File: D:/hMailServer/Data/taprogge.co.uk/info/8B/{8B6BC38C-1483-4235-97EC-53A2C032591B}.eml
Return-Path: olivia@precisionprintsonline.com
Delivered-To: info@taprogge.co.uk
Received: from precisionprintsonline.com (precisionprintsonline.com [193.180.213.211])
by mail.itpartnership.com with ESMTPS
(version=TLSv1.3 cipher=TLS_AES_256_GCM_SHA384 bits=256)
; Fri, 30 Jan 2026 10:24:43 +0000
DKIM-Signature: v=1; a=rsa-sha256; c=relaxed/simple;
d=precisionprintsonline.com; s=default; t=1769768682;
bh=2GuN0sRNxJSu6RMXfOlu0IOHteKkCcgzvxDyGFKH/e4=;
h=From:To:Subject:Date:From;
b=it6Ztk4cAalqPfkZ55aYdo5cdIdMgP3j9zdAPYv7aFcSIMU75h4ihyBUqOt4V/sge
9lKzXsupRF2VHOvBKbazIfwzaSBOPZugnv9GCwgeTCVlJf3hKOqQwq/ut7xJHCw301
Ofb2I9L8VR5MH/MvVlVC30e2pPkF4y+TThcE2JUa2GJO9NNbcoUGy0w0fgAvnwtrfx
Sb5ABjv6ZbZnfPr/LpI9s8sBW/FzwSs1B3f4aPXCuMXsAp9pvOBBQT1xDhNKfD2KCY
nVJGg3YMq3+LiC38wK+RWR+mQL3lfntSNyUq9zUoqoAPnekAcSew4VW9jBRnzS119l
1YMR4vIMtDJxg==
Received: from CertifiedHunk (unknown [122.175.242.212])
(Authenticated sender: olivia@precisionprintsonline.com)
by precisionprintsonline.com (Postfix) with ESMTPSA id 280C8D5BA
for <info@taprogge.co.uk>; Fri, 30 Jan 2026 10:24:41 +0000 (UTC)
From: "Olivia from Precision Prints Online" <olivia@precisionprintsonline.com>
To: <info@taprogge.co.uk>
Subject: Round Stickers
Date: Fri, 30 Jan 2026 10:18:07 -0000
Message-ID: <!&!AAAAAAAAAAAuAAAAAAAAAAaPw31zHFZLq87ELpt1oooBAMO2jhD3dRHOtM0AqgC7tuYAAAAAAA4AABAAAAAvqO20AegcSp1eDMVxivVYAQAAAAA=@precisionprintsonline.com>
MIME-Version: 1.0
Content-Type: multipart/related;
boundary="----=_NextPart_000_5005_01DC91D2.A54D2B90"
X-Priority: 1 (Highest)
X-MSMail-Priority: High
X-Mailer: Microsoft Outlook 16.0
Content-Language: en-us
Thread-Index: AdyR0X6MNl9K0IE1TGCPfrDgAX5UKw==
Importance: High
Disposition-Notification-To: "Olivia from Precision Prints Online" <olivia@precisionprintsonline.com>
This is a multipart message in MIME format.
------=_NextPart_000_5005_01DC91D2.A54D2B90
Content-Type: multipart/alternative;
boundary="----=_NextPart_001_5006_01DC91D2.A54D2B90"
------=_NextPart_001_5006_01DC91D2.A54D2B90
Content-Type: text/plain;
charset="utf-8"
Content-Transfer-Encoding: quoted-printable
Dear info@taprogge.co.uk,
=E2=80=9CAffordable Print. Premium Quality. Zero Hassle.=E2=80=9D
I hope you are doing well. I thought you would benefit with our prices =
on your printing requirements. You could save up to 45% of the average =
industry prices on your marketing expenses for printing on business =
cards, leaflets, stationery print, flyers, booklets, magazines, =
catalogues, banners, exhibition products and all other promotional =
printed items like pens, mugs, and t-shirts etc.
"Don=E2=80=99t Miss Out =E2=80=93 Keep Scrolling to Discover Our =
Unbeatable Prices!"
I=E2=80=99ve listed all our products and prices below for you to =
compare. If you=E2=80=99re not the decision-maker, please kindly forward =
this email to the right person.
Please note: All prices are subject to VAT where applicable.
Roll-up Banners- (850 x 2000mm) 440 gsm vinyl, compact and lightweight, =
included carry case
1 - =C2=A355.00 - =C2=A346.50
2 - =C2=A3117.00 - =C2=A391.00
3 - =C2=A3174.00 - =C2=A3134.00
4 - =C2=A3221.00 - =C2=A3178.00
5 - =C2=A3278.00 - =C2=A3225.00
Business Cards for Marketing - Size: 85x55 mm, 350gsm silk, double-sided =
full colour
250 - =C2=A330.00 - =C2=A322.00
500 - =C2=A339.00 - =C2=A329.00
1000 - =C2=A352.00 - =C2=A337.00
2000 - =C2=A364.00 - =C2=A349.00
5000 - =C2=A3135.00 - =C2=A3116.00
10000 - =C2=A3245.00 - =C2=A3205.00=20
Standard Business Cards- Size: 85x55mm, 400gsm silk, matt lamination on =
both sides, double-sided full colour.
50 - =C2=A332.00 - =C2=A323.00
100 - =C2=A335.00 - =C2=A325.00
250 - =C2=A339.00 - =C2=A327.50
500 - =C2=A347.00 - =C2=A332.00
1000 - =C2=A355.00 - =C2=A339.00
2000 - =C2=A384.00 - =C2=A356.00
5000- =C2=A3172.00 - =C2=A3123.00
Premium Business Cards- Size: 85x55mm, 450gsm silk matt laminated, =
double-sided full colour.
