%PDF-1.6
%
128 0 obj
<>stream
h|ak0Lrw-d@D:
Xܿ_Zk6!qw%0"xxPԗitfvD)R14[ɗs;>zw-8U49S_ZݡMpu^f04 W7DVzc@Y%lc@$@@E "[px67NqOj7Wj4UKwjV{WǧvoU{23 Ah@-@ktQ;hl՝.O.lbmD=v7S _b
endstream
endobj
129 0 obj
<>stream
hޜMK1ʀ7aI&,x$ݠ6+Y"u:,LMXց`k4&j` 5-GH5EOn"L-!eT竼KÙekK]Ke㡺UӞJ&--c˦ryQ=[R+Z%SS?}[M\,X\悡@0#- 5""$b{D^DDW L !.m^Oq|8(~윑 `86g?W4MZq5.NWbGhPK L
endstream
endobj
2 0 obj
<>stream
application/pdf
portable bed scales
2018-12-03T13:01:45Z
2018-12-03T13:01:45Z
2015-08-11T16:19:18+01:00
Adobe Illustrator CC 2015 (Windows)
248
256
JPEG
/9j/4AAQSkZJRgABAgEAjACMAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAAjAAAAAEA
AQCMAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAD4AwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYql
/mHUJtN0DU9RgVWnsrSe4iVwSheKNnUMAQaVG++EDdrzTMYGQ6AvD/8AoYHzl/yx6d/yKn/6rZd4
QdD/ACvl7o/b+t3/AEMD5y/5Y9O/5FT/APVbHwgv8r5e6P2/rd/0MD5y/wCWPTv+RU//AFWx8IL/
ACvl7o/b+t3/AEMD5y/5Y9O/5FT/APVbHwgv8r5e6P2/rd/0MD5y/wCWPTv+RU//AFWx8IL/ACvl
7o/b+t3/AEMD5y/5Y9O/5FT/APVbHwgv8r5e6P2/rd/0MD5y/wCWPTv+RU//AFWx8IL/ACvl7o/b
+t3/AEMD5y/5Y9O/5FT/APVbHwgv8r5e6P2/rd/0MD5y/wCWPTv+RU//AFWx8IL/ACvl7o/b+t3/
AEMD5y/5Y9O/5FT/APVbHwgv8r5e6P2/rd/0MD5y/wCWPTv+RU//AFWx8IL/ACvl7o/b+t3/AEMD
5y/5Y9O/5FT/APVbHwgv8r5e6P2/rd/0MD5y/wCWPTv+RU//AFWx8IL/ACvl7o/b+t3/AEMD5y/5
Y9O/5FT/APVbHwgv8r5e6P2/rd/0MD5y/wCWPTv+RU//AFWx8IL/ACvl7o/b+t3/AEMD5y/5Y9O/
5FT/APVbHwgv8r5e6P2/rd/0MD5y/wCWPTv+RU//AFWx8IL/ACvl7o/b+t3/AEMD5y/5Y9O/5FT/
APVbHwgv8r5e6P2/rd/0MD5y/wCWPTv+RU//AFWx8IL/ACvl7o/b+t3/AEMD5y/5Y9O/5FT/APVb
Hwgv8r5e6P2/rd/0MD5y/wCWPTv+RU//AFWx8IL/ACvl7o/b+t3/AEMD5y/5Y9O/5FT/APVbHwgv
8r5e6P2/rej/AJV+edW822N/calDbxPaypHGLdXUEMpJrzeTK5xp2mg1Us0SZVsejOcg5zsVdirs
VdirsVdiqTedf+UN17/tnXf/ACYfDHm0an+6l/VP3PHv+cfP+Un1H/mCP/J1Mtyun7H+uXuTjz1+
U+teZfM+savp91Ap5xRrbS8lLGO1i/aAYb9sEclCm7VdnSyzlIH8UHlqeTfM7yXsaadKX09zHdrt
VHALcRv8R4qW+Gu2/TLeIOqGkym9uXNUPkbzZ6VrL+jJfTvTGtsw4nkZl5R7V25DpXBxhP5PLQPD
zXXXkLzhaxCafS5ljLxxBhxarSsEjoFJryYhQeldseMLLRZQLMVreSPNSXEtu2nSCSGIzybpxEYb
hyDcuJ+Icdj12x4wv5LLdcKRZJxXYq7FXYqjdI019Sv0s0fgXWR+VOW0UbSGg2qSFoMBNBtw4+OX
Cn6+RoXlVU1a3EYjDySN2cJVkFDv8Wy+Iqe2R43M/IC/qCHg8pW5mlil1BHKQLOnocT9pXah9V4h
QGML16suPGxGjFkE9L2+Pf8AjcI1/JGmq7KNSJoQAeKU3j51NXBAU/C21QftBRvg4y2fkY9/4/H4
DVj5J0u406wun1dI3vK+qlFIhonPk5LL8Nfg2/aI71GJmUQ0UZRB4uf2fjkoWflHTrh9QVtQMb2S
wyRxMq85DKqsYR8XH1QW40r1HzoTNjDRxPFvyr+z3r9Q8m6da211NHqXrGAuEAEdGCRGTnUSH4eX
7ravx+OImnJo4xBN8vd+PL3oa78qWsUFvcQ6lG0VzNFbxqy/GGk+0zAE0RaHcV8MRNhk0YABEuZA
Rj+QES2kkfVrZJQxEUbHdgvOv2S38o/Hw3HiNh7P2+oIG48qxw6Xql39dR5tOmSNYBxBkjanJwC1
RTmvw9ev8rUkJbtUtJUZG94lFN5ItUWVzrFuyROUoo+JiGdSQCaUBTrXBx+TZ+QH84KHmPyeujWq
TC/hun+ASRxb0LliN60+yBUda1+ljO2Go0fhxu7enf8AOPH/ABydY/5iIv8AiByGXm7Lsf6D73re
VO3dirsVdirsVdirsVSbzr/yhuvf9s67/wCTD4Y82jU/3Uv6p+54v+Qd7bweb7m3lYK91ZukNf2m
R0cqPfiCfoy7KNnS9kSAyEd4ewWem+aofOV9ePeQt5auY0aOz4/vhcCNIya8a/7r/mpv0yrancxh
kGQm/R3ebCvN/mHXrPzTqS6HZwXlvSL15HmWH07uGE8ztJGWCxSJz7CgrShyQArdxM+bJGZ4ACPf
W/8AZTDLDXvOltNHfR6THWSWyiAkbiA2lRyw/EC6lFPF+TN8IKnfY5Igd7hQzZgeLh7h/pbaGpeb
dIMMEFvavLZ2lrAJA/whbS5S+SrMyKzM8oTip+LtjsUk5YUABsAPkb/TSE1bXNcuNCu4f0bb2Gkz
WYMSo0knw/X4534uXk+P1ZlqrdFI9qkAW1ZsszAjhEYkf74frYPljrHYq7FXYq2GINQaHcbeB2OK
baxQ7FXYqidNWzbULdL3n9UeRVnMQrIEY0JUdyOoHfEtmLh4hxcmTcfy45ep6OoeiZCipUVA4hvt
UoWBPGlPfK/U51abukpSR+SIlmilS55JJKts5Vo3KgfA0oNRWo6Dud9sfUpGAbEH7VJZfIzsqtBN
ECvJpObtR/5afy/jh9TG9P3feqJJ5AKorw3KkBauGbdvUIPIb7cKMePyGPqW9N5/aiJ2/L9rGwVY
popF5etMVk/eAvXqDuw2G2wFe9MHqZn8vQ/ahJF8kepLUzopf90OLAiL01A+bH4mr48e1cPqYEae
+v4CE1BfLSaREtmZZNQ+EtKVKxk0AkXfv0I7bn2wi7a8gxCHp+r8W9X/AOceP+OTrH/MRF/xA5Xl
5u07H+g+963lTt3Yq7FXYq7FXYq7FUt8zWVxf+W9WsbZedzdWdxBApIALyRMqip2G5wg7tWeJlCQ
HMgvAYPyd/Mm3mSeC0WKaNg0ciXMSsrDcEEPUHL/ABA8/Hs3ODY5+9mBt/8AnIM2RtS8e44+uGtB
LTp9ofr6++Q9LncOsqrH2Mci/LT81Y4ZIRaxuspnaRnnhZma6jEcpLFqklRh4ouNHR6gAjbe/tRp
8lfnC0Yje0t3UPI9Ge2baZpGlj3P2HM71HvjcWz8vqar0/2/2rX8jfm08zySafaSK4AMLm1aL4Qo
UhGJX4fTFMFxScGpJ5RXN5L/ADgaG0heztnjsl4wqzWrCgaFviUkhv8AeWPqO2G4oOn1O20dv2fq
SJvyY/MNmLGwiqTU0ngA38AGoMl4gcU9mZu4Nf8AKlvzC/5YI/8ApIh/5qx8QL/JebuHzd/ypb8w
v+WCP/pIh/5qx8QL/JebuHzd/wAqW/ML/lgj/wCkiH/mrHxAv8l5u4fN3/KlvzC/5YI/+kiH/mrH
xAv8l5u4fN3/ACpb8wv+WCP/AKSIf+asfEC/yXm7h83f8qW/ML/lgj/6SIf+asfEC/yXm7h83f8A
KlvzC/5YI/8ApIh/5qx8QL/JebuHzVbT8nfzEt7qG4XT42MLrIFNxDQlSDT7XtgOQModm5okGht5
soHlj8zwkajQ7SsUnrR1nhoHDVBNGHRaDbf4V8Mhs5/Bn/mx+brvyv8AmXdPM8ug2rmaorJcxyFV
9MRjiXZjX4RU/Rtjsssec/wx+agnk38yw6mTRbWRAvEp60Aqx6yA12f3xsIGLP8AzR816eUfzLUK
raDZuihVCtLAacZC9Vq2zcfhB9hjYXw8/wDNj81VvLH5jvBZwP5etDHZmqD6xEP2udPtbLXenjTw
xsd6fDzUBwx280MfJH5gGSV/8PWn72QyFfrEVB8KoFHxfZ4oBTwLDvjY72Pg5t/RHfzQl/8Alz5/
udKTTY9CtoI0CfvRcRNISm32i3Rh9od6DwwiQu2vJpcsocIiB8Wc/k95Q13y1p+ow6vAsElxKjxB
XSSoVSD9gnIzkC5fZ+nliiRLveg5B2DsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdir
sVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVYP541/VNP1SSO11iPTIrbS5r
9IZEhcXE0T0WOsgLUYdQhr4ZKIcTUZDE7Sqok+9Krjzv5hHr3IvIknaW9tTowjTnbi3s5J0nq1XJ
DxjlyqpB6YaYSzy7+8V3UCbdeXuu6TfXNxc67NJc3VnpUauLe0Hx3M11RV5iKJOPBqO/juGoMWMp
SjI3I8o93Uy+H46pTH5q1l+Ostq8cF/Bo9xIvJIWW8e1v5o0j4iq/vAgr6Zr4HDTWM8iOK9+E/Gi
fxsqzeavMGnzajFZzJZgXOoXj+qYAGkSZV9NmuGX4BXcR/HvgpnLLKN1t9R/Fsr85zynVvLDLqA0
j1ZLkm7b02CVtiafvQY6npuMAcjOd478PP7mPab5+803V9YvK8aRn6gjW37iNbgXdOTgSN6xZgax
iMU239iYtEdRMkfD439vuTDyTqd5qfmi1vrvUkvp7rRfXkgjVEW2aSdCYaL8Xw9Pj32xkGenmZSB
Ju4/JD6r5013T9S1QPqCSRj62unpCLaa3QQkCsvClxHJEKlw9VNKbY0iWaQJ37+6tvta8w+btQ06
z+rWXmUX15EbmU3KW9oqlYYopBFJJIyxNx9TpEvMg02KmqAjLmMRQlZ36Dy+Hy3QJ81a7by3H1Sd
bZtQvLi4nnJgUBotPsmVOVyyxqpMhJ/aoNvHDTDxpAmup/3se9OdI83axP5mso7y+je0vmSOG2sv
q00Qc2wkZJRUXUbqwY8t1p2wVs2xzS4xZ2PdXd8/0PQsg5rsVdirsVdirsVdirsVdirsVdirsVdi
rsVdirsVdirsVdiqS6naaIdYivLy2+sXSw+nEHVHVQGLgqH/AGyw2phapCN2ea97nRWuXnms1E8g
a2lneJGZgKBomI5Mw+KlOhxXijfJVnbQp7dmuIopIJeEL+rFVWCfHGpDLuo51XtvtikmJG6H4+VD
6TC0tyLcFoWFupMdDz+AcajcltvfHdFwVg2hXRDSWsbG3YzgyQglJGO7LUH4yd6jrim4lu7m0G9K
w3kUdxwNVSaEuFJoK0dTTrTFSYnmse50FpYLwQJLNF+6hnENXjG/wqxUFf8AVGK8UeaLsbXSlZ7u
yt4UeYsZJo41RnJPxFmABO43wMogcwvTTdOS4luUtYVuZhxmmEah3HgzAVP04p4Rdqb6No8kEdvJ
Y27wQkmKJokKIT1KqRQfRjaOAdy6XSdLmj9Kazgkj5iTg8aMvNVCq1COoUAA+GKmIPRcunaet2bx
