_37_10032_100310.92166092.165987nahezu vollständig redundant
625_SD_37_10032_100330.95434795.434668nahezu vollständig redundant
626_SD_37_10032_100390.93576593.576524nahezu vollständig redundant
627_SD_37_10032_100380.92827892.827786nahezu vollständig redundant
628_SD_37_10032_100310.92166092.165987nahezu vollständig redundant
629_SD_37_10032_100330.95434795.434668nahezu vollständig redundant
630_SD_37_10032_100390.93576593.576524nahezu vollständig redundant
631_SD_37_10032_100380.92827892.827786nahezu vollständig redundant
632_SD_37_10032_100310.92166092.165987nahezu vollständig redundant
633_SD_38_10031_100170.93209393.209345nahezu vollständig redundant
634_SD_38_10031_100330.93042293.042214nahezu vollständig redundant
635_SD_38_10031_100320.92166092.165988nahezu vollständig redundant
636_SD_38_10031_100300.91585791.585695nahezu vollständig redundant
637_SD_38_10031_100170.93209393.209345nahezu vollständig redundant
638_SD_38_10031_100330.93042293.042214nahezu vollständig redundant
639_SD_38_10031_100320.92166092.165988nahezu vollständig redundant
640_SD_38_10031_100300.91585791.585695nahezu vollständig redundant
641_SD_38_10031_100170.93209393.209345nahezu vollständig redundant
642_SD_38_10031_100330.93042293.042215nahezu vollständig redundant
643_SD_38_10031_100320.92166092.165988nahezu vollständig redundant
644_SD_38_10031_100300.91585791.585695nahezu vollständig redundant
645_SD_39_10038_100410.90844590.844491nahezu vollständig redundant
646_SD_39_10038_100370.94928694.928619nahezu vollständig redundant
647_SD_39_10038_100360.92840692.840613nahezu vollständig redundant
648_SD_39_10038_100320.92827892.827788nahezu vollständig redundant
649_SD_39_10038_100390.93502393.502322nahezu vollständig redundant
650_SD_39_10038_100410.90844590.844491nahezu vollständig redundant
651_SD_39_10038_100370.94928694.928619nahezu vollständig redundant
652_SD_39_10038_100360.92840692.840613nahezu vollständig redundant
653_SD_39_10038_100320.92827892.827788nahezu vollständig redundant
654_SD_39_10038_100390.93502393.502322nahezu vollständig redundant
655_SD_39_10038_100410.90844590.844491nahezu vollständig redundant
656_SD_39_10038_100370.94928694.928619nahezu vollständig redundant
657_SD_39_10038_100360.92840692.840613nahezu vollständig redundant
658_SD_39_10038_100320.92827892.827788nahezu vollständig redundant
659_SD_39_10038_100390.93502393.502322nahezu vollständig redundant
660_SD_40_10039_100320.93576593.576525nahezu vollständig redundant
661_SD_40_10039_100330.93651393.651313nahezu vollständig redundant
662_SD_40_10039_100370.94301094.301010nahezu vollständig redundant
663_SD_40_10039_100380.93502393.502322nahezu vollständig redundant
664_SD_40_10039_100290.92217192.217061nahezu vollständig redundant
665_SD_40_10039_100320.93576593.576525nahezu vollständig redundant
666_SD_40_10039_100330.93651393.651312nahezu vollständig redundant
667_SD_40_10039_100370.94301094.301010nahezu vollständig redundant
668_SD_40_10039_100380.93502393.502322nahezu vollständig redundant
669_SD_40_10039_100290.92217192.217061nahezu vollständig redundant
670_SD_40_10039_100320.93576593.576525nahezu vollständig redundant
671_SD_40_10039_100330.93651393.651312nahezu vollständig redundant
672_SD_40_10039_100370.94301094.301010nahezu vollständig redundant
673_SD_40_10039_100380.93502393.502322nahezu vollständig redundant
674_SD_40_10039_100290.92217192.217061nahezu vollständig redundant
675_SD_41_10035_100370.95896695.896641nahezu vollständig redundant
676_SD_41_10035_100360.94756894.756843nahezu vollständig redundant
677_SD_41_10035_100340.94986594.986497nahezu vollständig redundant
678_SD_41_10035_100300.92788492.788392nahezu vollständig redundant
679_SD_41_10035_100290.92926892.926818nahezu vollständig redundant
680_SD_41_10035_100370.95896695.896641nahezu vollständig redundant
681_SD_41_10035_100360.94756894.756843nahezu vollständig redundant
682_SD_41_10035_100340.94986594.986497nahezu vollständig redundant
683_SD_41_10035_100300.92788492.788391nahezu vollständig redundant
684_SD_41_10035_100290.92926892.926818nahezu vollständig redundant
685_SD_41_10035_100370.95896695.896641nahezu vollständig redundant
686_SD_41_10035_100360.94756894.756843nahezu vollständig redundant
687_SD_41_10035_100340.94986594.986497nahezu vollständig redundant
688_SD_41_10035_100300.92788492.788391nahezu vollständig redundant
689_SD_41_10035_100290.92926892.926817nahezu vollständig redundant
690_SD_42_10036_100380.92840692.840612nahezu vollständig redundant
691_SD_42_10036_100370.95209995.209914nahezu vollständig redundant
692_SD_42_10036_100340.94221894.221839nahezu vollständig redundant
693_SD_42_10036_100350.94756894.756843nahezu vollständig redundant
694_SD_42_10036_100380.92840692.840612nahezu vollständig redundant
695_SD_42_10036_100370.95209995.209914nahezu vollständig redundant
696_SD_42_10036_100340.94221894.221839nahezu vollständig redundant
697_SD_42_10036_100350.94756894.756843nahezu vollständig redundant
698_SD_42_10036_100380.92840692.840612nahezu vollständig redundant
699_SD_42_10036_100370.95209995.209914nahezu vollständig redundant
700_SD_42_10036_100340.94221894.221839nahezu vollständig redundant
701_SD_42_10036_100350.94756894.756843nahezu vollständig redundant
702_SD_43_10028_100110.93442793.442683nahezu vollständig redundant
703_SD_43_10028_100300.93367193.367120nahezu vollständig redundant
704_SD_43_10028_100290.93893593.893463nahezu vollständig redundant
705_SD_43_10028_100340.92213792.213694nahezu vollständig redundant
706_SD_43_10028_100110.93442793.442683nahezu vollständig redundant
707_SD_43_10028_100300.93367193.367121nahezu vollständig redundant
708_SD_43_10028_100290.93893593.893463nahezu vollständig redundant
709_SD_43_10028_100340.92213792.213694nahezu vollständig redundant
710_SD_43_10028_100110.93442793.442684nahezu vollständig redundant
711_SD_43_10028_100300.93367193.367121nahezu vollständig redundant
712_SD_43_10028_100290.93893593.893463nahezu vollständig redundant
713_SD_43_10028_100340.92213792.213694nahezu vollständig redundant
714_SD_44_10034_100280.92213792.213696nahezu vollständig redundant
715_SD_44_10034_100350.94986594.986496nahezu vollständig redundant
716_SD_44_10034_100370.95155395.155272nahezu vollständig redundant
717_SD_44_10034_100360.94221894.221838nahezu vollständig redundant
718_SD_44_10034_100450.90380490.380393nahezu vollständig redundant
719_SD_44_10034_100280.92213792.213696nahezu vollständig redundant
720_SD_44_10034_100350.94986594.986496nahezu vollständig redundant
721_SD_44_10034_100370.95155395.155272nahezu vollständig redundant
722_SD_44_10034_100360.94221894.221839nahezu vollständig redundant
723_SD_44_10034_100450.90380490.380394nahezu vollständig redundant
724_SD_44_10034_100280.92213792.213696nahezu vollständig redundant
725_SD_44_10034_100350.94986594.986496nahezu vollständig redundant
726_SD_44_10034_100370.95155395.155272nahezu vollständig redundant
727_SD_44_10034_100360.94221894.221839nahezu vollständig redundant
728_SD_44_10034_100450.90380490.380393nahezu vollständig redundant
729_SD_45_10030_100280.93367193.367120nahezu vollständig redundant
730_SD_45_10030_100310.91585791.585694nahezu vollständig redundant
731_SD_45_10030_100290.92675792.675700nahezu vollständig redundant
732_SD_45_10030_100350.92788492.788390nahezu vollständig redundant
733_SD_45_10030_100280.93367193.367120nahezu vollständig redundant
734_SD_45_10030_100310.91585791.585694nahezu vollständig redundant
735_SD_45_10030_100290.92675792.675700nahezu vollständig redundant
736_SD_45_10030_100350.92788492.788390nahezu vollständig redundant
737_SD_45_10030_100280.93367193.367120nahezu vollständig redundant
738_SD_45_10030_100310.91585791.585694nahezu vollständig redundant
739_SD_45_10030_100290.92675792.675700nahezu vollständig redundant
740_SD_45_10030_100350.92788492.788390nahezu vollständig redundant
741_SD_46_10029_100300.92675792.675700nahezu vollständig redundant
742_SD_46_10029_100390.92217192.217060nahezu vollständig redundant
743_SD_46_10029_100350.92926892.926817nahezu vollständig redundant
744_SD_46_10029_100280.93893593.893463nahezu vollständig redundant
745_SD_46_10029_100300.92675792.675700nahezu vollständig redundant
746_SD_46_10029_100390.92217192.217059nahezu vollständig redundant
747_SD_46_10029_100350.92926892.926817nahezu vollständig redundant
748_SD_46_10029_100280.93893593.893463nahezu vollständig redundant
749_SD_46_10029_100300.92675792.675700nahezu vollständig redundant
750_SD_46_10029_100390.92217192.217059nahezu vollständig redundant
751_SD_46_10029_100350.92926892.926817nahezu vollständig redundant
752_SD_46_10029_100280.93893593.893463nahezu vollständig redundant
753_SD_47_10053_100440.95324395.324349nahezu vollständig redundant
754_SD_47_10053_100520.94799894.799789nahezu vollständig redundant
755_SD_47_10053_100590.95342995.342877nahezu vollständig redundant
756_SD_47_10053_100490.92998392.998303nahezu vollständig redundant
757_SD_47_10053_100500.94321894.321828nahezu vollständig redundant
758_SD_47_10053_100510.93978493.978371nahezu vollständig redundant
759_SD_47_10053_100440.95324395.324349nahezu vollständig redundant
760_SD_47_10053_100520.94799894.799789nahezu vollständig redundant
761_SD_47_10053_100590.95342995.342877nahezu vollständig redundant
762_SD_47_10053_100490.92998392.998304nahezu vollständig redundant
763_SD_47_10053_100500.94321894.321828nahezu vollständig redundant
764_SD_47_10053_100510.93978493.978371nahezu vollständig redundant
765_SD_47_10053_100440.95324395.324349nahezu vollständig redundant
766_SD_47_10053_100520.94799894.799789nahezu vollständig redundant
767_SD_47_10053_100590.95342995.342877nahezu vollständig redundant
768_SD_47_10053_100490.92998392.998304nahezu vollständig redundant
769_SD_47_10053_100500.94321894.321828nahezu vollständig redundant
770_SD_47_10053_100510.93978493.978371nahezu vollständig redundant
771_SD_48_10049_100500.93353293.353237nahezu vollständig redundant
772_SD_48_10049_100530.92998392.998303nahezu vollständig redundant
773_SD_48_10049_100470.93562193.562117nahezu vollständig redundant
774_SD_48_10049_100460.93149293.149243nahezu vollständig redundant
775_SD_48_10049_100480.94352494.352380nahezu vollständig redundant
776_SD_48_10049_100500.93353293.353237nahezu vollständig redundant
777_SD_48_10049_100530.92998392.998303nahezu vollständig redundant
778_SD_48_10049_100470.93562193.562117nahezu vollständig redundant
779_SD_48_10049_100460.93149293.149243nahezu vollständig redundant
780_SD_48_10049_100480.94352494.352380nahezu vollständig redundant
781_SD_48_10049_100500.93353293.353237nahezu vollständig redundant
782_SD_48_10049_100530.92998392.998303nahezu vollständig redundant
783_SD_48_10049_100470.93562193.562117nahezu vollständig redundant
784_SD_48_10049_100460.93149293.149243nahezu vollständig redundant
785_SD_48_10049_100480.94352494.352380nahezu vollständig redundant
786_SD_49_10050_100510.93134493.134358nahezu vollständig redundant
787_SD_49_10050_100520.93902093.901982nahezu vollständig redundant
788_SD_49_10050_100530.94321894.321828nahezu vollständig redundant
789_SD_49_10050_100490.93353293.353236nahezu vollständig redundant
790_SD_49_10050_100480.93245393.245251nahezu vollständig redundant
791_SD_49_10050_100510.93134493.134358nahezu vollständig redundant
792_SD_49_10050_100520.93902093.901983nahezu vollständig redundant
793_SD_49_10050_100530.94321894.321828nahezu vollständig redundant
794_SD_49_10050_100490.93353293.353236nahezu vollständig redundant
795_SD_49_10050_100480.93245393.245251nahezu vollständig redundant
796_SD_49_10050_100510.93134493.134358nahezu vollständig redundant
797_SD_49_10050_100520.93902093.901983nahezu vollständig redundant
798_SD_49_10050_100530.94321894.321828nahezu vollständig redundant
799_SD_49_10050_100490.93353293.353236nahezu vollständig redundant
800_SD_49_10050_100480.93245393.245251nahezu vollständig redundant
801_SD_50_10048_100500.93245393.245251nahezu vollständig redundant
802_SD_50_10048_100490.94352494.352380nahezu vollständig redundant
803_SD_50_10048_100570.91320091.320020nahezu vollständig redundant
804_SD_50_10048_100470.95658195.658103nahezu vollständig redundant
805_SD_50_10048_100460.95901395.901302nahezu vollständig redundant
806_SD_50_10048_100500.93245393.245251nahezu vollständig redundant
807_SD_50_10048_100490.94352494.352380nahezu vollständig redundant
808_SD_50_10048_100570.91320091.320020nahezu vollständig redundant
809_SD_50_10048_100470.95658195.658103nahezu vollständig redundant
810_SD_50_10048_100460.95901395.901302nahezu vollständig redundant
811_SD_50_10048_100500.93245393.245250nahezu vollständig redundant
812_SD_50_10048_100490.94352494.352380nahezu vollständig redundant
813_SD_50_10048_100570.91320091.320020nahezu vollständig redundant
814_SD_50_10048_100470.95658195.658103nahezu vollständig redundant
815_SD_50_10048_100460.95901395.901302nahezu vollständig redundant
816_SD_51_10047_100480.95658195.658102nahezu vollständig redundant
817_SD_51_10047_100490.93562193.562116nahezu vollständig redundant
818_SD_51_10047_100450.92622692.622630nahezu vollständig redundant
819_SD_51_10047_100460.94960694.960579nahezu vollständig redundant
820_SD_51_10047_100480.95658195.658102nahezu vollständig redundant
821_SD_51_10047_100490.93562193.562116nahezu vollständig redundant
822_SD_51_10047_100450.92622692.622630nahezu vollständig redundant
823_SD_51_10047_100460.94960694.960579nahezu vollständig redundant
824_SD_51_10047_100480.95658195.658102nahezu vollständig redundant
825_SD_51_10047_100490.93562193.562116nahezu vollständig redundant
826_SD_51_10047_100450.92622692.622630nahezu vollständig redundant
827_SD_51_10047_100460.94960694.960579nahezu vollständig redundant
828_SD_52_10046_100480.95901395.901302nahezu vollständig redundant
829_SD_52_10046_100470.94960694.960579nahezu vollständig redundant
830_SD_52_10046_100550.91243891.243847nahezu vollständig redundant
831_SD_52_10046_100450.92706592.706547nahezu vollständig redundant
832_SD_52_10046_100480.95901395.901302nahezu vollständig redundant
833_SD_52_10046_100470.94960694.960579nahezu vollständig redundant
834_SD_52_10046_100550.91243891.243846nahezu vollständig redundant
835_SD_52_10046_100450.92706592.706547nahezu vollständig redundant
836_SD_52_10046_100480.95901395.901302nahezu vollständig redundant
837_SD_52_10046_100470.94960694.960579nahezu vollständig redundant
838_SD_52_10046_100550.91243891.243847nahezu vollständig redundant
839_SD_52_10046_100450.92706592.706547nahezu vollständig redundant
840_SD_53_10045_100340.90380490.380397nahezu vollständig redundant
841_SD_53_10045_100460.92706592.706548nahezu vollständig redundant
842_SD_53_10045_100470.92622692.622630nahezu vollständig redundant
843_SD_53_10045_100540.92006092.006032nahezu vollständig redundant
844_SD_53_10045_100340.90380490.380397nahezu vollständig redundant
845_SD_53_10045_100460.92706592.706548nahezu vollständig redundant
846_SD_53_10045_100470.92622692.622630nahezu vollständig redundant
847_SD_53_10045_100540.92006092.006031nahezu vollständig redundant
848_SD_53_10045_100340.90380490.380398nahezu vollständig redundant
849_SD_53_10045_100460.92706592.706548nahezu vollständig redundant
850_SD_53_10045_100470.92622692.622630nahezu vollständig redundant
851_SD_53_10045_100540.92006092.006031nahezu vollständig redundant
852_SD_54_10059_100530.95342995.342876nahezu vollständig redundant
853_SD_54_10059_100520.95775095.775006nahezu vollständig redundant
854_SD_54_10059_100580.93314293.314192nahezu vollständig redundant
855_SD_54_10059_100560.94783794.783742nahezu vollständig redundant
856_SD_54_10059_100570.94628494.628414nahezu vollständig redundant
857_SD_54_10059_100530.95342995.342877nahezu vollständig redundant
858_SD_54_10059_100520.95775095.775006nahezu vollständig redundant
859_SD_54_10059_100580.93314293.314192nahezu vollständig redundant
860_SD_54_10059_100560.94783794.783741nahezu vollständig redundant
861_SD_54_10059_100570.94628494.628413nahezu vollständig redundant
862_SD_54_10059_100530.95342995.342876nahezu vollständig redundant
863_SD_54_10059_100520.95775095.775007nahezu vollständig redundant
864_SD_54_10059_100580.93314293.314192nahezu vollständig redundant
865_SD_54_10059_100560.94783794.783741nahezu vollständig redundant
866_SD_54_10059_100570.94628494.628413nahezu vollständig redundant
867_SD_55_10058_100590.93314293.314192nahezu vollständig redundant
868_SD_55_10058_100560.93889393.889322nahezu vollständig redundant
869_SD_55_10058_100550.94142594.142519nahezu vollständig redundant
870_SD_55_10058_100570.93597993.597870nahezu vollständig redundant
871_SD_55_10058_100590.93314293.314192nahezu vollständig redundant
872_SD_55_10058_100560.93889393.889322nahezu vollständig redundant
873_SD_55_10058_100550.94142594.142519nahezu vollständig redundant
874_SD_55_10058_100570.93597993.597870nahezu vollständig redundant
875_SD_55_10058_100590.93314293.314192nahezu vollständig redundant
876_SD_55_10058_100560.93889393.889321nahezu vollständig redundant
877_SD_55_10058_100550.94142594.142520nahezu vollständig redundant
878_SD_55_10058_100570.93597993.597870nahezu vollständig redundant
879_SD_56_10057_100590.94628494.628412nahezu vollständig redundant
880_SD_56_10057_100580.93597993.597869nahezu vollständig redundant
881_SD_56_10057_100560.94109194.109097nahezu vollständig redundant
882_SD_56_10057_100550.94598094.597997nahezu vollständig redundant
883_SD_56_10057_100480.91320091.320020nahezu vollständig redundant
884_SD_56_10057_100590.94628494.628412nahezu vollständig redundant
885_SD_56_10057_100580.93597993.597868nahezu vollständig redundant
886_SD_56_10057_100560.94109194.109097nahezu vollständig redundant
887_SD_56_10057_100550.94598094.597998nahezu vollständig redundant
888_SD_56_10057_100480.91320091.320019nahezu vollständig redundant
889_SD_56_10057_100590.94628494.628412nahezu vollständig redundant
890_SD_56_10057_100580.93597993.597868nahezu vollständig redundant
891_SD_56_10057_100560.94109194.109098nahezu vollständig redundant
892_SD_56_10057_100550.94598094.597998nahezu vollständig redundant
893_SD_56_10057_100480.91320091.320019nahezu vollständig redundant
894_SD_57_10055_100570.94598094.597997nahezu vollständig redundant
895_SD_57_10055_100580.94142594.142518nahezu vollständig redundant
896_SD_57_10055_100560.95720195.720050nahezu vollständig redundant
897_SD_57_10055_100540.95671695.671647nahezu vollständig redundant
898_SD_57_10055_100460.91243891.243848nahezu vollständig redundant
899_SD_57_10055_100570.94598094.597997nahezu vollständig redundant
900_SD_57_10055_100580.94142594.142518nahezu vollständig redundant
901_SD_57_10055_100560.95720195.720050nahezu vollständig redundant
902_SD_57_10055_100540.95671695.671647nahezu vollständig redundant
903_SD_57_10055_100460.91243891.243847nahezu vollständig redundant
904_SD_57_10055_100570.94598094.597997nahezu vollständig redundant
905_SD_57_10055_100580.94142594.142518nahezu vollständig redundant
906_SD_57_10055_100560.95720195.720050nahezu vollständig redundant
907_SD_57_10055_100540.95671695.671647nahezu vollständig redundant
908_SD_57_10055_100460.91243891.243847nahezu vollständig redundant
909_SD_58_10056_100580.93889393.889319nahezu vollständig redundant
910_SD_58_10056_100570.94109194.109096nahezu vollständig redundant
911_SD_58_10056_100540.95025795.025723nahezu vollständig redundant
912_SD_58_10056_100550.95720095.720050nahezu vollständig redundant
913_SD_58_10056_100580.93889393.889319nahezu vollständig redundant
914_SD_58_10056_100570.94109194.109097nahezu vollständig redundant
915_SD_58_10056_100540.95025795.025723nahezu vollständig redundant
916_SD_58_10056_100550.95720095.720050nahezu vollständig redundant
917_SD_58_10056_100580.93889393.889318nahezu vollständig redundant
918_SD_58_10056_100570.94109194.109096nahezu vollständig redundant
919_SD_58_10056_100540.95025795.025723nahezu vollständig redundant
920_SD_58_10056_100550.95720095.720050nahezu vollständig redundant
921_SD_59_10054_100450.92006092.006032nahezu vollständig redundant
922_SD_59_10054_100550.95671695.671647nahezu vollständig redundant
923_SD_59_10054_100560.95025795.025725nahezu vollständig redundant
924_SD_59_10054_100450.92006092.006032nahezu vollständig redundant
925_SD_59_10054_100550.95671695.671647nahezu vollständig redundant
926_SD_59_10054_100560.95025795.025724nahezu vollständig redundant
927_SD_59_10054_100450.92006092.006032nahezu vollständig redundant
928_SD_59_10054_100550.95671695.671648nahezu vollständig redundant
929_SD_59_10054_100560.95025795.025724nahezu vollständig redundant
930_SD_60_10047_100480.95658195.658103nahezu vollständig redundant
931_SD_60_10047_8120.87138887.138754nahezu vollständig redundant
932_SD_60_10047_8160.81952681.952624nahezu vollständig redundant
933_SD_60_10047_FH30.87398387.398278nahezu vollständig redundant
934_SD_60_10047_100480.95658195.658103nahezu vollständig redundant
935_SD_60_10047_8120.87138887.138754nahezu vollständig redundant
936_SD_60_10047_8160.81952681.952624nahezu vollständig redundant
937_SD_60_10047_FH30.87398387.398278nahezu vollständig redundant
938_SD_60_10047_100480.95658195.658103nahezu vollständig redundant
939_SD_60_10047_8120.87138887.138754nahezu vollständig redundant
940_SD_60_10047_8160.81952681.952624nahezu vollständig redundant
941_SD_60_10047_FH30.87398387.398278nahezu vollständig redundant
942_SD_61_10046_100480.95901395.901304nahezu vollständig redundant
943_SD_61_10046_FH30.87468087.467978nahezu vollständig redundant
944_SD_61_10046_8120.87157187.157143nahezu vollständig redundant
945_SD_61_10046_100480.95901395.901304nahezu vollständig redundant
946_SD_61_10046_FH30.87468087.467978nahezu vollständig redundant
947_SD_61_10046_8120.87157187.157143nahezu vollständig redundant
948_SD_61_10046_100480.95901395.901304nahezu vollständig redundant
949_SD_61_10046_FH30.87468087.467978nahezu vollständig redundant
950_SD_61_10046_8120.87157187.157143nahezu vollständig redundant
951_SD_62_10048_100460.95901395.901304nahezu vollständig redundant
952_SD_62_10048_8120.87596187.596138nahezu vollständig redundant
953_SD_62_10048_8160.80641780.641745nahezu vollständig redundant
954_SD_62_10048_FH30.85288985.288880nahezu vollständig redundant
955_SD_62_10048_100460.95901395.901304nahezu vollständig redundant
956_SD_62_10048_8120.87596187.596139nahezu vollständig redundant
957_SD_62_10048_8160.80641780.641745nahezu vollständig redundant
958_SD_62_10048_FH30.85288985.288880nahezu vollständig redundant
959_SD_62_10048_100460.95901395.901304nahezu vollständig redundant
960_SD_62_10048_8120.87596187.596139nahezu vollständig redundant
961_SD_62_10048_8160.80641780.641745nahezu vollständig redundant
962_SD_62_10048_FH30.85288985.288880nahezu vollständig redundant
963_SD_63_10056_100550.95720095.720050nahezu vollständig redundant
964_SD_63_10056_6660.87115887.115841nahezu vollständig redundant
965_SD_63_10056_100550.95720095.720050nahezu vollständig redundant
966_SD_63_10056_6660.87115887.115840nahezu vollständig redundant
967_SD_63_10056_100550.95720095.720050nahezu vollständig redundant
968_SD_63_10056_6660.87115887.115841nahezu vollständig redundant
969_SD_64_10055_100560.95720095.720050nahezu vollständig redundant
970_SD_64_10055_6660.87371787.371705nahezu vollständig redundant
971_SD_64_10055_100560.95720095.720050nahezu vollständig redundant
972_SD_64_10055_6660.87371787.371705nahezu vollständig redundant
973_SD_64_10055_100560.95720095.720050nahezu vollständig redundant
974_SD_64_10055_6660.87371787.371705nahezu vollständig redundant
975_SD_65_10054_100550.95671695.671647nahezu vollständig redundant
976_SD_65_10054_6660.85576585.576497nahezu vollständig redundant
977_SD_65_10054_100550.95671695.671647nahezu vollständig redundant
978_SD_65_10054_6660.85576585.576497nahezu vollständig redundant
979_SD_65_10054_100550.95671695.671647nahezu vollständig redundant
980_SD_65_10054_6660.85576585.576497nahezu vollständig redundant
981_SD_66_10035_100370.95896695.896641nahezu vollständig redundant
982_SD_66_10035_FH110.83845283.845198nahezu vollständig redundant
983_SD_66_10035_FH140.84955084.954990nahezu vollständig redundant
984_SD_66_10035_100370.95896695.896641nahezu vollständig redundant
985_SD_66_10035_FH110.83845283.845198nahezu vollständig redundant
986_SD_66_10035_FH140.84955084.954990nahezu vollständig redundant
987_SD_66_10035_100370.95896695.896641nahezu vollständig redundant
988_SD_66_10035_FH110.83845283.845198nahezu vollständig redundant
989_SD_66_10035_FH140.84955084.954990nahezu vollständig redundant
990_SD_67_10036_100370.95209995.209915nahezu vollständig redundant
991_SD_67_10036_FH110.87000987.000912nahezu vollständig redundant
992_SD_67_10036_FH140.86822486.822405nahezu vollständig redundant
993_SD_67_10036_100370.95209995.209915nahezu vollständig redundant
994_SD_67_10036_FH110.87000987.000912nahezu vollständig redundant
995_SD_67_10036_FH140.86822486.822407nahezu vollständig redundant
996_SD_67_10036_100370.95209995.209915nahezu vollständig redundant
997_SD_67_10036_FH110.87000987.000912nahezu vollständig redundant
998_SD_67_10036_FH140.86822486.822407nahezu vollständig redundant
999_SD_68_10034_100350.94986594.986497nahezu vollständig redundant
1000_SD_68_10034_FH140.86503086.502984nahezu vollständig redundant
1001_SD_68_10034_100350.94986594.986498nahezu vollständig redundant
1002_SD_68_10034_FH140.86503086.502984nahezu vollständig redundant
1003_SD_68_10034_100350.94986594.986497nahezu vollständig redundant
1004_SD_68_10034_FH140.86503086.502985nahezu vollständig redundant
1005_SD_69_10037_100400.95492695.492595nahezu vollständig redundant
1006_SD_69_10037_FH40.75708775.708721nahezu vollständig redundant
1007_SD_69_10037_FH110.87508587.508529nahezu vollständig redundant
1008_SD_69_10037_100400.95492695.492595nahezu vollständig redundant
1009_SD_69_10037_FH40.75708775.708721nahezu vollständig redundant
1010_SD_69_10037_FH110.87508587.508529nahezu vollständig redundant
1011_SD_69_10037_100400.95492695.492595nahezu vollständig redundant