250 - =C2=A340.00 - =C2=A328.30
500 - =C2=A348.00 - =C2=A334.00
1000 - =C2=A365.00 - =C2=A346.00
2500 - =C2=A3104.00 - =C2=A373.00
5000 - =C2=A3201.00 - =C2=A3141.00
10000 - =C2=A3411.00 - =C2=A3276.00
Labels - Size: 45 x 96 mm, clear gloss PP (plastic), supplied on sheet
100 - =C2=A384.00. =C2=A358.00
250 - =C2=A3116.00 - =C2=A389.00
500 - =C2=A3188.00 - =C2=A3134.00
1000 - =C2=A3258.00 - =C2=A3205.00
Compliment Slips- Size DL (99x210mm) size, 120gsm uncoated, single side =
full colour
100 - =C2=A355.00 - =C2=A339.00
250 - =C2=A361.00 - =C2=A343.00
500 - =C2=A367.00 - =C2=A347.00
1000 - =C2=A378.00 - =C2=A355.00
2500 - =C2=A3140.00 - =C2=A398.00
5000 - =C2=A3151.00 - =C2=A3106.00
A5 Booklets- Size: 148x210 mm, 16 printed pages, 130 gsm gloss, =
self-cover saddle stitch, printed double-sided in full colour. Booklets =
of all sizes are great, and we can help you with the design.
25- =C2=A3118.00 - =C2=A383.00 =20
50- =C2=A3145.00 - =C2=A3102.00
100- =C2=A3164.00 - =C2=A3115.00
250 - =C2=A3227.00 - =C2=A3159.00
500- =C2=A3327.00 - =C2=A3229.00
1000 - =C2=A3412.00 - =C2=A3289.00
2000- =C2=A3770.00 - =C2=A3505.00=20
5000- =C2=A31141.00 - =C2=A3799.00=20
Folded Leaflets- Size: A4 folded to A5 (148x210 mm), 130 gsm gloss, 4 =
printed pages in full colour.
50 - =C2=A348.00 - =C2=A334.00
100 - =C2=A350.00 - =C2=A335.00
250 - =C2=A375.00 - =C2=A353.00
500 - =C2=A3110.00 - =C2=A377.00
1000 - =C2=A3117.00 - =C2=A382.00
2000 - =C2=A3181.00 - =C2=A3127.00
5000 - =C2=A3335.00 - =C2=A3235.00
Letterheads- Size: A4 (297x210 mm), 120 gsm uncoated, single-sided full =
colour.
100 - =C2=A354.00 - =C2=A338.00
250 - =C2=A370.00 - =C2=A349.00
500 - =C2=A382.00 - =C2=A358.00
1000 - =C2=A3107.00 - =C2=A375.00
2000 - =C2=A3137.00 - =C2=A396.00
5000 - =C2=A3244.00 - =C2=A3171.00
10000 - =C2=A3421.00 - =C2=A3295.00
Flyers- Size A5 (148x210 mm), 170 gsm silk, double-sided full colour
50 - =C2=A337.00 - =C2=A326.00
100 - =C2=A344.00 - =C2=A331.00
250 - =C2=A355.00 - =C2=A339.00
500 - =C2=A364.00 - =C2=A345.00
1000 - =C2=A391.00 - =C2=A364.00
2000 - =C2=A3117.00 - =C2=A382.00
5000 - =C2=A3198.00 - =C2=A3139.00
Round Stickers- 50mm diameter, material: white plastic film, =
single-sided full colour, supplied on sheet
250 - =C2=A379.00 - =C2=A367.00
500 - =C2=A390.00 - =C2=A378.00
1000- =C2=A3106.00 - =C2=A393.00
2000- =C2=A3129.00 - =C2=A3105.00
5000- =C2=A3170.00 - =C2=A3159.00
NCR-Pads- Size: A4 (297x210 mm), 2-part set, 50 sets per pad, single =
side printed in one colour.
1 - =C2=A361.00 - =C2=A351.00
5 - =C2=A3121.00 - =C2=A385.00
10 - =C2=A3164.00 - =C2=A3115.00
20 - =C2=A3221.00 - =C2=A3155.00
60 - =C2=A3435.00 - =C2=A3365.00
70 - =C2=A3507.00 - =C2=A3419.00
100 - =C2=A3612.00 - =C2=A3498.00
A4 Oversized Glued Presentation Folders- 350 gsm silk, matt lamination, =
single-sided full colour
100 - =C2=A3207.00 - =C2=A3145.00
200 - =C2=A3292.00 - =C2=A3205.00
300 - =C2=A3378.00 - =C2=A3265.00
500 - =C2=A3541.00 - =C2=A3379.00
Posters- Size: A2 (420x594 mm), 130 gsm silk, single-sided full colour
50 - =C2=A341.00 - =C2=A329.00
100 - =C2=A372.00 - =C2=A351.00
250 - =C2=A3158.00 - =C2=A3111.00
500 - =C2=A3280.00 - =C2=A3196.00
1000 - =C2=A3321.00 - =C2=A3224.90
2000 - =C2=A3492.00 - =C2=A3345.00
5000 - =C2=A3950.00 - =C2=A3665.00
Water Bottle- Material: lightweight aluminium, twist lid, single colour =
print, capacity: 770 ml with a carabineer clip
10 - =C2=A3156.00 - =C2=A3135.00
20 - =C2=A3226.00 - =C2=A3195.00
50 - =C2=A3339.00 - =C2=A3275.00
100 - =C2=A3445.00 - =C2=A3373.00
250 - =C2=A3789.00 - =C2=A3718.00
500 - =C2=A31322.00 - =C2=A31215.00
Promotional Mugs- Dimensions: 93mm H x 80mm D; print area: 185 x 70mm; =
single-colour printing; capacity: 330 ml
36 - =C2=A3275.00 - =C2=A3258.70 =20
72 - =C2=A3365.00 - =C2=A3318.75
108- =C2=A3488.00 - =C2=A3411.25
Personalised T-shirts - Material- 100% Combed ring spun cotton, print =
area: front centre (31 x 40 cm), full colour printing (T-shirt colours: =
red, royal blue, navy blue, white, pink, yellow, purple, dark grey, =
black, orange, light grey, green)
5 - =C2=A379.00
10 - =C2=A3152.00
20 - =C2=A3277.00
25 - =C2=A3322.00
50 - =C2=A3595.00
Curvy Promotional Pen - Size: 14 x 1.3 cm; material: plastic; ink: blue; =
print area: 50 x 6 mm; full colour printing
50 - =C2=A397.00 - =C2=A371.00
100 =E2=80=93 =C2=A3151.00 - =C2=A3105.00
200 - =C2=A3198.00 - =C2=A3142.00
250 - =C2=A3204.00 - =C2=A3159.00
500 =E2=80=93 =C2=A3323.00 - =C2=A3276.00
Swing Tags - Size: A8 (74 x 52 mm), 350 gsm silk, double-sided full =
colour, supplied without string.
