%PDF-1.6
%
1 0 obj
<<
/AcroForm 2 0 R
/Metadata 3 0 R
/Pages 4 0 R
/Type /Catalog
>>
endobj
5 0 obj
<<
/CreationDate (D:20200127134208+02'00')
/Creator (Adobe Illustrator 24.0 \(Macintosh\))
/ModDate (D:20200316141234+02'00')
/Producer (Adobe PDF library 15.00)
/Title ()
>>
endobj
2 0 obj
<<
/DA (/Helv 0 Tf 0 g )
/DR <<
/Encoding <<
/PDFDocEncoding 6 0 R
>>
/Font <<
/Helv 7 0 R
/ZaDb 8 0 R
>>
>>
/Fields []
>>
endobj
3 0 obj
<<
/Length 71013
/Subtype /XML
/Type /Metadata
>>
stream
application/pdf
Metotreksaatti_riskienhallinta_potilaskortti_A6_202001
2020-03-16T14:12:34+02:00
2020-03-16T14:12:34+02:00
2020-01-27T13:42:08+02:00
Adobe Illustrator 24.0 (Macintosh)
228
256
JPEG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uuid:f95ace9f-0604-49bf-b651-ee5afa6e848e
xmp.did:72e2ef4f-d3e4-4abe-ab76-981a8e2a88e2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:d97109da-0192-4952-b32a-a836fc7bb5d7
xmp.did:d97109da-0192-4952-b32a-a836fc7bb5d7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:d97109da-0192-4952-b32a-a836fc7bb5d7
2020-01-27T13:41:42+02:00
Adobe Illustrator 24.0 (Macintosh)
/
saved
xmp.iid:72e2ef4f-d3e4-4abe-ab76-981a8e2a88e2
2020-01-27T13:42:01+02:00
Adobe Illustrator 24.0 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
105.000000
148.000000
Millimeters
GothamNarrow-Book
Gotham Narrow
Book
Open Type
Version 2.200 Pro
False
Gotham Narrow Book.otf
GothamNarrow-BookItalic
Gotham Narrow
Book Italic
Open Type
Version 2.200 Pro
False
GothamNarrow-BookItalic.otf
GothamNarrow-Bold
Gotham Narrow
Bold
Open Type
Version 2.200 Pro
False
GothamNarrow-Bold.otf
Cyan
Magenta
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
4 0 obj
<<
/Count 1
/Kids [9 0 R]
/Type /Pages
>>
endobj
6 0 obj
<<
/Differences [24 /breve /caron /circumflex /dotaccent /hungarumlaut /ogonek /ring /tilde 39
/quotesingle 96 /grave 128 /bullet /dagger /daggerdbl /ellipsis /emdash /endash
/florin /fraction /guilsinglleft /guilsinglright /minus /perthousand /quotedblbase /quotedblleft /quotedblright /quoteleft
/quoteright /quotesinglbase /trademark /fi /fl /Lslash /OE /Scaron /Ydieresis /Zcaron
/dotlessi /lslash /oe /scaron /zcaron 160 /Euro 164 /currency 166
/brokenbar 168 /dieresis /copyright /ordfeminine 172 /logicalnot /.notdef /registered /macron
/degree /plusminus /twosuperior /threesuperior /acute /mu 183 /periodcentered /cedilla /onesuperior
/ordmasculine 188 /onequarter /onehalf /threequarters 192 /Agrave /Aacute /Acircumflex /Atilde
/Adieresis /Aring /AE /Ccedilla /Egrave /Eacute /Ecircumflex /Edieresis /Igrave /Iacute
/Icircumflex /Idieresis /Eth /Ntilde /Ograve /Oacute /Ocircumflex /Otilde /Odieresis /multiply
/Oslash /Ugrave /Uacute /Ucircumflex /Udieresis /Yacute /Thorn /germandbls /agrave /aacute
/acircumflex /atilde /adieresis /aring /ae /ccedilla /egrave /eacute /ecircumflex /edieresis
/igrave /iacute /icircumflex /idieresis /eth /ntilde /ograve /oacute /ocircumflex /otilde
/odieresis /divide /oslash /ugrave /uacute /ucircumflex /udieresis /yacute /thorn /ydieresis]
/Type /Encoding
>>
endobj
7 0 obj
<<
/BaseFont /Helvetica
/Encoding 6 0 R
/Name /Helv
/Subtype /Type1
/Type /Font
>>
endobj
8 0 obj
<<
/BaseFont /ZapfDingbats
/Name /ZaDb
/Subtype /Type1
/Type /Font
>>
endobj
9 0 obj
<<
/ArtBox [31.892 17.8409 279.765 392.699]
/BleedBox [0.0 0.0 297.638 419.528]
/Contents 10 0 R
/CropBox [0.0 0.0 297.638 419.528]
/LastModified (D:20200127134207+02'00')
/MediaBox [0.0 0.0 297.638 419.528]
/Parent 4 0 R
/Resources <<
/ExtGState <<
/GS0 11 0 R
>>
/Font <<
/T1_0 12 0 R
/T1_1 13 0 R
/T1_2 14 0 R
>>
/ProcSet [/PDF /Text]
>>
/Rotate 0
/TrimBox [0.0 0.0 297.638 419.528]
/Type /Page
>>
endobj
10 0 obj
<<
/Length 2620
/Filter /FlateDecode
>>
stream
HWmo
_1# ͫ4u{dkֻš)
!kV.S!98wbPpȇ|8ԟ3tKo5o_v[+:X<(Y ?8\tyec?ϖYiٽ3Q?fTg̨/W:^,/퍒mwr\~U߲#_ި_O3&wj'l_^_/էtUf*!RҺP?Dv#fnoor/@@m8I|ȋ_c3}zCnс5TqjӉZ<'EJ)ǫ0vy퀎֜ XbOw@ow;Fmzm'<5 MnSu}QWv%f-yWysAX,`#Ԥ:> {)zZM^2k$'3KZyͦf:rks+ڃ~^9}ًͺ|\"%^Z=mҡC|~_mTS6?Y&W(}ccCiSMNҮqͶ]7/^Vjx!&;;W~ Sk_יs]ozrT2bߥxF`xCgÝu6ծnU<u<6@z61?ߪnMTiQ١ԸR5:Ь#&Ή}uYJpTBo Pgu\~}u+u\$f%\z(J&{VQ]6zԵ`7bT]h?tL'n+7rde
bnr=~9["*!)`J7|C(JwTbM/i/53bTm{e3-%G;v]ei4Dm#a(L.tK L>+Sf˙#nn$o]oyYV庈js`_/_Fe2/r8JQ=gf=sofc'tE+⸎Cf"!8s)"/0LU:Pig6ו2NSbx>HQAȡCu"