PESO OVERPRINT BLACK cmyk 2 (2024)

%PDF-1.5%âãÏÓ1 0 obj<>/OCGs[18 0 R]>>/Pages 3 0 R/Type/Catalog>>endobj2 0 obj<>stream application/pdf <alt> <li xml:lang="x-default">PESO OVERPRINT BLACK cmyk 2</li> </alt> 2018-01-25T11:38:31+08:00 2018-01-25T11:38:31+08:00 2018-01-25T11:38:31+08:00 Adobe Illustrator CS6 (Windows)

  • 256 100 JPEG 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*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*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*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
  • uuid:5581e09b-3dc3-43c7-afe2-773c13d2e101 xmp.did:C0320E348101E811AB0C9BB1A0863D15 uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf uuid:e8c7f7d7-1114-4cca-b4da-080ec65adb0a xmp.did:414A1E1DB300E8118E5CA4329681E83E uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf
  • saved xmp.iid:01EA20D424F4E7118922A3D28AF47C4A 2018-01-08T15:41:42+08:00 Adobe Illustrator CS6 (Windows) /
  • saved xmp.iid:C0320E348101E811AB0C9BB1A0863D15 2018-01-25T11:38:27+08:00 Adobe Illustrator CS6 (Windows) /
  • EmbedByReference C:\Users\Christian Tingzon\Desktop\SSS\INFO MATERIALS\PESO FUND\IMAGES\old-elderly-couple.png
  • EmbedByReference C:\Users\Christian Tingzon\Desktop\SSS\INFO MATERIALS\PESO FUND\IMAGES\email-envelope-outline_318-472912.png
  • EmbedByReference C:\Users\Christian Tingzon\Desktop\SSS\INFO MATERIALS\PESO FUND\IMAGES\whatsapp-logo_318-496855.png
  • EmbedByReference C:\Users\Christian Tingzon\Desktop\SSS\INFO MATERIALS\PESO FUND\IMAGES\globe intenet iconn.png
  • EmbedByReference C:\Users\Christian Tingzon\Desktop\SSS\INFO MATERIALS\CORPORATE FOLDER\IMAGES\youtube_PNG22.png
  • EmbedByReference C:\Users\Christian Tingzon\Desktop\SSS\INFO MATERIALS\CORPORATE FOLDER\IMAGES\icon-twitter-dark-300x300.png
  • EmbedByReference C:\Users\Christian Tingzon\Desktop\SSS\INFO MATERIALS\CORPORATE FOLDER\IMAGES\facebook-icon-preview-1-400x400.png
  • EmbedByReference C:\Users\Christian Tingzon\Desktop\SSS\INFO MATERIALS\PESO FUND\SSS LOGO1.png
  • Print True True 1 11.000000 8.500000 Inches
  • Calibri Calibri Regular Open Type Version 6.12 False calibri.ttf
  • ErasITC-Medium Eras Medium ITC Regular Open Type Version 1.01 False ERASMD.TTF
  • ErasITC-Bold Eras Bold ITC Regular Open Type Version 1.01 False ERASBD.TTF
  • ErasITC-Demi Eras Demi ITC Regular Open Type Version 1.01 False ERASDEMI.TTF
  • Helvetica-Bold Helvetica Bold TrueType Version 1.3 (Hewlett-Packard) False helr65w.ttf
  • Gotham-Bold Gotham Bold Open Type Version 2.200 Pro False Gotham-Bold.otf
  • Helvetica-Condensed Helvetica Condensed Regular TrueType Version 1.0 False PS.TTF
  • Helvetica-Condensed-Bold Helvetica Condensed Bold TrueType Version 1.0 False PS_1.TTF
  • Helvetica-Narrow Helvetica Narrow Regular TrueType Version 1.3 (Hewlett-Packard) False helr47w.ttf
  • MyriadPro-Bold Myriad Pro Bold Open Type Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168 False MyriadPro-Bold.otf
  • Roboto-Regular Roboto Regular TrueType Version 1.100141; 2013 False Roboto-Regular.ttf
  • Roboto-Bold Roboto Bold TrueType Version 1.100141; 2013 False Roboto-Bold.ttf
  • Roboto-Medium Roboto Medium TrueType Version 1.100141; 2013 False Roboto-Medium.ttf
  • Roboto-Light Roboto Light TrueType Version 1.100141; 2013 False Roboto-Light.ttf
  • Calibri,Bold Calibri,Bold Unknown Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168 False MyriadPro-Regular.otf
  • Roboto,Bold Roboto,Bold 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
  • R=186 G=116 B=24 PROCESS 100.000000 CMYK 23.166201 57.369297 100.000000 7.586800
  • 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 endstreamendobj3 0 obj<>endobj20 0 obj<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 142 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>endobj21 0 obj<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 156 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>endobj143 0 obj<>streamH‰¬WÉ®dGÝ×WÜ5RÝÎ!rÚº,B­^ཅi‰g±âï9CÞªz…X–^׹ÉÈøx|øýÇt|óíÇãöÓ-=—c¬rÜùãïºýñø+¾øíçtüùçۇßü˜ŽoÿvûäoyË¿ð­øÛ§[:ÇG:[ü+ãooýøÝ-Ÿ)¯ãŸ·nûéÀ"þ壷zÖÚÖQR;KNëøþǗø·÷³Žy¼Ý>óÐÿܓ[;ۜïöÄ<Óú/{ú:#õúºe켶àãsò‰›ÿB£+c3ÆQFƩ븗¨g‚P)Ø!'þ ×´è稁õ3GÆ­®s@¤r¦QVÇXÉ«B¢-0#OìÀen_}xÃ\t”#ÄGkõØáçu´žÏÀòLçꍾú}ââðÙlg*Ø3¯˜2bÁÎî³ÂHìÈ!ï¿Pd‡BÕìn¾ÆýÓ

