%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
LiteDimmer Plus AC400 Data Sheet
2021-04-14T12:21:12-07:00
2021-04-14T12:21:12-07:00
2021-04-14T12:21:12-07:00
Adobe Illustrator 25.2 (Macintosh)
204
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADMAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYqgPMGtWmhaDq
Wt3iu1ppdrPe3KxANIY7eNpXCAlQW4rtUjFWL6x+bvlrSfy1tfzCure8OiXcVvNHBGkRugt0yqnJ
DIEqOXxUf5VxVIv+hhdFHm1vKreU/My6pG1ZK6fHwS39X0frjfv+a23I19UrSmKonyP+e2j+cSku
neWvMNtpkkUs0es3diiWDCAlWVbhJpELclKgeIplGq1EcOOWSXKIvZnjxmchEdWaw+ZrGSOVzFNE
Y4vrASRArPH/ADJvQ/fmoxe0OCcZExnHhhx1IUZR7477uXPQTBAuJs1seR819r5hsbm8FogdZDEs
wZgAvFkDgbEmvFst03buDLm8ICQlwCW9VRiJd/OixyaKcIcRqrr7aQ0fm/S3WJgkwE0hiUlV2I41
J+Lp8YzDh7VaaQian6pcPIdK/pcvUG09mZBe42F/f5eSJm8w2MV3c2pWQyWkZlkIC8SAASBVuvxZ
l5u3cEMuTERLixR4jyrpy357tUdFOUYy2qRpS/xPbC0e6e0uo4FCsHeMKGDmg4ktQ9cp/wBEWMYj
lljyxgK3MQLvlXqos/yEuIREok+/79mN+dvzi8veT7Nb3VbS5Fv+89ZedpFMjInNFWG4nheVpOwj
5Ed6DfM/Qdpw1JlERlCUKuMhRF8mjPppY6JIIPUIi4/NTSZNSNloGnXnmiNLFNSkv9GksJrYQSTz
244vLdQGRxJaSArGrHanXbNi46aeUvPGhea1vZNHaSSCyNsDO6hUkW7s4b2Jo9y1PSuVB5AENUU7
4qhW/Mjy+nluDzDIlwmnz6n+h15KgdZv0g2mmRhz4iISoWrWvDelfhxVDeW/zR0rXbjS1TS9RsLP
XRI2haleRwLBe+kjTH0xHNLMhaFGkUTRpVQcVTHzF580TQPMOgaDfLM175illismiVWjjMQWrTEs
pRWeVEUgH4mAxVBa5+ZmlaRf6lbtp1/d2mhrG2vapbJCbaxEkYm/fepLHM/GFlkb0Y34qd8VRuue
ffL+jeY9A8vXTu+p+Y5JUsI4grBVhjMjSSksOKHZQRWpPzIVQI/M7SDqaW/6Pv8A9FyagdHj1/hD
9RN8JTB6I/e/WP79fS5+jw57csVdof5naRq97p8Uen39rYay0iaHq9wkItL1okeSkPCWSZOcUTun
qxpyUVGKswxVKfNHmnRvLGkvqurymK0V0jBRWdmeQ0VVVan3PYCpOwwE0rxzyB5l1Hyx5w8wa95s
gvrHSfOd6ktlJdIZPqjLFFLBDO1SUpb3VKAFUETivFDRMgOaQHvOFDsVdirsVYr+bH/krPOX/bD1
L/qDkxV4D538y+XL/wD5xJsNKsdVs7rVLKy0r67YQXEUlxDSaJT6sSsXTc0+IYqz26/9aa13/wAA
Z/8AqNjxVi//ADjTqEiflxFaT+drK8jks70WnkkJaJd2bC7kZpmkVzcyBxV6OlAH8AM1fbX+J5f6
hcnR/wB7H3vXZZY5QpicSCPRwkhUg8WHUGnQ5xeXJGdcJEuHRAGt6PcfN3EYmPPa8yCleS3la8T7
UcFtFt/xdZla/hmvyzlikc0ecceKP+nwU3xAkOA9ZSPympvZMF+qj7UM15TxrFEh/wCNcplpCB4X
WM83+whE/oZjL/F3iH2komF3mnvrt+t3Zzy08B6hUf8AEcy8U5ZJ5cp/yuHJL/Z1+hqkBERiP4Zx
H2X+lGXUhPlRka/S6ISArCoQNCNhxPEkmnTfNhqcl9lkHNHJtjqI4bgNtjRs92/c4+OP+E3wGP1b
77qGq+TNJ81Q695d8wj62tykSyXiKiTKGUGsdQ4RgNqgZvOxozhrNRDJLjyei5VV+nu5bOHrCDix
mI4Y77fHvSe50jXB+bmpWXle9stDiXy3pwl9Sxa5or3+oGsCx3FqkbAkmrK4J7ePTutRP5RaBZeX
dX846DZFmtNLvNMtIWc1dlh0SxQM1O7UqcVYtW3P5Y6Zp8wEs8fnn0rmy2aSo8zyTPGY+pPo/HT+
XfpiqP8AIusDQNX8l6Hpk/6W8k+a7W4uvLK3Sr9f0oQW31gwu6lhJDwcxCvxoTwLEYqk/wCa2rw3
PmPzdcxW97NqXljT9NXRntbC9uolvbe4GsTB7i3glih5Klsp5uNtztirILLzJ5fhj/NbWr2JL/SX
+q3zWL8f9KtZdBteMYVqgiehjHYnbFUksGkj89zea/Men3lprGqavaaH5Y0w2k9INLtS0oCy8BAG
n9N7iReewXbwxVEW8ka/l1o1iXUXkXnxYpLeo9RXXzRJOVK9aiH95/q79MVd5Ukjl8jfkraRur3U
d7C0kAILqLbSb5JyV6j03IV/A7HfFXtuKvM/zusBPZaZcXDejp4NzZTXo5sbeW+jEMEpQBkI5/DV
xxFffNZ2uMvg8WMcUoSjKu8RNkfjdydLw8dS2BBHutjfmfXtU1Gzt11KxsrC1SUSSG1uLm7mvrh0
MMEcMQiRo1d5qkD1GP2enxHmY9pYc5OLS45jLkI4if4aNk7k77eXz2dgdPKHqySHDHl5vSf0Hq3/
ACrH9A8V/S/6E+o8fUbj9Z+qelT1a86c/wBqte9c7h0zJ8KuxV2KpP5xF8fK+ppYrp7XUkDIiaxy
/R7B/hZbniCTGVJBHfFXjMegatAkUFrp/wCVcFvctEurKsDgPGiwueKKFDlZ1lZA5pTh3rirKb7V
PMMtxbalZTeRrbXZbKS01fUp55bl5KRI8UUTKtvJ6DXPMMjuaLRhVqrirE9F0rzfpF+l3Y2f5U2c
vPhLPZRz20xtm2kVXUEhmHzHjXIzhGYMZCwehSJEGwneleYPzWt2YX93+Xktq6uJba0ury3Z/wB2
4QF3WZf7zhWqfZqOtDmPDQ4IRMYwgIy5gRG/v72cs0yQTI2PNE3mv/mP9a1FbW+8gyWUhf8ARjTX
F0siLG5+rfWFXmshEQAbiVox22WjJ0WA7GEOn8I/h5fLp3L40+8/Pv5u1TzD+ZP12/fSr7yCIPrE
h0xrq5ujKYXZgGuDGAPUMfENx2JrvTD+Tw3fBG9z9I5nn8+vevizqrPzUbvX/wA0lTjZX35emsck
Q9W4u1CqZiYxReXJfS+0u3xmvTYgaLABXBDlw/SOXd7vJfGn/OPfz6rLnWfzQW0gWxvfy7W4eD/T
lllu/TNwJ5CPT4kExiD0/tb8+XamQj2bpgCBjhR/ox/UyOoyH+KXzKhL54/NSDUbpzr35bQ8mIQP
eXgn4D+7ErchUgUrtmSMMBIzAHEeZrc+8tZmSKvZfeedPPIv5L/TvMP5cJdS2trA881zcGYtGivM
jTJIrNCs8lwYVpsCCdy2WMUBcTNfeal1bUbr8rrpzIjvrMiepqIMNwFjlHOQ1dbRF4j1fhk2DcRi
qpZa1ri30+u3d/8Alj/ihnjWDVYJZBMIfSlWVZJ2JmZi3ohaMBx5g/s4qgNO1vzxpurT6nYXv5T2
15c1FzeW89xBcyqx5MHlSrGr/FvXFWVS+c9ShvrqTTdc8iQWF+J5rq0e6b1mumsEWFprhHVZx9bT
05GMKkwgEfF8IVY19e1iae1uLm5/Kr6xpkEcWjzcnle09Jo/TjiZihSNE58eHGh40HXFUzfzl54v
JrGXUfMH5cSmxvDcxn61cyMi0WJXhLSDhN6UtwOW4+yO7EKs5Gt/k0NaOui/8ujWyOJ1QTWP1rjT
jT16+pSm32sVdY61+TVhqdxqtjf+XbTVLuv1u/glsY7iXkan1JVId6nfc4qmf/Kw/IH/AFM2lf8A
Sdbf814qxbzJ5/u5b14dA8y+ThpjpHSTUrxpZeVH9VWiikRGB+Dief8ANUHbFWA6Fd+ZdGuVvLG7
