templatemaker.nl

Version: 37668

Italiano

Template maker

Free, custom templates.

Custum sized papercraft and packaging templates for free 😁. You don‘t even need to make an account to start using these free printables straight away.✂︎

This site offers an unlimited amount of templates (also knows as ’dielines‘ or ‘nets’) for paper craft, packaging, package design, learning materials, decoration and much more.

All the models are custom sized. Usually, that includes the length, width and height of an object. Some models also have some angles you can customise or a number of facets.

Buy Me a Coffee at ko-fi.com

Borsa

Explanation of the geometry for the BORSA template

Una tipica busta di carta che piegata risulta piatta. La parte alta è ripiegata all'interno per garantire la massima resistenza. Ci sono anche 16 fori per inserire il manico in corda. Ottima per le bottiglie regalo.

Units

Dimensions

Scatola con coperchio

Explanation of the geometry for the SCATOLA CON COPERCHIO template

Print template for box with lid, for example a shoebox or a board game box. Length, Width and Height are all inner dimensions. This template is economical for rather shallow boxes. If the box is tall, use the card box instead.

Units

Dimensions

Scatola a fetta di torta

Explanation of the geometry for the SCATOLA A FETTA DI TORTA template

A piece of cake. Quite literally. A wedge-shaped box that can be used to store pieces of cake. The box consists of an upper and a lower part. The upper part is the cover. The lower part, the tray, does not need glue because it will be locked by the cover. By default, the cover is 5% larger then the tray but this can be adjusted in the expert settings. The angle is a measure for how big a piece of cake can fit in. Look in the figure if you don‘t know what to enter here. For example, an angle of 30º is large enough for 1 piece from a 12-piece cake. The length is the length of the piece, which should be about half the diameter of the complete cake. But, be sure to add quite some allowance here.

Units

Dimensions

Confezione per Carte

Explanation of the geometry for the CONFEZIONE PER CARTE template

Una lunga scatola sottile. Adatta per cioccolata, sigarette, carte da gioco ecc. Le dimensioni preimpostare sono adatte per un set di carte da gioco standard europee (bridge size)

Units

Dimensions

Bara

Explanation of the geometry for the BARA template

Coffin or Casket shaped box for Halloween, decoration or maybe for a deceased pet. Do you want to serve your ‘trick or treat candy‘ in style? Present the candy in a coffin! This design consists of a box and a lid. Use some extra scotch tape to secure the lid to box, or it might open at midnight… allowing the content to wander around your house. Mwhahahaha!

Units

Dimensions

Cone (truncated)

Explanation of the geometry for the <SPAN LANG='EN'>CONE (TRUNCATED)</SPAN> template

A cone, optionally with the top cut off. (In that case, it’s called a frustum). Can be used to help create the geometry for a beaker, vase, party-hat or lamp shade. If you'd like a real cone, just use zero for the top-diameter. Tip: do not score or fold the fold line this template to keep seam smooth.

Units

Dimensions

Espositore

Explanation of the geometry for the ESPOSITORE template

Or ‘open storage bin’. Open, cut-away box for storing and displaying items. This design is well suited for storing cards and for sorting small items.

Units

Dimensions

Scatola ellittica con coperchio

Explanation of the geometry for the SCATOLA ELLITTICA CON COPERCHIO template

A variation on the round box: an elliptical or oval box.

Units

Dimensions

Busta

Explanation of the geometry for the BUSTA template

A packaging item, designed to contain a flat object, such as a letter or card.

Units

Dimensions

Scatola "esplosiva"

Explanation of the geometry for the SCATOLA

A box consisting of a tray and a lid. The sides of the tray are not glued, but kept together by the lid. Once the lid is removed, the box ‘explodes’ as the sides fall outward.

Units

Dimensions

Gift Box

Explanation of the geometry for the <SPAN LANG='EN'>GIFT BOX</SPAN> template

A typical, straight-forward gift box. This box is very similar to the Card Box, but the layout is different. This template makes most efficient use of your sheet of paper if the dimensions are close to eachother. Templatemaker will try to correct impossible values automatically. Be aware of this if, for example, the thumbhole is smaller then you expect.

