20230531
15084000
1.0
FALSE
TownshipMCtyBD_11_12_25
002
Projected
GCS_North_American_1983
Linear Unit: Foot_US (0.304801)
NAD_1983_StatePlane_Pennsylvania_South_FIPS_3702_Feet
<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/3.5.0'><WKT>PROJCS["NAD_1983_StatePlane_Pennsylvania_South_FIPS_3702_Feet",GEOGCS["GCS_North_American_1983",DATUM["D_North_American_1983",SPHEROID["GRS_1980",6378137.0,298.257222101]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]],PROJECTION["Lambert_Conformal_Conic"],PARAMETER["False_Easting",1968500.0],PARAMETER["False_Northing",0.0],PARAMETER["Central_Meridian",-77.75],PARAMETER["Standard_Parallel_1",39.93333333333333],PARAMETER["Standard_Parallel_2",40.96666666666667],PARAMETER["Latitude_Of_Origin",39.33333333333334],UNIT["Foot_US",0.3048006096012192],AUTHORITY["EPSG",2272]]</WKT><XOrigin>-119214200</XOrigin><YOrigin>-96198500</YOrigin><XYScale>3048.0060960121928</XYScale><ZOrigin>-100000</ZOrigin><ZScale>10000</ZScale><MOrigin>-100000</MOrigin><MScale>10000</MScale><XYTolerance>0.0032808333333333331</XYTolerance><ZTolerance>0.001</ZTolerance><MTolerance>0.001</MTolerance><HighPrecision>true</HighPrecision><WKID>102729</WKID><LatestWKID>2272</LatestWKID></ProjectedCoordinateSystem>
20251112
11080800
20251112
11080800
Esri ArcGIS 13.5.3.57366
TownshipMCtyBD_11_12_25
File Geodatabase Feature Class
dataset
EPSG
6.12(9.0.0)
0
Simple
FALSE
0
TRUE
FALSE
TownshipMCtyBD_11_12_25
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.
Type
Type
String
255
0
0
Name
Name
String
50
0
0
Acres
Acres
Double
8
0
0
Code
Code
SmallInteger
2
0
0
Square_miles
Square_miles
Double
8
0
0
FullName
FullName
String
50
0
0
County_Area
County_Area
String
15
0
0
FullName_1
FullName
String
8000
0
0
JoinID
JoinID
Integer
4
0
0
County_Are
County_Are
String
8000
0
0
MedMthlyHsingCost23
MedMthlyHsingCost23
Double
8
0
0
NoAffordHsingUnts23
NoAffordHsingUnts23
Double
8
0
0
MedHHIncom23
MedHHIncom23
Integer
4
0
0
MedHHIncom22
MedHHIncom22
Integer
4
0
0
MedHHIncom21
MedHHIncom21
Integer
4
0
0
MedHHIncom20
MedHHIncom20
Integer
4
0
0
MedHHIncom19
MedHHIncom19
Integer
4
0
0
MedAge23
MedAge23
Double
8
0
0
MedAge13
MedAge13
Double
8
0
0
TtHH22
TtHH22
Integer
4
0
0
ALICEHH22
ALICEHH22
Integer
4
0
0
ALICEHH_22
ALICEHH%22
Double
8
0
0
Enrol23
Enrol23
Integer
4
0
0
Enrol22
Enrol22
Integer
4
0
0
Enrol21
Enrol21
Integer
4
0
0
Enrol20
Enrol20
Integer
4
0
0
Enrol19
Enrol19
Integer
4
0
0
SinglHs23
SinglHs23
Integer
4
0
0
TownHs23
TownHs23
Integer
4
0
0
Twin23
Twin23
Integer
4
0
0
MultiHs23
MultiHs23
Integer
4
0
0
Mobil23
Mobil23
Integer
4
0
0
MediaRent23
MediaRent23
Integer
4
0
0
MediaRent22
MediaRent22
Integer
4
0
0
MediaRent21
MediaRent21
Integer
4
0
0
MediaRent20
MediaRent20
Integer
4
0
0
MediaRent19
MediaRent19
Integer
4
0
0
MediaRent18
MediaRent18
Integer
4
0
0
TtHsing23
TtHsing23
Integer
4
0
0
BdingPermit19
BdingPermit19
Integer
4
0
0
BdingPermit20
BdingPermit20
Integer
4
0
0
BdingPermit21
BdingPermit21
Integer
4
0
0
BdingPermit22
BdingPermit22
Integer
4
0
0
BdingPermit23
BdingPermit23
Integer
4
0
0
BdingPermit24
BdingPermit24
Integer
4
0
0
NumSales24
NumSales24
Integer
4
0
0
NumSales23
NumSales23
Integer
4
0
0
NumSales22
NumSales22
Integer
4
0
0
NumSales21
NumSales21
Integer
4
0
0
NumSales20
NumSales20
Integer
4
0
0
NumSales19
NumSales19
Integer
4
0
0
NumSales18
NumSales18
Integer
4
0
0
MeanSales_24
MeanSales$24
Integer
4
0
0
MeanSales_23
MeanSales$23
Integer
4
0
0
MeanSales_22
MeanSales$22
Integer
4
0
0
MeanSales_21
MeanSales$21
Integer
4
0
0
MeanSales_20
MeanSales$20
Integer
4
0
0
MeanSales_19
MeanSales$19
Integer
4
0
0
MeanSales_18
MeanSales$18
Integer
4
0
0
MarktDays24
MarktDays24
Integer
4
0
0
MarktDays23
MarktDays23
Integer
4
0
0
MarktDays22
MarktDays22
Integer
4
0
0
MarktDays21
MarktDays21
Integer
4
0
0
MarktDays20
MarktDays20
Integer
4
0
0
MarktDays19
MarktDays19
Integer
4
0
0
MarktDays18
MarktDays18
Integer
4
0
0
R1Land
R1Land
Double
8
0
0
Shape_Length
Shape_Length
Double
8
0
0
Length of feature in internal units.