/KmyvRG0KS2ks8JjR2kkKowPIKZXV2UUB36HfBSs0/x35s/Qn1j/ABR5K/S313j6f1uX6l9TpWnq
8/V+sfRx7+2FXqeKuxV2Kqdxb29zC8FxEk0EgpJFIoZGHgVNQcVS7/CflX/qzWP/AEjQ/wDNOKu/
wn5V/wCrNY/9I0P/ADTirv8ACflX/qzWP/SND/zTirv8J+Vf+rNY/wDSND/zTirv8J+Vf+rNY/8A
SND/AM04qpSeXvJcRAl0zTUJdYwGggHxvQKu69WqKDFVr6F5HR5kfT9MV7dPVnUw24Mce/xuKfCu
x3OKqy+VfKbKGXR7BlYVVhbQkEHuPhxVXi0jQYUMUVlaxJEKmNYo1Cg1NaAbV3xVuCw0O4gjuLe3
tpoJlWSKWNI2R0YVVlYAggg1BGKrv0Zo/MJ9Ut+ZFQvppWg2rSnvirl03RmdkW1ti6U5qI0JFdxU
U2riqySz0CKIyyQWqRKwRpGWMKGLcQpJFK8jT54q3PYaHbwvNPb20MMYq8kiRqqjxJIoMVWyWvl6
OKWaSK0SKGvrSMsQVKdeROw+nFV0thocRjEtvbRmVvTiDJGvJyCeK1G5oCaYqubTNHUqGtbdS5oo
MaAk9aDbFXHTNHDBDaW4ZqlV9NKkDrQU98VXfonSv+WKD/kUn9MVU1sdCZBItvasjHirhIyCSaUB
p1riqp+idK/5YoP+RSf0xVQ9Hy96deFp6fq+hWkVPW5cPT/1+Xw8etcVTHFXYq7FUh8+6eNR8la5
Ym4gtEubKeOS6u3aO3jRkIZ5XUqyoFrUhhTxxV8+2v5aeVr7XrfUoo/I8txDMHsI7PVdSM88VtPB
b2dENxHG0jfFGz9GlKElqsCqlkv5R+SrJbR7y38paZLcWXOayl1fVWZL1bYSTRSslxNGtuI5eZYN
yUUo7BsVTtfy9tklhu9ZvPJlxqclxZWi382tat60sPpT297Azm4UyMHi9GCM1DIsiyVNcVQaflz5
MvfqjG+8nM0CtAfqutatJAJUaKGxRgLk8RRU5fGrM4WhOKolvyu8kS2senLN5LitCqwER6vqTuba
4uXuYo1DXP2pDHEytU1PMAcQKqrNP0DSJov0XY2/k6JtEnSKOWbULxhFC62k31yJXunb0+bS8anl
UxClOTFVE3f5eeWIb1TqF15QtZ9IsIzZuNV1SO4iit7pGt53R7jhJGtq0h5NGQZadVqMVQureUrA
31xbXTeT4pLue/nXU01K9IjadgnpTA3BaNpLaC49UrEIlK0XgVxVH2nkfRdMmhu7fU/J1xHE/G2t
5r66MZV1gisgeMjszi4sUTkagjl8NVpiqnrXk3yxctPEk3k6XRhbtCoOqakFWW+Vrs+osLtRGmhj
fmJgFiVzx3HFVZqPkfQ3s9Qt7PVvJ3G6vTFdzx6hdG5t7SK1W1miio84M8cHwkulKMSwxVQtPJf6
TsZbvzTqnk2aEqkE836U1OIyxzXBkuRdGV4ZI5Cbd/SAICkMKUBGKoweRrQeXb/RW1XydBdzLDbW
+nx6pqEkME5juIofTM08kiSXFu4Q8UBb42+I4q7/AAt5WuLhNYh1HyUiRsxZpdR1CPlZx3onYkvc
goY7ppW5U4seI2XbFUvttCtNMudIvbq48o3urXsMtk969/qESx/Uo7g3E0nq3EVUSSKNGk4F/tdi
KKo3/CUmnQ2GjrdeT72ytUuWWa81TUZJ7cW5lubMtP66mOAyQJ6sarT4W6hdlUfqHlry7HqU2p2V
95NtxJdLBNJJqV28qenEsAhZ2kkQSJBJOTwVN6V2ZziqA0vQpNM0rUJ7y48p2OpNqL3t0Li/vUsU
nhvIOEn1mKeU2/KKKNkieSvMrVQPhxVCL+U9rJbTPoU3lKTTJwr3MNxqOqRepdLcPbwxzBnlljWO
CQx/Cys0n7I7Kpsmi6O+iPp9tqvke7sZZ44o4l1G7VH0+KJ5b74LWZE9dGmZk4J8KbuSd8VSS7/L
a/8AOevm40vVPK9xq62c80+irdagkRurvhb3knplPrPocFkFUZSsvX9oYq91/wCVc6T/AIF/w59X
T1K/XeXqzcP0nz+sfWOdedPrPx06duNNsVZhirsVdiqS+drq1tfKOsXF2bNbWO0mM51JGlsuHAhh
cRoCzxkfaUdRtirx0afFLfxX73X5f2dsslpplvEPRLw+ndLPJZKKNDzWOJHjTdhJUgqtMVWQSi3s
p1m1P8t7+a3gSX69cJGiC4uIY0Ek7RBYx9aqRUcfg4UDYqrXNsdIu49H9HyFFO8k8+nm4aS5mN0z
rcQ81lMlwPgu5ndl2RWDBlBpiqu406CS+TSofy3gt1lSe6kaOkdbeWUFppEVY/Vik9E0JqhLeKnF
VIG0j1y6vba48kmC8ksonhktJop42hhkkQRIQ/OZZOMn2RwjHIgbHFUttvSuLu4lZfyzmM8fpWF1
9TkRpHS3Miq8zKyKiFY3j+3yiHIeOKo6W2v49fN9q9x5BkNr6tlJI4Z7oQ2ssQhWOMRorTfWFCSq
AeDcRHRvhKqNt7uOVfrN7c/ly1s9zJI7IQANPlMgldjJX9+0Prhq0Td67csVQM9teSK0ENz+X8BM
8VvFcxL6SpaSlypilERAvWSZ+Kh+O/IKOWKqY1F1WOH6n+XkWlJGzs8ql4Z5IdPiieeKSIy8IEle
WEyzKD6XEUNd1Uba6X9R1C8YP5CW6vZ5JPWVnedbiNnglZYH9RAVSOBJVjCfFzLU2xVRTWLO9soJ
JZvy+dr36s0NbeWW3Z5lligarKh5fWfWAqfscuhJOKoKG3uklRtVk/LR7+5vlaW2iSS5WSIOImZ3
lDyrJE7NHF9mNSeH7QAVau5G1bSLy1u7r8ury11Ca6jt2dZ4uNkBcSskksXptGwktFb1KjZGYFmV
TiqNm1ab6hLYpceQr2CGWVZI7uG4kBimd1AHCMLNI6SW6/CvxA1q3JaqoqK9iN3LAt9+X8qSWtx+
kIWQCH6yigOqEAUUyPI1wkjuygrsKklVK47SVYX0ySf8tbISx3JUyRv9aOoKzCaV4burOptH/eFi
W+KtSh3VTBNZ1WyuNXTT738vYx6aTadcXIlhLytNFU3MsaRRMqhlCGP4v7uvWuKuh06Y38cxufy/
N7byTCO3giRgl0Y7cuOAX1f96pJJZBy5ryj+Lc4qhLxJ9O9LUrC2/Lq8KyC20i0hdIE4SvBT0zJI
sSP6M7eoUqWBjop+yVUVo+o63omtNb6XrvkU6j6wjv3BW3naCe7lb0ZPqsUfxR+oqwgsOUjNyqx3
Vep/4ssf8Jfpb9K6R6/1f/ez62v6N+tej6lPX6+n+105cN8VZFirsVdiqyeCC4heGeNZoZBR45FD
Kw8CDscVSN/y+8isqr/h/T0VLpb8CO2ij/0pDyEx4KtXr1J698VXDyD5FFu1sPLmli2YoWgFlb8C
Ygqxkrwp8AjUL4UHhiq8+SPJhmWdtB05p0YyJKbSAursvAsGKVBKfD8tumKrF8heRVWZF8uaWEuC
7XCiytwJDIVZy44fEXKKWr1oMVVT5L8nGQSHQtOMgf1Q/wBUg5CTh6XOvD7Xp/DXw26YqpjyJ5KW
2NrHoOnxW7cQ0UVtFGpCBVUEIq7cUC06cdum2Kul8i+TJY1ibQ7ERrKJwqW8aAyLKJuR4Ktf3qhz
XqdzirUPkLyNBbJaw+XdMito6mOBLO3WNSQwNFCUFRI//BHxOKtp5F8kRxLFH5e0xIkZHSNbO3Cq
0QCxkAJQFFRQvhQYqum8keTJhxm0DTpB6bwUe0gYelJTnHun2W4jkvQ0xVbB5F8lwcTHodiXRpXW
R7eN3DXDmSU83Vm+NzU74q3aeR/JVnCYbTy/ptvCeNY4rOBF+BmddlQD4Wkcj3Y+JxV5tP5+/wCc
aLLzVI7tY2+v6UL23lMenXScPqzm4ugwSARSFHhLq255V4Gp3VbX81f+cZbuyv7vnpkttbRxNfM+
kzf3c3OFKq1tycH6zIpABpzatKnFVXQfzI/5xr1K5XTNJGlmRngpD+ipII+fqQ28BLSWyRji7RIp
J227DZVnUX5bfl/FIZY/LuniQyTzM31eMkvdik9ajdZB9pTt022GKrr38ufId7cW9xcaBYtNbStP
