20191025
15462700
1.0
FALSE
CreateFeatureclass C:\Users\efs\Documents\Arbeid\GIS\2019\adt_hovedbanenord.gdb Trafikkmengde_Akershus Polyline in_memory\Trafikkmengde_Akershus No No "PROJCS['WGS_1984_UTM_Zone_33N',GEOGCS['GCS_WGS_1984',DATUM['D_WGS_1984',SPHEROID['WGS_1984',6378137.0,298.257223563]],PRIMEM['Greenwich',0.0],UNIT['Degree',0.0174532925199433]],PROJECTION['Transverse_Mercator'],PARAMETER['False_Easting',500000.0],PARAMETER['False_Northing',0.0],PARAMETER['Central_Meridian',15.0],PARAMETER['Scale_Factor',0.9996],PARAMETER['Latitude_Of_Origin',0.0],UNIT['Meter',1.0]];-5120900 -9998100 10000;-100000 10000;-100000 10000;0.001;0.001;0.001;IsHighPrecision" # 0 0 0 #
AssignDomainToField C:\Users\efs\Documents\Arbeid\GIS\2019\adt_hovedbanenord.gdb\Trafikkmengde_Akershus Oppdatert_fra Oppdatert_fra_6843_2_17 #
AssignDomainToField C:\Users\efs\Documents\Arbeid\GIS\2019\adt_hovedbanenord.gdb\Trafikkmengde_Akershus Grunnlag_for_ÅDT Grunnlag_for_ÅDT_4625_2_17 #
HentData "Trafikkmengde Trafikkmengde_Akershus # '4620 (Ansvarlig - id), 4621 (År, gjelder for), 4622 (Mfaktor), 4623 (ÅDT, total), 4624 (ÅDT, andel lange kjøretøy), 4625 (Grunnlag for ÅDT), 5220 (ForholdÅDT), 5223 (Utgår_Koplingsår), 7475 (ÅDT, start), 7476 (ÅDT, slutt)'" C:\Users\efs\Documents\Arbeid\GIS\2019\adt_hovedbanenord.gdb Akershus false # false true Europaveg;Riksveg;Fylkesveg
Merge Trafikkmengde_Akershus;Trafikkmengde_Oslo W:\O10212\10212454-01\10212454-01-03_ARBEIDSOMRAADE\21_fagomraade\21_GIS\Data_behandlet\Veier\Trafikkmengde.gdb\Trafikkmengde_OsloAkershus_merge "ÅDT__total "ÅDT__total" true true false 8 Double 0 0,First,#,Trafikkmengde_Akershus,ÅDT__total,-1,-1,Trafikkmengde_Oslo,ÅDT__total,-1,-1;ÅDT__andel_lange_kjøretøy "ÅDT__andel_lange_kjøretøy" true true false 8 Double 0 0,First,#,Trafikkmengde_Akershus,ÅDT__andel_lange_kjøretøy,-1,-1,Trafikkmengde_Oslo,ÅDT__andel_lange_kjøretøy,-1,-1;År__gjelder_for "År__gjelder_for" true true false 8 Double 0 0,First,#,Trafikkmengde_Akershus,År__gjelder_for,-1,-1,Trafikkmengde_Oslo,År__gjelder_for,-1,-1;Oppdatert_fra "Oppdatert_fra" true true false 4 Long 0 0,First,#,Trafikkmengde_Akershus,Oppdatert_fra,-1,-1,Trafikkmengde_Oslo,Oppdatert_fra,-1,-1;Grunnlag_for_ÅDT "Grunnlag_for_ÅDT" true true false 4 Long 0 0,First,#,Trafikkmengde_Akershus,Grunnlag_for_ÅDT,-1,-1,Trafikkmengde_Oslo,Grunnlag_for_ÅDT,-1,-1;Ansvarlig___id "Ansvarlig___id" true true false 255 Text 0 0,First,#,Trafikkmengde_Akershus,Ansvarlig___id,0,255,Trafikkmengde_Oslo,Ansvarlig___id,0,255;Trafikkarbeidstall "Trafikkarbeidstall" true true false 8 Double 0 