Useful definitions and explanations of company and industry terms
Aqueous Coating (AQ): It is used to protect and enhance the printed piece. Aqueous coating is available with 100lb gloss paper.
Backing: Locking-Pin & Magnet
Our Traditional Locking-Pin Buttons are printed at near photo quality and have a durable metal locking-pin backer.
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)
Our Magnet Buttons are printed at near photo quality and have a magnetic backer.
Barcode: A series of vertical bars and spaces that represent any numerical series, most often a correct ZIP Code for the delivery address on a mailpiece. The barcode facilitates automated processing by barcode readers and scanners. A barcode also can be used to convey information for Delivery Confirmation and Signature Confirmation services. Barcodes that may be used for postal processing are POSTNET and UCC/EAN Code 128.
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Bindery: The finishing department, which performs operations on the printed product after it has been printed. The bindery operations are as follows: Folding, Binding, Stitching, Scoring, Perforation, Die Cutting and more.
Binding: Different methods used to secure loose pages in a book is called binding. Saddle stitch is an example of binding.
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)
Bleed: Bleed must extend past the cut-line and will be trimmed from the product during the final cutting phase. When the image is required to extend all the way to the edge, bleed is needed to preserve the finished look and the quality of the final product.
Please keep all text at least 0.125" inside the cut-line.
- The bleed for Standard Products is 0.125".
- The bleed for Booklets and Presentation Folders is 0.25".
We recommend using our templates at all times.
Booklets: Booklets range from 8 to 52 pages printed on durable 100lb Book stock and are assembled in-house.
Borders: An outline around graphics, text or edge of a sheet.
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)
Brightness: Refers to the percent of light reflected back from a sheet of paper as measured by a light meter reading. Contrast is reduced and highlights are not as strong when paper with a lower brightness is used for a printed piece. Here at Minuteman Press, Cincinnati, Ohio, depending on paper brand the papers have different brightness grades, for example Tango has 91 brightness, Balboa ha 90 brightness.
Bulk Mail: Standard Mail or Third Class Mail.
Bumper Stickers: Perfect for outdoor use, our Bumper Stickers are printed on 4-mil premium white flexible vinyl film and coated with acrylic adhesive that's laminated to a 90# layflat liner. The film is designed to accept a variety of solvent based and curable inks. The liner offers excellent product layflat, adhering easily to most bumpers and enabling them to withstand a variety of environmental conditions. So go ahead and hit the streets with your brand, full speed ahead!
C1S paper: Paper coated one side. Not to be confused with UV and aqueous coatings or laminates, the terms C1S and C2S refer to paper coated at the manufacturing stage, prior to printing. Coated paper has a smoother printing surface and lower ink absorption than uncoated paper. C1S is available for catalog covers and for our packaging products.
C2S paper: Paper coated on two sides. Not to be confused with UV and aqueous coatings or laminates, the terms C1S and C2S refer to paper coated at the manufacturing stage, prior to printing. Coated paper has a smoother printing surface and lower ink absorption than uncoated paper.
Cardstock: Also called cover stock. Mostly heavyweight papers are called cardstock. The thickness of card stock is indicated with point sizes such as 14pt, 16pt. Some people will also refer to 100lb gloss cover as a cardstock.
Carrier Route: The address to which a carrier delivers mail. In common usage, carrier route includes city routes, rural routes, highway contact routes, post office box sections, and general delivery units.
CMYK: The primary colors used in 4-color printing. CMYK are used to reproduce full color on the printed sheet. CMYK also called PROCESS COLOR
C: Cyan (Blue)
M: Magenta (Red)
Y: Yellow
K: Key (Black)
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)
Coating: The mixture of clay materials that are applied to paper to improve the smoothness of the paper's surface and improve ink holdout during the printing process. Examples are Aqueous coating (AQ) and UV coating. UV coating adds a gloss finish to the product and also improves the vibrancy of the printed colors. Spot-UV can be applied to selected portions of the piece, while keeping the rest a matte finish.
Coding Accuracy Support System (CASS): A service offered to mailers, service bureaus, and software vendors that improves the accuracy of matching to delivery point codes, ZIP+4 codes, 5-digit Zip Codes, and carrier route codes on mail piece. CASS provides a common platform to measure the quality of address matching software and to diagnose and correct software problems.
Collecting: Prepress Department that imposes multiple jobs of the same type in a press layout, called a batch. Collecting is responsible for creating schedules that meet production deadlines and satisfy job turnarounds.
Collect on Delivery (COD): A service for mailers who need to mail an article for which they have not received payment. The amount due the sender is collected from the addressee and the USPS returns the amount due to the sender.
Color Types
4:4 (4 over 4) - 2 sided full color on front and on back
4:1 (4 over 1) - 2 sided full color on front, black on back
4:0 (4 over 0) - 1 sided full color on front
5:0 (5 over 0) - 1 sided full color on front
5:1 (5 over 1) - 2 sided full color on front, black on back
4:5 (4 over 5) - 2 sided full color on front and full color on back
5:4 (5 over 4) - 2 sided full color on front and full color on back
5:5 (5 over 5) - 2 sided full color on front and on back
Color Proof / Epson Proof / Match Print: An image, created by using color inks. Showing what the final printed product will look like. Color proofs within Minuteman Press are called Epson proofs tand are a 80%-85% match with the final product.
Consecutive Numbering: Numbering a form, or a series of printed material where the number changes sequentially from one to another. Example, if the first one has number 201, the second will get 202, the third would be 203 and so on.
Crop Marks (Guide Marks): Lines printed in the margin of sheet that indicates to the cutter and bindery where the finished product should be trimmed. They are also used to show what part of a photo should be used and what part should be cropped off.
Die Cutting: A specific shape like circle, star, etc (any designs that cannot be done by a straight cut) which is cut by a metal blade. Door hangers are a popular product which requires die cutting. We can accommodate shape sizes 13" x 10" and smaller, larger sizes must be sent out to other binderies.
Direct Mail: Another name for advertising mail sent to targeted markets. It can be any mail class, but it is usually Standard Mail.
Direct Mail Short Runs: Direct Mail postcards with UV on both sides. Available in 14pt and 16pt. You supply the mailing list and we'll take care of the rest by digitally printing the names & addresses of your recipients on the product and applying a UV coating to both sides.