Units

Dimensions

Super busta

Explanation of the geometry for the SUPER BUSTA template

Una busta ultra spessa!

Units

Dimensions

Scatola di Fiammiferi

Explanation of the geometry for the SCATOLA DI FIAMMIFERI template

Un cassetto è formato da un involucro (il rivestimento esterno) e da un contenitore. Serve a contenere di tutto: perline, fiammiferi, CD, o può essere usato come archivio cartaceo, dipende dalla taglia che sceglierai. La quantità di spazio tra il contenitore e l'involucro esterno può essere regolata alla voce margine

Units

Dimensions

Scatola del latte

Explanation of the geometry for the SCATOLA DEL LATTE template

Tube-shaped box with a gusseted opening. This model will not be water tight if you make it at home, though!

Units

Dimensions

Cylinder with mitered ends

Explanation of the geometry for the <SPAN LANG='EN'>CYLINDER WITH MITERED ENDS</SPAN> template

Tube, cylinder, toilet roll core, regular polygon based prism. Optionally ‘mitered‘ or truncated at an angle. With default settings, this template gives standard toilet roll. You can also choose to have a ‘mitered’ cylinder, with different miter-angles for the top and the bottom and with a twist between these two. Use these settings if you need to create tubes that are welded (or glued) together at an angle. If you choose 12 segments or less, fold lines are drawn along the length of the cylinder and glue tabs are placed on the top and bottom.

Units

Dimensions

Scatola multi foglio

Explanation of the geometry for the SCATOLA MULTI FOGLIO template

How annoying that a sheet the size of an A4 or a Letter is so small, isn‘t it? This template allows you to construct much larger boxes by using 6 separate sheets. It takes a bit more glue but you can make a much more impressive box! Use some sturdy material. You might use scavange some old cereals boxes or pizza boxes. Be aware that your desktop printer might need some ”convincing” to accept these.

Units

Dimensions

Parallelepipedo

Explanation of the geometry for the PARALLELEPIPEDO template

Le scatole rettangolari sono noiose. Gli Hipster hanno creato i parallelepipedi! Questo modello crea il reticolo o il modello di carta per il parellelepipede, una scatola che è deformata in tre dimensioni.

Scegli tutti e tre gli angoli tra 0° (completamente piatto) e 90° (il normale angolo retto). Tieni a mente che un'angolo di 100° sarebbe l'equivalente di un angolo di 80°...

Units

Dimensions

Passepartout

Explanation of the geometry for the <SPAN LANG='EN'>PASSEPARTOUT</SPAN> template

Passepartout, Photo Frame or Shadow Box. Glue-less, hollow, double-walled tray. Create a photo frame for your photo‘s with a posh, wide and deep frame. Enter the dimension of the “inner space“ (the size of the picture or object to display), together with how thick and wide you‘d like the border of the frame to be. The eventual model will be larger, because of the width of border of the frame. The model can be constructed without using glue, although a bit of glue won‘t hurt.

Units

Dimensions

Pillow Pack

Explanation of the geometry for the <SPAN LANG='EN'>PILLOW PACK</SPAN> template

A simple, economic yet charming shape for packing items like vouchers, jewelry or clothing. Do not make the pillow pack too thick, or the paper will tear when you fold the ends﹕ keep the width at least twice as long as the height. Once folded, the widht and length will be slightly smaller then the values entered because of the curves of the cardboard.

Units

Dimensions

The Platonic Solids

Explanation of the geometry for the <SPAN LANG='EN'>THE PLATONIC SOLIDS</SPAN> template

All five so-called Platonic Solids. The Platonic Solids are the five regular convex polyhedra. The Cube is the most famous one, of course, although he likes to be called “hexahedron” among friends. There is only parameter:the diameter of the midsphere. The midsphere is the sphere from the center of the object that touches all the edges exactly in middle.