0,First,#,Trafikkmengde_Akershus,Trafikkarbeidstall,-1,-1,Trafikkmengde_Oslo,Trafikkarbeidstall,-1,-1;Tellepunkt__primært "Tellepunkt__primært" true true false 8 Double 0 0,First,#,Trafikkmengde_Akershus,Tellepunkt__primært,-1,-1,Trafikkmengde_Oslo,Tellepunkt__primært,-1,-1;Tellepunkt__sekundært "Tellepunkt__sekundært" true true false 8 Double 0 0,First,#,Trafikkmengde_Akershus,Tellepunkt__sekundært,-1,-1,Trafikkmengde_Oslo,Tellepunkt__sekundært,-1,-1;ForholdÅDT "ForholdÅDT" true true false 8 Double 0 0,First,#,Trafikkmengde_Akershus,ForholdÅDT,-1,-1,Trafikkmengde_Oslo,ForholdÅDT,-1,-1;ForholdLange "ForholdLange" true true false 8 Double 0 0,First,#,Trafikkmengde_Akershus,ForholdLange,-1,-1,Trafikkmengde_Oslo,ForholdLange,-1,-1;Utgår_Koplingsår "Utgår_Koplingsår" true true false 8 Double 0 0,First,#,Trafikkmengde_Akershus,Utgår_Koplingsår,-1,-1,Trafikkmengde_Oslo,Utgår_Koplingsår,-1,-1;Mfaktor "Mfaktor" true true false 8 Double 0 0,First,#,Trafikkmengde_Akershus,Mfaktor,-1,-1,Trafikkmengde_Oslo,Mfaktor,-1,-1;ÅDT__start "ÅDT__start" true true false 8 Double 0 0,First,#,Trafikkmengde_Akershus,ÅDT__start,-1,-1,Trafikkmengde_Oslo,ÅDT__start,-1,-1;ÅDT__slutt "ÅDT__slutt" true true false 8 Double 0 0,First,#,Trafikkmengde_Akershus,ÅDT__slutt,-1,-1,Trafikkmengde_Oslo,ÅDT__slutt,-1,-1;Geometri__linje "Geometri__linje" true true false 255 Text 0 0,First,#,Trafikkmengde_Akershus,Geometri__linje,0,255,Trafikkmengde_Oslo,Geometri__linje,0,255;nvdb_id "nvdb_id" true true false 4 Long 0 0,First,#,Trafikkmengde_Akershus,nvdb_id,-1,-1,Trafikkmengde_Oslo,nvdb_id,-1,-1;nvdb_metadata_sist_modifisert "nvdb_metadata_sist_modifisert" true true false 255 Text 0 0,First,#,Trafikkmengde_Akershus,nvdb_metadata_sist_modifisert,0,255,Trafikkmengde_Oslo,nvdb_metadata_sist_modifisert,0,255;Shape_Length "Shape_Length" false true true 8 Double 0 0,First,#,Trafikkmengde_Akershus,Shape_Length,-1,-1,Trafikkmengde_Oslo,Shape_Length,-1,-1" NO_SOURCE_INFO
UpdateSchema "CIMDATA=<CIMStandardDataConnection xsi:type='typens:CIMStandardDataConnection' xmlns:xsi='http://www.w3.org/2001/XMLSchema-instance' xmlns:xs='http://www.w3.org/2001/XMLSchema' xmlns:typens='http://www.esri.com/schemas/ArcGIS/2.4.0'><WorkspaceConnectionString>DATABASE=W:\O10212\10212454-01\10212454-01-03_ARBEIDSOMRAADE\21_fagomraade\21_GIS\Data_behandlet\Veier\Trafikkmengde.gdb</WorkspaceConnectionString><WorkspaceFactory>FileGDB</WorkspaceFactory><Dataset>Trafikkmengde_OsloAkershus_merge</Dataset><DatasetType>esriDTFeatureClass</DatasetType></CIMStandardDataConnection>" <operationSequence><workflow><AddField><field_name>adt_text_mod</field_name><field_type>TEXT</field_type><field_length>255</field_length><field_alias>adt_text_mod</field_alias><field_is_nullable>True</field_is_nullable><field_is_required>False</field_is_required></AddField></workflow></operationSequence>