Esri
Positive real numbers that are automatically generated.
Shape_Area
Shape_Area
Double
8
0
0
Area of feature in internal units squared.
Esri
Positive real numbers that are automatically generated.
20251112
iVBORw0KGgoAAAANSUhEUgAAAMgAAACFCAYAAAAenrcsAAAAAXNSR0IB2cksfwAAAAlwSFlzAAAO
xAAADsQBlSsOGwAAIABJREFUeJztfYlTWvm29WIeZMYBBVQcEjWJnaTT6du5/e59X9dX9/3J3626
Vfe+7npDT0k6MYPzPCDKICLI/NXaegwaQECTiJxVZSUiHCH5rbOntffWl8vlMlSoUFEV+uoPq1Ch
QiWIChWXQLUgKlTUgUoQFSrqQCWIChV10PEEOTg8xFo4jGBPD9wuV71/KxUdiI4lSLFYxMzcPA6t
Flj8AaxE91WCqPgIHUeQUqmEvXgcK/E4tMEgctF92I1GlK1dyOfzMBgMX/otqrhB6CiCsCb688wb
aP1+mIdD8lg+l5M/U9ksovECfL29X/hdqrhJ6AiCZDIZ7CWTWDo4gHNiAlqd7uxnJrMFh9EooNUC
+o7451DRBG79idjZjWAllYKhtxcujxcajebczx09PTg+OkJhbw+ukROrokLFrSdI5vgYi+Ewlvaj
GH74sObzdAYDulwuxBcXYDaZ6rpnhUJB/q7VauXrItlU3D7cSoKk02n858wMfF89hMdsQf74GAaz
ue5rLP0DyGazMFUhCcnxfmkJWY8XBrMJsa1tHO5F4Nbp8N3TpypRbjFuHUG2dnexks6g//HXcnAt
NhtSiQTcPl/d19EFe7uzgzGvF3ab7ezQ5/J5/PTrb3A9egS90QjaEEcoJF+FXA4/ra3Dkc9huK8P
bofjM31KFZ8Lt4YgvMsvrq9jz2RGVyBwdsBpOXR6PZJ7exJv1HO1in0+vEskUF7fgF2vg0ajRVID
yXqRHBfBx5yBAIqFAmajUdwpFuF1uz/p51TxeXErCFIslTC7uoaU2w2r3f7Rzx3d3dhbX5eDTLLU
I0neakEOHoSPj9EdDMLCx4+PEQ+Ha1ohXtPS14fZtTVMaTRqwfEWoe0JwuLe7wsL0AcHYbLwOFeH
s6cHhVy2JkHKpRJ2FhfhGRiAzeUSsigwms3IaLVIxeOw1bEQ1sFB/LG0iOlSCV6P54qfTMVNQFsT
JBqLSdxgDY1UdYEqYbRYsD4zg4G7d889l3FENp1GIhyGb2ysJoHs3d042A0jndTBWiPWyB4dIafV
4fX2Dr42GOCoYs1UtBfaliD7sRjmj9KwjY2fK/zVQ/DePWzNz8F/d0Isxv7GhrzW1dcH/8RE3dcy
revy9SO6uVmVIHTf0oeH6B0elu/fRSIIZbPo6+5u8ROquAnQt6OWajsaxWwsju7R0aZeq9Fq0R0I
Ira9hVKxBGdvL0xWa+Ov12iQTiaZEeA3535GC2TzeuV3EGafD89nZvAfbjd0DRJYxc1D2xFkcXMT
cZu9aXJUulqR1VUMjI9DX6cwWAuMUbbmZjFw5+4ZGZghs7pcH8VAnpER7O/vo6+vr6X3quLLo20I
ks3l8Mf8AhAMwtTV1fJ16FIFp6awt76GLrcHXU5nU69nkM6gPX1wgMNYTEhitlql3nIR5q4uxPYi
KkHaGPp2yVT97/v3sN+5ey671Cp4qI1mC/QtXotWiF+0Gpvv36NncLDmczP5/BXeqYovjRtPkKNM
Bq+3tuG6d//6rplISFDdTPxRta9kbU1ctXpJAqPaX9LW0N90mfova+twha5PZcuULlO73kDgatc5