1012_SD_69_10037_FH40.75708775.708721nahezu vollständig redundant
1013_SD_69_10037_FH110.87508587.508529nahezu vollständig redundant
1014_SD_70_10041_100400.94100194.100138nahezu vollständig redundant
1015_SD_70_10041_FH40.80031280.031167nahezu vollständig redundant
1016_SD_70_10041_100400.94100194.100138nahezu vollständig redundant
1017_SD_70_10041_FH40.80031280.031167nahezu vollständig redundant
1018_SD_70_10041_100400.94100194.100138nahezu vollständig redundant
1019_SD_70_10041_FH40.80031280.031167nahezu vollständig redundant
1020_SD_71_10007_100150.95552595.552543nahezu vollständig redundant
1021_SD_71_10007_FH130.85307885.307754nahezu vollständig redundant
1022_SD_71_10007_100150.95552595.552543nahezu vollständig redundant
1023_SD_71_10007_FH130.85307885.307754nahezu vollständig redundant
1024_SD_71_10007_100150.95552595.552543nahezu vollständig redundant
1025_SD_71_10007_FH130.85307885.307754nahezu vollständig redundant
1026_SD_72_10015_100070.95552595.552543nahezu vollständig redundant
1027_SD_72_10015_FH130.85313485.313389nahezu vollständig redundant
1028_SD_72_10015_100070.95552595.552543nahezu vollständig redundant
1029_SD_72_10015_FH130.85313485.313389nahezu vollständig redundant
1030_SD_72_10015_100070.95552595.552543nahezu vollständig redundant
1031_SD_72_10015_FH130.85313485.313389nahezu vollständig redundant
1032_SD_73_10008_100070.95463895.463786nahezu vollständig redundant
1033_SD_73_10008_FH130.84933884.933837nahezu vollständig redundant
1034_SD_73_10008_100070.95463895.463786nahezu vollständig redundant
1035_SD_73_10008_FH130.84933884.933837nahezu vollständig redundant
1036_SD_73_10008_100070.95463895.463786nahezu vollständig redundant
1037_SD_73_10008_FH130.84933884.933837nahezu vollständig redundant
1038_SD_74_10033_100320.95434795.434668nahezu vollständig redundant
1039_SD_74_10033_FH150.81694181.694113nahezu vollständig redundant
1040_SD_74_10033_100320.95434795.434668nahezu vollständig redundant
1041_SD_74_10033_FH150.81694181.694113nahezu vollständig redundant
1042_SD_74_10033_100320.95434795.434668nahezu vollständig redundant
1043_SD_74_10033_FH150.81694181.694113nahezu vollständig redundant
1044_SD_75_10032_100330.95434795.434668nahezu vollständig redundant
1045_SD_75_10032_FH150.82098482.098447nahezu vollständig redundant
1046_SD_75_10032_100330.95434795.434668nahezu vollständig redundant
1047_SD_75_10032_FH150.82098482.098446nahezu vollständig redundant
1048_SD_75_10032_100330.95434795.434668nahezu vollständig redundant
1049_SD_75_10032_FH150.82098482.098446nahezu vollständig redundant
54_R_1_10009_100060.84218284.218234nahezu vollständig redundant
55_R_1_10009_100100.90434290.434208nahezu vollständig redundant
56_R_1_10009_100180.78857078.857009nahezu vollständig redundant
57_R_1_10009_100080.91554691.554614nahezu vollständig redundant
58_R_1_10009_100060.84217984.217947nahezu vollständig redundant
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60_R_1_10009_100180.78857178.857080nahezu vollständig redundant
61_R_1_10009_100080.91554791.554652nahezu vollständig redundant
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63_R_1_10009_100100.90434590.434501nahezu vollständig redundant
64_R_1_10009_100180.78857078.856973nahezu vollständig redundant
65_R_1_10009_100080.91554891.554842nahezu vollständig redundant
66_R_2_10006_100090.93062793.062749nahezu vollständig redundant
67_R_2_10006_100050.93737193.737087nahezu vollständig redundant
68_R_2_10006_100030.84079884.079823nahezu vollständig redundant
69_R_2_10006_100040.92072092.071970nahezu vollständig redundant
70_R_2_10006_100100.91139591.139505nahezu vollständig redundant
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73_R_2_10006_100050.93737293.737217nahezu vollständig redundant
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77_R_2_10006_100180.86130586.130538nahezu vollständig redundant
78_R_2_10006_100090.93062793.062728nahezu vollständig redundant
79_R_2_10006_100050.93737193.737103nahezu vollständig redundant
80_R_2_10006_100030.84079884.079838nahezu vollständig redundant
81_R_2_10006_100040.92072092.071986nahezu vollständig redundant
82_R_2_10006_100100.91139591.139505nahezu vollständig redundant
83_R_2_10006_100180.86130586.130538nahezu vollständig redundant
84_R_3_10008_100090.90835390.835268nahezu vollständig redundant
85_R_3_10008_100070.73673973.673906nahezu vollständig redundant
86_R_3_10008_100050.91058791.058737nahezu vollständig redundant
87_R_3_10008_100090.90835490.835350nahezu vollständig redundant
88_R_3_10008_100070.73673873.673821nahezu vollständig redundant
89_R_3_10008_100050.91058791.058703nahezu vollständig redundant
90_R_3_10008_100090.90835190.835061nahezu vollständig redundant
91_R_3_10008_100070.73673773.673737nahezu vollständig redundant
92_R_3_10008_100050.91058791.058703nahezu vollständig redundant
93_R_4_10005_100080.93730993.730877nahezu vollständig redundant
94_R_4_10005_100030.93104593.104526nahezu vollständig redundant
95_R_4_10005_100010.80167880.167836nahezu vollständig redundant
96_R_4_10005_100020.87979887.979806nahezu vollständig redundant
97_R_4_10005_100040.93860293.860194nahezu vollständig redundant
98_R_4_10005_100060.90069190.069139nahezu vollständig redundant
99_R_4_10005_100080.93730993.730900nahezu vollständig redundant
100_R_4_10005_100030.93104693.104570nahezu vollständig redundant
101_R_4_10005_100010.80167980.167873nahezu vollständig redundant
102_R_4_10005_100020.87979887.979830nahezu vollständig redundant
103_R_4_10005_100040.93860093.859979nahezu vollständig redundant
104_R_4_10005_100060.90069290.069216nahezu vollständig redundant
105_R_4_10005_100080.93730793.730737nahezu vollständig redundant
106_R_4_10005_100030.93104593.104516nahezu vollständig redundant
107_R_4_10005_100010.80167980.167898nahezu vollständig redundant
108_R_4_10005_100020.87979787.979720nahezu vollständig redundant
109_R_4_10005_100040.93860293.860194nahezu vollständig redundant
110_R_4_10005_100060.90069290.069165nahezu vollständig redundant
111_R_5_10004_100050.92767292.767228nahezu vollständig redundant
112_R_5_10004_100030.88382688.382648nahezu vollständig redundant
113_R_5_10004_100020.79051579.051546nahezu vollständig redundant
114_R_5_10004_100060.84351484.351441nahezu vollständig redundant
115_R_5_10004_100050.92767292.767228nahezu vollständig redundant
116_R_5_10004_100030.88382688.382561nahezu vollständig redundant
117_R_5_10004_100020.79051679.051570nahezu vollständig redundant
118_R_5_10004_100060.84351484.351376nahezu vollständig redundant
119_R_5_10004_100050.92767392.767278nahezu vollständig redundant
120_R_5_10004_100030.88382688.382561nahezu vollständig redundant
121_R_5_10004_100020.79051579.051546nahezu vollständig redundant
122_R_5_10004_100060.84351484.351441nahezu vollständig redundant
123_R_6_10003_100040.91576191.576071nahezu vollständig redundant
124_R_6_10003_100060.85020785.020677nahezu vollständig redundant
125_R_6_10003_100050.91471391.471340nahezu vollständig redundant
126_R_6_10003_100070.93768793.768684nahezu vollständig redundant
127_R_6_10003_100160.91094391.094307nahezu vollständig redundant
128_R_6_10003_100010.85649585.649537nahezu vollständig redundant
129_R_6_10003_100020.91469991.469936nahezu vollständig redundant
130_R_6_10003_100040.91576291.576181nahezu vollständig redundant
131_R_6_10003_100060.85020585.020523nahezu vollständig redundant
132_R_6_10003_100050.91471491.471394nahezu vollständig redundant
133_R_6_10003_100070.93768793.768684nahezu vollständig redundant
134_R_6_10003_100160.91094491.094369nahezu vollständig redundant
135_R_6_10003_100010.85649485.649430nahezu vollständig redundant
136_R_6_10003_100020.91469891.469832nahezu vollständig redundant
137_R_6_10003_100040.91576191.576103nahezu vollständig redundant
138_R_6_10003_100060.85020685.020635nahezu vollständig redundant
139_R_6_10003_100050.91471391.471272nahezu vollständig redundant
140_R_6_10003_100070.93768593.768542nahezu vollständig redundant
141_R_6_10003_100160.91094491.094353nahezu vollständig redundant
142_R_6_10003_100010.85649685.649591nahezu vollständig redundant
143_R_6_10003_100020.91469991.469858nahezu vollständig redundant
144_R_7_10002_100030.94282594.282514nahezu vollständig redundant
145_R_7_10002_100010.85181185.181102nahezu vollständig redundant
146_R_7_10002_100040.90136490.136377nahezu vollständig redundant
147_R_7_10002_100060.82993482.993396nahezu vollständig redundant
148_R_7_10002_100050.89373989.373914nahezu vollständig redundant
149_R_7_10002_100030.94282694.282619nahezu vollständig redundant
150_R_7_10002_100010.85181085.181008nahezu vollständig redundant
151_R_7_10002_100040.90136490.136388nahezu vollständig redundant
152_R_7_10002_100060.82993482.993430nahezu vollständig redundant
153_R_7_10002_100050.89373989.373936nahezu vollständig redundant
154_R_7_10002_100030.94282594.282532nahezu vollständig redundant
155_R_7_10002_100010.85181185.181102nahezu vollständig redundant
156_R_7_10002_100040.90136390.136285nahezu vollständig redundant
157_R_7_10002_100060.82993582.993477nahezu vollständig redundant
158_R_7_10002_100050.89373989.373914nahezu vollständig redundant
159_R_8_10001_100020.92127592.127492nahezu vollständig redundant
160_R_8_10001_100050.80618380.618264nahezu vollständig redundant
161_R_8_10001_100030.91588191.588076nahezu vollständig redundant
162_R_8_10001_100110.87233787.233734nahezu vollständig redundant
163_R_8_10001_100020.92127692.127592nahezu vollständig redundant
164_R_8_10001_100050.80618480.618397nahezu vollständig redundant
165_R_8_10001_100030.91588291.588181nahezu vollständig redundant
166_R_8_10001_100110.87233887.233761nahezu vollständig redundant
167_R_8_10001_100020.92127692.127608nahezu vollständig redundant
168_R_8_10001_100050.80618380.618300nahezu vollständig redundant
169_R_8_10001_100030.91588291.588201nahezu vollständig redundant
170_R_8_10001_100110.87233887.233774nahezu vollständig redundant
171_R_9_10010_100060.84241484.241396nahezu vollständig redundant
172_R_9_10010_100260.90457790.457705nahezu vollständig redundant
173_R_9_10010_100270.79893979.893861nahezu vollständig redundant
174_R_9_10010_100180.93394293.394236nahezu vollständig redundant
175_R_9_10010_100090.91046891.046825nahezu vollständig redundant
176_R_9_10010_100060.84241584.241548nahezu vollständig redundant
177_R_9_10010_100260.90457790.457674nahezu vollständig redundant
178_R_9_10010_100270.79894079.893964nahezu vollständig redundant
179_R_9_10010_100180.93394293.394193nahezu vollständig redundant
180_R_9_10010_100090.91046991.046886nahezu vollständig redundant
181_R_9_10010_100060.84241284.241194nahezu vollständig redundant
182_R_9_10010_100260.90457690.457550nahezu vollständig redundant
183_R_9_10010_100270.79894079.894032nahezu vollständig redundant
184_R_9_10010_100180.93394293.394172nahezu vollständig redundant
185_R_9_10010_100090.91046991.046916nahezu vollständig redundant
186_R_10_10018_100100.91504491.504430nahezu vollständig redundant
187_R_10_10018_100260.94348194.348055nahezu vollständig redundant
188_R_10_10018_100430.79793679.793630nahezu vollständig redundant
189_R_10_10018_100270.89023589.023535nahezu vollständig redundant
190_R_10_10018_100090.85827985.827874nahezu vollständig redundant
191_R_10_10018_100100.91504491.504403nahezu vollständig redundant
192_R_10_10018_100260.94348094.347983nahezu vollständig redundant
193_R_10_10018_100430.79793679.793571nahezu vollständig redundant
194_R_10_10018_100270.89023589.023549nahezu vollständig redundant
195_R_10_10018_100090.85827985.827898nahezu vollständig redundant
196_R_10_10018_100100.91504391.504293nahezu vollständig redundant
197_R_10_10018_100260.94348094.348001nahezu vollständig redundant
198_R_10_10018_100430.79793679.793630nahezu vollständig redundant
199_R_10_10018_100270.89023589.023481nahezu vollständig redundant
200_R_10_10018_100090.85827985.827850nahezu vollständig redundant
201_R_11_10026_100180.93199893.199759nahezu vollständig redundant
202_R_11_10026_100100.91070291.070232nahezu vollständig redundant
203_R_11_10026_100430.89097389.097297nahezu vollständig redundant
204_R_11_10026_100440.82471282.471156nahezu vollständig redundant
205_R_11_10026_100270.93948893.948839nahezu vollständig redundant
206_R_11_10026_100210.93990293.990186nahezu vollständig redundant
207_R_11_10026_100200.93235393.235291nahezu vollständig redundant
208_R_11_10026_100180.93199893.199824nahezu vollständig redundant
209_R_11_10026_100100.91070391.070304nahezu vollständig redundant
210_R_11_10026_100430.89097489.097352nahezu vollständig redundant
211_R_11_10026_100440.82471282.471191nahezu vollständig redundant
212_R_11_10026_100270.93948893.948839nahezu vollständig redundant
213_R_11_10026_100210.93990293.990186nahezu vollständig redundant
214_R_11_10026_100200.93235293.235218nahezu vollständig redundant
215_R_11_10026_100180.93199893.199802nahezu vollständig redundant
216_R_11_10026_100100.91070291.070232nahezu vollständig redundant
217_R_11_10026_100430.89097389.097275nahezu vollständig redundant
218_R_11_10026_100440.82471282.471180nahezu vollständig redundant
219_R_11_10026_100270.93948893.948752nahezu vollständig redundant
220_R_11_10026_100210.93990193.990123nahezu vollständig redundant
221_R_11_10026_100200.93235293.235182nahezu vollständig redundant
222_R_12_10021_100260.85320385.320276nahezu vollständig redundant
223_R_12_10021_100240.91259791.259712nahezu vollständig redundant
224_R_12_10021_100250.85734185.734107nahezu vollständig redundant
225_R_12_10021_100220.94646594.646480nahezu vollständig redundant
226_R_12_10021_100230.93896193.896069nahezu vollständig redundant
227_R_12_10021_100200.95375795.375705nahezu vollständig redundant
228_R_12_10021_100190.86282186.282088nahezu vollständig redundant
229_R_12_10021_100260.85320485.320377nahezu vollständig redundant
230_R_12_10021_100240.91259791.259675nahezu vollständig redundant
231_R_12_10021_100250.85734185.734144nahezu vollständig redundant
232_R_12_10021_100220.94646294.646236nahezu vollständig redundant
233_R_12_10021_100230.93895993.895878nahezu vollständig redundant
234_R_12_10021_100200.95375995.375872nahezu vollständig redundant
235_R_12_10021_100190.86282086.281953nahezu vollständig redundant
236_R_12_10021_100260.85320385.320276nahezu vollständig redundant
237_R_12_10021_100240.91259691.259564nahezu vollständig redundant
238_R_12_10021_100250.85734185.734107nahezu vollständig redundant
239_R_12_10021_100220.94646294.646236nahezu vollständig redundant
240_R_12_10021_100230.93895793.895687nahezu vollständig redundant
241_R_12_10021_100200.95375895.375816nahezu vollständig redundant
242_R_12_10021_100190.86281986.281908nahezu vollständig redundant
243_R_13_10020_100210.95518195.518075nahezu vollständig redundant
244_R_13_10020_100220.94657194.657131nahezu vollständig redundant
245_R_13_10020_100240.90865790.865710nahezu vollständig redundant
246_R_13_10020_100250.85890685.890649nahezu vollständig redundant
247_R_13_10020_100230.94323794.323746nahezu vollständig redundant
248_R_13_10020_100190.87779387.779278nahezu vollständig redundant
249_R_13_10020_100260.83768083.767995nahezu vollständig redundant
250_R_13_10020_100210.95518195.518075nahezu vollständig redundant
251_R_13_10020_100220.94656994.656887nahezu vollständig redundant
252_R_13_10020_100240.90865790.865674nahezu vollständig redundant
253_R_13_10020_100250.85890685.890613nahezu vollständig redundant
254_R_13_10020_100230.94323894.323787nahezu vollständig redundant
255_R_13_10020_100190.87779487.779389nahezu vollständig redundant
256_R_13_10020_100260.83768083.767951nahezu vollständig redundant
257_R_13_10020_100210.95518595.518454nahezu vollständig redundant
258_R_13_10020_100220.94656794.656703nahezu vollständig redundant
259_R_13_10020_100240.90865790.865710nahezu vollständig redundant
260_R_13_10020_100250.85890685.890649nahezu vollständig redundant
261_R_13_10020_100230.94324094.323952nahezu vollständig redundant
262_R_13_10020_100190.87779487.779389nahezu vollständig redundant
263_R_13_10020_100260.83767783.767690nahezu vollständig redundant
264_R_14_10019_100200.93083893.083833nahezu vollständig redundant
265_R_14_10019_100330.86360486.360408nahezu vollständig redundant
266_R_14_10019_100170.85163185.163054nahezu vollständig redundant
267_R_14_10019_100260.81662781.662731nahezu vollständig redundant
268_R_14_10019_100210.91724791.724710nahezu vollständig redundant
269_R_14_10019_100200.93083993.083927nahezu vollständig redundant
270_R_14_10019_100330.86360486.360376nahezu vollständig redundant
271_R_14_10019_100170.85163385.163292nahezu vollständig redundant
272_R_14_10019_100260.81662681.662640nahezu vollständig redundant
273_R_14_10019_100210.91724891.724792nahezu vollständig redundant
274_R_14_10019_100200.93083893.083833nahezu vollständig redundant
275_R_14_10019_100330.86360586.360505nahezu vollständig redundant
276_R_14_10019_100170.85162885.162817nahezu vollständig redundant
277_R_14_10019_100260.81662381.662305nahezu vollständig redundant
278_R_14_10019_100210.91724691.724629nahezu vollständig redundant
279_R_15_10027_100260.93554093.554025nahezu vollständig redundant
280_R_15_10027_100100.84380484.380379nahezu vollständig redundant
281_R_15_10027_100180.89117589.117537nahezu vollständig redundant
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283_R_15_10027_100440.84378684.378558nahezu vollständig redundant
284_R_15_10027_100250.92569892.569809nahezu vollständig redundant
285_R_15_10027_100260.93553993.553945nahezu vollständig redundant
286_R_15_10027_100100.84380384.380339nahezu vollständig redundant
287_R_15_10027_100180.89117789.117659nahezu vollständig redundant
288_R_15_10027_100430.91061791.061732nahezu vollständig redundant
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290_R_15_10027_100250.92569892.569845nahezu vollständig redundant
291_R_15_10027_100260.93553993.553919nahezu vollständig redundant
292_R_15_10027_100100.84380384.380339nahezu vollständig redundant
293_R_15_10027_100180.89117689.117591nahezu vollständig redundant
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296_R_15_10027_100250.92570192.570096nahezu vollständig redundant
297_R_16_10022_100210.91151591.151479nahezu vollständig redundant
298_R_16_10022_100240.89654389.654285nahezu vollständig redundant
299_R_16_10022_100250.76811276.811174nahezu vollständig redundant
300_R_16_10022_100230.93905393.905322nahezu vollständig redundant
301_R_16_10022_100200.91078691.078625nahezu vollständig redundant
302_R_16_10022_100210.91151191.151075nahezu vollständig redundant
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304_R_16_10022_100250.76811376.811326nahezu vollständig redundant
305_R_16_10022_100230.93905393.905322nahezu vollständig redundant
306_R_16_10022_100200.91078191.078115nahezu vollständig redundant
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309_R_16_10022_100250.76811376.811326nahezu vollständig redundant
310_R_16_10022_100230.93904993.904899nahezu vollständig redundant
311_R_16_10022_100200.91078391.078319nahezu vollständig redundant
312_R_17_10023_100220.93348993.348883nahezu vollständig redundant
313_R_17_10023_100240.90602590.602532nahezu vollständig redundant
314_R_17_10023_100250.79398479.398355nahezu vollständig redundant
315_R_17_10023_100200.89698289.698195nahezu vollständig redundant
316_R_17_10023_100210.88957888.957845nahezu vollständig redundant
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318_R_17_10023_100240.90602090.602027nahezu vollständig redundant
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320_R_17_10023_100200.89698289.698195nahezu vollständig redundant
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323_R_17_10023_100240.90602490.602388nahezu vollständig redundant
324_R_17_10023_100250.79398679.398603nahezu vollständig redundant
325_R_17_10023_100200.89697889.697821nahezu vollständig redundant
326_R_17_10023_100210.88958188.958121nahezu vollständig redundant
327_R_18_10024_100230.93220093.220040nahezu vollständig redundant
328_R_18_10024_100200.86902686.902572nahezu vollständig redundant
329_R_18_10024_100220.91802591.802541nahezu vollständig redundant
330_R_18_10024_100210.87762487.762410nahezu vollständig redundant
331_R_18_10024_100250.85976085.976015nahezu vollständig redundant
332_R_18_10024_100230.93220193.220092nahezu vollständig redundant
333_R_18_10024_100200.86902286.902209nahezu vollständig redundant
334_R_18_10024_100220.91802991.802938nahezu vollständig redundant
335_R_18_10024_100210.87762687.762565nahezu vollständig redundant
336_R_18_10024_100250.85976685.976576nahezu vollständig redundant
337_R_18_10024_100230.93220093.220040nahezu vollständig redundant
338_R_18_10024_100200.86902486.902416nahezu vollständig redundant
339_R_18_10024_100220.91802791.802690nahezu vollständig redundant
340_R_18_10024_100210.87762587.762513nahezu vollständig redundant
341_R_18_10024_100250.85976485.976389nahezu vollständig redundant
342_R_19_10025_100240.94316494.316438nahezu vollständig redundant
343_R_19_10025_100210.89920289.920198nahezu vollständig redundant
344_R_19_10025_100220.91814091.813985nahezu vollständig redundant
345_R_19_10025_100200.89903389.903303nahezu vollständig redundant
346_R_19_10025_100230.93444993.444885nahezu vollständig redundant
347_R_19_10025_100330.85855585.855512nahezu vollständig redundant
348_R_19_10025_100270.89029589.029522nahezu vollständig redundant
349_R_19_10025_100240.94316294.316248nahezu vollständig redundant
350_R_19_10025_100210.89920389.920302nahezu vollständig redundant
351_R_19_10025_100220.91814191.814065nahezu vollständig redundant
352_R_19_10025_100200.89903189.903121nahezu vollständig redundant
353_R_19_10025_100230.93444693.444621nahezu vollständig redundant
354_R_19_10025_100330.85855785.855683nahezu vollständig redundant
355_R_19_10025_100270.89029389.029258nahezu vollständig redundant
356_R_19_10025_100240.94316594.316475nahezu vollständig redundant
357_R_19_10025_100210.89920489.920354nahezu vollständig redundant
358_R_19_10025_100220.91814091.814038nahezu vollständig redundant
359_R_19_10025_100200.89903189.903147nahezu vollständig redundant
360_R_19_10025_100230.93444793.444700nahezu vollständig redundant
361_R_19_10025_100330.85855485.855384nahezu vollständig redundant
362_R_19_10025_100270.89029489.029364nahezu vollständig redundant
363_R_20_10043_100270.90888190.888102nahezu vollständig redundant
364_R_20_10043_100260.79403179.403119nahezu vollständig redundant
365_R_20_10043_100520.85959685.959590nahezu vollständig redundant
366_R_20_10043_100440.91696391.696290nahezu vollständig redundant
367_R_20_10043_100420.91924691.924637nahezu vollständig redundant
368_R_20_10043_100270.90888090.887985nahezu vollständig redundant
369_R_20_10043_100260.79403179.403056nahezu vollständig redundant
370_R_20_10043_100520.85959585.959549nahezu vollständig redundant
371_R_20_10043_100440.91696291.696249nahezu vollständig redundant
372_R_20_10043_100420.91924991.924873nahezu vollständig redundant
373_R_20_10043_100270.90887990.887946nahezu vollständig redundant
374_R_20_10043_100260.79403079.402994nahezu vollständig redundant
375_R_20_10043_100520.85959585.959528nahezu vollständig redundant
376_R_20_10043_100440.91696391.696290nahezu vollständig redundant
377_R_20_10043_100420.91924691.924603nahezu vollständig redundant
378_R_21_10044_100270.85233585.233540nahezu vollständig redundant
379_R_21_10044_100430.93314193.314114nahezu vollständig redundant
380_R_21_10044_100520.94404994.404896nahezu vollständig redundant
381_R_21_10044_100530.89967089.966964nahezu vollständig redundant
382_R_21_10044_100370.92253192.253096nahezu vollständig redundant
383_R_21_10044_100400.93251293.251246nahezu vollständig redundant
384_R_21_10044_100420.93823793.823711nahezu vollständig redundant
385_R_21_10044_100270.85233685.233573nahezu vollständig redundant
386_R_21_10044_100430.93314393.314310nahezu vollständig redundant
387_R_21_10044_100520.94404994.404856nahezu vollständig redundant
388_R_21_10044_100530.89966989.966866nahezu vollständig redundant
389_R_21_10044_100370.92253192.253121nahezu vollständig redundant
390_R_21_10044_100400.93251393.251284nahezu vollständig redundant
391_R_21_10044_100420.93823793.823711nahezu vollständig redundant
392_R_21_10044_100270.85233785.233656nahezu vollständig redundant
393_R_21_10044_100430.93314193.314130nahezu vollständig redundant
394_R_21_10044_100520.94404894.404796nahezu vollständig redundant
395_R_21_10044_100530.89966989.966898nahezu vollständig redundant
396_R_21_10044_100370.92253192.253058nahezu vollständig redundant
397_R_21_10044_100400.93251193.251113nahezu vollständig redundant
398_R_21_10044_100420.93823993.823876nahezu vollständig redundant
399_R_22_10042_100430.84619584.619461nahezu vollständig redundant
400_R_22_10042_100440.88673988.673922nahezu vollständig redundant
401_R_22_10042_100400.83258983.258940nahezu vollständig redundant
402_R_22_10042_100410.87102687.102600nahezu vollständig redundant
403_R_22_10042_100430.84619684.619590nahezu vollständig redundant
404_R_22_10042_100440.88674588.674528nahezu vollständig redundant
405_R_22_10042_100400.83259183.259132nahezu vollständig redundant
406_R_22_10042_100410.87102487.102400nahezu vollständig redundant
407_R_22_10042_100430.84619784.619654nahezu vollständig redundant
408_R_22_10042_100440.88674488.674427nahezu vollständig redundant
409_R_22_10042_100400.83258983.258892nahezu vollständig redundant
410_R_22_10042_100410.87102487.102350nahezu vollständig redundant
411_R_23_10041_100420.90085090.085032nahezu vollständig redundant
412_R_23_10041_100440.83728683.728621nahezu vollständig redundant
413_R_23_10041_100400.89486089.485954nahezu vollständig redundant
414_R_23_10041_100380.82408182.408061nahezu vollständig redundant
415_R_23_10041_100420.90085090.085032nahezu vollständig redundant
416_R_23_10041_100440.83728683.728621nahezu vollständig redundant
417_R_23_10041_100400.89486089.485988nahezu vollständig redundant
418_R_23_10041_100380.82408182.408061nahezu vollständig redundant