GywIlXeIwNzCBRIDEeJV6jptsMVV7jyL5Jubb6rc+XtNmtaBfQks4Hj4qQQOJQigKg/Rirdv5J8m
W1w9zbaDp0NxI8ksk0dpAjtJNT1HLBASz8RyPem+KtDyN5JAiA8v6aBAeUA+pwUQ8UWqfB8J4xIN
uyjwGKu/wR5NCXCpoVhH9adpbho7aKNnkenKQsiq3PYfFWvviqh/yrvyP+gv0F+hLX9Gen6Xo+mO
VPq/1Tl6v976n1f936nLnx2rirIsVdirsVQ+oajp+m2Ut9qN1FZWVuvOe6uHWKKNelXdyFUfM4qk
f/KzPy39J5f8V6P6UZKvJ+kLXipWgYE+pQEchX5jFV0v5kfl3CjPL5p0iNFCszPf2ygBwGQkmT9o
MCPGuKt2/wCY35e3LcLfzRpMzhHlKx31sx9OJGkkegc/Ckcbsx7BSTsMVU/+Vm/lvxDf4r0biztG
rfpC1oXTjyUfvPtDmtR7jxxVVi/MT8v5oJriHzNpMkFunqzypfWzJHHVRzdg9FWsiip8R44qpP8A
mb+W0bIsnmzRkaTj6YbULUFuaq68ayb1V1I9iPHFU60zWNI1WKSbS763v4YZWgmktpUmVJUpyjYo
WAdaiqnfFUXirsVdirsVdirCrz8r4Lu9e7k8y6+jSkmWGK+EcTD1lmRWRYwCE4emPFCQ1cVWWv5W
m1v2vYvN/mVmMQiSCbUPWhUgIA4jkjYF/wB3WprXk1a1xVdc/lh6rXJi82+ZLZbi3NuEj1DkImad
Lhp4zLHIwlJj4bkqqMyqqg4q2v5ZMs8k3+LfMZaWeScqb9Sg9Vom9JV9KixqIeKgdAzdzXFUNc/l
HHK5MPm/zPZoalo7fUqKSzvIx+ONyKmTsdgABQDFVeD8rRDdTTr5s8xelM3L6oL2NIVPqeseIjhR
qtJuzcuTbhiVJGKus/ywuLZkL+dPMtzxuo7xhNeQEM0acPSPC3T90+xaMUWor3NVUFbfk5Lb2LWg
8+ebpOUwnE8upRvMppxKBzB/dt/Kdh1FN8VZf5b8vxaFYSWcd5d3/qzy3LT30oml5TOXK8gqfCta
KKYqmuKuxV2KuxVLfMlpHd6JdW0mlQ63HKFV9LufT9KYcxUP6waP4ftbjtirzmDRLp7lLab8nNIi
s/T9VpvX0xlWY+iCnpiGv7P2v+Kx7Yqq/oaday/8qh0svdPHaXQWbTOf1RHQqzkxKHVDEjiOp+yt
NxQKsgHkPyMqsIfItpbs0ckIlt7XT4JVSZGjkCSxSI6ckdhVSDvirl8g+QVFF/L/AE8Cpbax0wfE
1CT9rqeI+4Yqxbzb5T0/T4+Plz8mNK1qMtGZQ7aRp385Y7rLyCcVBr15EUpWqrLtL/L/AMjX2iWh
1DyZo1q8sayy6cLW0uI4nZFHEOsQRyFRV5AU+EU2AxVPtH8vaHoouhpFhBYJezm6ukt0EavMyKjS
FVotSqCtOp36k4qmBIUFmNANyT0AxVqORJEWSNg8bgMjqagg7ggjtirmdFKhmALGi1NKnrQfdirU
UsUsayROskbiqupDKR4gjFV2KvmDzTofkJb/AFvUri18uPqFxPeyXU94nmEtyvNQis5WeFC3p1ju
XVXj2eQq8fFEJxVIdItPKNtrGjXcDaBDd25jkjkT/FELiSyvIbKEsOXCqIiIUNSstCaoWOKq/mny
h+UlvaavNHbeXxc6fBac2vLrzNOiM6Bj6rwsWIKspRE+JfstuMVQ1j5U/LrVJIr7VbfQbl7yO0lV
57vzFaQlr97yST6rzZmKu8fKNGALnkvws4OKs50j8w5vKmgSWmh6j5cs0l1aYSh7XzBM5lnjEstb
Nle4SZpKt6fPiDWKvNGJVejeR/P19r/mNraS+0+7sZLBZYUsI7oFbiOQpMzPcIgMZPwoR1478duS
r0DFXYq7FXYq7FXYq7FUk876d+kfKWq2P6JXXfrFu6fod5/qq3Nf91ev/uuv83bFXl0PkTiir/yq
6WOi2qcV1+qj0pbZ+A/ej91D6fMCnxMjfD8dWVb0/wAiSNFCkn5VRWrRGJaza6JOMTxiGVQ6+o7c
Y0WqEcXIUk1FQq9E0ttWurRbjVdDvbC8lJZrSDUvXCAnYMwmhUN7ICo7E4qi/q//AGr9T/6Tf+zr
FWI+dfKket3unm48kz61Hp08F1a3Vxqxt5Ip1Z/iAWZyyxAA0LUJbp1xVj0H5a2MkNqsv5Xrb+oq
xTwrrjcIE9aa6+Hg4DBZgh+Eft06LTFUtn8gaxquj6hY6n+VQS2eSO+htR5mkJlvOJVSrBiIfTS4
kV9yG4igIC0VVLfyxdQXenaPP+Uknoeq1wZINaeSCCOBbVbeR3crG78reNXQtypGzAOGNVVdvIF5
NDNp8n5XRx29rDbpaSf4hklhm+quYkj+1FKoWKVysjLWlaqSApVa1L8r9OZYjD+VC3LRQfUIg+um
Hhb2YS5tujt9u5BQEVYKKtseAVZRo2rfmRpVjFpOm/l1Dpul2kKxWkaarbShGMJkPGOkdUSX93Qu
pbr8IxV6VGXKKXUK5ALKDUA9wDQVxV5NrGt+fIJ7qO31DzA6LcPbQNb+X7aXi8906pIWdlElvAlv
QMFB4SKzMzHZVItO1n80b+D0bnXvMsD/AFKVH5+Vbe3Y3EoieGbkkr04fWOHpq3WN+RAFSqmUXmn
8yfr9hybXltdVaOaBf8ADtvxtYhOrtDd0uS8cjLJ6buf2FJVQ4LlVQk81/mNaacZJr7zFd3ETMsy
2/laLnxt50ZuKesVLTpOFVlZl4KaBXVmxVkHlLzj5isdCjvdesPMGr397Vhb/olbaWIIrsheJJXi
jMirTj6mxA5UZviVTeP8za2STSeV/MAuC0CPbJp0rEetK0JcM3pqUjK8mrRuBDcetFVWX8yEhiWS
byz5gUGRoXVdPeZkdIfVaohaQleX7sOtUZ+hK/FiqhH+acbqhbyn5ljMkgiRW0xyalkWp4s3FaSc
uTUFFbvQFVlei38+oaRZ31xZy6dPdQpLLY3FPVhZ1BMb8SRyU7HFUZirsVdirsVSXzpYfpDyvqNn
+i/0360fH9FGf6qJ/iB4evtw8a4q8sj8jvMbiym/KgpZkLCsr68j+okfK2WSgkLq/wBXmejfa4/C
Tiqldfl7FKlvy/Kbmy242GvKnBktomWFiJByb1WeHluKJyrQgYq9I0O2ul0q3iudC1DT3t1NvHaR
6l66rFATFCfU+soW5xIrGorvvU74qjvq/wD2r9T/AOk3/s6xVhfm/wAptq+u2dxJ5Hn1ZbFrf0b+
51gwSBZJG9YKiTvUQ0V6Ns9SBv1VQPlTQda8q6kINB/LFbGwsYZ1s7wa6spdrwLNMgil5/alt415
Oaj9n4eWKsiPmz81xNct/gOM28Ussdug1a29WaOMSGOXdAieqVQBCajkSTtuq6285fmXK6R3HkX6
m0iwFZX1WzlTnJC8kygLRm9GQJH25VLDZd1Vi+dPzWNrJIfy5ZbhWlWOA6xY0dY4ucbcwDT1ZPgA
pt9o4qy/Qb3Vr3ThPqum/om8MkqGzMyXFESRljk9SP4f3iAPTqK0O+KphirsVeGeYNdnk1C6ht9W
vTImpg+lH5p0y1IhiurtpaR8WKxIhXnE3xceKf7rNVUs0zXvMljAIPV1G6ura4trm7t7vzfpTmG3
tbe1luJZJQnMxK6BbiNhTizOv95TFUqk17WLq/NrJLriNdyS6U9PNdsY7K6jV7pZyI4Q6stxBNbK
7HgRG3XbFWTT+Ybsi0vrnVb2yVGhn1KOHzRpbJBBePHexzOJRwaIOrQrRhyhDceVcVSfydq+vSaq
LRbzVpbGXTQLjVbjzTpd7Isdx68lbVfSVWmEkbhZeYXjF1415Krxr1/68eqjVruGK0NyJlj816PI
J7fmJLZ5ZZFp6cv1xY0U7pzUqy/CXVV4/MOtI0NtdS6tDBcy3Nkt2fNelyXRWd4LCK4jhjBRpOTc
lWoEcpNdiDirOPLdx+YuhQ2mlp5Zv9RW9uhcahrGo6np8zQfWH5XHNIhbVCdEEUdN6024sq9LxV2
KuxV2KuxVCarpOn6rZmzv4vWtmeOQx8mX4onEiGqFTs6g4qxKX8kvyvlSFJNEVlt2Dw/6RdVVhEI