100 - =C2=A396.00 - =C2=A373.00
250 - =C2=A3103.00 - =C2=A375.00
500 - =C2=A3138.00 - =C2=A3114.00
1000 =E2=80=93 =C2=A3231.00 - =C2=A3187.00
2000 - =C2=A3309.00 - =C2=A3266.00
5000 - =C2=A3412.00 - =C2=A3363.00
However, if you have a specific product in mind that is not included in =
our exhaustive list, drop us a line, and we=E2=80=99ll get back to you =
with the discounted price ASAP. Talk to us. Let=E2=80=99s ink a deal. =
Our quotes are inclusive of standard delivery within 5 to 6 working =
days.=20
Wish to speak to us?=20
For immediate assistance, reply to this email to request a call back, =
and we assure you a callback ASAP.
Warm Regards
Olivia
Design and Print Consultant
=
<file:///C:/Users/amanu/AppData/Roaming/Microsoft/Word/128%20City%20Road,=
%20Central,%20London,%20United%20Kingdom,%20EC1V%202NX> 128 City Road, =
Central, London, United Kingdom, EC1V 2NX
Business WhatsApp: +44020 3832 2733
=F0=9F=96=A8=EF=B8=8F Proudly UK-Based: Fast, premium printing with no =
hidden artwork fees.
If you know someone who could benefit from our services, feel free to =
share this email with them!
=F0=9F=94=95 Want to unsubscribe? Just email =
<mailto:**unsubscribe@precisionprintsonline.com**> =
**unsubscribe@precisionprintsonline.com** with the subject =
=E2=80=9CUnsubscribe=E2=80=9D =E2=80=93 we=E2=80=99ll promptly remove =
your details.=20
=20
------=_NextPart_001_5006_01DC91D2.A54D2B90
Content-Type: text/html;
charset="utf-8"
Content-Transfer-Encoding: quoted-printable
<META HTTP-EQUIV=3D"Content-Type" CONTENT=3D"text/html; =
charset=3Dutf-8">
<html xmlns:v=3D"urn:schemas-microsoft-com:vml" =
xmlns:o=3D"urn:schemas-microsoft-com:office:office" =
xmlns:w=3D"urn:schemas-microsoft-com:office:word" =
xmlns:m=3D"http://schemas.microsoft.com/office/2004/12/omml" =
xmlns=3D"http://www.w3.org/TR/REC-html40"><head><meta name=3DGenerator =
content=3D"Microsoft Word 15 (filtered medium)"><!--[if =
!mso]><style>v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
</style><![endif]--><style><!--
/* Font Definitions */
@font-face
{font-family:"Cambria Math";
panose-1:2 4 5 3 5 4 6 3 2 4;}
@font-face
{font-family:Calibri;
panose-1:2 15 5 2 2 2 4 3 2 4;}
@font-face
{font-family:"Segoe UI Symbol";
panose-1:2 11 5 2 4 2 4 2 2 3;}
/* Style Definitions */
p.MsoNormal, li.MsoNormal, div.MsoNormal
{margin-top:0in;
margin-right:0in;
margin-bottom:10.0pt;
margin-left:0in;
line-height:115%;
font-size:11.0pt;
font-family:"Calibri",sans-serif;
mso-fareast-language:EN-US;}
a:link, span.MsoHyperlink
{mso-style-priority:99;
color:blue;
text-decoration:underline;}
a:visited, span.MsoHyperlinkFollowed
{mso-style-priority:99;
color:#954F72;
text-decoration:underline;}
p
{mso-style-priority:99;
mso-margin-top-alt:auto;
margin-right:0in;
mso-margin-bottom-alt:auto;
margin-left:0in;
font-size:11.0pt;
font-family:"Calibri",sans-serif;
mso-fareast-language:EN-IN;}
p.ydpf3fff6a7yiv8774566433msonormal, =
li.ydpf3fff6a7yiv8774566433msonormal, =
div.ydpf3fff6a7yiv8774566433msonormal
{mso-style-name:ydpf3fff6a7yiv8774566433msonormal;
mso-style-priority:99;
mso-margin-top-alt:auto;
margin-right:0in;
mso-margin-bottom-alt:auto;
margin-left:0in;
font-size:11.0pt;
font-family:"Calibri",sans-serif;
mso-fareast-language:EN-US;}
span.normaltextrun
{mso-style-name:normaltextrun;}
span.eop
{mso-style-name:eop;}
p.paragraph, li.paragraph, div.paragraph
{mso-style-name:paragraph;
mso-margin-top-alt:auto;
margin-right:0in;
mso-margin-bottom-alt:auto;
margin-left:0in;
font-size:12.0pt;
font-family:"Times New Roman",serif;
mso-fareast-language:EN-IN;}
span.scxw170918895
{mso-style-name:scxw170918895;}
.MsoChpDefault
{mso-style-type:export-only;
font-family:"Calibri",sans-serif;}
.MsoPapDefault
{mso-style-type:export-only;
margin-bottom:8.0pt;
line-height:107%;}
@page WordSection1
{size:595.3pt 841.9pt;
margin:1.0in 1.0in 1.0in 1.0in;}
div.WordSection1
{page:WordSection1;}
--></style><!--[if gte mso 9]><xml>
<o:shapedefaults v:ext=3D"edit" spidmax=3D"1026" />
</xml><![endif]--><!--[if gte mso 9]><xml>
<o:shapelayout v:ext=3D"edit">
<o:idmap v:ext=3D"edit" data=3D"1" />
</o:shapelayout></xml><![endif]--></head><body lang=3DEN-US link=3Dblue =
vlink=3D"#954F72"><div class=3DWordSection1><p class=3DMsoNormal =
style=3D'mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;background:wh=
ite'><b><i><span style=3D'font-size:12.0pt;line-height:115%'>Dear =
info@taprogge.co.uk,</span></i></b><b><i><span =
style=3D'font-size:12.0pt;line-height:115%'><o:p></o:p></span></i></b></p=
><p class=3DMsoNormal =
style=3D'mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;background:wh=
ite'><b><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black'>=E2=80=9CAffordab=
le Print. Premium Quality. Zero =
Hassle.=E2=80=9D</span></i></b><b><i><span =
style=3D'font-size:12.0pt;line-height:115%'><o:p></o:p></span></i></b></p=
><p class=3DMsoNormal =
style=3D'margin-bottom:0in;margin-bottom:.0001pt;line-height:normal'><i><=
span style=3D'font-size:12.0pt'>I hope you are doing well. I thought you =
would benefit with our prices on your printing requirements. You could =
save up to 45% of the average industry prices on your marketing expenses =
for printing on business cards, leaflets, stationery print, flyers, =
booklets, magazines, catalogues, banners, exhibition products and all =