419_R_23_10041_100420.90085290.085224nahezu vollständig redundant
420_R_23_10041_100440.83728383.728331nahezu vollständig redundant
421_R_23_10041_100400.89486189.486055nahezu vollständig redundant
422_R_23_10041_100380.82408282.408158nahezu vollständig redundant
423_R_24_10037_100440.89442089.442023nahezu vollständig redundant
424_R_24_10037_100510.89217789.217721nahezu vollständig redundant
425_R_24_10037_100360.94660194.660141nahezu vollständig redundant
426_R_24_10037_100350.88693688.693617nahezu vollständig redundant
427_R_24_10037_100380.93099393.099320nahezu vollständig redundant
428_R_24_10037_100390.90498990.498899nahezu vollständig redundant
429_R_24_10037_100400.93640693.640641nahezu vollständig redundant
430_R_24_10037_100440.89442089.441989nahezu vollständig redundant
431_R_24_10037_100510.89217689.217613nahezu vollständig redundant
432_R_24_10037_100360.94660294.660245nahezu vollständig redundant
433_R_24_10037_100350.88693688.693617nahezu vollständig redundant
434_R_24_10037_100380.93099493.099363nahezu vollständig redundant
435_R_24_10037_100390.90498990.498899nahezu vollständig redundant
436_R_24_10037_100400.93640793.640716nahezu vollständig redundant
437_R_24_10037_100440.89442089.441989nahezu vollständig redundant
438_R_24_10037_100510.89217589.217549nahezu vollständig redundant
439_R_24_10037_100360.94660394.660297nahezu vollständig redundant
440_R_24_10037_100350.88693788.693676nahezu vollständig redundant
441_R_24_10037_100380.93099393.099342nahezu vollständig redundant
442_R_24_10037_100390.90498790.498677nahezu vollständig redundant
443_R_24_10037_100400.93640593.640542nahezu vollständig redundant
444_R_25_10052_100430.85058185.058064nahezu vollständig redundant
445_R_25_10052_100590.79750079.749980nahezu vollständig redundant
446_R_25_10052_100530.93476393.476304nahezu vollständig redundant
447_R_25_10052_100500.91678391.678290nahezu vollständig redundant
448_R_25_10052_100510.93044993.044856nahezu vollständig redundant
449_R_25_10052_100440.93366193.366058nahezu vollständig redundant
450_R_25_10052_100430.85058085.057976nahezu vollständig redundant
451_R_25_10052_100590.79749979.749921nahezu vollständig redundant
452_R_25_10052_100530.93476293.476248nahezu vollständig redundant
453_R_25_10052_100500.91678391.678329nahezu vollständig redundant
454_R_25_10052_100510.93044893.044763nahezu vollständig redundant
455_R_25_10052_100440.93366093.365987nahezu vollständig redundant
456_R_25_10052_100430.85057985.057932nahezu vollständig redundant
457_R_25_10052_100590.79750079.750000nahezu vollständig redundant
458_R_25_10052_100530.93476293.476172nahezu vollständig redundant
459_R_25_10052_100500.91678391.678329nahezu vollständig redundant
460_R_25_10052_100510.93044793.044716nahezu vollständig redundant
461_R_25_10052_100440.93365893.365797nahezu vollständig redundant
462_R_26_10040_100370.85758185.758144nahezu vollständig redundant
463_R_26_10040_100410.87437987.437931nahezu vollständig redundant
464_R_26_10040_100420.87068187.068077nahezu vollständig redundant
465_R_26_10040_100440.85961085.961025nahezu vollständig redundant
466_R_26_10040_100370.85758385.758254nahezu vollständig redundant
467_R_26_10040_100410.87438287.438211nahezu vollständig redundant
468_R_26_10040_100420.87068087.067966nahezu vollständig redundant
469_R_26_10040_100440.85961385.961302nahezu vollständig redundant
470_R_26_10040_100370.85758485.758420nahezu vollständig redundant
471_R_26_10040_100410.87438087.438011nahezu vollständig redundant
472_R_26_10040_100420.87068087.068040nahezu vollständig redundant
473_R_26_10040_100440.85960985.960946nahezu vollständig redundant
474_R_27_10051_100370.77493177.493113nahezu vollständig redundant
475_R_27_10051_100520.88573488.573360nahezu vollständig redundant
476_R_27_10051_100530.86801386.801334nahezu vollständig redundant
477_R_27_10051_100500.90484590.484480nahezu vollständig redundant
478_R_27_10051_100370.77493077.492978nahezu vollständig redundant
479_R_27_10051_100520.88573388.573322nahezu vollständig redundant
480_R_27_10051_100530.86801286.801190nahezu vollständig redundant
481_R_27_10051_100500.90484590.484520nahezu vollständig redundant
482_R_27_10051_100370.77493177.493068nahezu vollständig redundant
483_R_27_10051_100520.88573188.573093nahezu vollständig redundant
484_R_27_10051_100530.86801186.801082nahezu vollständig redundant
485_R_27_10051_100500.90484490.484362nahezu vollständig redundant
486_R_28_10011_100010.82594082.593953nahezu vollständig redundant
487_R_28_10011_100130.89423189.423106nahezu vollständig redundant
488_R_28_10011_100170.86635486.635430nahezu vollständig redundant
489_R_28_10011_100280.83766183.766108nahezu vollständig redundant
490_R_28_10011_100010.82594082.594027nahezu vollständig redundant
491_R_28_10011_100130.89422989.422926nahezu vollständig redundant
492_R_28_10011_100170.86635586.635473nahezu vollständig redundant
493_R_28_10011_100280.83766383.766271nahezu vollständig redundant
494_R_28_10011_100010.82594082.594027nahezu vollständig redundant
495_R_28_10011_100130.89422989.422944nahezu vollständig redundant
496_R_28_10011_100170.86635586.635487nahezu vollständig redundant
497_R_28_10011_100280.83766183.766128nahezu vollständig redundant
498_R_29_10017_100110.84067384.067333nahezu vollständig redundant
499_R_29_10017_100130.92210392.210340nahezu vollständig redundant
500_R_29_10017_100120.91825291.825194nahezu vollständig redundant
501_R_29_10017_100140.95904295.904191nahezu vollständig redundant
502_R_29_10017_100070.87791287.791194nahezu vollständig redundant
503_R_29_10017_100160.92910092.910001nahezu vollständig redundant
504_R_29_10017_100190.90397190.397127nahezu vollständig redundant
505_R_29_10017_100310.88119788.119707nahezu vollständig redundant
506_R_29_10017_100110.84067584.067452nahezu vollständig redundant
507_R_29_10017_100130.92210392.210340nahezu vollständig redundant
508_R_29_10017_100120.91825091.824971nahezu vollständig redundant
509_R_29_10017_100140.95904195.904094nahezu vollständig redundant
510_R_29_10017_100070.87791287.791194nahezu vollständig redundant
511_R_29_10017_100160.92910092.910049nahezu vollständig redundant
512_R_29_10017_100190.90397190.397065nahezu vollständig redundant
513_R_29_10017_100310.88119788.119682nahezu vollständig redundant
514_R_29_10017_100110.84067484.067401nahezu vollständig redundant
515_R_29_10017_100130.92210492.210415nahezu vollständig redundant
516_R_29_10017_100120.91825091.825045nahezu vollständig redundant
517_R_29_10017_100140.95904295.904159nahezu vollständig redundant
518_R_29_10017_100070.87791287.791162nahezu vollständig redundant
519_R_29_10017_100160.92910192.910081nahezu vollständig redundant
520_R_29_10017_100190.90397290.397219nahezu vollständig redundant
521_R_29_10017_100310.88119688.119581nahezu vollständig redundant
522_R_30_10013_100170.83465083.464999nahezu vollständig redundant
523_R_30_10013_100110.73436373.436294nahezu vollständig redundant
524_R_30_10013_100120.88730388.730253nahezu vollständig redundant
525_R_30_10013_100170.83465183.465105nahezu vollständig redundant
526_R_30_10013_100110.73436673.436565nahezu vollständig redundant
527_R_30_10013_100120.88730088.730049nahezu vollständig redundant
528_R_30_10013_100170.83465183.465052nahezu vollständig redundant
529_R_30_10013_100110.73436173.436068nahezu vollständig redundant
530_R_30_10013_100120.88729988.729947nahezu vollständig redundant
531_R_31_10007_100080.84366384.366252nahezu vollständig redundant
532_R_31_10007_100160.93711893.711820nahezu vollständig redundant
533_R_31_10007_100170.82621782.621741nahezu vollständig redundant
534_R_31_10007_100150.90973190.973053nahezu vollständig redundant
535_R_31_10007_100030.90963490.963367nahezu vollständig redundant
536_R_31_10007_100080.84366384.366252nahezu vollständig redundant
537_R_31_10007_100160.93711893.711841nahezu vollständig redundant
538_R_31_10007_100170.82621782.621673nahezu vollständig redundant
539_R_31_10007_100150.90973190.973101nahezu vollständig redundant
540_R_31_10007_100030.90963590.963470nahezu vollständig redundant
541_R_31_10007_100080.84366384.366252nahezu vollständig redundant
542_R_31_10007_100160.93711893.711841nahezu vollständig redundant
543_R_31_10007_100170.82621682.621628nahezu vollständig redundant
544_R_31_10007_100150.90973090.973005nahezu vollständig redundant
545_R_31_10007_100030.90963490.963367nahezu vollständig redundant
546_R_32_10016_100070.91958491.958368nahezu vollständig redundant
547_R_32_10016_100310.80997480.997437nahezu vollständig redundant
548_R_32_10016_100170.92379092.379011nahezu vollständig redundant
549_R_32_10016_100140.94812794.812706nahezu vollständig redundant
550_R_32_10016_100120.91329491.329413nahezu vollständig redundant
551_R_32_10016_100150.94297194.297061nahezu vollständig redundant
552_R_32_10016_100030.85904385.904293nahezu vollständig redundant
553_R_32_10016_100070.91958291.958211nahezu vollständig redundant
554_R_32_10016_100310.80997480.997377nahezu vollständig redundant
555_R_32_10016_100170.92379292.379220nahezu vollständig redundant
556_R_32_10016_100140.94812894.812778nahezu vollständig redundant
557_R_32_10016_100120.91329491.329368nahezu vollständig redundant
558_R_32_10016_100150.94296994.296860nahezu vollständig redundant
559_R_32_10016_100030.85904185.904145nahezu vollständig redundant
560_R_32_10016_100070.91958391.958342nahezu vollständig redundant
561_R_32_10016_100310.80997480.997377nahezu vollständig redundant
562_R_32_10016_100170.92379292.379202nahezu vollständig redundant
563_R_32_10016_100140.94812794.812724nahezu vollständig redundant
564_R_32_10016_100120.91329491.329368nahezu vollständig redundant
565_R_32_10016_100150.94297094.297028nahezu vollständig redundant
566_R_32_10016_100030.85904285.904219nahezu vollständig redundant
567_R_33_10015_100070.77488977.488935nahezu vollständig redundant
568_R_33_10015_100160.91284891.284810nahezu vollständig redundant
569_R_33_10015_100140.88764688.764643nahezu vollständig redundant
570_R_33_10015_100120.86433386.433256nahezu vollständig redundant
571_R_33_10015_100070.77489477.489354nahezu vollständig redundant
572_R_33_10015_100160.91285391.285270nahezu vollständig redundant
573_R_33_10015_100140.88764388.764288nahezu vollständig redundant
574_R_33_10015_100120.86433686.433565nahezu vollständig redundant
575_R_33_10015_100070.77489477.489414nahezu vollständig redundant
576_R_33_10015_100160.91285091.285015nahezu vollständig redundant
577_R_33_10015_100140.88764188.764052nahezu vollständig redundant
578_R_33_10015_100120.86433686.433627nahezu vollständig redundant
579_R_34_10014_100170.86301886.301802nahezu vollständig redundant
580_R_34_10014_100120.88970888.970793nahezu vollständig redundant
581_R_34_10014_100150.90754190.754113nahezu vollständig redundant
582_R_34_10014_100160.85088685.088595nahezu vollständig redundant
583_R_34_10014_100170.86301686.301584nahezu vollständig redundant
584_R_34_10014_100120.88970888.970850nahezu vollständig redundant
585_R_34_10014_100150.90754090.753967nahezu vollständig redundant
586_R_34_10014_100160.85088085.087983nahezu vollständig redundant
587_R_34_10014_100170.86301786.301693nahezu vollständig redundant
588_R_34_10014_100120.88971388.971303nahezu vollständig redundant
589_R_34_10014_100150.90753890.753772nahezu vollständig redundant
590_R_34_10014_100160.85088385.088340nahezu vollständig redundant
591_R_35_10012_100150.91875691.875601nahezu vollständig redundant
592_R_35_10012_100160.86370786.370664nahezu vollständig redundant
593_R_35_10012_100140.94292294.292178nahezu vollständig redundant
594_R_35_10012_100170.84500684.500593nahezu vollständig redundant
595_R_35_10012_100130.89729389.729282nahezu vollständig redundant
596_R_35_10012_100150.91875591.875527nahezu vollständig redundant
597_R_35_10012_100160.86370486.370384nahezu vollständig redundant
598_R_35_10012_100140.94292194.292149nahezu vollständig redundant
599_R_35_10012_100170.84500684.500629nahezu vollständig redundant
600_R_35_10012_100130.89729489.729421nahezu vollständig redundant
601_R_35_10012_100150.91875591.875490nahezu vollständig redundant
602_R_35_10012_100160.86370586.370489nahezu vollständig redundant
603_R_35_10012_100140.94292394.292266nahezu vollständig redundant
604_R_35_10012_100170.84500484.500416nahezu vollständig redundant
605_R_35_10012_100130.89729389.729328nahezu vollständig redundant
606_R_36_10033_100190.82864982.864853nahezu vollständig redundant
607_R_36_10033_100250.86771486.771375nahezu vollständig redundant
608_R_36_10033_100390.84456084.455995nahezu vollständig redundant
609_R_36_10033_100320.91930491.930415nahezu vollständig redundant
610_R_36_10033_100310.89455289.455168nahezu vollständig redundant
611_R_36_10033_100190.82865282.865178nahezu vollständig redundant
612_R_36_10033_100250.86771586.771494nahezu vollständig redundant
613_R_36_10033_100390.84456384.456257nahezu vollständig redundant
614_R_36_10033_100320.91930291.930232nahezu vollständig redundant
615_R_36_10033_100310.89455489.455435nahezu vollständig redundant
616_R_36_10033_100190.82865082.864975nahezu vollständig redundant
617_R_36_10033_100250.86771586.771534nahezu vollständig redundant
618_R_36_10033_100390.84456084.456033nahezu vollständig redundant
619_R_36_10033_100320.91930091.930049nahezu vollständig redundant
620_R_36_10033_100310.89455489.455397nahezu vollständig redundant
621_R_37_10032_100330.87949287.949195nahezu vollständig redundant
622_R_37_10032_100390.88696188.696101nahezu vollständig redundant
623_R_37_10032_100380.79566179.566103nahezu vollständig redundant
624_R_37_10032_100310.88322288.322210nahezu vollständig redundant
625_R_37_10032_100330.87949487.949401nahezu vollständig redundant
626_R_37_10032_100390.88696288.696185nahezu vollständig redundant
627_R_37_10032_100380.79566379.566347nahezu vollständig redundant
628_R_37_10032_100310.88322388.322269nahezu vollständig redundant
629_R_37_10032_100330.87949787.949675nahezu vollständig redundant
630_R_37_10032_100390.88696288.696185nahezu vollständig redundant
631_R_37_10032_100380.79566279.566201nahezu vollständig redundant
632_R_37_10032_100310.88322288.322152nahezu vollständig redundant
633_R_38_10031_100170.80242280.242152nahezu vollständig redundant
634_R_38_10031_100330.89210589.210546nahezu vollständig redundant
635_R_38_10031_100320.91059591.059500nahezu vollständig redundant
636_R_38_10031_100300.82198182.198095nahezu vollständig redundant
637_R_38_10031_100170.80242480.242405nahezu vollständig redundant
638_R_38_10031_100330.89210589.210468nahezu vollständig redundant
639_R_38_10031_100320.91059691.059589nahezu vollständig redundant
640_R_38_10031_100300.82198082.198005nahezu vollständig redundant
641_R_38_10031_100170.80242380.242320nahezu vollständig redundant
642_R_38_10031_100330.89210289.210195nahezu vollständig redundant
643_R_38_10031_100320.91059691.059634nahezu vollständig redundant
644_R_38_10031_100300.82197982.197870nahezu vollständig redundant
645_R_39_10038_100410.86881886.881788nahezu vollständig redundant
646_R_39_10038_100370.89846789.846738nahezu vollständig redundant
647_R_39_10038_100360.84705284.705153nahezu vollständig redundant
648_R_39_10038_100320.83265983.265898nahezu vollständig redundant
649_R_39_10038_100390.92409992.409906nahezu vollständig redundant
650_R_39_10038_100410.86881786.881716nahezu vollständig redundant
651_R_39_10038_100370.89847089.846961nahezu vollständig redundant
652_R_39_10038_100360.84705084.705010nahezu vollständig redundant
653_R_39_10038_100320.83266083.265978nahezu vollständig redundant
654_R_39_10038_100390.92409992.409906nahezu vollständig redundant
655_R_39_10038_100410.86881686.881571nahezu vollständig redundant
656_R_39_10038_100370.89846889.846770nahezu vollständig redundant
657_R_39_10038_100360.84705384.705260nahezu vollständig redundant
658_R_39_10038_100320.83266083.266018nahezu vollständig redundant
659_R_39_10038_100390.92410292.410151nahezu vollständig redundant
660_R_40_10039_100320.90515390.515303nahezu vollständig redundant
661_R_40_10039_100330.86084286.084217nahezu vollständig redundant
662_R_40_10039_100370.84404784.404714nahezu vollständig redundant
663_R_40_10039_100380.92801192.801106nahezu vollständig redundant
664_R_40_10039_100290.83887383.887296nahezu vollständig redundant
665_R_40_10039_100320.90515190.515125nahezu vollständig redundant
666_R_40_10039_100330.86084486.084418nahezu vollständig redundant
667_R_40_10039_100370.84404984.404913nahezu vollständig redundant
668_R_40_10039_100380.92800992.800920nahezu vollständig redundant
669_R_40_10039_100290.83887483.887357nahezu vollständig redundant
670_R_40_10039_100320.90515290.515232nahezu vollständig redundant
671_R_40_10039_100330.86084486.084384nahezu vollständig redundant
672_R_40_10039_100370.84405084.405012nahezu vollständig redundant
673_R_40_10039_100380.92801292.801153nahezu vollständig redundant
674_R_40_10039_100290.83887483.887357nahezu vollständig redundant
675_R_41_10035_100370.87507087.507012nahezu vollständig redundant
676_R_41_10035_100360.90620090.619992nahezu vollständig redundant
677_R_41_10035_100340.84887884.887781nahezu vollständig redundant
678_R_41_10035_100300.86689686.689620nahezu vollständig redundant
679_R_41_10035_100290.90135090.134955nahezu vollständig redundant
680_R_41_10035_100370.87506987.506882nahezu vollständig redundant
681_R_41_10035_100360.90620190.620064nahezu vollständig redundant
682_R_41_10035_100340.84887884.887781nahezu vollständig redundant
683_R_41_10035_100300.86689786.689662nahezu vollständig redundant
684_R_41_10035_100290.90135090.134997nahezu vollständig redundant
685_R_41_10035_100370.87506987.506882nahezu vollständig redundant
686_R_41_10035_100360.90620090.620040nahezu vollständig redundant
687_R_41_10035_100340.84887884.887811nahezu vollständig redundant
688_R_41_10035_100300.86689786.689726nahezu vollständig redundant
689_R_41_10035_100290.90135090.135017nahezu vollständig redundant
690_R_42_10036_100380.88405388.405308nahezu vollständig redundant
691_R_42_10036_100370.93067793.067702nahezu vollständig redundant
692_R_42_10036_100340.75635875.635794nahezu vollständig redundant
693_R_42_10036_100350.91498391.498278nahezu vollständig redundant
694_R_42_10036_100380.88405488.405443nahezu vollständig redundant
695_R_42_10036_100370.93067693.067567nahezu vollständig redundant
696_R_42_10036_100340.75635875.635846nahezu vollständig redundant
697_R_42_10036_100350.91498391.498257nahezu vollständig redundant
698_R_42_10036_100380.88405588.405470nahezu vollständig redundant
699_R_42_10036_100370.93067593.067500nahezu vollständig redundant
700_R_42_10036_100340.75635775.635717nahezu vollständig redundant
701_R_42_10036_100350.91498291.498235nahezu vollständig redundant
702_R_43_10028_100110.83073183.073082nahezu vollständig redundant
703_R_43_10028_100300.88975588.975456nahezu vollständig redundant
704_R_43_10028_100290.89290089.289971nahezu vollständig redundant
705_R_43_10028_100340.88093488.093419nahezu vollständig redundant
706_R_43_10028_100110.83073083.072997nahezu vollständig redundant
707_R_43_10028_100300.88975488.975437nahezu vollständig redundant
708_R_43_10028_100290.89290089.290028nahezu vollständig redundant
709_R_43_10028_100340.88093388.093317nahezu vollständig redundant
710_R_43_10028_100110.83072883.072806nahezu vollständig redundant
711_R_43_10028_100300.88975388.975341nahezu vollständig redundant
712_R_43_10028_100290.89290089.289971nahezu vollständig redundant
713_R_43_10028_100340.88093488.093419nahezu vollständig redundant
714_R_44_10034_100280.89867089.867019nahezu vollständig redundant
715_R_44_10034_100350.92699292.699202nahezu vollständig redundant
716_R_44_10034_100370.85433485.433398nahezu vollständig redundant
717_R_44_10034_100360.88159588.159460nahezu vollständig redundant
718_R_44_10034_100450.87993587.993472nahezu vollständig redundant
719_R_44_10034_100280.89867089.866967nahezu vollständig redundant
720_R_44_10034_100350.92699192.699146nahezu vollständig redundant
721_R_44_10034_100370.85433485.433435nahezu vollständig redundant
722_R_44_10034_100360.88159488.159372nahezu vollständig redundant
723_R_44_10034_100450.87993487.993386nahezu vollständig redundant
724_R_44_10034_100280.89867089.867019nahezu vollständig redundant
725_R_44_10034_100350.92699192.699131nahezu vollständig redundant
726_R_44_10034_100370.85433585.433472nahezu vollständig redundant
727_R_44_10034_100360.88159488.159410nahezu vollständig redundant
728_R_44_10034_100450.87993487.993429nahezu vollständig redundant
729_R_45_10030_100280.83059283.059193nahezu vollständig redundant
730_R_45_10030_100310.84223884.223757nahezu vollständig redundant
731_R_45_10030_100290.92715292.715244nahezu vollständig redundant
732_R_45_10030_100350.82519182.519130nahezu vollständig redundant
733_R_45_10030_100280.83059383.059252nahezu vollständig redundant
734_R_45_10030_100310.84223884.223837nahezu vollständig redundant
735_R_45_10030_100290.92715492.715401nahezu vollständig redundant
736_R_45_10030_100350.82519282.519157nahezu vollständig redundant
737_R_45_10030_100280.83059283.059193nahezu vollständig redundant
738_R_45_10030_100310.84224084.223957nahezu vollständig redundant
739_R_45_10030_100290.92715592.715453nahezu vollständig redundant
740_R_45_10030_100350.82519182.519102nahezu vollständig redundant
741_R_46_10029_100300.91506991.506920nahezu vollständig redundant
742_R_46_10029_100390.81936481.936430nahezu vollständig redundant
743_R_46_10029_100350.85962285.962151nahezu vollständig redundant
744_R_46_10029_100280.81305681.305586nahezu vollständig redundant
745_R_46_10029_100300.91506691.506554nahezu vollständig redundant
746_R_46_10029_100390.81936681.936636nahezu vollständig redundant
747_R_46_10029_100350.85962185.962062nahezu vollständig redundant
748_R_46_10029_100280.81305681.305554nahezu vollständig redundant
749_R_46_10029_100300.91507091.507042nahezu vollständig redundant
750_R_46_10029_100390.81936781.936705nahezu vollständig redundant
751_R_46_10029_100350.85962085.962033nahezu vollständig redundant
752_R_46_10029_100280.81305681.305619nahezu vollständig redundant
753_R_47_10053_100440.86731286.731216nahezu vollständig redundant
754_R_47_10053_100520.92390292.390215nahezu vollständig redundant
755_R_47_10053_100590.81833481.833370nahezu vollständig redundant
756_R_47_10053_100490.88719688.719605nahezu vollständig redundant
757_R_47_10053_100500.93818593.818530nahezu vollständig redundant
758_R_47_10053_100510.91819091.818972nahezu vollständig redundant
759_R_47_10053_100440.86731486.731433nahezu vollständig redundant
760_R_47_10053_100520.92390292.390215nahezu vollständig redundant
761_R_47_10053_100590.81833481.833370nahezu vollständig redundant
762_R_47_10053_100490.88719288.719152nahezu vollständig redundant
763_R_47_10053_100500.93818593.818530nahezu vollständig redundant
764_R_47_10053_100510.91819091.818972nahezu vollständig redundant
765_R_47_10053_100440.86731486.731433nahezu vollständig redundant
766_R_47_10053_100520.92390292.390215nahezu vollständig redundant
767_R_47_10053_100590.81833481.833370nahezu vollständig redundant
768_R_47_10053_100490.88719288.719152nahezu vollständig redundant
769_R_47_10053_100500.93818593.818530nahezu vollständig redundant
770_R_47_10053_100510.91819291.819196nahezu vollständig redundant
771_R_48_10049_100500.90397090.397015nahezu vollständig redundant
772_R_48_10049_100530.83702883.702790nahezu vollständig redundant
773_R_48_10049_100470.88301088.301001nahezu vollständig redundant
774_R_48_10049_100460.82260582.260505nahezu vollständig redundant
775_R_48_10049_100480.92898592.898487nahezu vollständig redundant
776_R_48_10049_100500.90397090.397015nahezu vollständig redundant
777_R_48_10049_100530.83702883.702790nahezu vollständig redundant
778_R_48_10049_100470.88301088.301001nahezu vollständig redundant
779_R_48_10049_100460.82260582.260505nahezu vollständig redundant
780_R_48_10049_100480.92898592.898487nahezu vollständig redundant
781_R_48_10049_100500.90397090.397015nahezu vollständig redundant
782_R_48_10049_100530.83702883.702790nahezu vollständig redundant
783_R_48_10049_100470.88301088.301001nahezu vollständig redundant
784_R_48_10049_100460.82260582.260505nahezu vollständig redundant
785_R_48_10049_100480.92898592.898487nahezu vollständig redundant
786_R_49_10050_100510.91216091.215955nahezu vollständig redundant
787_R_49_10050_100520.85603885.603820nahezu vollständig redundant
788_R_49_10050_100530.90919990.919921nahezu vollständig redundant
789_R_49_10050_100490.90640290.640178nahezu vollständig redundant
790_R_49_10050_100480.80734380.734265nahezu vollständig redundant
791_R_49_10050_100510.91216391.216320nahezu vollständig redundant
792_R_49_10050_100520.85603185.603140nahezu vollständig redundant
793_R_49_10050_100530.90919990.919921nahezu vollständig redundant
794_R_49_10050_100490.90640290.640178nahezu vollständig redundant
795_R_49_10050_100480.80734380.734265nahezu vollständig redundant
796_R_49_10050_100510.91216391.216320nahezu vollständig redundant
797_R_49_10050_100520.85603185.603140nahezu vollständig redundant
798_R_49_10050_100530.90919990.919921nahezu vollständig redundant
799_R_49_10050_100490.90639890.639834nahezu vollständig redundant
800_R_49_10050_100480.80734380.734265nahezu vollständig redundant
801_R_50_10048_100500.84521684.521621nahezu vollständig redundant
802_R_50_10048_100490.91319791.319715nahezu vollständig redundant
803_R_50_10048_100570.83079183.079087nahezu vollständig redundant
804_R_50_10048_100470.91744591.744514nahezu vollständig redundant
805_R_50_10048_100460.86505386.505311nahezu vollständig redundant
806_R_50_10048_100500.84521684.521621nahezu vollständig redundant
807_R_50_10048_100490.91319791.319715nahezu vollständig redundant
808_R_50_10048_100570.83079183.079087nahezu vollständig redundant
809_R_50_10048_100470.91744591.744514nahezu vollständig redundant
810_R_50_10048_100460.86505386.505311nahezu vollständig redundant
811_R_50_10048_100500.84521984.521903nahezu vollständig redundant