dj6tf7sUxVOdF8ieWtEjuY9KhntUvJzdXIW8uzylZVQt8Upp8EaqANgBtiqY/oa0/wB+XP8A0l3P
/VTFXfoa0/35c/8ASXc/9VMVeZfmTY+S7TzLaz61pds8sdsjWOtajrv1GkvOX/RhHLcJKSyrsQOL
hmViADVVhsqeRv0xJpd/5F0pbmaRdTMcvmm0cvPcoBNKsLzCT93HI7q3AD4eS0alFV19D5CiNrbP
5Q02TRLiFz9ZPmuPiLSThIs0cXq1dZbn90WXeoG5FKKo6w8oeVtcvJdY0T8tdO1GCGezFrf2Wvwt
GVCokjwJbs0UX1cQKvEceYHzGKva/LVotnoNlZrYfouO2jEMeniQTCFI/hRRICeQ4gUxVMsVdirs
VfON15x0VfNl9AbbyL6yTXys76XqJvD6bTA+qwtuJb4f3pDUY8qVqMVROoebdFGv6nFLbeSHlhtd
XkDz6dfrcAxabE7mQm2YSoY3K3CIeTQ048uDLiq6TzZpPoX6zW3kxrZGRBHPp16kHo+lfhUM31dk
aIJCQsvHiV9VqBXQFVL7vzvoJ8uatItt5EKWllpnqJJpupSWo9WEzKJQtryaL4+UMaglKlWo2Kor
SfNmmz2WnNdW3k6S2kh057ZJdOurS0V3a8KGzL2zuWX019GNlU9qq0gxVjQ89eWv8Pib6l+WvAIz
RgaXqf1cOXsg5VPqfJyfV+NAAynhUn03xVmDecrMebNPsbVPKiXTm2lY2umX0uoH1NTigZkVoESN
fTRV3flsJBReOKvfsVdirsVdirsVdiqV+aNQutP0C9u7O5sbS7jj/wBGuNUcxWaysQqeu6kMFLED
bfFWAHzp+YC1Y695IfkGjiT61cx/v/S4qvPm9a3CsCONeIp9rFUy0LWfzP1WMvb6h5UvREEFw9jJ
dzqrNHE9Nm+HlWQrU/Z4nffFXaYf+cgfqc41RfKZveVbVrZtS9Lj6b7SBxyr6nDcH7Ndq0xVmhm1
uu1pbU7f6TJ/1QxV5v8AmpHLdXMELaV5RvddW3aXTbfzBG10/CN+UzLIyRCOPiOpYDl37YqktxZN
JqF3qN6Py6uLS6t3jsZZIkaZ1MIVRJKxUPEfRlRgDtGg+0QRirnnHHTWtH/LVokubOxQs1ALZ4km
NvbFagStJ8cCdOPE0riqKtPMfmrQNIK2+s/l/ZyXCz3kckUkttBLGbZpxL6cb1b98wZmBP7r4vtH
FWRw3H52z2Rmsbnyrec439Ob/TliM6ycQAEL0TiG5DkWVtqnFUVEfzpi+uyTjy/cKCrWUEIvFcgS
sGRi5C8vR4lTWheoNF+LFUDpU/8AzkDPY2kl/b+WrW8F0qX8B+ucTbJLIJJIGjkm+KSP0zGHpTfk
N6Kqn3k7/lZ/N/8AGY0Th6C8P0P9br9Y9V+VfrP+6/S9Onfly7UxV5dq91PbeYpkit/zPunmln4J
bemLBTLcSQjjIxXhGp+NKn4Y+LHocVW+Yde0/RzNqmpXXn+xt7o6lZ+g8kKJUWb1kt1l+zwFo0lu
4YHma7o5xVMresk0ChvPto2sQi8ild41dJlS4aRHjcGJJCJ+QiFa+moCBIxVVS0M/pOWyieX8wtK
jvbT057zVW+qRW0cEF3bGaZgrxxznaVmagYiN/tfCyrMrP8AKWG1t44082eY5LiP1uV9NfJJcP66
BDydojsgRSqgBagEgnFVuqflNPqEhc+ePNNqT6pItb+KJazs5f4Rb0FA9EA2QAcOJ3xVVuPyrEys
v+L/ADNFyM5rHqRUgzxyRmn7s/Y9UNH/ACsinxqqyXyzoEWgaNBpcV3dX6wVreX8vrXMjMSzPJJR
eTMTUmm53O9cVTTFXYq7FXYq7FUNqOmadqdlJY6law3tlNT1rW5jWWJ+LBhyRwymjAEVHXFUAPJv
lASCQaHp4kHR/qsFRux68fGVz/sj4nFVS28qeV7UMLXR7GAPQuIraFKlVCrXiorRVAHtiqt+gtD/
AOrdbf8AImP+mKu/QWh/9W62/wCRMf8ATFXl35s65Z+Wtd0yOyh8tWt1cWtz9UbVtPu556kH1zFL
aJxSIQK3qLXk2w74qwnTvzH8s2uiTXdsPJlrcadMDq8w0bV4kjTk1oSEa3WZpa3CRmp6M4O1cVVh
5u0iHSrR7yx8jiYXbyPJHpOo/VkawAV/TBt+Zmjis7kI1P2YwNiKqvQPy0uPJ3mjTbNdU0rQrnzF
pZuoQ+nadLHaRJbyC2YWbXsMcgVU9OJ6bFgQPhGKvS7a1trWEQ20SQQqSVijUIoLEsxCrQbsSTiq
pirsVdirDdV/J38tdVjkjvtEjkWVnZ+Ms8ZJlmFxIeUciEc5lDtTqeuKqF1+SX5aXN1HdSaS31iK
4F5E4ursBbhY1iWXh6vAsqRjjVTT6Tireh/kl+WGhxrHpmiLAihRQz3MgPB3deXqSty+KRuvy6AY
qox/kR+VUb3UkeitHJeXAvLh0vL1WM6h1DgiaqkCZ/s0G/yxVnscaRosaKFRAFVRsABsAMVbxV2K
uxV2KuxV2KuxV2KuxV2KuxV2KuxV5v8Amnaub+01FZfOFdOiWY2flZ1ENwol5FJY2oJH+DdQQxXY
VrQqsGtFSWwtomX81LcQWt05vJQDPP6qUWGYL6jNLF6n7mqAA9WIBoq9J0Xz7Cl3Y6BD5c8xGONo
LEalcWfKEfum/ezT8+i+lSRqfaI8cVZxirsVdirsVdirsVdirsVdiqQ+afPHlvyzHGNTuf8ATJ6C
z02BTPeXDseKJDAlXYu9EBpx5ECu+Kadpd3rGv6bHestz5filLenaSRRi+UI5UGX1lliTmBXgEPY
h+2BVPWPNcXloQHX2rZTsUXUoYpfTjIp/vTQMkVa7Nz+I9FxtaT21u7a6iEttKssdackNaEdQfAj
uDhQq4q7FXYq7FXYqk/m9pF8tX5jXUGk9Oiro/D6+SWA/wBH9SiBvdtgMVeYpbsn1OCR/wAxJDp9
z6kjsw/fcZpIAkzx8RJEw/efB+xxYkHFU20zyjZ3x0/Vz5g87WKBI5DpFzNdLurM4FwohkblV/iA
koQAp22xVfN+XVjJx4+b/OkRC3CsUurv4jcRiPkQ1uwBiArHSgVvipUnFU50rQbXTbxrqPXfMdwS
hRYbv6xcRLURioSS3YVHpbE/zN44qlXne5klZLZm843NuYmmM2hwpbhWgrL6RZUt5y8wTgKVXtVS
d1U2l/LhZoHjh8y+YLOCee4u2iivQGVrqD0fTV3R3SOIkyRoGoJN96AYqvvPy0tLlHjGv67Aremo
eHUZRKscSxr6azkNOFf0quefJiSSa4q5vy3j9SJovMmvQJFcJcCKO+PAqkSxCAqyN+6PDmR1LEmu
Kp15e8uQaHHdpHeXl6by4e5kkvpjO6l9gisQDwRQFWtTQAV2GKptirsVdirsVdirH/Nnn3yp5UhD
6zfxwzyCtvZKQ9zKTXjwiHxUJUjkaKO5GC0gMakm/NXzeGS1jHkfQpU5JdzBLnV5UevEejX07UlD
VgxLo1O9QFdk/wDK/wCXPlTy5I11aWputWkYvPrN6frF9I5BUs07jkKqxrxoDU9yatKSybCh2KsG
i/Kuz0i71TUvKuo3WkX9+6zR23MS2EbojqI1tyKrCzyeoyIw+ICnwjjgpNp9pl55mtbCE6/awS3A
BE82mNJKooaBvTdUkNVoTwBNdqUFSqmH6Y0r6l9e+txfVOXD1uQ48+XDh/r8/h49a7dcNopF4q7F
XYqh9Qshe2j2xmmtw5UmW3cxSDiwagcbjlShp2xVhaflKiwW8P8AjDzQwt3VzIdUbnIERk4SNw3U
8uRpQk0NdsVTPSfIb6ZevdxeZNbuObzuILu7W5iUXDh+CpLG3wxU4x91HfFU7/R13/1dLn/gbb/q
jirv0dd/9XS5/wCBtv8Aqjirzv8AMPRPOj67ZXGmfpu7sIxb+vc2et2mlwLSclxJbtD8dF+0f2h8
IxVi1xYfmwl3YW/6G8ySW0/6OS9uU8z2Za2kidFf1I4rYs3NEV7gj4Gq1Kd1WrbQ/wA15LO1kl0f
zFCtj6IjtrPzRZSNIqzJJP60jRRiV/3rg8uvAryA4HFV2reQvzR1K/v7S3bzHp0d1cPFBrTeZIZF
