Parks and Protected Areas Line - Surveyed
CSW_ADMIN_BOUNDARIES.PROTECTED_AREA_SURVEY_LN
2014-01-01T00:00:00
NRCan - Canada Center for Cadastral Management
<div style='text-align:Left;'><div><div><p><span>A Public Right Area Object representing the spatial extent of a protected landscape as a result of the public interest or common good. These areas can include habitat, wilderness areas and other special management areas. This cadastral framework provides a parcel base of properly structured vector data designed and suited for Geographical Information System (GIS) application and can be used for land management purposes. This data set is not be used for defining boundaries. Administrative decisions should be based on legal documents and legal survey plans.</span></p><p style='margin:0 0 0 0;'><span><span>Distributed from </span></span><a href='https://yukon.ca/geoyukon' rel='nofollow ugc' style='text-decoration:underline;'><span><span>GeoYukon</span></span></a><span><span> by the </span></span><a href='https://yukon.ca/maps' rel='nofollow ugc' style='text-decoration:underline;'><span><span>Government of Yukon</span></span></a><span><span>. Discover more digital map data and interactive maps from Yukon's digital map data collection.</span></span></p><p style='margin:0 0 0 0;'><span><span><br /></span></span></p><p style='margin:0 0 0 0;'><span><span></span></span></p><p style='margin:0 0 0 0;'><span><span>For more information: </span></span><a href='mailto:geomatics.help@gov.yk.ca' rel='nofollow ugc' style='text-decoration:underline;'><span><span>geomatics.help@gov.yk.ca</span></span></a></p><p style='margin:0 0 0 0;'><span></span></p><p style='margin:0 0 0 0;'><span></span></p></div></div></div>
This data is used to depict the cadastral framework for the specified Canada Lands - Park and protected areas.
This feature class is the LINE equivalent of PROTECTED_AREA_SURVEY_POLY. It also has the COGO values.
Government of Yukon on behalf of Natural Resources Canada
Esri ArcGIS 10.4.1.5686
YukonCOGOSurveyProtected AreaGeoYukon
Yukon
COGO
Survey
Protected Area
Weekly updates
1
-144.018888
-132.480202
59.727198
68.873515
1
-144.018888
-132.480202
59.727198
68.873515
1
-144.018888
-132.480202
59.727198
68.873515
Geomatics Yukon – Government of Yukon
geomatics.help@gov.yk.ca
<DIV STYLE="text-align:Left;"><DIV><DIV><P><SPAN><SPAN>Open Government Licence - Canada (</SPAN></SPAN><A href="https://open.canada.ca/en/open-government-licence-canada" STYLE="text-decoration:underline;"><SPAN><SPAN>https://open.canada.ca/en/open-government-licence-canada</SPAN></SPAN></A><SPAN><SPAN>)</SPAN></SPAN></P></DIV></DIV></DIV>
NRCan - Canada Center for Cadastral Management
https://yukon.maps.arcgis.com/home/item.html?id=6d27e9facf7843e1a7b51241832dede9
https://map-data.service.yukon.ca/GeoYukon/Parks_and_Protected_Areas/Parks_and_Protected_Areas_Line_Surveyed/
Feature Class
1872
CSW_ADMIN_BOUNDARIES.PROTECTED_AREA_SURVEY_LN
Feature Class
1872
GRIDTANGENT
GRIDTANGENT
String
10
0
0
GRIDDIRECTION
GRIDDIRECTION
String
12
0
0
GEOMETRY.LEN
GEOMETRY.LEN
Double
0
0
0
SURVEY_PROTECTED_AREA_LN_ID
SURVEY_PROTECTED_AREA_LN_ID
Integer
4
10
0
GRIDARCLENGTH
GRIDARCLENGTH
String
10
0
0
AUTOCAD_LAYER
AUTOCAD_LAYER
String
50
0
0
DELTA
DELTA
String
10
0
0
DISTANCE
DISTANCE
String
10
0
0
DIRECTION
DIRECTION
String
12
0
0
GEOMETRY
GEOMETRY
Geometry
4
0
0
SIDE
SIDE
String
1
0
0
OBJECTID
OBJECTID
Internal feature number.
ESRI
OID
4
10
0
Sequential unique whole numbers that are automatically generated.