812_R_50_10048_100490.91319791.319715nahezu vollständig redundant
813_R_50_10048_100570.83079183.079087nahezu vollständig redundant
814_R_50_10048_100470.91744591.744514nahezu vollständig redundant
815_R_50_10048_100460.86505686.505595nahezu vollständig redundant
816_R_51_10047_100480.91399691.399640nahezu vollständig redundant
817_R_51_10047_100490.81172781.172727nahezu vollständig redundant
818_R_51_10047_100450.77917177.917106nahezu vollständig redundant
819_R_51_10047_100460.93173193.173096nahezu vollständig redundant
820_R_51_10047_100480.91399691.399640nahezu vollständig redundant
821_R_51_10047_100490.81172781.172727nahezu vollständig redundant
822_R_51_10047_100450.77917177.917106nahezu vollständig redundant
823_R_51_10047_100460.93173193.173096nahezu vollständig redundant
824_R_51_10047_100480.91399691.399640nahezu vollständig redundant
825_R_51_10047_100490.81172781.172727nahezu vollständig redundant
826_R_51_10047_100450.77917177.917106nahezu vollständig redundant
827_R_51_10047_100460.93173193.173096nahezu vollständig redundant
828_R_52_10046_100480.86730886.730826nahezu vollständig redundant
829_R_52_10046_100470.93701593.701517nahezu vollständig redundant
830_R_52_10046_100550.80110780.110676nahezu vollständig redundant
831_R_52_10046_100450.84733584.733480nahezu vollständig redundant
832_R_52_10046_100480.86731186.731106nahezu vollständig redundant
833_R_52_10046_100470.93701593.701517nahezu vollständig redundant
834_R_52_10046_100550.80111080.110951nahezu vollständig redundant
835_R_52_10046_100450.84733584.733480nahezu vollständig redundant
836_R_52_10046_100480.86730886.730826nahezu vollständig redundant
837_R_52_10046_100470.93701593.701517nahezu vollständig redundant
838_R_52_10046_100550.80110780.110676nahezu vollständig redundant
839_R_52_10046_100450.84733584.733480nahezu vollständig redundant
840_R_53_10045_100340.83930183.930070nahezu vollständig redundant
841_R_53_10045_100460.90084890.084817nahezu vollständig redundant
842_R_53_10045_100470.86502686.502584nahezu vollständig redundant
843_R_53_10045_100540.80319580.319519nahezu vollständig redundant
844_R_53_10045_100340.83930183.930070nahezu vollständig redundant
845_R_53_10045_100460.90084890.084817nahezu vollständig redundant
846_R_53_10045_100470.86502686.502584nahezu vollständig redundant
847_R_53_10045_100540.80319880.319794nahezu vollständig redundant
848_R_53_10045_100340.83929883.929782nahezu vollständig redundant
849_R_53_10045_100460.90084890.084817nahezu vollständig redundant
850_R_53_10045_100470.86502886.502792nahezu vollständig redundant
851_R_53_10045_100540.80319880.319794nahezu vollständig redundant
852_R_54_10059_100530.91715691.715624nahezu vollständig redundant
853_R_54_10059_100520.86972986.972859nahezu vollständig redundant
854_R_54_10059_100580.91699591.699466nahezu vollständig redundant
855_R_54_10059_100560.85311585.311486nahezu vollständig redundant
856_R_54_10059_100570.90237790.237707nahezu vollständig redundant
857_R_54_10059_100530.91715591.715497nahezu vollständig redundant
858_R_54_10059_100520.86972986.972859nahezu vollständig redundant
859_R_54_10059_100580.91699591.699466nahezu vollständig redundant
860_R_54_10059_100560.85311685.311604nahezu vollständig redundant
861_R_54_10059_100570.90237890.237822nahezu vollständig redundant
862_R_54_10059_100530.91715691.715624nahezu vollständig redundant
863_R_54_10059_100520.86972786.972732nahezu vollständig redundant
864_R_54_10059_100580.91699591.699466nahezu vollständig redundant
865_R_54_10059_100560.85311685.311604nahezu vollständig redundant
866_R_54_10059_100570.90237890.237822nahezu vollständig redundant
867_R_55_10058_100590.83688883.688839nahezu vollständig redundant
868_R_55_10058_100560.87156587.156515nahezu vollständig redundant
869_R_55_10058_100550.82911682.911553nahezu vollständig redundant
870_R_55_10058_100570.91980891.980807nahezu vollständig redundant
871_R_55_10058_100590.83688883.688839nahezu vollständig redundant
872_R_55_10058_100560.87156587.156515nahezu vollständig redundant
873_R_55_10058_100550.82911682.911553nahezu vollständig redundant
874_R_55_10058_100570.91980891.980807nahezu vollständig redundant
875_R_55_10058_100590.83688483.688430nahezu vollständig redundant
876_R_55_10058_100560.87156787.156681nahezu vollständig redundant
877_R_55_10058_100550.82911482.911375nahezu vollständig redundant
878_R_55_10058_100570.91980891.980807nahezu vollständig redundant
879_R_56_10057_100590.81584481.584376nahezu vollständig redundant
880_R_56_10057_100580.89206589.206475nahezu vollständig redundant
881_R_56_10057_100560.91111591.111489nahezu vollständig redundant
882_R_56_10057_100550.88890888.890751nahezu vollständig redundant
883_R_56_10057_100480.85733585.733550nahezu vollständig redundant
884_R_56_10057_100590.81584481.584376nahezu vollständig redundant
885_R_56_10057_100580.89206989.206949nahezu vollständig redundant
886_R_56_10057_100560.91111591.111489nahezu vollständig redundant
887_R_56_10057_100550.88890588.890518nahezu vollständig redundant
888_R_56_10057_100480.85733885.733773nahezu vollständig redundant
889_R_56_10057_100590.81584281.584158nahezu vollständig redundant
890_R_56_10057_100580.89206789.206712nahezu vollständig redundant
891_R_56_10057_100560.91111291.111239nahezu vollständig redundant
892_R_56_10057_100550.88890588.890518nahezu vollständig redundant
893_R_56_10057_100480.85733885.733773nahezu vollständig redundant
894_R_57_10055_100570.91725891.725836nahezu vollständig redundant
895_R_57_10055_100580.81906281.906191nahezu vollständig redundant
896_R_57_10055_100560.94496494.496420nahezu vollständig redundant
897_R_57_10055_100540.84069884.069812nahezu vollständig redundant
898_R_57_10055_100460.85740785.740670nahezu vollständig redundant
899_R_57_10055_100570.91725891.725836nahezu vollständig redundant
900_R_57_10055_100580.81906281.906191nahezu vollständig redundant
901_R_57_10055_100560.94496494.496420nahezu vollständig redundant
902_R_57_10055_100540.84069884.069812nahezu vollständig redundant
903_R_57_10055_100460.85740985.740867nahezu vollständig redundant
904_R_57_10055_100570.91726091.726010nahezu vollständig redundant
905_R_57_10055_100580.81906281.906191nahezu vollständig redundant
906_R_57_10055_100560.94496494.496420nahezu vollständig redundant
907_R_57_10055_100540.84069884.069812nahezu vollständig redundant
908_R_57_10055_100460.85740985.740867nahezu vollständig redundant
909_R_58_10056_100580.80269280.269215nahezu vollständig redundant
910_R_58_10056_100570.91576491.576390nahezu vollständig redundant
911_R_58_10056_100540.77874877.874822nahezu vollständig redundant
912_R_58_10056_100550.94090994.090900nahezu vollständig redundant
913_R_58_10056_100580.80269280.269215nahezu vollständig redundant
914_R_58_10056_100570.91576291.576152nahezu vollständig redundant
915_R_58_10056_100540.77874877.874822nahezu vollständig redundant
916_R_58_10056_100550.94090994.090900nahezu vollständig redundant
917_R_58_10056_100580.80269780.269725nahezu vollständig redundant
918_R_58_10056_100570.91576491.576390nahezu vollständig redundant
919_R_58_10056_100540.77874877.874822nahezu vollständig redundant
920_R_58_10056_100550.94090694.090604nahezu vollständig redundant
921_R_59_10054_100450.84366084.365980nahezu vollständig redundant
922_R_59_10054_100550.88403888.403816nahezu vollständig redundant
923_R_59_10054_100560.83885183.885123nahezu vollständig redundant
924_R_59_10054_100450.84366084.365980nahezu vollständig redundant
925_R_59_10054_100550.88403888.403816nahezu vollständig redundant
926_R_59_10054_100560.83885383.885316nahezu vollständig redundant
927_R_59_10054_100450.84366084.365980nahezu vollständig redundant
928_R_59_10054_100550.88403688.403639nahezu vollständig redundant
929_R_59_10054_100560.83885383.885316nahezu vollständig redundant
930_R_60_10047_100480.84984684.984620nahezu vollständig redundant
931_R_60_10047_8120.79771079.770980nahezu vollständig redundant
932_R_60_10047_8160.80690380.690322nahezu vollständig redundant
933_R_60_10047_FH30.81835681.835584nahezu vollständig redundant
934_R_60_10047_100480.84984184.984087nahezu vollständig redundant
935_R_60_10047_8120.79771079.770980nahezu vollständig redundant
936_R_60_10047_8160.80690380.690322nahezu vollständig redundant
937_R_60_10047_FH30.81835681.835584nahezu vollständig redundant
938_R_60_10047_100480.84984684.984620nahezu vollständig redundant
939_R_60_10047_8120.79771079.770980nahezu vollständig redundant
940_R_60_10047_8160.80690380.690322nahezu vollständig redundant
941_R_60_10047_FH30.81835681.835584nahezu vollständig redundant
942_R_61_10046_100480.78941378.941342nahezu vollständig redundant
943_R_61_10046_FH30.79946979.946851nahezu vollständig redundant
944_R_61_10046_8120.83103983.103877nahezu vollständig redundant
945_R_61_10046_100480.78941378.941342nahezu vollständig redundant
946_R_61_10046_FH30.79946979.946851nahezu vollständig redundant
947_R_61_10046_8120.83107183.107095nahezu vollständig redundant
948_R_61_10046_100480.78941378.941342nahezu vollständig redundant
949_R_61_10046_FH30.79946979.946851nahezu vollständig redundant
950_R_61_10046_8120.83107183.107095nahezu vollständig redundant
951_R_62_10048_100460.81412781.412665nahezu vollständig redundant
952_R_62_10048_8120.78666678.666647nahezu vollständig redundant
953_R_62_10048_8160.81956881.956809nahezu vollständig redundant
954_R_62_10048_FH30.86834686.834598nahezu vollständig redundant
955_R_62_10048_100460.81412781.412665nahezu vollständig redundant
956_R_62_10048_8120.78666278.666243nahezu vollständig redundant
957_R_62_10048_8160.81956881.956809nahezu vollständig redundant
958_R_62_10048_FH30.86834686.834598nahezu vollständig redundant
959_R_62_10048_100460.81412781.412665nahezu vollständig redundant
960_R_62_10048_8120.78666278.666243nahezu vollständig redundant
961_R_62_10048_8160.81956881.956809nahezu vollständig redundant
962_R_62_10048_FH30.86837686.837649nahezu vollständig redundant
963_R_63_10056_100550.91859791.859740nahezu vollständig redundant
964_R_63_10056_6660.70166670.166635nahezu vollständig redundant
965_R_63_10056_100550.91859791.859740nahezu vollständig redundant
966_R_63_10056_6660.70167270.167173nahezu vollständig redundant
967_R_63_10056_100550.91859791.859740nahezu vollständig redundant
968_R_63_10056_6660.70166670.166635nahezu vollständig redundant
969_R_64_10055_100560.85617985.617857nahezu vollständig redundant
970_R_64_10055_6660.72226872.226850nahezu vollständig redundant
971_R_64_10055_100560.85617985.617857nahezu vollständig redundant
972_R_64_10055_6660.72226872.226850nahezu vollständig redundant
973_R_64_10055_100560.85617985.617857nahezu vollständig redundant
974_R_64_10055_6660.72226872.226850nahezu vollständig redundant
975_R_65_10054_100550.68219968.219923gut kontrollierbar
976_R_65_10054_6660.75064875.064829nahezu vollständig redundant
977_R_65_10054_100550.68219468.219439gut kontrollierbar
978_R_65_10054_6660.75065775.065749nahezu vollständig redundant
979_R_65_10054_100550.68219468.219439gut kontrollierbar
980_R_65_10054_6660.75064875.064829nahezu vollständig redundant
981_R_66_10035_100370.68730268.730179gut kontrollierbar
982_R_66_10035_FH110.82288682.288617nahezu vollständig redundant
983_R_66_10035_FH140.84838284.838231nahezu vollständig redundant
984_R_66_10035_100370.68729668.729640gut kontrollierbar
985_R_66_10035_FH110.82288682.288617nahezu vollständig redundant
986_R_66_10035_FH140.84837384.837257nahezu vollständig redundant
987_R_66_10035_100370.68730268.730179gut kontrollierbar
988_R_66_10035_FH110.82288682.288617nahezu vollständig redundant
989_R_66_10035_FH140.84837384.837257nahezu vollständig redundant
990_R_67_10036_100370.89306489.306387nahezu vollständig redundant
991_R_67_10036_FH110.77363277.363181nahezu vollständig redundant
992_R_67_10036_FH140.77474377.474316nahezu vollständig redundant
993_R_67_10036_100370.89306489.306387nahezu vollständig redundant
994_R_67_10036_FH110.77363277.363181nahezu vollständig redundant
995_R_67_10036_FH140.77473477.473408nahezu vollständig redundant
996_R_67_10036_100370.89306489.306387nahezu vollständig redundant
997_R_67_10036_FH110.77363277.363181nahezu vollständig redundant
998_R_67_10036_FH140.77473477.473408nahezu vollständig redundant
999_R_68_10034_100350.75693775.693659nahezu vollständig redundant
1000_R_68_10034_FH140.80675180.675133nahezu vollständig redundant
1001_R_68_10034_100350.75693275.693190nahezu vollständig redundant
1002_R_68_10034_FH140.80675180.675133nahezu vollständig redundant
1003_R_68_10034_100350.75693775.693659nahezu vollständig redundant
1004_R_68_10034_FH140.80674780.674663nahezu vollständig redundant
1005_R_69_10037_100400.90752490.752357nahezu vollständig redundant
1006_R_69_10037_FH40.76167976.167861nahezu vollständig redundant
1007_R_69_10037_FH110.72184072.183989nahezu vollständig redundant
1008_R_69_10037_100400.90752490.752357nahezu vollständig redundant
1009_R_69_10037_FH40.76167976.167861nahezu vollständig redundant
1010_R_69_10037_FH110.72184072.183989nahezu vollständig redundant
1011_R_69_10037_100400.90752490.752357nahezu vollständig redundant
1012_R_69_10037_FH40.76167976.167861nahezu vollständig redundant
1013_R_69_10037_FH110.72184072.183989nahezu vollständig redundant
1014_R_70_10041_100400.85522185.522118nahezu vollständig redundant
1015_R_70_10041_FH40.71916871.916829nahezu vollständig redundant
1016_R_70_10041_100400.85522185.522118nahezu vollständig redundant
1017_R_70_10041_FH40.71916871.916829nahezu vollständig redundant
1018_R_70_10041_100400.85521785.521657nahezu vollständig redundant
1019_R_70_10041_FH40.71916871.916829nahezu vollständig redundant
1020_R_71_10007_100150.66923466.923437gut kontrollierbar
1021_R_71_10007_FH130.85806085.806028nahezu vollständig redundant
1022_R_71_10007_100150.66924366.924317gut kontrollierbar
1023_R_71_10007_FH130.85806085.806028nahezu vollständig redundant
1024_R_71_10007_100150.66923466.923437gut kontrollierbar
1025_R_71_10007_FH130.85806085.806028nahezu vollständig redundant
1026_R_72_10015_100070.81161281.161164nahezu vollständig redundant
1027_R_72_10015_FH130.78798078.797972nahezu vollständig redundant
1028_R_72_10015_100070.81161281.161164nahezu vollständig redundant
1029_R_72_10015_FH130.78798078.797972nahezu vollständig redundant
1030_R_72_10015_100070.81161281.161164nahezu vollständig redundant
1031_R_72_10015_FH130.78798078.797972nahezu vollständig redundant
1032_R_73_10008_100070.79925979.925891nahezu vollständig redundant
1033_R_73_10008_FH130.79702179.702055nahezu vollständig redundant
1034_R_73_10008_100070.79925979.925891nahezu vollständig redundant
1035_R_73_10008_FH130.79702179.702055nahezu vollständig redundant
1036_R_73_10008_100070.79925979.925891nahezu vollständig redundant
1037_R_73_10008_FH130.79702179.702055nahezu vollständig redundant
1038_R_74_10033_100320.68784968.784934gut kontrollierbar
1039_R_74_10033_FH150.74646174.646136nahezu vollständig redundant
1040_R_74_10033_100320.68783268.783161gut kontrollierbar
1041_R_74_10033_FH150.74646174.646136nahezu vollständig redundant
1042_R_74_10033_100320.68783268.783161gut kontrollierbar
1043_R_74_10033_FH150.74646174.646136nahezu vollständig redundant
1044_R_75_10032_100330.83154783.154676nahezu vollständig redundant
1045_R_75_10032_FH150.74212474.212352nahezu vollständig redundant
1046_R_75_10032_100330.83153783.153719nahezu vollständig redundant
1047_R_75_10032_FH150.74213374.213338nahezu vollständig redundant
1048_R_75_10032_100330.83154783.154676nahezu vollständig redundant
1049_R_75_10032_FH150.74213374.213338nahezu vollständig redundant
54_ZW_1_10009_100060.99275099.274966nahezu vollständig redundant
55_ZW_1_10009_100100.98731598.731523nahezu vollständig redundant
56_ZW_1_10009_100180.99161199.161051nahezu vollständig redundant
57_ZW_1_10009_100080.98504898.504774nahezu vollständig redundant
58_ZW_1_10009_100060.99275099.274952nahezu vollständig redundant
59_ZW_1_10009_100100.98731698.731553nahezu vollständig redundant
60_ZW_1_10009_100180.99161199.161054nahezu vollständig redundant
61_ZW_1_10009_100080.98504898.504781nahezu vollständig redundant
62_ZW_1_10009_100060.99275099.274979nahezu vollständig redundant
63_ZW_1_10009_100100.98731698.731562nahezu vollständig redundant
64_ZW_1_10009_100180.99161099.161050nahezu vollständig redundant
65_ZW_1_10009_100080.98504898.504815nahezu vollständig redundant
66_ZW_2_10006_100090.99275199.275076nahezu vollständig redundant
67_ZW_2_10006_100050.99303499.303438nahezu vollständig redundant
68_ZW_2_10006_100030.98648698.648564nahezu vollständig redundant
69_ZW_2_10006_100040.99166399.166331nahezu vollständig redundant
70_ZW_2_10006_100100.99216399.216304nahezu vollständig redundant
71_ZW_2_10006_100180.98849398.849255nahezu vollständig redundant
72_ZW_2_10006_100090.99275199.275076nahezu vollständig redundant
73_ZW_2_10006_100050.99303599.303453nahezu vollständig redundant
74_ZW_2_10006_100030.98648698.648560nahezu vollständig redundant
75_ZW_2_10006_100040.99166399.166349nahezu vollständig redundant
76_ZW_2_10006_100100.99216399.216302nahezu vollständig redundant
77_ZW_2_10006_100180.98849398.849261nahezu vollständig redundant
78_ZW_2_10006_100090.99275199.275073nahezu vollständig redundant
79_ZW_2_10006_100050.99303499.303440nahezu vollständig redundant
80_ZW_2_10006_100030.98648698.648565nahezu vollständig redundant
81_ZW_2_10006_100040.99166399.166333nahezu vollständig redundant
82_ZW_2_10006_100100.99216399.216304nahezu vollständig redundant
83_ZW_2_10006_100180.98849398.849261nahezu vollständig redundant
84_ZW_3_10008_100090.98505198.505085nahezu vollständig redundant
85_ZW_3_10008_100070.99294699.294603nahezu vollständig redundant
86_ZW_3_10008_100050.99316099.316003nahezu vollständig redundant
87_ZW_3_10008_100090.98505198.505098nahezu vollständig redundant
88_ZW_3_10008_100070.99294699.294601nahezu vollständig redundant
89_ZW_3_10008_100050.99316099.316000nahezu vollständig redundant
90_ZW_3_10008_100090.98505198.505051nahezu vollständig redundant
91_ZW_3_10008_100070.99294699.294599nahezu vollständig redundant
92_ZW_3_10008_100050.99316099.316000nahezu vollständig redundant
93_ZW_4_10005_100080.99316099.315990nahezu vollständig redundant
94_ZW_4_10005_100030.98663598.663533nahezu vollständig redundant
95_ZW_4_10005_100010.98459498.459402nahezu vollständig redundant
96_ZW_4_10005_100020.97904597.904537nahezu vollständig redundant
97_ZW_4_10005_100040.98654298.654201nahezu vollständig redundant
98_ZW_4_10005_100060.99303499.303400nahezu vollständig redundant
99_ZW_4_10005_100080.99316099.315993nahezu vollständig redundant
100_ZW_4_10005_100030.98663598.663541nahezu vollständig redundant
101_ZW_4_10005_100010.98459498.459405nahezu vollständig redundant
102_ZW_4_10005_100020.97904597.904542nahezu vollständig redundant
103_ZW_4_10005_100040.98654298.654154nahezu vollständig redundant
104_ZW_4_10005_100060.99303499.303406nahezu vollständig redundant
105_ZW_4_10005_100080.99316099.315975nahezu vollständig redundant
106_ZW_4_10005_100030.98663598.663531nahezu vollständig redundant
107_ZW_4_10005_100010.98459498.459407nahezu vollständig redundant
108_ZW_4_10005_100020.97904597.904523nahezu vollständig redundant
109_ZW_4_10005_100040.98654298.654201nahezu vollständig redundant
110_ZW_4_10005_100060.99303499.303402nahezu vollständig redundant
111_ZW_5_10004_100050.98654598.654522nahezu vollständig redundant
112_ZW_5_10004_100030.98112398.112335nahezu vollständig redundant
113_ZW_5_10004_100020.98608298.608216nahezu vollständig redundant
114_ZW_5_10004_100060.99166399.166319nahezu vollständig redundant
115_ZW_5_10004_100050.98654598.654522nahezu vollständig redundant
116_ZW_5_10004_100030.98112398.112321nahezu vollständig redundant
117_ZW_5_10004_100020.98608298.608218nahezu vollständig redundant
118_ZW_5_10004_100060.99166399.166316nahezu vollständig redundant
119_ZW_5_10004_100050.98654598.654531nahezu vollständig redundant
120_ZW_5_10004_100030.98112398.112321nahezu vollständig redundant
121_ZW_5_10004_100020.98608298.608216nahezu vollständig redundant
122_ZW_5_10004_100060.99166399.166319nahezu vollständig redundant
123_ZW_6_10003_100040.98112298.112247nahezu vollständig redundant
124_ZW_6_10003_100060.98648598.648542nahezu vollständig redundant
125_ZW_6_10003_100050.98663598.663526nahezu vollständig redundant
126_ZW_6_10003_100070.99319999.319857nahezu vollständig redundant
127_ZW_6_10003_100160.98859498.859442nahezu vollständig redundant
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160_ZW_8_10001_100050.98459498.459392nahezu vollständig redundant
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162_ZW_8_10001_100110.98742398.742251nahezu vollständig redundant
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169_ZW_8_10001_100030.98861798.861662nahezu vollständig redundant
170_ZW_8_10001_100110.98742398.742255nahezu vollständig redundant
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172_ZW_9_10010_100260.98927398.927308nahezu vollständig redundant
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180_ZW_9_10010_100090.98731898.731808nahezu vollständig redundant
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188_ZW_10_10018_100430.97966597.966549nahezu vollständig redundant
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190_ZW_10_10018_100090.99161199.161057nahezu vollständig redundant
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198_ZW_10_10018_100430.97966597.966549nahezu vollständig redundant
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200_ZW_10_10018_100090.99161199.161055nahezu vollständig redundant
201_ZW_11_10026_100180.98342998.342896nahezu vollständig redundant
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203_ZW_11_10026_100430.98844498.844389nahezu vollständig redundant
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205_ZW_11_10026_100270.98394198.394128nahezu vollständig redundant
206_ZW_11_10026_100210.99307799.307712nahezu vollständig redundant
207_ZW_11_10026_100200.99343599.343465nahezu vollständig redundant
208_ZW_11_10026_100180.98342998.342912nahezu vollständig redundant
209_ZW_11_10026_100100.98927398.927312nahezu vollständig redundant
210_ZW_11_10026_100430.98844498.844395nahezu vollständig redundant
211_ZW_11_10026_100440.98965698.965636nahezu vollständig redundant
212_ZW_11_10026_100270.98394198.394128nahezu vollständig redundant
213_ZW_11_10026_100210.99307799.307712nahezu vollständig redundant
214_ZW_11_10026_100200.99343599.343458nahezu vollständig redundant
215_ZW_11_10026_100180.98342998.342907nahezu vollständig redundant
216_ZW_11_10026_100100.98927398.927303nahezu vollständig redundant
217_ZW_11_10026_100430.98844498.844387nahezu vollständig redundant
218_ZW_11_10026_100440.98965698.965635nahezu vollständig redundant
219_ZW_11_10026_100270.98394198.394105nahezu vollständig redundant
220_ZW_11_10026_100210.99307799.307705nahezu vollständig redundant
221_ZW_11_10026_100200.99343599.343454nahezu vollständig redundant
222_ZW_12_10021_100260.99307799.307729nahezu vollständig redundant
223_ZW_12_10021_100240.98822498.822351nahezu vollständig redundant
224_ZW_12_10021_100250.98722798.722684nahezu vollständig redundant
225_ZW_12_10021_100220.99372499.372362nahezu vollständig redundant
226_ZW_12_10021_100230.99017399.017331nahezu vollständig redundant
227_ZW_12_10021_100200.98926298.926209nahezu vollständig redundant
228_ZW_12_10021_100190.98661798.661737nahezu vollständig redundant
229_ZW_12_10021_100260.99307799.307734nahezu vollständig redundant
230_ZW_12_10021_100240.98822398.822346nahezu vollständig redundant
231_ZW_12_10021_100250.98722798.722688nahezu vollständig redundant
232_ZW_12_10021_100220.99372399.372334nahezu vollständig redundant
233_ZW_12_10021_100230.99017399.017300nahezu vollständig redundant
234_ZW_12_10021_100200.98926298.926248nahezu vollständig redundant
235_ZW_12_10021_100190.98661798.661724nahezu vollständig redundant
236_ZW_12_10021_100260.99307799.307729nahezu vollständig redundant
237_ZW_12_10021_100240.98822398.822331nahezu vollständig redundant
238_ZW_12_10021_100250.98722798.722684nahezu vollständig redundant
239_ZW_12_10021_100220.99372399.372334nahezu vollständig redundant
240_ZW_12_10021_100230.99017399.017270nahezu vollständig redundant
241_ZW_12_10021_100200.98926298.926235nahezu vollständig redundant
242_ZW_12_10021_100190.98661798.661719nahezu vollständig redundant
243_ZW_13_10020_100210.98925998.925937nahezu vollständig redundant
244_ZW_13_10020_100220.98653898.653826nahezu vollständig redundant
245_ZW_13_10020_100240.98493698.493574nahezu vollständig redundant
246_ZW_13_10020_100250.98549198.549107nahezu vollständig redundant
247_ZW_13_10020_100230.98520298.520197nahezu vollständig redundant
248_ZW_13_10020_100190.99328599.328493nahezu vollständig redundant
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250_ZW_13_10020_100210.98925998.925937nahezu vollständig redundant
251_ZW_13_10020_100220.98653898.653764nahezu vollständig redundant
252_ZW_13_10020_100240.98493698.493569nahezu vollständig redundant
253_ZW_13_10020_100250.98549198.549103nahezu vollständig redundant
254_ZW_13_10020_100230.98520298.520208nahezu vollständig redundant
255_ZW_13_10020_100190.99328599.328499nahezu vollständig redundant
256_ZW_13_10020_100260.99343599.343468nahezu vollständig redundant
257_ZW_13_10020_100210.98926098.926028nahezu vollständig redundant
258_ZW_13_10020_100220.98653798.653718nahezu vollständig redundant
259_ZW_13_10020_100240.98493698.493574nahezu vollständig redundant
260_ZW_13_10020_100250.98549198.549107nahezu vollständig redundant
261_ZW_13_10020_100230.98520398.520251nahezu vollständig redundant
262_ZW_13_10020_100190.99328599.328499nahezu vollständig redundant
263_ZW_13_10020_100260.99343599.343458nahezu vollständig redundant
264_ZW_14_10019_100200.99328699.328590nahezu vollständig redundant
265_ZW_14_10019_100330.98487598.487548nahezu vollständig redundant
266_ZW_14_10019_100170.99292699.292566nahezu vollständig redundant