bWIXZHE3AjUSEUpTnTlinhF2iMUuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KpTre
qaLYSwfpJWHqghZODMoFVQluPQAyDft1whrnKI5pfJ5k8kIFZ7hAJEDRkrJRwwP2dt2+Ch71p7Y0
WBnjbl1/yhZwyW9xc1VXUujpIxDyIOC1C0qVIC/2HHdTOA2KybzD5KmsmnF1/ovIq88aS8QeHMio
U0BB+80647qZwI8kWnmDyn6ZZLhOM0btsr/EkLCNqClTRqAU3PbGiy44IRfMXkVpFK3KEktGqBJS
GYbkAcfiPwdB/EY7sePGqWnmDyfOsJglHxymNRwkqsu5+Oo+Ekb1PbfpjRSJwPJdb+dPJ8CpaQ6j
GxjqhUBmKkdQ9Bs1T0640VGaHIFVm88eWIbeGeW84JcR+rCDHLyZSxSgHH7XJSKdcaSc0QLt0Pnf
yzNJDHFecnnYIgEch+MniFJ406nGlGaJ6qzebdACM4uuSKyKzLHIaGQVXovy6eI8caT4sUNdeevL
ltLJHJM7GJ+DskbsvKleoHsfuONIOaIVF87+V2tTc/XlEIZFLcH2aRWZBTj+0I2p8qY0vjRq7bXz
p5bZQ6XXKNneNJFjkZWZFRiBxU12mWniTQY0vjR71NfPflUqjfXlAcVFVeo+IKARx6knb6fDGl8a
PerXHnHy5bxtJLeBY0MKyNxchfrEZli5UXYMi1xpJyxHVTPnjywIo5frlYZWlRZPTkpzhVWdD8NQ
1HG1MaR40e93+N/LPqFPrZ2UMD6UtCCxXb4d9xTGl8aPemNjrGnX088FtLzltzSVeLCnyJABHywM
xIHkjMWTsVdirsVdirsVdirsVdirsVdirsVSPzLbeYZntP0TBZTIpb60t6paqmlFWnj1+YGENWQS
24a+KTpo/mmXjHPpulIqxyBpRCrEnhIYlVSdlVnAp89z3NsOCXcGzovmowO76ZolxeKIWilkhYF2
o3q86VowolCPu8HZHBPujaD/AEX59MtxbfovR0tpD6hdYlMb1HDhxLcq/t/EvXatNsdmPDk5VFHv
ofmT1bgw2mlxQCUx20HoKUa1IkLq/Rh6jcOQHz8QRbPgl5IaTy/5oVY2h0rQ/UkVTcgwkhZCrBzF
8yRs3v44bDHw590WU2ej6fHaoslnAJWZZ5lCKVE4VQWXalRwFCPDI23iA7nXfl7QruN47iwgkWRi
71jUEsSCWJArUlBXxphtTjieYXSaFossiyS2FvI6AKhaJG4gMWHGo2+JidsFpMI9y79DaQONLG3+
Buafuk2aoPIbdagb4rwDuWpoOiIsyrYW4W4NZ19JKOR/MKb42vBHuXS6Lo0ztJLYW8kjfadokYnY
DckeCjG1MB3KUflzQI2lZNOtwZ5Fml/dIQZEUorUIpUKT958cNoGOPcqjRtIEXoixtxCa/u/STj8
VOW1Kb8RX5YE8A7lv6B0MhgdOtaMKMPRj3G3Xb/JH3DG14I9y9tH0l1ZHsrdlfhzUxIQfTHGOopv
wXZfDFeAdzm0jSXUK1lAyq3NVMSEBqAcht1ooH0YrwjuWjRNGDBxYWwZTyVhDHUN4g06742vAO5X
hs7SGR5YYI45ZABJIiKrMF6AkCppikAK2KXYq7FXYq7FXYq7FXYq7FXYq7FXYqlWuX2tWjwNp1mL
yMhjPHuG2ZAArVoCVZjuD0wsJkjkEnufNvmWKa3RfL8rG5RSqcm+BwSXRnVWX7I2qB9PTGms5Zbe
lbJ5w8zxW7yzeWZ0EQDSSepyUigLEKitJ0r2NPfGkHLID6VceZfNC23rtoLsajjArsHIMfOpqm1D
RT719qtMvElXJuDzR5hkaLn5cmijkm9IlpfiQcgPUZfT+zQ1640oyS/mr08y6+yTOfL06iMSlAZB
ycxMoAACfthqjGl8SX81CP5t81jhGPLMplJX4vUPEgFef7Hw7MaVONMfFn/NR/8AiHW0NwZNElKR
wxTQ8GJZjJ6YaI/B9pC7Vp/LjTPjl3KMXmjX5IFf/Ds6SvKsYjeSgCshYyMeBIUN8J2/pjSBkl/N
aXzRrxH/ABwZebeowjLspVEA6kRsCWNQAPoqN8aXxJdzVl5m8zTXyRzeXpYLV3VDIziqhnVC523C
1LU2NPpxpAySJ+l1x5o8yLFbSQ+XJnaUM08RkIKcZWjC14UqQFf5H6caU5JfzUJ/jDzbOkqW3lx1
niUFhMzgBnAdB9gBqKTyo3Xww0GPizPKKJk82eZE408s3EisA3JZelW40oyK1f2unT7sFMjll/NV
JfMnmSOEOPL0ssjPKPTSUDgsSqQSzIK8yx40HbGknJL+ah4PNvmaZ5OHl6QrC4jkDM6Ny4s21Y6U
+zuK/js0gZZH+FVPm3W5LW3mttAnka4jkajFl9NkkdFVg0an4ggbtsfpxpfFlWwXW/mfzFJdlH0C
ZbdpAschZlIjqKuwKUr3pUfrIaSMkr5MnwNzsVdirsVdirsVdirsVdirsVdirsVdirDvPs2lW95p
tzfG9j4LMolsuO6M0XNJKsrcWPH7OSDj56BBN/Bjyah5aOqC6N3rCkXX142bNEIefq+vw9Pl0DP2
+ValalpuN3cudoKF9GiupE+v67AkTlJk9SOolLhq1ViPioSQOp9+qxFXzkyrT/JVhfpHqcOraj6V
wlPRaboARxjbqf3bLSnI4Lb44Qd7KIm/L2Ge5WabVr4okhkjhWTiifZ48diQV4bHBbI4LN2URpvk
eCxvo7w6ne3JVDHJFcSCSORWXiVkUruOp+ZONpjho3ZU4vy/0+K2+qxXt3HbFDGYEkCpu6PyVQKK
37um2NoGAAVZWT/l+smmz2f6YvneR45YbiaT1GieHnxK/ZNPj33HQb42g4NqsrI/y4tkAC6vqEf7
