20260605
18494500
1.0
FALSE
Elem_School_Boundaries
002
2508378.620095
2549852.566674
7074922.847860
7109483.250196
1
Projected
GCS_North_American_1983
Linear Unit: Foot_US (0.304801)
NAD_1983_StatePlane_Texas_North_Central_FIPS_4202_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_Texas_North_Central_FIPS_4202_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",6561666.666666666],PARAMETER["Central_Meridian",-98.5],PARAMETER["Standard_Parallel_1",32.13333333333333],PARAMETER["Standard_Parallel_2",33.96666666666667],PARAMETER["Latitude_Of_Origin",31.66666666666667],UNIT["Foot_US",0.3048006096012192],AUTHORITY["EPSG",2276]],VERTCS["NAD_1983",DATUM["D_North_American_1983",SPHEROID["GRS_1980",6378137.0,298.257222101]],PARAMETER["Vertical_Shift",0.0],PARAMETER["Direction",1.0],UNIT["Meter",1.0],AUTHORITY["Esri",115702]]</WKT><XOrigin>-123407700</XOrigin><YOrigin>-86123500</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>102738</WKID><LatestWKID>2276</LatestWKID><VCSWKID>115702</VCSWKID><LatestVCSWKID>115702</LatestVCSWKID></ProjectedCoordinateSystem>
20260605
17203000
20260605
17203000
150000000
5000
ItemDescription
Esri ArcGIS 13.5.5.57366
Elem_School_Boundaries
This feature class contains attendance boundaries for Allen Independent School District elementary schools.
<DIV STYLE="text-align:Left;"><DIV><DIV><P><SPAN>This feature class contains attendance boundaries for Allen Independent School District elementary schools. It was last updated 1/25/2023 from shapefiles provided by the ISD Director of Safety and Transportation Kyle Pursifull (kyle.pursifull@allenisd.org).</SPAN></P><P><SPAN>Metadata updated: 1/2023</SPAN></P></DIV></DIV></DIV>
Allen Tx
AISD
Allen Independent School District
Allen Tx
attendance boundaries
elementary schools
elementary school attendance boundaries
1
-96.737569
-96.600165
33.159977
33.063011
File Geodatabase Feature Class
dataset
EPSG
5.3(9.0.0)
0
Simple
FALSE
0
TRUE
FALSE
Elem_School_Boundaries
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.
SchoolDistrictName
SchoolDistrictName
String
50
0
0
SchoolTypeAttendanceZone
SchoolTypeAttendanceZone
String
100
0
0
SchoolZoneNumber
SchoolZoneNumber
String
10
0
0
SchoolName
SchoolName
String
100
0
0
SchoolAddress
SchoolAddress
String
100
0
0
YearUpdated
YearUpdated
String
4
0
0
Comments
Comments
String
200
0
0
created_user
created_user
String
255
0
0
created_date
created_date
Date
8
0
0
last_edited_user
last_edited_user
String
255
0
0
GlobalID
GlobalID
GlobalID
38
0
0
last_edited_date
last_edited_date
Date
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.