267_ZW_14_10019_100260.99031999.031920nahezu vollständig redundant
268_ZW_14_10019_100210.98661898.661820nahezu vollständig redundant
269_ZW_14_10019_100200.99328699.328599nahezu vollständig redundant
270_ZW_14_10019_100330.98487598.487544nahezu vollständig redundant
271_ZW_14_10019_100170.99292699.292577nahezu vollständig redundant
272_ZW_14_10019_100260.99031999.031915nahezu vollständig redundant
273_ZW_14_10019_100210.98661898.661833nahezu vollständig redundant
274_ZW_14_10019_100200.99328699.328590nahezu vollständig redundant
275_ZW_14_10019_100330.98487698.487559nahezu vollständig redundant
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277_ZW_14_10019_100260.99031999.031898nahezu vollständig redundant
278_ZW_14_10019_100210.98661898.661807nahezu vollständig redundant
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280_ZW_15_10027_100100.98335098.334986nahezu vollständig redundant
281_ZW_15_10027_100180.98784498.784418nahezu vollständig redundant
282_ZW_15_10027_100430.97911797.911689nahezu vollständig redundant
283_ZW_15_10027_100440.98476198.476102nahezu vollständig redundant
284_ZW_15_10027_100250.97659997.659858nahezu vollständig redundant
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286_ZW_15_10027_100100.98335098.334982nahezu vollständig redundant
287_ZW_15_10027_100180.98784498.784432nahezu vollständig redundant
288_ZW_15_10027_100430.97911797.911675nahezu vollständig redundant
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290_ZW_15_10027_100250.97659997.659869nahezu vollständig redundant
291_ZW_15_10027_100260.98394298.394158nahezu vollständig redundant
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293_ZW_15_10027_100180.98784498.784424nahezu vollständig redundant
294_ZW_15_10027_100430.97911797.911653nahezu vollständig redundant
295_ZW_15_10027_100440.98476198.476099nahezu vollständig redundant
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297_ZW_16_10022_100210.99372499.372384nahezu vollständig redundant
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299_ZW_16_10022_100250.98786798.786696nahezu vollständig redundant
300_ZW_16_10022_100230.99385499.385387nahezu vollständig redundant
301_ZW_16_10022_100200.98654198.654087nahezu vollständig redundant
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385_ZW_21_10044_100270.98476098.476000nahezu vollständig redundant
386_ZW_21_10044_100430.98432998.432921nahezu vollständig redundant
387_ZW_21_10044_100520.98316698.316615nahezu vollständig redundant
388_ZW_21_10044_100530.99345999.345856nahezu vollständig redundant
389_ZW_21_10044_100370.99277399.277296nahezu vollständig redundant
390_ZW_21_10044_100400.99448099.447967nahezu vollständig redundant
391_ZW_21_10044_100420.98668498.668379nahezu vollständig redundant
392_ZW_21_10044_100270.98476098.476008nahezu vollständig redundant
393_ZW_21_10044_100430.98432998.432879nahezu vollständig redundant
394_ZW_21_10044_100520.98316698.316597nahezu vollständig redundant
395_ZW_21_10044_100530.99345999.345858nahezu vollständig redundant
396_ZW_21_10044_100370.99277399.277290nahezu vollständig redundant
397_ZW_21_10044_100400.99448099.447953nahezu vollständig redundant
398_ZW_21_10044_100420.98668498.668414nahezu vollständig redundant
399_ZW_22_10042_100430.97876097.875999nahezu vollständig redundant
400_ZW_22_10042_100440.98668598.668497nahezu vollständig redundant
401_ZW_22_10042_100400.98904898.904844nahezu vollständig redundant
402_ZW_22_10042_100410.99274399.274344nahezu vollständig redundant
403_ZW_22_10042_100430.97876097.876017nahezu vollständig redundant
404_ZW_22_10042_100440.98668698.668568nahezu vollständig redundant
405_ZW_22_10042_100400.98904998.904856nahezu vollständig redundant
406_ZW_22_10042_100410.99274399.274333nahezu vollständig redundant
407_ZW_22_10042_100430.97876097.876026nahezu vollständig redundant
408_ZW_22_10042_100440.98668698.668557nahezu vollständig redundant
409_ZW_22_10042_100400.98904898.904841nahezu vollständig redundant
410_ZW_22_10042_100410.99274399.274330nahezu vollständig redundant
411_ZW_23_10041_100420.99274399.274325nahezu vollständig redundant
412_ZW_23_10041_100440.98950498.950381nahezu vollständig redundant
413_ZW_23_10041_100400.99308899.308773nahezu vollständig redundant
414_ZW_23_10041_100380.98437198.437138nahezu vollständig redundant
415_ZW_23_10041_100420.99274399.274325nahezu vollständig redundant
416_ZW_23_10041_100440.98950498.950381nahezu vollständig redundant
417_ZW_23_10041_100400.99308899.308775nahezu vollständig redundant
418_ZW_23_10041_100380.98437198.437138nahezu vollständig redundant
419_ZW_23_10041_100420.99274399.274339nahezu vollständig redundant
420_ZW_23_10041_100440.98950498.950362nahezu vollständig redundant
421_ZW_23_10041_100400.99308899.308779nahezu vollständig redundant
422_ZW_23_10041_100380.98437198.437147nahezu vollständig redundant
423_ZW_24_10037_100440.99277399.277314nahezu vollständig redundant
424_ZW_24_10037_100510.98626898.626844nahezu vollständig redundant
425_ZW_24_10037_100360.98225998.225929nahezu vollständig redundant
426_ZW_24_10037_100350.98738598.738535nahezu vollständig redundant
427_ZW_24_10037_100380.99309099.309008nahezu vollständig redundant
428_ZW_24_10037_100390.98979398.979307nahezu vollständig redundant
429_ZW_24_10037_100400.99431699.431635nahezu vollständig redundant
430_ZW_24_10037_100440.99277399.277311nahezu vollständig redundant
431_ZW_24_10037_100510.98626898.626831nahezu vollständig redundant
432_ZW_24_10037_100360.98226098.225963nahezu vollständig redundant
433_ZW_24_10037_100350.98738598.738535nahezu vollständig redundant
434_ZW_24_10037_100380.99309099.309013nahezu vollständig redundant
435_ZW_24_10037_100390.98979398.979307nahezu vollständig redundant
436_ZW_24_10037_100400.99431699.431642nahezu vollständig redundant
437_ZW_24_10037_100440.99277399.277311nahezu vollständig redundant
438_ZW_24_10037_100510.98626898.626822nahezu vollständig redundant
439_ZW_24_10037_100360.98226098.225981nahezu vollständig redundant
440_ZW_24_10037_100350.98738598.738541nahezu vollständig redundant
441_ZW_24_10037_100380.99309099.309011nahezu vollständig redundant
442_ZW_24_10037_100390.98979398.979283nahezu vollständig redundant
443_ZW_24_10037_100400.99431699.431626nahezu vollständig redundant
444_ZW_25_10052_100430.98749698.749649nahezu vollständig redundant
445_ZW_25_10052_100590.98149898.149750nahezu vollständig redundant
446_ZW_25_10052_100530.98265498.265356nahezu vollständig redundant
447_ZW_25_10052_100500.98010498.010385nahezu vollständig redundant
448_ZW_25_10052_100510.97839897.839821nahezu vollständig redundant
449_ZW_25_10052_100440.98317098.317005nahezu vollständig redundant
450_ZW_25_10052_100430.98749698.749641nahezu vollständig redundant
451_ZW_25_10052_100590.98149798.149745nahezu vollständig redundant
452_ZW_25_10052_100530.98265398.265341nahezu vollständig redundant
453_ZW_25_10052_100500.98010498.010394nahezu vollständig redundant
454_ZW_25_10052_100510.97839897.839792nahezu vollständig redundant
455_ZW_25_10052_100440.98317098.316987nahezu vollständig redundant
456_ZW_25_10052_100430.98749698.749638nahezu vollständig redundant
457_ZW_25_10052_100590.98149898.149752nahezu vollständig redundant
458_ZW_25_10052_100530.98265398.265321nahezu vollständig redundant
459_ZW_25_10052_100500.98010498.010394nahezu vollständig redundant
460_ZW_25_10052_100510.97839897.839777nahezu vollständig redundant
461_ZW_25_10052_100440.98316998.316939nahezu vollständig redundant
462_ZW_26_10040_100370.99431699.431575nahezu vollständig redundant
463_ZW_26_10040_100410.99308899.308755nahezu vollständig redundant
464_ZW_26_10040_100420.98904998.904869nahezu vollständig redundant
465_ZW_26_10040_100440.99448099.447998nahezu vollständig redundant
466_ZW_26_10040_100370.99431699.431580nahezu vollständig redundant
467_ZW_26_10040_100410.99308899.308770nahezu vollständig redundant
468_ZW_26_10040_100420.98904998.904859nahezu vollständig redundant
469_ZW_26_10040_100440.99448099.448009nahezu vollständig redundant
470_ZW_26_10040_100370.99431699.431586nahezu vollständig redundant
471_ZW_26_10040_100410.99308899.308759nahezu vollständig redundant
472_ZW_26_10040_100420.98904998.904866nahezu vollständig redundant
473_ZW_26_10040_100440.99448099.447995nahezu vollständig redundant
474_ZW_27_10051_100370.98626898.626839nahezu vollständig redundant
475_ZW_27_10051_100520.97839797.839691nahezu vollständig redundant
476_ZW_27_10051_100530.98982898.982751nahezu vollständig redundant
477_ZW_27_10051_100500.99302199.302088nahezu vollständig redundant
478_ZW_27_10051_100370.98626898.626831nahezu vollständig redundant
479_ZW_27_10051_100520.97839797.839683nahezu vollständig redundant
480_ZW_27_10051_100530.98982798.982740nahezu vollständig redundant
481_ZW_27_10051_100500.99302199.302091nahezu vollständig redundant
482_ZW_27_10051_100370.98626898.626836nahezu vollständig redundant
483_ZW_27_10051_100520.97839697.839640nahezu vollständig redundant
484_ZW_27_10051_100530.98982798.982732nahezu vollständig redundant
485_ZW_27_10051_100500.99302199.302079nahezu vollständig redundant
486_ZW_28_10011_100010.98742398.742250nahezu vollständig redundant
487_ZW_28_10011_100130.97892897.892829nahezu vollständig redundant
488_ZW_28_10011_100170.98171998.171870nahezu vollständig redundant
489_ZW_28_10011_100280.98764598.764474nahezu vollständig redundant
490_ZW_28_10011_100010.98742398.742255nahezu vollständig redundant
491_ZW_28_10011_100130.97892897.892794nahezu vollständig redundant
492_ZW_28_10011_100170.98171998.171876nahezu vollständig redundant
493_ZW_28_10011_100280.98764598.764486nahezu vollständig redundant
494_ZW_28_10011_100010.98742398.742255nahezu vollständig redundant
495_ZW_28_10011_100130.97892897.892797nahezu vollständig redundant
496_ZW_28_10011_100170.98171998.171878nahezu vollständig redundant
497_ZW_28_10011_100280.98764598.764475nahezu vollständig redundant
498_ZW_29_10017_100110.98171998.171878nahezu vollständig redundant
499_ZW_29_10017_100130.99299699.299581nahezu vollständig redundant
500_ZW_29_10017_100120.99023899.023780nahezu vollständig redundant
501_ZW_29_10017_100140.98970498.970401nahezu vollständig redundant
502_ZW_29_10017_100070.98671498.671392nahezu vollständig redundant
503_ZW_29_10017_100160.98602098.602013nahezu vollständig redundant
504_ZW_29_10017_100190.99292799.292727nahezu vollständig redundant
505_ZW_29_10017_100310.99301899.301806nahezu vollständig redundant
506_ZW_29_10017_100110.98171998.171892nahezu vollständig redundant
507_ZW_29_10017_100130.99299699.299581nahezu vollständig redundant
508_ZW_29_10017_100120.99023899.023754nahezu vollständig redundant
509_ZW_29_10017_100140.98970498.970376nahezu vollständig redundant
510_ZW_29_10017_100070.98671498.671392nahezu vollständig redundant
511_ZW_29_10017_100160.98602098.602022nahezu vollständig redundant
512_ZW_29_10017_100190.99292799.292722nahezu vollständig redundant
513_ZW_29_10017_100310.99301899.301805nahezu vollständig redundant
514_ZW_29_10017_100110.98171998.171886nahezu vollständig redundant
515_ZW_29_10017_100130.99299699.299588nahezu vollständig redundant
516_ZW_29_10017_100120.99023899.023763nahezu vollständig redundant
517_ZW_29_10017_100140.98970498.970392nahezu vollständig redundant
518_ZW_29_10017_100070.98671498.671389nahezu vollständig redundant
519_ZW_29_10017_100160.98602098.602029nahezu vollständig redundant
520_ZW_29_10017_100190.99292799.292733nahezu vollständig redundant
521_ZW_29_10017_100310.99301899.301799nahezu vollständig redundant
522_ZW_30_10013_100170.99299699.299588nahezu vollständig redundant
523_ZW_30_10013_100110.97892897.892804nahezu vollständig redundant
524_ZW_30_10013_100120.99320599.320489nahezu vollständig redundant
525_ZW_30_10013_100170.99299699.299592nahezu vollständig redundant
526_ZW_30_10013_100110.97892897.892826nahezu vollständig redundant
527_ZW_30_10013_100120.99320599.320476nahezu vollständig redundant
528_ZW_30_10013_100170.99299699.299590nahezu vollständig redundant
529_ZW_30_10013_100110.97892897.892786nahezu vollständig redundant
530_ZW_30_10013_100120.99320599.320470nahezu vollständig redundant
531_ZW_31_10007_100080.99294799.294660nahezu vollständig redundant
532_ZW_31_10007_100160.99342299.342197nahezu vollständig redundant
533_ZW_31_10007_100170.98671498.671401nahezu vollständig redundant
534_ZW_31_10007_100150.99062299.062211nahezu vollständig redundant
535_ZW_31_10007_100030.99319799.319740nahezu vollständig redundant
536_ZW_31_10007_100080.99294799.294660nahezu vollständig redundant
537_ZW_31_10007_100160.99342299.342199nahezu vollständig redundant
538_ZW_31_10007_100170.98671498.671396nahezu vollständig redundant
539_ZW_31_10007_100150.99062299.062216nahezu vollständig redundant
540_ZW_31_10007_100030.99319799.319748nahezu vollständig redundant
541_ZW_31_10007_100080.99294799.294660nahezu vollständig redundant
542_ZW_31_10007_100160.99342299.342199nahezu vollständig redundant
543_ZW_31_10007_100170.98671498.671392nahezu vollständig redundant
544_ZW_31_10007_100150.99062299.062206nahezu vollständig redundant
545_ZW_31_10007_100030.99319799.319740nahezu vollständig redundant
546_ZW_32_10016_100070.99342299.342234nahezu vollständig redundant
547_ZW_32_10016_100310.98481598.481514nahezu vollständig redundant
548_ZW_32_10016_100170.98602098.602003nahezu vollständig redundant
549_ZW_32_10016_100140.99081299.081192nahezu vollständig redundant
550_ZW_32_10016_100120.98710898.710780nahezu vollständig redundant
551_ZW_32_10016_100150.99379199.379065nahezu vollständig redundant
552_ZW_32_10016_100030.98859398.859348nahezu vollständig redundant
553_ZW_32_10016_100070.99342299.342221nahezu vollständig redundant
554_ZW_32_10016_100310.98481598.481509nahezu vollständig redundant
555_ZW_32_10016_100170.98602098.602041nahezu vollständig redundant
556_ZW_32_10016_100140.99081299.081204nahezu vollständig redundant
557_ZW_32_10016_100120.98710898.710773nahezu vollständig redundant
558_ZW_32_10016_100150.99379099.379043nahezu vollständig redundant
559_ZW_32_10016_100030.98859398.859336nahezu vollständig redundant
560_ZW_32_10016_100070.99342299.342232nahezu vollständig redundant
561_ZW_32_10016_100310.98481598.481509nahezu vollständig redundant
562_ZW_32_10016_100170.98602098.602038nahezu vollständig redundant
563_ZW_32_10016_100140.99081299.081195nahezu vollständig redundant
564_ZW_32_10016_100120.98710898.710773nahezu vollständig redundant
565_ZW_32_10016_100150.99379199.379061nahezu vollständig redundant
566_ZW_32_10016_100030.98859398.859342nahezu vollständig redundant
567_ZW_33_10015_100070.99062299.062191nahezu vollständig redundant
568_ZW_33_10015_100160.99379099.379028nahezu vollständig redundant
569_ZW_33_10015_100140.99366399.366333nahezu vollständig redundant
570_ZW_33_10015_100120.98892498.892431nahezu vollständig redundant
571_ZW_33_10015_100070.99062299.062209nahezu vollständig redundant
572_ZW_33_10015_100160.99379199.379061nahezu vollständig redundant
573_ZW_33_10015_100140.99366399.366313nahezu vollständig redundant
574_ZW_33_10015_100120.98892598.892456nahezu vollständig redundant
575_ZW_33_10015_100070.99062299.062211nahezu vollständig redundant
576_ZW_33_10015_100160.99379099.379043nahezu vollständig redundant
577_ZW_33_10015_100140.99366399.366300nahezu vollständig redundant
578_ZW_33_10015_100120.98892598.892461nahezu vollständig redundant
579_ZW_34_10014_100170.98970498.970376nahezu vollständig redundant
580_ZW_34_10014_100120.99353699.353578nahezu vollständig redundant
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582_ZW_34_10014_100160.99081299.081198nahezu vollständig redundant
583_ZW_34_10014_100170.98970498.970360nahezu vollständig redundant
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585_ZW_34_10014_100150.99366399.366303nahezu vollständig redundant
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588_ZW_34_10014_100120.99353699.353608nahezu vollständig redundant
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590_ZW_34_10014_100160.99081299.081182nahezu vollständig redundant
591_ZW_35_10012_100150.98892598.892491nahezu vollständig redundant
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595_ZW_35_10012_100130.99320499.320436nahezu vollständig redundant
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608_ZW_36_10033_100390.98413998.413947nahezu vollständig redundant
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610_ZW_36_10033_100310.99019299.019172nahezu vollständig redundant
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627_ZW_37_10032_100380.98958098.958037nahezu vollständig redundant
628_ZW_37_10032_100310.99357299.357202nahezu vollständig redundant
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631_ZW_37_10032_100380.98958098.958030nahezu vollständig redundant
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635_ZW_38_10031_100320.99357199.357083nahezu vollständig redundant
636_ZW_38_10031_100300.99235699.235631nahezu vollständig redundant
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644_ZW_38_10031_100300.99235699.235622nahezu vollständig redundant
645_ZW_39_10038_100410.98436998.436867nahezu vollständig redundant
646_ZW_39_10038_100370.99309199.309106nahezu vollständig redundant
647_ZW_39_10038_100360.97990297.990199nahezu vollständig redundant
648_ZW_39_10038_100320.98957998.957895nahezu vollständig redundant
649_ZW_39_10038_100390.99345299.345180nahezu vollständig redundant
650_ZW_39_10038_100410.98436998.436858nahezu vollständig redundant
651_ZW_39_10038_100370.99309199.309121nahezu vollständig redundant
652_ZW_39_10038_100360.97990297.990180nahezu vollständig redundant
653_ZW_39_10038_100320.98957998.957900nahezu vollständig redundant
654_ZW_39_10038_100390.99345299.345180nahezu vollständig redundant
655_ZW_39_10038_100410.98436898.436841nahezu vollständig redundant
656_ZW_39_10038_100370.99309199.309108nahezu vollständig redundant
657_ZW_39_10038_100360.97990297.990213nahezu vollständig redundant
658_ZW_39_10038_100320.98957998.957903nahezu vollständig redundant
659_ZW_39_10038_100390.99345299.345201nahezu vollständig redundant
660_ZW_40_10039_100320.99309199.309115nahezu vollständig redundant
661_ZW_40_10039_100330.98413998.413935nahezu vollständig redundant
662_ZW_40_10039_100370.98979498.979350nahezu vollständig redundant
663_ZW_40_10039_100380.99345299.345214nahezu vollständig redundant
664_ZW_40_10039_100290.98377098.376965nahezu vollständig redundant
665_ZW_40_10039_100320.99309199.309102nahezu vollständig redundant
666_ZW_40_10039_100330.98414098.413958nahezu vollständig redundant
667_ZW_40_10039_100370.98979498.979363nahezu vollständig redundant
668_ZW_40_10039_100380.99345299.345197nahezu vollständig redundant
669_ZW_40_10039_100290.98377098.376971nahezu vollständig redundant
670_ZW_40_10039_100320.99309199.309109nahezu vollständig redundant
671_ZW_40_10039_100330.98414098.413954nahezu vollständig redundant
672_ZW_40_10039_100370.98979498.979370nahezu vollständig redundant
673_ZW_40_10039_100380.99345299.345218nahezu vollständig redundant
674_ZW_40_10039_100290.98377098.376971nahezu vollständig redundant
675_ZW_41_10035_100370.98738798.738668nahezu vollständig redundant
676_ZW_41_10035_100360.99199299.199239nahezu vollständig redundant
677_ZW_41_10035_100340.99397599.397535nahezu vollständig redundant
678_ZW_41_10035_100300.98931998.931912nahezu vollständig redundant
679_ZW_41_10035_100290.99239499.239368nahezu vollständig redundant
680_ZW_41_10035_100370.98738798.738654nahezu vollständig redundant
681_ZW_41_10035_100360.99199299.199245nahezu vollständig redundant
682_ZW_41_10035_100340.99397599.397535nahezu vollständig redundant
683_ZW_41_10035_100300.98931998.931916nahezu vollständig redundant
684_ZW_41_10035_100290.99239499.239371nahezu vollständig redundant
685_ZW_41_10035_100370.98738798.738654nahezu vollständig redundant
686_ZW_41_10035_100360.99199299.199243nahezu vollständig redundant
687_ZW_41_10035_100340.99397599.397536nahezu vollständig redundant
688_ZW_41_10035_100300.98931998.931921nahezu vollständig redundant
689_ZW_41_10035_100290.99239499.239373nahezu vollständig redundant
690_ZW_42_10036_100380.97990397.990293nahezu vollständig redundant
691_ZW_42_10036_100370.98226298.226247nahezu vollständig redundant
692_ZW_42_10036_100340.98806098.805983nahezu vollständig redundant
693_ZW_42_10036_100350.99199399.199255nahezu vollständig redundant
694_ZW_42_10036_100380.97990397.990316nahezu vollständig redundant
695_ZW_42_10036_100370.98226298.226213nahezu vollständig redundant
696_ZW_42_10036_100340.98806098.805985nahezu vollständig redundant
697_ZW_42_10036_100350.99199399.199253nahezu vollständig redundant
698_ZW_42_10036_100380.97990397.990321nahezu vollständig redundant
699_ZW_42_10036_100370.98226298.226196nahezu vollständig redundant
700_ZW_42_10036_100340.98806098.805979nahezu vollständig redundant
701_ZW_42_10036_100350.99199399.199251nahezu vollständig redundant
702_ZW_43_10028_100110.98764698.764633nahezu vollständig redundant
703_ZW_43_10028_100300.98423398.423285nahezu vollständig redundant
704_ZW_43_10028_100290.98510098.509966nahezu vollständig redundant
705_ZW_43_10028_100340.99206199.206078nahezu vollständig redundant
706_ZW_43_10028_100110.98764698.764627nahezu vollständig redundant
707_ZW_43_10028_100300.98423398.423282nahezu vollständig redundant
708_ZW_43_10028_100290.98510098.509974nahezu vollständig redundant
709_ZW_43_10028_100340.99206199.206071nahezu vollständig redundant
710_ZW_43_10028_100110.98764698.764613nahezu vollständig redundant
711_ZW_43_10028_100300.98423398.423268nahezu vollständig redundant
712_ZW_43_10028_100290.98510098.509966nahezu vollständig redundant
713_ZW_43_10028_100340.99206199.206078nahezu vollständig redundant
714_ZW_44_10034_100280.99206099.206039nahezu vollständig redundant
715_ZW_44_10034_100350.99397699.397573nahezu vollständig redundant
716_ZW_44_10034_100370.98828698.828577nahezu vollständig redundant
717_ZW_44_10034_100360.98806098.805992nahezu vollständig redundant
718_ZW_44_10034_100450.99513499.513420nahezu vollständig redundant
719_ZW_44_10034_100280.99206099.206035nahezu vollständig redundant
720_ZW_44_10034_100350.99397699.397569nahezu vollständig redundant
721_ZW_44_10034_100370.98828698.828580nahezu vollständig redundant
722_ZW_44_10034_100360.98806098.805983nahezu vollständig redundant
723_ZW_44_10034_100450.99513499.513416nahezu vollständig redundant
724_ZW_44_10034_100280.99206099.206039nahezu vollständig redundant
725_ZW_44_10034_100350.99397699.397567nahezu vollständig redundant
726_ZW_44_10034_100370.98828698.828583nahezu vollständig redundant
727_ZW_44_10034_100360.98806098.805987nahezu vollständig redundant
728_ZW_44_10034_100450.99513499.513418nahezu vollständig redundant
729_ZW_45_10030_100280.98423398.423298nahezu vollständig redundant
730_ZW_45_10030_100310.99235699.235643nahezu vollständig redundant
731_ZW_45_10030_100290.99335599.335480nahezu vollständig redundant
732_ZW_45_10030_100350.98932098.931955nahezu vollständig redundant
733_ZW_45_10030_100280.98423398.423304nahezu vollständig redundant
734_ZW_45_10030_100310.99235699.235647nahezu vollständig redundant
735_ZW_45_10030_100290.99335599.335494nahezu vollständig redundant
736_ZW_45_10030_100350.98932098.931956nahezu vollständig redundant
737_ZW_45_10030_100280.98423398.423298nahezu vollständig redundant
738_ZW_45_10030_100310.99235799.235653nahezu vollständig redundant
739_ZW_45_10030_100290.99335599.335499nahezu vollständig redundant
740_ZW_45_10030_100350.98932098.931953nahezu vollständig redundant
741_ZW_46_10029_100300.99335599.335537nahezu vollständig redundant
742_ZW_46_10029_100390.98377098.377011nahezu vollständig redundant
743_ZW_46_10029_100350.99239499.239400nahezu vollständig redundant
744_ZW_46_10029_100280.98510098.509969nahezu vollständig redundant
745_ZW_46_10029_100300.99335599.335509nahezu vollständig redundant
746_ZW_46_10029_100390.98377098.377030nahezu vollständig redundant
747_ZW_46_10029_100350.99239499.239395nahezu vollständig redundant
748_ZW_46_10029_100280.98510098.509966nahezu vollständig redundant
749_ZW_46_10029_100300.99335599.335547nahezu vollständig redundant
750_ZW_46_10029_100390.98377098.377036nahezu vollständig redundant
751_ZW_46_10029_100350.99239499.239393nahezu vollständig redundant
752_ZW_46_10029_100280.98510098.509972nahezu vollständig redundant
753_ZW_47_10053_100440.99345899.345782nahezu vollständig redundant
754_ZW_47_10053_100520.98265298.265190nahezu vollständig redundant
755_ZW_47_10053_100590.98986398.986343nahezu vollständig redundant
756_ZW_47_10053_100490.99210499.210441nahezu vollständig redundant
757_ZW_47_10053_100500.99349899.349817nahezu vollständig redundant
758_ZW_47_10053_100510.98982798.982659nahezu vollständig redundant
759_ZW_47_10053_100440.99345899.345793nahezu vollständig redundant
760_ZW_47_10053_100520.98265298.265190nahezu vollständig redundant
761_ZW_47_10053_100590.98986398.986343nahezu vollständig redundant
762_ZW_47_10053_100490.99210499.210409nahezu vollständig redundant
763_ZW_47_10053_100500.99349899.349817nahezu vollständig redundant
764_ZW_47_10053_100510.98982798.982659nahezu vollständig redundant
765_ZW_47_10053_100440.99345899.345793nahezu vollständig redundant
766_ZW_47_10053_100520.98265298.265190nahezu vollständig redundant
767_ZW_47_10053_100590.98986398.986343nahezu vollständig redundant
768_ZW_47_10053_100490.99210499.210409nahezu vollständig redundant
769_ZW_47_10053_100500.99349899.349817nahezu vollständig redundant
770_ZW_47_10053_100510.98982798.982687nahezu vollständig redundant
771_ZW_48_10049_100500.98700998.700864nahezu vollständig redundant
772_ZW_48_10049_100530.99210499.210441nahezu vollständig redundant
773_ZW_48_10049_100470.98590098.589968nahezu vollständig redundant
774_ZW_48_10049_100460.98545098.544971nahezu vollständig redundant
775_ZW_48_10049_100480.98523998.523889nahezu vollständig redundant
776_ZW_48_10049_100500.98700998.700864nahezu vollständig redundant
777_ZW_48_10049_100530.99210499.210441nahezu vollständig redundant
