%PDF-1.3
%
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
38 0 obj
<>/Font<>>>/Fields[]>>
endobj
2 0 obj
<>stream
application/pdf
NWCDS Case Study 2017 update 07-21-2017
Adobe Illustrator CS6 (Windows)
2017-07-24T09:29:35-07:00
2018-02-14T15:28:13-06:00
2018-02-14T15:28:13-06:00
256
144
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAkAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FVG8uo7S0mupATH
ChdgtK0UV2qQPvOKset/zD0K5jmkgSd44UlkLgR0ZYOHKnx9/UFK0xVXtvOum3N7DZRW9yZ5n9P7
KEIaKxLkOaABhirIMVdirsVdirsVdirsVWByZ3Tsqqw8asWH/GuKsU80eeX0alstrIdVvbCS50yy
lRAPrMYoIXk9ZVnkd3RRDb8n6ncMuUzy8Pvr8fgO00nZ3i+q/wB3GYEiP5p/iqvSAATxSofIpba+
ZvO8/n678pfWtMX6rZC9+u/Ubg8qtGvD0/rm39515dumQE58fDty7v2uTPSaaOljnqfqlw1xx8+v
B5dyhZfmXcRWukWmvajp9hrevWi6haTC3kFja27gun1l5rmIu0qqVXiwo+xqKFgM/IEgE/L72zJ2
QDKcsUZyx4pcJ9Q4pH+jUTVefT7JzoV3dXuiafeXYiF1c20M1wIGDxepJGGf02VpFZOR+Ehjt3OZ
EDYBLpNTCMMkoxvhEiBfOr68t/gjsk0uxV2KuxV2KuxV2KuxV2KuxVZO5jgkcdUUsK9KgVxVJ/Mn
mWHQrI393FKlrHcxW7EIjCQTAKriQypHAiyOA0k5UfCR+0pMJz4RZcvS6Q5pcMSOLhJ+XSquRobC
N8/IsO1fz55ytZNCkgNglt5h1OSxtEltZWeK3+smKGcyJdcJvUj4yAqApB2NN8ollkK5bn8dXb6f
s3TyGQHj4sWMSPqG54bMa4NqO3Uoy/8APuq+XJNVvPM1xaS6Tp93Dp8CWFpMt1cXE1slydpLh441
RJe5PKh6GgJOYxsy5D8d7Vj7NhqBCOESE5RMjxSHCAJGPSIJsj4bc96knlPV7rU7e9kmvbHUY4Ln
0ba900j0pI/Ric8lE1zwdZHZSC/QA0octxyu9wfc6/W4I4zECM4XGyJcwbI/mx2oDonmWOE7FVs0
scMTyysEjjUu7HoFUVJxTGJJoMX/AOVqfl5/1fbb72/plP5iHe7L+RtX/qcnf8rU/Lz/AKvtt97f
0x/MQ71/kbV/6nJ3/K1Py8/6vtt97f0x/MQ71/kbV/6nJ3/K1Py8/wCr7bfe39MfzEO9f5G1f+py
d/ytT8vP+r7bfe39MfzEO9f5G1f+pyd/ytT8vP8Aq+233t/TH8xDvX+RtX/qcnf8rU/Lz/q+233t
/TH8xDvX+RtX/qcnf8rU/Lz/AKvtt97f0x/MQ71/kbV/6nJ3/K1Py8/6vtt97f0x/MQ71/kbV/6n
JkVvLHNKZYmDxyRROjDoVYsQcudbKJBosI1O71d5NWuPrmp2FmNNnvoJLqL0rfhE0hCTtDGZIkKu
pRYuF3xD+oaiKmPInfny/H4597usOOHpjwwkfEjHY2d6+mzR5bmV47I4duJMrPzdqU/5m33lZ44R
p9rpy3kcoVvWMheJaFuXHj+8P7OSGQ+IY9KacmhgNFHPZ4zPh8q3/V3sL0jytL5h1zyhq8umWup+
WW8vW9lfTu0bJDPEJGKxoHDc0lCxn4TSrDr0ojj4jE1ceF2+fWDBizYxOUM3jGQG+4NczXKt/k9c
tbW3tLWG1toxFb26LFDEuyqiAKqj2AGZgFbPKzmZSMjuTuq4WLxP84fzhm8p+axottqGpR3Nxaw/
V7LTtPsb8iSSb+9/e3Ec9WX4Apj4knYk1pXOMidjXwc/TajBCNZMXGb58RG1ctvPe0t0f84tavb/
AE92vteitLmUepDc6HYxURako7i6LIX9BhWhpzXYckrHgnf1fY2HVaXhIGHeufHLz/HwSGf/AJyM
mtI3kbXdWvEi+J7q30vSXtOEblWJmF2ADL6MnpqSGNQAKkY8E/532Mjq9L/qH+zkiR+ezatbXdqm
ra3cxXdvWxNjpdl68kk6x8IoRb3hlaSMrIPhoGKy7/uzQHHMj6vsTDW6aMhIYeVc5k9/Qjr+hVP/
ADkLa6haSahaeY9TsLVdRbTnRtO0iQRSXDF4GaQ3TI8SIpXkpq/EsOhwmE/532MMeq0wHqw8XL+O
Xx+f2Jxafn0NAvXXWhrnmEXSo9pbWWl2asnrRtPwrDcnk0cULM1CfhIatMlCMhzNtGpz4ZgDHj4D
/WMr+abaV/zlB5D1bU5LDT7HUJeM5tEuj9TELzbiNVIuWdvVagjolX34g8WpY4aA/wChtvIQtUum
0TXRDNA9zbstvasJEibhNx43PWI1Lg0oor0piqZW3/OSvlSe21K4Oh6zANJUvexzRWqvwV3jaSI/
WTG6K0UgLc/2aCp2xVl3kj8xtE896Lqt/o8F1Fa2FxLYtLdJGqyskav6kLRvKrxssilWrv4Yqq+Z
bjU31W0js5NUgt1uIbeaW0hjaNWmVxzj5I5bj6iGV5laBUrx/fqKVTJvr+Px7vi7LSRgIEyGMnhJ
3PdWx360eERqZPP0Hcn1Pzjquif4btLeSG+Gq61cabd3Momd+C3zQkqWMfGQdGovphtkHDiMrllM
aHea+1zMOghm8WRuPBijIDb+Zfnt/sq+o8VpV5+0nVdfXVrDRbODUtQ07zDZ3s+nyPGgaD9FxANM
HeOqO9U6ioBp0OQzRMrA3IkPucrszPjwcEskjCM8MoiW/PxDy2O45vSNG0LR9FtWtdJtI7O2kcyt
FCOKlyApb50UZlRgI8nntRqcmaXFkJkeW6PyTQ7FUDrv/HD1H/mGm/5NnIz5Fu0395H+sPveZ/lP
f+ZIvI2mRWWnWU1tHHNJ9YkvJYZSDdzBVdEtZ68n5BVUnp2qBmLpzLgFAfg+56PtrFhOpkZSkDY2
4QR9MeR4x5WTX2I6z1jzndWS6hNb2KWs0WkCkt9csoeScTceItpWDTCdI2DE8RxJLjCJSIvbp1/Y
0TwaeMuAGXEDk/gj0Ffzhyokd+9AN3PnHX39LUnsbeJfQvLkMmo3QieHS7lUlrCLQtU+pUUpVf7z
7IUE5Zc67+vd8FhoMQuAlI7xH0Ru5xNb8fl8/p52htFs/M1npNtpUv1W/vLSSTUHmS/vzzazvTNO
DHFZvzfnNxdeTFjRqGgyMRICufXme/3NmoyYZ5DMcUYyAj9EP4oUNzPYULBoVuLQHmP8xtc8s2ei
3esaRDe2upPc31mqXspkXnKlzEr+pAoX0VnCD4SdtuI2aM8xgASOfm36XsrHqJTjjmYyhwxPpHcY
nlL+Kr/WeXF/M+s2msamt7a2jWSfV7eBoWlEwrbQrArKwSKgKRrsa7138MHJISNvXaPTyxQ4ZHi3
J5VzN956lKcg5TsVdir7O8v/APHOs/8AmCtv+InN7DkHyDU/3kv6x+9iR8i+fLXy9e6ZD5wa++tR
xiSa/wBPivJ6R28UTxxCWeODjN6TchKrfa3PPk7Ei2uMjEgg0Qlunfk1drr9leatqWn3mm2XGSSw
g0OxtEuHEDwkPIrSOasfUdSvGp+DjReEPCh3D5OX/KWp/wBUn/ppfrUdV/KLXBqHrWOo6d9Tmb0Y
7RfLulv6CNGUE8kkkkLOUNHbh1bpHw+EPhQ7h8l/lLU/6pP/AE0v1vUdPtja2FtbERAwRJERbx+j
CCihf3UXJ/TTb4V5Gg2qcsApxJSMiSTZKvixeaebvyv81695wm1yz8wWGl2othb2sEmi2OoXAf06