Project Trafikkmengde_OsloAkershus_merge W:\O10212\10212454-01\10212454-01-03_ARBEIDSOMRAADE\21_fagomraade\21_GIS\Data_behandlet\Veier\Trafikkmengde.gdb\Trafikkmengde_OsloAkershus_merge_33n PROJCS['ETRS_1989_UTM_Zone_33N',GEOGCS['GCS_ETRS_1989',DATUM['D_ETRS_1989',SPHEROID['GRS_1980',6378137.0,298.257222101]],PRIMEM['Greenwich',0.0],UNIT['Degree',0.0174532925199433]],PROJECTION['Transverse_Mercator'],PARAMETER['False_Easting',500000.0],PARAMETER['False_Northing',0.0],PARAMETER['Central_Meridian',15.0],PARAMETER['Scale_Factor',0.9996],PARAMETER['Latitude_Of_Origin',0.0],UNIT['Meter',1.0]] ETRS_1989_To_WGS_1984 PROJCS['WGS_1984_UTM_Zone_33N',GEOGCS['GCS_WGS_1984',DATUM['D_WGS_1984',SPHEROID['WGS_1984',6378137.0,298.257223563]],PRIMEM['Greenwich',0.0],UNIT['Degree',0.0174532925199433]],PROJECTION['Transverse_Mercator'],PARAMETER['False_Easting',500000.0],PARAMETER['False_Northing',0.0],PARAMETER['Central_Meridian',15.0],PARAMETER['Scale_Factor',0.9996],PARAMETER['Latitude_Of_Origin',0.0],UNIT['Meter',1.0]] NO_PRESERVE_SHAPE # NO_VERTICAL
Trafikkmengde_OsloAkershus_merge
002
file://\\nsv2-nasuni-01\prosjekt\O10212\10212454-01\10212454-01-03_ARBEIDSOMRAADE\21_fagomraade\21_GIS\Data_behandlet\Veier\Trafikkmengde.gdb
Local Area Network
Projected
GCS_WGS_1984
Linear Unit: Meter (1.000000)
WGS_1984_UTM_Zone_33N
<ProjectedCoordinateSystem xsi:type='typens:ProjectedCoordinateSystem' xmlns:xsi='http://www.w3.org/2001/XMLSchema-instance' xmlns:xs='http://www.w3.org/2001/XMLSchema' xmlns:typens='http://www.esri.com/schemas/ArcGIS/2.4.0'><WKT>PROJCS["WGS_1984_UTM_Zone_33N",GEOGCS["GCS_WGS_1984",DATUM["D_WGS_1984",SPHEROID["WGS_1984",6378137.0,298.257223563]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]],PROJECTION["Transverse_Mercator"],PARAMETER["False_Easting",500000.0],PARAMETER["False_Northing",0.0],PARAMETER["Central_Meridian",15.0],PARAMETER["Scale_Factor",0.9996],PARAMETER["Latitude_Of_Origin",0.0],UNIT["Meter",1.0],AUTHORITY["EPSG",32633]]</WKT><XOrigin>-5120900</XOrigin><YOrigin>-9998100</YOrigin><XYScale>10000</XYScale><ZOrigin>-100000</ZOrigin><ZScale>10000</ZScale><MOrigin>-100000</MOrigin><MScale>10000</MScale><XYTolerance>0.001</XYTolerance><ZTolerance>0.001</ZTolerance><MTolerance>0.001</MTolerance><HighPrecision>true</HighPrecision><WKID>32633</WKID><LatestWKID>32633</LatestWKID></ProjectedCoordinateSystem>
20191007
12373900
20191007
12373900
Microsoft Windows 10 Version 10.0 (Build 17763) ; Esri ArcGIS 12.4.0.19948