tkcRTcAzNU8iKH7LsWA8etcPEv5fzLrP8u4ITMZ9SubgyJJDECaBInhaFVoS1SgckHb5YLUYPMtL
5Ds/rXA69qMkiqp9BrkErxAHKgAP342v5fzKvP5BhlhtkXV9QiltoxF9YjmAkcK0jqXPH4iplNMb
ScHLcun8g28iKE1W/jdahZRNVuJmM3EkipAJpjanB5lY35eW3rPLHq2oRM7IxKTU+GMHijVB5AV2
5Y2vgeZRP+CoTqf159SvXP1oXfoNIDHUSGRYwtKcFPQY2nwd7s80GPy4tgSw1nVBIwKySC4ozbEC
p4/s8jTDxMfy47z81zfl1Zm2ggGqagpt2laKZZVEgWdY1ZOQX7P7mo+ZwWv5cd5VbzyHFcX010us
alAspJ+rxz0jQMFBCAgkfZ28O2NpOCzdlMdO8uQ2epnUTdXFzN6C2yrO4ZVULGrEbfacwhm8TjbO
OOjab4Gx2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV3FeXKg5UpXvTFXYq7FXYq7FXEhQWY0A3JPQDFU
FNrOnxniJfVelQsfx19qj4a/Tiqg+o6hKf8ARrYRpX7cx3K0/lFKb+5xVY9vdzg/WrlihrWOOiLR
uoPiPniqRXdrpklwJgoVrZzHEJCacmHDkATQMeRUNToSO5qq3f8AnK18v6bcalqt2YbC24meSVXm
C83WNT+7DOfiYDbxxVMfJHnvQvOenXWo6KzyWdrctaes6Mgd1jSQsiuFfjSUD4lBrXbFWRYq7FXY
q7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqoz3lrB/eyqpArxrVqHb7I3xVBvrcbc
hbQyTMPsn7Knx3NSPuxVRN1rE37UcC15AIOTUPQGtV/Viqz9GQsQ1xJJOy9GkYkAd/f8cVRKJDCK
IoUD+UAYVaNxTYDf78VYt5n/ADO8keW2ePW9at7WeN1SS0DGa4UuvNeVvCJJVHHfkVp08cVeN+aP
+cp9JdGTy/oMk8xUcLrUmEapIH3/AHMDOzjh0PrLv223CvMNN8zeevOfmfUrZLeXUE8wCC31W1sI
OTxWsV5HOjooKKWhp6aSTs1ENC3cKvsP8vvJmi+RvL40bT2L8pPXuXqzF5mVY2f4iQtRGNhQe2Ks
hnuZhDI6BUCqWBkPEbCu7UNB9BxVZY3s0qD1hHzoCwjJNCeoowHTx2r4DpiqNV1bofoxVvFXYq7F
XYq7FXYq7FXYq7FXYq7FXYq7FXYq7FVssgjQsRWnbFUkvtfv4JGSKwkkIQOgQK3M8uLBXZ40BWoN
HpUfZrQ0Vc81xMKSyuQQVKiiqQetabHFWkgjBqEFfE7/AK8KFaoHU18BirRnRAWJoB1J8MVYT5k/
O/8ALbQEb6zrUFzcqkpS1sj9bkZ4gP3Z9LkkbMTRfVdfwOBLyrzP/wA5ZSPyi8s6PStCt1qTf8EP
Qgb7j6v0Yq84u/Pn5zed43tI7vUtQgVXjmtdNgMaMk44skyWiJ6isFp+8r398VZF5d/5xg886h6U
ur3Fro9u/P1Y2Yz3KcagD04x6e5p/uwbe+2KvX/LP/ON/wCXOlLG9zaS6vdI4dZ7yRglQo+H0oyk
ZWorR+Xvir1LT9Ks7K2jtraKO3tokWOKCBRGiqgoqhQABQbdMKo5EVfsqB+vAqE1ew+v2L23qtCH
oSyUrsQab9tsVY5r2qReXLCbUtbuYrfT4F/3qZggDCp2H2izdAq1J7DFXkd1/wA5HalrOjix8qxy
f4ikuXjpFEbsCCD4jJCXjVmEtRT1IgwAeqigOKve/Jb3snlHRZb/ANX6/LZW8t59Y5CX15I1aXmH
+JTzJ+Ht02xVOcVdirsVdirsVdirsVdirsVdirsVdirsVdiqQ+ZYPMhuLW50uUG0t4pzc2A4Brid
jGLcF2R+KKPULcSDXj1FRiq221SFlEN//o11VFeKcelV3cRrwqzKebsAvFj9oDqcVYx+Zf5kaB5B
061v9ShuLuK8kaGFbURuQ6qW+Iu6Cm3auKvLtK/5yt0d47m61jSZrWGscdjaWrC5lZqO0zySSfV4
1QfuwAByqe/7KrGvNH/OV3mK75w+XNMg02EiRRc3JNzPQikboo9OJGXc0YOPu3Vecaj5i/M3z5LL
HcXGpa3QrJJaW6SPCp6KwtoF9Jfs9kxVmXlv/nGTz9qTJJq0lvotuWKuJW9aegWoKxRVU1O3xOv9
VXrflj/nHP8ALzSIIW1KGTWr6MpI89w7RRF1pUCCNgvAsK8XLdaGuKvTdN07TtPtEtLCCO1toxxS
C3RY0FDX7KhR1xVHpSo4rTrv164UIlAa1Y7/AH4pXiZBsNz7YqxHzh+bfkbymsyavqkYvYga6bb/
AL67LcOaoY1/uywpQyFV3G+BXiPnX/nKjWrznbeUrJdNgNQL+7CzXJHwkcYvihjPUHlzqPDFXljz
eePPmvM7fXNf1iapIUNKURn6AAcYolaT/JRa9sVez/lD/wA45+cdK8xaX5r1i5t9JnsJhKuncfrM
0iEskqSNFIkcfJPskM/X4hsVKr6XxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KpX5j8v22u
2CWk8skPpzw3CPExWrQSLIFcdHRitGU/MUYAhVgPnb8k283WGm6VqWrE6fYTG4MixBLiRyKEOykR
8eO3woD74pUV/wCcZvyvGkNpxs3blQ/WC7epyBJB5Ahu/j026YraQ6f/AM42flxoc0t/c2l1rCrI
ssVvI5KRqHqQscZRpFUHdWLlgKAMTQqGe+XbfT7LT/q2laQulWKANbRxxpbo6TfvK+nRJUb4vjWS
NSGr16lVFPPPXf4fYDfFV0UUzmpBH+U2Ko1IkUfEanFCG1bzFomjWwudVv7fT7ckhZbqVIlJArxU