iVrqdVlAScI4jqVPEeOKpfB+UX5hi+aaTznYpaKjJDaL5e01yH9Lgs/qUjIcyASlKU/ZrTfFVOT8
itbls57GTzJp/wBQnuZpvqS+XNKEHpOGa3jaMqQ7QTOZA5+0SQwNdlUNF+QXmeCzsBaecrW01Kyk
DfX7fy5pUP7pS3COJI1UxcA7cWDH7bg1DUCrHPNHknUvKTR6JAtzrNpewT3Vza6L5Q0eeB5IjI9t
LdV9OP1YEqI14gyNSnUriqBn0zzaNAgvbcapZXfFDaix8n6aZYBFBMjrJEXBUtZlbYxBvhKhASGI
KqXeXdJ1WwsLPVToOstJa3qc7NPIWkWtxJNGsjQ3AVHHpiMypwkDfCyt/N8Kq2507Xr6f6vaaLq1
nbW0E4iB8iaPLHE14j3XBQ8oYOYf3EqBaF9mNWFVUT5S07z1PqLNrkWqPYPb/wC5C3uvJWkwwTQy
CR0heZZRJsZGd048UYspNTuq9T/JXTLvTPLGvWc6X6Rx38y2wv8ASrfRh6SQpGhghtWMUkZCf3oV
eR7Yqye58r+ah5judZ0/zK8UE3MR6RdW5uLOMPFbR1CLNA/LlbO/26AvsB8fqKsIv/yZ806lbSRX
nmKyM93LcfW74eXtOW5cSinNpUlqu6lkdKSVerH+Ws4onoHLj2hqIgAZJgD+kf1pt5q/KWe6pLoF
1p+mxQxlmtv0Hpl3NNIEAoJJfQjWvCoFB8TNVuPEI+FDuHyZfylqf9Un/ppfrZX5J0G60XRTbXRt
fWmle4ItLKLTwoloRHJFDJNGzx/Y5q26gdSORnGIHJx8ueeQ3ORkfM2n+FqdiqH1K2e60+6tkIV5
4ZIlY9AXUqCfvwSFhsxT4ZiXcQ+adL0PzRbPBZ2XmS8s7eNJDEYXkjiiVmDOAFlXjzbfYb03y3J2
LLH/AJToen7XeD2twZiSdMCTV2Qfd/Cg5xc6XqH6Kn85XNnbJGLy7m/0j0YPqzRRQtKsTvxaojWN
mFKhVBrwBwz2fMGuI7/jvcs+0eCRs4I3v1jyN3/D1s37yoeZb+10iWKG588XM0N7bO8Ux9Vo5IL+
QFwFSaWSRJnIeQIjVHxEGmY89PKJok3v0PxHcPjW7Ie0WAcsEdiOsf4eR+np07lK71nULS2a9sfN
95cmCITr6Uk0bBL2XkesnwcyhklZqJsvxMzpWOPFKXKXUj9aJdv6fkcEend02H8PQbeSwxw6pfwa
frvmwvbQxxrp8pd75VMzcBEqLITEeKAkGnYdaYz0065kssftRhxkmOHhvnRAv3+ljPmtY9BhjuI5
k1CCW8u7L90JEkja0KVMqugUc0mR1Cs2x33wS0ZHMuXi9qoz5Yz8+/4Jh5U0Y6+0w9UW31fh66U9
SRfUrT4AV8O9MxM3oAPO3MHbw/mb91/sZfH+TupyyFY7+GhWsXJGDE7GhAJAHXcE5HHLiYS9ooj+
D7f2IRfyp1t55oIbmC4mtGVb6CBhJLAHUNG0iA/CHX4l36Zm49JxC7/HzcfJ7UxiaEL+P7H09pds
9rDDbOQzwW0ETMOhKBlJH3Zsoig8TlnxTMu8lhX5l/mjpnly6j8uQXf1bzDe263cTtGCqWxuFhfh
JL+4Wd19T0PV/dBl/elU+1i9oZcuDCM0Ygx4+E3Zr0TMSRH1GIkI8fDcuG+AGVOZ2f2dl1UiMceI
xjxUOdCvnz5Dd81R+fL+KOJ5/Mt1qU+nzXkNtqUt/wApwbuAxK8BnT6wiD0S3LalV4+m7cmwdVp+
0M2U5PCljJjjPDGB4fRLiANExkbl9O5+q+KMTGPoem0nY0MYx8WM+J/P3kOEniuUZCMdvTEx4RKr
vIC9L/Kb83PM1r5ntdB1qZ9U0LUJ3ijvzcrf/VJJp2it1WaIXEzRtcn0OVzM324irKgrJs9HqfFH
BlIjnEfpMDjkaiCeLi4QZSj6+HHAACM77o8n232NixQ8bTmUsHpHFKvVIgk8NAbRAo3R4rHQ16My
55h2KrJ5fRgkl4NJ6as/pxjk7cRWijuT2xLKMbIDyPzLqXmbWrhNR0iPzRoV7buGjtfqryWstULR
co+aKP7r96GVxVqb1qcKcpS3HEHqdJiw4RwZDgyRPXiqQ7968/TRGwtFaZ5i82G8k1aWPX7aza7h
+uWNxp8fAQpD6TFPUk5IrsoldkCqnxD4tiTGcrv1fJqzaXBw+GDhMuE0RM87voN6+kXZO3JDeUtd
89zz2ryajq17pVy8MsNy2kwAOstzF6qyMJH9NQrMOQY8V5EAcVGDHOfea9zZrtNpog1HHGYvbxJd
Imq236dNzXeUj/5ydXy1E+kXWrR6EQ8cltNJrf6Z58HkWSNLdtJDFOXpS82b/JHSoOa8q8qtW8iW
NlrlvDH5PRopLWWyjng80ii28wt1a8RkBEoWYKfTG7M3OoLYqjdG0vyJfarqA1iDylLrR1GG2u7e
zi8zrW6M/FBWUrVmaOYMiJxZgrMdsVSy3f8ALAX8axT+W49K06xfk8tn5qN3Hb3ZIlXd/SMcq3LN
G7civMfCftYq1JpXlSeytbXTbfyxLqN7Jb3dvbTHzNIl1JZ2sMwWtw5UL6dxJ8LUBRkFeSsAq+i/
ybFnB5X1jTrM2Po6bcJahNO+viMGPT7cfEt+0jKWWhARiONKnnyxVF/mB+a8nlLW4NLj0Z9Saa3S
59VJvTADPIpWnpybgQ167/RmNm1HAaq3e9mdijVYzMz4KNcr7vMd6TRfnzyuFik0RIw0Qn4/XB6g
jaNJFYqYVUVWTl9vZQx7bw/N+X2uXL2b2sZOtfTtzI/neXdzoM/8o+Z7bzJo0epQR+jXissXNJOM
hjSR1BU1opegLKpb7QHEqTkY8nELdHrtGdPkMCb/AFWR+jpdcuYITrLHDdirsVdir5eHmGDUPL3K
CBZdduOERhtZ1YJMszJDx4ybJM3KJWPL43Cipqy5uq1UpkAj1AfP8eS4NLGNmJqJPy/T8/ixY6fq
15d2tspS412xuLaa4vBa3Nxbxx3STxSoshSROKxOjcpOIY1pXiM1kPEnkuttw3ZOGEfNlHmD8sYf
MH5fnzjPI1ta6EupSro7RQyyv9RlaJhLcI0SDk1q0jekgopoA1KGI007Ny3PyHl+i/jQY+MABtf4
5/pYz+Ydha6LKltf3QvLfUJruG5ZIiksEsV06GWJmmkJeQjnJE49M/DUFgrpYdGNORAcqB7qBA2H
uYRz+KCeW5HyRscvlqHVdRsTdfX7ryfbWlvZj0pRb3stov1aC1Uxv66SS3dz6fIIUovPlRsuGHjJ
AO4/BaZjZ7Fffl89zfWflW6uITpd3pFy1tAtskRgewWyt0PwySIWaWZpKqBRfgHVi1OXEJQMW7Sz
OKYn3fb97xDXtMk8h+Z9c09dRiupILu2M9y0axu0S2kczPxkLQjgXEaR82dzXio4qDAaSNAdHJ/l
CfESTvL3Jz5J8/SK0OolPrcd6xR7W5uIQ6rzBdlEHJ3IKkUWMM4UUABAynJpRA7D0tuPUccSCakm
PkzzBr+qfmLda9orWLLeMyvHfuzXI0yJreOVIooIEWN/3cfEvIOR+Kjb5HCfVYPwY5YyA4ZdH0yv
+9Un/GNP1vme4Twb85fqp8839jqOpRwrf6VaiJnigRre3N6kjUYOs9wF+o3EnHjRWZUX4pAM5b2g
wZhKGaMTKAka9Uz6uAjkRwY+LiiNj6hEyl9Je79kM4ESIR4ssJ8f9YcE4AcqFSmLPdKz6Yvm2z1v
TrPUVuzFeWs8hjN5Dps/6OEbROzcUZlvGP76OCflRQjBlVPsMvpk9DkyYOASx5IgHhlkj4vEJAbm
jjH0nJj5niiYylP6oy5bOT4krjwGzceXDvyrmKT6DRb2+097ICG41HUJxHpcMHoQRXX1u4aKJ4o5
DbtFyldGjiMSn0/joqAV5DJkH8pRljMuGABn9UpQ4IjihIx4+M8IMZSEjcz4dykS91ptaMfYpjmh
UTxwjf8AFKXqjIAiqFk3e3BtZND3lmY+ZuxVKfNVxrNvozS6NH6uoC4tFSOlQUe6jWYMQkpVfSLc