Trafikkmengde_OsloAkershus_NyVer
hovedbanenord
hovedbanenord
File Geodatabase Feature Class
dataset
EPSG
2.1(3.0.1)
0
Simple
FALSE
0
TRUE
FALSE
Trafikkmengde_OsloAkershus_merge
Feature Class
0
OBJECTID
OBJECTID
OID
4
0
0
Internal feature number.
Esri
Sequential unique whole numbers that are automatically generated.
Shape
Shape
Geometry
0
0
0
Feature geometry.
Esri
Coordinates defining the features.
ÅDT__total
ÅDT__total
Double
8
0
0
ÅDT__andel_lange_kjøretøy
ÅDT__andel_lange_kjøretøy
Double
8
0
0
År__gjelder_for
År__gjelder_for
Double
8
0
0
Oppdatert_fra
Oppdatert_fra
Integer
4
0
0
Grunnlag_for_ÅDT
Grunnlag_for_ÅDT
Integer
4
0
0
Ansvarlig___id
Ansvarlig___id
String
255
0
0
Trafikkarbeidstall
Trafikkarbeidstall
Double
8
0
0
Tellepunkt__primært
Tellepunkt__primært
Double
8
0
0
Tellepunkt__sekundært
Tellepunkt__sekundært
Double
8
0
0
ForholdÅDT
ForholdÅDT
Double
8
0
0
ForholdLange
ForholdLange
Double
8
0
0
Utgår_Koplingsår
Utgår_Koplingsår
Double
8
0
0
Mfaktor
Mfaktor
Double
8
0
0
ÅDT__start
ÅDT__start
Double
8
0
0
ÅDT__slutt
ÅDT__slutt
Double
8
0
0
Geometri__linje
Geometri__linje
String
255
0
0
nvdb_id
nvdb_id
Integer
4
0
0
nvdb_metadata_sist_modifisert
nvdb_metadata_sist_modifisert
String
255
0
0
Shape_Length
Shape_Length
Double
8
0
0
Length of feature in internal units.
Esri
Positive real numbers that are automatically generated.
20191007
/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACFAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD22NWjMKIT8y5kGMBV2+445HQ+rfhSa8WNZPNuF3uzCJZCUztHPXnGByfqehp8d0zWlvATvlkhAlfhsHHOW5UnOeOeOfrG8u3aIiVQL8vQ8Dpj25oAIpxLax3COsqvk70O7cuOMYznPHSiMhgh8wkDrkYP+Oen603DIw3knHPBAHYY/X9KeqFoUWZEV3GGI/hOOufXOMflmgBJ7lbUfOJHLlAMIzck4HQHj19BkngZpkU0b26Pub5iHXepGRnI4I7+nWpsK0agrsXGNhAwR9PpUbKrFjhgQcYDY47dO3BoAfG7rHJGrqvmOTnI5XPPGPwzn057VHiXczmRCzAq4YMcAnOMk8YB/wDrDseSJAxVCpcAKT8xBy2OPx9abNJKswaKN7ggnKIAJOucDJA4w3vxx7gFt4Y9kX7tBuGXYryc9P61GI8xSkLmPHK4x1//AF1HbvJcuLd4zGVyA5xhuScjBz+HHUdM4E21VcxRq5CHHznOcdee/I7+lAEcod4zuUQn0jf7vvnp+mPrWfchIztYGRi5eMkoQp4JXbjPPsGOTV9gEiEYKk84HXb1I/Ijj6UyaYouxi+52O0pGTgAgdcED8evb2TSasxptO6EgnEgjB543KMk5Ax1Ptkc9+vQ0+TfgkBmIA4HTuOD6/8A1qp3EkiToU2p5rDDbSfmGBkgdeM8Z7e1XpxsV2QnByzLjBHHTHOamL6Mcl1BocRqEcxgcAqBgDsMEfT8qdEiKrKXy2BknHBxgfypqZaNBIMN12+w9ePp+dCfKWKnafNxhQCW7HOR9fy/CqbsJIDKWMTI29HUkbORnAx+m72+vFTKCkcYCjf93IQgdM8e3Hc1XhRlTLM0hZiwQKFAJOce+M9/1IqWI7zGqncig8ls5OcA55z3qY3tqN6bFTUCJ4ms0wZnOcMMgYP19h/hzyxrCIqsKzXI2AptS5dQoPIyA3YAAVJFkatdz8jCoCO2ORnn3U/z5ppFjBLNdPKUIUplpWcsASW2jcec8cDPAHYCsoNO8/l91zSaatD5/ekWFhiedDk5Ql9uTjLZGf1P51FIViuI03tLIihVRepPuQQOwOPY01bmOS2H2fzH3qFj3BuM/wARJGfTr9PWrUMHkRbSys+QWY888dieOg71