OpLs12UWrVgoXun3qPiyuLEE2dnbw/LxMTxjY9dyPZLiOHUoFfEup0tiCLPN1nCKuBJ87dHBQV3X
SkEW6uDKdsaNJMja1hY2oEFXX32BYSMoFYsiM8kcHoo7FJiYlMf4fSoWq6vPqoZ8Niup3kbIQRyr
FqStcaMIosjKY1022Jo8uBdRyOeRikaRy6Rh93ajr8JN02m1sHk8CC8voVDIw+3rb0yyXi4jub8v
9ZNGoTUZZUCEWgtpT9wYgjDo/fGXX9A1dQ+2K6RxSbLd5WUJwK1OJ1x1ZO6+kVE58MepFCwNyEI2
Z2fRNzICQxP1E6PDKf0pdlV20pbQ35RgfD4chv3BA+jNtQWH9ZDLZMRtyiST8Pj9koZtBHavV7JR
jEXqZbWY+XL39zdFDoFej3xRDdTbFfqbUAB8vb0N/YC/pboEs1Jbc3MScPcODTbl/hB0rRhPxLa2
pPOQrtdF5I6PkdgNS/W8adB1U1tz2xZflCCJgwPMxeLQ+wM1VbSUmDMwZmDNijVdMbpRfCyXTssB
Z095ZYzRSuHQGwyKkPEiQRjLUGdFgWNL19Zo1JbcNsYXI8h+NIqfZt4g9Oc/nx2gcrGIrYV5HCUO
RM5BWcfBXgT9o2Pi2uiMRgl2GfSy0GcYYHCtFVXudeAoFv/4fa6vS+NUqyiXiiirsx3aFl+EIOlM
BrPRGILffCPycQbI7NE4SsSh0+kx9uTJmUXpGRr66PWFbFZiBpKDoHW5DvgnJ5GMRuHweuX7g0gE
do/n0l6Teiglk7D5/dfy/lR0AEF493+1ugbryIgccla0Obht+eUL6bMYOR22UA+sQ+RzWfQOnfRe
sLfjquBsrPDCgrhblq4uiTvoynVdscfcXijAeAWCqegwgrxfXobG13dWwSYZ2DN+/9//jwTKq6/+
QOjho7rXoMXQanVnVW2SpVmQVCQF/2SgT2vBpikWD0nY8qm0/apQ81ftjc9KkO1wGAm7Azb7xx15
JIrX70d0Y0Pu3PWsCK0QM06nL4RnoDkXJpvJYH9tTdpoGZQzvcsULkEpPXVW62/fwMPHrpiBMqjN
Um0N/efcw7GczcLmry0S5OTCLrfrUheLFoctsASf20wMQmtxuL+P7sFBSQRI09PptZTrMWU8PP2V
9HuQLA52HjZYV6kErdI9dVZWW+OzEIQW4cXSMlxTU/XfjMEAvdEklW0e0lpgI5ICLQtxmcy5nzMV
rBDoIlhMpP7qskKi0vNRcDhEy9XfgmiSM7mOM+mmX6eigwjCw/pibh628fGzFtV6YNDOILweQSoh
ad/TIJ2pX8YPrFtQmGi8UBmnW3YQ2RWZejMq4FabtJh02I3u42rCehW3miCRRAKFvr66g6HPvSGj
EaVCQaxOZG0NfcPD8vejeByZ1CEyhyn47949SwPz+cV8TohIXRUHxznu38f2/DwCk5PnDjrlIr7R
5ixBZHUFwal7UpikJSHxLoMkEU5jj7zFguPjY5gvmQ2sogMJwtE8s/EEXFVqGfXApTZ0s1b/eIlS
Pi9uFMGYgXURpmAre8AL+YJks3jHVvRUJFDlJEWpxNvtTXcRevwBxLa35e/uvj6JXxjcU/vFayvW
hQSk5MXqckKr0Qipu4OD0FqsyGSzKkHaFJ+MILxrzh8cNE0OIs35uOUyvP6ADHOTkF0ZJp3JSPDL
9Kwyn6pULMgBpeREAVO04h7p9XKt+M4OeoYa6+GoBKv5nLSo/H72oCej+0IMxkzOnl6xXuGlRSGu
y9QnMc7y8+ew2B1C6rJWLaW3Kz4ZQRZ2d2HoaW2dGYtznF1Fd4jxBGMGEoKCQb3BKJmoUgVBrA4n
LPYPE9kJxh9U6TLQTnKySIiFyRY/bsV1K902unRh1nW0Ggw9mD73ktEnT0SmwoTC1vYWPC2OKVJx