20260605
/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsK
CwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQU
FBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIASwDASIA
AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA
AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3
ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm
p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA
AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx
BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK
U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3
uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9KP8A
gK0feoooAKfD91/92mU9Puy/7tAEOxHX+Gq+jo0Ky7vnRm3r8tDoz/xU/T32RPG331oAu+d/s0/f
8sv+7UW/5ad99X/3aAK8MzNvqZ3+b71VIdyNT/MfzqALHmUbFRfNZfmb7tHk7220faYnV1oAxPEm
6ZrJXbenm/c/4BVD7HB/zwj/AO+akuX+037sv+qi+RaK4asvf0PosHT5aS5luRfY4P8AnjH/AN80
xoYoWhaKJUdW+8q1YqK5+6n+/WcZPmR0VIrklp0NjWJpIdlyrNvi+7Wgl5LNboyyt81VL+2b7P8A
e3/79N0f/j38rfvda9I+VLqXMr/LuZP+B1Ys5pfN+aRvu1X2fNUtt95/9ygCXzpN33m2VVe5lRvv
M6VdSzluf9hP9un/AOjWf3f30tAFe2tp7ld25kT+/WnbpHCzf7C/frMub+W4/i2f7CVL5zQ6b833
5aAG3N48zP8A3Kr/AC0yigCaFPOb7tOmSL7zM1M87yYtn8bU3Yz/ADUAQv5X95qE8vb9756a8LUz
yXoAsJ5T/wDLWh/vfK1RImxaERkbdQBYjpjwq/3lqVP3kW7b89Mf79AFBE+x3D/L8jfdq7TJod/+
/Td7J95aAJahe4WFtvzUuxptjM2yonjYMfmY0AXYZmdfurVjzPl3fLVFE2/x1ZT7lAEqTb1+6tCT
N++/3ah+4lPtn3s/+7QBEk0vlOzf+gVU+2S+av3f++asTbttUn+9uoA0kuZafDNK7P8AN/47VK1f
fTvmmbarf7VAD3mlRfvf+O0xLyXd97/x2rEyLMv3vnqqiMkn8NAFpLmXb83/AKDWfqvz27rAuyWp
pptjf71Q79/8VJjWjuYsO3btX+GnUXk0X2790yu7feRaK82UeWVj6ijU9rBSsFRXP+q3VLWVDpsV
zE/m/PcRP996Ud7l1FeLSOz2O6/w1n2aNZ6o8XzbGWpYdbtntUZn/e/xQr/DVK5v57lt/wDx7J/c
T7//AH3XoSqRir3PnaeGqVNlY1bm/gs/llb97/cT53rPfXrlLq0aJVhi81UZPvuy1SRFT7tMmfY9
u38Cyq7Vze2cpJHpLBwpwblq7HYTXktx99vk/uVXjqv9vtv+e60PqVsn/LeP/vqu08Mtom9vlqxq
u35Iv7q1X0q5gubjdFKr7P7lEz+dK7NQBCj7flapk/efNTEha5/3KfNDs+X+BaACb5KZ50W/Zuo2
KjP8tGz5aACb733qim3fxU7yV/uU3Yyf7n+3QAza1WE+RqZDt/iX56m/ioAdD/HTdzU5Pkaq81zB
