%PDF-1.5
%
1 0 obj
<>/OCGs[14 0 R 255 0 R 496 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Info Sheet-Northwest_spanish
2021-04-19T13:23:52-05:00
2021-04-19T13:23:52-05:00
2021-04-19T12:59:03-05:00
Adobe Illustrator 25.2 (Windows)
192
256
JPEG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=
uuid:aeb3a52b-6be3-457f-82ac-c2d71fd09c27
xmp.did:4552ebd3-e8fb-ab4f-b9ff-d531ef040acb
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:6a472a04-40cd-401a-8086-ec2a7d811715
xmp.did:046bff4d-0a96-0f4b-b639-283e34e7d22e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:deafd161-1be0-5147-b2e7-c5d4004769d8
2021-04-14T13:01:19-05:00
Adobe Illustrator 25.2 (Windows)
/
saved
xmp.iid:4552ebd3-e8fb-ab4f-b9ff-d531ef040acb
2021-04-19T12:59:01-05:00
Adobe Illustrator 25.2 (Windows)
/
EmbedByReference
C:\Users\Apigaga\Creative Cloud Files\WFH\2.2021\K-12 Student Pass\InfoSheets\Map-InfoSheet-Northwest.pdf
xmp.did:3e09d166-962d-a94d-9474-1064be801840
uuid:5151219c-904f-4d51-9eba-c3efecc68161
C:\Users\Apigaga\Creative Cloud Files\WFH\2.2021\K-12 Student Pass\InfoSheets\Map-InfoSheet-Northwest.pdf
xmp.did:3e09d166-962d-a94d-9474-1064be801840
uuid:5151219c-904f-4d51-9eba-c3efecc68161
Print
Adobe Illustrator
False
True
1
8.500000
11.000000
Inches
TradeGothicLTStd-Cn18
Trade Gothic LT Std
Condensed No. 18
Open Type
Version 2.020;PS 002.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
TradeGothicLTStd-Cn18.otf
TradeGothicLTStd-BdCn20
Trade Gothic LT Std
Bold Condensed No. 20
Open Type
Version 2.020;PS 002.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
TradeGothicLTStd-BdCn20.otf
Arial-BoldMT
Arial
Bold
Open Type
Version 7.00
False
arialbd.ttf
ArialNarrow
Arial
Narrow
Open Type
Version 2.40
False
ARIALN.TTF
ArialNarrow-Bold
Arial
Narrow Bold
Open Type
Version 2.40
False
ARIALNB.TTF
HermesFB-Book
HermesFB
Book
Open Type
Version 1.0
False
HermesFB-Book.otf
VIAAAA+ArialNarrow
VIAAAA+ArialNarrow
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
YIAAAA+Arial-Black
YIAAAA+Arial Black
Black
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
WIAAAA+Arial-BoldMT
WIAAAA+Arial BoldMT
BoldMT
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
XIAAAA+HermesFB-Regular
XIAAAA+HermesFB Regular
Regular
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
7461 - CMYK
7409 - CMYK
Gold-CMYK
PANTONE 7461 C 1
PANTONE 803 C
D Grey-CMYK
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
D Grey-RGB
SPOT
100.000000
RGB
75
79
84
PANTONE 803 C
SPOT
100.000000
LAB
93.333336
0
94
D Grey-CMYK
SPOT
100.000000
CMYK
41.000000
28.000000
22.000000
69.999999
Blue-CMYK
SPOT
100.000000
CMYK
98.000002
23.999999
1.000000
3.000000
Gold-CMYK
SPOT
100.000000
CMYK
0.000000
31.999999
100.000000
0.000000
2602 - CMYK
SPOT
100.000000
CMYK
67.000002
100.000000
6.000000
28.000000
198 - CMYK
SPOT
100.000000
CMYK
0.000000
81.999999
37.000000
0.000000
PANTONE 7461 C 1
SPOT
100.000000
CMYK
22.000000
0.000000
0.000000
4.000000
PANTONE 7461 C
SPOT
100.000000
LAB
47.450981
-20
-44
7461 - CMYK
SPOT
100.000000
CMYK
98.000002
23.999999
1.000000
3.000000
2738 - CMYK
SPOT
100.000000
CMYK
100.000000
92.000002
0.000000
1.000000
Grey - CMYK
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
60.000002
227 - CMYK
SPOT
100.000000
CMYK
7.000000
100.000000
7.000000
20.999999
7409 - CMYK
SPOT
100.000000
CMYK
0.000000
34.999999
99.000001
0.000000
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
16 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 606 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
498 0 obj
<>stream
HK$Dy@Ft~f%:@A`z*sMU#H__5qKgoE˯KǿߢkzGzm3ۭ|>:Y9yxΖ8hspb5qFtΚh\1}b8|u/)zVni>s{uvel84w "7DJϠ8X9|KC.q gPϱ2&7C6(\bgbeYfkB#?6fOPة+C+}}\7tR9 +.xIjS0F꽟}u#W91=|H