Cwny++sZlEOhS3dy1EJ3ICByEkrRKT9hQY9Wg3dy1i0udgFy7i7n6g7cuXP2GMnCKYfUaTl6eq80
KqgaGPAX83kESZgaaWmb1yPvy3CQwAOVIG2JaydIeD+Kgs8Hcwt1gzNoNOLC8JBTpHgQ2ZPYgZML
qz69zrYnWbF2mMR14sSa7Z4UF+vUbMxdNsnK7RwcIJfLqZKTTicIG59+W19H8MGDK19LOfAmaxd6
Bi2XpohrBd+MAShhoRW5LjC7RoVvvVUKCijEDH37Lf7+88+4FwwgODCgEqUTCcI75IvVVQSnz/vi
jYJZJga5TPHyi/EG775iHRqonzDdW0uiotXrrtW1YlzRCDkU8D0NfvcdDgH86+1bPA740XPBGjKp
sZdI4Fivh0GrQ7fJeKXWYxU3jCAs2JkoALykCl4LrFt0eTzSFEXJOTRaIUwjaVmpcRwkJM6o9nyD
0djQnsJGEN3aEplKK2ByQdvVhYViCcuvXuPR5ARSqRRmOFLV54OV0nq6puUylhcX8JXPp+4ZuU0E
+XpqCitbWwinDmHu6W1q5hTTuVTSsoOQB53BOINgxefPZ4+lWFfI5U/VvFrx/0slTgzRi2Cxll7K
2dsnwTILjK1CSRUzcdBKazBJfLC3d7YeoWi345fIHqDXwf748XlpDLdUjd/B+/19mNc34NVpMTww
oHYmtnsMQldiJBDAYLGIf714Ce+DB2dFvkvfiMEg6VwefmaeSAplm9P2wrzs5jDb7Fj54yVGHj2u
G5hfBIlKgeNlK9jqgRIWHuLKWkuzBBN18CmYhLDXmbjCz6aMPorn83AmEvCo+w9vR5pXr9PhL19N
Y357G3FuWmpiABwPPi0IpSXMFOn0OqlfKFPYB6fuiZXhgW8GPHB7a6voGRxqWltF0jLV3IyGqxJM
WZNgiqS+WWgNBryfm8Mz1+VKZxVtUig0GY24PzSESCyGuc1NOBqYhcshDHSFmJp19vXCbO0Swji6
e84VAOmqZC2WhmsbvHvzNVTkcjcI+04ajUfoGomua2KiYWtYiZ2FBYnLhh8+vNLhtgwNyiBv2xUG
bqu4YVosHog+rxeMRFbX11Hu7oahxn8wXar1d++kH/0yMEimcNCt18Fg+nDQJfsViUgsorTK8u7P
NC99f7pa/JNFR7pa1FTVO7R8T/HwjhCraXIwZgnvCNn7GxA4XoaS0YTlnTCmR0eufC0VN6wfpNvr
Ff/55Zs3yAwOwmL7eIphJpVquOeCh5rVdiptFXUu79L7G+sYuDuBxM6OdA1Sj8XHWWBUBr6RJHR1
ModJkbHI31MpqZdcjE/WZmYweP9+0wOu6Y4tv3ghlf1WY5aL4DasrWwWk/k8DOpKhdvXUcgA9+vp
aexGo1hYW4PF7z8TEvJuKyndJqrvPLTMTrEBiulTgoOpSQxeiyNC6fezI7BaWpZCQjZnUa/F4B2n
A+QUklAd3BsKNU0OZtpYwxl9/FhiJb6/RsaaXnZNfg6DxYK3C4t4OPVBD6bilg1toMvlttvx2+ws
jCOj8p/PO7W92wtXk8PZWPNYefUKoenpMxeIB5xkpLvF4LhezUKxKsrcK8YaXM/GYXFM6V62+bYa
mIGjG8f3wXiJgkWljbdVMN3NmWDdHg/y4bA6DPu2z8XiGJynk5NYjUSwsB/F+DffNL1QUwLvSER6
Lyr1UHyclXNFDnIZOKqUd3zGMrxLMygXcrRQM9ldWZbrKVZIXMFgUFS/6cMkXL0fprk0g+UXzzHx
5+/l7wWjAfFkEt1qyvd2T1akHz3u98NjseD15ibcIyNNTRBhGphxA90gBsPsHZHrmkwyUI6T3RsZ
NE05vDdwQiSmjmf/539kn3qz00wY0FM3dnGHOrNwJA37WLhuoX9svOlsFr1QhVgmhxNG3eXSGxW3