778_ZW_48_10049_100470.98590098.589968nahezu vollständig redundant
779_ZW_48_10049_100460.98545098.544971nahezu vollständig redundant
780_ZW_48_10049_100480.98523998.523889nahezu vollständig redundant
781_ZW_48_10049_100500.98700998.700864nahezu vollständig redundant
782_ZW_48_10049_100530.99210499.210441nahezu vollständig redundant
783_ZW_48_10049_100470.98590098.589968nahezu vollständig redundant
784_ZW_48_10049_100460.98545098.544971nahezu vollständig redundant
785_ZW_48_10049_100480.98523998.523889nahezu vollständig redundant
786_ZW_49_10050_100510.99302299.302181nahezu vollständig redundant
787_ZW_49_10050_100520.98010698.010606nahezu vollständig redundant
788_ZW_49_10050_100530.99349999.349899nahezu vollständig redundant
789_ZW_49_10050_100490.98701098.700959nahezu vollständig redundant
790_ZW_49_10050_100480.98017598.017510nahezu vollständig redundant
791_ZW_49_10050_100510.99302299.302210nahezu vollständig redundant
792_ZW_49_10050_100520.98010598.010512nahezu vollständig redundant
793_ZW_49_10050_100530.99349999.349899nahezu vollständig redundant
794_ZW_49_10050_100490.98701098.700959nahezu vollständig redundant
795_ZW_49_10050_100480.98017598.017510nahezu vollständig redundant
796_ZW_49_10050_100510.99302299.302210nahezu vollständig redundant
797_ZW_49_10050_100520.98010598.010512nahezu vollständig redundant
798_ZW_49_10050_100530.99349999.349899nahezu vollständig redundant
799_ZW_49_10050_100490.98700998.700911nahezu vollständig redundant
800_ZW_49_10050_100480.98017598.017510nahezu vollständig redundant
801_ZW_50_10048_100500.98017598.017510nahezu vollständig redundant
802_ZW_50_10048_100490.98524098.523993nahezu vollständig redundant
803_ZW_50_10048_100570.97458097.457977nahezu vollständig redundant
804_ZW_50_10048_100470.98991798.991674nahezu vollständig redundant
805_ZW_50_10048_100460.98831698.831643nahezu vollständig redundant
806_ZW_50_10048_100500.98017598.017510nahezu vollständig redundant
807_ZW_50_10048_100490.98524098.523993nahezu vollständig redundant
808_ZW_50_10048_100570.97458097.457977nahezu vollständig redundant
809_ZW_50_10048_100470.98991798.991674nahezu vollständig redundant
810_ZW_50_10048_100460.98831698.831643nahezu vollständig redundant
811_ZW_50_10048_100500.98017598.017546nahezu vollständig redundant
812_ZW_50_10048_100490.98524098.523993nahezu vollständig redundant
813_ZW_50_10048_100570.97458097.457977nahezu vollständig redundant
814_ZW_50_10048_100470.98991798.991674nahezu vollständig redundant
815_ZW_50_10048_100460.98831798.831668nahezu vollständig redundant
816_ZW_51_10047_100480.98991798.991746nahezu vollständig redundant
817_ZW_51_10047_100490.98590098.590017nahezu vollständig redundant
818_ZW_51_10047_100450.99097099.096990nahezu vollständig redundant
819_ZW_51_10047_100460.99380699.380570nahezu vollständig redundant
820_ZW_51_10047_100480.98991798.991746nahezu vollständig redundant
821_ZW_51_10047_100490.98590098.590017nahezu vollständig redundant
822_ZW_51_10047_100450.99097099.096990nahezu vollständig redundant
823_ZW_51_10047_100460.99380699.380570nahezu vollständig redundant
824_ZW_51_10047_100480.98991798.991746nahezu vollständig redundant
825_ZW_51_10047_100490.98590098.590017nahezu vollständig redundant
826_ZW_51_10047_100450.99097099.096990nahezu vollständig redundant
827_ZW_51_10047_100460.99380699.380570nahezu vollständig redundant
828_ZW_52_10046_100480.98831798.831668nahezu vollständig redundant
829_ZW_52_10046_100470.99380699.380570nahezu vollständig redundant
830_ZW_52_10046_100550.97521497.521442nahezu vollständig redundant
831_ZW_52_10046_100450.99311599.311455nahezu vollständig redundant
832_ZW_52_10046_100480.98831798.831692nahezu vollständig redundant
833_ZW_52_10046_100470.99380699.380570nahezu vollständig redundant
834_ZW_52_10046_100550.97521597.521477nahezu vollständig redundant
835_ZW_52_10046_100450.99311599.311455nahezu vollständig redundant
836_ZW_52_10046_100480.98831798.831668nahezu vollständig redundant
837_ZW_52_10046_100470.99380699.380570nahezu vollständig redundant
838_ZW_52_10046_100550.97521497.521442nahezu vollständig redundant
839_ZW_52_10046_100450.99311599.311455nahezu vollständig redundant
840_ZW_53_10045_100340.99513499.513381nahezu vollständig redundant
841_ZW_53_10045_100460.99311499.311424nahezu vollständig redundant
842_ZW_53_10045_100470.99097099.096976nahezu vollständig redundant
843_ZW_53_10045_100540.97702897.702848nahezu vollständig redundant
844_ZW_53_10045_100340.99513499.513381nahezu vollständig redundant
845_ZW_53_10045_100460.99311499.311424nahezu vollständig redundant
846_ZW_53_10045_100470.99097099.096976nahezu vollständig redundant
847_ZW_53_10045_100540.97702997.702880nahezu vollständig redundant
848_ZW_53_10045_100340.99513499.513372nahezu vollständig redundant
849_ZW_53_10045_100460.99311499.311424nahezu vollständig redundant
850_ZW_53_10045_100470.99097099.096990nahezu vollständig redundant
851_ZW_53_10045_100540.97702997.702880nahezu vollständig redundant
852_ZW_54_10059_100530.98986498.986359nahezu vollständig redundant
853_ZW_54_10059_100520.98149798.149691nahezu vollständig redundant
854_ZW_54_10059_100580.97856297.856209nahezu vollständig redundant
855_ZW_54_10059_100560.98117498.117353nahezu vollständig redundant
856_ZW_54_10059_100570.98807298.807194nahezu vollständig redundant
857_ZW_54_10059_100530.98986398.986343nahezu vollständig redundant
858_ZW_54_10059_100520.98149798.149691nahezu vollständig redundant
859_ZW_54_10059_100580.97856297.856209nahezu vollständig redundant
860_ZW_54_10059_100560.98117498.117368nahezu vollständig redundant
861_ZW_54_10059_100570.98807298.807208nahezu vollständig redundant
862_ZW_54_10059_100530.98986498.986359nahezu vollständig redundant
863_ZW_54_10059_100520.98149798.149673nahezu vollständig redundant
864_ZW_54_10059_100580.97856297.856209nahezu vollständig redundant
865_ZW_54_10059_100560.98117498.117368nahezu vollständig redundant
866_ZW_54_10059_100570.98807298.807208nahezu vollständig redundant
867_ZW_55_10058_100590.97856297.856209nahezu vollständig redundant
868_ZW_55_10058_100560.98713298.713230nahezu vollständig redundant
869_ZW_55_10058_100550.98122698.122610nahezu vollständig redundant
870_ZW_55_10058_100570.97931997.931935nahezu vollständig redundant
871_ZW_55_10058_100590.97856297.856209nahezu vollständig redundant
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874_ZW_55_10058_100570.97931997.931935nahezu vollständig redundant
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878_ZW_55_10058_100570.97931997.931935nahezu vollständig redundant
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880_ZW_56_10057_100580.97932097.932026nahezu vollständig redundant
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882_ZW_56_10057_100550.99184599.184478nahezu vollständig redundant
883_ZW_56_10057_100480.97458097.457977nahezu vollständig redundant
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885_ZW_56_10057_100580.97932197.932117nahezu vollständig redundant
886_ZW_56_10057_100560.98209498.209416nahezu vollständig redundant
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889_ZW_56_10057_100590.98807298.807222nahezu vollständig redundant
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891_ZW_56_10057_100560.98209498.209365nahezu vollständig redundant
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895_ZW_57_10055_100580.98122698.122629nahezu vollständig redundant
896_ZW_57_10055_100560.98454098.454021nahezu vollständig redundant
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900_ZW_57_10055_100580.98122698.122629nahezu vollständig redundant
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902_ZW_57_10055_100540.98937298.937212nahezu vollständig redundant
903_ZW_57_10055_100460.97521497.521442nahezu vollständig redundant
904_ZW_57_10055_100570.99184599.184496nahezu vollständig redundant
905_ZW_57_10055_100580.98122698.122629nahezu vollständig redundant
906_ZW_57_10055_100560.98454098.454021nahezu vollständig redundant
907_ZW_57_10055_100540.98937298.937212nahezu vollständig redundant
908_ZW_57_10055_100460.97521497.521442nahezu vollständig redundant
909_ZW_58_10056_100580.98713398.713296nahezu vollständig redundant
910_ZW_58_10056_100570.98209698.209567nahezu vollständig redundant
911_ZW_58_10056_100540.98847198.847065nahezu vollständig redundant
912_ZW_58_10056_100550.98454298.454176nahezu vollständig redundant
913_ZW_58_10056_100580.98713398.713296nahezu vollständig redundant
914_ZW_58_10056_100570.98209598.209517nahezu vollständig redundant
915_ZW_58_10056_100540.98847198.847065nahezu vollständig redundant
916_ZW_58_10056_100550.98454298.454176nahezu vollständig redundant
917_ZW_58_10056_100580.98713398.713330nahezu vollständig redundant
918_ZW_58_10056_100570.98209698.209567nahezu vollständig redundant
919_ZW_58_10056_100540.98847198.847065nahezu vollständig redundant
920_ZW_58_10056_100550.98454198.454099nahezu vollständig redundant
921_ZW_59_10054_100450.97702897.702816nahezu vollständig redundant
922_ZW_59_10054_100550.98937298.937196nahezu vollständig redundant
923_ZW_59_10054_100560.98847098.847024nahezu vollständig redundant
924_ZW_59_10054_100450.97702897.702816nahezu vollständig redundant
925_ZW_59_10054_100550.98937298.937196nahezu vollständig redundant
926_ZW_59_10054_100560.98847098.847038nahezu vollständig redundant
927_ZW_59_10054_100450.97702897.702816nahezu vollständig redundant
928_ZW_59_10054_100550.98937298.937180nahezu vollständig redundant
929_ZW_59_10054_100560.98847098.847038nahezu vollständig redundant
930_ZW_60_10047_100480.98991798.991674nahezu vollständig redundant
931_ZW_60_10047_8120.99399099.399006nahezu vollständig redundant
932_ZW_60_10047_8160.98852298.852162nahezu vollständig redundant
933_ZW_60_10047_FH30.98764498.764437nahezu vollständig redundant
934_ZW_60_10047_100480.98991698.991638nahezu vollständig redundant
935_ZW_60_10047_8120.99399099.399006nahezu vollständig redundant
936_ZW_60_10047_8160.98852298.852162nahezu vollständig redundant
937_ZW_60_10047_FH30.98764498.764437nahezu vollständig redundant
938_ZW_60_10047_100480.98991798.991674nahezu vollständig redundant
939_ZW_60_10047_8120.99399099.399006nahezu vollständig redundant
940_ZW_60_10047_8160.98852298.852162nahezu vollständig redundant
941_ZW_60_10047_FH30.98764498.764437nahezu vollständig redundant
942_ZW_61_10046_100480.98831598.831495nahezu vollständig redundant
943_ZW_61_10046_FH30.98644298.644184nahezu vollständig redundant
944_ZW_61_10046_8120.99101399.101316nahezu vollständig redundant
945_ZW_61_10046_100480.98831598.831495nahezu vollständig redundant
946_ZW_61_10046_FH30.98644298.644184nahezu vollständig redundant
947_ZW_61_10046_8120.99101599.101487nahezu vollständig redundant
948_ZW_61_10046_100480.98831598.831495nahezu vollständig redundant
949_ZW_61_10046_FH30.98644298.644184nahezu vollständig redundant
950_ZW_61_10046_8120.99101599.101487nahezu vollständig redundant
951_ZW_62_10048_100460.98831598.831495nahezu vollständig redundant
952_ZW_62_10048_8120.99441399.441329nahezu vollständig redundant
953_ZW_62_10048_8160.99406399.406290nahezu vollständig redundant
954_ZW_62_10048_FH30.98157098.157001nahezu vollständig redundant
955_ZW_62_10048_100460.98831598.831495nahezu vollständig redundant
956_ZW_62_10048_8120.99441399.441318nahezu vollständig redundant
957_ZW_62_10048_8160.99406399.406290nahezu vollständig redundant
958_ZW_62_10048_FH30.98157098.157001nahezu vollständig redundant
959_ZW_62_10048_100460.98831598.831495nahezu vollständig redundant
960_ZW_62_10048_8120.99441399.441318nahezu vollständig redundant
961_ZW_62_10048_8160.99406399.406290nahezu vollständig redundant
962_ZW_62_10048_FH30.98157498.157428nahezu vollständig redundant
963_ZW_63_10056_100550.98454398.454330nahezu vollständig redundant
964_ZW_63_10056_6660.98483998.483889nahezu vollständig redundant
965_ZW_63_10056_100550.98454398.454330nahezu vollständig redundant
966_ZW_63_10056_6660.98483998.483917nahezu vollständig redundant
967_ZW_63_10056_100550.98454398.454330nahezu vollständig redundant
968_ZW_63_10056_6660.98483998.483889nahezu vollständig redundant
969_ZW_64_10055_100560.98454298.454176nahezu vollständig redundant
970_ZW_64_10055_6660.99230999.230923nahezu vollständig redundant
971_ZW_64_10055_100560.98454298.454176nahezu vollständig redundant
972_ZW_64_10055_6660.99230999.230923nahezu vollständig redundant
973_ZW_64_10055_100560.98454298.454176nahezu vollständig redundant
974_ZW_64_10055_6660.99230999.230923nahezu vollständig redundant
975_ZW_65_10054_100550.98937298.937212nahezu vollständig redundant
976_ZW_65_10054_6660.99267199.267070nahezu vollständig redundant
977_ZW_65_10054_100550.98937298.937196nahezu vollständig redundant
978_ZW_65_10054_6660.99267199.267097nahezu vollständig redundant
979_ZW_65_10054_100550.98937298.937196nahezu vollständig redundant
980_ZW_65_10054_6660.99267199.267070nahezu vollständig redundant
981_ZW_66_10035_100370.98738798.738668nahezu vollständig redundant
982_ZW_66_10035_FH110.99333199.333072nahezu vollständig redundant
983_ZW_66_10035_FH140.99001199.001094nahezu vollständig redundant
984_ZW_66_10035_100370.98738698.738646nahezu vollständig redundant
985_ZW_66_10035_FH110.99333199.333072nahezu vollständig redundant
986_ZW_66_10035_FH140.99001099.001030nahezu vollständig redundant
987_ZW_66_10035_100370.98738798.738668nahezu vollständig redundant
988_ZW_66_10035_FH110.99333199.333072nahezu vollständig redundant
989_ZW_66_10035_FH140.99001099.001030nahezu vollständig redundant
990_ZW_67_10036_100370.98226098.226007nahezu vollständig redundant
991_ZW_67_10036_FH110.98629198.629150nahezu vollständig redundant
992_ZW_67_10036_FH140.98371898.371806nahezu vollständig redundant
993_ZW_67_10036_100370.98226098.226007nahezu vollständig redundant
994_ZW_67_10036_FH110.98629198.629150nahezu vollständig redundant
995_ZW_67_10036_FH140.98371798.371741nahezu vollständig redundant
996_ZW_67_10036_100370.98226098.226007nahezu vollständig redundant
997_ZW_67_10036_FH110.98629198.629150nahezu vollständig redundant
998_ZW_67_10036_FH140.98371798.371741nahezu vollständig redundant
999_ZW_68_10034_100350.99397599.397534nahezu vollständig redundant
1000_ZW_68_10034_FH140.99243799.243739nahezu vollständig redundant
1001_ZW_68_10034_100350.99397599.397522nahezu vollständig redundant
1002_ZW_68_10034_FH140.99243799.243739nahezu vollständig redundant
1003_ZW_68_10034_100350.99397599.397534nahezu vollständig redundant
1004_ZW_68_10034_FH140.99243799.243721nahezu vollständig redundant
1005_ZW_69_10037_100400.99431599.431540nahezu vollständig redundant
1006_ZW_69_10037_FH40.98615798.615717nahezu vollständig redundant
1007_ZW_69_10037_FH110.98296398.296303nahezu vollständig redundant
1008_ZW_69_10037_100400.99431599.431540nahezu vollständig redundant
1009_ZW_69_10037_FH40.98615798.615717nahezu vollständig redundant
1010_ZW_69_10037_FH110.98296398.296303nahezu vollständig redundant
1011_ZW_69_10037_100400.99431599.431540nahezu vollständig redundant
1012_ZW_69_10037_FH40.98615798.615717nahezu vollständig redundant
1013_ZW_69_10037_FH110.98296398.296303nahezu vollständig redundant
1014_ZW_70_10041_100400.99308799.308711nahezu vollständig redundant
1015_ZW_70_10041_FH40.98399798.399661nahezu vollständig redundant
1016_ZW_70_10041_100400.99308799.308711nahezu vollständig redundant
1017_ZW_70_10041_FH40.98399798.399661nahezu vollständig redundant
1018_ZW_70_10041_100400.99308799.308689nahezu vollständig redundant
1019_ZW_70_10041_FH40.98399798.399661nahezu vollständig redundant
1020_ZW_71_10007_100150.99062299.062176nahezu vollständig redundant
1021_ZW_71_10007_FH130.99051699.051637nahezu vollständig redundant
1022_ZW_71_10007_100150.99062299.062201nahezu vollständig redundant
1023_ZW_71_10007_FH130.99051699.051637nahezu vollständig redundant
1024_ZW_71_10007_100150.99062299.062176nahezu vollständig redundant
1025_ZW_71_10007_FH130.99051699.051637nahezu vollständig redundant
1026_ZW_72_10015_100070.99062299.062151nahezu vollständig redundant
1027_ZW_72_10015_FH130.98365698.365634nahezu vollständig redundant
1028_ZW_72_10015_100070.99062299.062151nahezu vollständig redundant
1029_ZW_72_10015_FH130.98365698.365634nahezu vollständig redundant
1030_ZW_72_10015_100070.99062299.062151nahezu vollständig redundant
1031_ZW_72_10015_FH130.98365698.365634nahezu vollständig redundant
1032_ZW_73_10008_100070.99294699.294592nahezu vollständig redundant
1033_ZW_73_10008_FH130.98598198.598068nahezu vollständig redundant
1034_ZW_73_10008_100070.99294699.294592nahezu vollständig redundant
1035_ZW_73_10008_FH130.98598198.598068nahezu vollständig redundant
1036_ZW_73_10008_100070.99294699.294592nahezu vollständig redundant
1037_ZW_73_10008_FH130.98598198.598068nahezu vollständig redundant
1038_ZW_74_10033_100320.98672398.672328nahezu vollständig redundant
1039_ZW_74_10033_FH150.99228899.228831nahezu vollständig redundant
1040_ZW_74_10033_100320.98672398.672253nahezu vollständig redundant
1041_ZW_74_10033_FH150.99228899.228831nahezu vollständig redundant
1042_ZW_74_10033_100320.98672398.672253nahezu vollständig redundant
1043_ZW_74_10033_FH150.99228899.228831nahezu vollständig redundant
1044_ZW_75_10032_100330.98672698.672630nahezu vollständig redundant
1045_ZW_75_10032_FH150.98772698.772626nahezu vollständig redundant
1046_ZW_75_10032_100330.98672698.672554nahezu vollständig redundant
1047_ZW_75_10032_FH150.98772798.772672nahezu vollständig redundant
1048_ZW_75_10032_100330.98672698.672630nahezu vollständig redundant
1049_ZW_75_10032_FH150.98772798.772672nahezu vollständig redundant
1_gnssbx_0645_100260.91215191.215122nahezu vollständig redundant
2_gnssbx_0645_100140.83783783.783679nahezu vollständig redundant
3_gnssbx_0645_100440.66541966.541870gut kontrollierbar
4_gnssbx_0645_100370.75905775.905720nahezu vollständig redundant
5_gnssbx_0645_100080.84202084.201954nahezu vollständig redundant
6_gnssbx_0645_100440.84184584.184527nahezu vollständig redundant
7_gnssbx_0656_100140.62067662.067591gut kontrollierbar
8_gnssbx_0656_100260.76376676.376650nahezu vollständig redundant
9_gnssbx_0656_100010.73466873.466765nahezu vollständig redundant
10_gnssbx_0656_100280.63249063.248967gut kontrollierbar
11_gnssbx_0656_100140.72092872.092838nahezu vollständig redundant
12_gnssbx_0656_100370.89178489.178440nahezu vollständig redundant
13_gnssbx_0656_100010.61038261.038180gut kontrollierbar
14_gnssbx_0656_100590.68513668.513585gut kontrollierbar
15_gnssbx_0656_100440.57340657.340567gut kontrollierbar
16_gnssbx_0656_100370.46654746.654741gut kontrollierbar
17_gnssbx_0656_100260.86120286.120176nahezu vollständig redundant
18_gnssbx_0656_100590.63591863.591839gut kontrollierbar
19_gnssbx_0656_100080.52634752.634746gut kontrollierbar
20_gnssbx_0656_100540.54613654.613551gut kontrollierbar
21_gnssbx_0656_100440.75595575.595455nahezu vollständig redundant
22_gnssbx_0656_100540.66769766.769718gut kontrollierbar
23_gnssbx_0656_100280.70681570.681489nahezu vollständig redundant
24_gnssbx_0656_100080.81819781.819742nahezu vollständig redundant
25_gnssbx_0995_100140.71378071.377958nahezu vollständig redundant
26_gnssbx_0995_100260.87146987.146946nahezu vollständig redundant
27_gnssbx_0995_100140.76455276.455206nahezu vollständig redundant
28_gnssbx_0995_100370.93774693.774603nahezu vollständig redundant
29_gnssbx_0995_100590.76274776.274720nahezu vollständig redundant
30_gnssbx_0995_100080.79197179.197139nahezu vollständig redundant
31_gnssbx_1675_100140.85289285.289166nahezu vollständig redundant
32_gnssbx_1675_100260.91562791.562656nahezu vollständig redundant
33_gnssbx_1675_100140.84592284.592182nahezu vollständig redundant
34_gnssbx_1675_100370.92513592.513487nahezu vollständig redundant
35_gnssbx_1675_100440.67011667.011639gut kontrollierbar
36_gnssbx_1675_100370.79876579.876488nahezu vollständig redundant
37_gnssbx_1675_100080.89286589.286525nahezu vollständig redundant
38_gnssbx_1675_100440.83009283.009150nahezu vollständig redundant
39_gnssbx_ESTE_100140.80562580.562512nahezu vollständig redundant
40_gnssbx_ESTE_100260.91075291.075154nahezu vollständig redundant
41_gnssbx_ESTE_100140.83670483.670416nahezu vollständig redundant
42_gnssbx_ESTE_100370.96245696.245646nahezu vollständig redundant
43_gnssbx_ESTE_100440.56291456.291384gut kontrollierbar
44_gnssbx_ESTE_100080.87110287.110232nahezu vollständig redundant
45_gnssbx_ESTE_100440.84918484.918407nahezu vollständig redundant
46_gnssbx_GNA2_100140.83343483.343411nahezu vollständig redundant
47_gnssbx_GNA2_100260.90217290.217166nahezu vollständig redundant
48_gnssbx_GNA2_100140.83322583.322498nahezu vollständig redundant
49_gnssbx_GNA2_100370.97657897.657791nahezu vollständig redundant
50_gnssbx_GNA2_100440.59001159.001144gut kontrollierbar
51_gnssbx_GNA2_100590.87055387.055331nahezu vollständig redundant
52_gnssbx_GNA2_100080.87249187.249058nahezu vollständig redundant
53_gnssbx_GNA2_100440.89543289.543235nahezu vollständig redundant
1_gnssby_0645_100260.85201685.201641nahezu vollständig redundant
2_gnssby_0645_100140.74892274.892218nahezu vollständig redundant
3_gnssby_0645_100440.75048175.048054nahezu vollständig redundant
4_gnssby_0645_100370.80559380.559325nahezu vollständig redundant
5_gnssby_0645_100080.85607585.607527nahezu vollständig redundant
6_gnssby_0645_100440.81778281.778219nahezu vollständig redundant
7_gnssby_0656_100140.53458653.458624gut kontrollierbar
8_gnssby_0656_100260.63263463.263443gut kontrollierbar
9_gnssby_0656_100010.50195150.195072gut kontrollierbar
10_gnssby_0656_100280.48529748.529690gut kontrollierbar
11_gnssby_0656_100140.69932169.932127gut kontrollierbar
12_gnssby_0656_100370.83434983.434889nahezu vollständig redundant
13_gnssby_0656_100010.52805052.805020gut kontrollierbar
14_gnssby_0656_100590.75807375.807324nahezu vollständig redundant
15_gnssby_0656_100440.66843166.843099gut kontrollierbar
16_gnssby_0656_100370.37196137.196075gut kontrollierbar
17_gnssby_0656_100260.70470270.470208nahezu vollständig redundant
18_gnssby_0656_100590.35003535.003508gut kontrollierbar
19_gnssby_0656_100080.40970640.970589gut kontrollierbar
20_gnssby_0656_100540.32122332.122326gut kontrollierbar
21_gnssby_0656_100440.65224765.224691gut kontrollierbar
22_gnssby_0656_100540.69776369.776333gut kontrollierbar
23_gnssby_0656_100280.55889055.888999gut kontrollierbar
24_gnssby_0656_100080.75875275.875191nahezu vollständig redundant
25_gnssby_0995_100140.70588370.588250nahezu vollständig redundant
26_gnssby_0995_100260.81468281.468179nahezu vollständig redundant
27_gnssby_0995_100140.68952468.952387gut kontrollierbar
28_gnssby_0995_100370.92470292.470192nahezu vollständig redundant
29_gnssby_0995_100590.85525285.525186nahezu vollständig redundant
30_gnssby_0995_100080.83831483.831365nahezu vollständig redundant
31_gnssby_1675_100140.81294381.294301nahezu vollständig redundant
32_gnssby_1675_100260.88031788.031727nahezu vollständig redundant
33_gnssby_1675_100140.76985276.985177nahezu vollständig redundant
34_gnssby_1675_100370.90165590.165526nahezu vollständig redundant
35_gnssby_1675_100440.75372975.372937nahezu vollständig redundant
36_gnssby_1675_100370.84636484.636388nahezu vollständig redundant
37_gnssby_1675_100080.90795090.795034nahezu vollständig redundant
38_gnssby_1675_100440.80402480.402375nahezu vollständig redundant
39_gnssby_ESTE_100140.77650177.650148nahezu vollständig redundant
40_gnssby_ESTE_100260.87066987.066927nahezu vollständig redundant
41_gnssby_ESTE_100140.76619976.619899nahezu vollständig redundant
42_gnssby_ESTE_100370.94172194.172070nahezu vollständig redundant
43_gnssby_ESTE_100440.68561768.561678gut kontrollierbar
44_gnssby_ESTE_100080.89009089.008951nahezu vollständig redundant
45_gnssby_ESTE_100440.81833181.833147nahezu vollständig redundant
46_gnssby_GNA2_100140.80281780.281663nahezu vollständig redundant
47_gnssby_GNA2_100260.85622985.622933nahezu vollständig redundant
48_gnssby_GNA2_100140.75885875.885836nahezu vollständig redundant
49_gnssby_GNA2_100370.96483096.483043nahezu vollständig redundant
50_gnssby_GNA2_100440.69210869.210833gut kontrollierbar
51_gnssby_GNA2_100590.90366290.366179nahezu vollständig redundant
52_gnssby_GNA2_100080.88487388.487327nahezu vollständig redundant
53_gnssby_GNA2_100440.88016188.016069nahezu vollständig redundant
1_gnssbz_0645_100260.78486378.486331nahezu vollständig redundant
2_gnssbz_0645_100140.90117190.117057nahezu vollständig redundant
3_gnssbz_0645_100440.66408066.407960gut kontrollierbar
4_gnssbz_0645_100370.78402478.402442nahezu vollständig redundant
5_gnssbz_0645_100080.91670691.670581nahezu vollständig redundant
6_gnssbz_0645_100440.85045885.045784nahezu vollständig redundant
7_gnssbz_0656_100140.51730151.730101gut kontrollierbar
8_gnssbz_0656_100260.76366876.366807nahezu vollständig redundant
9_gnssbz_0656_100010.64070164.070075gut kontrollierbar
10_gnssbz_0656_100280.79261079.261000nahezu vollständig redundant
11_gnssbz_0656_100140.88184488.184420nahezu vollständig redundant
12_gnssbz_0656_100370.96526596.526529nahezu vollständig redundant
13_gnssbz_0656_100010.85035785.035704nahezu vollständig redundant
14_gnssbz_0656_100590.72250572.250483nahezu vollständig redundant
15_gnssbz_0656_100440.74033174.033102nahezu vollständig redundant
16_gnssbz_0656_100370.53431453.431440gut kontrollierbar
17_gnssbz_0656_100260.89637389.637294nahezu vollständig redundant
18_gnssbz_0656_100590.80766680.766621nahezu vollständig redundant
19_gnssbz_0656_100080.68722568.722481gut kontrollierbar
20_gnssbz_0656_100540.77801977.801909nahezu vollständig redundant
21_gnssbz_0656_100440.74284674.284604nahezu vollständig redundant
22_gnssbz_0656_100540.70871570.871474nahezu vollständig redundant
23_gnssbz_0656_100280.76469276.469240nahezu vollständig redundant
24_gnssbz_0656_100080.88457388.457273nahezu vollständig redundant
25_gnssbz_0995_100140.50980550.980511gut kontrollierbar
26_gnssbz_0995_100260.73061873.061838nahezu vollständig redundant
27_gnssbz_0995_100140.88070288.070169nahezu vollständig redundant
28_gnssbz_0995_100370.97572997.572853nahezu vollständig redundant