t4bTjFBdw2kUUTBrtXZ5Yea0A+0GoMVZj5Pu/wA1NLSDTL/y9Pd2skpuJ9VvNWtrmaNZpFaSAIEj
b91zf0/iYcVALb7KvScVdirsVSLzP538t+WliXU7r/TLjaz02BWnvLhjsqwwRhpG5N8INKciBXfG
00xY3H5pecoybJB5I0J3aMy3SGbWJYxUF1i2itw4PEVYuCOQNKcguzIfKP5eeW/K7zXNjHLc6rd8
vrusXshnvJyzcm9SU06kLUKADQV6Y0pLJcKHYq7FVk88FvC008ixQoKvI5Cqo8STsMVeV+cv+cgv
L2mJNb+XoTrN6nJfrIIjsk41HIykgyDkNuHwsATyAFciSyEUF+UPnz8zfMetyPqlsLzy/KCsl4sc
cMVu4jLj0XFDL8XFHX4iC3UcWBQVID0D01/TvLv+mOX0/ojj+rChkmFDsVdirsVdirsVdirsVeG/
no+nnzdpa3R0SO8jtVbT31ZNWkYrNM1tMnCwPpcXkmhjBf4lDuemKsAi1n8r7uXSLa3utAa2sNSW
tu9v5jWk90k7WXphxXnz6sx49W+E8RirPH/IS6mudKvxoPl5LjSVSKzButXokSXUx/ZmIY+g6SBm
FfULA7UOKq+ofkVqE0l3JHpPl55Tp82m2rNNq8aPbuJPSgljWduCqfS5OjcjRqU2xVDw/kb5msNS
h1vStL8tQa1HcWupPLJPrEsbXySTNO/GSV/hCzsYtvtE8hspCr2vR/0v+irT9M/V/wBLekn182fP
6v63Ec/R9T4+HL7PLemKt3Wp2ttIICTLdMOSWsQ5ykEkBuI+yvIU5tRQepGKsKvl/NbzLeXNlCsf
krRI6hb4mG/1C5HJlpGscnpW4ZPiLVLqacSaniE7Jv5V/Lfyp5bme8tLZrrV5jzudZvm+s3srkFS
zTP9ksGNeAUHvjSksowodirsVWXFxBbQSXFxIsNvCrSTTSMFREUVZmY0AAAqScVeXebvz/8AL+nG
W08uwnW79OKmYEx2kbueI5SULPxLLXgtDyC8uRyJkyEXmkNn+av5pXPOdpJNNWR54TJ6lppi0BjT
gVHKQ1P7JZgnI1q243LLYPVPKH5E+WNHAn1kjXL0cDGJUEVtFx4s3C3U8G5OoqXrsqqAAuSAYmTO
dQ1zS9NdLRiZLxkrb6dbKZJ2XcArEn2UqOPNqIO7DG0U8q/xX5q/wr+l+N5+kP8AE/H1Pqa/Wfqn
1f8A5Y6cP7j919vp8XPlvgtlT2fJMHYq7FUJq9tqF1ptxb6defo+9kQrb3vpLP6Tfzem9Fb5HFWI
T+T/AMzm0mK2g/MF49RWIJNftpNk4eQBqyLCOKrUsvw1PT3OKsi0qw80WumWttfavBqF5DEiXN89
n6TTSKKNIY4plROR34qKDFUV6Ouf8tdt/wBI0n/VfFXejrn/AC123/SNJ/1XxVgX5heZLnSdZ06z
ufPieW5rqCZIbOLSfrSzyykJBKZJPX4mJwfg5DlirAL/AM8a1pdpZ3Mf5sT301xPYtyuNA4Q3Ecz
OZIYBBbycHkRKgFSVIA5Lzrir3rQte0rXdPGoaXP9YtDJLB6nB0Ikt5GhlUq4VvhkRl6YqmGKuxV
KPOE9xb+UdbntpWguIdPupIZkNGR1hYqynsQdxiUhJtNtvMeg6jdafZhNZ0uKKC44ylYdRLzNJHI
WmosNw1IAaycGNfikPcKgNL/ADl8uHTLy78xI+gSacZRfLLznij9GcWzH1Y0qP3zCMc0Us1QvKhO
IKkM6s7u1vbSC8tJVntbmNZreeMhkeORQyOpHUMpqMKFXFVk00METSzSLFEgq8jkKoHuTtiry3zd
/wA5AeXdNeS08vxfpm9Qsr3Ab07OMKpPIyndxUbcRxK8m5hVrkSWQi80jtfzW/Na4EszO+nVRS4B
tdOhEpEtVUkPMYgQafE1Qte/Ec2Wwep+TfyI8saJLFe6q36Yv46lYpUC2SGhVCtueXJo1ZqO5NSS
9OR2kAxMmdXus6TpXpWI+K54D6rplqnqTFBVV4xJ9iP4ePNqIvcjFFIY2/mPVP8AemX9DWLf8e1u
yyXjqa7ST7xw1B3WIMwO6y4qmOm6Tp2mxPHZQLD6jc5n3aSRz1eWRiXkc92ck4UJJ9atv03/AHq/
8dn0uo/vP0T9n5+2BLJsKHYq7FUv1/WRo2kT6kbK71AQcK2enwm4uX5uqfu4gQW48uR9gcVY3/ys
4C5hgbyp5jAmuI7czfo4mNPUleP1XKuSI09PmzU2Ug03pirJv0zaf77uf+kS5/6p4q79M2n++7n/
AKRLn/qnirv0zaf77uf+kS5/6p4q87/MzV7OLVdPuxZedbtwnpRw+WrecQL+8DmSZWEYDfCFqTur
ECo5YqlGlaHLyex+ufmH/oVymoJeT3NfUSOML9XLSBRIkhqWiAbfuK0xVKfLGnT2twyTXf5oTyoY
pUkvSfRdZSLgRqGMn2Fg9KTmerEft4q9r0PW5dVN8W0+6sEs7qS1jN3GYjMIjxMsanrGzAlGGzLQ
13ICqaYqknnpivkjzCwUuRpl4Qi0qaW77CpA+84CkMG/LnWL7yx5Pm1Xz5qVyvowQNcXWpRyi5jW
e/uo4hPXm5BZ141VeKEAgBcQksL88ajrWjatdnTbSDV/J+uTXF7orxSNeiN7prX6zPbyx/v4S91c
zOfQklHEH9wB8ZBSGK+Qfzj1ryx5nltZ4r/UvLcccsq2Nk0cgSGMsxkjWTkJEjRi7PE6FvtNX4sQ
pD6c8veatE8wQGXTZy7IkUssEiNHKiTpziZkcA8XXdWFVbsThBYkME/OD8tfMfmp7KXStQmnjM6p
caTcTCGxjjEb0m/dqshPPZq82o3w0ApiQkFd5Q/ITyvpMccutOdbvFo3pSj07NJOSu5S3XY8mRQe
ZIKqBQDEBTJnt/relaY0dmSZLtkBttNtkMk7IKhSsSfZSo482og7sMUUhTb+Y9U/3pl/Q1i3/Htb
ssl46mu0k+8cNQd1iDMDusuKpjpuk6dpsTx2UCw+o3OZ92kkc9XlkYl5HPdnJOFCyfVoRK1vao15
dIaPFDQhD/xZIaInyJ5eAOC00s/R97d76jPxiP8Ax52xZU+Ty/DJJ9HEHupxVF/UrL6r9U+rx/Va
cfq/BfT4+HCnGmFCtirsVdiqE1XUf0fZm6+rXF5R409C1T1ZT6jhOQWo+FeXJj2AJxViMn5qcDAP
8H+Zm9bl9nTq8OMPrfH+82r9gf5e2Ku/5Wr+7lf/AAf5m/dSvDx/R3xN6cqxc1Hqbo3Pmp7qCcVV
JvzPESg/4T8yOzPFGiJpxYlpVD9fUooQH42YhQdq8tsVZJBrtrLDHI1veRM6hjE9pcclJFeLcUYV
HehxVhfn1kutT067jk83RiN4oTFoKPHbtzMjlriORASq+lxZ+3JR3xVItOurTStKeVYPP1xJqELS
SwywvLdQmF7dKniAvqy8Kjdqr6nQYqssbEWumWvCb8wL1Uk03nHdyyrOyPPKC0jKqueBmDXC1HwK
g+ypxVk2l+a4tDN3aJoPme9+sXUl4881oJgrXkkUhjjYMoEcX1mlKfCEfc8alVEJ+Z8sjacE8oeY
kGoyW0avNY8Fh+scixuOLyPF6QX4yy8QWUFgORVVPfO5A8l6+TsBpt3/AMmHwFIeK/8AOTms69b2
radamWO2u5rQ3Mlukh4WkCycTOVfg6zXFyQqtTeLo3IcQUhjPlv82NO0Py3b/l2muHTikIvZfNdm
0csdtNdTLcpBBAqwu0aPKEm+F3/vAVCjkFNMisPK/wCTPmH8udN856vJc+ULO9dINTjt2Wwtri/V
fqTMtoomhT41ehhVduRfo1Ci3rGhWel2fmqxttKZX06DQIYLN0f1VaCGbjF8dTz+Ho1ceq9E/wBS
17TtPlW3kdpr6ReUNhbqZbhxuAwjXdUqKc2ogPVhhtFIQ2/mPVP96Zf0NYt/x7W7LJeOprtJPvHD
UHdYgzA7rLgVMdN0nTtNieOygWH1G5zPu0kjnq8sjEvI57s5JwoWT6tCJWt7VGvLpDR4oaEIf+LJ
DRE+RPLwBwWmln6PvbvfUZ+MR/487YsqfJ5fhkk+jiD3U4qjoYIYIlhgjWKJBRI0AVQPYDYYUL8V