uRVvYb4VeSebf+co/KenlI/L9pLrsrULysWs4FBB6GRGkZgaVXgBT9rAl4r5s/O78xvM6Pb3OpGz
sZWr9QsB9Xjpx4lCy1mdTX7Luwr9GKoXyX+U/n7zlxl0fTH+osyqdRuP3NvQkqWV2/vApQ8vTDEd
8Ve9eS/+cTPL1msNx5svpNUuQAZbG2Yw2tSlCpcUmfi26sGSvde2KvbtF8v6Hodr9U0ewt9Ptqlv
Rto0iUsepIQDc0xVMMVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVQeszanDo99Np
UC3Wpx28r2Fs5CpLOqExRsxKgBnoCaj54qwzQNY161mbTvMgMdyojSG7dVVJnI4n4o6R8mIB4gDc
0GK0n7hG6fCfwwqwbzt+bPkrydO1tq99/uQCF0soVMspFKivGqpyrtzIwKxyX/nJPyVBoVtqVxBd
xz3sbzWenhAZXjSZoObNX0lBkif9smg+QxV5d5o/5yd86aopi0W3h0OAqAzLS5nr3pJIqoB4UjqP
HFXmE995j8y6nH9Ymu9Y1OQCKEO0l1OwWpCLXmxpuaYq9P8AJX/OMPn/AMwRQXepmPQbCUBv9JBe
54FAysLcFaVJoVd1Yb1Hiq948tfkF+XHky2m1MWf6V1C3RpIrrUiJgrKQ68YwFjBVkFGC8h44qi/
Pf5hav5UOl/VrWO5gvBN6qsREQYmjpw4q37Lt1Hh8ilJSXSPz4uL/WLTTJNLaBrqaOL1frCMqrLI
I+ZrAvStaVxRYZfpHn6LVJNTS3EoGlXLWs7t6FGZGIZl4ljxFK1YCvapqALaceeMzID+E0nNpq88
84QOwUSKjBlUVDAHpQEfa74QbbgbTzFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7F
VO4tre4iaKeNZYnFGRwCCPkcVeZ+dPy+89XOrRyeVtYGnaLDaGNbH1pA5nfly4qFoFUJCI6yUX4/
h3xV5T5x/wCcePzD86ecBqNxNb2cBt4Ibq6mNXaWKLizrGgCkM3+UMVX6/8A84f6mulxfoTV45dQ
hNON1zWN0ZqlaqG48akrxTfv1qFKJ8kf84hss0N15v1IOimsmnWVQGKuCA07UYoyCjBUVt9m23UP
ePKf5feT/Kdp9W0LTIbQEASSgcpX4klfUkarvTkaciaYqyLFUq81Sen5c1GSgPCB2oSFGwruTsMQ
rFvPFpq9/wCUri20SZ01NmjaIwTm2koJAWpIGjp8NerYkbpvZg3kXy3+Zlj5rsbrWLi9fS19UXSz
6j9ZjoYXCVjM8lf3nHouJCBbLNK8s3tjrGo331o28N5cvcfVojBJHK0lVrKotoXWihD8Mh3rUndn
FFxcWnMZyN7E30/4kff+010RGg1K4mkup50eRGSKWAQpCqlqrG3BWcFuR3ZqCnzJiHIjAgne/wBD
NsWTsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVUby0hvLSa1
nXlDOhjkXxVhQ4qxeP8ALbTo25R6jegjpVo2/wCJRnJcRRSv/gSHtql2P9jbf9UceJLX+A4v+rte
D6Lb/qjg4kL4PI8UcqO+qXcqKamJhbhW9iViVvuOPElkuBXYq7FXYq7FXYq7FXYq7FXYq7FXYq7F
XYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FWndERndgqKCWYmgAHUk4qltz5n8vWqyvdajB
bQwLzluJnEcKrtuZXpH3/mxV5r5v/wCcoPyw0GR7axnm1+8X1F46eoMCyIBwD3EhRCjk/ai9Tofa
qrx7zT/zlz581ESRaBZWugwME4SkfXLlWU1ajyhYSG6UMO3jirxvWvMWva1OlzrWp3WpTRLwjmvZ
5J2VKk8VaVmIFTWgxV6z/wA44+TPNEH5paNq91p01pYW31sSS3K+ixZrORAEjejtvIN+NNjvtir7
JxV2KuxV2KuxV2KuxV2KuxV2KuxVLtZfXFt5DpccTvwXgGPx8/UWuzUSnp8up64WE+Lokttqf5gs
ZFn0q2QiKZ4jzB5OgpEu0hA5kgmtNq47NYlk7lQXvn4LIxsLYuqKYowwCszSJyBYyk/Ahbw3Fd60
Dsm8ncpSaj+YwQ+npdsz0JBYqoBC1C0E7bs3vQb9aVLsxMsnd+Pmq/XfzBWziP6PspLr1CsqmQqv
p+mhVxRm35lww9tvEuybyVyCDj1H8zJZHH6OtovTIDB6FSWo9VYS/Eqj4T0P3VJ2YiWU9EbBf+d7
qG3JsYrRmeUXQahKrG9EC1kNeYHWm/X4ehGzISmelKC3v5kM6A2FpGoWpaoNSEVqH978JLVXbkB4
mgLOyLydwXade/mI15Al5YWq2jOonkqOap8PIhVlYVNW8d/oLOyYnJe4Cwah+ZEkoddNtUhUV4Mw
BepOx/esV4rT5+3QOyOLJ3BM9AufNktxOut2sEEIUGB4DWrVoQf3jntXp364mmeMz/iTvA2uxV2K
sV1axkuz6wdnkH7LGop7V6YVY7d2cM8UttcxLLDKrRzQyqGVkYUZWVtiCNiDgV4j+Yn/ADj8091L
qnlNki9Z0M2kuOMaciRJJC4rRRUN6fHx4/spiqVaL+QVtGOXmLVSJOLBrSxUAq4bY+tKDUcRuPTG
/fbdV6Do/l3yxoQC6LpsNvNQoJwvqTlWbkVMr8pGFQNq+GKs18iWeot5osrmWMpEvq1L7MaxOOnX
FXrOKuxV2KuxV2KuxV2KuxV2KuxV2KpF5nTSZbeWK+M8oaJTJZwOwLxCeMk8QyrXlQcq8qE0whqy
AHmw42HlC5SRovM2oN6AWWYgyFjGJAik8kqQjyjp0yW7jcMD/EURfL5TtUjtpPMOoQtao00ZiZw5
S4WKQIpCfZVY1bj25YN2UhAfxF00PlCSzo3mLUI7S2i9GaVWlSIuZizO54cSzM/E/wBcd1IhX1Gk