NOTE: This Direct Mail product is for quantities of 2500 and below.
Dots Per Inch (dpi): A measurement of resolution of input, output and display devices. 300 dpi means that when printed, each square inch of your image will contain 90,000 pixels (dots), the higher the dpi (the more pixels per inch) the more crisp the printed image will be. Our electronic (digital files) have to have a resolution of at least 300 dpi. Anything less than that is considered as low resolution and may appear blurry when printed.
Embossing: A process of imprinting an image by applying pressure to the back side of a material to change the surface, giving it a three dimensional or raised effect. Embossing can be referred to as raised lettering.
Finished Size / Trim Size: The size of a printed product after all production operations have been completed.
Finishing: Operations to a document after it has been printed. The finishing operations could include bindery work such as, folding, trimming, binding, die cutting, inserting or any post press process that must be completed.
Flat Size: The size of a printed product after printing and trimming but before any finishing operations that affect its size, such as folding.
Foil: The application of metallic gold or silver foil on paper using a heated die. The foil is adhered to the surface leaving the design of the die on the paper. Our Foil Stamp Printing adds a custom touch to your printed product by applying a thin film of metal to paper that creates a high grade, eye-catching result.
Folding: The process of bending printed sheets in a specific area. Folding is one of our popular bindery jobs.
4-Panel Roll Fold: A type of fold where the piece is folded inward at one end and then folded inward again one or more times. It is as if you are rolling the piece up.
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)
Accordion Fold: A sheet which has been printed on only one side then folded twice in right angles to form a W-shaped four page uncut section. Standard Accordion folds are offered as 4-panels. For 5-panel Accordion fold jobs submit a custom estimate. Accordion folds are usually available on 100lb gloss book papers. Such as, brochures and catalogs.
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)
Double Gate Fold: Single gate fold, with an additional fold on the center.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANEAAABlCAYAAADTYQaMAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAB7ESURBVHhe7Z17bFxZfcd/8/CMZ2yP345jx3Fem5Bdln1kA5RUoFLxR+lDFAoLFS3tH1AEqlChRRUUSqGoCxIthVYqpVAVqpa2Qq1UBJQ/aLurLXS3Iclm81hvvLuJHSfxc+wZz3henp7vmXsm5545d+a+Zuxs7kf6aWbuPfdxzvl9z+93zrxCVQYFBAS4Jmw8BgQEuCQQUUCARwIRBQR4JBBRQIBHAhEFBHgkEFFAgEcCEQUEeCQQUUCARwIRBQR4JBBRQIBHAhEFBHgk+OxcwB3D4uIipdNpKpZKNDY6SmNjY8aenSUQUcAdQT6fp9kXXqC1lRUqVyo0MDBAk5OT1NfXR4lEwii1MwQiCtiVQDSZTIauX7/Oo882E044EqFkMkHRaBflNjepWCzWtw0ODtHU1NSOCCoQUcCuAcKZm5uj5eUlyufyfFuCCSQe76ZqOEILS8t0+uwzlN3M0htOvY5GhgYpEQmz43JUKBS50GKxGA0OD/N0r1NRKhBRwI5RjzY3b1KapWki2nDhxOJUKBZo5uo8nbtwkeYuX6Kh+fPGkUT9PUk6HxujqcNH6YETJ+jYoYM0lOqlbTZfkqNUPB6jkZHRtkapQEQBHUUXbRA9kj09PNqsryzT+WsLdOncWZqbnaH9ay/Ra/f00QMjPXTv9DhdvHqTzueIHj0+TvNrOXrihRt0KVuhH2WjND41TcdPnKRXHDtK05N7eZSCEHEdEaV6MZcaH/c1SgUiCmgrcrTJYmVNihCJRJLylW26ev0GXX5uhi6dfppHG0SZX9gbpwmWku0bTBpnqvHUzFU6u1Kg9/3UUWNLDQhqYWmJ77vAnl8bPMCj1PEHHqT7jx5piFIAEc+PKOVIRGiQy88/T/lshlL9Ax3NOwP8Rzg4Ju5ra6t828GDhzwvHYtog3PmpChQjzabOTo/c8UUbe5jYvnpiRSPNs2wEpHK+vU5+u7NIv34VoYuVlM8Sk294jg98vDDtSgV66Iim0uJ+4OwB9hcyk2Usi2imZmZWoOvrXEFAzUc4+JQNQiEtfsQollkI/bGetrUf10sMmxmsvz1606dctV/8JFbLOLI0SaW6KEic1IRbV569iyN37xM+2JEDw7H6dVHp42jb4OoItjY2ODpm8qp8RQ9eXODPz8YKVBvPE6pVIq/BmoEW7p6lf51wTpKEbvHLGsbOUo99NDDttrBtohOnz7NKwQuzS1Qb3ecJicmeOgNbVeoUNiqr5DIEzqs5wfRqvPIUQaP6Dv0DYBoYnBwNnlHOrW8ukYvzC/QoX0T1BMmmtq/n44ebT7Sq+CN0PPPPFMf0ZGtXJm/wRcFLp1+ikcb+Mp9Yym6n/k3HB7p14uVOK2na36loy8W4Y+H+6L0nRsFfrxgO7fJt89mypQp1uo2X9OACQi2fyBVF1u2UKAnnl+knyxl6WbvCKUmp+jk699IJx58FUshRyhCVVpdWeF1wXtRrdrCkYgQhfqHR+jzj32Otn/yOOWOPUSjQ0M0cvAIHT58mI5PTVC8L0UxdvFycYtKTFRC2e2a1AXUaBZlIlEMat38dTpfoIXlVbrCogYix/rNee7gz+Yi9MFPfZaN4Cnaw/rIqYjOMAFhzrO2VaRv//036MUrV2g7v0nj2WU6fHCSjvdGKJzs4Y4vgAAAHHuUChSLhikR2mbOq/802r8wheAcgjcmCzTYXSu7zQYDHIdH2tqiHEWpwJ6vM23l2ev0ZokWuvvrYhNkVte5mJ5Ol/nrqX3jdN/rf5be8+jbeBsODA7SiRMn+D4rXInoy3/2p/Tp8nnqTnTT1Y0c/W8+zsMkWN13Pw2O76VDrBP279vH80+IShetxJtkQbRyhtMoM3/zFs3OzvJl4uxmhotmf7VEjwxE6NhQgob6k/THzxfolR/4JB0YcimiM2fYfeXo7JWX6Ief+Sh9+WemmHjj1FPTSd3JrcD+fNV6P86jiuihUIYOpGK0UQlR1zYTj0KVtUmSauLQUSqZBVVgApu5tkAfz0/Q57/6dcqn19orog/mz9GB0QG+TzTU5laFbuVLdGMlQ/+XrtC1UBfPP/vH9/FOOXxgf0MKWClXTNGq02+U3QmoUUZ+Y1FEGTFhX1xZ5XOPm9fn65N2COaVoS0anxig6VSSkt3R+qgNx8Xo/3tn1+gNH33MfSSSRJT+q0/Thx4Zp01r/3VMMxHlS40uDAFxDHFVxSOrM0cWnfG8J1KlwmaB3rY4TI996cvtF9GHM8/S3r19VCzfvplQmI0IzOTRJ50v043M7WgFUfX29PGVkqnpAzwPF+88F4sFKqopIBNTT8/thusk+KBjrKvLeNV5Njc3TZNdEWUisW4+WZejzPKLV2hpdbUhymCC3NNdm1fAqUvbVeZQ5i7vZ1X0U0TPfOVP6AsnhndMRFYCAlxEGgGB7kqJcrkCvWttT2dExCPRIBMRhYwSBkxEMjFJVMAqWmG1RKSAY8NDDdHqbkSOMkU2v7i6tEbX5ufpBTaXEVEGYHn4NYkCTfd2sxQ5Zooy8iBnxd0iooYoJAlom/lYgrVDfiPfORF9KH2a9o0PUhGjWljJZQ0hyXISF8E2NVqtZbbo8vKmSVRiweKB++7lc6b13BZFFb22kzK74U5eT6WHzTcx58Hqli7K7B3uoz2s11tFmaYYTtQfD79sRGQ7ChmPEI8gydLajkYik4iADSHJiIuqogIbWwWaW8vTxUqy/mbZvSHrZdB2gRWrVyZ3JgqKa7+ZMrW5jMso04DkVIK7QUS6KCQLCIRZ5C+lN+jdG3t3iYhACyHJyDeBFFAsdX57tYsvi759X4w7j7zCg9ftAtf59OU8vXtPiA4Ndrf1Wiq4NhwGoN6uogzQCEbHy0VEdQEBVvdWaZwqIlDJbjoWkfWaok3q4VI8arDT9RCaMDjMeqUmPfl9BWxLF6t1w9KmlaGsztQy8mt5uyAdrjmxVVkvJu7JZCVWZ9bp4v0MPEfEaSogtL3O7laa1d3YpxMQIpEbPIsImIQkV0DqeIdjaEe4LRUzuu1WZTuKaF/VXIJ+4323tWVs8Rk4qsZZO0HdJwXSa52AALZjAHeKKxHlC2y4ZJjCpxU7JCTV6fHarhB2TPCtoo0HhGBk6xhCTG0UlDoXEugWE3TgK+ducSWiRLzxvRNTp6g3u8sj0k7gqB2adH4zdkQwrXApJL/mpLoo5EVAwHUkqlZqE1+5g1oKyRBTICQNzaJQC2SxyLZrcRmZ1M+9cVgq2nJFDli0h1cBAV/mRDKmzmvSkZ0W0q4WrkMByUIxtfediAMhiU90m+iufbDWEql91CikCsitoLyJyLhBtSNNr9VO7lBqpzv3bhGS2/vwUzTiPH6dT8VR+mVTSNpIpFCvl4v0LxrZqdU53DQztTNMr5V9amrXSecW1+vkNZtiMwr54ew4hzDxWgaf0tgxRHpnZVaIlUVd+4ht7LFVFAI7E4kU1E4xvdZW8nav+dl/ds+FcsJk2rmc7aaears6Bcdrz4Ft0vad/JiTa6R0zrKONtmRSKQTiVoRXRkTPgvJ7TlwnGwdwWYUcgLaW7U6eC6bgt+RCBN+1XwHkUipi2lZm2EnCuFDD9hectEIniNRQycxTNsYujImFCHBdtugKO5LmFMajrMSkK59LBAika0BbBO2C/BLTPInWYCou5u5kPIhcMe4F1HhdkOYOk9URuk0XRkTilPJr+xMKIHHtnAEruXETLgUENpQNi3YLpsN1G94dgK30UkVD2hoC/GaPbaKQl4FBLylc0rYrGPReabKao9jNbJysBZoj/JwvrbhQUANYJtqNhFC1J7XI/0b6doTcU86k5AFZWW6jybhtxNkTP7IHjshIODPwgK74YbO0G1jmLZp9nMMR9Mtk4p641G2BmRnFWKSbSewuq5VOwC8mai2mTCH4DzC6hjPlxfX+KNvqPetgn2qecCrgLbdfK3EwJuI5Iqz5w2NZmxTt5u24VHZz1EcThZUUwnYFYkoZ2ENAtaU4WaHZmWluuvaqo5VO1kgziVb/Ryy+UxRcV7dfchmAq+tTKJhPqQISKWZgCAeISCxHb9S5ARXIsIvxlQMJ6vKCmYVaGgc43lDgzEaymnKCPj3iJo5rROn9hNx3WZmRZP6mmhRTrS5bBw8ytYhZrea1FlBd+86s4LP58R+41GOQq0EJOM2GjkWUUT6UpxAFRLMVHFpm9ogDQ1klFWpRwadk8LuJJQ6NrSLkevrFlREWdnq51NNA/pKtWjFx2/PSSBCtDKniDYxtY1RX4jHjoDk6CMTjoaprERSO7hO5yr4QqzUUegME2wf72AZ43W98w3Ea1N5+fnLBdRJqZepzgz1NTC1j86aoApGR1k6B34cxTfU+1SNoROWzhBx8EOLQAgoWijXBwA/FhE6FokE1e3ap7hlGjqKNVS98wVyA8rbDRrKy0jHWiLKuDU/aXJuXT0t6w005xDIIlGtGdvMAWE7hqiTDbOKlhgAVAGpNEvhBCVcxyWuRSTQdYSpA41GqJbLZidRtttxqPo2PFoZQ5xPZy1BGbUcOklsd2IGze6jvo21g3pcHbm80bay2UH0k2yCkM1zOEbUxw/TgK/jyPeO6CNM0CyFg3CEecGziARypwgaOpndrOpEHLzGdklQvIzmvQF5v5U1Q1deZyq6MnZNh2mfVEZsE6mLeCPUL8F0iupWwXjG7ocNQl5NTjllqmweA9T0DTRL4bwKR8aTiFA5GasOMzkAbp5Zg2AExn7hWPUJZKv3HTQ4La+Cn+WN5/z5qS65rqaoA5P2i9cCpDGqeGRx6MwOWKgR5hf4fXUZIQA/0EXLwnaUb9fNf1pFID/xLRLJWHVmw2gqnIaZ7GSWYD/EpwiwwYwytstrTI6C/F1zTRlbJt1L3QzkMvI+EX1ENJIFomvXZshike3liCweoJv/NBNQpHg7ejrBhzmRdadYdbwQk0lUwomYCadXMW2TyjeYDl25Ziaj22/XFKyEA0R7uFlylgUimx3KO/DZOR3ynEY1gRhYBDnjnyRU8TgVEKjE4sYzZ/gWiVp1nJWggCwoGIdVWB6RxZtqQmDtNhndfkeGezZMFo6u3mr7VIpos9tta2VuKXk4thU6MTQzJ8AnQqXaCnGz1A1APFYCKrPywlCmWK79kpUT2pTONe/YZoICslNpEY7YTjPAn0PFqjUBuzYDWTBq/eT2sJpEuwVCsTI/acfXV0SKZhUtIT4v4vED1yIqsUldq9FDHimtRCULSjWkNSJ8iwl2x0xaXSqUq/oyDk2gq6sA7aROolVnh8OoYmhmOwEiqJxiCYQo7JoO4ROFcoWixt/OyHRKPAL3kWi7cfm5FXZEJaOOyDrnc2JuiVedhXjdtWVTsdMmsigqd9DXuO2IQkZEFdWsKMdi/FEIx0o8wG/xCDync15GO9l5ZBP7/H4TUOfQVgYBy18P0JWxMivUegqTUdvS66Rfdz3V/Cab0w+wshhUkQhrxnqm8dPVhVJr4bQj+sj4NicSYtKZU3Qda3eC7ZfJ5I0fmfdqVujaSnUY3fnsmB2KJfdRuhWqQOyIRQUicXqP7RaOTFsWFlRkJ9GZDqvtncLvKKjSrP5q9LErBi9YRQ8vOBULkNMyYXZxEnXK29VGc9nnnkRkJ8e1g+xQVo4FdOX8Mhn1tbyAoh7n1mSESHTRo9kILDuNF9spvAhGgDdIndRDCMZPOhKJ3NLJNwFVB1evrXN+twixyKJRxSMjO7xsdyJeBKPD7hukdsVTqTgXmGcRqQ7hpwkwP4BT68q0ywSxXI4/6sq4NR2yONo5R9EhvqXsJ/Ig5FU4aBOre2z2UR0hHL8jj8qujkS7gQ2Ws/qVtspCUU2gdjicR3aGdli7cCscq7axi1W92jFYANciKiIyuKigXbZC5vkAnquN206Tr4166so4tbudjeI2N9EWW8UKfy3w2k7NxIMfUMmxXeKHVPCY8alP2hqJRKO4sWjp5el0oqOtDMgjJv7+sF0jaCdBn6ZiYUoyj8sZ1YmGQ/y16HOn8CyhbG47HfhdkFg0Qkk2MBeMDydFQuzamjetIxHn72T7LiLRIG4aRaZZo6iIRvTTZJCS6Mq4sVbIgpHfK8J2u7YbiRpfnpNBewhBtcLNf6nKoF0QieLGD67hOf+dEIUdWVgAfghH52yyQ+C5WkZYO2inM+LclsY6VnUYbJOtFdrzMpP3CfDcq4M6AaIR0ccOfvcvIhHqDDGJqOQVzyJyKxy7QtB91KPdyE4G7NRROKcds0InEN2/FKiiEtYK+dqt7sUPxMAqGwTUCtUvmvmHFaJ+wsIsm+it1uqL537iSyRygtw4rWgYkZVOVxvKLwO6azczpzgRgd0Uw+75dgL0OaKQMLzm7YbvWBk48Q1BIRo1npn7SAap23a45upRY59o06oPbyd0RESiYZw0kNoQwqmtGspPvDig6shWZgU6V40+bia7mDgDO9dsB+p7XUUldcKiQgW/yWCIwKl4BHEmQp0/INrIEQdCKrE26ZY8HoKCuLz6UltFJEaWgXBtPuOVps4nOYtXk0kXKxTZKmjL6cwrOsFAWLI1A+IZi4X4ilSRpU8yuvv0457tgDRONvgDHiejLM2iimtHRiQSgpFNgOdI4w51hygZi9YjEsQUkxY7vAjp9ll8RIgHo894PERPrpXpredqcxuMQCpiJDGZRefKjiBbOykY31nxC1UUqrVCdwwMAsqXKvTXN2rtvbodoi6LtulEu+kQvgE/KLB7/cvrJXrjmTzdLFapZ/v2pxxUf7D6BzsMcBBGMxtLROjDs0U6t1agVKha364KDvflBt9FJN/IWLhC1wpEn3jp9pfa5P2igdrFIKsdzA1u/nZQRr626uzN8OLYOFYeXVNd9tJAr3W1Qu5rPFedVP5dd3Gvqk+ojq4SjUbqZVRDe2AQh1CfTtfSy64mf0yrG+Dt4NLF9MiNhBvKUoT+7VaB3jneZWyt0Uo8ThxJdVDhpHDgx1fy3MRorCtrZTKYfOrKWJl8baciFnMZAX5g3W574NpI5Q6Ha1+Z3i54nzR7RScegCg0Gq3Sfcb/FoeMTxLA+cWjeA6E8z9+dZkbVm17pcglwLxHPKLt/2vF/K1kDBjivIhGQL6OGxx2sRn5c1FqQyHP/YcbBfr1qQT19/XwbXK4loGTyCaQR0j5ueywOiCav12q0A9yXfTZhRD9wZVNx87slhE2ouLauC6/9lyZb7ML6q/7ZwK5XZqBdprdNqefrdprp8Bi0ZbxGwlV6Yf0ZafeZPe8UA7RfK5C51bZoPRzb6fXfOjj9K2bJbqSK9JCvvbRIeEfYsDE43Kpdv537DG3BwSmCskLvriWKiBEofR2mFf0zU9v0Feer/39IJwLiwzCIVTRtMKuI6DhT6Ui9OdHu3kUvFS8vQzaTiKsHWZY+opI8MSJJJ0ciPI0IsvuB/sEot46A0hRdOjKyqjbmi1S7CS6LEREIjg4RAHhwNarYeru76HpiSG+/13v+BX64G+8m+57zUka703QwGg/ZcMRWmKujPI4Fv0/GA/TF29W+IDyz7dqQr1gfO9QN0/0Eo08i0gXqsW237pngBucCSB0I8UDOieQ0XV0q2MESIkORSr0JTYhg5BFOmn3eLvlAMoKKzKf7Q9t08MD3ab3mXqZM2OfKNeMKjtOjUTYpkO+tkDO+dXUUGanxCQEBKftkuYgEAuiyhLLvsqDKRpJJWl6bJjbnriR8zHmb96idDpN2dVV/joSidfL4Rgci3NdzdRSWfQ/DCCSyajRqFQwp352aWuS82hvgd4zWKaHR3v561f3RXgubIXoWKvObeoUkkPBMpUQF+3xWJk34lOZCvUwZ1bL6UyHrhxMRTj8XLbMo9C3jsZ4JLISArbLZkWzfQD3EmNFLmyydM74p7p/T2/TVosBtl1C0s17MbeE4+JeES0wX0HKDZ7cqNDw+Bi9anKAjvZ20URfjPq7KnWLaz57N8oOHUtU62VwDI6FoBChPnZ8gL57MkWfOVC7xltHInyAkqcGcgQKdbnLWFyLKIbl0yb5JBpwsVila5tl+vneMv3woQStsfvVOR6w05my44rn8jZBF3O4vghL6Qaj9MVjNQGL3NsucjSQG70VITa6IvJ8L0P07Xvj/D4u5rYpzgYAVTCthKHS6rgKrs3mnb8/EaH/uL+b3txfGzR0yNubrVh5AatvmAeLuTBStWyI+Uw0Sn1DKXpg3xh94eQYPf6mCXrv4T6Wh6/TS4vr9Mz1NP3guRv0zade5PbZJ16kT/7nLE/Le7tvf5P1j57P8u3Yj3I45vEXV+jq4goVclsULxeppzdJrz84TP/4yBA9Mj1KmVicCl0RyuJXgtj9QDhY9u6Kd7lenQtVGcbzppw+fZrSa2u0Z+9e+sB730tvWniWfnl/ilLJLt5YWyzCIFVDKsdHIXZaNXKoHdpMOCi7Jxbm8yjwa4NEK0y4rcBojPz4t2e26OMTVTqSjNHnr+XpDw8keUpl13FH2KD0qRtV+qWBEN0TC1HBXjPVj0MUQhREx2MkvDcZ5h0naHYbY2zg/Kbxa12o9yLLMpr1L4QrY9Xu2I65WSzRVXfs3NYW3VrL0vuXe+mxv/kaTY8O0sjIKB09epTvt8uZM2eoWCzQjy7M0Pc/8Tv0tQcH6Ea2RGu5LG1kipRmk/xKb22B6db6Fn/rA8yFa1ECZMf2UThRKzM+NU2Rvn6amJzgr6emD9AQE8TU6DB/nWH+9sL8Aq0tL1N2M0sL1xcoVszREkvzkOqJPy/uXZznj1PbtVRtv6HBPf21FDGS3aSBrhCN9MTZtl4+eL4/M0yf/+rXKZ9eo4HBQTpx4gQva4UjEW1sbFA8HqMnzpyn//7ed2jj+hy/Sdzga5MV2j8Up6m+Pkoy58ecAKJC+qaKB7SKPDhmOFw1OdMyS3Nlh9EJAuswiDl/scSuz0ajB4YS9JZU7Ri7QgBuRIRrL4ci9I1F89LyR8bC/Hib+tWKSKaVoES74DlSWERGAAdZ2czTlfQW/TgXqTtwbvoYHT/5WnrnW36Rv56cnHQsIvhHuVyi08/N0uc+8uH6ADK1b5zvT01O8cf+8X2U6klS78AAjY2NUR/zl33je/i+kSFWWUYidltYzFFom6VcOHeFPc/navOaWCxGMeaLtedMGZEIdTErGT8qky+WKL9VoM1cjtaZH6wwYcmCA+s357WCg5i/+PW/o/WVZX9FNDMzQ5lMhkej3r5eFib7aCO/RVev36DLz83w/dcvPkPJq8/x8qe6SnRv9zYdHOqh/t4E3yZEpX4cRUYWnE5ErYD/wMkgAoC5kRMHFsCRf3c2T786keAiyts8gXxtgSqCVsgievtQ2PTtTxVcTxBlGQE+ziJEk2GCubaeo4tbYT7yQzRwEDj08ROvpsOHD9OxQwdpKFVLeVcXF/nj606dokSi1md2efbCBVpix4sIsWd4iHoS3ZbCAIhcEEbFSJ2LSsqN/zuKMsP/yCYSSS6UyfGaKBeXlqjEyufzOX48/01u47wC+fgInke7KIwpCHsuIwuOL1qw58enJvj5fBWRAI21trJSr3AimWDRqZvi3d1s3lGihaVl3oiXzp2ludkZbbTayxpELONi0o3JrxqtMJrCGZulNU6F4QS3IvIDWUSP9pUoXZUc0ADtgHkW5jMQTbMoM3nvq+jBhx6k4/cc4U6dYs4tHLBQKHJngcOhLw8dPMQjhFPy+Tz9z5NP8vMk2XmK7LxAdW7ZseE34S6WWjLfAQMsOgFEJ+BUyLgHAQZ8AFEUS6UGwQGr+wKIeGiPI0fuadkejkUkwA3jRjEibKynG8JsjAkF4fXW2jpdX1igcxcu0tzlS7Qwc7Euqv0sCotolTQaEqLCRB7RQyeiTjEQKtHHrpa5iI4wfzQWvDoCrv1PmZoIhIiEaLBQAfLMSe1GGfTDZjbDHVsMfugnpFRw4KmpKccOqwM+cfnyZZ5+CSF4FUa7aCa4ApsnIigcPnTI1v26FpGKEBVuBI+YP4kRDvMoNVpdev4KnT1z1pQCimh1ZKCbhnsSfNECn3sCvzkaobWCdVrjN3izDp82wJzoYdaOSAu94KSZh7oj9QWV9+2N0nqWtW2hbBllMH95xbGjND25txZlWLsX2aibYwOb3AdYMIBTw6F3izO/HPBNRDrkaCWngCJaYV6FDl/dyNJzL7xIs7OzdOn0U6YUEA6Dx7cOVGjBnDK3FazYfDUTr8/tsLrUKXDt76+H63WXo8zU4aP0AMvR5SiDkbNQ2DJlA71MKD09Pb5FmQBr2ioiFTlara2tmkZKPreKxamLOYC8YHHp9NOU3ayF27uN3p4+lpqdbBplANouiDI7R0dFpAPCmpubo83NTcoygSFaqSmgWLa825CjjLwAkEqluFgQZUAgmp1lx0WkIqeAWLAQznO3giiT6h+gsdHRIMrsUnadiGRElMKKSayrcZn35Yyoc5Ci7X52tYgCAu4EXH8ANSAgoEYgooAAjwQiCgjwSCCigACPBCIKCPBIIKKAAI8EIgoI8EggooAATxD9P3vdwUWBGWm8AAAAAElFTkSuQmCC)
Double Parallel Fold: A type of fold where the piece is folded in half and then folded in half again. The folds are parallel to each other.
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)
French Fold (quarter fold): A sheet which has been printed on one side only and then folded twice at right angles to form a four page uncut section.
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)
Gate Fold: When both sides of an oversize page fold into the gutter in overlapping layers.
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)
Half Fold: Is fold in half.
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)
Half-Tri Fold: A sheet is folded in half and then tri-folded.
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)
Tri Fold: A fold where a three panel piece has both side sections folded inward, one on top of the other each section is approximately 1/3 the length of the piece. Also known as a C-fold or letter-fold.
![](data:image/png;base64,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)
Z Fold: A paper fold represented by back and forth folds into three panels.
Full Bleed: Printing that goes to the edge of all four sides of the page.
Gloss Finish: A coating on paper that provides a higher reflection of light, which results in a shiny appearance. Gloss coatings reduce ink absorption, which allows excellent contrast and color definition.
Gloss Paper: Paper with a gloss finish, usually used for higher quality printing. Examples are 100lb gloss book, and 100lb gloss cover.
Gray Scale: A strip of paper containing gray tones ranging from white to black. So gray scale refers to black and white printed material.
Grippers: Metal finger like clamps that grab the paper to pull it through the press as the sheet is being printed.
Hairline: The thinnest possible line or space that is visible.