dirsVdirsVQWtTTw6ezwSGKQvEokUKSA8qqaBgw6HwxVgN75u1+81G0svLOr29zcB5RqNtej0ZEi
iYIXT07aSh5VpzAD02bqQq1pX5gK10dL1bzFax64b2Syi0+0kikkYrutYpLeOUHj9o8SvflTFVbU
vON3b6ebaLXBDr81tG1lHdQp6LzzgiIERwhnXmPiCGoWp7Yql8HnfXtDlMHnvzHpenT/AFZrgfV3
SMMEfjVTcwoGr/KDUHbfriqdyebEtY/rF7rcsFpPIq200kcKIFNus1XYwjgKEmr0xVJ5PN/nODT7
DULu9sINMuJYxLqLzsg9FgrM4iewAjPH1P7yXiKCp+KgVTmDzUl1LM9prj3FpaRzG6mhSCRA0Xpk
hWSEhuIYgha77dcVY/B5v8+6vNqd55Z1TTdQ0WCkdo8/qW8yTRgCdZuNpMr8W5U4UI48TuaqqnPl
jzzBr8cT2GtC7mjmhW8ghEbpHznETRSFoIXR6A1RgrD7jirPLu0try0mtLqMS21xG0U8Tbq6OCrK
fYg0xVjd15d1K1hWO3P6ZsIgVjtLyQpeRKRQiC9HxtUbUlNW7yAYKTb5581/lt5buRCxaTyVr+mR
MItOuyZbeaKFy3NJ444Vc1lKryQVqx5Mq7RZM5/OvQW1P8qrC39aVLnTJUu9cjV3kZUmBN3eCNhy
uFWeTZkHEqzAELupQHmf5CeTtbvfONzpkF5ay2GmS2eo3MsVyspj9SL4hbNAZYlkUSlGI6MNm5Ji
m31vpuk6dpsTx2UCw+o3OZ92kkc9XlkYl5HPdnJOSYLJ9WhErW9qjXl0ho8UNCEP/FkhoifInl4A
4LTSz9H3t3vqM/GI/wDHnbFlT5PL8Mkn0cQe6nFUdDBDBEsMEaxRIKJGgCqB7AbDChfirsVdirsV
dirsVdiqB1tYW08rMeMRlg9RuRSi+ulTyBBGKsGMXmQXM73l3o0WkpHM3+jXl9JdkD6x6YUvJHGG
4/V6mh39TbdaKrp4fNg1OUQXGgnS/rB9BpL6/Fx9W9SGhcBinqen642NOXA9OQxVXmgvgukjRrjT
PqHoQ/Xze312s4Pqw8xEsTFP95/WpyP2+H7NcVQerReam1XT28u3eiPogmkGrrql5frdlFuWFLZo
JDGP3PTmvX2xVETW+rC3b9HXWknUDMn103N5eLD9iDkYeEhY/B6lOX7XHelcVQ08fm02M6W11oY1
sEmP1b2/NkISLj0jRXEhkLiL1BWgWtN6Yqr6Lbazxf8AT95pB1T6rJ9SNhdXv1cS+lBy9b1ZefH6
xzpx/Yp+1iq/TotYTU7hdZu9KNg0iDSWsby8WVqQSmT62JZGVRzCceBPeuKrfL8Pmb60x8xTaMYg
dONiulXl7LKbkOn1v1EuDxMZkqYqbhftVO+KvQ8VdiqE1PSdN1S3+r39us8VQy8tmVlIZWRhRlYM
oIKmuKsIH5aS6RcA6XNJqHl8IyyeWLiREgFVYcrcsjJG/wAZPwemWbdnNTkaZWlvkfRNF8u+cdQi
8vaJc20c1oXuIHtTAUnluCwjkuGIhdFUUQoxHEbcjUlHNTyeh/o+9u99Rn4xH/jztiyp8nl+GST6
OIPdThQjoYIYIlhgjWKJBRI0AVQPYDYYUL8VdirsVdirsVdirsVdirsVWyyxxJzkYIlQOR2FWIA/
E4q2jo6K6MGRgCrA1BB3BBGKpL5t80x+WtOivpNNv9UEsvoi30yA3MwJjeQMyArRP3fHkTQEitBv
iqV6z+ZNpplo866JrF7Ijxotrb2beq/q2v1vknqmJG4L8D0aof4eoOKrbX8zLSZYmfy/rsCzXUdm
hk0+Q0eWSRA7CMyFI1EfJnYAAMveoCqaeT/N9p5psbm8tbG+sEtblrV4dStntJiyxpJyEUlG4UkA
BPcHFU8d0jQu7BEHVmNAPpOKtRyJJGskZ5I4DKw6EEVBxVbNcQQKGmkWNTUcmNBspY7n2UnFVTFX
Yq7FXYqoX92bOxuLsQS3Jt4nlFvAA0snBS3CMMVUs1KCpGKsRu/zRtrYwFvLmvyRTW7XBkj093Kc
JOBieJSZRJT4gvDp3rUBVS1L82bKy1KSxTy7rt76UlvE1xbWReIG5QPU8nRv3dQH+GtfEb4qqH81
tNXV10x9B19Xe5a2W6Gl3DWxpMYRKZlBVYzTlU/s7nFWWaVqEeo6XZ6hHG8Ud5BHcJFKOMirKgcK
670YV3GKorFXYq7FXYqh/wBIWPq+l68fPw5Dr6npUr4+p8NPHbFURirsVdiqSedodDm8qanHr1sb
zSDCTeWgFTKgIPACo+0QB1HzGKsKH5j+QdJSTTbm202xm0t1sp7Oa6gMkTogIQmjcqLQFgTvsTWu
C00Vax/NDyDfXtvY2Y0qe8u5BBbQJdWxeSQniEUcdzXbG1plXpXP/Utwf8jIP+acKEqsfNHl2/8A
rH1G10m7+qK73XoXtlJ6Sx05tJxrxCVHInpitN6N5l0DXGddFs9K1RohWQWV7ZXBUbfa9LlT7QxV
W1zS1v8AR7yyvPKUV5a3ETRz2qTQo0iMKFQw4UqP8oYqm+k3lp/hWzutFtzLaR2kZsrTaN/TRAFi
pQhWAHGnSuKpNc29v508o6bH5l0FI11Nkkk0e5nr6biJ5ByliXqpWqlPY17Yqnf6N/7VVj/wX/Xj
FUo8xX36FhhmbQbKeOZzECsqqfUIrGgBg3MhFB4d9t8VSJfPVoxCx+W7Z3NSI1mj5UCCQk/ueI+H
l+1UMpBA2qqtXz/YFDI3l60WENxNwZkEVARyZWMFXorq9FBJU+IIxVcnnmBjGp8sWyyynjFC00Yd
mLGOn9zQfvFoanoQ3Toq0vnu0dXMflu1fjQVE8YXkQWCF2hCBjwdaV+0tO4OKrX/ADB01EEr+X7R
YC/BJTMgDj4W5RgwBiCjqy1AruPtCmKt/wCPrEMqv5ds0LdeVxEAvxFCXcw8FAbjU8vssG8aKrF/
MPTmQsPL9ntxFTcRgF2BPpgmEVYMpRuwam9CDiq8/mDpoUP/AIetShJoBKhdgKNyVfR6FCSOVPsl
dmoCquPnm34yU8t2ZMYPqN9YT00o/D4pBAV/aRvg5fCajoRirv8AHNtwVv8ADVsrNTirTICzNyUB
P3J5fvE4E9ASDXjvirLNOSG/sYLyHSrH050DBS45Kf2kakJoyn4WHY4qxv8AwV5C/SH1P9B2v1/9
K/X/AKtzk4fXf97/AK5z4c/tfD/L+x0+HFXoOKuxV2KpD58BPlDVACVJhoGFKj4hvvUYqmCaFpAY
yPZwS3D0M1w8MXqSNQAs5VRUmmCk2xy70nTI9dunnhureNBC1mbK1kZAaEswaGGSjcvfGltdc3U1
tJBcabLqd1JF68ksF1FcpCypazModpIo13lCAb9cKEp1DzjqttZSyWeoG6kMLCZ5LdVW2flw9ZQE
SqRj4/jJ6GtNwFW/Jc407zJbaTY6hJqdld2HOWOaNI3gazWOITDgkVVkL8W5AlmoRsDir0KZGkhd
EkaJnUqsqcSyEigZeYZajruCMVea2PmC+00/l1pUEsyxa3Lc29xwMIQrb20lx8YeGVjX0qfA6de+
Ks3tf949E/2H/ULJiqa4qslghmCiWNZAjK6BwGo6mqsK9wdwcVQy6NpCqVWxt1U0qBEgGwYDt2Dt
958cVbbR9IYENY25DCjAxJuCoSh2/lUL8hiq46ZppZ2NpCWkNXJjWrHkHqdt/jAb574q0NI0oEEW
UAK0Cn0k2oWIpt2Lt958cVa/Q+k/8sVvunpH90n2OHp8On2eHw08NsVXHTNNNa2kJ5V5fu035FSa
7dyin6B4Yq2NN05SrC1hBQ1QiNaqQxeo22+JifniqxdI0lacbKBaLxFIkFFClKdOnBivyNMVbOla
WV4mzgKmp4+mlKkAHt3CL9wxVd+jdO58/qsPPlz5emtefP1OVadefxV8d8VVYYYYY1ihjWKJfsog
CqO+wGKsY/6bv/P/AJZ8VZVirsVdirHvzD9X/BWriGolMBCMApIYsAGoxUGnXriqYa35k8u6FDHN
rmq2elQzMUikvbiK3V2AqVUysoJpvtirH7qLy/5wmTVfLeu2V9eWNtcQJ6MkN7aEXaNGvrrC6y8e
