%PDF-1.6
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
TS-Presentation3-Final
2021-02-25T19:02:50Z
2021-02-25T19:02:50Z
2021-02-25T19:02:50Z
Adobe Illustrator 24.3 (Macintosh)
256
176
JPEG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=
uuid:1ede7d08-9fac-1442-b342-5636aacb568b
xmp.did:2d22c636-9681-4d1f-aaf5-e54ba288d72c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:989e82b0-bdca-449d-8dd3-84d4d01686ca
xmp.did:989e82b0-bdca-449d-8dd3-84d4d01686ca
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:3f6417bf-7c1f-47c8-8b5e-b0f65feba2c7
2020-12-14T14:46:16Z
Adobe Illustrator 24.3 (Macintosh)
/
saved
xmp.iid:2d22c636-9681-4d1f-aaf5-e54ba288d72c
2021-02-25T19:02:46Z
Adobe Illustrator 24.3 (Macintosh)
/
EmbedByReference
/Users/Steve/Desktop/Blue Fish Schools/Work/Teaching Scripts/Slides-Screenshots/P3-Slide08.png
xmp.did:F4635D536FA111EBBA98F5A09ED213F8
xmp.iid:F4635D526FA111EBBA98F5A09ED213F8
EmbedByReference
/Users/Steve/Desktop/Blue Fish Schools/Work/Teaching Scripts/Slides-Screenshots/P3-Slide06.png
xmp.did:E77FE3706FA111EBBA98F5A09ED213F8
xmp.iid:E77FE36F6FA111EBBA98F5A09ED213F8
EmbedByReference
/Users/Steve/Desktop/Blue Fish Schools/Work/Teaching Scripts/Slides-Screenshots/P3-Slide03.png
xmp.did:D7FC77AF6FA111EBBA98F5A09ED213F8
xmp.iid:D7FC77AE6FA111EBBA98F5A09ED213F8
EmbedByReference
/Users/Steve/Desktop/Blue Fish Schools/Work/Teaching Scripts/Slides-Screenshots/P1-Slide09.png
xmp.did:05BA4B936F8511EBBA98F5A09ED213F8
xmp.iid:05BA4B926F8511EBBA98F5A09ED213F8
EmbedByReference
/Users/Steve/Desktop/Blue Fish Schools/Work/Teaching Scripts/Slides-Screenshots/P3-Slide07.png
xmp.did:F4635D4F6FA111EBBA98F5A09ED213F8
xmp.iid:F4635D4E6FA111EBBA98F5A09ED213F8
EmbedByReference
/Users/Steve/Desktop/Blue Fish Schools/Work/Teaching Scripts/Slides-Screenshots/P3-Slide05.png
xmp.did:E77FE36C6FA111EBBA98F5A09ED213F8
xmp.iid:E77FE36B6FA111EBBA98F5A09ED213F8
EmbedByReference
/Users/Steve/Desktop/Blue Fish Schools/Work/Teaching Scripts/Slides-Screenshots/P3-Slide04.png
xmp.did:E77FE3686FA111EBBA98F5A09ED213F8
xmp.iid:E77FE3676FA111EBBA98F5A09ED213F8
EmbedByReference
/Users/Steve/Desktop/Blue Fish Schools/Work/Teaching Scripts/Slides-Screenshots/P3-Slide02.png
xmp.did:D7FC77AB6FA111EBBA98F5A09ED213F8
xmp.iid:D7FC77AA6FA111EBBA98F5A09ED213F8
EmbedByReference
/Users/Steve/Desktop/Blue Fish Schools/Work/Teaching Scripts/Slides-Screenshots/P3-Slide01.png
xmp.did:D7FC77A76FA111EBBA98F5A09ED213F8
xmp.iid:D7FC77A66FA111EBBA98F5A09ED213F8
/Users/Steve/Desktop/Blue Fish Schools/Work/Teaching Scripts/Slides-Screenshots/P3-Slide08.png
xmp.did:F4635D536FA111EBBA98F5A09ED213F8
xmp.iid:F4635D526FA111EBBA98F5A09ED213F8