other promotional printed items like pens, mugs, and t-shirts =
etc.<o:p></o:p></span></i></p><p class=3DMsoNormal =
style=3D'margin-bottom:12.0pt'><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:#222222'><br></span></i>=
<b><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black'>"Don=E2=80=99=
t Miss Out =E2=80=93 Keep Scrolling to Discover Our Unbeatable =
Prices!"</span></i></b><i><span =
style=3D'font-size:12.0pt;line-height:115%'><o:p></o:p></span></i></p><p =
class=3DMsoNormal =
style=3D'mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;background:wh=
ite'><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black'><img width=3D752 =
height=3D461 id=3D"_x0000_i1026" =
src=3D"cid:image001.jpg@01DC91D1.7E96D9C0"></span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%'><o:p></o:p></span></i></p><p =
class=3DMsoNormal =
style=3D'mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;background:wh=
ite'><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black'>I=E2=80=99ve =
listed all our products and prices below for you to compare. If =
you=E2=80=99re not the decision-maker, please kindly forward this email =
to the right person.</span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%'><o:p></o:p></span></i></p><p =
class=3DMsoNormal =
style=3D'mso-margin-bottom-alt:auto;background:white'><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black'><img width=3D752 =
height=3D139 id=3D"_x0000_i1025" =
src=3D"cid:image002.jpg@01DC91D1.7E96D9C0"></span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%'><o:p></o:p></span></i></p><p =
class=3DMsoNormal =
style=3D'mso-margin-bottom-alt:auto;background:white'><strong><i><span =
style=3D'font-family:"Calibri",sans-serif;color:black'>Please note: All =
prices are subject to VAT where =
applicable.<o:p></o:p></span></i></strong></p><p =
class=3DMsoNormal><b><i><u><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF'>Roll-up =
Banners</span></u></i></b><b><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:#002060'>-</span></i></b=
><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:#002060'> </span></=
i><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black'>(</span></i><i><s=
pan style=3D'font-size:12.0pt;line-height:115%'>850 x 2000mm) 440 gsm =
vinyl, compact and lightweight, included carry =
case<o:p></o:p></span></i></p><p><i>1 - <s>=C2=A355.00 </s>- =
=C2=A346.50<br>2 - <s>=C2=A3117.00</s> - =C2=A391.00<br>3 - =
<s>=C2=A3174.00</s> - =C2=A3134.00<br>4 - =
<s>=C2=A3221.00</s> - =C2=A3178.00<br>5 - =
<s>=C2=A3278.00</s> - =C2=A3225.00<o:p></o:p></i></p><p =
class=3DMsoNormal><b><i><u><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF'>Business Cards =
for Marketing</span></u></i></b><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF'> - =
</span></i><i><span style=3D'font-size:12.0pt;line-height:115%'>Size: =
85x55 mm, 350gsm silk, double-sided full =
colour<o:p></o:p></span></i></p><p class=3DMsoNormal><i><span =
style=3D'font-size:12.0pt;line-height:115%'>250 - =
<s>=C2=A330.00</s> - =C2=A322.00<br>500 - =
<s>=C2=A339.00</s> - =C2=A329.00<br>1000 - =
<s>=C2=A352.00</s> - =C2=A337.00<br>2000 - =
<s>=C2=A364.00</s> - =C2=A349.00<br>5000 - =
<s>=C2=A3135.00</s> - =C2=A3116.00<br>10000 - =
<s>=C2=A3245.00</s> - =C2=A3205.00 =
<o:p></o:p></span></i></p><p class=3Dydpf3fff6a7yiv8774566433msonormal =
style=3D'line-height:115%'><a name=3D"_Hlk135057222"><b><i><u><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF'>Standard =
Business Cards</span></u></i></b></a><b><i><u><span =
style=3D'font-size:12.0pt;line-height:115%;color:#002060'>-</span></u></i=
></b><i><span style=3D'font-size:12.0pt;line-height:115%;color:#002060'> =
</span></i><i><span style=3D'font-size:12.0pt;line-height:115%'>Size: =
85x55mm, 400gsm silk, matt lamination on both sides, double-sided full =
colour.<o:p></o:p></span></i></p><p =
class=3Dydpf3fff6a7yiv8774566433msonormal =
style=3D'line-height:115%'><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black'>50 - =
<s>=C2=A332.00</s> - =C2=A323.00<br>100 - =
<s>=C2=A335.00</s> - =C2=A325.00<br>250 - =
<s>=C2=A339.00</s> - =C2=A327.50<br>500 - =
<s>=C2=A347.00</s> - =C2=A332.00<br>1000 - =
<s>=C2=A355.00</s> - =C2=A339.00<br>2000 - =
<s>=C2=A384.00</s> - =C2=A356.00<br>5000- =
<s>=C2=A3172.00</s> - =
=C2=A3123.00<o:p></o:p></span></i></p><p =
class=3DMsoNormal><b><i><u><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF'>Premium =
Business Cards</span></u></i></b><i><u><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF'>-</span></u></i=
><i><span style=3D'font-size:12.0pt;line-height:115%;color:#007BFF'> =
</span></i><i><span style=3D'font-size:12.0pt;line-height:115%'>Size: =
85x55mm, 450gsm silk matt laminated, double-sided full =
colour.<o:p></o:p></span></i></p><p class=3DMsoNormal><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black'>250 - =
<s>=C2=A340.00</s> - =C2=A328.30<br>500 - =
<s>=C2=A348.00</s> - =C2=A334.00<br>1000 - =
<s>=C2=A365.00</s> - =C2=A346.00<br>2500 - =
<s>=C2=A3104.00</s> - =C2=A373.00<br>5000 - =
<s>=C2=A3201.00</s> - =C2=A3141.00<br>10000 - =
<s>=C2=A3411.00</s> - =C2=A3276.00</span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%'><o:p></o:p></span></i></p><p =
class=3DMsoNormal><b><i><u><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF'>Labels</span></=