Head to Head: Printing on the front and back of a sheet is setup so that the top of both sides is printed at the same end of the sheet. You would turn the sheet like the page of a book to read the reverse side.
Head-to-Toe: Printing on the front and back of a sheet so that the tops of each side are printed at opposite ends from each other. The top of one side is opposite the bottom of the other. You would turn the sheet over from top to bottom to read the reverse side. Also referred to as head-to-tail or tumble.
Hickey: A spot on a printed sheet that appears as a small white circle with ink in the center, caused by particles such as dirt, dust, or bits of paper.
Imprinting: The printing of new copy on a piece that is already printed. Examples of imprinting are ink-jetting addresses on postcards after the actual card has been printed. Please note that we DO NOT imprint or inkjet on any paper with AQ or UV Coating. The only job that can be imprinted after printing is spot UV jobs and any jobs in this category, which are as follows: Spot UV on both sides, UV one side no UV on the other side, Spot UV on one side no UV on the other side. These jobs do not get UV or AQ coating after imprinting.
In House: When a production process for a printed product is done within a facility and is not sent to an outsider, also referred to as in plant.
Ink Jet: A printing technology in which liquid ink is sprayed through tiny nozzles onto the paper in a pattern of dots, forming the image on the paper. Jobs with AQ or UV coating cannot be ink jet printed.
Insert: A letter, card, or similar item placed inside another mail piece (host piece).
Job Number: A unique number assigned to a job by a buyer or manufacturer. The number allows the job to be tracked throughout production.
Lamination: The process of applying a film, often plastic or copolymer, to either one or both sides of a printed sheet. Lamination adds a gloss or silk finish to a printed product and provides durability, water resistance and tear resistance.
Gloss Lamination: A high gloss film applied to one or both sides of a print product. Gloss lamination is optically clear, durable and is scuff, tear and water resistant.
Silk Lamination: A dull matte film applied to one or both sides of a print product. Silk lamination give cards a luxurious smooth feel and may dull color and contrast slightly. Durable Silk lamination is tear and water resistant.
Landscape: Printing a page so that when positioned for reading the width is greater than the height.
Line-of-Travel (LOT) Sequence: A sequence required for some Enhanced Carrier Route and carrier route rates in which mail pieces are arranged by ZIP+4 codes in the order in which the carrier serves the route. The mail pieces are sequenced in delivery order.
Line Screen: A transparent screen which has been etched with fine lines. It is used to convert a picture or photograph into a halftone dot pattern so that can be printed.
We do our best to maintain the fidelity of your creative intent through the complex process of reproduction in print. While printing 200 lpi may be satisfactory, we have gone one huge step further with the adoption of Staccato (or FM) screening method that brings near photographic quality. Staccato eliminates halftone screen angles, rosettes, and screening moirà while preserving the desirable details in your artwork. Our Staccato screening process employs 20 micron dot size which is equivalent to 500 lpi.
Make-Ready:
1.The process of setting up and adjusting a printing press for a particular ink, paper and specifications prior to printing. This includes adjusting the infeed, grippers and guides, adjusting ink for proper coverage, registering copy, and matching the printed piece with the proof to be sure everything is correct. Also referred to as set up.