e790nbcpSyvBCI2j2iEKHISSQhQM53YG/wC7z1/E8G5tbeXkDOAMgkfKfwA6jHfNObEgwQHXBByevY00Ts8cgVVAXIZjnAwOeO/+eabWuok9AaSOVkKkGTOQOhA64I4IyMcEccUU5UWGNpMGQ8cAjdIc++B/h2ooa7sE7dCjLFDHOjRWSzSO+GYbCeOerHPUA8Z5Ocd6d5KG2VTGbdHXLICEZCeSNynGevQ/j3qckF1ctgdD1AP+eKfI3RiN2fl+X3rQghMZNz5pLFlGQBIy4yAMFenOD19PXNTwbQVIUlOoDMck5JznOfwqvB5qW8ZQou8qRgcDjr/9bipgZshtowSCQDzz17duPT/EAdJJFJI0So8fUNheASMjB7/0NQwt5s0q4ATrg43EdPyyD9c01pN7sBnYmCSO5yCAO5/+tj6Oj8wSSvujMbEbBtO7oOc5weh7d6AHKqfZymwrs6AZzx/PqPWpTd/IoJkGHygOSSMHPQE9P/11ThS6USf6RCXbIjYQEL93gkbju5yeCOuOMZqdA4MvA2hgRvz+P8qAHysZmLS7H+bGH7d+n60q/vAVHPUHqMYxUBQSXGVBVz94Ed8cZxwce9TKnlIAMlzgZI5P45+vrQBGYi2GCgkpk7gOT9f/ANdOa4QwqxxgYQhcEA5xgE9uB1xVQ3E4maOOwuHQOo85GiAbLDcfvA8ZJPA74yeKnjVGXG1hklwG46k9R+NAFeQCfy1jncli2VUrkDp82RxtyAfqc5NXZI1woLg8gbmXO4jBH9fxOe1VUijt7uGRBKAyt/rGJJPGCSx64H1xVhpi0IkRmBY5G9Two44HGPx9aiO7KeyILi1mkkBhuXTggoCoDE98lScjqMccc8U+OO4hgECsZHVB+8dxyduDnAxnPPAA9h0JNuD71mnCKA21Qp3DJznIz+WOnFOELAu3nSOCgGGUHp14A6mqauJOxFBC19CgmjtlhZCqpjzPlI46+wHGMfL9KVLUxmQWd26JsMSpGFIRxySCQQDnOcg89c8VOkwhZIQko2Ajdt3AY6d+uCOn9KjvZooVil8x2ikbcUBX5gBkcYyeQo696zulG7Ks27Iz4Bcx3iLHOjSPCCCxG2QKcAZA4Pc4H4VdtrArJIJ0iYlt6vt3HJOW7DHPfvx0xT7RA6eeS0ayblVSMMmW6exzViIKlvGZGDNgYOeC3sailTS1+aLqTb0GCGE3RxAocgF2CgYGeueOePwwPxbGyLEiIRuZThhjcw4G4ccjofyp0vmrIiB0EQ+d2Zc7sHJ78Zzwe2DwabJGpbMi7tvIQdjnk/Xkf5NbW10MvUfbj5QqtwvygHGR3x+X8qaqQmGGVwd8b4SPeVG4Dack9Rz/AF5oJCyeXFvy67jg5KgegwRnnp/Omu8a3UEKgu8ZJkB5I4XoCctg7STz1HNDY0idA8jPNIgALfu9w+ZVAwPcdT+fbpRQGaQo7DaNudg/vHvn/Peiiz6BZdRjFAHbGAvGFHPXsBQzBu20qcZx171XhlaWMrMqlsnfGBwPYn9foRTmnVNrqpdSwVtrcgnoPzI49CaokesRWGON8Hy/bgkZ5P44NOd90JJUc/KQ2D7fj9O9RlCo3N95lAfLcgckE+h698cVIgIdAwGM4XJzj/Pr70AMgAYnawKoMcdzx3/CleBXJGXAIDcMVwex4x3HrSYYxv5TKowAC6lhnqeMg9Md6ZlYZeJdyvhRFkfLyent7e1ACJAiSh0e4MmAoBmcrjHcE4P1xnr71LKGGUU7ckK29CwIPbr74/pigBpNuwsv94hfXHqD2pl7fQ2amaSVFUk4BkUFiOCOSPfj2/CgBksrpcrEtrJKjPtJDJ8qkY3EbgSo/PjpUs8wS2EkgZTwDtQuRnjpjOM+1Cje7nAVyuNw9fYHg1JEhnuTFlcbgMkkHjn057/lQBW81mgYqTE25hudWAyBjHI45x9T6951ZioSUIDg58vIAwQMD/P51JcW0yyRAuRH1KnknGfyPI5/wqA5Du7E7eWOffsMDp159aAG3EIntWjimMTcFGXGFP4gj8xTreR3slLuJDtO8gFSWHB47c9v51E0MNzLHMGlQx/MQs7Iv/AgrYOPfI5PrUdn5bxvCkh84FgAWzk5yDznjgc8+/Ss5O0l5lrWPoXAWijLyK+VYDHUn8PxqsL+VpZAlldLtbb5hjBU5JAxzn3PFOFtCkLmRisjO26ZgN/OTgNjt0BPOAKgvIpovL/eJKwZsZZwCzYyCNx5wcj0AOODRKdo3CMbuxaknW3uY7Yp50pPykDBA7k8+oJ4qmtuWvoJJnkBeRwFbog3ZwpB46Hn/wDUUso3juZ55eGK4WVmJZwfUEDbzjHJzz6CrdnGgEt0Q6JlsQ7tqqcktkDjOepJPOTxWKi6lnPvdI05lC6j8ySUTQQ7vOlYgrgfJmQ46dO5z/PinQupxE037w/N5TkZAOT04PTOM0rxNG4MLbODtDAn6jrwOgwPSo2uYkuY4pvMlJUj5LdmAKjJLEAgH0HGc8Zro1MdBfNVwdqyESZG4DgJkjcD78dM9RxjmkkTa/nElpd37tScZGOQB7gH/IpLuWG3jRrmEyxq26PEZcgqpbIXGd2AegJzUpVcGRRJvyePLwQAemGHTn29qndFdSBbm7KyXCQlm8wKixupyucEgkgHg557e5GC2nmlcySW1zb8/vDKYyG6dNrnGP6HqTmnR29tJtmKxTPvZhJw553cA+nzEfTinQogiWGAuD8uCqfLGvGRjjHAxjqM54FCtbfURPIRgksFI5yegopoRuvfOQSvI9eP/wBXTpRWhIt7CyXBKSvk7cDOdvPpg8E5yfasvTrfmffLmQyYkVWfCncSMBmIHBGSAMkE+gG1fBTKdpO/YM+gwcjOPr0/+vVEoZY8jyxL/Cy87P8AJFJ33Q1bZkhCy5Y5K8ccHAHPNJzCwkZtsW3DA845OP5mo1ZlnKuqBTyHBOO/B9M5/wA45qTXIkuMR3pCDcJVTaVcj5SvKnkEEYBznIwe0uSaHZosw2Ulusj/AGieRmAx5kuUGAQOPfPP+IqxlDIm/AGCQCMGox5kUCRSg71xl1wc9Mg5wfXn8c0xyzSxFAG3MSpGSQvc/T7vrn26hqStcTjroSRNFCqpHGwhIB3RjLL+AHPX0xyDTbgyKyOYkeMA5fOGjIAAHPbBfnPHocmoH+0TI8cVzIspbYfkAVSOwPb16nH5VZlk8pQbkquCdspIBBwTjBH+PTPGKUZp6jcWhTE67CyDO0ce+f8AIqUL5bmRQoBbqD0OcY/D+lZlxrlvHcxQ4J86QiDajEu20kgBQSeAxzjGM9cE0Fpbi1nXDAZAkJt/LDHpyH+ZsYHPQjGM0lUvrFXHyNaN2Ne4nd5FckpHgYzz9ePTkdarqjHd5YDBecYyB9efbFMa4MsMT+avmfeZFG449B09O9NN0onlZdx8sc5O1QOep98dPpVc6te4uV9hki2lyJFuxHKqFAUnQFQeDkZGD1HIzzx24VIIRJueAAsu6IhQMKuB17HkelQ26y3OZQry+XhmMxKB3xn5RgY4IwT7elOuZWJ3b7hZIxtWFGDK7ZB6lSc9Oeg/OsfaRkuaS0NPZtO0XqNunlt5AQ5klOEhQx8Fj3yDjOVJ+h9xUcJe3iW9ulknLfPEdwwM457c+/an3kET2G/UFSXlQUZPlzkZAB+mOeDn3psN/bpCxS1hkX5lBTGSoJIyMfjg/wA+Kxkkp803pul/mv627mqbcLRWvV/5E8RgmeIKj/ugp5GMjcQCO+PkyB7jvik/snTmkEkVnZfIwkUpEBtwcjnt2P5+tVY5k2vHOiiFhiMmXcDGBxnAOPx//XroyTMoWQMCxIYj7w/Pkdcf1AropSUl5mNSLi/Iayh0SRSof1IyT7du2fzpI22Qid5okXlQJATnjg5yO596X946qgAaQcZPAJ+n1/nUBuFkutkJOI5WVkDAg7c5OBxgsQT3ycHpxq3YzSuNjfUJbwGdrc2rISohhYNuBxyxbAzk1PIk0kRaRxvHzBl+boeG/LnA71LH8yZ+blsjceR/hxUbEMhUrgYwuM/h9KXLpqPm7CrNux5yFTgjAOQzDqB69D1xTkBCsNwMg+8M8Z7DOPTAzVSHRtOluRfGEm4cBy4kYhjzggZxn5jg4yM1ZilV1G3JbkE+uO+fccj2pLdXB+Q6Ri8TqHwSPmI6gZ7D14/MUU0xho/K2MoIHyo5Uj2BHTpRVkj7mVQJrnBGRna5IAAB59s/j0Heq+JBCS0p3txngdB2H61J5vmJlvlywGHXtwMYPXr+tQOMyKGZlm4bbvYDAJBwBweCfx257YAJRbiR3DMWfYRnoSNp7is+SQ20LwkuxjlUoHfAbIyOT06fTPWrqwmZAnmyxPlWLIOQQQcfMCD0wevfpxTbtYJh5ZJd43BGQM5zuC4HscY9B7ZrCvC6ut0a0pWdnsBvEeczSp5cPSNmkX95kE8AEnII9j6Zqv8Aa5UvJEs7UMGDgl8qMjtkDkj+WBnioLdpFadhEI0iH7yQsqAHqxLdu/pweMY5sHTtRMPmW8oiDMGkUHkKMZwQOTxjHfv1rH2s6kbxX9fPQ1VOMHaT/r5akXmy2qR3LYTlUI85nQdRySMnBOeg/PNSSvMXlukhe5APTaQrLwMDPTHPr+HIp1rosMeoxHDyAlvNMnzDkdD2Of8ACtb7CiRkWtrHEjOxdEAXJHyhh74UfkKdGFRp83u/j/wBVJ001y6/gY814ZXLW5kUfNkZ68g5478flURuVmLS4Xyx88m3jPHJOMY7nJ9eeK3LnTrG4iVrgBsKCQrYBHTP05rFm0+S0vEiikEkyoHChQMjceSCRnpye3H46yqTi1daf10/4f8AzzjGEk7PX+uv/DE8nlabNi2YbS33Wc43AY9ee/Hr9KrRRSOQixTGTYAHnjPOCDkZ7D8PekK75FWR2N4XwqKAQoz82ME8Ag54/nWhZ21vY2g8mGFDu8o+TEIwArkAYA7dPT25rGEFUbS0S6f1t/Xc2nLkSb1b6lG40vbas3zXMoG6NJJTEmfcgHBPrg+lMWBbdVkmj2xmMYCysRGTnlWOPTrjPOeK1LuTKNEoZFAVV+bBAJA6889vqKjmkhmjZhHIzg5jIjIbPGMcfTnGPyq5YamvejHXe/X7yI4ib0k9CsBPf7HWZjGXKYU7iCpILcDj+IH6fnPDZQxiWFxv3cBiu3I6Y9Ox/CprWeCYyPCSwAAZmUgkgd+PT+tRNLM8s0