bN+9l2UATb/lo+Z6Y9yv8Pz7qyrx9TeV1gVUT++9AGx8qfxUyqlskvlJ5u3zf4qf5L9jigCXfvWn
pM396qm9kZF/gp6O6NuWgDT8ymI/3/8AdamI+9aev8X+7QBXf+Copk+Vv79O3+Z91qa/3KAIbaZU
p9xefY7OWVYt7rTbbam+WVaZqWqxQ74tvnSsv3KTdtWVFOTslcyXmubn5muZU/2YW2VS1WHfZyyy
u0z7fvO1WLZWSLa1Rar/AMg64/3a83ml1Z9NGjTivhVxyWEG3/VLR9gtv+eC1YT7q013VF3M2xKO
ZmvJHsCQrCu1V2U6qT37TNttYmm/2/4FqJ4ZftUX2mXfE38P8G6pKuWHv97bYF85/wDxyi2tpVuH
nlZd7fwJVhEVF2quxKdQMKKKKACh0V12t9yiigCL7NEn/LJaf5Mf91adRQKyH6fbb9Wt2X5Gi+f/
ANkrbmm3ttrP0RP9bPt+82xa0oYfv/LXoU1aCPm8VPnqu3QekzL8u75KJn/e1zk2t6rDceV/ZE77
pdiujJ92ov8AhKtTm1JIG0GdEZv9dvT5a1OQ6DzKsQv+6Sq/y09H2LQBLUTv+9p332+amp8m9qAH
P8/++tV7m8ntovli3y7qm++yUb2SgCvZ/bLmX962xP7qUQ6JFu81l+etJH/df71N/hoAi2KuzbSP
N/Cv3KJvk2U1E3/NQBL9xKNymopv/H6cpwooAbNcS/Z3b5fl/wBmpba/aa3Rtq/980bPlqo7/Zri
LyvkRv4KBGh9pb/Z/wC+aIbyV2dWVfu/3ai8ypbb723bQMiR2kV/u/8AfNRTOyLuVv8Ax2pYfuut
Hl0AUoX/AHv3mrO1WH7Pdfaf4W+Rq0XTybj7v36qeIvKTTX3Sqjsy7Uf/fqJrmi0b0JOFRNFSqus
f8gu4/3KtUff+9Xmn1DKSXksyp5EXyf33+Sq95Yf6RbyTs0yb9jJ/BWrTZk3xOv+zQFhyfIny02a
FbmLa1VtNm326r/HF8jVboH0K9tMz74m/wBav3qsVXuYW3JLF/rV/wDHqIb+J/lZtj/3HoAsUUzz
ov8Anqv/AH3SfbIP+e8f/fVAElFV/wC0rX/n5j/76pf7StP+fmP/AL7oDQnoSFrmXyl++33v9mqs
mpW38NzG7/71bVhNZ2dv81zA8rfefdWtOHM9TixNf2MbR3ZehhaGJEVfkX5Kl+58rfP/ALdV/wC1
LNP+XmD/AL6o/taz/wCfqH/vuvQPnC3Ci7kqF0VJaryarZ+V8tzBvb/aqJdStt3/AB8x/wDfVAFt
9tIn36q/2rbbn/fwf99U+PVbZ2/18fzf7VBVn2LFH+s/76qV7aX+61MS2l2/db/vmgkb/F81M/gS
pnjZP+WX/fdM372RdtAEvy/Z0Wijzovu7Wp6bf8AaoAYyb9lMRNtWH2/JTXRd33moAhRPl+b79WE
Rdv3Ki2Lu+Zmo+1Rf7VAB/FUUyLMtS0zeu3buoApWfyN5TNWrbJsZ23fwttrP+xy3Lful3vRNrcV
nvWJPtMv3GT+D/vuk5KOrLjCU3aKuTIu9v4qqX+pQWCv58u91+8iffrPmvLm5+9LsT+4tZ+pIqab
LtX+GuaVbokelTwL3m7GnNqE83yqv2ZP++3qo9ssyurfPuqXeqfxVVvLnybfdF/e2b653OUtz1ad
GFP4UOs5m+eKX/WxVYqKG2WFfl+833n/AL1S1BsFFFRXM32a3aX+7QBXTdDqjruXZKu+rtZV491J
cWiywRwpu/1yS79tatAkFNeGKb7yq9OqvfzfZ7WWVf4VoGL/AGfbf88lp32WD+4tV00q22puiV3/
AL7/AMVMudKs0if91Gj/AMNAvkXfJi/55L/3xTXhiRdzKu3/AHaLObzrWFv9mopP9MuPK/5ZL97/
AGv9igYy2tlml89ol/6ZJsq3tT+6tOooFYbtT+6tV7x1hi+VV3t8i1aqr/x83/8AsQf+hUBZdiWG