vij8qQQsP8TXzXpMgFwizDcgcW4D4tvhX7XxH6MLAcA/iNo67tfL8bTLL5j1GF7Q29reTxF1iE0c
DRfGCrVZ/Qqx33pvgZGMf5x2pP8Aybp+lrJcX2m6peX1utbYx3Ls0YYBH5IHAboRv8/bAW7DEcwS
WU4G92KuxV2KuxV2KuxVhno6vYaxPDqF080U8skmmMqIkJgIB9E8Ry9aKh+03xL8S/thFVe6tYbk
chRZf5vH54qkGoSXdpNBGtlLcJI5WeSMxj0UAJ5lXZWffaiAnElUihs21V4muYhPDOpnt9YsDGlu
8JA9NHV5ZJC7LvVVK0/a7YAqfWGjWkFFtoQHO1erH6TU4VZJoelyQ30Uz0UryovfdSMVZNirsVdi
rsVdirsVdirsVdirsVdiqXanrvl6wcW+qahaWjyLzWK6mijLLWlQrkVFRhALXPLCP1ED3pWmvfls
kZiTUdGWNgVZBNahSpIJBFelVBw8JavHw/zo/MOfXfy2kNX1HRnPwj4prU7IKL1P7IG2PCU+Ph/n
R+YdHrv5axRPFHqGjJFJQSRrNahWApSoBoaUx4SgZ8P86PzCmdW/LA3TXZvtGNyylWlM1ryILczX
4u7b40V8XBd3G/eFZvMf5dvy56ppDc39Vqz2xq+/xn4vtfEd8eEp8fD/ADo/MKlt5r8hWsZjttY0
qCMksUjubdAWPU0VhvjwlRqMQ5Sj8wrf428mf9X7Tv8ApLg/5rwcJT+Zxfzo/MO/xt5M/wCr9p3/
AElwf8148JX8zi/nR+YTeKWKaJJYnWSKRQ8ciEMrKwqCCNiCMDeDa7FXYq7FXYqpXdpBdwNBOoZG
odwDRlNVYVrupFRirC9YupNBnjGon07GeRYba/NTH6jFQscpHLhy5fCzeDBugZ1VO01FdSWbnbTW
xhcxqZ1Cs3H9pQC1UJ6E/qpiqNtNNSRBJI2xJoF9jTqcVTGKKGEfu0C+/f78UI+ytpxKsrDiorse
pqCOmKUwxV2KuxV2KuxV2KuxV2KuxV2KuxV5b+ZehWWqeZ+U9mb2WDTYzBF6jx1YzS7VUr198sia
dbrMMZz3F7MLPlO3oxHlOSiU63jb+NBz7fjkuLzcL8tH+Z9qcj8vfLFBXTSD3Hqz/wDNeDjLb+Tx
933t/wDKvfK//Vub/kZP/wA148ZX8nj7vvXzfl55YWxWWPSy83KQBfVnFeKqVH29tyceMpOjx19P
3pRaeTbB7qOK68uNDE5IMy3MjhaKTuA560Aw8R72oaWN7x+1NP8AlXvlf/q3N/yMn/5rwcZbPyeP
u+93/KvfK/8A1bm/5GT/APNePGV/J4+771C98heWorOeVNPKskbsrepNsQpIO74eMoOkx1y+97D5
YRU8t6Si7KtnbgDrsIl8cqLt8Q9A9yZYGx2KuxV2KuxV2KpHrGi0RrmyT4wCZIRvyHWqjx9vu91U
suPL3mO9i02CyvzpFtC0ct9OESWaVY3TlbCORGCrLGZKyhldGCkBgWxVkel6ZHp9lb23qyXUkEaR
m7uCGmkKLx5yMoVeTdWooxVGYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXn/AJ05/wCJp+N6LA/oyM/W
G5UWk03xbA9PfJhwtR9XOtv1sdcX5BdfOMKoVpXhUDvWtMPwcff+emGm/W6yGTX471aDiFV149e6
KevvgZxv+daPq/8Ay3r983/NGLL4rrsyHS6DUlhJM1JyZaL8Cb/ZH2euKTy5pTpbXCSymTzHFfQt
xCKOYZW77qprXbC1xv8AnWjjewB+B1aIP/Lzkr0r044Gd+bbXkC8eWqxDkaLV5RU+3w4rfmo6jLz
0y7K6gkg9GSqq0pr8B2+zTFEuR3Z75b/AOUd0v8A5hIP+TS5Eudj+ke5McDN2KuxVJPOnmUeWfLV
5rZt/rf1T0v9H5+ny9WVIvt8XpTnXpgJoONq9R4OMzq6/XTB9F/PBtR1DSrRtGjhTVZ0gjdL6OV0
5SiIs8Sx803NQH48u22UeMbAp1mHtnjlEGFcRr6r+yvvSuL/AJyOR6V8v0B/5fK/8yMZZyOjR/og
/of7L9iO1r8/I9N1EWiaIZ1MFtcLIbrgaXVvHcAcfSb7Pq064TmIF025u2+CVCF7A8+8A93mq235
7W94bWK20gieVLmW7M9xwhhjtYzMzh0ileT90rMR6YO1AGwwymQ5M4dsidAR3N3Z2Fb9x6eSaWv5
mazcXbaePL3p6mLu0tFtpLllHG8gmuBK5MHNAkUHJlKchXcAimSEzZFcm+PaEzLh4PVcRz7wTf09
w7rVdN/Mu9n89/4Pv9HWzuwzq06XQmWiwmdGUeklQ6AEVIIrvvtkRlPFw0uPtEnP4Mo0fffS+5ne
XO0dirsVdirsVdirsVdirsVdirsVed+enC+ZJ62wu/8AcWn+jkkc/wB7NVRuPtdN8nFwdSfVyvb9
bEI57GWQLJ5T4MArElKj2APKhIp+rJfFxAQf4EXY6ilr8MHl1rcOVDlBQUHTo46A4GcZVyin3qx/
75T73/5qwNtqlw0L6aiPbo6O8qsh50IKpUfa74pPLkxqE6d6sIPl1UDkKXCOeBZiN6ldgqg1wtAr
+amb6VorgB9OgZQAoUhyAFAAFOXamLZwx7g2NL0YRiMadAIwQQlH41Ukrty7FjivDHuC24t7C10y
8S1tIoFaJyeAYb8CK/axQQADQekeW/8AlHdL/wCYSD/k0uQLscf0j3JjgZuxV2Ksc/MTy5feZPJ2
oaLYSRR3d16PpvOWWMenOkp5FFdvsoe2Li63AcuIwHM197ANE/J/zPDrumX2oHS4Y7G6huXuLaa/
nuDFbtyit1W4b0/TVQka91VRud+VZx2bdTi7KyDJGUuD0kGwZE7chvtXT3JBa/kN+Y1vaz2kWrWK