SGnCVK0I+SrEtQm8n+Vr+w0vzF5nuNK1p7G3tJW0u1nhtnEcrzo31gxXfpF1hYMhnFVBNKHAllx/
LW1EYSPXdXhosyl4riONmEzK55ssQL8eNE5VoCRhQjbLWvy+0d57W21PSrOZZGjuo1ntonEiEgpI
FKnkleNDuMVTvT9S07UbYXWn3UN5asSqz28iyxkqaEBkJGxxV5VZavPaaj+VdhLaJO10l+Z7+WYQ
yQmOAIAsSt6chmaX7O9KVXFWe3lz9W0TSZPU9EkIiz1jARntZFVv3rIh+IjYnfFUdp+oXEljA3oT
XZ4BXuVNuokZRRm4rLRasDt2xVEfXbn/AJYJ/wDgoP8Aqrirvrtz/wAsE/8AwUH/AFVxV3125/5Y
J/8AgoP+quKu+u3P/LBP/wAFB/1VxV3125/5YJ/+Cg/6q4q767c/8sE//BQf9VcVd9duf+WCf/go
P+quKu+u3P8AywT/APBQf9VcVd9duf8Algn/AOCg/wCquKu+u3P/ACwT/wDBQf8AVXFXfXbn/lgn
/wCCg/6q4qhdS1GeOxmYxS2R48VunNsVRmPFTR5eJ+IjbviqS+rb0/SNf9J+t+l9f5QV5fUPT5V9
T0uPPfhypXtXFWXYq7FXYqx/8wIY5vJmrQyryjkgKOvirEAjFWOfnFcaNLZaZo1zp6ahq+oPPJpU
cluZ1QW8Vbh+RBSP93Jx+LrXb2VQv5M+Vb7S4rvUWU6fY3UccMGjQxJFbI0bMzTKAiuSeXGrdhir
wnzN5qv/ADP5hk1Nauk0pSUkGUQTRyUe35khkSEV9N+ADVY7n4GVfRH5cwa1Y/lbYu93ealqUkct
x9av3M9wyyzM4YM9OdI2rGCaNtvQ1xViU/k+8bVtUudOvYbaK+nl+pkWU8kxkia8bhHcwXVuxk4W
3MOAZF5LQjqyrN/y7t57PS7azijQWyLc/WyqmMJcJdMkYWMliOSBuSljx4r1rXFUj0jUTYzflzpM
N5JZWt0l5W0iEfpz/V4CEhk5OrhV581KK260PXFWaxRRTafoscqLJG3AMjgMp/0V+oOKptFFFDGs
cSLHGuyooCqPkBiq7FXYq7FXYq7FXYq7FXYq7FXYq7FVssUU0bRyoskbbMjgMp+YOKsWoP8AFP6L
4p+j/V9b6twTjX6px40p9nv88VZXirsVdiqS+dLO5vPKup21rCbieSBgkCkBnpQ8RXuQMVeSeZx+
fNx5lZ/K/mOPSfK0jxrZWV1ps7XccYQGSNuWlzAuDy4fGfhAqSakqWWflpd+e9PivW8/6vNquoXD
J9SgtbC4WGKGJfjZeFjavVpH/a5fDx71xQlHnrynqWteZ4dTsLxLTTVezL20ugXFxMwjlc3EfM27
fDMHX4yKrTsMVemR+ZNOkQOsN8AegbT71T9zQg4q8u8zeTNXv9elutD8wXek2fLn+jF0y/lQiViz
M5kDuCWLBRGURaD4OtRunZm2kXOj6T5aOmm3v72SOIrfJHZ37PPPIgMvEyqSvqFvhDOAoI3AwoRX
lzytarpHl2bVLUDVNGjZ7X43/cSTxmOQUBVXPByvxA+2Ko6J/T0/RZCjsicC/po8hANs4qQgY0qQ
MVRv6Ttv5J/+kef/AJoxVaNWtC5QCbmoDFfq89QGqAfsd6HFXLq1oxYKJiUPFwLefY0Bofg8CMVX
fpO2/kn/AOkef/mjFXfpO2/kn/6R5/8AmjFXfpO2/kn/AOkef/mjFXfpO2/kn/6R5/8AmjFXfpO2
/kn/AOkef/mjFXfpO2/kn/6R5/8AmjFXfpO2/kn/AOkef/mjFXfpO2/kn/6R5/8AmjFVrataKVDC
YFzxQG3n3NCaD4PAHFXHVrQOEIm5sCwX6vPUhaAn7HaoxVIvRuf8S/pb0ZPqfrej/dy+px+q/wB5
6fCvHn8HzxVlOKuxV2KrZDIEJjUM/wCyrEqCfcgN+rFUtv7TUL2JEeJImjcSRyw3UiOrAFeoi7qx
FDiqjZaZqFrcm5NbiXh6a+veSOFUkFuK+iBVio39sVTD1NV/5Z4P+R7/APVHFXepqv8Ayzwf8j3/
AOqOKpfe6XqN1c/WQTbyFBGwgu5EVlUkrUeiRUcziqtp9pqFlCY0iSVnYvJLNdSSOzGgqSYvAAAD
FV97DqF5aTWsttAYZ1McqmXkGRtmUq8DKQw2NRiqD8t6G/l3RbTRdMtIY9PsUEVrEZz8CKOlVgWu
+5J3J6nFUz9TVf8Alng/5Hv/ANUcVQF9pmoXVwtwK20oUIxgvJEDKCSvJfRI2LHFVXT7PUbKORUj
WZpX9SSSa6kdi3EL1MOwCqBQfrxVFepqv/LPB/yPf/qjirvU1X/lng/5Hv8A9UcVd6mq/wDLPB/y
Pf8A6o4q71NV/wCWeD/ke/8A1RxV3qar/wAs8H/I9/8AqjirvU1X/lng/wCR7/8AVHFXepqv/LPB
/wAj3/6o4q71NV/5Z4P+R7/9UcVQmo2eo30UaMiwNE/qRywXUiOG4levo7ghjscVWWOm6haztOQb
iUrwUz3cjhVJqeI9EAVIFfliqP8AU1LhX0IedenrPSnz9L+GKonFXYq7FWMfmZFbzeR9UinS3kR1
iCpefWRbmT1k9P1TZgzhedN06d9q4q+c7ryV5LGhi9h0/wAptdTRWKofrPmRLZZpHKvG9unJhG8s
0LIhC1qS43DBVHaT5w0jQ/Nd15tOoeVLeQaXD+j7+MeYpbn9G/WYrZfWjlDxs3EcOKpz50Ztgaqs
1H5y+arLRo9f1LWfLDaDdat9RsLmODWA0kFuJvrSvSFz9Y/drw/diP7W5qoxVXi/NrzlLb6ZcNq3
lWO3vnCvPDFq92QLi2ee14RrHCeZWMvIkjJxUUJBIOKoS2/OfzCvG/v/ADP5ZTR4Rbzai9tY6vKy
RzXAiVYJSFRxIIpBUrVD8R+Hoq9d8qebfL/mzRota0C7+u6ZMWWK49OSKpQ0b4JVjf8ADFU3xV2K
vnv/AJyBv2tvMpkbUTawwJpjGAXYgLVN+TRX1LTk/ZFaqfkRXFXmvmi+ivdRM8OtSwyabEtrJZLd
AyqmnwQo8rrHrkaRiR+ZAFOnxHmd1WRN5sSO80zUf0qjx6fYaZpGpsupRiGCaK4juG9SQ6tExZ47
eUcQrsaEFnFVxVANr+qp+lNabVJP0dNepBBH+kZEWICFldeba1aw/BIDyCMRypxbccVW4/MV3+jb
u6t9bOoPFZGO7jt9SnK2zM68Hmlm14R1YwtURNz78mG5VQPl3XWSaW+i1l7nUY7yOaw0qHUnea4n
Wbkxe3/TlzG6Rr8Q5Nvx3qN8VVor1Tql6l7rFyhh9f1NIOsS/W7srGTBa/udcuOW7HmeK+w64q3d
675g5NpNvrph9e1ks9NiN/6UkpN56gmVpPMHNnklYhXZakArw244qidV10x2VxfDW7j0oZxcWl7J
qUiW97xlC3EFqh1mEgIGbhVOHFGofiGKtWOt8NPuNXtNYuOejLHM2oXWqtcW09/9ahkhQRprEkPp
1V04SODSRWbYYqhL3V7h4rdItSvZdSQOqxw6k68LmIMssLw/p7nJMlfUZ45DxWT491IxVONC/NPX
NIvbuKDzBbtquqvaWsM1zc28tjbJHHEPV+rT6o8o5FiGKx8ytWozUxVR0H/nIvXJJ4m8y6gscaW8
FxdSW9qqwpF6v1Z5GkhmuXkYyOD8EYB8OgzRdpdnZckZHETGe1eruvy63vuejm6fPGJHFuPc96/x
VpX+A/019db6h9a9D6xSTlX619W9Ppz5ep8FfHetN8xfy2o/JeHv4vHy4t6u64r58Pnz6tniY/G4
v4a7uvu9/kzjOndc7FXYqx/z/a6xd+UNStdGiuZtRnjEcK2N4mnXQ5OAzQ3TrIsbKtWqVxV5hc6J
+Z8ujm3g8v63FdTR+k8p8zWizxf6PGqul16E0hdWmlWpH7HLfkMVSnXPK35zMpeLS/MV3PfxMlxJ
Y+abSxa3DXAnRKPC6loR+7WSOnJeQZQKYqmWjeSPzFbzK2lXi+a7XQGRFPmCXzRbTsCtoYiVtlh9
TkZJOR3pyUP2C4qzG9/KW+n1W4vIfO/mOC2u4Ht57QXp4oXREEtuQFEUiiMEMVbck98Vb/5VDyuY
JpPN/mQLZ3CTWiRajIhMKoga3uGbmZ0d4+bFvi3pXrVVU078pFspklPnLzTdcV48LjVGdSwm9YOQ