m4niN+2QyEgbc3K0cccslZNo1L/cmuo61te/J5np/mb83zDpIntLt7qcQ/WFktBFHU38qSiZltn9
IfV1j+Ko4qeXFuq4gyZdvx19z0WXSaC50Y8IuvVZ+gVXq39V+87WORNbrXPzBWLSef6QhM1jpr35
trBJeLSyuNQkesTFJYkCcI1Vuv8AdnqszOe3PkOnzcaGn0tzrgNSnw3OuQHAOe4JuzY/rd7fK+pf
mVe31gNWlvrdTcWwvk+qQxxCJra4kkWr2/IfvIY1ZlkYfH1VjxVxyyEi7/F+S6zFo4Rl4YidpV6i
TfFED+LuJqwOXIjcmv5g6Z5Wv9Ts4Ne82vokFzbTWbaOL9LNbv6wyFXCMykyJ6ZVWAJ3NKZlvOJp
oHmPyfY2emaGnmm21O8+rKbaW6vrea8uoo1as54spkqInLOq0+FvA4q1afmF+WixRx2nmPR1hlkV
YBFeWwR5J2fiEo/Fi7o/TqwbuDiqPbzl5RX6yDrdjWzkMN0ouYi0coZYzG4DVD83VePXkQOuKrbL
zt5Mvp7S3ste065n1BGlsIobqF3njQsHaFVYlwpRgSvShxVVsfMOga5pt1caJqdpqlvDzhlmsp47
hEkC1KM0TMAwDA0OKsI/MZ9Hg8xS3Gp6rPp1vJo8unzusHqwRx33roGbi4lZ3kRSqohA9M1pyBXF
zVxbmtvvei7KGSWICEBI+IJDeieHh8qoC+Z/i25bwO0XSbHVLSPS/P17DZ3zLLFaxWmoRRPz9SD/
AEaKFzzZJYQqIy8aUFX4lTjCgdpn7XdzOScCZ6eJlHqZQJ6H1EjqDZIN/wBW7TvTfKMmq3l1oFp5
41C8vRNNNdXhguQsVxp0lujAM9wvJ1Lx0b46UHFl/asjjs8Ikf7Pi4eXXDFEZZYIRjQAFx3ExL+j
y593PcHp2xQQoBPIgAE+OZ7x5bxQ7FXYq+dIPyl89QnTha6ZOghCK31ifT6xKlsfUieVGl9dJJEj
ijLxFY0qPTPJjkZEuxlqxxmVA7VVek7cO4uweZu7vuX6J+Xv5uaPeXHLRLSe1kjNr/o1zErOUfgt
wfVdWK8A8gjDIPjACx7hLceYjmL+X4/sdZOHEllj+VP54zetb62itp1sszRWNneottMLuWa7mi9B
mT1v3zIvGZk7fG6imVTnM8tr/H6Snw4nnv8Aj9gY3qP5Gfm7qesWOmx6FJYeWhcxtLcS3lpK8IcL
FLMIhdyNxRKlYlY0A4gnrkI4697My6Pef+VO+XtPmNz5atpNDvZY1ilvLZxz+AxHkQ5avqC3CyUp
y5M32/jxnAkUNmUJgEXuHk2qflR+bzTRRNpTy22lrTTF0u8srRHkki43Mr1MEaGSpUNHboxqeYIC
kygDA8UTRapASFSFhBaZ+RP5yahqw1HXH/eTOF1CS8uRcyvGpGygXEomTg1F9Zw1UA2WlLBUTskg
yFEqFx+S35rWr6QIvK0Gotp8aLDcNcWcbxRyAfWIG/fIh3DlWWMt8VfUJrhNIBNso8sfkr5ttLxr
u6h1Wwng9KKyltL+z5iOsslwAVZESN2kjoqoGHE0IH2sQ4Lc2OrIJNDfvF/Y+hl/3qk/4xp+t8yX
DYj+aH5aWvnvRfqJvn029VTDHeInqqYJJoZpoZIuUfJJGtozVWVgVHxcSytOBiJRMhfCeKPlLhlE
SHMWBI1YI61YBF+nznFLiHxG4sdRtRojY0eTwnWfyb/NBdQiJ8q2+rXNofUm1OO/jdb6WVVeUyPc
zWsyKZOS/DErU/ac/GdRHsPh4oY8/Dhn/Dw1wgE16YgxkQKPqNXyjEbPe6X2wweHxZYHxogiHDGH
DDavQSOKN9b4xt3el6f+Wn5LS6POt75pSyuZLC7a60Kyt+UywMR8E880kcHq3CA8QyxL0Uty4QiH
M0mmhhAlAz45YxGXFW3WUQImVRvfh45iJ4uE+vIcnI9q9r5NZkM5AR4qvhuiY7A0Sd62/BetZkOp
diq2aaGGF5pnWKGJS8kjkKqqoqWYnYADElMYkmhuS8216513VLW4V/NukadJbSmIi0u5IVilKXax
JKyOknNiYmKs1Ko3wmlGxZkkfUB+C9DpoYschWHJMEXvEGxcLraq+rcfzhuOhFNpHmtLqW9HnmyS
xuI1FtbPq1xwX1Y2WIrKd2oUZ1an7zga9WpWYy58Q+bmxz4DER8CXEDufDj0O+32H+bxe5P9Nhu7
jWrHUL3zTaNBFPGZrG21Od0JuZbqWCMUeGOQOJIQqvH8YSg+EUayIJIJl9vvcHNKMccoRxSsg7nG
OggCeRIqpXR2vv3BJ+eWm69c6/okmlXTWDJFIWvToNjq0aH1FjKi5ujyilZZzwjUfH8W4zKeeYPp
2k+aLLyg3m26bWPr+jvc2dtbyeTdMhvore8taCSC2EpVYYXk5uyyKKc43FOiqU22karPb3Wspbah
YaLpFxYG20ObyRpC39y8sr0jtQnpbozsweNqqJKjc7qs58xw67p0V4tnaatqCaxbQXYSx8s6VcrF
czia6eV+UkaySRzQrJIjlv3vGjEuKKoa20HzjZ+dNK06a5vp5Vt447DzGPKelRwWk93ObmRhOHDx
s1qkltMqpRWbmdyMVZh+SFhf2PlTXYL61ntJhqE/wXGh2vl8MBDGOUUFo8qTx1HwzM3JunbFUz89
eRvMOt629/p5sGj+oR2sK33KThKtz6sp9J4riArJHQVZGYMq0pmNlxSkbFcnedndo4sOPgnx/WT6
dtuGhvcZbHuIFEsYj/Kn8w2Y3FxdaKt5ZwoNGkhgjjEE63cNwWPp2kQ4/BJQEH7RH7TE1fl5+Xl+
Kdke2tINgMvDI+qyTY4THrM947uXkExsfJn5w2kVzLDqujxanM7yLdwwQxktM0ZmMnGyqzSemCW9
t+W3CQxZR1F/jycfJr+z5EAwyGA6EnpdV6+l/qre+j6DZ31lolhaX8/1m+t7eKO6uCzP6kqoA78m
ox5NvU5lQBAALoNTOM8kpQFRJNDuCOyTQ7FVlxKsMEkzGixozk0J2UV6LUn6MVDw2w/5yEN1fT2P
6a0UXUaiOOL9H64KzkKnF2eFBGomlRTy33ptWuU/vP6P2u1l+Q2rxuf9Dl+uleX/AJyJ0zTdPtbj
Wtb0eBtQijuNPeO01gxvE8VX5Ut3oyuymld1O/HqSPE60wn+Tv0+LXnw9/6vt73Q/n/HIxi/Teht
ObiBERbXV1rHeRGS2Q84VpJJt1PHqDQ4P3n9H7WR/I9PF5f0ef6lDSv+ciYL2RQNf0B0Nu9zWO01
oEpEP3h+OAD4Sr969NvFHif0ftTL8hW3jf7B2sf85C+hqOoRWmt6DFbWLSGlzaa20phF0bdG/d2/
FiHKxtwLDmD26MvFvbh+1cX5DhHH43F1rgq+v2u/6GIR4RfRaxozaYXalwtlrUjCOV5IrV2RYeQ5
SwsjCnUduS4/vP6P2oH5Gv8AK3t/N+P7Fc/n561pa/Vdc0P67cxvKiyWWtcHEMK3MpQeiHoIZFcV
G/6k+JX8P2rH8jxb+Lw/5tprN+bt9p8Ru9U1PRltFEKMLe11WWUzSMI+KKsTFuUjKFAFd8R4nWvt
Yz/JV6fFvz4fghfLn53PfT28t5rWiPYt9Wa4EFpq8MojvJTHA0frxAEScWoSABsTsa4x8S9+H7U5
vyXCeDxeLpfDXxp6bdapy0i71XTWjlrYC6smmPpxNVHkjLlzHxU7V5EUHhlkjQLg4ICWSMTdEjlz
+DzBPzQ/MySKRkt/LrOiK6hb+2YEBOUpJ+uinGoPhTv3zD8fJ/R+f7XqT2PowRZzf6SXw/yaK0r8
yPzBmnA1JNAtLZHRLi4W8t3EZaT4gwF6TURJK1P8n54Y559eH8fFqzdk6QD0eNI9Bwy32/4X3mI+
KnH+Zf5iStJDGnl83TRRGyg+t2zNPPIYR6Shb49pHKnvQeOPjz/o/j4sj2TpBufGqzZ4ZbAcW/8A
d+Q/AegeUNQ833cN5/ibTI9Onjmpaei6OkkJUUJ4yzENyBrWmxHXfMnGZH6hTotdi08THwZGYre7