Wlzx+s26XFyI5PTPJOaCHi3E7ivTDOFuN/IuoAIEo8J6Wf1Jxq/5PfmCNWkm0LXIbWzaCwhJE9zb
PI1hbRwq8iRI61Dxll+I0w8O1ORl7KziV450KiOZH0gDoo6Z+SHnDSbvR9SstStGvrOdpruH1bi3
ThyUCOOaONnIkjDByVWlab4IQoMcPY+XGYyEhxA2eY+F1167JjfflT55vrfzBO+pWkGo6rdx3Ft+
9mnUQ+lc20lvJLJErACC74qQp+zSi9QYxoktx7OzHjJI4pGxzO3qFcu6TX5dfk5rnlrXrDU76W2k
e1klMkkFxIymKS3eMKIXtk+P1Hry9WlNuOAw9Vo0XZc8WQTlW19elVy4f0/B6fqmu2OnKRI3OalR
CvX6fAZYA7qeQRSzyh5qg8wNftDKsq2siIfT3RSwJoG/a6bnDIU14M4yXXRkeRch2KuxV2KuxV2K
uxV2KuxVgfnqy1xdY+u2NvcyQT2QtfrFmvqPFKruwZoweRFJKigPTJRcPURlxWL5dGLel50Jatxq
nE14gabIKbbb0yWzjVk8/kvsz50julkujqM8C1DRLYTJy2O9QD3pjssRkve/kmf13V/+WDVP+kW4
/wCacDZcu6XyLdxfay9h6UVnqkdxWTjJ9UnPHkqhTuu9COmKkyrlL5FKoW86qw9YahIlfipYzqaH
rSg64dmA8Tz+RWf872AKNfuQKGthOOR8dlNMdkVk8/kqWr+dlmR7hb94wQXjWxnFR3APGuOyR4nW
/kUddya9c2s1tDpupSSTI0aq0Eka1YU3aXgoG/c4NmR4yORekaNbS2ukWNrMAJYLeKKQA1HJECnf
5jIF2EBUQEZiydirsVQWtaUmq6bLYvPNbLK0ZM1u5jkHpyK9FcbjlxoadsVY9/gK7EpkTzJqo2ZV
Vpy/FGNSoY/F4b15e/ShVu78hXVxwH+JNViVVhHFJz1hCAN8VfiYpyY9z9IKqnffl097JG8nmHVI
yiRxuIpqep6Zc1fkGJ5B6H/axtVCP8ryiqD5k1dmEZR5jOvNiQVLGi8Qd+y+PjjasuvtUsbFa3Eo
Vv2UG7H5AYKYymI83n3m/wDNiz09WhjcpJTaCMhpj4cj0jH45ZGFuv1GvjD8bvHPMHnPV9ZZkd/Q
tGP+88ZPxb/tt1b9XtlojTpM2qlPyD1P/nHj/jk6x/zERf8AEDleXm7bsf6D73reVO3dirsVdirs
VdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdiriQBU9MVSy98x6Xa1Hq+tIP2Ivi/
Hp+OGmuWWIYN5n/Ne0sg8XrCJx/x7wfvJvkTsF+mmTEHBz68R6/reUa7+YmtakWS3Js4W+0ysWlb
5ybU+imWiDp82tlLlsxYkkkk1J3JOScJrFXuX/OPH/HJ1j/mIi/4gcpy83oOx/oPvet5U7d2KuxV
2KuxV2KuxVTupvQtpp6V9JGenjxFcUE0LUrbUrC5p6Fwjk9FBHL/AIE740gTB5FE4snYq7FXYq7F
XYq7FXYq7FXYq7FXYqtkliiXlK6ov8zEAfjigmktufM2kQVHreqw/ZiHL8dl/HDTWc0Qkep+fVgi
aRVjtoh1mnYU/wCNQMIi0z1NeTAdZ/Ne1mmWCOaW/d2C0X93CCTTvT8FyYg6/Jr4k1dob829M17y
/DZn9L+rBfNIvoQQm34iML1f1JWavPpUDDAgsO0ITxgerY+VfpeU5a6Z2KuxV2Kvcv8AnHj/AI5O
sf8AMRF/xA5Tl5vQdj/Qfe9byp27sVdirsVdirsVdiqF1X/jl3n/ABgk/wCIHCGM/pLznJuvRMGp
6hb0ENxIgH7IY0+47Y0yEyOqYQ+bNYj+06S/66j/AI144OFmM8kZF51mH97aq3+qxX9YbBwsxqPJ
Ex+dLM/3lvIv+qVb9fHHhZDUDuV1836SeolX5qP4E4OFl48V6+a9GPWR1+aH+FcaT48W/wDFWi/7
9b/gG/pjS+NFYfN2kAbGQ+wX+px4UePFTfzlpo+xFMx+Sgf8Sw8KPzAQ0nnZf912hPuz0/ADHhYn
UeSEl846k20ccUfvQk/iaYeFidQUi1Tz8tuGF5qyQkdY0ZQ//Ax/FhEWjJqq5ypiOpfmfpKljAk1
7L2dvgU/7Jqt/wALkxAuFPXwHKyxnUPzG165qtt6dmh6cBzenuz1H3AZIQDiT10zy2Y3dXl3dyer
dTPPJ/PIxY/eclTiSmZczbVowW6hZjRQ6kk9AKjEpxn1D3vqnzDqw03WNIL2c93FfGWxLQJzWNpm
iIaTwWiGuYoD12XJwyGxN7MG866D+XOieZxd6vbRxQanBy9PjL6QeKRfVZVhVirSRttsBUdRWuTi
ZEbODqMeCE7mPq/HRhEWp/l8kVsr2MBe0ji+Jo7gmeX9HS+qs1CAaXvpDYL49KnJ1JwfEwCtht5H
f0nn/nUi7q58gx3np3WnQafcxGeJFlhuxErcIAGnj+JzSYXCUXcUGDdslLAJbgDn0Plz+Nsb82z+
XWt7RNDtBFbtJdO07LIJSPrUvpRlnPEhYDH06dzXJxvq4eqMOEcA2s/f+p6b/wA48f8AHJ1j/mIi
/wCIHK8vN2fY/wBB971vKnbuxV2KuxV2KuxV2KpR5wlki8pa3LExSSOwumR12IZYWII+WGPNp1Br
HIj+afufNtr+YPmaAjnMlwo2Cyxr+tOB/HMjgDzMdbkHmmlv+aV4o/0iwjkPjG7Rj8RJg4G4doHq
EytPzMsZnWNrC49RtlSLjISfYfBg4G6OuidqKKP5jaCsjRyxXMMiMVdXjWqkGhrRjg4Sy/OwujYV
/wDHvl1QplkliDrzTnE/xKdqigO2PCWZ1eMcyqL538vMUCzSMZFLxgQyksqkgkUXoOJ+7HhKRqYd