ZHi11+PBtxYL3q2uoNjdA1OD/jqDbHf/gGiwNDotolubQhLpGTGZRALfKM4OrEaDiWfPsD4zI2NQ
mQlr9I7PrFq9VQskoi80cjJJ0mZraiAdXTa+TiF8OJ+Do0W5i4o2IwhhtVjw9dgYZhcXsUE5Bq3J
JSA52OLKLJPV7pB4Y/3tWyFGM+S4CAb8HGQtWaO5OWmQuuyOz2SA3esRi1YPjJOYfeM4oY137xq6
NsE2Y6araY3oBq7Oz+GOSpDOIQjBgzI5Po6eeBwLa6sw+PrrxiW0HAyoWeOgW7MzvyB7QejOMKhl
QZAp3tCj+lMaK6FMRaGKmJajf3RU4hGqd+myVX1NPi/7Cn0NkPr0g4qei0VOWgXKaRoJ4BVLxudu
aLRqoN5pBFHA4NPrcuH527fIBgfrVst5aEgKWg/WOpRB15So0AqQdLxbcwB1I1h9/Qqjj78++54E
ZS2FpOEdn4S8CE5KcTW5k4SgtWEAT5Iwa6bozhrB+LNn+P3VK3z7+HHTv1dFmxOE4MF+PDWFuZUV
xJMHMNfJ/pTLrHaHz93BqbViepV394EGs1HMNA2Mf2jZrQTv+LQutEp03xTS8jXsjb9KCpcE53WS
+3uyfbdRnZgmNIJ3q6u4y8YtdbxpZxGEYC1jcnQUR+k0fpmbg3tiomrjVDZ1JAe48mBRVNiMsJCu
GN0kulTVwJpKcm9P4h2SxF4qnczvKpVaFjBW3gxIOloRDoDgHLBGUt5Gux1JrRb/78cf8bfvv1e7
FDuNIAq6rFb8+e4dzG6sI+Nyw+xwiAvFOzpjA8o6eBduFSdrneuTg01SinvF0UHJyJ68B7pfrLvw
Oa1OX6yU+3MonSiYDXrZzPtRAH+6WSu2sy1KAAbuvU++wYvNLdz1uOG+JlmLijYiCGEymfDV6Ch2
IxH818uX6AkGRQTIGVW8q18FsZ0deOusOchyjTRFjafWK5c5xtbCghBm7fVrCegZyDM5UG3ZTzPg
76A2jAf/5d//jsDdu5LRY2aNLiOr9Mx8cYTROQwOYmZjHY8owLyCu6eiTQmioK+3Fz+YTFiKx8XV
abX1VQHv1o46G6QOaKmKxXN7QrKpFIbu3xe3jK7d/uaGyPKbXR5aD4y3HvzwA6KbG6IJY/2DHZf1
pC/2QBAvKb5MJtFlNkObTiPY36/GJ51EEMLtdOKJ04nfX73G6vv3GPv225auw/ZeujWWGusJSARW
v3tOW2QVHCbiSIR3ce8vf5EMFpeHZo6OJBvlGx1taMBEY+8vKlkuCiobgSwi6u+XhT0ccpTV6rA3
O4tvqApQ0TkEUfB4+gFcKyvYXlmBLRhsuF+Dd34W28QyVOnwIyl416aeqvuCyyR7SMo4mwtMKTvd
Hr3RIMQgSVgvqVUzaRS8JtPAjZKjGkw2G7KBIJ6vruIe55Spw7M7iyAUKY6NjCBwfIz/evcW3Rz9
2UBVev3NG4kVaq1XCy8tSYPTmY6LQihet1yWtHExl8MI6w+nj2fTR/AG7sLVd/K7KaA8qaxXH3J3
GRhvCMmuYfEO09FlqxXPZ9/j2f37artuJxFEAe+Mf33wAPNbmziwWGGtcTCZbaJei5V15fAzTZtJ
JuVurbTgkjwz//qniAr5OK0GYxRmj+jy0I1iVovZM7fPdzYBUgFjEfaAcCI807fNZLcoeOTrqNvi
Na/aR0LwOqbRMfy2sICHoRCMarNVZxFEUQbfGx7G1vY2ZpeX4BkOfRQLsKLOA1ep8KUieGt2Vlwl
UfCWy3JAH/7tP8QNY+2DG6LYyHWcOpLXsMfDa7XKYWb/iMf/sSWiC8YVDoo1aBSSeAgG5T3y77yG
spL6KiDBs30+bEYiGFFXUnceQRT4BwbgymTwfmMdBW/3WYWbd3sOjnNUHA4ecFoHukv8k1ZB6grD