29_gnssbz_0995_100590.88267788.267687nahezu vollständig redundant
30_gnssbz_0995_100080.91061791.061677nahezu vollständig redundant
31_gnssbz_1675_100140.69254269.254196gut kontrollierbar
32_gnssbz_1675_100260.85107485.107424nahezu vollständig redundant
33_gnssbz_1675_100140.91423691.423598nahezu vollständig redundant
34_gnssbz_1675_100370.98213598.213487nahezu vollständig redundant
35_gnssbz_1675_100440.71723071.722966nahezu vollständig redundant
36_gnssbz_1675_100370.84386284.386157nahezu vollständig redundant
37_gnssbz_1675_100080.94760294.760180nahezu vollständig redundant
38_gnssbz_1675_100440.84831984.831885nahezu vollständig redundant
39_gnssbz_ESTE_100140.64693864.693841gut kontrollierbar
40_gnssbz_ESTE_100260.84706184.706129nahezu vollständig redundant
41_gnssbz_ESTE_100140.91740491.740365nahezu vollständig redundant
42_gnssbz_ESTE_100370.98581398.581315nahezu vollständig redundant
43_gnssbz_ESTE_100440.64585364.585298gut kontrollierbar
44_gnssbz_ESTE_100080.93966293.966228nahezu vollständig redundant
45_gnssbz_ESTE_100440.84920384.920329nahezu vollständig redundant
46_gnssbz_GNA2_100140.67912267.912151gut kontrollierbar
47_gnssbz_GNA2_100260.81971281.971163nahezu vollständig redundant
48_gnssbz_GNA2_100140.93716293.716191nahezu vollständig redundant
49_gnssbz_GNA2_100370.99077299.077187nahezu vollständig redundant
50_gnssbz_GNA2_100440.62678562.678505gut kontrollierbar
51_gnssbz_GNA2_100590.92340692.340569nahezu vollständig redundant
52_gnssbz_GNA2_100080.93718093.718047nahezu vollständig redundant
53_gnssbz_GNA2_100440.91052691.052625nahezu vollständig redundant
1050_niv_812_100470.68367068.366958gut kontrollierbar
1051_niv_10047_100460.66088866.088758gut kontrollierbar
1052_niv_10046_100450.68043068.043011gut kontrollierbar
1053_niv_10045_100340.78553278.553172nahezu vollständig redundant
1054_niv_10034_FH140.64063164.063079gut kontrollierbar
1055_niv_FH14_FH110.70937870.937769nahezu vollständig redundant
1056_niv_FH11_100350.62502562.502454gut kontrollierbar
1057_niv_10035_100290.65156565.156513gut kontrollierbar
1058_niv_10029_100300.62135062.134951gut kontrollierbar
1059_niv_10030_100310.63392063.391973gut kontrollierbar
1060_niv_10031_100170.67824967.824946gut kontrollierbar
1061_niv_10017_100130.64632264.632243gut kontrollierbar
1062_niv_10013_100120.63545263.545176gut kontrollierbar
1063_niv_10012_100140.64746464.746437gut kontrollierbar
1064_niv_10014_100150.65248065.247981gut kontrollierbar
1065_niv_10015_100160.65441365.441312gut kontrollierbar
1066_niv_10016_100070.66667066.666968gut kontrollierbar
1067_niv_10007_FH130.53285453.285429gut kontrollierbar
1068_niv_FH13_100070.53285053.285024gut kontrollierbar
1069_niv_10007_100160.66671766.671681gut kontrollierbar
1070_niv_10016_100150.65439365.439288gut kontrollierbar
1071_niv_10015_100140.65246665.246644gut kontrollierbar
1072_niv_10014_100120.64742964.742933gut kontrollierbar
1073_niv_10012_100130.63544863.544765gut kontrollierbar
1074_niv_10013_100170.64627664.627634gut kontrollierbar
1075_niv_10017_100310.67823767.823718gut kontrollierbar
1076_niv_10031_100300.63389363.389295gut kontrollierbar
1077_niv_10030_100290.62136062.136011gut kontrollierbar
1078_niv_10029_100350.65163265.163237gut kontrollierbar
1079_niv_10035_FH110.62505762.505714gut kontrollierbar
1080_niv_FH11_FH140.70958970.958891nahezu vollständig redundant
1081_niv_FH14_100340.64061764.061658gut kontrollierbar
1082_niv_10034_100450.78550678.550644nahezu vollständig redundant
1083_niv_10045_100460.68045768.045676gut kontrollierbar
1084_niv_10046_100470.66082666.082640gut kontrollierbar
1085_niv_10047_8120.68366768.366725gut kontrollierbar
1086_niv_666_100540.62110962.110912gut kontrollierbar
1087_niv_10054_100560.71443571.443472nahezu vollständig redundant
1088_niv_10056_100580.67641367.641255gut kontrollierbar
1089_niv_10058_100520.70011370.011338nahezu vollständig redundant
1090_niv_10052_100430.67944767.944731gut kontrollierbar
1091_niv_10043_100260.71929271.929182nahezu vollständig redundant
1092_niv_10026_100100.72136172.136069nahezu vollständig redundant
1093_niv_10010_100060.66575066.574977gut kontrollierbar
1094_niv_10006_100100.66574666.574589gut kontrollierbar
1095_niv_10010_100260.72134272.134193nahezu vollständig redundant
1096_niv_10026_100430.71928871.928824nahezu vollständig redundant
1097_niv_10043_100520.67944767.944675gut kontrollierbar
1098_niv_10052_100580.70011170.011118nahezu vollständig redundant
1099_niv_10058_100560.67639667.639616gut kontrollierbar
1100_niv_10056_100540.71452171.452056nahezu vollständig redundant
1101_niv_10054_6660.62197562.197514gut kontrollierbar
1102_niv_816_100480.66800066.799988gut kontrollierbar
1103_niv_10048_8120.75025375.025330nahezu vollständig redundant
1104_niv_812_FH30.64281064.280964gut kontrollierbar
1105_niv_FH3_100490.60992960.992864gut kontrollierbar
1106_niv_10049_100530.64170264.170235gut kontrollierbar
1107_niv_10053_100500.65572765.572716gut kontrollierbar
1108_niv_10050_100510.63076063.075971gut kontrollierbar
1109_niv_10051_FH40.58980058.980004gut kontrollierbar
1110_niv_FH4_100400.70310270.310162nahezu vollständig redundant
1111_niv_10040_100370.70251170.251138nahezu vollständig redundant
1112_niv_10037_100380.65268165.268088gut kontrollierbar
1113_niv_10038_100390.63130163.130116gut kontrollierbar
1114_niv_10039_100320.64140664.140629gut kontrollierbar
1115_niv_10032_100310.64995464.995421gut kontrollierbar
1116_niv_10031_FH150.63639663.639641gut kontrollierbar
1117_niv_FH15_100330.61433961.433862gut kontrollierbar
1118_niv_10033_100250.61595161.595075gut kontrollierbar
1119_niv_10025_100240.62423262.423236gut kontrollierbar
1120_niv_10024_100230.63444863.444821gut kontrollierbar
1121_niv_10023_100220.63138063.137963gut kontrollierbar
1122_niv_10022_100210.62767762.767678gut kontrollierbar
1123_niv_10021_100260.64521164.521080gut kontrollierbar
1124_niv_10026_100200.68077068.076951gut kontrollierbar
1125_niv_10020_100190.64065864.065848gut kontrollierbar
1126_niv_10019_100170.64301964.301877gut kontrollierbar
1127_niv_10017_100190.64302564.302505gut kontrollierbar
1128_niv_10019_100200.64068564.068547gut kontrollierbar
1129_niv_10020_100260.68080168.080079gut kontrollierbar
1130_niv_10026_100210.64522264.522222gut kontrollierbar
1131_niv_10021_100220.62768362.768299gut kontrollierbar
1132_niv_10022_100230.63140663.140612gut kontrollierbar
1133_niv_10023_100240.63444163.444085gut kontrollierbar
1134_niv_10024_100250.62421662.421597gut kontrollierbar
1135_niv_10025_100330.61596061.596008gut kontrollierbar
1136_niv_10033_FH150.61438261.438198gut kontrollierbar
1137_niv_FH15_100310.63640463.640381gut kontrollierbar
1138_niv_10031_100320.64992664.992614gut kontrollierbar
1139_niv_10032_100390.64146164.146101gut kontrollierbar
1140_niv_10039_100380.63130863.130844gut kontrollierbar
1141_niv_10038_100370.65271165.271130gut kontrollierbar
1142_niv_10037_100400.70255970.255926nahezu vollständig redundant
1143_niv_10040_FH40.70309970.309876nahezu vollständig redundant
1144_niv_FH4_100510.58963558.963529gut kontrollierbar
1145_niv_10051_100500.63075363.075288gut kontrollierbar
1146_niv_10050_100530.65562965.562889gut kontrollierbar
1147_niv_10053_100490.64173164.173148gut kontrollierbar
1148_niv_10049_FH30.61002861.002791gut kontrollierbar
1149_niv_FH3_8120.64265864.265794gut kontrollierbar
1150_niv_812_100480.75017075.017039nahezu vollständig redundant
1151_niv_10048_8160.66801666.801556gut kontrollierbar
1152_niv_816_8120.70264670.264621nahezu vollständig redundant
1153_niv_812_100450.77633977.633906nahezu vollständig redundant
1154_niv_10045_100340.78546378.546300nahezu vollständig redundant
1155_niv_10034_100350.72940072.940007nahezu vollständig redundant
1156_niv_10035_100360.61512361.512290gut kontrollierbar
1157_niv_10036_100360.0027580.275766nicht kontrollierbar
1158_niv_10036_100350.61507561.507539gut kontrollierbar
1159_niv_10035_100340.72935272.935156nahezu vollständig redundant
1160_niv_10034_100280.65500965.500864gut kontrollierbar
1161_niv_10028_100110.69051569.051507gut kontrollierbar
1162_niv_10011_100010.69222069.222003gut kontrollierbar
1163_niv_10001_100030.71533071.533027nahezu vollständig redundant
1164_niv_10003_100070.64571364.571260gut kontrollierbar
1165_niv_10007_100080.69878769.878666gut kontrollierbar
1166_niv_10008_100050.64487664.487628gut kontrollierbar
1167_niv_10005_100060.66613266.613233gut kontrollierbar
1168_niv_10006_100040.61815961.815861gut kontrollierbar
1169_niv_10004_100020.65540865.540844gut kontrollierbar
1170_niv_10002_100040.65538065.537951gut kontrollierbar
1171_niv_10004_100060.61814261.814172gut kontrollierbar
1172_niv_10006_100050.66621266.621232gut kontrollierbar
1173_niv_10005_100080.64489864.489818gut kontrollierbar
1174_niv_10008_100070.69874569.874544gut kontrollierbar
1175_niv_10007_100030.64559664.559642gut kontrollierbar
1176_niv_10003_100010.71535771.535742nahezu vollständig redundant
1177_niv_10001_100110.69222269.222152gut kontrollierbar
1178_niv_10011_100280.69050769.050677gut kontrollierbar
1179_niv_10028_100340.65502865.502812gut kontrollierbar
1180_niv_10034_100450.78549078.549023nahezu vollständig redundant
1181_niv_10045_8120.77633977.633906nahezu vollständig redundant
1182_niv_812_8160.70260470.260427nahezu vollständig redundant
1183_niv_666_100550.62675962.675946gut kontrollierbar
1184_niv_10055_100570.62592162.592127gut kontrollierbar
1185_niv_10057_100590.70381670.381554nahezu vollständig redundant
1186_niv_10059_100530.73892373.892342nahezu vollständig redundant
1187_niv_10053_100440.71906371.906280nahezu vollständig redundant
1188_niv_10044_100400.72876972.876922nahezu vollständig redundant
1189_niv_10040_100410.65442965.442875gut kontrollierbar
1190_niv_10041_100420.62071862.071773gut kontrollierbar
1191_niv_10042_100270.67190867.190825gut kontrollierbar
1192_niv_10027_100180.69620869.620835gut kontrollierbar
1193_niv_10018_100090.63677663.677636gut kontrollierbar
1194_niv_10009_100060.63880963.880927gut kontrollierbar
1195_niv_10006_100090.63878263.878165gut kontrollierbar
1196_niv_10009_100180.63680163.680108gut kontrollierbar
1197_niv_10018_100270.69621269.621241gut kontrollierbar
1198_niv_10027_100420.67186067.185954gut kontrollierbar
1199_niv_10042_100410.62086362.086324gut kontrollierbar
1200_niv_10041_100400.65426165.426110gut kontrollierbar
1201_niv_10040_100440.72877472.877385nahezu vollständig redundant
1202_niv_10044_100530.71903771.903728nahezu vollständig redundant
1203_niv_10053_100590.73894673.894628nahezu vollständig redundant
1204_niv_10059_100570.70380670.380575nahezu vollständig redundant
1205_niv_10057_100550.62602162.602070gut kontrollierbar
1206_niv_10055_6660.62683862.683758gut kontrollierbar
lA_X06450.86201986.201916nahezu vollständig redundant
lA_X06560.86254586.254455nahezu vollständig redundant
lA_X09950.86188886.188784nahezu vollständig redundant
lA_X16750.86230386.230301nahezu vollständig redundant
lA_XESTE0.86227186.227112nahezu vollständig redundant
lA_XGNA20.86222886.222821nahezu vollständig redundant
lA_Y06450.83378383.378342nahezu vollständig redundant
lA_Y06560.83391383.391330nahezu vollständig redundant
lA_Y09950.83378483.378411nahezu vollständig redundant
lA_Y16750.83385983.385940nahezu vollständig redundant
lA_YESTE0.83385383.385345nahezu vollständig redundant
lA_YGNA20.83384283.384165nahezu vollständig redundant
lA_Z06450.96895796.895658nahezu vollständig redundant
lA_Z06560.96942296.942210nahezu vollständig redundant
lA_Z09950.96891096.890989nahezu vollständig redundant
lA_Z16750.96921496.921385nahezu vollständig redundant
lA_ZESTE0.96919596.919525nahezu vollständig redundant
lA_ZGNA20.96915696.915642nahezu vollständig redundant
" ] }, "metadata": {}, "output_type": "display_data", "jetTransient": { "display_id": null } } ], "execution_count": 20 }, { "cell_type": "code", "id": "14db90a3d4d9118b", "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:38:24.659079Z", "start_time": "2026-01-22T07:38:20.317393Z" } }, "source": [ "# Globaltest des Ausgleichungsmodells\n", "sigma0_apriori = 1.0\n", "\n", "alpha_input = input(\"Irrtumswahrscheinlichkeit α wählen (z.B. 0.05, 0.01) [Standard=0.001]: \").strip()\n", "alpha_ds = 0.001 if alpha_input == \"\" else float(alpha_input)\n", "\n", "gt = Netzqualität_Zuverlässigkeit.Zuverlaessigkeit.globaltest(\n", " r_gesamt=r_gesamt,\n", " sigma0_apost=s0_aposteriori,\n", " sigma0_apriori=sigma0_apriori,\n", " alpha=alpha_ds\n", ")\n", "\n", "df_globaltest = pd.DataFrame([\n", " [\"Freiheitsgrad\", gt[\"r_gesamt\"]],\n", " [\"σ̂₀ a posteriori\", gt[\"sigma0_apost\"]],\n", " [\"σ₀ a priori\", gt[\"sigma0_apriori\"]],\n", " [\"Signifikanzniveau α\", gt[\"alpha\"],],\n", " [\"Testgröße T_G\", gt[\"T_G\"],],\n", " [\"Kritischer Wert Fₖ\", gt[\"F_krit\"]],\n", " [\"Nullhypothese H₀\", \"angenommen\" if gt[\"H0_angenommen\"] else \"verworfen\"],], columns=[\"Größe\", \"Wert\"])\n", "\n", "display(HTML(df_globaltest.to_html(index=False)))\n", "print(gt[\"Interpretation\"])\n" ], "outputs": [ { "data": { "text/plain": [ "" ], "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
GrößeWert
Freiheitsgrad3025
σ̂₀ a posteriori89.204964
σ₀ a priori1.0
Signifikanzniveau α0.001
Testgröße T_G7957.525657
Kritischer Wert Fₖ1.081347
Nullhypothese H₀verworfen
" ] }, "metadata": {}, "output_type": "display_data", "jetTransient": { "display_id": null } }, { "name": "stdout", "output_type": "stream", "text": [ "Nullhypothese H₀ verworfen!\n", "Dies kann folgende Gründe haben:\n", "→ Es befinden sich grobe Fehler im Datenmaterial. Bitte Lokaltest durchführen und ggf. grobe Fehler im Datenmaterial entfernen.\n", "→ Das stochastische Modell ist zu optimistisch. Bitte Gewichte überprüfen und ggf. anpassen.\n" ] } ], "execution_count": 21 }, { "cell_type": "code", "id": "1a84fbfb3db101c9", "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:39:58.630827Z", "start_time": "2026-01-22T07:38:24.768746Z" } }, "source": [ "# Lokaltest und innere Zuverlässigkeit\n", "import ipywidgets as widgets\n", "from IPython.display import display\n", "\n", "itables.init_notebook_mode()\n", "labels = [str(s) for s in Jacobimatrix_symbolisch_liste_beobachtungsvektor]\n", "\n", "alpha_ds = 0.001 if alpha_input == \"\" else float(alpha_input)\n", "\n", "beta_input = input(\"Macht des Tests (1-β) wählen [Standard: 80 % -> 0.80]: \").strip()\n", "beta_ds = 0.80 if beta_input == \"\" else float(beta_input)\n", "\n", "Lokaltest = Netzqualität_Zuverlässigkeit.Zuverlaessigkeit.lokaltest_innere_Zuverlaessigkeit(\n", " v=res[\"v\"],\n", " Q_vv=res[\"Q_vv\"],\n", " ri=ri,\n", " labels=labels,\n", " s0_apost=s0_aposteriori,\n", " alpha=alpha_ds,\n", " beta=beta_ds\n", ")\n", "\n", "if \"v_i\" in Lokaltest.columns:\n", " Lokaltest[\"v_i\"] = Lokaltest[\"v_i\"].round(6)\n", "if \"r_i\" in Lokaltest.columns:\n", " Lokaltest[\"r_i\"] = Lokaltest[\"r_i\"].round(4)\n", "if \"s_vi\" in Lokaltest.columns:\n", " Lokaltest[\"s_vi\"] = Lokaltest[\"s_vi\"].round(6)\n", "if \"GF_i\" in Lokaltest.columns:\n", " Lokaltest[\"GF_i\"] = Lokaltest[\"GF_i\"].round(6)\n", "if \"GRZW_i\" in Lokaltest.columns:\n", " Lokaltest[\"GRZW_i\"] = Lokaltest[\"GRZW_i\"].round(6)\n", "\n", "df = Lokaltest.copy()\n", "\n", "if \"Beobachtung\" not in df.columns:\n", " if df.index.name == \"Beobachtung\":\n", " df = df.reset_index()\n", " else:\n", " df = df.reset_index().rename(columns={\"index\": \"Beobachtung\"})\n", "\n", "if \"Beobachtung_ausschalten\" not in df.columns:\n", " df.insert(0, \"Beobachtung_ausschalten\", \"\")\n", "else:\n", " col = df.pop(\"Beobachtung_ausschalten\")\n", " df.insert(0, \"Beobachtung_ausschalten\", col)\n", "\n", "tabelle = ITable(\n", " df,\n", " maxBytes=5 * 1024 * 1024, # 5 MB\n", " columnDefs=[\n", " {\"targets\": 0, \"orderable\": False, \"className\": \"select-checkbox\", \"width\": \"26px\"},\n", " ],\n", " select={\"style\": \"multi\", \"selector\": \"td:first-child\"},\n", " order=[[1, \"asc\"]],\n", ")\n", "\n", "def export_ausschalten_dict(Eintrag_Auswahl=\"beobachtung_ausschalten\", Wert_nicht_ausgewaehlt=\"\"):\n", " auswahl = set(tabelle.selected_rows or [])\n", " beob_list = tabelle.df[\"Beobachtung\"].astype(str).tolist()\n", "\n", " return {\n", " beob_list[i]: (Eintrag_Auswahl if i in auswahl else Wert_nicht_ausgewaehlt)\n", " for i in range(len(beob_list))\n", " }\n", "\n", "ausschalten_dict = export_ausschalten_dict()\n", "\n", "out = widgets.Output()\n", "btn_export = widgets.Button(description=\"Auswahl speichern\", icon=\"download\")\n", "btn_reset = widgets.Button(description=\"Rückgängig\", icon=\"refresh\")\n", "\n", "def refresh_panel(_=None):\n", " global ausschalten_dict\n", " ausschalten_dict = export_ausschalten_dict()\n", "\n", " with out:\n", " clear_output(wait=True)\n", " auswahl = tabelle.selected_rows or []\n", " print(f\"AUSGESCHALTET: {len(auswahl)}\")\n", "\n", " #Vorschau\n", " if len(auswahl) > 0:\n", " cols = [c for c in [\"Beobachtung\", \"v_i\", \"r_i\", \"auffaellig\", \"GF_i\", \"GRZW_i\"] if c in tabelle.df.columns]\n", " display(tabelle.df.iloc[auswahl][cols].head(30))\n", "\n", "def exportieren(_):\n", " global ausschalten_dict\n", " ausschalten_dict = export_ausschalten_dict()\n", "\n", " with out:\n", " clear_output(wait=True)\n", " print(\"ausschalten_dict ist aktualisiert.\")\n", " ausgeschaltet = [k for k, v in ausschalten_dict.items() if v == \"X\"]\n", " print(f\"Nur ausgeschaltete Beobachtungen ({len(ausgeschaltet)}):\")\n", " display(ausgeschaltet[:300])\n", "\n", "def on_reset(_):\n", " tabelle.selected_rows = []\n", " refresh()\n", "\n", "btn_export.on_click(exportieren)\n", "btn_reset.on_click(on_reset)\n", "\n", "tabelle.observe(lambda ch: refresh(), names=\"selected_rows\")\n", "\n", "display(widgets.VBox([tabelle, widgets.HBox([btn_export, btn_reset]), out]))\n", "refresh_panel()\n", "\n", "Lokaltest.to_excel(r\"Zwischenergebnisse\\Lokaltest_innere_Zuverlaessugkeit.xlsx\", index=False)\n" ], "outputs": [ { "data": { "text/plain": [ "" ], "text/html": [ "\n" ] }, "metadata": {}, "output_type": "display_data", "jetTransient": { "display_id": null } }, { "data": { "text/plain": [ "" ], "text/html": [ "\n", "\n", "\n" ] }, "metadata": {}, "output_type": "display_data", "jetTransient": { "display_id": null } }, { "data": { "text/plain": [ "VBox(children=(, HBox(children=(Button(description='Auswah…" ], "application/vnd.jupyter.widget-view+json": { "version_major": 2, "version_minor": 0, "model_id": "d6aa752ad77341c5957c03fec3cd795d" } }, "metadata": {}, "output_type": "display_data", "jetTransient": { "display_id": null } } ], "execution_count": 22 }, { "cell_type": "code", "id": "ebf2c9ef0a1899dc", "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:41:30.831478Z", "start_time": "2026-01-22T07:41:30.819172Z" } }, "source": [ "importlib.reload(Datenbank)\n", "db_zugriff = Datenbank.Datenbankzugriff(pfad_datenbank)\n", "\n", "db_zugriff.set_beobachtung_ausschalten(ausschalten_dict)" ], "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Die ausgewählten Beobachtungen werden für die folgenden Iterationen ausgeschaltet.\n" ] } ], "execution_count": 23 }, { "cell_type": "code", "id": "256f4a0805b69e14", "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:41:47.946809Z", "start_time": "2026-01-22T07:41:30.872767Z" } }, "source": [ "# Äußere Zuverlässigkeit: Einfluss auf die Punktlage (EP)\n", "labels = [str(s) for s in Jacobimatrix_symbolisch_liste_beobachtungsvektor]\n", "\n", "Aussen = Netzqualität_Zuverlässigkeit.Zuverlaessigkeit.aeussere_zuverlaessigkeit_EF_EP(\n", " Lokaltest=Lokaltest,\n", " labels=labels,\n", " Qxx=res[\"Q_xx\"],\n", " A=A_matrix_numerisch_iteration0,\n", " P=res[\"P\"],\n", " s0_apost=s0_aposteriori,\n", " unbekannten_liste=Jacobimatrix_symbolisch_liste_unbekannte,\n", " x=x\n", ")\n", "\n", "display(HTML(Aussen.to_html(index=False)))\n", "Aussen.to_excel(r\"Zwischenergebnisse\\Aeussere_Zuverlaessigkeit.xlsx\", index=False)" ], "outputs": [ { "data": { "text/plain": [ "" ], "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", 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BeobachtungStand-PktEFEP [mm]SP [mm]EF*SP [mm]
54_SD_1_10009_10006100090.684003-0.051042246.919463168.893598
55_SD_1_10009_10010100090.6417630.292115246.919463158.463663
56_SD_1_10009_10018100090.6440020.147969246.919463159.016612
57_SD_1_10009_10008100090.683904-0.482458246.919463168.869112
58_SD_1_10009_10006100090.684003-0.027657246.919463168.893593
59_SD_1_10009_10010100090.6417630.268067246.919463158.463668
60_SD_1_10009_10018100090.6440020.141046246.919463159.016615
61_SD_1_10009_10008100090.683904-0.486362246.919463168.869113
62_SD_1_10009_10006100090.684003-0.074500246.919463168.893603
63_SD_1_10009_10010100090.6417630.261187246.919463158.463669
64_SD_1_10009_10018100090.6440020.151463246.919463159.016611
65_SD_1_10009_10008100090.683904-0.505883246.919463168.869116
66_SD_2_10006_10009100060.684003-0.246160247.023757168.964978
67_SD_2_10006_10005100060.600301-0.055566247.023757148.288688
68_SD_2_10006_10003100060.597851-0.038497247.023757147.683497
69_SD_2_10006_10004100060.6578700.015479247.023757162.509479
70_SD_2_10006_10010100060.6772410.205829247.023757167.294635
71_SD_2_10006_10018100060.7093170.032353247.023757175.218268
72_SD_2_10006_10009100060.684003-0.246160247.023757168.964978
73_SD_2_10006_10005100060.600301-0.079607247.023757148.288695
74_SD_2_10006_10003100060.597851-0.029561247.023757147.683490
75_SD_2_10006_10004100060.657870-0.020594247.023757162.509491
76_SD_2_10006_10010100060.6772410.213497247.023757167.294631
77_SD_2_10006_10018100060.7093180.011378247.023757175.218280
78_SD_2_10006_10009100060.684003-0.242250247.023757168.964978
79_SD_2_10006_10005100060.600301-0.058571247.023757148.288689
80_SD_2_10006_10003100060.597851-0.041476247.023757147.683499
81_SD_2_10006_10004100060.6578700.011912247.023757162.509480
82_SD_2_10006_10010100060.6772410.205829247.023757167.294635
83_SD_2_10006_10018100060.7093180.011378247.023757175.218280
84_SD_3_10008_10009100080.683904-0.661762245.794564168.099816
85_SD_3_10008_10007100080.5338250.196764245.794564131.211166
86_SD_3_10008_10005100080.6546310.024279245.794564160.904739
87_SD_3_10008_10009100080.683904-0.669498245.794564168.099817
88_SD_3_10008_10007100080.5338250.201531245.794564131.211164
89_SD_3_10008_10005100080.6546310.027881245.794564160.904738
90_SD_3_10008_10009100080.683904-0.642241245.794564168.099813
91_SD_3_10008_10007100080.5338250.206298245.794564131.211161
92_SD_3_10008_10005100080.6546310.027881245.794564160.904738
93_SD_4_10005_10008100050.6546310.042154246.764385161.539611
94_SD_4_10005_10003100050.548138-0.008920246.764385135.260962
95_SD_4_10005_10001100050.5442800.249818246.764385134.308940
96_SD_4_10005_10002100050.5915480.115214246.764385145.972956
97_SD_4_10005_10004100050.6438160.004716246.764385158.870918
98_SD_4_10005_10006100050.6003010.007541246.764385148.132968
99_SD_4_10005_10008100050.6546310.038619246.764385161.539611
100_SD_4_10005_10003100050.548138-0.018937246.764385135.260967
101_SD_4_10005_10001100050.5442800.242424246.764385134.308948
102_SD_4_10005_10002100050.5915480.109374246.764385145.972960
103_SD_4_10005_10004100050.6438160.021964246.764385158.870917
104_SD_4_10005_10006100050.600301-0.001474246.764385148.132971
105_SD_4_10005_10008100050.6546310.063632246.764385161.539607
106_SD_4_10005_10003100050.548138-0.006392246.764385135.260960
107_SD_4_10005_10001100050.5442800.237478246.764385134.308954
108_SD_4_10005_10002100050.5915480.135601246.764385145.972941
109_SD_4_10005_10004100050.6438160.004716246.764385158.870918
110_SD_4_10005_10006100050.6003010.004536246.764385148.132969
111_SD_5_10004_10005100040.643816-0.112727247.191273159.145768
112_SD_5_10004_10003100040.620317-0.060179247.191273153.336957
113_SD_5_10004_10002100040.6477620.081423247.191273160.121026
114_SD_5_10004_10006100040.6578700.040784247.191273162.619675
115_SD_5_10004_10005100040.643816-0.112727247.191273159.145768
116_SD_5_10004_10003100040.620317-0.047336247.191273153.336952
117_SD_5_10004_10002100040.6477620.077957247.191273160.121028
118_SD_5_10004_10006100040.6578700.047985247.191273162.619672
119_SD_5_10004_10005100040.643816-0.116151247.191273159.145768
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12_gnssbx_0656_1003706561.007403-0.236309234.138651235.871988
13_gnssbx_0656_1000106562.4123440.898807234.138651564.823050
14_gnssbx_0656_1005906563.5461332.482042234.138651830.286859
15_gnssbx_0656_1004406563.060427-10.155213234.138651716.564263
16_gnssbx_0656_1003706563.566311-15.605942234.138651835.011213
17_gnssbx_0656_1002606561.2267034.394130234.138651287.218487
18_gnssbx_0656_1005906562.4280962.576736234.138651568.511078
19_gnssbx_0656_1000806563.0083394.097031234.138651704.368363
20_gnssbx_0656_1005406563.287866-13.044632234.138651769.816531
21_gnssbx_0656_1004406561.7007822.630564234.138651398.218700
22_gnssbx_0656_1005406562.180164-4.128495234.138651510.460741
23_gnssbx_0656_1002806562.4036253.962012234.138651562.781585
24_gnssbx_0656_1000806561.7906690.055994234.138651419.264812
25_gnssbx_0995_1001409953.0931750.441320234.241244724.549217
26_gnssbx_0995_1002609952.5018487.453899234.241244586.036103
27_gnssbx_0995_1001409951.416560-1.939461234.241244331.816733
28_gnssbx_0995_1003709950.648353-1.126820234.241244151.871112
29_gnssbx_0995_1005909951.7067061.427122234.241244399.780908
30_gnssbx_0995_1000809951.404103-1.355328234.241244328.898814
31_gnssbx_1675_1001416752.1926252.890221234.078430513.246217
32_gnssbx_1675_1002616751.9449305.503724234.078430455.266055
33_gnssbx_1675_1001416751.1036901.795727234.078430258.350004
34_gnssbx_1675_1003716750.813885-1.117583234.078430190.512809
35_gnssbx_1675_1004416752.382124-4.778601234.078430557.603948
36_gnssbx_1675_1003716751.794307-6.474616234.078430420.008668
37_gnssbx_1675_1000816750.9661331.738768234.078430226.150908
38_gnssbx_1675_1004416751.3106311.308570234.078430306.790389