    PESO OVERPRINT BLACK cmyk 2 (2024)
    Top Articles
    Blog Page Saarathi
    Your First Garden: How to Start a Garden for Practically Free - Gardenista
    Farepay Login
    1970 Chevelle Ss For Sale Craigslist
    Get train & bus departures - Android
    25X11X10 Atv Tires Tractor Supply
    What to Serve with Lasagna (80+ side dishes and wine pairings)
    Beds From Rent-A-Center
    Dark Souls 2 Soft Cap
    Bill Devane Obituary
    Goldsboro Daily News Obituaries
    Dusk
    General Info for Parents
    Uhcs Patient Wallet
    Craigslist Mpls Cars And Trucks
    24 Best Things To Do in Great Yarmouth Norfolk
    Bfg Straap Dead Photo Graphic
    Aucklanders brace for gales, hail, cold temperatures, possible blackouts; snow falls in Chch
    Epro Warrant Search
    Pekin Soccer Tournament
    Andhrajyothy Sunday Magazine
    Water Trends Inferno Pool Cleaner
    Wbiw Weather Watchers
    Amazing Lash Studio Casa Linda
    Jc Green Obits
    Like Some Annoyed Drivers Wsj Crossword
    Koninklijk Theater Tuschinski
    Powerschool Mcvsd
    Delectable Birthday Dyes
    Dtm Urban Dictionary
    1773x / >
    10-Day Weather Forecast for Santa Cruz, CA - The Weather Channel | weather.com
    Ipcam Telegram Group
    King Soopers Cashiers Check
    Evil Dead Rise - Everything You Need To Know
    Otis Offender Michigan
    Angela Muto Ronnie's Mom
    Rocksteady Steakhouse Menu
    Cruise Ships Archives
    Dallas City Council Agenda
    Greater Keene Men's Softball
    2008 DODGE RAM diesel for sale - Gladstone, OR - craigslist
    Merkantilismus – Staatslexikon
    Walmart Car Service Near Me
    Fool's Paradise Showtimes Near Roxy Stadium 14
    Honkai Star Rail Aha Stuffed Toy
    Killer Intelligence Center Download
    My Gsu Portal
    Gw2 Support Specter
    Graduation Requirements
    Cognitive Function Test Potomac Falls
    Latest Posts
    Article information

    Author: Terence Hammes MD

    Last Updated:

    Views: 5875

    Rating: 4.9 / 5 (49 voted)

    Reviews: 80% of readers found this page helpful

    Author information

    Name: Terence Hammes MD

    Birthday: 1992-04-11

    Address: Suite 408 9446 Mercy Mews, West Roxie, CT 04904

    Phone: +50312511349175

    Job: Product Consulting Liaison

    Hobby: Jogging, Motor sports, Nordic skating, Jigsaw puzzles, Bird watching, Nordic skating, Sculpting

    Introduction: My name is Terence Hammes MD, I am a inexpensive, energetic, jolly, faithful, cheerful, proud, rich person who loves writing and wants to share my knowledge and understanding with you.