TANGENT
TANGENT
String
10
0
0
ARCLENGTH
ARCLENGTH
String
10
0
0
RADIUS
RADIUS
String
10
0
0
GRIDDISTANCE
GRIDDISTANCE
String
10
0
0
GRIDRADIUS
GRIDRADIUS
String
10
0
0
EPSG
6.13(9.3.0.0)
ISO 19139 Metadata Implementation Specification
5000
150000000
2015-11-25
09525100
2021-01-03
10:04:21.07
FALSE
2020-12-02
13365200
1.0
ISO19139
editor:esri.dijit.metadata.editor
002
PROTECTED_AREA_SURVEY_LN
30780.738700
500797.555200
611738.407500
1600899.233600
1
Projected
GCS_North_American_1983
NAD_1983_Yukon_Albers
Linear Unit: Meter (1.000000)
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dataset
2020-12-03
F70B1C01-5ECC-4027-9C11-28309BBACB3A
Geomatics Yukon – Government of Yukon
geomatics.help@gov.yk.ca
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pJJaDWLYAJaqBl0Vgd3nvktvbn7xBLZK9L+398ZvEnwk+FmnReGLoadd65dvZTXyZ86GIRlj5Rz8rHgbuoGcYOCOZ/Z6+LWgftmfBnU/hr48kWTxRb2oSaQkCW5Rf9XeRf8ATRDt3e/PRsVxQUlFTlrFHp1JQdSVODtNrf8AQ4z/AIJi+NNAtdL8YeG5r63s/FF5dR3UCzkB7mIIVwmT85Rskr/t59cV/GX7Pv7Weg65darpPxGvfExEhliSz12SBXBbGDby7IVOPmKjKjsSa43wL/wTn1nxFfeM9I1rxNb6Jq+kXUcWm7YhKl7CVLeeU3BljYMgDDOGWRTkqa9f+Df7K3x/+HfjzSby++LEDeGbe6WW7so9Ru7sXEIcMyeRLGIwXC7S2crk4J77SlBScoyXzRzU4VJQjTnB6dUz4R+NGoeN9U+I2q3XxEiu4vFrlBdreQCF/lRVUhQAoUqBjaNp6jiuPsxcNeQC0EhujIvk+Tnfvz8u3HOc4xivrj/gpV428O+KPivoen6PPBealpFg0Go3FvhgrM+5ISw6lRuJHbzMdcgfPvwF8SaT4P8AjR4K1rXVU6RY6rbzXDOu4RqHH7wjvsOG9flrthJumpWPMqwUazhzX13PsVvg3+1z8WrG01XU/Hcfgw+Wvl6cNVmsJAuAMutrG2WOATvYkFug5A+kPgf8NfiBpvwt1fwj8Xdc0/xebkSWsVzbyyXDvavHsaOZ5I0LnO7k7ic8mvN/2wP2XvFf7S954c1bwl4t05NKt7UL/Z+oXEi2jklmW5jaJHDMyuF5HRRg8mu2/ZH+A9v+z14T1bw5Pr1vrfiK4njvtSW1GI7fcpWNFB+bBCMcnBPoK8uclKnur9rHu06bjVas7d29/kfHv/BMP/kvmv8A/Ys3H/pVaUv7av7T3j9fjZrfhfQPEupeGtE0ORLeOPSbl7WSaTy1LvI6EM3zMQFzjCjjOTSf8Ew/+S+a/wD9izcf+lVpXkn7YP8Aycx8QP8AsI/+00ru5VLEO/Y8vmlHCLldtT7k/Y1+IGr/ALQn7OvinSPG9w2tyW8s+lPdXIDPPbvApG8/xMNzfMeTxznmvnn/AIJo+A9P8SfFzWtfvoknk0GwV7RHUEJNKxUSD3Cq4H+9ntXsH/BMf/kj/jb/ALCx/wDSdK+af2Gvjlp3wV+Lzf29cC08P65b/YLm5b7lvJuDRSsf7oIKk9AHJPSseV/vYxOnmX7idTzN79rL9rLx/rHxi8R6JoHibVPDWg6HfSafBb6TcvavI8TGOSSR0IZtzhiATgDbxnJP0t/wT7/aG8SfF/QfEOgeK7xtU1HQ/Jkt9RlH72aGTeCshH3ipQfMeSG56Zrk/wBor/gn/f8AxW8e3vjTwD4g0i3h1txd3NnqLOsQkYZaWKSJH3Bz82COrMckEAey/snfs76T+zfpepaPLrdvrHjHVUju9QMPyiOFCyxqiH5ggLv8xxuJPHGBFSVJ0Uo7mlGniFiHKT93+rH5dfGj/ksXjv8A7D1//wClD1d/Z8/5L58Nf+xm03/0qjql8aP+SxeO/wDsPX//AKUPV39nz/kvnw1/7GbTf/SqOvR+x8jxl/F+f6n3l/wUK/aG8T/CvT/D/hfwpfSaPd6xHLcXepW52zpEpCqkbdVJJYlhgjaMHk14N+xr+1R4/t/jLoXhnX/EepeJ9D124+ySRatctcyQyMuEkjkcllwwGVztIJ4zg19b/tcfs16f+0hY6bZWOs2uk+NNJieezFwSUmt3YBlkUfMF3KuHAO08Y+avKv2bf2D7n4LeNofHXxA8RaRKNF3z2tvYSP8AZ0bZjzpZZVTAXLHbtxkAluMV50JUvYtPc9qpTrvEqUfh/q5yf7T3gCz8J/t2fCrWLCFII/EGraXdXCpxm4S9RHbHuojPucmvQf8Agod+0D4o+Fun+HfDPhS/m0a41iOae71G2bZOsalVVI36oSWYlhgjaMHk14V8UvjXYfGz9uT4e3uizG40HSdd0rTbOcfdnC3qs8oHozOQPVVU103/AAVL/wCR38C/9g64/wDRq1cY+/TU+xlOolTrSpvqjq/+CbuhzeMtS8afEnxLf3WveIUaLS4L/Up2uJkQJukO9yWyV8pR6BSOhr5m+Kf7YnxN8feOL7VtP8X6x4f0sXDGx07S7t7aKKHPyK4QjzGwBktnJJ6DivTP+CeP7QGj/DHxVrHhTxJexadpWvGOS1vZyFihukyu126KHVsbjwCi+tdj8UP+CZ+t6t41vNR8D+ItHh8PX07XC2upmWOS1VjnYhjjcSKMnGdvAAOetXeMKsvafIytUqYeCo9Nz1T4DeLLj9sT9lPxHpHjWKO91W3abTXvfLVTJKsSyQXAAGFdS65wMZXPciqf/BNvxn4g8ZfD7xW+v67qWuPa6jFDbtqV5JcGFPKHyoXJ2r7DineJtQ8K/sF/s23fhe11aPVPGWqpM8K4Cy3F1KmwzmMHKRRhV6nnYBnLVwv/AAS68baZDa+MvCc1xHDqs00OoW8TsA08YUpJtHfbhSfZq55K9OcorS+h2Rly1qcZv3ra/ofJGpeOvG/xU8VWvhTWvGmvapp99qsdulvqOpT3EKM0uxW2O5GRu4r9QPjL8MPiG3w10LwX8GdV0jwdZWsX2a4u7ueWGdIEUKiQtHE5BY7iz5VsgYPzGviX4v8A7Dvjn4L6Tr/xAi1rS9QsNHu0vLZLPzWufLMwxI6MgVduVYgM3APYV9L+MPDfg/8A4KE/BnRL3Sdbg0fxTpf70qVEj2UzKBNBLHkN5bFRhgedqnnBWtasoy5ZReiMKEZw54yXvPbW116kvwA+DH7RXwy8b2tx4q+IWl+K/C0pK39le6pd3k+0qQGhaWHKsDg43AEZz6i5o3wH8Pwft0a34mFpFiHw/b61HAF+Vb2eaWAy49cQO3+8+eteEeB/+CYPiAav5vjnxZpNlokSl5P7DeSWdxg5G6WJFQDg5w3fjvXBfsv/ABQ0f9l/9pDWtI1HW7TVfCt20mkT61ZndBxIDFcA/wB0EYbGQAzEE4BMuPNzOEru3RFRn7PkjUhZX6u5L+1j+1l8QdY+MXiTRNB8Tan4a0LQ7+XT7e30m5e1eRomMbySOhDNuYMQCcAbeM5J56+/bo+Jmp/CeXwVe3kF5PKxV9euI9175PBVQegdWGRLjeOCCGG6voj9oP8AYDu/i544vPHHw88SaOttrr/bLi2v5HEPmMMtLFLEj7g5+bBHUsdxGAPPPjL+xX4L+BfwGk1jxR40kj8dB2a2jtUDW95IQMW6RNhyBjJlyMbiSp4WtYSouMVbUwqU8UpTlfT16HvX7NfjbxDr37EfiTXdS17U9R1uGz1do9SurySW5QpG5QiRmLAqQMc8Y4r4e+Et94i/aE+M3gbwt408Ua14i0ubUlLw6rqM1yBGBvlVd7HaWVCuR6ivsD9grVdM+Iv7MXin4fR30drq6G9tZYyQXWK5jwkwXOSuWYfVPcV4D4m/Zn8d/sa33hn4n6he6VrMGma3CrQaW8r/ACcn94XRdocKycZwWHPNTBqMpx69C6ilKnSnvFLX8D7T/aT+G/xk8fQ6Zo/wv8T6R4M8PwQD7RJ9rntLuSQHCojRQtsjVQuNrAkkgjAGc/8AZp+F/wAdfhnrdzbfEHxppfi/wxNC21Xvrm7vIZsgqyvLCpKkZBUtjpjpzynx1+BXhj9uLwrofjjwH4ms4NZtrYwJJOuUlQ5YQXAXLxOjlucHG5vlOQR5B4Z/4Jm3+l6Zq+oeP/HGlaTbW9tI0EmlszxI+35ZJpJkQKgPVQMkfxCsI8vJyylb5anVLn9rzwi2u/Nod98BvgboGg/tzfFCSG0hFp4cjiu9Ptgg2QS3kaS5UdtivIoHbdx0FeFftZftZeP9Y+MXiPRNA8Tap4a0HQ76TT4LfSbl7V5HiYxySSOhDNucMQCcAbeM5JyP2J/jTpvwJ+Nd1b65fwr4d1eJtNuNQjJMMbq4MU+SAdmQRkgYEmT0r6B/aK/4J/3/AMVvHt7408A+INIt4dbcXdzZ6izrEJGGWlikiR9wc/NgjqzHJBAG/u06v7ztocnvVaH7nR3d0jrP+Cff7Q3iT4v6D4h0DxXeNqmo6H5MlvqMo/ezQybwVkI+8VKD5jyQ3PTNfnn8aP8AksXjv/sPX/8A6UPX6i/snfs76T+zfpepaPLrdvrHjHVUju9QMPyiOFCyxqiH5ggLv8xxuJPHGB+XXxo/5LF47/7D1/8A+lD1VBxdWThsTilONCmqm5nfDubxDa+O9Am8Jx3E3iSK9ik0+O1UtI0wYFQAOvI5HTGc8V9yah+z5+1r8QJhrGp/EyDw3czDJ0231y5tFhB527LWMx8ZxkMx46nrXzh+xH4u0LwV+0d4av8AxBJDbWcizWsV3cEBLeaSNlRiT0BJ2Z7b8njNfWX7V37Ffjr48fFAeJNF8Wab/ZDwRxpp+rzTILIhVVhCEjcEMV3nO05PcYxVadqiTsvOxOHp81FyV277J2PSvG3gvxWf2N/GmjfFC/0/xD4hstDvrh76xy0cphRprdzujT51KJk7RyuevNeE/wDBKn/mqH/cL/8AbuvatP8Ahhp/wa/Yz+IPg+x1lNduNN0LV1v7qMBVFy9q8joFydoAdRgnPr6V4r/wSp/5qh/3C/8A27rlX8Gdu53P/eKV97P8jwb9pT9qXx/49+JHiaxt/Emp6L4ct7m406DStOunt4ngDGM+aEI8wsBk78j5iBxX3zYfCvxh4L/Zl8O+D/hPeaRoniBrWH7RqmpM6KpdN88ybY5MyM5wMjAB4PygV+U3xJ/5KJ4p/wCwrdf+jmr9D/h7qvhL9uL9mWy8C6nq8em+MNJghVxhWmguIVKJcohI3o65DYxjey5Bwa3rR5YxtscuFqOc6nM7ye2pD8LfgF+0/wDD/wAaWGq33xP0rxBpYnT7bp2qaxfXaTQ7vnVRJAdjYzgqRzjtxXH/ALf3hDUfD3xy+F/izwVaSf8ACY6q8kUSWaEyTXFs8JiYgfeOJQpz/CoB4Fc14f8A+CXfjCTxGia34s0ODQVkO6fT/OkunjDcYjeNVViP9tgD/erA+D+i+D/2cf24rXSLjxDZaxoMLTWtpqzSKwtZZYmVFmYAKHBPlsRwN2Tt5AlW5uaLu0uxcubkVOcXFNrVu9j03UP2fP2tfiBMNY1P4mQeG7mYZOm2+uXNosIPO3ZaxmPjOMhmPHU9a9t8beC/FZ/Y38aaN8UL/T/EPiGy0O+uHvrHLRymFGmt3O6NPnUomTtHK56815r+1d+xX46+PHxQHiTRfFmm/wBkPBHGmn6vNMgsiFVWEISNwQxXec7Tk9xjHfaf8MNP+DX7GfxB8H2Osprtxpuhaut/dRgKouXtXkdAuTtADqME59fSsZSUlFpq/kjpjBxlNNO1nq3e/wAjgf2C/Emn+JP2a9a8G+G9ct9C8cxyXn7xkVpYpJV/c3IQ/wCsVRtH1TB7Z8/1b4Jfte/D7UJNV0vxrqHih4n3bLXXWuYyMbifIutqsARjaFJ5wARXDfAP9iC8+M3wntPGWkeNLbR/EH2yQwWqjzFjRCAhd423xSb1Zuh42nFfSn7OP7O/xw+Ffje0vvF/xOg1Pwnbxv52kx6hc3qy/IwUATxqIgGYNuU5O3BHprNxhKTi16NGFOM6kIRlFrzTPzW8bXWt3vjDWrnxLHcReIJryWW/S7jMcqzsxLhlPIOSeO1YtfQH7dHjPw944/aI1m98OTQ3dtbwQ2dxeW+ClxPGpDsGH3gBtTd32ccYNfP9ehB80U7WPGqx5ZuKdwoooqzIKKKKACiiigAooooAKKKKACiiigAooooAKKKKAN3wr488TeBZbiXw34i1bw9JcKFmfSr6W2MoGSAxRhkDJ6+tZep6pea1qFzf6jdz39/cyNLPdXUjSSyuTkszMSWJPUmq1FFluO7tYKktrmazuIri3leCeJxJHLGxVkYHIYEcgg96jooEdZrfxc8deJtLOmax408Q6rppxmzvtVnmh4GB8jOR0PpVXXfiR4t8UaLa6RrPijWtX0m1ZWt7C+1CaeCEqpVSkbMVUhSVGBwCRXO0UuVdiuaT3Z0lv8SvF9r4XPhqDxVrcPhwo0Z0ePUZltCrMWZfJDbMFiSRjkkmuboop2E23udJ4p+JXi/xzbwW/iTxVrfiCCBzJFFqmozXKxsRgsodiAcdxWVoPiHVfCuqQ6noupXmkalDnyrywneCaPIIO11IIyCRwehqhRSsrWHzNu9zptZ+KHjLxHqFnf6t4t13VL6yDra3V5qU00sAYYYIzMSuR1x1rQ1D44/EfV7R7W++IHim9tZPvw3Gs3MiN9VL4NcTRRyrsPnl3CiiimQdV4c+LHjfwfp4sNA8Y+INEsQSwttN1Se3iySSTtRwOpP50mh/FXxr4XlvJNG8Ya/pEl64kunsdTnhM7AYDOVYbiB3NYOkaPf+INSt9O0uxudS1C4bZDaWcLSyyt6Kigkn2AqTXfD+q+F9Ul03WdNvNI1GHHmWl9A8EyZGRlGAI49RU2jcvmna9yx4X8Y6/wCCNQkvvDuualoF7JEYHudLu5LaRoyQxQshBKkqpx0yo9KqaxrWoeItTuNS1W+udT1G4bfNd3kzSyyt0yzsSSfqap0VVluTd2sdJ4Y+Jfi/wTZz2nh3xVregWs7+ZLBpeozWySNjG5lRgCcADJrm6KKLILt6M6nw38VvG3g6x+xaB4w1/Q7POfs+m6nPbx9SfuowHUk/iaZpPxQ8ZaDq17qmmeLdd07U74Kt1e2mpTRTTgdBI6sGbHbJNczRS5V2HzS7k17e3GpXk93dzy3V3cSNLNPM5d5HY5ZmY8kkkkk9c13P7Pn/JfPhr/2M2m/+lUdcBRQ1dWCMuWSZ92f8FNNY1DQPiP8P7/S76502+h0+4Md1aTNFKh8xeVZSCPwr468S/FLxn40s1tfEHi7XtdtVOVg1LUprhByDwrsR1A/IVzFFZ06ahFR3sbVqzqzclpcsafqF1pOoW19Y3M1le2sqzwXNvIY5IpFIZXRgcqwIBBHIIrU8VeOvEvjqeCbxJ4h1XxBNbqUhk1W9luWjUnJCl2OAT6Vh0VrbqYXdrBXXaD8YPHnhbT0sNF8beI9IsU+7a2GrXEES8Y4VXA6AflXI0Umk9wUnHZljUdSu9YvJby/upr27lIMlxcSGSR8DAyxOTwAPwptlfXOm3UV1aXEtrcxHdHNC5R0PqCOQahoph5nUeJPip418Z2Qs/EHi/XtdtAdwt9S1Oe4jB4OdrsR2H5ViaPrmo+Hb+O+0q/utMvY/uXNnM0Ui/RlIIqlRSsth8zbu2dZ4g+LnjrxZp7WOueNPEOs2Tcm21DVZ54z/wABdyK5OiihJLYTk5bnTeGfif4y8F2rW3h7xZrmhW7ctDpmpTW6HnPIRgOpP51la94k1bxVqDX+tape6xfMMNdX9w88pGScFnJPUn8zWdRRZbj5na1y9ouvan4a1GLUNI1G70q/iOY7qynaGVD1yGUgitLxR8RPFXjhYh4j8Tax4gEPMY1S/ludnXpvY46np61z9FFle4uZ2tc1fDvizXPB979s0HWdQ0S7xj7Rp109vJ/30hBq/wCJviZ4v8bW6QeIvFet69DGcpHqeozXKqfUB2OK5uiiyvcfM7WuFdT4b+K3jbwdY/YtA8Ya/odnnP2fTdTnt4+pP3UYDqSfxNctRTaT3Em46o6bSfih4y0HVr3VNM8W67p2p3wVbq9tNSmimnA6CR1YM2O2Sa5+9vbjUrye7u55bq7uJGlmnmcu8jscszMeSSSSSeuahopWQOTe7Cuu074w+PdH0ddJsPG/iOy0pY/KWxt9WuI4AmMbQgfbjHGMdK5GihpPcFJx2Z0mn/EzxhpOhXmiWXivW7PRrzzBc6db6jMlvP5gxJvjDbW3Dhsjkdai8KfELxT4D+1f8I14l1jw79q2/aP7Jv5bXztudu/y2G7G5sZ6bj61gUUWXYfNLe5Jc3M15cS3FxK888rmSSWRizOxOSxJ5JJ706yvrnTbqK6tLiW1uYjujmhco6H1BHINQ0UyTstS+NXxC1rT3sNQ8eeJr6xkXa9rc6xcSRMPQqzkEVxtFFJJLYpyct2ddp3xh8e6Po66TYeN/EdlpSx+Utjb6tcRwBMY2hA+3GOMY6VV0/4meMNJ0K80Sy8V63Z6NeeYLnTrfUZkt5/MGJN8Yba24cNkcjrXN0Ucq7BzS7mhoPiLVvC+oLfaNql5pF6owtzYXDwSDBDcMpB6gH6gVva78YPHviixex1nxt4j1eyfIa2vtWuJozkYOVZyOhI/GuRoost7ApSSsmFFFFMkKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr6l/4J1eDtA8b/GzW7HxFoem6/ZR+Hp50ttUtI7mNZBc2yhwrggMAzDPXDH1r5ar69/4Jh/8AJfNf/wCxZuP/AEqtKxrfw5HVhda0UylL8TtA/Zl/bi8VawPD0Z8PWs8tl9h0qGOI20bxp80KfKgIPbIBDNyM151+1t8eNN/aF+KMXiHR9Ln0vTrWwjsIRdhRPMFd3LyBSQDmQgAE8KOa918G/wDKUa4/7CN//wCm2aj9pj/lId8Pf+wjoX/pUtc8WlOLtrynZOMpU5JPTmtax8P0V+uX7UvxW+HvwFvNH8Y+IfDMXibxjcQvZ6RAwXciId7sHYMIhmRQXVSx3AAEA45r4MftGeBf21o9X8G+J/BUVnew2rXC2V5Kt3HJDuVWeKXYjI6sUPAB6EE4OGsRJx5+TQl4OCn7P2nveh+WVFe9R/swz6j+1ldfCS1upFs4tRYNelfnjsgnnbz23+UQB2LEetfWfxH/AGivhl+xPfQeBPBfgePVdYt4Ua/8mdbYoHUMPOnKO8kjAI2CMYK8jgVrKtqlBXbOeGGunKpLlSdvmfmlRX6Y+HdX+GH/AAUI8G67Zz+HB4Z8b6fEri6IV54GYEJIsyhTNHlcMrAfQZBr83Ne0W68N65qOk3yCO9sLmS1nUdBIjFWH5g1VOpz3TVmiK1H2aUou6fUo0UUVscwUUV+lfwF8H+Dv2dP2VrL4qnwm3irxHPZR6jPNDCslyA8i7URmB8qNAVZmA/gLHOAKyqVPZpaXudNCi6zavZI/NSiv0Bh/wCClXg7xksth41+FrPpbqwCfaotRViVIw0ckUYCngEjPBPB6Hx39gq+XVP2srO9jtYbFLiC/mW1t12xQho2IRB2UZwPYVHtJKLco2sX7Gm5RjCd7+R8wUV9O/8ABRb/AJOWvv8AsGWn/oJr1/8A4JU/81Q/7hf/ALd05VbUvaWCOH5q/sb/ADPgOivqj9mX/lIFB/2Gtb/9J7uvq39pL4+fDz9mfxt/a58JQ+JviJrEMczNvSOSG3TEakzMrmNTsOFVTuKknHBqZVnGSio3ui6eGUoOpKVknY/Kqiv0y/ZB+M1j+0jofxT8Ga7afZYdQu7vUYdPaUS+XZ3jN5sattGdkjE7sDmUV+ePjTwHqngv4gat4QuYXm1WwvnsNkaczMH2qVHOd3BH+8KuFTmk4tWaMqtHkhGcXdM5uiv0v+Lvh24+Dn7NPgP4IeHJI4/FfjKeLSJHXvvZXvZT1+Xc4QnnCP7U/wAZeNvhZ/wT70HR9C0XwwPEXjK7gE8kzMkVzKmShmmnKsUVjvCoqkcMMDknFYi/wxu3sdDwfL8UrJb/AOXmfmbRX6Y/Dv41/C/9uz+0PB3ivwUNH8Qi1ea2dpFnkCKcFoLkIrK67gdpXBGfvDIqx+ylapa2PxP/AGdPFtwNQ/sOSaO2ZuDPp9wMEqD0wXV/YzDGcUPEOKd46oI4NSa5Z3T2duvY/Maiun8b/D3VfA/xE1XwbcwvNqtjftYqqLgzNuwjKM9HBUj2YV+g3xj0C4+D/wCzh4A+BnhqSNPFXjCaLSZZEb++yteSnr8hd9p/2HPpW06qja2tznp4d1OZvS359j80qK/TLxl42+Fn/BPvQdH0LRfDA8ReMruATyTMyRXMqZKGaacqxRWO8KiqRwwwOSU+Hfxr+F/7dn9oeDvFfgoaP4hFq81s7SLPIEU4LQXIRWV13A7SuCM/eGRWX1h25uX3e50fVI39m5rm7f8ABPzOor7Q/Zt/YpttY+PPjPS/GIOoeH/Bl0sJiAKLqEj5eHd3C+Xh2Uf3lGcE59P8ff8ABQTwP8J/EV34M8JeAY9X0TTZWsriS3njsbbKYRlhjWJg6gArk7QdvGRg1Tre9ywVzOOFSjz1Zcq+853/AIJ+/DTwh4z+CfjG+8QeFNE129g1OWOG51LTobiSNRbRsFVnUkDJJwO5NfAVfsp8DPEngHx18L9Z8V/D7TYtIstYeabULKOIRGK8WIK4dF+UPgISV4bIbvmvxrqKEnKc2zXFwVOnTS131+4KKKK7DzAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvr3/gmH/yXzX/+xZuP/Sq0r5Cr179mH9oD/hm/x9f+Jf7B/wCEi+1aZJp32X7Z9l27pYpN+7y3zjysYx/F145yqxcoNI6MPJQqxlLZH0F4N/5SjXH/AGEb/wD9Ns1H7TH/ACkO+Hv/AGEdC/8ASpa8P0f9pj+yf2o5PjH/AMI35u+4nuP7F+3Yx5ls8GPO8vtv3Z2c4x70fEz9pj/hYv7Q/h74o/8ACN/2f/ZNxYXH9k/bvN837NKJMeb5Y27sYzsOPeuf2cuZO32bHY61Pkkr/av8j3D/AIKlk/8ACbeBBnj+z7j/ANGrXD/8E2/+TjG/7At1/wChRVw/7U37TH/DS2uaFqP/AAjf/COf2XbyW/l/bvtXm7mDZz5aYxjpg1h/s2/HL/hnv4jHxV/Yn9v5spbP7J9r+zffKndv2P029Md+tUqcvYcltSJVoPFe0T0ufWOj+K7Hwv8A8FPvEKX8iwpqkUenRSP0Er2NuyD6syBR7sK7n9rL9pT4w/s/+LDLo/hjQ9S8EXEUb2+q3NjcyGKTAV4pnSdVVt3K5VchgBkg18AfGz4tS/F74uaz46gsH0Ce/kgljto7kytA0cUcYIkCpk5j3ZwMZ9s19D/DP/gph4z8KaRDYeKdAtPGBhQIl6Lk2dy4AwDIwR1Y+4UE98nmspUZe7K19LWN4YmHvw5uW7bTOi0P9uf9oHxJ4R1bxRpvw/8AD134e0qPzbvUV067EUa5wSCbn5sd9udoBJwOa+LvGPii68b+Ltc8RX0cMV7q99PqE8dupWNZJZGkYICSQoLHGSTjua+qPiz/AMFI/F3jzw/d6P4d8PWfhK3vImgnuWuDeXG1hhgjFEVcgkZ2k+hB5r5Aroow5btxscmIqKVkpuR79+yn+1Z/wzJ/wlH/ABS//CSf239l/wCYh9l8nyfO/wCmT7t3ne2NvfPHefH39vz/AIXj8K9Y8Gf8IJ/Yv9oNA327+2PtHl+XMkv3PIXOdmPvDGc+1fItFW6MHLna1M44irGHs09Ar6q+CH7SPxl/Z/8Ahvpcy+FpNe+Hc3my2c99ay+XEN7BhHOhwg8wMdrg98YzmvlWvrX4Of8ABRTxT8M/DOmeHdU8L6Vr+k6bAltbfZ3NjMI1UqAzKrof4edgPBzknImtFyVlG48PKMZXcuU9++CXxa8B/tq6hquheJvg/a21xb2z3EmqbEuIwWaMMBcCNJIpHJyADkhD8xxXh3wA8L6b8Fv+CgTeE7a6abToLi8sbaaYjcA9szxqx7t0TPc9hW34y/4Ki+JNU0uS38NeC7HQLx1Ki8vL5r3YePmVBHGMgZ65Gccdj8cf8JZrP/CVf8JL/aVx/b/2v7f/AGhvPnfaN+/zN397dzWFOlL3k1ZPpe52VcRTvBp8zTve1j6h/wCCk3g3V9N+N0HiKaylGi6lp8EVvehSYjKgYNGW7MAAcehzXt//AATL+Gut+E/BfizxJqtjNYWmvy2q2K3CFGljhEpMoB52kzYB77TivOfB/wDwVG8QaZo8Nv4j8EWevahGoVr2z1A2Qkxn5mjMUgyRjoQM5wBnAi0X/gqF4jt/EWpXmreDbS/0yWOOOy060vzb/ZyCS7vIYnMjNlR0UALwOSTEo1nT9ny/iaRqYaNb23Pv0tscZ+zL/wApAoP+w1rf/pPd1B/wUcJP7SU+T00q1x+TV5l8M/jl/wAK5/aBT4nf2J/aG29vbz+y/tflf8fEcybfN2N93zc5287egzxH+0d8bv8AhoD4kyeLP7F/sHfaxWv2P7V9pxsz82/YnXPTFdChL2ql0scjqw9hKF9ea4/9mP4rt8GfjX4c8RSSGPTfO+yagM4Btpflcn/dyH+qCv0Q8Z/svW3ir9rrwr8SVt45NEisWvL7hSr30G1LYn1JDowPP/HueeRX5OV9keFf+CkWueGfhPZeFT4UW81yz002EOvvqZHzBCkUrQ+SclRtyN/zFScjPEV6c21KnvsaYWtTjFwq7XuvUs/Er9oSx1z9vjw5qlxdqPDPhrUY9GjlZsxpy0c03pjzHbn+6imvpT9rr42fFf4Grp2s+DfDmk674VeBhfXF1ZXE8tnMpJ3OY5lCxsuMErgFTk8qK/Jt5Gkdndi7sclmOST619VfBf8A4KGeOPhjodromuadb+M9LtEEcDXM7QXaIBgJ5wDBgOMblJ96mpQ+FxV7dC6WLT51N2u737He+CP25/2gfiRHqEnhn4f+HtZisIXuLmW2067KRqo3Ebjc4LY6IDuPYGvEPBv7Umsf8NTWHxX1uO1spby4hg1WDT0dYPsvlJbvtVmZuEQPgk/Mo6dvX/HH/BUHxPrOkyW3hjwhY+G7uRSpvbq8N8yZ7ovlxqD/ALwYe1fNVj8E/iV448Ox+MtO8J6z4h07U7uZBeafatcvJKDmRikYLAbiRuIAJBGciqhBK/PFRvoZ1KkpOPs5uTWux+lfjD9mWw8aftT+D/ijEsEukW9ibm8C7SJruHaLWT3yHDZ7fZ19a+WfHv7Q1n4i/b38P63dXajwv4d1NNGt5Cf3caAtHLMe2PMd23f3VXrgV9E+IPiB4i/Zw/Yh0x/FU6weNk0xdKs4g43pM+5YVznl4ocM2D1iNfldWVCDndyei0R0YuqqfKoKzb5mfrL+118bPiv8DV07WfBvhzSdd8KvAwvri6srieWzmUk7nMcyhY2XGCVwCpyeVFeBeCP25/2gfiRHqEnhn4f+HtZisIXuLmW2067KRqo3Ebjc4LY6IDuPYGuC+C//AAUM8cfDHQ7XRNc0638Z6XaII4GuZ2gu0QDATzgGDAcY3KT711vjj/gqD4n1nSZLbwx4QsfDd3IpU3t1eG+ZM90Xy41B/wB4MPakqMorl5E/MqWJhN86qNeVj2T9hP47T/GrXfibe63HZWXiW+urTUJLexVkiMS26WwMau7N8vkpuyTzIPXA/Pj4r/CXxH8JfHV/4b1vT7qO4juHjtp3iYJepuwssR/iDAg8ZwTg4ORVbwP8VPE/w78dReL9D1SS111ZWlknPzCfecusi9GVu4P14IBr6/0n/gqhqsOlJHqfw8s7zUgmGuLXVXghLYHIjaJyBnJxv6cZ71tyTpTcoK6Zze0pV6ajVlZq+tr3uexfsK/C3X/hn+z7rT+IrSbTbvWrma/hsbgFZI4fJRFZ1PKs20nB5xtr8sq+09D/AOCm3iKM6/8A2/4QttWS/bbZw2l+bWOyi2kbcGKQyMScliRnsAMAfFlVRjOMpSmtyMTUpyhCNN3tcKKKK6jzwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvob4S/t0/Er4P+E7Xw3pyaLq2k2a7LWLVLJiYFznarRPGSM5PzZPJ56V880VMoxmrSRpCpOm7wdj0X4z/H7xn8etZhv/ABXqKzRW+Ra2FqnlW1sDjOxMk5OOWYk9s4AA86oopqKirImUnN80ndhRRRTJCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q==
Simple
FALSE
1872
TRUE
FALSE