3WGJF2r8tP2p/dWnUUBZdhu1P7q0yZF8p/lWpabN/wAe7/7tNbidrHQWv/HnF8zJ+6WpUdv71Z9n
qVslhF+/X/VLTP7esYWTdcrXp3Pk7PsabzSov3qYl5Lu+9TftKzfdpzp81MkbMnkt92pU+5RNs+T
bTEf76bqAJv4EokqHzv9mn7/AOGgAkqp5dXkfetMk2buaAHw2M833Ytn+29WPJtLP/Xt5z/3VqG4
v2m+9L/wBKpP9+gDQk1KTyv9GTyU/wBmuUvFaHVJV/vL5tdHDNWPr1n++e8WXY6xfc2/frOonKNk
deFqKnUTZUqK8tvtlq8W7Zu/jqZPuUlecfSlX+zYH/1q+d/12+eqlzbKkssUC7E2rLsT/ZetWqty
jJKk6r935G/3aBWJYbqKZUbcvzf7VS1n3KWz2cssEUe/b99F+61W4Zl8pP3q/d/vUAS1V1X/AI8Z
v+A/+h1Y85P7y/8AfVV9SdXs5fnWgHsS3kP2m1df+BrRbTedAjfx/wAdOT7q1Vhka2upVlXYkrfK
9AFi5uVtlT5Wd2+6iVSvJp7y1eJbaRN39+pXf7TfpF/zyXe9XaA3CsqZJdzyz2yzbW+X/YWtWmzQ
+dE6/wB6gCG5udlunlffl+7T7aFYYkVazLaaVLrdPFvii+RHStH7fBt3+bQBPRVX7ZLN/qIGdP77
fJR9pnh/1sG9P78NAFiZ/Jhd/wC6tZ9nf20Num6T52+dvlerSX0En/LXZ/v/ACVJ9sg/57x/99UB
6EP9q225F837zbPu1arN1K8g2xJ58e/z1/i/26tfb7ZP+W8f/fVAIsVXv/8Ajxlpf7Qg/wCeq1Wv
76B7V18ygGWLaGJLdPlX7tF//wAeFx/utU0P+qX/AHah1L/jwuP+uT0dRPZnRwp/o8Xy/wANPRH/
AIWp1sn+ixf7tTf8Br1T5EET918zf98Ux0Xbuo87+FV30InzbW+fdQBFsb+9TnRkVmb7lPeGL+7T
Hh/dOv8Ae/v0AMS5idfllWn74v42XdVJ9Bgf+FU/3KZNpVvNIXkWTd/vUAafkr95qrv95quvcsn9
2okm3ru8pf8AvmgBkMOxdzf8BSqusXLTabd/d/1TVdd2+81UtSh/4ld227/lg1S9mXD4l8vzMeP/
AFaU6mw/6pf92nV5h9aFRXM32a3dqlqrqW37E+7+8v8A6HQA62tlhif++3zt/tUv9nwf88qsJ9yk
oAg/s+D/AJ5VDeWEH2V/3VXaivP+PWX/AHaBD7X/AFEX+7RNCsy7ZV3pTbP/AI9Yf91akoGRQ20V
t/qlqWjf822igAqveTeTb/L99vkWrFVf+Pm//wBiD/0KgRLbw+TEi0/yYt27yl3/AO7TqKBhRRRQ
A14Yn+9Er/76037HB/zwj/75qSigCP7HB/zwj/75qtqVtB9guP3S/d/u1dqvqX/HnL/u0Cew+O2i
2p+6X/vmmXkK/ZZflX7v92pof9WlNuf+PWX/AHXoGJbfPaxf7q0y/wD+PC4/3Wp9l/x52/8A1yWm
X/8Ax4XH+61BL2Z1EP8Ax7xf7qUXT75dtFn/AMe8X+ytC7fnavVPkepNs+WhE/epR/B96j+KgAm3
bnpnnfNtaj7S275vuUMibt1AEqbPkpA2KTzKZQAx2V22/wAdKifL826nOkSTP93fQ/8A7NQBE6L8
/wB6q99/yB77/rg3/oFXXRtvzVU1Laml3f8A1yb/ANApPYqPxIxYf9Uv+7Tqav8AqU/3adXln1wV
UvP30sUH95t7VbrNsN32p2nn3y/c2baBM0qKKbvT+9QMdUd1/qJf92nb0/vLTJnV43VWXft/vUAG
n/8AHnb/APXJKZeXi2apuVn3Ns+Raq215PDaxRNAu9VVPvUyaaW5eL90vyt/G1Arj/s0tzdPc7fJ
dVXyt1Xba587ev3HX7yU7zov+eq/991QsLyJLNG+/LL8+xKA2NCaTyY3b+7UNgmy1Rm++3ztWV4h