u></i></b><i><u><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF'> =
</span></u></i><i><span style=3D'font-size:12.0pt;line-height:115%'>- =
Size: 45 x 96 mm, clear gloss PP (plastic), supplied on =
sheet<o:p></o:p></span></i></p><p class=3DMsoNormal><i><span =
style=3D'font-size:12.0pt;line-height:115%'>100 - =
<s>=C2=A384.00</s>. =C2=A358.00<br>250 - <s>=C2=A3116.00</s> =
- =C2=A389.00<br>500 - <s>=C2=A3188.00</s> - =
=C2=A3134.00<br>1000 - <s>=C2=A3258.00</s> - =
=C2=A3205.00<o:p></o:p></span></i></p><p =
class=3Dydpf3fff6a7yiv8774566433msonormal =
style=3D'line-height:115%'><b><i><u><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF;background:white=
'>Compliment Slips</span></u></i></b><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:#002060;background:white=
'>- </span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%'>Size DL (99x210mm) size, =
120gsm uncoated, single side full colour<span =
style=3D'color:black;background:white'><o:p></o:p></span></span></i></p><=
p class=3Dydpf3fff6a7yiv8774566433msonormal =
style=3D'line-height:115%'><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black;background:white'>=
100 - <s>=C2=A355.00</s> - </span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black'>=C2=A3<span =
style=3D'background:white'>39.00<br>250 - <s>=C2=A361.00</s>&nb=
sp; - </span>=C2=A3<span =
style=3D'background:white'>43.00<br>500 - <s>=C2=A367.00</s>&nb=
sp; - </span>=C2=A3<span =
style=3D'background:white'>47.00<br>1000 - <s>=C2=A378.00</s>&n=
bsp; - </span>=C2=A3<span =
style=3D'background:white'>55.00<br>2500 - <s>=C2=A3140.00</s>&=
nbsp; - </span>=C2=A3<span =
style=3D'background:white'>98.00<br>5000 - <s>=C2=A3151.00</s>&=
nbsp; - </span>=C2=A3<span =
style=3D'background:white'>106.00<o:p></o:p></span></span></i></p><p =
class=3Dydpf3fff6a7yiv8774566433msonormal =
style=3D'line-height:115%'><b><i><u><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF;background:white=
'>A5 Booklets</span></u></i></b><b><i><u><span =
style=3D'font-size:12.0pt;line-height:115%;color:#002060;background:white=
'>-</span></u></i></b><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black;background:white'>=
</span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%'>Size: 148x210 mm, 16 printed =
pages, 130 gsm gloss, self-cover saddle stitch, printed double-sided in =
full colour. Booklets of all sizes are great, and we can help you with =
the design.<o:p></o:p></span></i></p><p =
class=3Dydpf3fff6a7yiv8774566433msonormal =
style=3D'line-height:115%'><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black;background:white'>=
25- <s>=C2=A3118.00</s> - </span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black'>=C2=A3<span =
style=3D'background:white'>83.00 <br>50- =
<s>=C2=A3145.00</s> - </span>=C2=A3<span =
style=3D'background:white'>102.00<br>100- <s>=C2=A3164.00</s> =
- </span>=C2=A3<span =
style=3D'background:white'>115.00<br>250 - <s>=C2=A3227.00</s>&=
nbsp; - </span>=C2=A3<span =
style=3D'background:white'>159.00<br>500- <s>=C2=A3327.00</s> =
- </span>=C2=A3<span =
style=3D'background:white'>229.00<br>1000 - <s>=C2=A3412.00</s>=
- </span>=C2=A3<span =
style=3D'background:white'>289.00<br>2000- <s>=C2=A3770.00</s> =
- </span>=C2=A3<span =
style=3D'background:white'>505.00 <br>5000- =
<s>=C2=A31141.00</s> - </span>=C2=A3<span =
style=3D'background:white'>799.00 </span></span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%'><o:p></o:p></span></i></p><p =
class=3Dydpf3fff6a7yiv8774566433msonormal =
style=3D'margin-bottom:13.5pt;line-height:115%'><b><i><u><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF;background:white=
'>Folded Leaflets</span></u></i></b><i><u><span =
style=3D'font-size:12.0pt;line-height:115%;color:#002060;background:white=
'>-</span></u></i><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:#002060;background:white=
'> </span></i><i><span style=3D'font-size:12.0pt;line-height:115%'>Size: =
A4 folded to A5 (148x210 mm), 130 gsm gloss, 4 printed pages in full =
colour.<o:p></o:p></span></i></p><p =
class=3Dydpf3fff6a7yiv8774566433msonormal =
style=3D'margin-bottom:13.5pt;line-height:115%'><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black;background:white'>=
50 - <s>=C2=A348.00</s> - </span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black'>=C2=A3<span =
style=3D'background:white'>34.00<br>100 - <s>=C2=A350.00</s>&nb=
sp; - </span>=C2=A3<span =
style=3D'background:white'>35.00<br>250 - <s>=C2=A375.00</s>&nb=
sp; - </span>=C2=A3<span =
style=3D'background:white'>53.00<br>500 - <s>=C2=A3110.00</s>&n=
bsp; - </span>=C2=A3<span =
style=3D'background:white'>77.00<br>1000 - <s>=C2=A3117.00</s>&=
nbsp; - </span>=C2=A3<span =
style=3D'background:white'>82.00<br>2000 - <s>=C2=A3181.00</s>&=
nbsp; - </span>=C2=A3<span =
style=3D'background:white'>127.00<br>5000 - <s>=C2=A3335.00</s>=
- </span>=C2=A3<span =
style=3D'background:white'>235.00</span></span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%'><o:p></o:p></span></i></p><p =
class=3Dydpf3fff6a7yiv8774566433msonormal =
style=3D'margin-bottom:13.5pt;line-height:115%'><b><i><u><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF;background:white=
'>Letterheads</span></u></i></b><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:#002060;background:white=
