%PDF-1.6
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ANA-practicing the process
2023-04-06T13:06:41-04:00
2023-04-06T13:06:41-04:00
2023-04-06T13:06:41-04:00
Adobe Illustrator 27.2 (Macintosh)
200
256
JPEG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uuid:4b7b8163-ff86-7743-84a1-b91984f69a9c
xmp.did:3ba96349-4369-482c-b71c-ea379611e219
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:d3ad6290-4261-c24a-87ae-dd53844e0070
xmp.did:61958317-3e9e-4022-b559-6fe0f5981f80
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:cb0678db-c1fa-47ad-8750-12b1a7fadbc6
2023-04-06T13:01:55-04:00
Adobe Illustrator 27.2 (Macintosh)
/
saved
xmp.iid:3ba96349-4369-482c-b71c-ea379611e219
2023-04-06T13:06:38-04:00
Adobe Illustrator 27.2 (Macintosh)
/
EmbedByReference
/Users/calvomge/Downloads/TDC_worksheets_header.png
0
0
EmbedByReference
/Users/calvomge/Downloads/TDC_worksheets_footer.png
0
0
/Users/calvomge/Downloads/TDC_worksheets_header.png
0
0
/Users/calvomge/Downloads/TDC_worksheets_footer.png
0
0
Print
Adobe Illustrator
False
True
1
612.000000
792.000000
Points
Weekly-Regular
Weekly
Regular
Open Type
Version 1.000;PS 001.000;hotconv 1.0.88;makeotf.lib2.5.64775
False
Los Andes - Weekly Regular.otf
Weekly-Bold
Weekly
Bold
Open Type
Version 1.000;PS 001.000;hotconv 1.0.88;makeotf.lib2.5.64775
False
Los Andes - Weekly Bold.otf
Avenir-Medium
Avenir
Medium
TrueType
13.0d3e1
False
Avenir.ttc
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 17.00
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
8 0 obj
<>stream
HWYo6~_1}[kpl7s,qQ+ZWTwfHj&Ma Vo9xru'#x~qσ"Ӄq@YY(Q X