%PDF-1.6
%
1 0 obj
<>/OCGs[13 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Minoxidil
2022-04-11T10:44:16+01:00
2022-04-11T10:44:16+01:00
2022-04-11T10:44:16+01:00
Adobe Illustrator 25.0 (Macintosh)
156
256
JPEG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uuid:9c6e867f-4a8d-b741-b5c5-a9447715cab6
xmp.did:fa5fea0f-fab5-4849-9b9c-8f383ef51535
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:9df0e9ca-cef5-e54d-a5ab-975c0f4b83bf
xmp.did:97060869-f786-4159-9e9a-3af8900ab03e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:97060869-f786-4159-9e9a-3af8900ab03e
2021-08-21T08:49:06+01:00
Adobe Illustrator 25.0 (Macintosh)
/
saved
xmp.iid:fa5fea0f-fab5-4849-9b9c-8f383ef51535
2022-04-11T10:44:14+01:00
Adobe Illustrator 25.0 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
210.000000
297.000000
Millimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6851.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6848.otf
MyriadPro-SemiboldIt
Myriad Pro
Semibold Italic
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6853.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6846.otf
MyriadPro-BoldIt
Myriad Pro
Bold Italic
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6847.otf
Calibri
Calibri
Regular
Open Type
Version 5.62
False
Calibri.ttf
Calibri-Bold
Calibri
Bold
Open Type
Version 5.62
False
Calibri Bold.ttf
InfinityTM-Regular
Infinity-T-M
Regular
TrueType
Version 1.0 Extracted by ASV http://www.buraks.com/asv
False
infinity-t-m.ttf
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
3 0 obj
<>
endobj
15 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
16 0 obj
<>stream
HW]F|ׯ%ER~ bǹ.}Y}8PHb_]˿gԒZ8i鮮~zzk5zMP^l'h= 0d\jaZM6pMJ7S7:U}L*ϼR|K]E|}߳7?sdF؟OVINKu)U{]<֧X)S5'8XxQ5Лfd-b$i{tr\?%qr[]2E"Wѽ6^.(W
; [52TD腔ImuUtEKZU?I,DBhV.U1y#oEm
T y l狯'?$&o{aԫR{n}?Q|{(TQrRIϑbO$?(U塕>7Pf|dea$ʥQ!XnL1mɟ [@@/A$cRێyqA[ûd]?cylmQRV-OF[@Pq Td%:xВ@zVYTPrAw}R*;J%8*:@hw$DL
bpׯwWFz+cxALY1¤[kJd
EP9"S`'Ư^HD]1b9hR-Y;kuRxhHOpWtD=3G&}VIja?zrq|`\TLf(?1{%=zN
Nx`Â$ag [?9QقWJ)ZXV'ҳl Vvڈ`Bc>fB:o g2&CTQnPy| 0dy&l͘Mub͘_#:C*7'DV8|")D|Q
w-wLfo=jVJQIb>+p&~
ꮬ^a8F ZѺsgd0\j8@Ɣ+?HύZ|[Ox9\ğO x)-OqpN=7J
=wR%)kL57?#2G;[;_ׄ<>!ݲʴ[uPp <9Q,ZÍ-Z./3mYDCeI% $OI)YY(E"B=EJʍ[ވ%QO_5KN\..Ҥꖙ6ޜ@P-LӳMk*^>`\fM˩v1BFVsAݫCnxC?+ϛ(MsW ʹ[`Iyo2>$`9
:.vyl@&IVP\Ils鎼jj{Apѳa|HZ"[gSu>4IEH5/`L:11 O !I
M+;i]lҀC64zQF.MEI9)CKz }
PG2kRIA+Êl:6Ywn٢Z/dNj?yg+td#͟#R;:Ybj\$%t6d{K}>ͻstrԺh;={dw¸_Po6WdS8]["7uңѫh= <ΖrENB~\YɑDu6E˪Ի(kX bX'*Dg912"][^`>1;c( \GԚLPa r,^3 ֦HnQnsj: Yлƭ6Ẃ6CcɭX
1J3f+ML(=lԧkNaIۼ"NY>jQ1mJ1|QRR S;|cbQw'¢ϖQ㳵>U#;½C!_].@ĉFm\ԩc(IZQ:Z
Sfgڹ5F[d.ߠM_DasX]լ)2-rZyp2ظS[
t5Y~+aDk;`'zisZ|ڭ/-`rO?IEZI)&[Up+*-]Uvp^\b3$3(hq+4cJ QyNg({iN/rV[7ۏ%mǦoW@E= [
9!ZsrG]~elY7 'Zkg# Jvl"k&^ɨo2$Q}'Jm)J^uG]$烤ߌ1 $>Wenlj}z|@t3鮮)z_n S~a!J83,Y2劮_.=#G:KIir&M%DrCΟv q՞iU@^u'ܔ,H 3}sM]\:y@T}su(u|%r ' Kl[QK<}
ۇ~b
ﯷaWCy˕Qz[謹#͗1I8|jKSj\Np]Pټu'j ZٕTdIĞ_gjmwY뜄ߧ
p<{Ѳ7 z&'$