2. The paper used while making all the necessary adjustments before printing the actual run. Also referred to as set up.
Margin: The non-printed areas around the image area of a page.
CMYK: The primary colors used in 4-color printing. CMYK are used to reproduce full color on the printed sheet. CMYK also called PROCESS COLOR
C: Cyan (Blue)
M: Magenta (Red)
Y: Yellow
K: Key (Black)
Offset Printing: The transfer of an inked image from a plate to a blanket cylinder, which in turn transfers the image to the printing material as it passes between the blanket and the impression cylinder and pressure is applied. Also referred to as offset lithography.
Open End Envelope: An envelope with an opening along its short dimension.
Open Side Envelope: An envelope with an opening along its longest dimension.
Out of Register / Off Register: When an image is not printing in the exact location that it is suppose to. When printing more than one color, if the colors do not line up properly, they are out of register.
Output: Sending information from a computer to a printing device to produce a printed page is called output.
Overprinting: Printing an image over an area that has already been printed. In printing process colors, one process color is printed over another creating a secondary color, which is a combination of two primary colors. Sometimes in the files that customers send us there will be overprinting issues. Such as type or logos not printing. Customers should be aware that we do not check for this and their overprinting situation must be evaluated before sending the files to us.
Please read our FAQs which provide info on how to avoid these and other issues.
Overruns / Overs: The quantity of items produced over the quantity that was originally ordered. Also referred to as any paper spoiled in the process of printing. For example if our batch is 1000 quantity batch we always overrun 150-200 sheets.
Pantone Matching System (PMS): A registered name for an ink color matching system used to compare, match and identify specific colors. To do so we use a pantone book. It contains pantone colors with their closest CMYK values.
Paper Grain: The direction in which the fibers line up during the manufacturing process. It is easier to fold, bend, or tear the paper along the same direction of the fibers. Cut sheet laser printers generally use long grain paper in which the grain runs parallel to the long side of the paper, resulting in better performance through the laser printer.
Perfect Bound Books: Perfect Binding gives your booklets a more finished, refined look. A 10pt C1S cover (no coating) is bound with 80lb book (no coating) on the inside. The cover will be printed as 4:0 with the inside cover being blank and the inside of the booklet will be printed as 4:4. Perfect Bound Booklets are perfect for catalogs, manuals, presentations and proposals.
Perfector: A printing press that can print on the front and the back of the paper in one pass through the press.
Perfecting: The process of printing both sides of a sheet of paper in the same pass through the press.
Perforation: Creating a series of holes so that the paper can be torn more easily along the line that is formed. Postage stamps and tear-off cards are common products that require perforation.
Pixel: The smallest unit of a digitized image created by a digital device, such as a computer, camera, or scanner. Pixel is short for "picture element." The more pixels per inch the better the resolution. On computer monitors, the display is divided into rows and columns containing thousands or millions of pixels. Each pixel is composed of three dots representing the three color channels of red, green, and blue light that are necessary for creating a color image on computer monitors and television screens. Because of their small size, the pixels appear to merge, simulating a continuous tone image, but when magnified they appear to be tiny square blocks of light, as shown in the illustration.
Plate: A metal or paper light-sensitive sheet that holds an image that has been photographically produced. During the printing process, the image area picks up ink, which is then transferred to a blanket and then to paper.
Postage: Payment for delivery service that is affixed or imprinted to a mail piece, usually in the form of a postage stamp, permit imprint, or meter stamp.
Permit: Authorization required to mail without affixing postage. A postage imprint, also referred to as an indicia (The imprinted area in the upper right corner of the mail piece that indicates postage payment), is used instead. An advance payment is made to the post office and postage payment is deducted from that deposit.
Presentation Folder: We offer different kinds of presentation folders, Inner pocket with round cut corner: (1 or 2, left & right pockets are optional) Inner pocket with straight cut corner: (1 or 2, left & right pockets are optional) Business card slit, left or right is also optional.
Presort: The process by which a mailer groups mail by ZIP Code so that it is sorted to the finest extent required by the standards for the rate claimed. Generally, presort is performed sequentially, from the lowest (finest) level to the highest level, to those destinations specified by standard and is completed at each level before the next level is prepared. Not all presort levels are applicable to all mailings.
Press Check: Printed sheets from the press that are pulled once all the makeready has been completed. The sheets are checked for quality and accuracy before authorization is given to go ahead with the full production run. Sheets may be pulled throughout the run to do press checks to assure that quality is being maintained. We DO NOT do press checks for customers.
Press Proof: A proof that is produced on the press using the inks and paper specified for that order. We do not produce press proof unless we want to check color for a rejected job.
Press Run: The total quantity of pieces printed during one printing.
Price Break: The order quantity level at which the price of the paper or printed material goes down.
Prinergy: One of two software systems that we use to send batches to the plating machine. When using Prinergy, batches will be sent to the Creo CTP (computer to plate).
Processing: The department in charge of making customers' files "print ready".
Proofs: A copy of the artwork representing the finished product. It is used for review and approval. We offer PDF proof. PDF proof is an electronic proof.
Proofread: Checking a proof for errors or discrepancies from the original copy.
Punching: Drilling of holes through a stack of paper. We use hole punching if a customer wants to have that on any printed piece. Applicable & popular sizes are 1/8" & 5/16". We can provide a different size, other than above mentioned, upon request.
Quotation: A price, given by the printer or distributor, based on the specifications supplied for that product. We have an estimating department that can give a price quote or any custom job.
Register Marks: The printed marks used to align color separations for printing so that each color registers with each other.
Resolution: The measurement of output quality expressed in pixels (dots) per inch on a computer monitor or dots per inch on printed media. For example, a monitor displaying a resolution of 800 by 600 refers to a screen capable of displaying 800 pixels in each of 600 lines, which translates into a total of 480,000 pixels displayed on the screen. When referring to printed media, a 300 dpi (dots per inch) printer for example, is capable of outputting 300 dots in a one-inch line, which means that it has the ability of printing 90,000 distinct dots per square inch (300 x 300).
RGB: The additive primary colors, red, green and blue, used to display color in video monitors. Printing with a file in RGB color mode will produce a washed out appearance. We do not check files for RGB. That responsibility falls to the customer before submission of the files.