w7JugWpho8UsnYkcJpE73c2ugASsllWK72yL3J4xTK0EQDXwd1RK9Pk+6KoxhcwZYY1I9y9ztzZi
UXgPDuC8YozUSbhVBCG6LBY8GR3F4uoqdrlox+ORQ0uXqRJsyyVEgavRiFvDPnIWH1lzoDpXcbto
NS6uc6sGumzx3V2Epr9qKptFsi49f47J70+aohQwjuHPll++lLrLZXsVL4MzOIjnv/2KH7777krX
6STcOoIoGB0agiMWE6JwyU21dl0G3alEQoSCrMyz+Ei3SrZYZTJND7ymPIZ98Wtv3shooUYCdZKK
q6/vPntWNclAoo1+/bW8L7qJjHta6UpUYB0cQpKLTK8hvukE3FqCyH4Q9r87HPh9dhY59ohfUAYv
Pn8uWiremenzc9ch3bK1NzMneq5SCZomDiMPO1t26R4VclmZxeXkgLs62bX0KUEvO/Qkbz6Xxca7
tx8t62kGWocDqUIeV8+RdQZuLUEqA/g/3b+Pte0dbCbi6Brwn2WdWOxjdouHVJbvlMtYevEc40+/
lTiEY4HoWjUiRWecw7s8XTYeZh5ExhDsNKwlQWFNhl+NKAIYH23PzUFnMMr7oryfcc5lDVd00ehO
8r1R+cxtXO82N+BzOmuuylbRQQQheIiG/QMIFAr4xy+/ovfRI5kSogxX4IEmURaf/46xr5+cxQ8U
QdIKHEb3YfN45Tpy0Fi19p58T1JxrhaHMpAIlQeWLlYuk5YvTqtfefEcQ189lDhHWcLDtHEjIAGp
waKFoziSWbadzU2k4jH0jY7CxfGup+sfSAj2vzPd3O0PiJZMaQIjmLVbWV/H6AWVgIoOJYgCvV6P
//v0Gyzt7CBGmUl3z9mBZso3ODn1UXBNF+komURscxNagx7lUlkOODsZSQDOvmKmaXh6uurdnEO3
uW+RuxVdFCIWCvL8Qj5Xs1h5Edysy+e7fSeVf6oGLE4ngk6nEI1SeVb/WYFnSy+TC4yFag3q5mfc
LZcRyGZFCKqiNjqKIIrLNTE4iFg8jldLS3CGQlJvSER25VB9BI1GBmdz/zobm5y+k8CdKdzdpSVJ
wSqy92rgIeXAbClUbmyI5TJrtaJE5sqGy8CYhhaBFqDWYWcKmF/Ul4k72ICiwOD24EglyKXoOIIo
4CjUb00mLGxtYjedqU6OKuN7zr7XaERhS9CdMWdtNVXByvNZ56C7xV6O/vEx7C4viWVhDEL3R1lb
LZbo9JDTpWt0CAXJIS3GDWTPIpubyJTL+PbOuGpF6qBjCUJYrVZMh0Jwb21Je283i4StTGAvc2Hn
5ZPmK6vqdNXYFMUqPWMFzvZigZEk4bW8wQDSiQPJojU6VI/WjAShLKZeYZG/g8+19/Tgp8UF+KDB
xPgYDC3uTrnN6Ph/EdkfGAjAlkhgcX0NZa6MbmLFAH1/HrZGC4MM6DOJBIsmcHR7TxS7Wi36R08m
yDOm2FtfQzFfkGuzAk7lcaN955TwM/inNaml5ZJ24WJR1AU943ewubCA/cUlBK0WWYCkZrc+oOMJ
osDjcuGpy4Xf37xB1h9oeIAdax8sONZaIFoJFiPj21uScaq0JpXztGgxegeHZMYXuwcZ92y+e4fe
oaGPpCu0FIw7OBFSEUWSFPxa/P03jD35puZ74bWoJRt68EAyY5wMs+904d1//7fo2oJ9fRKvdfrC
HpUgF8BpKhT1rcaisA+eT9tWA+/UbJxa+eMPBCcnay7mIYGYzTJ12S7VaJEkQ6fbgjmtkVmqalIX
ZsNIEAosWW2vBBMDVAPUkqfQjVNWP7DoY7Ra5LHB754hls1iZycMayaNxy0M8L5NUAlyAXQvBn0+
eFIp/DY3B+f4+KVVbloGjhfaXlyQg8k7+DlilcsSbNvcnqYl7LwOax4chxq4QEDZCfn4MV794x8f
