%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
SAS Eurobonus - Award Zones for Star Alliance
2019-12-14T00:40:38+01:00
2019-12-14T00:40:38+01:00
2019-12-14T00:40:38+01:00
Adobe Illustrator CS6 (Macintosh)
256
216
JPEG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=
uuid:9ee642af-e4c1-6f43-afbb-445e93fd1a07
xmp.did:A57BEF451220681180839706517CE390
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:A47BEF451220681180839706517CE390
xmp.did:A47BEF451220681180839706517CE390
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:088011740720681180839706517CE390
2019-12-14T00:32:11+01:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:A57BEF451220681180839706517CE390
2019-12-14T00:40:35+01:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
True
1
800.000000
650.000000
Points
MyriadPro-Cond
Myriad Pro
Condensed
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Cond.otf
MyriadPro-BoldCond
Myriad Pro
Bold Condensed
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-BoldCond.otf
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
Roboto-Black
Roboto Black
Black
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 800.0 650.0]/Type/Page>>
endobj
12 0 obj
<>stream
HWɎJWʝ1尥X!XA=$`sb
]Y#c8qė}ݾk~Gۭ}0~6m?F87T}?Ͻ-~&8/?[O
o+m'ZLa';wMvb;f!5
y7wC9 ;0ޭG#Y&i-6LN]ʐKv9솝9"U㎷P[LdgoJYsչkjѢV#'3\ޭ]#1G՞r#mBVHߏ]pCs]
7^JǢ|s?#A+#8|М#m#jKxGwd QWQiMM~* ({.Yk^!OxFt]ZYF+YHԇ+}zXļzQ>OYCI$M:@dνeGAo}D]]hnssi6=s˲߄<]@>3ʍNri<#+Cf}20xyIL! $1/B l6B1XW+<:dù^ HzӢmяw_sVC_Q6g";P
^Ho s`Fc>=tz-P{9
R^S$)q|ǛBPϥc0^8 jewʼ'^}#$J9!s O·iz}<iHdCAQv#w@/g
QPуj,O=[먊B[x9jC3(P`CZj;GۤGE;w'NiW
Fo
cJѫ0^Jͷ~@Pek|K)&..WȁS LU(Q2d,Y1N-pze: i[Se<Y"ٙ㘈NP77PK>C7Pc& [$YQ
Yb7CM^R͋8\Y{]ɰ _D0}\&AЌErW@Qk}UXc()_1_cXݥ8uÖP-ziofNRi..di}orOkBoE4k/-7.vm}?npdܮ\AFPSTi5I$rWr
SyU$LiRh|J1ܧy6Ź˴ s87C36?D^C}ã*`ӌkZyfwvpK"y%HgY6 YX*
5ع.=v¦YOA7$x;TJ"ѳ9 : Fx}ߔdAbwl7 T^H*byEicTg}Dj#>msÆjKqw78볾9jDbxi!.%N&D"ҵ/yr)p*ȊWrr kePsޢpJi?U v4
'x% ϣ(GczM%vG.c3̧{XR