2PyCf5Y4KhqFjBf2FzY3FTBdxPBMFNDwkUq1D8jgIsUzxZDCQkOcTfyYbP8Ak95Yl0+5tPrN9HJe
3QvLu9jlRJ5HCOhUkR8ODes7FQnVj22yg6aNVu7ePbuYTEqieGPCBWw3B77vYdeiGvfyP8o3YZXu
tQVHfm6iZCCoFEQ842NEqxB+0Sx5MdqA6WJ72zH7Q548hD5fPr128thQDIdD8k2Gk3kt0Ly6vnmS
BZFvWilBktk4RzchGr+rx6ty/UKWQxAG3A1HaEssRHhjGr+mx9W5HOq8nkf/ADklZ+UW1zQ7vzWd
LXSVjMTtqS62ZORZ3Ah/RZWMkhSP3lSOvs1rgMYsH/Ls6JBb2Uehf4j1C5EXmD1otfhspdNeX936
K8pJEm4alb7SEKvMp0T4VUtmi/LG+8kwalpz+XX80Wcl3Z3s91H5nWz9COG4nliiJYXcbi2mkdq8
qnYbhaKrtAk/LXStPWDUf8Nweb/0sbjy+lnbeYX02K45+h8TSR+oGN1a7x8/T4oCoHUqobQLb8pY
JIZPMQ8vx61c6G82jXNmvmT0WjCTxK0yzFKxLZxU+KjmnXocVeyfkHY+WbfyTrE/lgWR0O6vZWtH
sTqJDcLeNH9T9JfvOSyBgOHw8aftcsVZu/nez+vLZxadf3DtI0bSQwq6JwkMTM5D/CoYbnFUIfzE
tgtzOdJ1BrO2jV3mSIMQ1QHRhUKpTlv8XZvDFURJ5zlYQmz0a9ufUZElAQBoGbiSJlUuUojcv9uu
Kprpmr/XzT6ld2n7tJa3UXp/br8HU/GvH4h22xVMMVdiqG1I0066O4pDJusnon7J6S/sH/K7dcVf
N6PMl3PZ6v5o1K2h0m1WJCfPFmJZIpbmR1ubhY47cxyxtJGgZiVKsiipBOKoWx8xXDWUNrf+Yr6P
T7fUZnTVD520w+vHGg4pJLHxZll51ENSyU+I8eIxVDnXta1BHbT9Tv7mFrKxtVSHz1pq3U95cW9o
nBGRV4S2720rEv8A3jlyF4uQFUyu9UnXUNRvI9a1iUaOnOOOHzpZvC0lnFHxhuURG9ETs0vqNL3h
3+1uqgLrzfeWOtvq9h5mkvhbzwzQafJ55042lwk8ZS5SSCQqU9IpyQCTbkCvQgKu1m413haWU+va
tpMamKdH/wAd2MU0cFyp+sGf1Yuci2rxKiCvxc/tfa4qojy75hvbl7VLrXL6C6kuYHUDzzpl6Tb2
tk3qM6iL0+BcD1Ai82cl68VGKpLa63qkGkX1w+uam10jxRQQXX5h6S8jiSCeG49GYQmOMxM6SFWI
5Hg37PHFU8thqL61I+ia3qGow6enqzw/4xs45bq7hW1hIuCsNGRVjLcqkGUkNxDEYq+hdLtYr7Qo
bW9DTRXWnQRXKyTCZ3WSNlcNPHxEhIJq69eowEWKZ45mEhIcwbSKL8pvyyI9CLTVP1eQ1jW6uSUk
ZF5AgS7FkC1HcZT+Wh3O0PburJvj/wBjH9SLT8rvIaRyQppvFJCjyILi5/YSSNP92bAJM6gdKH2G
H8vDuaz2zqSb4uXlHyPd3gLIvyp/L+G+tbyPSwLuzMT2z/WLglfQp6ZoZKHjxHXEaeF3SZdtaoxM
TP0yu9o9efRl2XOrdir57/OvV9UtPO0xgTUbWzWBLeS9i82WmhWzyy27lFFpeIyl4+XNZF/aFe1M
VSvSr3XNNu4Vtda1PWEuL30bNrnznp0jTWUkSNdXA2o5tJYuKqqg0dutdlUtvH8zeXoJ5Ytc1nW2
cz+qsnnrT4fqsADxRFvWjozyfG9VX4Xj4jYEsqi9Yk1QSX1jY6/rN7+j3vSbn/G9jZTKiwrKhkia
BHjfjbyLwmUenSR38Qqlt/rvmOf9LL+kdUtoDMJjdQ/mBpcbGV3la3iiEkK+ik8b1Vdl9NFIqwIZ
VH6X5p1fTIpHvtRu+FxYGQWuoeedLmYz2zNAsQZwFBn+08g+EH4SoPVVA6hqmsaddW99H5k1C7hj
NmsCf4/06K3m9CBTcCksUfI84krt8ay8jxr8KqJsL+7TT7aOx1m8maNJPThtfPOnRiS41BeZt3bj
KzPE0sqRScyWMPLuMVSfV5NUgumsNLvtd1K3tbj63bavD590mKdn1CJOKlBC3H1T9gdWqxWobFXt
35JR3g8p61NdSXc5uLuSW3ur7WINdkmtzBGsUqXEKR+nGyr8MbjkOpO+KqmqWcb6nPavPpwivRcx
B4ZbqYrMZGYxyorMisUNTsDyqFIxVK9TTTbIwxJFpUSiMpK5F+xEtwG6BDHVXEQWqpVewAxVWl0n
T72zeSxSwUSNGqzFtRR1WCL0WHxepxkXkyiqkUpWpxVkvlm919zHp1lJpy22niCN4IxdArGUUyjl
KrFiOY4Ub5k74qzbFXYqhtSBOnXQUFmMMgCqglJPE7CNtnP+SeuKvl++sfM+sXXmC2jtdcmtILmG
O6jbybopD28LszW0TPKfXI9T1Yi6Fkp/M/xKqdh5Q8wXE0elLp2qW0VjIitct5D0KKCW5mlMUdzH
zdwAFeMyMAOKRnkVJ2VTnT9O1SxSG4n0LWo7i4a6mv3tPKOlwzTtbWsK/vntnLqzz/WHhKPyZnpX
iByVQnlmy12PzIIxa6o6yC1m1NX8m6bbF2ubNrhC7wygqFmST1K9JH4b15YqlVrFBqttYQaf5Yv5
FF4s0qR+SNFeKNAvozWsoeb9w8r2xkZ+TMqlN+mKptJonmi403UbfU/0vc3T3FvaWtxN5H0chggu
i37os4mhLIXU1XhyXrzOKu0fQkpo76T5f1C0moIb31PJ+mGeCdeDzPOJJmktkuoklCqtVUSCn7IK
qne2KqdTnuPLOoR6Tp6PaQ6dN5K0sp9cupTEl7aOzD1gjcOS0UMNz1piqjoun6hpmrLeXGla1aST
1t5FTyZplusfotCbqa4lindGglcs6lqqvxcDsKqvoa8Fr/hO5DvDJbfotPjdHigZfTehKQfGiH+V
NwOmKvOHGjW+n3AP6JjEwtX/ALrVhDIvEsAd2PYUI60PIYqrwG2jgezsm0r6o8strbC6TVFkpNIT
6ZdQtD8JBI6UpyPXFUfY67pmm3kd3FPp31q6RZbX0odRJYSUS4+AKwPL0RwrvWtepJVel6dewX1j
BdwSLLFMiusiggHkK1AbcfTiqIxV5h+Y/wCV3kDzXrqPrXmG70vVCIrhbW1voLdjHa8mV/SlST4Q
U5FqdUG/w5EzANW3Q0+SUeKMZGPK6NWw28/Ib8o5XlnsvPl/Yyo03pmLVbUR26NKkk8UaKiBEUAL
x6DYtWgweJHvDZ+Rz/6nP/SlOoPym/JOsLtr0dylvD6MySXllIkvrMHWSeqEu7MXKsTU+o/djj4k
e8KdDnH+Tn/pSh9N/wCcevy0v31C2svM9/qcc8gl1WNb23mnWUqYpG9SGNWjNynqR3BYFpASKjfC
JA8i15dPkxgGcZRvlYItMIP+cXfy7XTE026vNWvreOWOeNri6QyK0MZjjVZI4o2CpyZlUGgLGnXJ
NK4/84v/AJbyvzvZb+/cwyQM1zJbuSsqRKxqIFIblE0gZaESSO3VtlUPD/zin+Wyyacbm71S+i0y
MxwW91NbyRNUMOUiegAzUKLX+WNF+ytMVW6V/wA4ofltpkiSwXurSSxsrq008Eg5xx+nE/BoOHKL
4mjPH4Sx7UAVekw+QfIsKGOLy7paITESq2VuoJg4iEkBAKx8F4/y0FOmKpium6dY2Vwllaw2qOjF
1hjWME8aVIUDFWJ6t5K1m4v1mtYtNEcVxNPG0xui5DkSIG4tQH1BUlSOgptUFVdc+S9UkuWu/q+m
y3UMnKykdrpQiIOcdUVivL1AORHVcVWN5K1lnJki0yVLgLFfqfrSh4l5UKcWqrUPcnr7bqst0rRd
M0qH0bCAQR8VXiGZtlrT7RPjiqNxV2KoXVVgbTLxbiF7mBoJBLbxAmSRCh5IgBU8mGwocVeH2Whf
lVGLHR7f8v8AzRp9tqKNK6yRXUcRb0WsntLh5bk/EYk+yuxADq37WKpdq1l+TWswXGo6v+VPmkzR
