%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Stroke Pathway (v1.4)
2017-10-27T13:39:06+08:00
2017-10-27T13:39:06+08:00
2017-10-27T13:39:06+08:00
Adobe Illustrator CC 2017 (Macintosh)
180
256
JPEG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=
uuid:627a0b63-83d5-2e4d-8574-8c9740d6ee15
xmp.did:961fdee5-6145-4617-8f68-4b5f5f0b7237
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:b7acf931-a8f2-4923-bb08-e6f066e834af
xmp.did:b7acf931-a8f2-4923-bb08-e6f066e834af
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:8f631c32-8c1e-4e71-8eb4-0ae436c55fa8
2017-03-09T18:04:13+08:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:961fdee5-6145-4617-8f68-4b5f5f0b7237
2017-10-27T13:39:04+08:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Users/Tor/Library/Mobile Documents/com~apple~CloudDocs/Documents/Documents - Tor’s MacBook Pro/Artwork/SCGH logos/SCGH-logo-1024x1024.png
EmbedByReference
/Users/Tor/Documents/Guidelines/Stroke pathway/Reference/SJA logo.jpg
0
0
/Users/Tor/Library/Mobile Documents/com~apple~CloudDocs/Documents/Documents - Tor’s MacBook Pro/Artwork/SCGH logos/SCGH-logo-1024x1024.png
/Users/Tor/Documents/Guidelines/Stroke pathway/Reference/SJA logo.jpg
0
0
Print
False
True
1
210.001556
297.000083
Millimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-It.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Bold.otf
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
21.0.2
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 29 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
12 0 obj
<>stream
HWrTG߯eK~,y`3@B$L眬э,f#ݼ}+ɓYG/珌z2:*z6>v(!U[]}-jwŊ7.cPI(VRWTkr_8y\N&jWL;j>&v9gpqhVU[u@p\fiՁ7^ o5o·_K|7)ish!.̶mI9ßɹQg`yf|vPaFm|ps0v^A
Ko~p蔪|&dus
|?5h*MC6!!"Ӊ}J!F9f:LbVYmcɞ>ʨ+IQXb%ԦDب'gQ}7:̱@\ jpWbX6ҩrW
akU.F?omv^T0_|B9Ԥ]|,+A*V5YGgG&g?6`x$}#3omtUp> ؆*0T}Aӡ7Xm r7A8!p;hklpU-^P1 n_W'Z|v~\'VūOhAW0o~rgP
c#!pI1-y-J &l*Bh@4Eh?ۍKv a
zTpB
h4D]@t9
8pZ+A@=q
`v@eyڅ>P>8 M,v
LjKsMa
lPnBQ6ItxuAO8krt
ZqFx@)3lAGyh.W" `XrڰQ(@B=ޯm8WfWMP-%
eg,Ef~;! Y)Et`mXg# |6SC+Cv36qƆXf h"vBe
:U˄S-s+tQGnh`fb)C
P؝ @'B^7)rb~l7wLY^Ц9l|$
LD\$np-@4F,Er"&`ˬXI[[Gc7(N<'ܲBgxh2Qm @"kl FĩBnEBrˠ|`8|"ѵ&D[R$z/^]4cRIwŏ١m2A@_+J7(AgTw$z's@z8lP>fd8zdb+f
c-7MlFq=Q}#XDyZ# )6QTнlsz3imb0Ww`HL]gaҊ'CNݔ2m k)u1l#t~њ x0ٸVeP|@bs vUZe d'$1KEx'b-.hOuiWx0鷅N0sr$F0荌SݜyjxtD=mB @zZݭ}wt"q8B:dzݩ
ǩAo5YV'~<Dt&}`;5`Řpol b9q%pŏ-r"8t<.K/>ޞ}[cWսcڌp
0
7V$!?шu~rʜl;T:pkO