'>-</span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black;background:white'>=
</span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%'>Size: A4 (297x210 mm), 120 =
gsm uncoated, single-sided full colour.<o:p></o:p></span></i></p><p =
class=3Dydpf3fff6a7yiv8774566433msonormal =
style=3D'margin-bottom:13.5pt;line-height:115%'><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black;background:white'>=
100 - <s>=C2=A354.00</s> - </span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black'>=C2=A3<span =
style=3D'background:white'>38.00<br>250 - <s>=C2=A370.00</s> =
- </span>=C2=A3<span =
style=3D'background:white'>49.00<br>500 - <s>=C2=A382.00</s>&nb=
sp; - </span>=C2=A3<span =
style=3D'background:white'>58.00<br>1000 - <s>=C2=A3107.00</s>&=
nbsp; - </span>=C2=A3<span =
style=3D'background:white'>75.00<br>2000 - <s>=C2=A3137.00</s> =
- </span>=C2=A3<span style=3D'background:white'>96.00<br>5000 - =
<s>=C2=A3244.00</s> - </span>=C2=A3<span =
style=3D'background:white'>171.00<br>10000 - <s>=C2=A3421.00</s> =
- </span>=C2=A3<span =
style=3D'background:white'>295.00</span></span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%'><o:p></o:p></span></i></p><p =
class=3Dydpf3fff6a7yiv8774566433msonormal =
style=3D'margin-bottom:13.5pt;line-height:115%'><b><i><u><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF;background:white=
'>Flyers</span></u></i></b><i><u><span =
style=3D'font-size:12.0pt;line-height:115%;color:#002060;background:white=
'>-</span></u></i><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:#002060;background:white=
'> </span></i><i><span style=3D'font-size:12.0pt;line-height:115%'>Size =
A5 (148x210 mm), 170 gsm silk, double-sided full =
colour<o:p></o:p></span></i></p><p =
class=3Dydpf3fff6a7yiv8774566433msonormal =
style=3D'margin-bottom:13.5pt;line-height:115%'><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black;background:white'>=
50 - <s>=C2=A337.00</s> - </span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black'>=C2=A3<span =
style=3D'background:white'>26.00<br>100 - <s>=C2=A344.00</s> =
- </span>=C2=A3<span style=3D'background:white'>31.00<br>250 - =
<s>=C2=A355.00</s> - </span>=C2=A3<span =
style=3D'background:white'>39.00<br>500 - <s>=C2=A364.00</s> =
- </span>=C2=A3<span style=3D'background:white'>45.00<br>1000 - =
<s>=C2=A391.00</s> - </span>=C2=A3<span =
style=3D'background:white'>64.00<br>2000 - <s>=C2=A3117.00</s> =
- </span>=C2=A3<span style=3D'background:white'>82.00<br>5000 - =
<s>=C2=A3198.00</s> - </span>=C2=A3<span =
style=3D'background:white'>139.00</span></span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%'><o:p></o:p></span></i></p><p =
class=3Dydpf3fff6a7yiv8774566433msonormal =
style=3D'margin-bottom:13.5pt;line-height:115%'><b><i><u><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF;background:white=
'>Round Stickers</span></u></i></b><b><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF;background:white=
'>-</span></i></b><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF;background:white=
'> </span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%'>50mm diameter, material: =
white plastic film, single-sided full colour, supplied on =
sheet<o:p></o:p></span></i></p><p =
class=3Dydpf3fff6a7yiv8774566433msonormal =
style=3D'margin-bottom:13.5pt;line-height:115%'><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black;background:white'>=
250 - <s>=C2=A379.00</s> - </span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black'>=C2=A3<span =
style=3D'background:white'>67.00<br>500 - <s>=C2=A390.00</s>&nb=
sp; - </span>=C2=A3<span style=3D'background:white'>78.00<br>1000- =
<s>=C2=A3106.00</s> - </span>=C2=A3<span =
style=3D'background:white'>93.00<br>2000- <s>=C2=A3129.00</s> =
- </span>=C2=A3<span style=3D'background:white'>105.00<br>5000- =
<s>=C2=A3170.00</s> - </span>=C2=A3<span =
style=3D'background:white'>159.00<o:p></o:p></span></span></i></p><p =
class=3Dydpf3fff6a7yiv8774566433msonormal =
style=3D'margin-bottom:13.5pt;line-height:115%'><b><i><u><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF;background:white=
'>NCR-Pads</span></u></i></b><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF;background:white=
'>- </span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%'>Size: A4 (297x210 mm), =
2-part set, 50 sets per pad, single side printed in one =
colour.<o:p></o:p></span></i></p><p =
class=3Dydpf3fff6a7yiv8774566433msonormal =
style=3D'margin-bottom:13.5pt;line-height:115%'><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black;background:white'>=
1 - <s>=C2=A361.00</s> - </span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black'>=C2=A3<span =
style=3D'background:white'>51.00<br>5 - <s>=C2=A3121.00</s>&nbs=
p; - </span>=C2=A3<span =
style=3D'background:white'>85.00<br>10 - </span><s>=C2=A3164.00=
</s> - <span =
style=3D'background:white'>=C2=A3115.00<br>20 - <s>=C2=A3221.00=
</s> - </span>=C2=A3<span =
style=3D'background:white'>155.00<br>60 - <s>=C2=A3435.00</s>&n=
bsp; - </span>=C2=A3<span =
style=3D'background:white'>365.00<br>70 - <s>=C2=A3507.00</s>&n=
bsp; - </span>=C2=A3<span =
style=3D'background:white'>419.00<br>100 - <s>=C2=A3612.00</s>&=
nbsp; - </span>=C2=A3<span =