RW9rCk1ldRXE4Y/BFbKt0pdohFvTonQ8DiqAXyz+SeqrDG35PebYmt2t7GKKa2vrcKkpkKyMI7s/
AjBjJIRX4q7k4qn7eX/yw1e7udFl/LPzPBbWn1uLlNbzx2VwGmR3EcqXLkq0oSSNlpsPh2qMVUbP
TvyzkaLR4/yz8zafG0dtqMV5JDP6cPoRRpGWke4lMcsaw+mUZd+JrUMSVVafy7+V8Rku4/yr8zTT
jULS/k9KKX1GvGQsklWvVV1t2k4vRjGCxIqA5CrvLOh/lbofmC2vdL/KzzPZ6lCVvYrmS2nlhV5Z
REOXO7kiLx8vV4EfBTko5DFWdRfnFC94LQ+TvNEcpNrTnpoFUuqVkAEpPCAsBMafAfHFUXc/mgIL
aO5Xyl5knjliklCxadWReERlVGjaRXDyceKjj9qgNMVTi5v4L7y5PqFzBJZQXOnx3E1teKUlhR0Z
2SZIi5DoDRgpO/jirzaO60NdVjsLe2t0SKNbMXNLzl6yStKisSWQKXjqW4H/AIEGiqva2EGp6dL6
kGnwzS2wigNuL5Sv1ei8ZS3qLVGjWjb1AxVkHljU/Lfl+B/rjwQSXBkeGS2S8cPEFDu0nr8yHotS
PoFcVZ7AsKxIIAqw0HAIAFp2pTFV+KvDvzlvtYsdfurqODU54DHbWdv9T8tWOrrW6hulCJPcSxSS
BZlSR06KeK/7sORMAeYb8eqywFRlKIu9iRv3sUvYPN+k6LftNaavrU129xHpiW/k3TJWhcxo6zSm
JuEiMTHRmRSxU1X+UeFHuDYNfqP9Un/pj+tUurLzW0cGpxJr9lBNEZZNH/wbpE0qenHLNCgdacQp
hFEYlqlQeLNs+HHuCPz2f+fP/TFu1P5qaRY2+rWer69ZLd8nurGDyXpcdwVQSzLHL6U44lwvFBUn
m4BoWoCIgcg1ZdRkyVxyMq7ySitS8x/nRCmoiw1zzTeSW9y2mWar5U0wrJOZHZLkS+sivB6cfAyc
QBUMQPs5Jqa8za5+dcEQ1PS9b80LALj6v+iYvKtnczoiuySShml5SIfTLRsw3UjcVOKoiTW/zgig
vVbzB5q9WON7myY+V9NJdVjgmFuAjMskzJMyA8t3VvhHCjKpfb+bfzifTIrx9R88mYTGCWNvKOmI
7yPE/pyJCJgUiiPEuzkqxoBTeiqa6h5s/NiDTobz635oliS3skZLfyxavdy3M0N0ZJPq4lXgqOkT
Srz+FgFpRzirPvyr8x67r/l/WrzV5NSMkV1LBFb6vpsWlXESiMSBPSilmDgCQDkadOncqpZrXmIw
aoQk+qNcQ3AENvFelIZi0rAI37pggBVhQ9VH3KrLu5mR4E9fU0nkrB9YW85yQs4jercYukiwo5o1
PiauKoiTXfq9tevI96s/qcLqza+kMUYPJ3MTGLlT0jzIBr264qr+TP8AcrrUnpzX8UKxrePxvT6S
G5HL0vR9GIUYsx5Keq774q9KxV2KoHXoUm0PUYXcRpJazI0hrRQ0bAk0DHb2GKvlg6L5S07StT8u
Wi+XrXT1gubvW/Uh8zzqLcsht5Fkqq8+FsXcK27IVUAcmCqj5O8x6Mgaws77ynHo8a3Ooazb2sPm
RGjuVLCWW19aKhHEwBlJNP2VApiqJvV0vS9QsvMOrReWbfUh66WgC+Y7lX1eblBDxijEvO3ltIIu
SsvLkDsK7qselsvKOtXj6rpc3la503RbRLW6vJovNURjtoofiYRBkZ5SDL8PqN8PEcuW5VZFPd6V
aeYNb1TQT5SgjuIJLvU/rNv5iV40t5JVlUtB+4H7+FiOChn+LZuIqql95oXk7WtJgOjL5On0nRRe
20E8/wDiVzFC6fWBGW5jkfUmkLOxPAMClGFMVXHzH5S1jTtPtnvvKX6ItbU2VtD6HmjkFt7IDUAr
kxNxSBvgLCrdzyFcVR8VzoWqXVzqOpHyrNDphki8zXEKeZ42RrRU9JLckKsgQWcZkG/08viVY9pG
veVLfzbqcrt5a0+7s5GubueK380XUpvbaF4ppuIdohbq80p3oSlBQN8SqvrrysZm0XTmmMJmOn2h
kNt6voFvTNfS9b97wr9nn8VOu+KpssaIWKqFLnk1BSp6VPvtireKuxV2KuxV81fn5f6defmFJ5c1
H/D5tRYDVP8AcqNbEolghkCFzYOsBQUJoR9mtamgKrBbOL8uNctUttTHli61XUJJp9J9GPzdDbPe
3UpicvI/HkjypECRQA1AHiqiLy68oJpMWkXS+Um1mFnNjai28zXcTzSXd0tyEB5zCkkCfssD8an4
GWqqOfzD5UmsZh5em8qTtrWrTW7fW7TzOILhrtmZUlKqwM8gdSwPw0PEfCoxVSt7rTpWhk1WXyW9
xqdzGsMsVt5lLvcW9sj20hl/dlGVr+BW2HJH48vh4hVJtBfy1reoH6hN5NvNZ1Sae91KKeLzPECP
ViuXihLcVlAaD1CjHuwA41qqnl5D5cu/NGt2fHyu+tXSLp1sI4fNTr6LpCLOOcJSCIm3g+N42+Hj
yH2WxVRm038vLvWLnU/OEflmTUL5by8vJLMeajG8/r3QupDUiOP/AHklotOTEMV2C1VQQPl+Zp7a
3g8pPqFjpjx2czRealU6TLFHJDJEoaRlZo5pQ5B58mUAnfFXuX5Bl/8ACnmH6w2nPqEupXM99Lpa
6isUk8igSu/6QVPjMquD6I9Pb4cVZ7ceUI3imS31O/szM0z1gm4APM4kLUCjoRt7E4qpp5LVXST9
NaqZFXix+tbN+7EdWHHqOPIf5RriqqfKKeusw1fU1KuJCguTwJDM1GHHcHnSngAMVTtYYVlaYIom
dQry0HIqtSoJ60HI4qvxV2KobUjTTro7ikMm6yeifsnpL+wf8rt1xV85TT6tptvayx+YdQvNPSNC
dUm85abE8UM8jxrIWeFo5fhuea8mCsYkoKjdVLL7zlqVvpV7Z6bqOoax60twXuI/PulrcxW8MUSp
dRsELIHId2QDijBv2CMVWaYL6DR7+Vtb1PSrq6j9Vkfz3p8ge3Kxlb+OZIfgeeaPhyZf23O/wrir
KfL/AJP13VbCOGy1jzFc290llfXlvH5rt7iVG9N1ZfXiVj6MzO/q8ftsoKFQtMVQ155R/NO00pT+
jPOFzJDpxjcR+brcyesbsspDRwc2nSKRjyCcOKhKMd8VXWnlX86bORb+bSfMl7dkSXslovm21W2a
e4KRG0MckBCpChZ0oSARTkdsVRl75T/Na4ieX9GeZYZYLuf0LS3812yRSQC2/dH4YYvgaWNVVG+y
zFjVariqGh8ifmpdfWJl0/zLot1qK+kzjzVBcpaI9XcxxhEA4vbIE4N0mbpxACqNl8s/mtFG+mpo
/mO4tQbxIL9fNsKzqjBLmE83j5sWlAhXlUoFNSyuaqvZ9HjvI9Ot45g63iWVusi3EgmkEoVgRLKg
AduX2mUb9cVSXXNe8zaBocuras+nJDaxu1wIVnYs5IESxBitS1d6n8NxGcxEWXI0umnnyDHD6ix2
3/Nq9fXBpksUFWv0tFZI5KCL1hDI8j+pxj+NgBy33X4aMDlX5iN07A9iZhDjuNcPFzPddctzXdts
d9inF5+b/lOzu7i2nW5H1YyGWYRqY/TimNuZQedePrj0xtyrvTjvgOpiCnH2HnnEEcO9depHFXLn
w793x2ZPoWt2mtact9bK8aF5InilAEiSQuY5EYKWWoZT0JGXQkJC3W6nTywz4ZeR27iLCYZJoeCf
nPLcwedri9TUtQs0tdNEazWvmWz0yK3ku4riNSbGdQyFnWP960qhn4U+y2KsS8ta3rd4ZdMvtY1O
xubi2UxOvnvTL6dmS2KLJHFGpkBljmM3wmnJA1B3VSjTfMXmBtL/AEz+mdUSJY5bG3srzz/p4eR2
+F7qOZkEfqRc9lkjpQhl6KCqr3HmnzCYLptJuLqJ9Rlubpvq/n3ShDCCJzLDbr6cUaJDHJ63wnkh
ZGflxpiqvaecL7SbOzu7a9u9RurZUlu0fz1pDPIs7yo31ydY6Srbv6ao3wj94AN13VUob3zBbw3z