vY6B+s7iAvx1JuYrSYeLvSeSFfP7xQ3755u3eOgfkIEQnWhNVILUgM1mw7ejI1ja3kaKbkuNiSFU
4dLF4vrqwXv3z+7ovDsrvjyVwFQHt9q3TmLQGqQS8bNaCMHaSDqZhPu0nsLnsIGLB5tJAIPRJFam
5d2IOh3soRB+XVpCMHGAOwF/xy3vUQlyyczgB6FhvJ+fRzR7jK6e3nPBuLhNu2GJGQjeYXnn5gHl
xJPAxF0YzBbZ0545TEkA3mrPOgP1Qvakx0RJIlA2wgVArJHQWjALxkJhZdaLKehWUSoW5fW9oWGk
NVr8/PYt/u3hQ3QSVII0gMk7d3CQSuH1wgLMw8NnKVTenavt/OD3DH6PDhIiVeFu98F796400IFN
WLRSrJZ7A37kszlJD3MrFg/yyfq6j10gunV00RpdeKqA1mj+l59h93jFEvEzlUIjWFhYwPg17Fxs
F6gEaRBOmw3fT00KSTLdPSgUCkKUWvUPcU88XuTSJ0MgrgMkGOOFxd+fQ6PVIDA5dTZAohYMZtPJ
irk6kOYxWrfTeGp3ZQU7S4uSdOgZGj4jNkm2p9VipIm0c7tDJUgToAt1f2wMW7u7eLu1jd4GRuow
RrC6nGJtmL266lJP7hUZf/pU0rIUSF5GEJPZgu2FBVkR8RG4GzKbxdbcrOxWYQ2FZKCAkqnjI+q7
OOO4UJBh4Cxq6nt6sL0fRbDv+uaA3WSoBGkSOma5+vvhtFrxx8oybKGRuoMZSoU88pkyfPdG5bAx
hmDT01XcLRKVbhWl7w08WQjK9XCVExlp1Ugcu8eNnuCgFDsrQYWzo0Liwt59qpUTkT1sr68j0PtB
6HmboRKkRbCv+09mMxZ2dnDI2kaNnhFvcFCyXAQ1V4wHGEdQ2cvgvVXQJWrUzWGcRDEm5SzK8Ala
MiqQ6+nHKsHe/KNEXBICdPMie3sy6fK2QyXIFUCp+P3hYWxub+Mt77B3xqHVnj+0F5utWPDLpA6h
jxqliMeKeit3Yh5saeg6rYtQplLvOuYum4w44vT4RofsXfx9XLtN0NpsLsyjt+f2WxGVINeAwMCA
WJT3a+sodXfDXKcYyDoJ08KcfMgKPPtKnH194v83AyYI+Dr21DOW4KhSfx1FMq0Ni4ytkKMash4v
XiwswO92o8fjubVBu0qQa4K9qwtPx8cwv7KCveOM1Ewu4qSQlz6ToyuCwt3lZXQPBmE0Nz61RNZd
azQij+eaaGefT1qHrTWSAJKlusYWWys/g9eLlVQKO8vLmB4ZuZUkUQlyzbgTCsEWDiMc3kFJJseb
ziTmVNlSdFgJHnCOOqW7lCrH6jZRkRQsCFLpK2vlODWRPfMer+wWiW9v1yYIl4BeeEwarBpcT1cL
zKJlyiW8XV3F/VDo1imBVYJ8Agz4fOjJ5/Hrm7fA+Dh0JtPJqFJKPqqN9tFo5GfZTEY263IqysV+
Dgb3exvrsqaNlqdSk8VWYqp+Gd/wT5nGeOH3nLMe5bL0jfC5srRUpsgbWz7cFrsD6XIZkXgcvmuY
BHmToBLkU05TmX6Ajd1dLCcPYeChvqTxiXUGztOSdly/X2oRiliRaVnuUKTEnTsZWUFXDn1gakqG
Zu+TQC6XFActtvNxEIN5jgzi+mxei/UU/507ImE5Th1KLERitjpzy2R3YG59Hd1OpxD2tuD2fJIb
CPrkwwMD8HmO8ePr17B0dUFfZw1B7jgj87koU6HFUdYp8DGmZAm6VCQHp5mwI5EQGUihIBNZGPhT
k1XRyPkPAAAF6UlEQVS9dlKSyj+Jd/Ye9Xp5nGNWrzKQTkMdWiCAn3/9Fd9zCN4tgUqQzzSB/odH
j7AZjWElsgvPqbixErQMjFE4RFv61x0OGExGpA+SQphKElH4eDF9XCqXZURpoZCHb2T0IwkMrQ2v