Units

Dimensions

Scatola poligonale

Explanation of the geometry for the SCATOLA POLIGONALE template

Tube-shaped (or prismatic), polygonal box with gusseted, integrated lid. This box is very decorative and ideal for gift wrapping odd-shaped presents. The lid uses both mountain and valleys folds. The glue tabs on the bottom fit together precisly. The lid will fold easier if you remove some material from the place where the five fold lines meet. (The model does not work for 3 or less sides)

Units

Dimensions

Polygonal Shaped Box with Lid

Explanation of the geometry for the <SPAN LANG='EN'>POLYGONAL SHAPED BOX WITH LID</SPAN> template

This is a prismatic box with a regular polygon as a base. The dimensions determine the geometry of the base. The clearance determines how much the lid is scaled.

Units

Dimensions

Piramide a base poligonale

Explanation of the geometry for the PIRAMIDE A BASE POLIGONALE template

A pyramid shape with custom height and a regular polygon as base.

Units

Dimensions

Piramide

Explanation of the geometry for the PIRAMIDE template

A box in the shape of a pyramid. The base of the shapes functions as the lid, so to open it, you would hold it upside down. (The default values yield a pyramid in the same ratio as the Cheops pyramid)

Units

Dimensions

Scatoal a rombo con coperchio

Explanation of the geometry for the SCATOAL A ROMBO CON COPERCHIO template

Rhombus (lozenge, or lop sided), prismatic box with lid. The box consist of a base and a lid. The dimensions are given for the base. The lid will be scaled with the given percentage (clearance).

Units

Dimensions

Scatola tonda con coperchio

Explanation of the geometry for the SCATOLA TONDA CON COPERCHIO template

A round, cylindrical box. The template consists of 4 parts and comes with a paper jig that can be used to assemble the box in a neat way. The top and bottom parts are duplicated in the template. When they are cut out you are left with the jig plus 2 tops and 2 bottoms. You can destroy the spare top and bottom. The jig will need to be folded, as shown in the diagram.

Units

Dimensions

Soma Cube

Explanation of the geometry for the <SPAN LANG='EN'>SOMA CUBE</SPAN> template

Collection of the 7 concave polycubes with 4 or less cubes. These seven pieces together can form the SOMA cube. That is, if you manage to solve the puzzle. The SOMA cube was invented by the Danish mathematician and poet Piet Hein.

Units

Dimensions

Sfera

Explanation of the geometry for the SFERA template

The template creates a separate island for every segment. All these islands are identical. When assembled, together they create a sphere or a globe.

Units

Dimensions

Stella decorativa

Explanation of the geometry for the STELLA DECORATIVA template

Star-shape with arbitrary thickness and number of points. Depending on the dimensions, you'll either get one pyramid-like shape for every point of the star, or flatters (pancake-like shapes) for either side of the star. The latter is the quickest and easiest way, but thin stars with long points look the best. To obtain this one: use a large height, large inner radius and a low amount of points. The given parameters will work for this.

Units

Dimensions

Star Shaped Box

Explanation of the geometry for the <SPAN LANG='EN'>STAR SHAPED BOX</SPAN> template

Una stella con un po' dispazio all'interno.

Units

Dimensions

Trapezoide

Explanation of the geometry for the TRAPEZOIDE template

Also called a trapezoidal prism or a trapezoidagon (just to sound impressive). One typical use for this model is packing pralines. It can be the basis for many shapes, as long as the top and bottom are paralel and oposing sides have equal draft angles. If you use yellow or gold paper, you can use it to make paper ‘gold bars’. (Or gold pressed latinum, if you prefer.)

Units

Dimensions

Contact me at templatemaker.nl

Thanks for getting in touch!

You will receive an automated confirmation mail shortly.

If you do not receive such a mail, then it might be that you did not enter your own mail address correctly.

I will usually reply within a couple of days.