39_gnssbx_ESTE_10014ESTE2.5177221.399097234.110213589.424455
40_gnssbx_ESTE_10026ESTE1.9335095.136760234.110213452.654136
41_gnssbx_ESTE_10014ESTE1.1452561.853618234.110213268.116046
42_gnssbx_ESTE_10037ESTE0.499575-0.376537234.110213116.955538
43_gnssbx_ESTE_10044ESTE2.979335-11.233033234.110213697.492818
44_gnssbx_ESTE_10008ESTE1.0645842.047319234.110213249.230069
45_gnssbx_ESTE_10044ESTE1.3249711.391130234.110213310.189224
46_gnssbx_GNA2_10014GNA22.2622011.643176245.916411556.312432
47_gnssbx_GNA2_10026GNA22.1201965.785555245.916411521.391016
48_gnssbx_GNA2_10014GNA21.2856090.184147245.916411316.152337
49_gnssbx_GNA2_10037GNA20.390067-0.101626245.91641195.923893
50_gnssbx_GNA2_10044GNA23.025362-4.964690245.916411743.986044
51_gnssbx_GNA2_10059GNA21.1793293.152184245.916411290.016346
52_gnssbx_GNA2_10008GNA21.0587671.133730245.916411260.368257
53_gnssbx_GNA2_10044GNA20.981446-2.061143245.916411241.353584
1_gnssby_0645_1002606451.1039881.880784234.082856258.424746
2_gnssby_0645_1001406451.4180061.523424234.082856331.930974
3_gnssby_0645_1004406451.881073-2.098545234.082856440.326957
4_gnssby_0645_1003706451.450310-1.840968234.082856339.492789
5_gnssby_0645_1000806451.055459-0.321329234.082856247.064861
6_gnssby_0645_1004406451.2043920.777083234.082856281.927465
7_gnssby_0656_1001406562.8342210.856801234.138651663.600749
8_gnssby_0656_1002606562.1219242.188234234.138651496.824356
9_gnssby_0656_1000106562.7950611.940706234.138651654.431828
10_gnssby_0656_1002806562.5219790.343820234.138651590.492715
11_gnssby_0656_1001406561.6058350.380085234.138651375.988072
12_gnssby_0656_1003706561.091160-1.348135234.138651255.482781
13_gnssby_0656_1000106562.315120-3.435432234.138651542.059066
14_gnssby_0656_1005906562.4833700.925751234.138651581.452909
15_gnssby_0656_1004406561.724784-1.772070234.138651403.838527
16_gnssby_0656_1003706563.1821313.227292234.138651745.059878
17_gnssby_0656_1002606561.7734813.841558234.138651415.240519
18_gnssby_0656_1005906563.903508-3.711500234.138651913.962161
19_gnssby_0656_1000806563.3955970.761487234.138651795.040584
20_gnssby_0656_1005406565.753147-6.198802234.1386511347.034058
21_gnssby_0656_1004406561.7881731.668049234.138651418.680395
22_gnssby_0656_1005406561.611718-2.266500234.138651377.365462
23_gnssby_0656_1002806562.7704822.228878234.138651648.676967
24_gnssby_0656_1000806561.880515-0.022673234.138651440.301249
25_gnssby_0995_1001409951.722687-0.407917234.241244403.524398
26_gnssby_0995_1002609951.2470351.479621234.241244292.107089
27_gnssby_0995_1001409951.647771-1.611495234.241244385.975988
28_gnssby_0995_1003709950.711966-0.256622234.241244166.771848
29_gnssby_0995_1005909951.2572272.087587234.241244294.494430
30_gnssby_0995_1000809951.114473-0.083761234.241244261.055490
31_gnssby_1675_1001416751.3235790.349690234.078430309.821266
32_gnssby_1675_1002616750.9674060.979505234.078430226.448901
33_gnssby_1675_1001416751.3386000.035665234.078430313.337449
34_gnssby_1675_1003716750.811506-0.082081234.078430189.956034
35_gnssby_1675_1004416751.717294-1.318936234.078430401.981529
36_gnssby_1675_1003716751.283300-1.007770234.078430300.392833
37_gnssby_1675_1000816750.8130340.381432234.078430190.313786
38_gnssby_1675_1004416751.2669620.844368234.078430296.568559
39_gnssby_ESTE_10014ESTE1.431605-0.078672234.110213335.153397
40_gnssby_ESTE_10026ESTE1.0095610.966776234.110213236.348434
41_gnssby_ESTE_10014ESTE1.354552-0.022445234.110213317.114415
42_gnssby_ESTE_10037ESTE0.628529-0.269055234.110213147.144993
43_gnssby_ESTE_10044ESTE2.040111-1.847729234.110213477.610851
44_gnssby_ESTE_10008ESTE0.8971190.181555234.110213210.024672
45_gnssby_ESTE_10044ESTE1.2964101.059311234.110213303.502725
46_gnssby_GNA2_10014GNA21.3332170.169000245.916411327.859873
47_gnssby_GNA2_10026GNA21.0757321.019830245.916411264.540078
48_gnssby_GNA2_10014GNA21.467646-0.766216245.916411360.918115
49_gnssby_GNA2_10037GNA20.475106-0.269386245.916411116.836254
50_gnssby_GNA2_10044GNA22.195210-0.208140245.916411539.838198
51_gnssby_GNA2_10059GNA20.9541561.833552245.916411234.642575
52_gnssby_GNA2_10008GNA20.9192160.290397245.916411226.050211
53_gnssby_GNA2_10044GNA20.942980-1.057235245.916411231.894247
1_gnssbz_0645_1002606452.81542713.328241234.082856659.043218
2_gnssbz_0645_1001406450.9051661.324809234.082856211.883763
3_gnssbz_0645_1004406452.169523-0.669449234.082856507.848255
4_gnssbz_0645_1003706451.676269-7.303176234.082856392.385936
5_gnssbz_0645_1000806450.9636261.522224234.082856225.568436
6_gnssbz_0645_1004406451.175496-0.513831234.082856275.163490
7_gnssbz_0656_1001406564.2493804.521451234.138651994.944170
8_gnssbz_0656_1002606563.08817620.451292234.138651723.061407
9_gnssbz_0656_1000106564.106350-4.835100234.138651961.455164
10_gnssbz_0656_1002806561.6591559.870788234.138651388.472404
11_gnssbz_0656_1001406561.0475551.842383234.138651245.273205
12_gnssbz_0656_1003706560.6788770.354218234.138651158.951264
13_gnssbz_0656_1000106561.442685-1.516794234.138651337.788348
14_gnssbz_0656_1005906562.2115433.048337234.138651517.807652
15_gnssbz_0656_1004406562.246227-7.072410234.138651525.928521
16_gnssbz_0656_1003706563.113776-21.307638234.138651729.055257
17_gnssbz_0656_1002606561.0724815.674068234.138651251.109189
18_gnssbz_0656_1005906561.9358440.984768234.138651453.255799
19_gnssbz_0656_1000806562.4412253.829298234.138651571.585216
20_gnssbz_0656_1005406562.223645-6.899538234.138651520.641159
21_gnssbz_0656_1004406561.7511570.082561234.138651410.013446
22_gnssbz_0656_1005406562.008622-11.089500234.138651470.295985
23_gnssbz_0656_1002806561.7218311.668512234.138651403.147285
24_gnssbz_0656_1000806561.0923411.802086234.138651255.759302
25_gnssbz_0995_1001409954.533483-0.239218234.2412441061.928630
26_gnssbz_0995_1002609953.21518817.293325234.241244753.129730
27_gnssbz_0995_1001409950.9759380.101763234.241244228.604928
28_gnssbz_0995_1003709950.406888-0.287420234.24124495.309884
29_gnssbz_0995_1005909951.048637-0.472719234.241244245.634147
30_gnssbz_0995_1000809950.983678-1.058407234.241244230.417954
31_gnssbz_1675_1001416753.0342826.547597234.078430710.260042
32_gnssbz_1675_1002616752.25631010.024097234.078430528.153492
33_gnssbz_1675_1001416750.8250600.651908234.078430193.128679
34_gnssbz_1675_1003716750.515261-0.461945234.078430120.611402
35_gnssbz_1675_1004416751.949538-1.403819234.078430456.344730
36_gnssbz_1675_1003716751.422666-5.076996234.078430333.015408
37_gnssbz_1675_1000816750.7574200.868949234.078430177.295588
38_gnssbz_1675_1004416751.180875-0.565082234.078430276.417367
39_gnssbz_ESTE_10014ESTE3.4132402.724166234.110213799.074246
40_gnssbz_ESTE_10026ESTE2.2421548.996330234.110213524.911175
41_gnssbz_ESTE_10014ESTE0.8134441.421794234.110213190.435496
42_gnssbz_ESTE_10037ESTE0.306363-0.046107234.11021371.722804
43_gnssbz_ESTE_10044ESTE2.281458-5.327080234.110213534.112630
44_gnssbz_ESTE_10008ESTE0.8102940.722515234.110213189.698010
45_gnssbz_ESTE_10044ESTE1.178729-1.494428234.110213275.952537
46_gnssbz_GNA2_10014GNA23.0756053.746828245.916411756.341673
47_gnssbz_GNA2_10026GNA22.52498411.102874245.916411620.934930
48_gnssbz_GNA2_10014GNA20.9129480.718997245.916411224.508886
49_gnssbz_GNA2_10037GNA20.2476810.030056245.91641160.908880
50_gnssbz_GNA2_10044GNA22.332490-4.511988245.916411573.597617
51_gnssbz_GNA2_10059GNA20.8898221.279143245.916411218.821736
52_gnssbz_GNA2_10008GNA20.8331180.180738245.916411204.877434
53_gnssbz_GNA2_10044GNA20.874599-2.081681245.916411215.078277
1050_niv_812_100471.665811NaNNaNNaN
1051_niv_10047_100461.754229NaNNaNNaN
1052_niv_10046_100451.678299NaNNaNNaN
1053_niv_10045_100341.279577NaNNaNNaN
1054_niv_10034_FH141.834143NaNNaNNaN
1055_niv_FH14_FH111.567483NaNNaNNaN
1056_niv_FH11_100351.896783NaNNaNNaN
1057_niv_10035_100291.790818NaNNaNNaN
1058_niv_10029_100301.911722NaNNaNNaN
1059_niv_10030_100311.860965NaNNaNNaN
1060_niv_10031_100171.686684NaNNaNNaN
1061_niv_10017_100131.811575NaNNaNNaN
1062_niv_10013_100121.854875NaNNaNNaN
1063_niv_10012_100141.807053NaNNaNNaN
1064_niv_10014_100151.787226NaNNaNNaN
1065_niv_10015_100161.779624NaNNaNNaN
1066_niv_10016_100071.731636NaNNaNNaN
1067_niv_10007_FH132.292960NaNNaNNaN
1068_niv_FH13_100072.292980NaNNaNNaN
1069_niv_10007_100161.731448NaNNaNNaN
1070_niv_10016_100151.779667NaNNaNNaN
1071_niv_10015_100141.787294NaNNaNNaN
1072_niv_10014_100121.807171NaNNaNNaN
1073_niv_10012_100131.854834NaNNaNNaN
1074_niv_10013_100171.811752NaNNaNNaN
1075_niv_10017_100311.686748NaNNaNNaN
1076_niv_10031_100301.861101NaNNaNNaN
1077_niv_10030_100291.911668NaNNaNNaN
1078_niv_10029_100351.790584NaNNaNNaN
1079_niv_10035_FH111.896682NaNNaNNaN
1080_niv_FH11_FH141.566666NaNNaNNaN
1081_niv_FH14_100341.834215NaNNaNNaN
1082_niv_10034_100451.279685NaNNaNNaN
1083_niv_10045_100461.678159NaNNaNNaN
1084_niv_10046_100471.754425NaNNaNNaN
1085_niv_10047_8121.665823NaNNaNNaN
1086_niv_666_100541.912693NaNNaNNaN
1087_niv_10054_100561.548258NaNNaNNaN
1088_niv_10056_100581.693803NaNNaNNaN
1089_niv_10058_100521.602739NaNNaNNaN
1090_niv_10052_100431.682053NaNNaNNaN
1091_niv_10043_100261.529834NaNNaNNaN
1092_niv_10026_100101.522003NaNNaNNaN
1093_niv_10010_100061.735187NaNNaNNaN
1094_niv_10006_100101.735208NaNNaNNaN
1095_niv_10010_100261.522068NaNNaNNaN
1096_niv_10026_100431.529854NaNNaNNaN
1097_niv_10043_100521.682056NaNNaNNaN
1098_niv_10052_100581.602751NaNNaNNaN
1099_niv_10058_100561.693850NaNNaNNaN
1100_niv_10056_100541.547938NaNNaNNaN
1101_niv_10054_6661.909185NaNNaNNaN
1102_niv_816_100481.726429NaNNaNNaN
1103_niv_10048_8121.412918NaNNaNNaN
1104_niv_812_FH31.825495NaNNaNNaN
1105_niv_FH3_100491.958412NaNNaNNaN
1106_niv_10049_100531.829925NaNNaNNaN
1107_niv_10053_100501.774429NaNNaNNaN
1108_niv_10050_100511.873671NaNNaNNaN
1109_niv_10051_FH42.042286NaNNaNNaN
1110_niv_FH4_100401.591368NaNNaNNaN
1111_niv_10040_100371.593606NaNNaNNaN
1112_niv_10037_100381.786435NaNNaNNaN
1113_niv_10038_100391.871477NaNNaNNaN
1114_niv_10039_100321.831068NaNNaNNaN
1115_niv_10032_100311.797184NaNNaNNaN
1116_niv_10031_FH151.851067NaNNaNNaN
1117_niv_FH15_100331.940283NaNNaNNaN
1118_niv_10033_100251.933702NaNNaNNaN
1119_niv_10025_100241.900031NaNNaNNaN
1120_niv_10024_100231.858882NaNNaNNaN
1121_niv_10023_100221.871197NaNNaNNaN
1122_niv_10022_100211.886080NaNNaNNaN
1123_niv_10021_100261.815963NaNNaNNaN
1124_niv_10026_100201.676966NaNNaNNaN
1125_niv_10020_100191.834075NaNNaNNaN
1126_niv_10019_100171.824653NaNNaNNaN
1127_niv_10017_100191.824621NaNNaNNaN
1128_niv_10019_100201.833937NaNNaNNaN
1129_niv_10020_100261.676857NaNNaNNaN
1130_niv_10026_100211.815904NaNNaNNaN
1131_niv_10021_100221.886049NaNNaNNaN
1132_niv_10022_100231.871062NaNNaNNaN
1133_niv_10023_100241.858919NaNNaNNaN
1134_niv_10024_100251.900114NaNNaNNaN
1135_niv_10025_100331.933655NaNNaNNaN
1136_niv_10033_FH151.940132NaNNaNNaN
1137_niv_FH15_100311.851030NaNNaNNaN
1138_niv_10031_100321.797267NaNNaNNaN
1139_niv_10032_100391.830849NaNNaNNaN
1140_niv_10039_100381.871440NaNNaNNaN
1141_niv_10038_100371.786337NaNNaNNaN
1142_niv_10037_100401.593405NaNNaNNaN
1143_niv_10040_FH41.591383NaNNaNNaN
1144_niv_FH4_100512.042968NaNNaNNaN
1145_niv_10051_100501.873705NaNNaNNaN
1146_niv_10050_100531.774816NaNNaNNaN
1147_niv_10053_100491.829776NaNNaNNaN
1148_niv_10049_FH31.957976NaNNaNNaN
1149_niv_FH3_8121.826103NaNNaNNaN
1150_niv_812_100481.413248NaNNaNNaN
1151_niv_10048_8161.726408NaNNaNNaN
1152_niv_816_8121.593099NaNNaNNaN
1153_niv_812_100451.314452NaNNaNNaN
1154_niv_10045_100341.279859NaNNaNNaN
1155_niv_10034_100351.491607NaNNaNNaN
1156_niv_10035_100361.937104NaNNaNNaN
1157_niv_10036_1003646.569510NaNNaNNaN
1158_niv_10036_100351.937284NaNNaNNaN
1159_niv_10035_100341.491778NaNNaNNaN
1160_niv_10034_100281.777286NaNNaNNaN
1161_niv_10028_100111.639471NaNNaNNaN
1162_niv_10011_100011.632923NaNNaNNaN
1163_niv_10001_100031.544869NaNNaNNaN
1164_niv_10003_100071.813954NaNNaNNaN
1165_niv_10007_100081.607826NaNNaNNaN
1166_niv_10008_100051.817274NaNNaNNaN
1167_niv_10005_100061.733728NaNNaNNaN
1168_niv_10006_100041.924723NaNNaNNaN
1169_niv_10004_100021.775704NaNNaNNaN
1170_niv_10002_100041.775813NaNNaNNaN
1171_niv_10004_100061.924750NaNNaNNaN
1172_niv_10006_100051.733424NaNNaNNaN
1173_niv_10005_100081.817222NaNNaNNaN
1174_niv_10008_100071.607996NaNNaNNaN
1175_niv_10007_100031.814428NaNNaNNaN
1176_niv_10003_100011.544758NaNNaNNaN
1177_niv_10001_100111.632952NaNNaNNaN
1178_niv_10011_100281.639515NaNNaNNaN
1179_niv_10028_100341.777186NaNNaNNaN
1180_niv_10034_100451.279739NaNNaNNaN
1181_niv_10045_8121.314452NaNNaNNaN
1182_niv_812_8161.593272NaNNaNNaN
1183_niv_666_100551.889828NaNNaNNaN
1184_niv_10055_100571.893178NaNNaNNaN
1185_niv_10057_100591.588620NaNNaNNaN
1186_niv_10059_100531.455636NaNNaNNaN
1187_niv_10053_100441.530699NaNNaNNaN
1188_niv_10044_100401.493974NaNNaNNaN
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1205_niv_10057_100551.892790NaNNaNNaN
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lA_X06450.979768NaNNaNNaN
lA_X06560.977602NaNNaNNaN
lA_X09950.980308NaNNaNNaN
lA_X16750.978598NaNNaNNaN
lA_XESTE0.978730NaNNaNNaN
lA_XGNA20.978906NaNNaNNaN
lA_Y06451.093409NaNNaNNaN
lA_Y06561.092897NaNNaNNaN
lA_Y09951.093406NaNNaNNaN
lA_Y16751.093109NaNNaNNaN
lA_YESTE1.093132NaNNaNNaN
lA_YGNA21.093179NaNNaNNaN
lA_Z06450.438334NaNNaNNaN
lA_Z06560.434930NaNNaNNaN
lA_Z09950.438674NaNNaNNaN
lA_Z16750.436455NaNNaNNaN
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" ] }, "metadata": {}, "output_type": "display_data", "jetTransient": { "display_id": null } } ], "execution_count": 24 }, { "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:43:18.589746Z", "start_time": "2026-01-22T07:43:18.432451Z" } }, "cell_type": "code", "source": "Export.Export.matrix_to_csv(fr\"Zwischenergebnisse\\_Qxx.csv\", [\"\"], Jacobimatrix_symbolisch_liste_unbekannte, res[\"Q_xx\"], \"Qxx\")", "id": "62eafa3c2148b966", "outputs": [], "execution_count": 25 }, { "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:43:22.498356Z", "start_time": "2026-01-22T07:43:18.596316Z" } }, "cell_type": "code", "source": [ "importlib.reload(Netzqualität_Genauigkeit)\n", "\n", "# Standardabweichungen der einzelnen Punkte und Helmert'scher Punktfehler (3D)\n", "dim = int(input(\"Helmertscher Punktfehler (2 = 2D, 3 = 3D): \"))\n", "\n", "Helmertscher_Punktfehler = Netzqualität_Genauigkeit.Genauigkeitsmaße.helmert_punktfehler(\n", " Qxx=res[\"Q_xx\"],\n", " s0_apost=s0_aposteriori,\n", " unbekannten_liste=Jacobimatrix_symbolisch_liste_unbekannte,\n", " dim=dim)\n", "\n", "display(HTML(Helmertscher_Punktfehler.to_html(index=False)))\n", "Helmertscher_Punktfehler.to_excel(r\"Zwischenergebnisse\\Standardabweichungen_Helmertscher_Punktfehler.xlsx\", index=False)\n", "#print(res[\"Q_xx\"])" ], "id": "9e6624251a23847d", "outputs": [ { "data": { "text/plain": [ "" ], "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " 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100400.1658210.1824720.1251240.276494
100410.1662450.1826190.1254890.277010
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100340.1658680.1828670.1250210.276736
100450.1661090.1829120.1252500.277014
100490.1661780.1830030.1254060.277186
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8120.1671300.1854170.1261190.279675
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FH30.1671380.1851220.1260920.279472
6660.1667610.1862250.1260440.279957
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FH130.1670190.1842270.1261000.278812
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06450.1656790.1818430.1257370.276272
06560.1653640.1817720.1247910.275606
09950.1657580.1818420.1258320.276362
16750.1655090.1818010.1252150.275905
ESTE0.1655280.1818050.1252530.275936
GNA20.1655540.1818110.1253320.275992
" ] }, "metadata": {}, "output_type": "display_data", "jetTransient": { "display_id": null } } ], "execution_count": 26 }, { "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:44:54.010507Z", "start_time": "2026-01-22T07:44:54.008742Z" } }, "cell_type": "code", "source": "", "id": "c58f1acdbf00a1c5", "outputs": [], "execution_count": null }, { "cell_type": "code", "id": "89fbcfe85fb6e4bb", "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:44:54.057968Z", "start_time": "2026-01-22T07:44:54.018530Z" } }, "source": [ "# Standardellipse bzw. Helmert'sche Fehlerellipsen\n", "Standardellipse = Netzqualität_Genauigkeit.Genauigkeitsmaße.standardellipse(\n", " Qxx=res[\"Q_xx\"],\n", " s0_apost=s0_aposteriori,\n", " unbekannten_liste=Jacobimatrix_symbolisch_liste_unbekannte)\n", "\n", "Standardellipse[\"σx\"] = Standardellipse[\"σx\"].astype(float).round(4)\n", "Standardellipse[\"σy\"] = Standardellipse[\"σy\"].astype(float).round(4)\n", "Standardellipse[\"σxy\"] = Standardellipse[\"σxy\"].astype(float).round(4)\n", "Standardellipse[\"s_max\"] = Standardellipse[\"s_max\"].astype(float).round(4)\n", "Standardellipse[\"s_min\"] = Standardellipse[\"s_min\"].astype(float).round(4)\n", "Standardellipse[\"θ [gon]\"] = Standardellipse[\"θ [gon]\"].astype(float).round(3)\n", "\n", "display(HTML(Standardellipse.to_html(index=False)))\n", "\n", "Standardellipse.to_excel(r\"Zwischenergebnisse\\Standardellipse.xlsx\", index=False)\n" ], "outputs": [ { "data": { "text/plain": [ "" ], "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " 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100020.16610.1828-0.00090.18320.1657109.035
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100230.16630.1830-0.00090.18330.1659109.254
100190.16600.1828-0.00080.18310.1657108.919
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100170.16580.1823-0.00080.18270.1654108.987
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100420.16600.1826-0.00090.18290.1656109.221
100530.16590.1824-0.00080.18270.1655109.020
100370.16540.1818-0.00080.18210.1650109.115
100400.16580.1825-0.00090.18280.1654109.157
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100380.16590.1825-0.00080.18280.1656109.029
100510.16600.1826-0.00080.18300.1657109.051
100360.16580.1825-0.00080.18280.1655109.020
100350.16580.1825-0.00090.18290.1654109.085
100390.16600.1826-0.00090.18290.1656109.181
100590.16550.1818-0.00080.18210.1651109.101
100500.16610.1827-0.00090.18300.1657109.126
100130.16630.1830-0.00090.18330.1659109.186
100280.16550.1818-0.00080.18220.1652109.100
100120.16590.1827-0.00080.18300.1655108.892
100140.16540.1818-0.00080.18210.1650109.118
100310.16610.1827-0.00090.18300.1658109.202
100150.16600.1825-0.00090.18280.1656109.337
100320.16630.1827-0.00090.18310.1659109.453
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100290.16600.1827-0.00080.18300.1656109.020
100340.16590.1829-0.00090.18320.1655109.108
100450.16610.1829-0.00090.18330.1657109.183
100490.16620.1830-0.00090.18330.1658109.189
100470.16620.1832-0.00090.18350.1658109.165
100460.16620.1832-0.00090.18350.1658108.961
100480.16610.1831-0.00090.18340.1657109.151
100570.16600.1829-0.00090.18320.1656109.120
100550.16590.1828-0.00090.18320.1655109.094
100540.16550.1818-0.00080.18220.1651109.108
100580.16610.1831-0.00090.18340.1657108.876
100560.16590.1830-0.00090.18330.1656108.901
8120.16710.1854-0.00080.18570.1668108.167
8160.16800.1854-0.00100.18580.1675109.704
FH30.16710.1851-0.00090.18550.1667109.260
6660.16680.1862-0.00090.18650.1664107.779
FH110.16670.1854-0.00100.18580.1663109.533
FH140.16680.1849-0.00090.18530.1664108.983
FH40.16860.1848-0.00070.18500.1683107.784
FH130.16700.1842-0.00100.18460.1666109.764
FH150.16860.1864-0.00130.18710.1678112.536
10.00060.00030.00000.00060.00039.031
40.00030.00040.00000.00040.000388.999
70.00030.00030.00000.00030.000311.529
100.00030.00020.00000.00030.000216.487
130.00080.00050.00000.00080.00059.692
160.00130.00130.00000.00140.001252.303
190.00070.0003-0.00000.00070.0003199.602
220.00080.00070.00000.00090.000718.658
250.00030.00070.00000.00070.000399.378
280.00030.00030.00000.00040.000376.820
310.00040.00040.00000.00040.000424.878
340.00100.00080.00000.00100.000723.126
370.00080.0006-0.00000.00080.0006199.707
400.00050.00040.00000.00050.00045.138
430.00040.00030.00000.00040.00032.919
460.00050.00040.00000.00050.00040.166
490.00060.00050.00000.00060.00056.916
520.00050.00040.00000.00050.000414.153
550.00040.00040.00000.00040.000338.522
580.00040.00040.00000.00040.000461.412
610.00080.00080.00000.00090.000744.752
640.00130.0007-0.00000.00130.0007192.173
670.00080.0008-0.00000.00090.0007146.287
700.00090.0012-0.00000.00120.0009100.110
730.00060.0025-0.00000.00250.0006100.055
06450.16570.16540.02730.23390.008649.939
16750.16550.16550.02730.23390.008450.004
06450.18180.18180.03300.25710.004749.988
16750.18180.18180.03300.25710.004450.001
06450.12570.12480.01560.17680.011249.758
16750.12520.12530.01560.17680.010650.010
" ] }, "metadata": {}, "output_type": "display_data", "jetTransient": { "display_id": null } } ], "execution_count": 27 }, { "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:44:57.193698Z", "start_time": "2026-01-22T07:44:54.188142Z" } }, "cell_type": "code", "source": [ "# AUFRUF: Hier kannst du den v_faktor händisch anpassen (z.B. 500, 1000, 5000)\n", "Netzqualität_Genauigkeit.plot_netz_komplett_final(\n", " x,\n", " Jacobimatrix_symbolisch_liste_unbekannte,\n", " Jacobimatrix_symbolisch_liste_beobachtungsvektor,\n", " res[\"Q_xx\"],\n", " s0_aposteriori,\n", " k_faktor=2.447,\n", " v_faktor=100 # <--- HIER ANPASSEN\n", ")\n" ], "id": "609575fa17b836a5", "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "data": [ { "line": { "color": "rgba(255, 100, 0, 0.4)", "width": 1 }, "mode": "lines", "name": "GNSS-Basislinien", "x": [ 3793994.4553709277, 3794753.815468344, null, 3793994.4553709277, 3794838.74681832, null, 3793994.4553709277, 3794752.6809824896, null, 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"Netzausgleichung: Ellipsen 100-fach vergrößert (k=2.447)" }, "width": 1100, "height": 900, "plot_bgcolor": "white", "annotations": [ { "align": "left", "bgcolor": "white", "bordercolor": "black", "borderwidth": 1, "showarrow": false, "text": "Maßstab Ellipsen:
Dargestellte Größe = Wahre Ellipse × 100", "x": 0.02, "xref": "paper", "y": 0.05, "yref": "paper" } ] }, "config": { "scrollZoom": true, "plotlyServerURL": "https://plot.ly" } } }, "metadata": {}, "output_type": "display_data", "jetTransient": { "display_id": null } } ], "execution_count": 28 }, { "cell_type": "code", "id": "7de561d7eaebb1c2", "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:46:37.991422Z", "start_time": "2026-01-22T07:46:29.856117Z" } }, "source": [ "# Konfidenzellipse\n", "alpha_input = input(\"Konfidenzniveau wählen (z.B. 0.05 für 95%, 0.01 für 99%) [Standard=0.05]: \")\n", "if alpha_input.strip() == \"\":\n", " alpha = 0.05\n", "else:\n", " alpha = float(alpha_input)\n", "print(f\"→ Verwende alpha = {alpha} (Konfidenz = {(1-alpha)*100:.1f}%)\")\n", "\n", "Konfidenzellipse = Netzqualität_Genauigkeit.Genauigkeitsmaße.konfidenzellipse(\n", " Qxx=res[\"Q_xx\"],\n", " s0_apost=s0_aposteriori,\n", " unbekannten_liste=Jacobimatrix_symbolisch_liste_unbekannte,\n", " R=r_gesamt,\n", " alpha=alpha)\n", "\n", "Konfidenzellipse[\"a_K\"] = Konfidenzellipse[\"a_K\"].round(4)\n", "Konfidenzellipse[\"b_K\"] = Konfidenzellipse[\"b_K\"].round(4)\n", "Konfidenzellipse[\"θ [gon]\"] = Konfidenzellipse[\"θ [gon]\"].round(3)\n", "\n", "display(HTML(Konfidenzellipse.to_html(index=False)))\n", "\n", "Konfidenzellipse.to_excel(r\"Zwischenergebnisse\\Konfidenzellipse.xlsx\", index=False)" ], "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "→ Verwende alpha = 0.05 (Konfidenz = 95.0%)\n" ] }, { "data": { "text/plain": [ "" ], "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " 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Beobachtungslinien (Gruppiert)\u001B[39;00m\n\u001B[32m 286\u001B[39m beob_typen = {\n\u001B[32m 287\u001B[39m \u001B[33m'\u001B[39m\u001B[33mGNSS-Basislinien\u001B[39m\u001B[33m'\u001B[39m: {\u001B[33m'\u001B[39m\u001B[33mpattern\u001B[39m\u001B[33m'\u001B[39m: \u001B[33m'\u001B[39m\u001B[33mgnss\u001B[39m\u001B[33m'\u001B[39m, \u001B[33m'\u001B[39m\u001B[33mcolor\u001B[39m\u001B[33m'\u001B[39m: \u001B[33m'\u001B[39m\u001B[33mrgba(255, 100, 0, 0.4)\u001B[39m\u001B[33m'\u001B[39m},\n\u001B[32m 288\u001B[39m \u001B[33m'\u001B[39m\u001B[33mNivellement\u001B[39m\u001B[33m'\u001B[39m: {\u001B[33m'\u001B[39m\u001B[33mpattern\u001B[39m\u001B[33m'\u001B[39m: \u001B[33m'\u001B[39m\u001B[33mniv\u001B[39m\u001B[33m'\u001B[39m, \u001B[33m'\u001B[39m\u001B[33mcolor\u001B[39m\u001B[33m'\u001B[39m: \u001B[33m'\u001B[39m\u001B[33mrgba(0, 200, 100, 0.4)\u001B[39m\u001B[33m'\u001B[39m},\n\u001B[32m 289\u001B[39m \u001B[33m'\u001B[39m\u001B[33mTachymeter\u001B[39m\u001B[33m'\u001B[39m: {\u001B[33m'\u001B[39m\u001B[33mpattern\u001B[39m\u001B[33m'\u001B[39m: \u001B[33m'\u001B[39m\u001B[33m'\u001B[39m, \u001B[33m'\u001B[39m\u001B[33mcolor\u001B[39m\u001B[33m'\u001B[39m: \u001B[33m'\u001B[39m\u001B[33mrgba(100, 100, 100, 0.3)\u001B[39m\u001B[33m'\u001B[39m}\n\u001B[32m 290\u001B[39m }\n", "\u001B[31mUnboundLocalError\u001B[39m: cannot access local variable 'go' where it is not associated with a value" ] } ], "execution_count": 30 }, { "metadata": { "ExecuteTime": { "end_time": "2026-01-22T07:48:15.288601Z", "start_time": "2026-01-22T07:48:14.975533Z" } }, "cell_type": "code", "source": "Netzqualität_Genauigkeit.plot_netz_3D(x, Jacobimatrix_symbolisch_liste_unbekannte, Jacobimatrix_symbolisch_liste_beobachtungsvektor, Konfidenzellipse)", "id": "9644b201a1210b40", "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "data": [ { "line": { "color": "gray", "width": 2 }, "mode": "lines", "name": "Beobachtungen", "x": [], "y": [], "z": [], "type": "scatter3d" } ], 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"stdout", "output_type": "stream", "text": [ "✅ Protokoll wurde gespeichert unter: C:\\Users\\fabia\\Desktop\\Masterprojekt_V3\\Protokolle\\Protokoll_Campnetz.html\n" ] } ], "execution_count": 32 }, { "metadata": {}, "cell_type": "code", "source": "", "id": "7df97977e9b23e21", "outputs": [], "execution_count": null } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.14.0" } }, "nbformat": 4, "nbformat_minor": 5 }