3us+Yo7OTlF9Z/x3p1wyLHF9cSSERQNxZ0jXkOojfluvIqqip77W7lNJsJ9e1RCsOpxXM3+NbOIq
IfUkJun4D13j5ndY1MSgeorBaYqiYPKnn3Wzp+reVH13U7NQlrfz2vnS0ZJeJMpSee3hYv6L3JT4
WLGNOzEYqjB5H/NqdL7S2sPOUb20XKC+fzlEVuwJSOHL6s8cZZa0qtaBeVKk4q9c/LfQ/MOi6HrF
prC6jSS5lnsm1TVBq8whZAqokvpxGNF4VCHl1PxHFWSapot9dyvJBqc1rzKlQnKihRuAFdFoTvuC
eu5FALoZQOYtqnjJ5GkDYeVdStoFZtXna9aMRzyu0sq1CcTwDyVHUt/rbgDplk9REn6RTXHAQPq3
QWrfl1JqkCw3Os3TiN0eFnLSFOKlWIDuRzPKoalR75iayIzRArho9HZ9mauWkmZfXxCqP4+femfl
/wAnafot7dXUBDtcVChl3jrPPN8LEsfs3AQ+PGvfKsOHw7o8/wBZP6WzWa6WcREhvH/iYj/e38U/
y5wXYqo30iR2VxJJC1zGkbs9ui82kAUkoqH7RboB3xV4t/jLyNqOiPBefk/5gisLURt9Sk0GCONh
EplRUUyIrovo/ZI414rSpAKqO13zR+X9hrkVpN+VOq399qcBiNzb6Dayh4S3F4pHZ1PFfhLA/CAR
ireka95TpELb8pdZt4pZI4T62k2itCiqs8ZZXlPGGMSngqV4MGXip2Kqa23nrRNBtLWXSPy7162S
9gQGGw0iKFo0hXlFDMokj4keoyop2BqNsVWTfnmkGn3GoT+Q/N8Ntbf3pk0yNG3bj8KNOCR3J6Ux
VGN+cDfULW7j8k+aXN3bzXKQjTlZkEKc1SXhK4R5R/dr1J2NDirUX5xGTVTp48kea1Czei14+mhb
cfvFj9T1DL/d0cPUfs1NNsVVL/8ANuS10wX8XkrzPdjhA7W8OnqZ1FwX+ExmUPzj9P8AeLT4arXr
XFUEn513T6V+kR+X3m0KjlJrVtOVbgEGMApE0oeQESEgqP2TWmKss1/zA2neX7rW142hS2t5aXqs
PT9RyOMkaEHmOVAnIVbYsBuIZJcMbcrRYPGyxhRN93P8fPboeTEbnziNX0trDzJo9jfRXE9vbGKG
cvD+/s4pzJHLxerD1zxKEU7MftGuB4wRID8BzNTD8pOMsMpAm+ex2kRuPhyPPqOiS3l75Hityf8A
DrWc8waS3aK8kRk5I06emVDKlGeKRUA4h35U5KcPgQ7msdr6jrK/eBv7+/bYnnW3JO7FPy1vbtX1
LSTa310PUKymeXnJIBLNGwXsrvzIZQpY86cq0Pgw7mI7V1AFCWw9345bX3bcme6Ba6TbaRbJpCcd
PdfWg3clhMfULsZKuSxapLb5ZGIAoOJmzSyS4pGymGFqeXfmN5p8r6V5lfT7zy9oeq3V5YiW8m1G
+060na3T1KpJHdKZHiRORqfh3b3yqc5A7Rv4uw0un0843ky+HK+XAZfGwxeLzN+WH6Yhlt/J/laL
VrRFSALqmiwziYxLB9WKIefwlmiUONqDYHYDjn/N+1t/KaX/AFfr/Mly7/kzSWP/AJx6uYbaG4j8
oyI0RntoXGmOvpRgxM8YO3BBAULDYcKfs5c6oohoPyGQRXLR+VlF7LNFDMV04etNcr6Vwit+28q/
BIBuw2OKqcS/84/m2i9JfKn1V5vq8IUadwaeRlk9NabF2aNW4jckA9hiq29H5Ayad6Nw3llbCZVo
yNZInAwpApDoRxBgkSMGo+FlXoQMVbkuP+cfS9ykkvlPnAJzeKzabVBM4S4MoP2ebkLJy6nY4qmG
i+b/AMoNIsorPQtY0Gxs5JHENpYT2cSNKCvNUihYAvWRagCu4xVMo/zC8gySCOPzJpbylIpBGt7b
luE/H0m4h68X5rxPeoxVHWet6LrOlT3mj39tqVoBJGbi0mjnj5qPiXnGWWo7jFXnXnixun8xXk8X
lg6iXb0zcmK9fmogj4MDFKsez1UkAdPGuKoryjdeZ7SP6jpmgDSxcykcrmG89FePxc5C8jkVT4aj
q1B0xVmOk/43+vf7lzphsaNvafWBNy/Z/vKrTxxVPMVdirsVQuqqX0u8ULGxaCQBZwxiJKHaQL8R
T+am9MVfIXlPR/KUiXF/HH5YUcUNnd2cfmxwYLKWIeq8U7UZI7j6rUqaH4hyxVWvLfyZqXla3TTI
vK9x9ekiS0W4/wAUJA8dtxWYh2eOVXGoXpRCPtI9D9k0VS/Tm/LixsNMjmHlJVv3SRmt4vNjK0ET
3UNw6Mas0iRysEZyKH2VCFUW3lj8rpIo9V9Ly6sz3c1nfq6eZnhLW8Al1GMcviimVHd4mPgKb1IV
Qmg6D5LmSW0u7HypDrN7c3NtFZEeaSnqWkRlIlcyyqf3npvQGnp1oSTQKpxqUHlmOyvfq9t5dB0S
yTQPMk8sHmiaxBEgEdlDIj8i4uo1oeLNxPOtVoVUTaR+VNMk0uC2Hl2xn8w2SRM4h8x3a3LW1skc
BgQu3pwxB25mYKxA37sFWOTaJ5W1K3nl06w8nNoFqQwpF5viuFtokVhNMkYjLH07iP8Aet8JLL8R
qMVTe+g8rxxWWgzSeVV0q19GLT7Se18yMsl9cXDS2hYOGIjkhRwxWXZy4fkPhxV9I/pOfS/IZ1PT
ored7LRobiCINMLdlihZ/gZw0xXiPhDfEehI6iGSRESQ5Ojwxy5owkaEpAbef4/tXaf5m8xXV1fw
JpMdwbO7igpFOI+MMttHOJWMqjk373dVG3Sp6kQmSTfRs1enjjjAxJPECflIj9H9nJGjVvM5dF/Q
HFWBLObuL4SFUgUANasSPoyxwkw0y61G4jlN9Y/UXSRkiT1Vm5xgCklVpxr4HFUZirsVfP352W+v
33npbOw0/VnV4baOO/tPKlhrdqAyzxyRyXV3Ih40uDUHZKt/McVY9aaPcy6tG66JrUTyR6dPf3J8
j6VF68sghM1J1IZCbh0mlG5jKPxbYEKoa00HWnddDtYNYtnuAzW+s3PkfSntUsrmE3TWBYycKtNI
eYACmSqhRiqNgtdetLR7e90HWtYdNQjayu28naPGLY2TGS7ljiR0BF2xPoyFuQ6AFqc1ULp1x5gM
Ewu9E1+T0oGEMcvkTSon+uKzSQXcaCY8zBFEsIAFK8ancYqssbPzZpdjB9Y0zW7nTJISljp1v5M0
+V7e5tRDAl3cK0isXPoq6R1egGxpGDiqL1Ty5rUesT+npepSJrFxHC048jaVMiRxysk8VzIsiStF
MyJIHbovGhO9FUfLY+Y7NtUube21W4sp/r506yj8naWH0+8Qgvd1V1aZ5ERljDKPU5ip74qlRsdY
uriV9K0LW7aXWo7b9DyT+S9JVNNitZ6UuX5hZKLAGiDCqjgU8Cq9b/JfSL3SvI13BdrMkk7m5WOf
SINCMay26fuzZWzyQhlKnky03O9aVKrL7/yT5X1C/l1C8sRLeTFDJN6kqkmNQq04sANlA2698VU4
/IPlKN2dLGjMqKx9WbpGvFR9vsMVVNG8leWdFuzd6ZZm3uChjLiWZqqSCQQ7sOoHbFU8xV2KuxVZ
OgkhkQu0YZSpkU8WWopUHsRirx+38i+TEiSL/lbOvzmATy8pfMFvI1J4lQO1U6RU9SI/ssa5DxY9
4cv+T9R/qc/9Kf1Iyy8meTrOtwPzL1qdI42gLXGuxSqjyjeSrKeMn7hyOw+OgpsHxI94R+Rz3XBP
/Sn8dR827Hyj5Tt7WNF/M/WrhLdvUeeXW7dnZRJE9JXCDktbVl37PIO+z4ke8L+Rz8vDn/pSuXyL
oV752g+p+fvMBntoXml0a01NvqzSQyKC8wQcKj1V5Rn7WxO1aomCavdjLSZYw8SUSI3W/nf6ubM/
Jfk5PK1hJafprVtceV+Ru9au2vJgBWiKaIigEnotT3JAWk3HT70IBK0vpr6rLwaTiORUEkKT1pVi
cVX4q7FXYqlmsajNp8NxdQwpPKqwqkMkyW6sXkZQPUf4R1+nFWMa95qvNQ0bULazjWC7CRNam31K