I13H2PAp8JB3qqz3FXYqwDzp+WV95j8yJqsertZWwt7eF7eI3ccheCdmZxJBcwL8VvPKgHCoYqxJ
4gBVi+lfkJr9jwlk8zCe7ZpmnlYaoU+xELakR1IqxV4eUhevNTx9yqhI/wDnHzzKbZa+Y4opzHGp
QtrNxHG5h4TMnqaooNGdjEeAK7d98VRTfkJ5huNQluL7zOZbe5vDcXUEL6vb/uZZ2lnijCamYk9Q
MP8AddAe2KrNQ/IXzTeLxPmeCILFFFAsEOpwLF6LFkCCLU0qA0jsOVWrSpNMVT3y5+SVtp+t3Woa
pqc97GJY5NNW3nv7aZUidnCXkv1uX631A+MePjQKp1p/5ReTLJBGg1CaIS+ssc+pX8qhgCP2pjVa
ty4nblv1AxVTk/JvyZJw5S6tSMUAGsamBULxrQXFAe9R1O5xVXi/KfylGtyofUm+tzJczF9Tv2Pq
Rq6rRjNXjST7PQkKTuooqho/yX8kRs5VtVpJy5o2r6k6ktH6XKj3DfEF+y3UdjsMVZZp2i6dp9hD
YwxmSGBBGr3DtPKwAp8cspeRzTqWJJxV2pNp9pb/AFqe29VUkjoI4hI4eRhEHAAr8PLc9hirBtR/
Nzyzp2qR2f1C/ijWzW8u5vqlxRYzD6sVugjBHq0YH4qIorvXbKOAE7feV4yqf8rn8lf4T/xJ9Xv/
ANFfXv0d/vO3q+r6HrcuPKvDj8PLx2yzwxVfj5p4i//Z
uuid:02b33084-bbb3-7c47-aef2-0531a3977ef4
xmp.did:8d94a08b-5c95-4bc4-9deb-3e73be7c6c8c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:d0786815-fe1e-4788-91c7-1d712e7f71fc
xmp.did:d0786815-fe1e-4788-91c7-1d712e7f71fc
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:521f8521-bc28-4202-ae52-820761d30913
2016-06-14T16:36:02-07:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:8d94a08b-5c95-4bc4-9deb-3e73be7c6c8c
2021-04-14T12:21:07-07:00
Adobe Illustrator 25.2 (Macintosh)
/
Print
Adobe Illustrator
True
False
1
8.500000
11.000000
Inches
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Semibold.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Bold.otf
SFProText-Regular
SF Pro Text
Regular
Open Type
13.0d1e33
False
SF-Pro-Text-Regular.otf
ArialMT
Arial
Regular
Open Type
Version 5.01.2x
False
Arial.ttf
BebasNeueBook
Bebas Neue
Book
Open Type
Version 001.003
False
BebasNeue Book.otf
BebasNeue
Bebas Neue
Regular
Open Type
Version 1.300
False
BebasNeue.otf
BebasNeueBold
Bebas Neue
Bold
Open Type
Version 1.300
False
BebasNeue Bold.otf
Cyan
Magenta
Yellow
Black
LG
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
LG
SPOT
100.000000
CMYK
0.390600
25.781301
100.000000
0.000000
DAY
PROCESS
100.000000
CMYK
50.000000
25.000000
0.000000
0.000000
LITEGEAR
SPOT
100.000000
CMYK
0.000000
25.000000
100.000000
5.000000
WHITE
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
AMPS
PROCESS
100.000000
CMYK
52.034801
8.163600
100.000000
0.000000
Watts
PROCESS
100.000000
CMYK
72.658902
20.480700
4.275600
0.000000
C=25 M=39 Y=40 K=0
CMYK
PROCESS
25.265887
39.224839
39.893186
0.323491
C=22 M=53 Y=80 K=5
CMYK
PROCESS
22.186618
53.240252
80.288392
4.824902
C=36 M=27 Y=88 K=2
CMYK
PROCESS
35.938048
27.399099
88.278013
2.441444
C=81 M=33 Y=52 K=10
CMYK
PROCESS
81.121534
33.411154
51.741815
10.345616
C=80 M=36 Y=20 K=1
CMYK
PROCESS
80.474555
35.812923
20.151064
0.573739
C=73 M=10 Y=36 K=0
CMYK
PROCESS
72.652775
10.434119
35.901424
0.000000
C=48 M=43 Y=2 K=0
CMYK
PROCESS
47.852293
42.676431
2.166781
0.000000
C=32 M=44 Y=2 K=0
CMYK
PROCESS
31.647211
43.512625
1.992828
0.000000
C=9 M=98 Y=98 K=1
CMYK
PROCESS
9.347676
97.729456
97.906458
1.202411
C=17 M=3 Y=86 K=0
CMYK
PROCESS
16.601816
3.466850
86.059356
0.000000
C=82 M=31 Y=97 K=20
CMYK
PROCESS
81.957728
31.479362
96.670479
20.093079
C=92 M=85 Y=38 K=30
CMYK
PROCESS
92.181271
85.290301
37.546349
30.478370
C=4 M=9 Y=1 K=0
CMYK
PROCESS
4.434272
8.883802
1.123064
0.000000
C=79 M=37 Y=92 K=28
CMYK
PROCESS
78.597695
36.517888
92.492557
28.204775
C=8 M=29 Y=46 K=0
CMYK
PROCESS
8.178835
29.199663
45.728236
0.000000
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
False
21.0.2
PDF/X-1:2001
PDF/X-1a:2001
PDF/X-1:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
7 0 obj
<>stream
HмWMЗМП_1G%РЮђЃЩ&Ж,F$ №10)BМ2` IрЊjО}Г_ВnУкщ7ВЛККЛx§њЇпо}кЎпМLлЗпНмNповЦџђіѓщњO?ЄэOз7љяќхц§ЉѕНЅоЕЄЅ=7Я{Щn^го<зэцущХыяo^§сцЇыиуэg|Н}~ћЫщХwпПyѓъoлЦwpB^ќхѕП>oпМДИцеЭщWМ
eЬНOеЦюнѓііЃvљxъ{.OЗыщЊю;ЬtяqюЃ<ЎпйчЅW<ШйщВє№Нjџѓггћг_ цѕЭЭBЎюГіЁ@жcёБЗ1lѓ^іQ
ЛyГТ>Ѓѓч`нўГp№ [йАСpПаrоg 7ѕбgЏ=M`дпaУАm]пўw>ЫжsйЎј№щнщЧэ~Бу[юљѓaяцЖnО6цewР>ійИ
ОШЙя%GпЎJлs7ЕьћнїЫL\Кзѕс/ЧЩЫNыЋЄоџбЂ"оЉ8 ГэЭітeєRnкcъи\*Щњ!І}эЕє-|n'ьs6>ы^єЦKЏЧdь{HрZчГ[ЃwЖgl?ЉgўAЃUчіягUУЮе6СBXsTZЅЪђкўnГrЇЖ[ЊмйцфЂn4OЎimрy6aъюtnНФphъы%%3FеЧ6ш}2
~Я]Ли iOc№єРЃВНюНХ{GЬt§,ЦqvйэEtW0Ћ Э&ПsІCNќQЃQK4+ЇgYёТДЪ0РЫ]ОЩфMRwEЧДpjсаТоК&ТАIХi
лољЌнMz{Bm0EюЇШ^GџХљ`bi
'NЦ)шZ0мцf%ъІЂк^ЇЊЈяDиіёlW&,,2У6GВЫBbЗ