QxmJMvnkww8p89dJxVyas0KhlibLa3U67B0e4jZBJchndLlCvj444nHMbm7C3Nd3rgJPmbq7z3eu
rmAwmeHsPTnInGzCVDCzYFrdyXBsQulmpJ6KPSkM9mtlk3iAOT1+5eVLjH7zzdnzqBmjFGZvbVUW
iDJ45/UNZnNTdQ5mypyWxtuV2wEqQT4zvG43pg0GrITDOHI4ZL4Vg2UecIO7uvvFGkfuOItSkaLD
D3tDqPNi8Y/WgsThWCEWIev1fzAVTCt1kUS8BgN2EoNfnMVVKpfFnWsEzJIll5fw7GntNt92hEqQ
LwBuop222TDz7h0SR0cooFwzvct222w6czYXa39tTcaVUurOoF95XGswyPYsNmXx58oSnsq7O7Vg
jD+UtRCVYFZr4O4dGUMkzy8WZZge/7wsNqEFy4bDeDI4eOtWvakE+YJ4MDWFWCKB2Z0d8f+rTUJk
XFI5F4vZLbpbDNYrU7esR3BFAmMZBuwM7CkrUdK9nMHFYRHVyEFQQJmKxqQHniApTDab9NF3Bwer
koK1Hbp9qfV1THncsDXZc9IOUAlyA6apfOd04u3yMlJOF0wV2iw2WzH1W5keplSk1iFXestpKRin
sHKvNxkRWV2TXvl6wkTGG5wez6n0LG4ytsllMjjcj54jSJnLhpaWMGDQo9/hQDqdwYR/AJYr7i65
qVAJcgNAQkyFQlJom11ehmN4WGZWUSrv7G9sfm8lqBpmTYRbs+hqnayTvly1a3O5ZRQQ6y27bOUd
GMBwRYstLcbR/Bz+ND5+K61FNagEuSFgFZtVaFdXF35fXEAyn6+q52oUrKNwokmjWSjJhq2v428T
E5ibn4ehWIKODVWno4Py6TTKqyv4q9qTruJLgkHus8lJxA+SWN2LYGs2LjOAa01qrwXGIs2kaHPR
KL66My6//6vpaWkpjuzvI0MNVz4HHUcbTU2h06BakBtqTbxuFzwuJzZ3djAz8xpWtwddPd3QmS2X
ZpV4168cD1QLzIQxmOdAiVIsiq7Ah0wa5SIDpwF7J0MlyA0GLUCgvx/9vb0ocARPJIL5vX3RTNUD
M2L15guz5iLTVk53v7MwOFIhP1HxASpB2oAkvJvzy6jTNbRtl4VEFv0ugoE/q/cULbK5Slm1MPPP
f+Lhd3/6RJ+gvaESpI1gMpuR3d0FGugF53THyj0hjEmY1WKKmMVFpYOR1mQ0EIBd3XpbFSpB2ghe
jwf+wxTqTbmSFW/h8EduGN2u4yNW4JMIPXx0UujLZJBZW8Oj4epLRlWoBGk7uMwmrEZ2YTsdoHAR
nGXFnpCLxURqrQJ3JxDb2RFypLY2MWLtQt/kxK3q37huqP8ybYY+jwf7ydqSclqKWivYOLOXP3v3
0094NjoCf29jq906GSpB2gzFUgl6i7mmm0WpSOWA64vg+NBulwuDweAnfZ+3BSpB2gzJVApH0MB0
OgziIthSe3EWL+OSQjqN9G4Y3Gv1/cTdWzmB5FNAJUibgHL1aCyGlWgU+qHadRAWEbmsx8id7MUi
DiMR2I6PMdLthWt8XI03moRKkDZBNJHAEjQwj56snr6I42QSRr0O+XwB+dQhCjETcqsr+LcnT27d
KJ7PCZUgbYB0Oo2FWAzmKn0ZnHhiTMThN5lg01mQKxVloJvH7YKh9+kXeb+3CSpB2sC1+vHlH/A9
fXq+Q7BYRCayC3c2i7uhkBpTfCKoBLnhYM2CWatKclCMWFhdwVcjIx3Tl/GloBLkhiN2cCBD55TJ
JdloFH6UMVgxCkjFp4NKkBsOr8uFqXIZz2deo9fpwlRvDxyXbJVScX1QCXLDwQxUr9eLv1os0syk
ZqQ+L1SCtAmsDcjcVVw/VIKoUFEHKkFUqKgDlSAqVNSBShAVKlAb/x9fau7VwGcnegAAAABJRU5E
rkJggg==