/PyKjN+YHl2KnJ5SGXkhEZHIdKitPDHhKJauAQz/AJmeX1+zFcv8kQfrcYeAtZ10PNCTfmlZCvoW
Mr+HN1T9QfHgYHtCPQFA3H5o6g3+89jFH/xkZpP1enh4Gs9oHoEsufzB8zTE8J0gB7Rxr+t+R/HD
wBplrch8kou9Z1a8BW6vJplPVGdiv/A1pkqDRLNOXMlBYtbsVdirsVdir3PQPPvnbTNKW11CystT
a1Tglwt7HFJRUDKJABJzPGnSlfnlBAekxZ80Y1IRlXmx/VNW8+XmtXGpS3FtC8gSNIobgxqkMbP+
72+KjMaty36fQdqaZSzGRO3zUIrnzW1vFbBLQlXllkAuFjlLNC6PJ6hAYOQ7Hly8MdkXlqqj8/Jv
UW8yz3F1O9vbEPeCf91cTIrSPO0vEhODuBQ8f5d/2sRSzGQ9Bz7z3pL5sTU7qzub2+sreNvVVklS
Vi6lgquVVeKNyopYkbV7VyUObjauMjEmQHzZ/wD848f8cnWP+YiL/iByOXm5nY/0H3vW8qdu7FXY
q7FXYq7FXYqk3nX/AJQ3Xv8AtnXf/Jh8MebRqf7qX9U/c+XtB1yXSJ7iWNC/1iB7d1DcPhcgncAm
nw9qH3GZMhby2DP4ZJrmKZIv5jR0/wB45Iucs0sixTkAGQo4ZNh8fNTRj9kE0rXIeG5o7RHd39fx
+xDN+Y2ohw8UTQvzdyUmcbPIJCq+APH4v5jvj4bH+UT3farJ+YbTfXDeRSr6sUy2qwyGitMAGQ1I
/dk7sB18MfDZDtC7se5DaX5+uLCwitFtfUEVtLa8mlahWYgt8FOIBHUd+uEwa8ev4YgVyFc0SPzO
1L0pVaAmaR5W9b1n5UlkaQDev2A5RaU+GoNdqDw2Q7SlXL7Ut1Tzne6jaiGaMl1nM5dpHcOSwaki
nZ+PGi16b+OEQpqy60zFV170c35j34t5oo4GV5pTOZGnkchmiMRoTv8AZamxpx2weG2/yia2H2pB
5g1mXWdVl1CVODy8QRUMfhAG5AWvTwycRQcPUZvElxJdhaXfRX6aYm2zHwX6rrycCe4p4713+7AL
Tk8P+G/i7C1OxV2KuxV2KsotfN+lwMhPl+yl4M7ASKhB5pxINU36Aiuw7b75DhPe541cB/BH8fBR
fzLozMWGgWwJrX4m3NSa0AA6NTYDtjwnvY/mofzA0vmTRQaNoFsyDkQvNgasD+0ACQCceE96/mof
zAvm8zaHL6ldAgVndW5K4XiqljxUCPjvUV27eBpjwnvSdVjP8A/HwQl/rOlXFlJBb6RHbTSFT9YD
livEg0UcRSu9d/1YRE97XkzwlGhAAvVf+cd+f1HW614erBx8K8Xr/DK8vN2vY/0y97//2Q==
uuid:34418724-2d22-4763-9c6e-09ef6a486402
xmp.did:1401a5d5-d92d-ec4d-887d-6636d38ab34b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:7a683d50-15c4-9243-a571-476389613086
xmp.did:7a683d50-15c4-9243-a571-476389613086
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:05a945ce-0396-164f-aa41-e5e271456b6d
2014-11-10T16:50Z
Adobe Illustrator CC 2014 (Windows)
/
saved
xmp.iid:1401a5d5-d92d-ec4d-887d-6636d38ab34b
2015-08-11T16:19:10+01:00
Adobe Illustrator CC 2015 (Windows)
/
editedScannedDoc
2018-12-03T13:01:45Z
Page:1
EmbedByReference
\\bm01\companydocs\Sophie\Artwork\marsden_bed_scales_m900_2.jpg
0
0
EmbedByReference
\\bm01\companydocs\Sophie\Artwork\marsden_wheelchair_scales_m620_icons_2.jpg
adobe:docid:photoshop:3827c46c-36d1-11e5-a11d-a41b1ba25dc3
xmp.iid:835baa56-3097-c143-acef-4b91e277282a
EmbedByReference
\\bm01\companydocs\Sophie\Artwork\marsden_bed_scales_m900_1.jpg
0
0
\\bm01\companydocs\Sophie\Artwork\marsden_bed_scales_m900_2.jpg
0
0
\\bm01\companydocs\Sophie\Artwork\marsden_wheelchair_scales_m620_icons_2.jpg
adobe:docid:photoshop:3827c46c-36d1-11e5-a11d-a41b1ba25dc3
xmp.iid:835baa56-3097-c143-acef-4b91e277282a
\\bm01\companydocs\Sophie\Artwork\marsden_bed_scales_m900_1.jpg
0
0
Print
False
False
1
210.001556
297.000083
Millimeters
Cyan
Magenta
Yellow
Black
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
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
endstream
endobj
5 0 obj
<>
endobj
39 0 obj
<>stream
HW[d
~_q@זTw0p C<ㇵsc'
#TNf9}U*]>}>RK.ӿ5hb[%8Xχw_=!\.%\J6!cD: \C1Ԣ){BWNj釛wDWjڿweYEUti\f%b[ۺtY69$ f5xWxZىC6u{>Ɓb^яuqXwkw~D^z8z=_8K0/z*='z|y1D]ѓ!|Y3=8ɗÂ/绡*RXB&r`U$# pbfJ* 'H
j>8X