0SSUM9WIYSKUT015V5qzLsCp3yvKDw7c3M0EoDKDkIEfMX9m/wBxHeCxfTrT80ngttTa/l1O1tbs
XLiyu4pfWijjt6xOsbKrUWOZCiN8UpruvxHGEco3P4/H3u+ln0ErjERHFGt48jct795ibPKPnsiN
R0D84JdTu5bO7nihkeY2xa6QRrI05aOQx8toxa0i4dn+Lj+3hlDLe34/ARi1OgEAJAE7X6fLcXXP
i9V/zdr6PQPJ1trVtoMMWsM5vBJMQs0gmlSFpWMKSSAvzZYyoJ5H5nMjECI7ui188cspOP6aHIUL
reh03TrLHDePfmB+T+ueYvO1xrMNjod5p17DBbXf6Rm1SO6MEckLPFH9TkiiX+6LqzBjyAHQmiqU
eZPyL8y6pYWno6T5XW/giiBDzawkUctvEy27w+nKAFiaRqKyGoO/TFVE/kL5li12W4tdF8qCwlmh
uJZpJta+uSyieCWVn4TJEN4ea0FOQ6UZsVQ9p+Rvn068dQvfL/kv/SL2C6vJobnXeREIZA6QtJ6f
qoshK9F5b9aEKrZ/+ce9W1G1+rSeW/LVoZEhXUWln1iSOSa0jWGB7VYrxWSJYzJ9oqx+EEdcVR3k
X/nHQWF7MnmXy55XOl3EZhljsJdYuJTEwlqo+uzuityaNlcCq703CnFWeW/5DflLb6nHqcHl+OK+
ir6cqT3S8aqyGiiXj9lyOnSngKKocf8AOPX5Ri3a0/QdbBoEt/qZubn0wsbSurA+p6nOtw+/L367
4q3qP/OPP5O6jHHHeeXllWFYo4z9avFYLBbx2sa8lmDUWGBF69q9anFWT6J5P8t+WNKntNCshZW7
QojKHkkJEEIhiq0jOxKxqFqTXbFXnXmvVWn8+XelR3mswBJH9drK/MCofqsU0dFETgIQr0Unryb2
xVX8vJ5uuorjXNPi1XUrW7h9S2ifWovSaRp1EkKJJCjRGLi3xV3UU/a2VZrour+c3ura0vvLZtbI
JGst/JqEM8gJi5MSiIC/FxwJrv1G2KsnxV2KuxVA67z/AEJqHpsUf6tNxcSCEg+maH1G+FP9Y9Ou
KvlG3i0OfR5oIPqZQ6VEJ7t/NejpOjGVq2iyJGSs6I+07ji4QK2++Q8KPcHLPaGo/wBUn/pj+tAX
fliLTbZdFdLy41O9Ik9E+cNFtriWSef0ogokhfnwSAgHc1lYBfibi+HHuCPz2e7453/WKM1Hybpl
9do1vd39xp5njtrmeLzjo8YjskKxWt5JE1qS31lVM3AHcnapOz4ce4KNdnHLJP8A0xVdS0JfKwku
dM1fVWV4GtYpp/POlWMgk9YfWYbdvQKh4WiX1AzU36chsREDo1Tz5JCjIke9NrjXNTtLm5jvNZ1e
xnu5JnElz5zsYYo4pZjbxyRJMgUVjkkmWOtV9JR3qZNSLl1/VHP6HutRv7e2imuPS1IeeLE3LcXd
IpZVij5qhuXWFV3owAcAD4lWMW/mHVprG/mOo6sJY1Z/g/MbSnq8rQxIzyRoFjEe7oW+Hl8O/JRi
q+8u/MOn6zLYp5j1i+geIRLLL+YGmwzK8gSSKWJCmzSDkiqyvUGu2xxVHeZL7Uv0Na/UPM+rXWoW
Eskt1ZjzvpluyW/qBIJ5JJF+ONo44nSu/wC9+0e6r6Xazg1nTkjuJOaTQ2sxliKEFlYyBlNZVoSO
zHboe+KsAuj5ItfMD6RM2q29wCtruluIhHLM0Eco5KXVFkmCLt9llIBQ8jSc4Bp2kOycssXiAxIr
v7hdcudfcRz2ZDofnbRXtbSDQrGOKybkvpzTW9pIpEaTIwiJJcSRyq/Ibj9retJwyCQsOLq9JPBP
hlV+XvI+8EIzS/Ol5e39pbNY2yx3Q/vYtRtpiPicfCi0Zx+7/Z/gcm4rKsVdirsVdirsVdirsVdi
rsVdirsVUrv/AHlm/wCMbfqOKvO/Mz+VrnzHf20nnHWNM1GJoTcWVtNMkESsFUBAIuHxhx+0dzX2
xVfZah5QvdUTS7Tzjq0t9eKHigWWQ7SLK6FWMPFaLPWhP7KV6bqsr0nyv+jrmOc6vqV76YYeld3H
qRtyjSOrKFWpHp8h/lMx74qneKuxV2KoTVwDpN6CjyAwSgxxxrM7fAdljequT2U7Hpir5fh0TU4t
Gis4vLWrQzrcIl3fQeSNGikuEkeaHa3YzRcPS9RHZ2UqGVqMrkYqjr+w8zC40qY6XrY1y1vDaTat
B5L0aZniNG5LKzn0YmWaiyDp8XJa4qh7Dyr5ltrC7kjs9ZWeyt5VmEnk7SAtzcW5kkt3iiWSRj6Q
eH6uqHgvpkbcqBVu6sfM+o6Dex3uk6yr2M1vcNZ3PkfSbmOSdzJFePbRJKeZmkPqu3PkKfCxDYqp
6JpvmjW/MNiurW2sWMVjHDM9/qPkLTWSVo5PVqWhE8sL0kMarEpK/aJryxV1n5f1qxudR1PWNB1T
WEESWU2mr5N02SOaYUuJZoWMgdopJ+Tt+7Uc27ldlVPTdI8wQWNop0nW1iube9EqnyLpKqsRDqts
8Cy/u6SfvQOP77lv7Kq1h5L16Ce3e7g1KcvKnqBPI+kooksbxLWKQNGVaJTbP+7puqcpARTjirIP
JP5d675i05GluLnRroVlhn1Tyjo9m4EYhRUeLg4H721WRAN+AUcqqpCr3jSrRrK3gs3dZGtrWCFp
I41hRjGGUlYk+FAabKNh0xVL/wDAvlf9INftaM909z9cLSTzunr8g3IRtIUHxKp4hafCu3wrSvwo
3bnfyjm4OC9uHh5R5e+r7/me8oUflv5YjuLWa1jktBaFzHHE9VPNeB5eoHagUBQK0AAA2yUYCIoN
GfUTzS4pmy1Z/l3otnL6sE9yjq7PEVeNfT5AgBOKLQLybj/rHxyTQynFXYq7FXYq7FXYq7FXYq7F
XYq7FVK7/wB5Zv8AjG36jirznzb5VGp61eiOPRTdcnmke6lvFmS0mt1hlkdYnRefwew4+BNcVYhD
+Xuqfo+xtxY+XDDezH0+dzqQaR41ZAzESK/f7IPVgOINcVZp5c8keZ9GubnULWy0aDUTB9WtZQ9+
fgjLKgkDyzDiypG22/WvTFWbaF+n/wBHr+nvqn6R5Nz+o+p6HGvw09X46064qmGKuxV2KuxV2Kux
V2KuxV2KuxV2KuxVaEAkZ+7AKfCikn/jbFV2KuxV2KuxV2KoO51a1ti/qpOfTNGKW88g2XnUFEYE
U7jvt12xVTXXbI+p+7uh6VeQNpdCtK/YrH8fT9muKubXLQIrCG7YMaUFpcAgcOdSpjB6fjt12xVy
67Yt6lI7qkZcMfql1uYyA3H938XXanXt0xVHowdAwqAwqKgqd/EGhGKt4q7FXYq7FVsiCSNkPRwV
NOtCKYqonTrA3EtybeMzzJ6UshUEsn8reIxVTTRtKSK2iW0iEdo3K2XiKI3Wq+9d/nviqMxV2Kv/
2Q==
proof:pdf
uuid:65E6390686CF11DBA6E2D887CEACB407
xmp.did:CB27E2EF8870E71197BD8B0B94F5BD13
uuid:a754de89-b590-46fb-849f-5001581811a8
1
uuid:6dc179c3-eb14-46ca-aec6-4c4bbf8812e2
xmp.did:C7F0A86E296EE7119F52C9087958D5D6
uuid:65E6390686CF11DBA6E2D887CEACB407
proof:pdf
saved
xmp.iid:8ADAFF7FA41EE51199188F4A5094FFC7
2015-06-29T14:19:17-07:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:CB27E2EF8870E71197BD8B0B94F5BD13
2017-07-24T09:29:29-07:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
\\macolasrv\documents\Marketing\Artwork\Logos\HigherGround\HG Logo 2017\HG-Logo-Final.png
EmbedByReference