1hrPS3laxuXiX73yrWJbfFGB13S6VqCP/cSKqUW9iXOMd2dxRVK21i2uokfcybl+46/dq19qi/56
r/31UlJ3H0Uzzov+eq/990faov8Anqv/AH1QMfRTPtUX/PVf++qPtUX/AD1X/vqgB9Ury4aRntoo
t77f4/uVa+1Rf89V/wC+qpTTRf2lF+9X7rfxUCZehR0iRW+/Rcp5lvKq/wB2mfaov+eq/wDfVH2y
D/nqtAypbXjQ28StbXO9VVPu02/vmezlX7Nc/d/u1d+2Qf8APVaZNqUEKuzSr8tArG9YalBeWaLB
Kruq/Mn92pX/ALtYmg3kT3Fxcs3koyqi760JtStt3+vWvTi9Fc+VqQUZtR1ReSb5dtS+ZWZ/atmm
z9+tTf23ZuyKsvzM392q0Is+xdZN+ypYdrrtqLy38mmQp5PzM2ygkHm2M67aZ5zf3aWZP3stGNv8
VAF26dUlf90u+mfaf9laZJcrcqkqt/vU1/uUATec391ahb/TN8Eiq8Trsaipbf8A4+EoAwv+Eetv
n/1+xf8Apq9M/wCEftf70/8A39eth/utVeo5I9jVVZ9395S/sG02/en/AO/r0x/D9i/zMrO/8L+a
9aFPk/gWnyrsL2k+7+85/VvDy+U88E86Oq/c81/mqvDYQPEjfN/31Whr0zOqWcf+tl+ff/s1EibF
Ra461r2R7GBU3FuT06EX9mwf3aT+zbb/AJ5LViisD1NCv/Ztt/zyWl+wW3/PBf8Avmp6KAIPsFt/
zwX/AL5p0NtBbf6qJYf9xalooAKbtT+6tOooAHRXXa1QfYLb/n2i/wC+anqrNNLNceVAypt+81Ah
l5Z20NrK3kR/d/u0W2m2yW8StbR79v8AcqvqX2lLXzZWg2RfPsT+Krqalavv2zr8v+1QLTqL9gtv
+faL/vmobzT7b7LL+4j+638NWftkH/PeP/vqoby8g+yy/v4/uv8AxUDshltYW32eL/Ro/u/3am+w
W3/PtF/3zTrP/j1i/wB2ia8ghbbLLGj/AO21AWQ37Bbf88I/++af9jg/54R/980z7fbf8/MX/fVH
2+2/5+Yv++qBjvscH/PKP/vmmTWcD28q+UvzL/dqwjq67l+dKH+daAKtmizWsTMq/dqxtT+6tV9J
/wCPCGrVAdA8uq9//qU/66r/AOh1Yqvf/wCpT/rqv/odOO5nU+F+jOjT7y0P9+hE/wBqh/v16h8m
SzbvNakVdy53Uroz72X7jUqrkUASzJut0+T7zVDv2L83/fdTXL/vUX/ZqF03rtoAb9pX72+rFt88
qMu6ofJXany099tns2/fagAf79RTVL/wKopv71AEKfI1N3s8u1V31dT7v3qihh8nf/fpCMTW4ZZE
Roov3sTb6r21ytwu5VZNvysjV0f2ZX+Zvv1R1Lw3Ai+bbbobtvnbZ/FWFSm5LQ78NifY6S1Rn0U2
Gz1X+KCN/wDa3bN1Mhm3s8TLsmi+8lcrhKOrPbhWp1NIsloooqDcKKKKACiiigCK8m+yxbv4/urR
bQ+TFt/j/iqKH/TLrzf+WUXyLVjeqfeagBl5bLc2ssTfxLUVmkVzaozRLv8A4k2/xVY3p/eWqls6
/b7td3yfLQBY+zRf88lo+yxf88l/74p+9P7y0b0/vLQA6qSIr6tcblV/3S/+z1beaJPvMtUbCaKa
8u9jb3+X5/8AZoEy79li/wCeS/8AfFR3NvF5Ev7pfu/3anps3/HvL/u0DMyw0ez+yxN5X8P956sJ
pSp/qp50T+4jVLYf8ecX+7VigXKhsMKwxpEv3Fp1FFAwqK6/1Ev+7UtR3P8Ax6y/7r0dUTLZm5bO
32WJt38K0/5f79RaV5V5axNA29FXY2yp/ssv9x69U+RMWbxbY2Fw8ErSb9zJsSLfVJ/H2nRNt8i7
/wC/D11ENn+93eVTvs3/AEwoAtzbfN+7TPOXb91aZN99ai/hoAsecu1P3S028mZGTbEr/LTKfc/O