X2fcAPkdGyxboQQeAeQc55BrSNFbvUh1XsthLO0YxPCchwwBMaBWdQOBknBwDj14znrUksE9jMWjErRElmLFfmOW+UY54GD0/M5ogDwXCSGSaTOAQ23ORz2AHsa0bkG7ZYlZAgIYuDk8jjA9e/tgHmnye7bqhc2t+jMm2upwpkCRygKN4jchskMvynAJ6Z7YGcE45sxxqGaTY6s+VJbHckk5HTr0Pp0FVjCoV/JQxyFwdhc85ILdRwSuD/AIYqcxbmVfNfLYXJlPPfpn2H60R5m9QlyrYEmSNCsaSEZw0gwRkk56ckjAycd/rgiDyOxkBSNTtXn7w9T7ex/wAKchDOoQY2nJ4xnjA/Hj6U/JbejEbF6Nnn8auze5F10IJVSOLbuYxqoAjILAHPyjA5OenX2xzTITstY5IxvWRVYuScNwF3ZHPT2x71chYhyGAyeWI7egpgghiUbIlQg4XaAGHPAB/Sk4PoNS7jfmnZhGWiAAG4LyfbJHoRz/8AXoqC5SK2WaZftBcqSVihy/y5yQAOpz+NFTdr4kOyezJ43WNVkULK/wApB6A+hGOKilkm8zbB5Tlvlz5m0huT02n2pwLj9yyLHtK4IIxjsPr1p4zFJ5nzBwMcA5wcc9Pr/npqQDoYtseWDEFQG5IPPOevrWe9ijyCzil+WUPJIyoNwLHnGADkknIPrUyzxSTbFZmCjBQEks2RyGzyOOfzPXmTT9PikmnuJSEhkG1QjlARxjGD0AHX3Nc1STqWilp19DeC5Lye/Qlhjt4lS3aPMRBZi6bwoAxnJHffjntnGBVpGUz+SPLSR8uRwGJxgnjBJxwCMdKf9jVZ4Vjcosa8BmLs3QZ+bnI45556+9mONllJEcaqc7mByxOTjt75/GuhJJWRi227sbDEbcHLF8kYbBJ5PT/6+fWqN7rMdlPsAMjf3fNiTgZ3kB3U/KAGPbGMd60t4Eg3MQxBABI7dT/L/wCtWVpU0jTyPNgNMqsVUfUBvxHOOopOVmkCV02aMBLCJxGYNyAtEVGRx0yCRx7E1Rv4UjlS4gkEZiwJFJGNh9j0AxnjHT8RqShljd0GX28AnjI6VU1FVXTbnaWDPGyjnJ3EYAGe+TRP4WOPxIyrk+XdxXuVAKeXKpJzsPOSO2DipJLi4aYxz2ciqHCh1ZSCpTJY85A3YXHJzjqCSJLh2aCYq4cYO3OPTgD6nn/IqMeUtsrOQcqMMSTyeO/Tr/SojFRm0uupUnzRTfTQcAgwV4TG4qW4QdT16896lTdGSeccY9OlRvuZlIbanBPzEEjn/wCtTZN0jAqpHzEZGMrx1znseOM/4amYiqVXYmOTyAeehwAcjH+ce0L29tDOr/ZNzPtPmBE/dgdDzjpk469DT0lbziotZASPvsyAEjoTyTjt0qcr+7woUBgcDP48n+tAFZ5mYkLDIBvXaflIbBzngnjjOfTHfir7qIo4mIA8wnYRgYyc5z245yKz97SX8ZihKohKO7IylsehI6ds8g1uxwsbWJJmR3VVDMilVY98DJIB9CT75qVuynsihInmwRqsZDAiRWJ4Ld8Ed+PyJqkiWs1158ka/alURuCc7cHfgj65IPtXQKsZDR7QO5X6k8/jzWNLbJHcKSg85kIIUYZgCBnPHTND02EuzHEHexAUFmG/5uSvbnt/+v1zSDbvUvGo3YXg9zgEY/8Ar9qhkW7txuiiSXPzMjMFPfAGBjsOv51NlXIZQRsycbcHJz2Iz/Lp3pphYIrgSo2ByG2NjONw64yBkD1pfMXIw6evX3qG0sbOwlkazs4LeSVgztFGF3sSTzgepP5n1qeM703FflOCoPQgj2piFKK3zScZGOT27/yopSA6gN83RufUdKKAKLyXTNGitGsjnYVHI6E7jkZ/D6VFFY/vGaa5mnX03fKMk+4yM54+nFXiyuGAJjd8E4OCozwcH1x+NQbX+Z1uYpNo2OADksMEj7+AfvfmPTnF0k3d6/12NVUaVo6f13IItkcd0FZ4zu2hXQDAzgEcdPU81sWkSyRKojdkZXTe+0hVBAxj36jg98++ZFcWly3lIwfzoxLHklleMtncOxB3D8x7Ym0lNMg1CaNRZpcEiROEEhGFXcMckfNtz7gd+SCSegptyWprJYWVuCY7OCMBzJ8kQHzcfNwOvA59qmUboU3vu+UEkHg+9EzhAobd87BRt6/5+lOULFHhVCqowFAwABWxmZ2oXkJYWokIZhnCrnI9PT6j3FUHUyywyKNqqCTuX5gcqRg9j1p8pW8jkkeRY0ZgI2RhkfN1B9zjjn8+lV7WX7Z5okuCm/JRn+UAgjjvxn6ex7ZuzV2WtGdO7ZOxXCueR3OOM8fjWRqE8bXFtbNIBJ5u4fKcNjtnpnBx+I6dKtz3LRF3UZfYqpEVxhmJ6nv2JA6AE85FYMuL+6iVo2a3VWRyyNuDN3wR16c+59DSqvSyCmtbl5TcvJGXniCliGUQncQRlQDuOOMZOOeemcCkk9+sUSQW0Eu0bcvM0Zzg5yNrdCF5zzk9MYZYF2b5I4LeGPKvJg7dw255BXpnvn1/Ge2lkFsTIpEnzN6A5OeByccgd/xpqSk1L1BqyaHBSbL/AEmJEd8GQISyg/XAyB0yQOnanJJI8IlCptBz948j24Hv9cD14GGJv32NrKQPl5zzx+ROPqaV1EcjsJlBVQX/ALo9/wBD+X52ncmw+IFgXZdhHOAcduvr0x/KoYZA8EYRXSQfIVcc5APp/j1HWmxMZZzG8EoQDeJiyGORieg5LdOegGO/ap0klcsWiwqnGQwyMn0HsCfxpiGTxw3EqXIjSWSM7Y5FQb0J+VgDjj047VctLyWOQQT/ADqeVlHQegP+NQbOM454O0jv17/SoHj3qFEjdiFypx3Bzj6f/XpNdUNPoze5Lq6nKt1xz9Dn/PWszUU8s+a4Vwh8z5uc49uBnAx+IParFnKzs8MmAeeOmPp6g+v1+gbqMbGzyQGOVVhjAYEgE9/XP+c0m7oFuU7a1gg8wRwRRsz7mCIFz0AJ/L9BRtjKFgWPHUZJx/jT2GTjgtk4JGccDJ/Wlb5fujtgDtVCI4pXGA4US7ArLt69RkEf5xmnSk53AY5ycnjio4izXTAuh3Z2LwMAEZyfq3+c1KF3nAB2spzx1yf/AK2KmL0GxjFQ5jjAC4wMHp68fl+dFKAoBXgSHG44we4yfXpRVCEbaZhJuKqQBz3Pbt/nNQgNGVVIgBnmNcfN/L04/wDrYpy3YltRcoweMxq67cncpAORxk+g4qK0e4WRpNRSC2JI2Yl3FuCSCCBtPHOM/pQARJLDA8sYiiRgd2FJycYBPduMY/rwa0tNjljkYSPGSwLMFGCDuOO/pxjH4+tG3jSVpDK8UrK3RCCByCMj1wqdu3B5pUt1ll3sJ1inYB/IMiNzwCShBxwvJ6c9Bk1KilsNyb3NYQqbpT+8wg3ZZiQScjAJP1yMenpVG+gt4ZcQWpEsu7c0b7OASSTg5zmRjnHc+ozet0W2SWON5HCyAYkdmK5A7sST1z+lZ97cIdQkQvlwiqgBHG7I/PI/z2bBETW/zB4wPMSNkTfz9CTyfxplwsgUCJipDNjp83yscH8aeuEuWi3kjYuAWJPfJ9e3WkkaIxiRo3QrIAF+7knA46Z64/OpdrMpbotXwle2tboSZCHeYwoIfK44zyMZOOe/NVbSSOC4uZXkCxbGZjJwExzkEnA4Y5+h54xVkYS3itl2/LCMkH19Mcds9+tZzTGCQzMAdsS7WJH3hkZyT6E96melpMcNbxGo8d1ZNLDID8h5iYMPn+cjoQBjbj2I6cVFcvbbPs8/kSRwRKzPKAQp5w2cEA5xjI+lJDJcXEM63FzG0SHeCkLIRkZxyx47DHXHU5wNK3iaErGzMeM4xgDr09e/5DpUwSbuv6/qxUrpalOK9huI4I3mjEcrhQoiZMk/MoBJHOD17np6VYhuw6cESjeFR1Iw+f6jnP098U6VI0ukmMjID8rlcAe2fXr/AJFPxHKhi2kkAcMO3qM/5FaWZndDfLkjREDgpuBG7Oe+ec/T170/McQZSyA78hiufXPQc9jjPb1qOFiYRkuGU4YsMdDz2xUmHaFEZsPkkbRxn1qk7iasNUskbNuAbdkjqApPUD3HP1pLcXXmyGWdHiICxgR4YY6knJBzkdAMYPWpXZtynCuQqjaOpABwR71G80cVt5hnQRn5QxcKcE4HJ6DOPy70N2ESRkf2hGoTcxAJdf4cHgfjk/ka0LuNZrWaOVN0bEAggcjj3rO04q0aXRljkQtvaRWypHQY6gAegP8AWtG6xJahuPLzuLZ/hx/kULYbM+EM53gHdt+b6A4I9M/j/KnBjtLOwA659PzprFvtcqDIHlgk4ODkkED8F6dvxph/dKsZKhWG0vnad3Qf5z6ULYGRCRbiXNtPGy8MXVs7flyBgdQQwP459KIb151jZIpApjDruRkOM4xyAM+xOeecY5cLbZNLKJZnE2Bs3fKoAHQcYHGfx+lTKzF2Q/MBhstwB9MD1FK1noO+hWnsrO6driW0gkkAMIaaMMQDkHHtz0GM5NFTG2iZ0kKlNu7lMhiM54wfr79aKXLJsG0hIt0bsHkaYoxCtIF3AYzjIA4/X3qByIJ43VRl5UB9wxVefUjdwfbFFFWSXlAKyEjuRxx3P/66dazEaokbZZmicls46MB0oooAuXExC7FypbaA4xkbjjPI7VmRRM5XzZpJg0aljLgljtzzgAd+gAHtRRUy6Ia6ivEqR5UKoVwQFXABzyePUf57VnyWtlqN0oubKGRYGkChkUjoGPUcAnqO+Oc0UUprWw47Nl8QyBrbZKArfIdy7iBk9Dn3/wA8YhutrXEUgUAwxSOoPIyOKKKirtbzX5ouG7fkyG6YM0TAFGJUEqxGQZEGP1q1LbRQO6J5i7DuUJIVUY28bemPb6+pooq4/G/kS/hQmoZSB3UgHy2IOOmBnirCAfIFG0EH68AnrRRVLcgrSQq0kiN8ysQGDc5zx+Hb8qmZRvZjz7GiihDYzkkt5j5UE54552jt2B/Sg28cl0jDcshViHGMjP4c9P1oookrgnYsW8bxRsJJA/O8YGMZOPU/XNXY/mtCxxnBGcehOKKKI7CZkB2a9jhDEMUVyc5HJORjr9OeOPxjguPNIjKkfu0cnPJznjp7UUUdR9CaO2USByzltxfh2AyRjpnH4dM84zzTI5Al38q485B36Y5/9mNFFDEh9pMZrqdcsoi4wCOeB7cUUUVNhs//2Q==