Roll Labels: Roll Labels are great for packaging and promotions. Use them on bottles, as warning labels, or for branding. With different stock options, you will never run out of uses.
Rotation: The turning or positioning of text or an image at different degrees of orientation on a page.
Round Cornering: Using a machine to die cut the corners of forms, cards and books to create a rounded corner.
Saddle Stitching: The method of binding the pages of a section where the folded pages are stitched through the fold from the outside, using a wire staple (stapling).
Satin AQ: Our Satin AQ is a water-based aqueous coating that helps seal and protect the printed product and provides a luxurious, satin finish.
Scoring: A crease applied, in a straight line, to a sheet of paper to allow it to fold easier and more accurately.
Set Up:
1.The process of setting up and adjusting a printing press for a particular ink, paper and specifications prior to printing. This includes adjusting the infeed, grippers and guides, adjusting ink for proper coverage, registering copy, and matching the printed piece with the proof to be sure everything is correct. Also referred to as set up.
2. The paper used while making all the necessary adjustments before printing the actual run. Also referred to as set up.
Shrink Wrapping: A method of wrapping packages or products with a plastic film and then applying heat so that the wrap fits tight to the product. Shrink-wrapping is used to package a product in specific quantities and is also used for protection purposes. It also adds some stability to the product when storing. Also referred to as plastic wrapping. We do not offer shrink-wrapping.
Silver: Fifth color, pantone metallic coated 877c. Must be designed in a vector based graphics program. Acceptable file types are EPS, CDR, and PDF.
Skid / Pallet: A wooden platform used to hold stacks of paper or cartons. Used to store or ship materials or finished products.
Sleeve: A paperboard jacket that fits over the four sides (top, bottom, and two parallel sides) of a letter tray in order to keep the mail inside the tray from falling out.
Slitting: Cutting paper by the use of a cutting wheel. Paper may be slit into smaller sheets or a web of paper may be slit into narrower rolls.
A slit can also refer to cuts made that do not divide a sheet. For example, on a presentation folder smaller diagonal slits can be made on the pockets where business cards can then be displayed.
Spiral Binding: Book binding that consists of a spiral wire or plastic that is wound through holes. Also referred to as coil binding.
Spot Coating / Spot UV: Coating paper only in specific areas as opposed to all over coating. In a Spot UV job the job gets a UV coating in only specific areas and does not get any AQ coating in any other places. Spot UV can be referred to as spot varnish.
Spot Color: Printing with one or more solid colors, generally black ink is used with the addition of other colors. It is used to add highlight and add color to a printed product without having to print with four-color process.
Stochastic Screening: Images are converted digitally into screens made up of very small dots which are equal in size, but of variable spacing. The variable dot pattern eliminates many of the moiré patterns and allows for more than four colors to be used to represent an image. This is the primary aspect of high-fidelity printing.
We do our best to maintain the fidelity of your creative intent through the complex process of reproduction in print. While printing 200 lpi may be satisfactory, we have gone one huge step further with the adoption of Staccato (or FM) screening method that brings near photographic quality. Staccato eliminates halftone screen angles, rosettes, and screening moirà while preserving the desirable details in your artwork. Our Staccato screening process employs 20 micron dot size which is equivalent to 500 lpi.
Stripping:
1.To assemble and combine film or negatives to produce the final film for plate making. This process is now done electronically by many companies, bypassing the manual process altogether.
2. In reference to labels it is the removal of the matrix or waste material from around a pressure sensitive label after it has been die cut.
Swatch Book: A booklet containing samples of paper or ink colors.
Template: A preset model that acts as a structure for setting up a similar product. We have lot of templates, for each product.
Tray: A container used in postal facilities to hold letters and First-Class Mail flats. It is used as a basic unit of mail quantity for purposes of preparing mail to a qualify for discounted postage rates. Also see full flat tray, full letter tray, less-than-full tray, and overflow tray.
Trim:
1. The process of cutting the product to its finished size. The excess that is cut off is also referred to as the trim.
2. Combining various roll sizes to be slit from a full width roll from the paper machine so that an acceptable percentage of the salable width will be used.
Turnaround Time: The accumulated time between receipt of an order and completion of the finished product. We offer different types of turnaround depending on the product, we have Next Day, 2-4 days, 5-7 days and 7-9 business days turnaround.
Typesetting: The process of converting text into type used for printing.
Ultraviolet: The part of the spectrum where the wavelength of light is shorter than the wavelength of visible light.
UV Coating: A liquid coating applied to the printed piece, which is then bonded and cured with ultraviolet light. This coating is used to provide a protective coating to the printed image. Please note that you CAN NOT write or imprint on a uv coated jobs.
Varnish: A thin, liquid protective coating, either matte or glossy, that is applied to the product. It adds protection and enhances the appearance of the product. It can be applied as an all over coating or it can be applied as a spot coating.
Vendor: The provider of a product or service. Also referred to as supplier.
Window Envelopes: An envelope with a die cut opening that is intended to have information show through from the piece inside the envelope.
Work and Tumble: A printing method where different pages are assembled so that they are on one plate. One side is printed and the sheet is turned from front to rear so that you are using the opposite edge as the gripper edge and then the second side is printed. The product is then cut apart to make two finished items.
Work and Turn: A printing method where different pages are assembled so that they are on one plate. One side is printed and then the sheet is turned over so that you are using the same gripper edge and then the second side is printed. The product is then cut apart to make two finished items.
Zip: Zipping is a way to compress electronic files A compressed file is considered "zipped."
ZIP Code: A system of 5-digit codes that identifies the individual post office or metropolitan area delivery station associated with an address. ZIP+4 is an enhanced code consisting of the 5-digit ZIP Code and four additional digits that identify a specific range of delivery addresses.
ZIP+4 Code: A nine digit numeric code composed of two parts: (a) the initial code: the first five digits that identify the sectional center facility and delivery area associated with the address, followed by a hyphen; and (b) the four-digit expanded code: the first two additional digits designate the sector (a geographic area) and the last two digits designate the segment (a building, floor, etc.)
ZIP+4 barcode: A nine-digit POSTNET barcode consisting of 52 vertical bars. Also see Postal Numeric Encoding Technique.