style=3D'background:white'>498.00</span></span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%'><o:p></o:p></span></i></p><p =
class=3Dydpf3fff6a7yiv8774566433msonormal =
style=3D'line-height:115%'><b><i><u><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF;background:white=
'>A4 Oversized Glued Presentation Folders</span></u></i></b><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:#002060;background:white=
'>- </span></i><i><span style=3D'font-size:12.0pt;line-height:115%'>350 =
gsm silk, matt lamination, single-sided full =
colour<o:p></o:p></span></i></p><p =
class=3Dydpf3fff6a7yiv8774566433msonormal =
style=3D'line-height:115%'><i><span =
style=3D'font-size:12.0pt;line-height:115%'>100 - =
<s>=C2=A3207.00</s> - <span =
style=3D'color:black'>=C2=A3</span>145.00<br>200 - =
<s>=C2=A3292.00</s> - <span =
style=3D'color:black'>=C2=A3</span>205.00<br>300 - =
<s>=C2=A3378.00</s> - <span =
style=3D'color:black'>=C2=A3</span>265.00<br>500 - =
<s>=C2=A3541.00</s> - <span =
style=3D'color:black'>=C2=A3</span>379.00<o:p></o:p></span></i></p><p =
class=3Dydpf3fff6a7yiv8774566433msonormal =
style=3D'margin-bottom:13.5pt;line-height:115%'><b><i><u><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF;background:white=
'>Posters</span></u></i></b><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF;background:white=
'>- </span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%'>Size: A2 (420x594 mm), 130 =
gsm silk, single-sided full colour<span =
style=3D'color:black;background:white'><o:p></o:p></span></span></i></p><=
p class=3Dydpf3fff6a7yiv8774566433msonormal =
style=3D'margin-bottom:13.5pt;line-height:115%'><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black;background:white'>=
50 - <s>=C2=A341.00</s> - </span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black'>=C2=A3<span =
style=3D'background:white'>29.00<br>100 - <s>=C2=A372.00</s>&nb=
sp; - </span>=C2=A3<span =
style=3D'background:white'>51.00<br>250 - <s>=C2=A3158.00</s>&n=
bsp; - </span>=C2=A3<span style=3D'background:white'>111.00<br>500 =
- <s>=C2=A3280.00</s> - </span>=C2=A3<span =
style=3D'background:white'>196.00<br>1000 - <s>=C2=A3321.00</s>=
- </span>=C2=A3<span =
style=3D'background:white'>224.90<br>2000 - <s>=C2=A3492.00</s>=
- </span>=C2=A3<span =
style=3D'background:white'>345.00<br>5000 - <s>=C2=A3950.00</s>=
- </span>=C2=A3<span =
style=3D'background:white'>665.00<o:p></o:p></span></span></i></p><p =
class=3DMsoNormal =
style=3D'mso-margin-bottom-alt:auto;background:white'><b><i><u><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF'>Water =
Bottle-</span></u></i></b><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF'> =
</span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black'>Material: =
lightweight aluminium, twist lid, single colour print, capacity: 770 ml =
with a carabineer clip</span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%'><o:p></o:p></span></i></p><p =
class=3DMsoNormal =
style=3D'mso-margin-bottom-alt:auto;background:white'><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:#222222'>10 - =
<s>=C2=A3156.00</s> - =C2=A3135.00<br>20 - =
<s>=C2=A3226.00</s> - =C2=A3195.00<br>50 - =
<s>=C2=A3339.00</s> - =C2=A3275.00<br>100 - =
<s>=C2=A3445.00</s> - =C2=A3373.00<br>250 - =
<s>=C2=A3789.00</s> - =C2=A3718.00<br>500 - =
<s>=C2=A31322.00</s> - =
=C2=A31215.00<o:p></o:p></span></i></p><p class=3DMsoNormal =
style=3D'mso-margin-bottom-alt:auto;background:white'><b><i><u><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF'>Promotional =
Mugs</span></u></i></b><i><u><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF'>-</span></u></i=
><i><span style=3D'font-size:12.0pt;line-height:115%;color:#007BFF'> =
</span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black'>Dimensions: 93mm =
H x 80mm D; print area: 185 x 70mm; single-colour printing; capacity: =
330 ml</span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:#222222'><o:p></o:p></sp=
an></i></p><p class=3DMsoNormal =
style=3D'mso-margin-bottom-alt:auto;background:white'><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:#222222'>36 - =
<s>=C2=A3275.00</s> - =
=C2=A3258.70 <br>72 - =
<s>=C2=A3365.00</s> - =C2=A3318.75<br>108- =
<s>=C2=A3488.00</s> - =
=C2=A3411.25<o:p></o:p></span></i></p><p class=3DMsoNormal =
style=3D'mso-margin-bottom-alt:auto;background:white'><b><i><u><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF'>Personalised =
T-shirts</span></u></i></b><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF'> =
</span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:#222222'>- =
</span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black'>Material- 100% =
Combed ring spun cotton, print area: front centre (31 x 40 cm), full =
colour printing (T-shirt colours: red, royal blue, navy blue, white, =
pink, yellow, purple, dark grey, black, orange, light grey, =
green)</span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:#222222'><o:p></o:p></sp=
an></i></p><p class=3DMsoNormal><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:#222222'>5 - =
=C2=A379.00<br>10 - =C2=A3152.00<br>20 - =C2=A3277.00<br>25 - =
=C2=A3322.00<br>50 - =C2=A3595.00<o:p></o:p></span></i></p><p =
class=3DMsoNormal><b><i><u><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF'>Curvy =
Promotional Pen</span></u></i></b><i><u><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF'> =
