Download e-book for kindle: 100 Fresh and Fun Handmade Cards: Step-by-Step Instructions by Kimber McGray

By Kimber McGray

ISBN-10: 1440315019

ISBN-13: 9781440315015

Swivels, Pop-Ups, Spinners, Shakers, Sliders and extra: hand-crafted playing cards Have by no means Been loads Fun!

Why accept simply any previous greeting card if you could make your family suppose much more specific with a home made card? 100 clean and enjoyable hand-crafted Cards deals marvelous card proposal and how-tos which are fantastic. writer Kimber McGray and choose individuals proportion a big number of types and designs with a hundred playing cards: 50 fast and lovable playing cards for each get together and 50 interactive or dimensional playing cards in line with the short card designs.

Inside you'll find:
• crucial innovations for cardmaking, together with easy-to-follow instructions for developing card bases, penny sliders and pop-ups.
• playing cards for each celebration, from birthdays and vacations to big events and common greetings.
• Interactive or dimensional playing cards with elements that pop-up, shake and spin, and an grand collection of reward card holders.

Let 100 clean and enjoyable home made Cards prepared the ground to greetings that dazzle!

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Additional resources for 100 Fresh and Fun Handmade Cards: Step-by-Step Instructions for 50 New Designs and 50 Amazing Alternatives

Example text

For odd n, the diameter of an n-gon is r + a. As r is the hypotenuse of the triangle and a is a leg of the triangle, r + a < 2r. Thus, the diagonal ✐ ✐ ✐ ✐ ✐ ✐ ✐ ✐ Constructing Regular n-gonal Twist Boxes 45 d h r a α α s/2 s Figure 6. Similar triangles. does not fit inside the diameter of the n-gon for any odd n. e. we compute d − (r + a) = 2r − (r + a) = r − a. To find a in terms of r we use the triangle in Figure 6 to obtain sin(α) = ar , so a = r sin(α). Thus, r − a = r − r sin(α) = r(1 − sin(α)).

27 m. or v. m. or v. m. or v. Type 1 Type 2 Figure 7. Two types of layout. Tuck the pocket into the pocket. Tuck the pocket into the flap. Figure 8. Flap and pocket. 8 Crease Pattern Formula Here we generalize the module of the basic Celes90 and provide a compact notation for describing them. As noted earlier, the arrangement of the positions of the pockets and the flaps can be freely chosen. A flap has the same structure as a pocket, so we can tuck the pocket of one into the pocket of the other, or we can tuck the pocket of one into the flap of the other (Figure 8).

Jar of Muses. Figure 11 is an open-fold crease pattern, in which you are to imagine (or attempt) folding the more horizontal lines first into open mountain and valley folds, and then bending the pattern successively at each of the four vertical locations. If you try bending the straight-line open-folds at A, the paper will resist. Eventually it will buckle, that is, it will form new fold-lines at awkward and unexpected locations. This is the corrugation effect, used for adding stability to flimsy sheet materials.

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100 Fresh and Fun Handmade Cards: Step-by-Step Instructions for 50 New Designs and 50 Amazing Alternatives by Kimber McGray


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