\\macolasrv\documents\Marketing\Artwork\Logos\HigherGround\HG Logo 2017\HG-Logo-Final.png
EmbedByReference
\\macolasrv\Documents\Marketing\CaseStudies\PSAP\NWCDS\nwcds logo - final.jpg
EmbedByReference
\\macolasrv\Documents\Marketing\Artwork\Logos\Social Media\Social Media logos.ai
EmbedByReference
\\macolasrv\Documents\Marketing\CaseStudies\PSAP\NWCDS\BANNER.JPG
EmbedByReference
\\macolasrv\Documents\Marketing\Artwork\Harris Co. badge.jpg
EmbedByReference
\\macolasrv\Documents\Marketing\Artwork\Logos\Public Safety\Capture911.ai
Web
1
True
False
8.500000
11.000000
Inches
HelveticaNeueLTStd-LtCn
Helvetica Neue LT Std
47 Light Condensed
Open Type
OTF 1.029;PS 001.000;Core 1.0.33;makeotf.lib1.4.1585
False
HelveticaNeueLTStd-LtCn.otf
HelveticaNeueLTStd-Cn
Helvetica Neue LT Std
57 Condensed
Open Type
OTF 1.029;PS 001.000;Core 1.0.33;makeotf.lib1.4.1585
False
HelveticaNeueLTStd-Cn.otf
HelveticaNeueLTStd-MdCn
Helvetica Neue LT Std
67 Medium Condensed
Open Type
OTF 1.029;PS 001.000;Core 1.0.33;makeotf.lib1.4.1585
False
HelveticaNeueLTStd-MdCn.otf
HelveticaNeueLTStd-BdCn
Helvetica Neue LT Std
77 Bold Condensed
Open Type
OTF 1.029;PS 001.000;Core 1.0.33;makeotf.lib1.4.1585
False
HelveticaNeueLTStd-BdCn.otf
MyriadPro-Cond
Myriad Pro
Condensed
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Cond.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
0
0
0
R=6 G=104 B=179
RGB
PROCESS
6
104
179
R=228 G=62 B=41
RGB
PROCESS
228
62
41
RGB Red
RGB
PROCESS
255
0
0
RGB Yellow
RGB
PROCESS
255
255
0
RGB Green
RGB
PROCESS
0
255
0
RGB Cyan
RGB
PROCESS
0
255
255
RGB Blue
RGB
PROCESS
0
0
255
RGB Magenta
RGB
PROCESS
255
0
255
R=193 G=39 B=45
RGB
PROCESS
193
39
45
R=237 G=28 B=36
RGB
PROCESS
237
28
36
R=241 G=90 B=36
RGB
PROCESS
241
90
36
R=247 G=147 B=30
RGB
PROCESS
247
147
30
R=251 G=176 B=59
RGB
PROCESS
251
176
59
R=252 G=238 B=33
RGB
PROCESS
252
238
33
R=217 G=224 B=33
RGB
PROCESS
217
224
33
R=140 G=198 B=63
RGB
PROCESS
140
198
63
R=57 G=181 B=74
RGB
PROCESS
57
181
74
R=0 G=146 B=69
RGB
PROCESS
0
146
69
R=0 G=104 B=55
RGB
PROCESS
0
104
55
R=34 G=181 B=115
RGB
PROCESS
34
181
115
R=0 G=169 B=157
RGB
PROCESS
0
169
157
R=41 G=171 B=226
RGB
PROCESS
41
171
226
R=0 G=113 B=188
RGB
PROCESS
0
113
188
R=46 G=49 B=146
RGB
PROCESS
46
49
146
R=27 G=20 B=100
RGB
PROCESS
27
20
100
R=102 G=45 B=145
RGB
PROCESS
102
45
145
R=147 G=39 B=143
RGB
PROCESS
147
39
143
R=158 G=0 B=93
RGB
PROCESS
158
0
93
R=212 G=20 B=90
RGB
PROCESS
212
20
90
R=237 G=30 B=121
RGB
PROCESS
237
30
121
R=199 G=178 B=153
RGB
PROCESS
199
178
153
R=153 G=134 B=117
RGB
PROCESS
153
134
117
R=115 G=99 B=87
RGB
PROCESS
115
99
87
R=83 G=71 B=65
RGB
PROCESS
83
71
65
R=198 G=156 B=109
RGB
PROCESS
198
156
109
R=166 G=124 B=82
RGB
PROCESS
166
124
82
R=140 G=98 B=57
RGB
PROCESS
140
98
57
R=117 G=76 B=36
RGB
PROCESS
117
76
36
R=96 G=56 B=19
RGB
PROCESS
96
56
19
R=66 G=33 B=11
RGB
PROCESS
66
33
11
PANTONE 179 CVU
PROCESS
100.000000
RGB
228
63
41
Grays
1
R=0 G=0 B=0
RGB
PROCESS
0
0
0
R=26 G=26 B=26
RGB
PROCESS
26
26
26
R=51 G=51 B=51
RGB
PROCESS
51
51
51
R=77 G=77 B=77
RGB
PROCESS
77
77
77
R=102 G=102 B=102
RGB
PROCESS
102
102
102
R=128 G=128 B=128
RGB
PROCESS
128
128
128
R=153 G=153 B=153
RGB
PROCESS
153
153
153
R=179 G=179 B=179
RGB
PROCESS
179
179
179
R=204 G=204 B=204
RGB
PROCESS
204
204
204
R=230 G=230 B=230
RGB
PROCESS
230
230
230
R=242 G=242 B=242
RGB
PROCESS
242
242
242
Web Color Group
1
R=63 G=169 B=245
RGB
PROCESS
63
169
245
R=122 G=201 B=67
RGB
PROCESS
122
201
67
R=255 G=147 B=30
RGB
PROCESS
255
147
30
R=255 G=29 B=37
RGB
PROCESS
255
29
37
R=255 G=123 B=172
RGB
PROCESS
255
123
172
R=189 G=204 B=212
RGB
PROCESS
189
204
212
HigherGround Red
RGB
PROCESS
210
32
38
Adobe PDF library 10.01
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
42 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
43 0 obj
<>stream
HWr+ʷnЪ}MC:䌄c!
J̪H';uUgr'!(P2)ڤr^m'z(=TwZ'+lQ>Dl5Q-6LzƩJLjj!{iH6Ll㶉B
#9,01Y72z0660D.tJoAN+\,ɩ48SH/ʃs]!ԁ^6M
CdO;5f"pi۵Cr8;5M>N~9HB<>($%Qs=IC%"Kpu1 _=d-wsn(] exrnn
kˤ:?<4
?
x7
@dtTŎUĨP) ~-8HG\ Rb{+8Bb
V5Q GNdR3TfPe&OyhBͬpMq
!I-RCtv!m#&W̜.*FN^KA2<At c,QA tSFG#