yf7tAFdLmdP9bBH5X+xVhJldU2xrs/3aY/zVS8mdP9U3yfwo9AGl523/AJZL/wB80ed/sr/3zWb/
AGkqbPN3b6tQus0SMtIV7lhZoppdrLs/3aim+eR23f7FPhT/AEhKhmRnZNv9756Yx9Z+raUl4vmR
/JdL91q0KZSavoyoycXdHL2dy8yukq7JUbYyVYqbVrCdLh7m2X73zyw/3qqW1yt1FuVq8+pDkZ9H
h66rRWupLRRRWZ1hVW8dnZIIvvt97/ZWrE0ywxOzfw1DZxt808v+tl/8doAmRFhVFX7i1nTWFrf6
s/nwRzbYF++n+29adVYf32oSyr9zaqUCYxdE09Pu2cH/AHzTv7Hsf+fWP/vmrdFAWRV/smz/AOfW
P/viqN5pVtNcRRQW0e9X3s+37q1sVV0351lb+8zfNQKyHJptmn3YI0/4DUyIsP3V2U6igoKbN/qm
/wB2nU2b/VN/u0AQ6b/x4pViqum/8eKVaoDoFFFFABRRRQBY8O/d1D+/5v8A7Ila38NYmgv5LXe7
/lrL+6/2vkrdSH5d1elD4UfLV3erL1K9TR/dFGzyaTf/ALv/AHzVmBcuP9bUPy7Upl47Jefeb5qH
m+V2/u0AP2f7dSzfwf7tV4ZleLcy1Ym+7D/uUARfcSij+B6P4/vUAV5raBPlas9ElT/VMyf7lbH8
X9+j5aVieUqWd+yNtl/4C9W5pl+0bf73zrVRLZZrp2b+Grc1ms1qiq2x4moGH3Eo2fLWek1zvf8A
jRaek0szf3EpjLTvsWufvNKg3XF5B/ozqu9tn3G/4BW2lgzt80rPWfr21IoraJ/nZvn/AN2pk0k7
mtLm9olDcz7bzfITzfv/AOxUtFRTee6sttF51xt+VN1eYlfRH1LagryZE/8Apl1t/wCWUX3v9pqt
VXtrO8tokX7H/wCRasOk6b1+zTu/9xF31fJLsY+3pfzFe5mbckEX32/8dWpoYVhiRV+4tV7aGWHe
0ttP5rfe/dVY3yf8+0//AH6o5Jdh+2p/zIdRR9mvn/5c/wDyLTXs754nX7H/AA/89aOSfYn6xS/m
K/nS3n+obZF/z221LbQrbRbVpmm/8ecSsvzquyrFQdCd1dBRVd9StUba08f/AH1S/wBpW3/PzH/3
1RqHMu5PQ/3Wqv8A2lbf894/++qP7Sttv+vj/wC+qNewuaPcbpP/AB5r/vt/6HVqjR9Bs5rBJfK+
8zP97/bpt/oltDqVp8uyJvk2bvvV0Ki31PN+vQWlmOoqlbX9sluitOu9f77VbV1ddytvRqwaselG
SkrodRVf7dbbtvnx/wDfdL9vtv8AnvH/AN9U+VhzR7mlZ2f2nRYtvyP821/+B1p6bNK9qnnrsdfk
/wB6odHjb+ybfd/tf+h1b8lfv16S2R8nL4mP/hqLyUp2xk2bWo85v7tMkdfzOjbvKjfbS/aVdfli
X5qKKAHb12p+6jouZmTZtiX7tFFAC+d/0yWk+0/c/dLRRQA37T/srQ83y/dWiigCVHT+JaP+Xd28
1dlFFAFdEVJXVZF30yaFklTctFFAD3kbdtiWuf1K1vn1J5VgV027F3y7KKKTjzKzLp1HTkpRJX0G
+T7P5tzH+9+ZkRfu1Y+xxaO22Lc6fxO9FFJU4x1RU61Sp8TLcPzslXYX+Z5f7tFFUZFf/bp/8NFF
AA/36Y/3WoooA4+zuY4fNjZtj+a+1f8AgdW7bSbuZEnW5aFm3bklXfRRXPGnG7uepWxE4wjyu1jo
LPTYrO1SL5X2/wAe2pfJi/55L/3xRRXTax5d76sf5MX/ADyX/vijyV2/6pf++aKKQBs2fLWZrEO/
7PLu2eVLvoooA05raN97bV/74rl7OzvHh8pYvJ8r7zzUUVnKKk0mbU6sqKlKJu6bYLbWaRS7Xb+K
rf2Zf7q0UVolZGN76sfs2LT0+5RRQAyOj5f7lFFAH//Z