</span></u></i><i><span style=3D'font-size:12.0pt;line-height:115%'>- =
Size: 14 x 1.3 cm; material: plastic; ink: blue; print area: 50 x 6 mm; =
full colour printing<o:p></o:p></span></i></p><p =
class=3DMsoNormal><i><span =
style=3D'font-size:12.0pt;line-height:115%'>50 - =
<s>=C2=A397.00</s> - =C2=A371.00<br>100 =E2=80=93 =
<s>=C2=A3151.00</s> - =C2=A3105.00<br>200 - =
<s>=C2=A3198.00</s> - =C2=A3142.00<br>250 - =
<s>=C2=A3204.00</s> - =C2=A3159.00<br>500 =E2=80=93 =
<s>=C2=A3323.00</s> - =
=C2=A3276.00<o:p></o:p></span></i></p><p =
class=3DMsoNormal><b><i><u><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF'>Swing =
Tags</span></u></i></b><i><u><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF'> =
</span></u></i><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:#007BFF'>- =
</span></i><i><span style=3D'font-size:12.0pt;line-height:115%'>Size: A8 =
(74 x 52 mm), 350 gsm silk, double-sided full colour, supplied without =
string.<o:p></o:p></span></i></p><p class=3DMsoNormal><i><span =
style=3D'font-size:12.0pt;line-height:115%'>100 - =
<s>=C2=A396.00</s> - =C2=A373.00<br>250 - =
<s>=C2=A3103.00</s> - =C2=A375.00<br>500 - =
<s>=C2=A3138.00</s> - =C2=A3114.00<br>1000 =E2=80=93 =
<s>=C2=A3231.00</s> - =C2=A3187.00<br>2000 - =
<s>=C2=A3309.00</s> - =C2=A3266.00<br>5000 - =
<s>=C2=A3412.00</s> - =
=C2=A3363.00<o:p></o:p></span></i></p><p class=3DMsoNormal =
style=3D'mso-margin-top-alt:auto;mso-margin-bottom-alt:auto'><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:#252525'>However, if =
you have a specific product in mind that is not included in our =
exhaustive list, drop us a line, and we=E2=80=99ll get back to you with =
the discounted price ASAP. Talk to us. Let=E2=80=99s ink a deal. Our =
quotes are inclusive of standard delivery within 5 to 6 working =
days. <u><br><br><b>Wish to speak to us?</b> <br></u>For =
immediate assistance, reply to this email to request a call back, and we =
assure you a callback ASAP.<o:p></o:p></span></i></p><p =
class=3DMsoNormal =
style=3D'mso-margin-top-alt:auto;margin-bottom:12.0pt'><b><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:#252525'>Warm =
Regards<br>Olivia</span></i></b><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:#252525'><br>Design and =
Print Consultant<br></span></i><span lang=3DEN-IN><a =
href=3D"file:///C:/Users/amanu/AppData/Roaming/Microsoft/Word/128%20City%=
20Road,%20Central,%20London,%20United%20Kingdom,%20EC1V%202NX"><b><i><spa=
n lang=3DEN-US style=3D'font-size:12.0pt;line-height:115%'>128 City =
Road, Central, London, United Kingdom, EC1V =
2NX</span></i></b></a></span><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:#252525'><br><b>Business=
WhatsApp: +44020 3832 2733</b><br></span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%;font-family:"Segoe UI =
Symbol",sans-serif;color:#E36C0A;mso-ligatures:standardcontextual'>=F0=9F=
=96=A8</span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:#E36C0A;mso-ligatures:st=
andardcontextual'>=EF=B8=8F</span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%;mso-ligatures:standardcontextu=
al'> Proudly UK-Based: Fast, premium printing with no hidden artwork =
fees.</span></i><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:#252525'><o:p></o:p></sp=
an></i></p><p class=3DMsoNormal><i><span =
style=3D'font-size:12.0pt;line-height:115%;mso-ligatures:standardcontextu=
al'>If you know someone who could benefit from our services, feel free =
to share this email with them!<o:p></o:p></span></i></p><p =
class=3DMsoNormal =
style=3D'mso-margin-top-alt:auto;margin-bottom:12.0pt'><span =
class=3Dnormaltextrun><i><span =
style=3D'font-size:12.0pt;line-height:115%;font-family:"Segoe UI =
Symbol",sans-serif;color:#FFC000;background:white'>=F0=9F=94=95</span></i=
></span><span class=3Dnormaltextrun><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black;background:white'>=
Want to unsubscribe? Just email </span></i></span><span lang=3DEN-IN><a =
href=3D"mailto:**unsubscribe@precisionprintsonline.com**"><b><i><span =
lang=3DEN-US =
style=3D'font-size:12.0pt;line-height:115%;background:white'>**unsubscrib=
e@precisionprintsonline.com**</span></i></b></a></span><span =
class=3Dnormaltextrun><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black;background:white'>=
with the subject <b>=E2=80=9CUnsubscribe=E2=80=9D</b> =E2=80=93 =
we=E2=80=99ll promptly remove your details.</span></i></span><span =
class=3Deop><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black;background:white'>=
</span></i></span><b><i><span =
style=3D'font-size:12.0pt;line-height:115%;color:black'><o:p></o:p></span=
></i></b></p><p class=3DMsoNormal><i><span =
lang=3DEN-IN><o:p> </o:p></span></i></p></div></body></html>
------=_NextPart_001_5006_01DC91D2.A54D2B90--
------=_NextPart_000_5005_01DC91D2.A54D2B90
Content-Type: image/jpeg;
name="image001.jpg"
Content-Transfer-Encoding: base64
Content-ID: <image001.jpg@01DC91D1.7E96D9C0>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------=_NextPart_000_5005_01DC91D2.A54D2B90
Content-Type: image/jpeg;
name="image002.jpg"
Content-Transfer-Encoding: base64
Content-ID: <image002.jpg@01DC91D1.7E96D9C0>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==
------=_NextPart_000_5005_01DC91D2.A54D2B90--