/Users/Steve/Desktop/Blue Fish Schools/Work/Teaching Scripts/Slides-Screenshots/P3-Slide06.png
xmp.did:E77FE3706FA111EBBA98F5A09ED213F8
xmp.iid:E77FE36F6FA111EBBA98F5A09ED213F8
/Users/Steve/Desktop/Blue Fish Schools/Work/Teaching Scripts/Slides-Screenshots/P3-Slide03.png
xmp.did:D7FC77AF6FA111EBBA98F5A09ED213F8
xmp.iid:D7FC77AE6FA111EBBA98F5A09ED213F8
/Users/Steve/Desktop/Blue Fish Schools/Work/Teaching Scripts/Slides-Screenshots/P1-Slide09.png
xmp.did:05BA4B936F8511EBBA98F5A09ED213F8
xmp.iid:05BA4B926F8511EBBA98F5A09ED213F8
/Users/Steve/Desktop/Blue Fish Schools/Work/Teaching Scripts/Slides-Screenshots/P3-Slide07.png
xmp.did:F4635D4F6FA111EBBA98F5A09ED213F8
xmp.iid:F4635D4E6FA111EBBA98F5A09ED213F8
/Users/Steve/Desktop/Blue Fish Schools/Work/Teaching Scripts/Slides-Screenshots/P3-Slide05.png
xmp.did:E77FE36C6FA111EBBA98F5A09ED213F8
xmp.iid:E77FE36B6FA111EBBA98F5A09ED213F8
/Users/Steve/Desktop/Blue Fish Schools/Work/Teaching Scripts/Slides-Screenshots/P3-Slide04.png
xmp.did:E77FE3686FA111EBBA98F5A09ED213F8
xmp.iid:E77FE3676FA111EBBA98F5A09ED213F8
/Users/Steve/Desktop/Blue Fish Schools/Work/Teaching Scripts/Slides-Screenshots/P3-Slide02.png
xmp.did:D7FC77AB6FA111EBBA98F5A09ED213F8
xmp.iid:D7FC77AA6FA111EBBA98F5A09ED213F8
/Users/Steve/Desktop/Blue Fish Schools/Work/Teaching Scripts/Slides-Screenshots/P3-Slide01.png
xmp.did:D7FC77A76FA111EBBA98F5A09ED213F8
xmp.iid:D7FC77A66FA111EBBA98F5A09ED213F8
Print
Adobe Illustrator
False
True
1
210.000000
297.000000
Millimeters
ProximaNova-Regular
Proxima Nova
Regular
Open Type
Version 3.018;PS 003.018;hotconv 1.0.88;makeotf.lib2.5.64775
False
.175.otf
ProximaNova-Medium
Proxima Nova
Medium
Open Type
Version 3.018;PS 003.018;hotconv 1.0.88;makeotf.lib2.5.64775
False
.25136.otf
ProximaNova-Semibold
Proxima Nova
Semibold
Open Type
Version 3.018;PS 003.018;hotconv 1.0.88;makeotf.lib2.5.64775
False
.173.otf
ProximaNova-Bold
Proxima Nova
Bold
Open Type
Version 3.018;PS 003.018;hotconv 1.0.88;makeotf.lib2.5.64775
False
.139.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
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
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
12 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 30 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
23 0 obj
<>stream
HWnF}'G po}KH4 , XQ+qk^db߳Hn23ëtڧWc~@wo7>m/P KPFLJA/
Y,qXToZx> 0t*g-_>qZ!Zwb\8 E*U_Ңfobé+o)3%eB
Y]i릵)ٲpdȔ%ٖR]lE-dH^Սi.٥
5mmt6i-7G+myb
*5, U-lk[
U냿6wE&eTprEUMlw|}ѧqO6_vm!\2{̦+8Kz7XB3[>¦u5õ}f(jjZWՊ[>bJ]*Rr=R5u4߭q_UFV-
\Č+\J0h3`}b*fW'Z 2`)_W;|V(3ށb+]:f{`<(JBt=`8q"t&Bz,ϙGOs/>Q О^+4\st.ӃNkgRa"cJg|j2z>zhY,/`B}ve]DQvwS7&?܋e,{leLkԤɪD6)Su9Dȿ᷑);LIdQO}X3gS8ޘti;t+D&`\]F2w:2K1dۋ4
toG0掖[FW+ۀޛfl0XҎf]V;7:?=h'ٸꔝ{sg0&c#