7-stitch detail.pdf (post@knittingcomplex.posterous.com)

Click here to download:
7-stitch detail.pdf (222 KB)
(download)

Attached: 7-stitch detail.pdf
Message from jay.petersen@gmail.com:
This document, along with an accompanying "cheat sheet," shows you how to interpret my entrelac diagrams. This document shows one method HOW to knit modules and to attach them, and the "cheat sheet" shows you how to determine WHICH modules should be attached to each other.


Google Docs makes it easy to create, store and share online documents, spreadsheets and presentations.

Logo for Google Docs

Entrelac Cubes with Continuous Cables | Flickr - Photo Sharing!

Media_httpfarm3static_vihkw

The first 8 sizes possible of entrelac cubes that can be decorated with continuous cables. What makes the cables appear continuous is a clever trick: the beginnings and endings of the cables are hidden under a cable crossing. With a three-stitch cable, the direction of knitting is not as obvious, so cables that emerge from or meet under a crossing can seem to be going in the same direction.

For each cube, I show one face of the cube, the number of squares in the whole cube (the number that's circled), the coordinates of the edge of the base square (the face of the cube), and the number of squares as a multiple of the first (12-square) cube's squares.

I have knitted examples of the first, second, and fourth types.

Dumbing down?

I am often confronted by the limits of what can be conveyed by written text. Just today I was trying to explain to someone else (over the phone) how to assemble a flower so that it looked a particular way.  I could have shown her in seconds, but to explain exactly what I had done was difficult and I found myself flailing around for the right combination of words.  She was patient while I stopped and started, trying to put all the steps in the right order and capture the 3-dimensional quality of the steps in the dimension of words. . . Video with a few comments would have said it all.

So, I theorize that the “dumbing down” occurs when we realize that there are limits to text and chart. There are paths we can tread as individuals that are impossible should we expect anyone to follow us. It’s too hard. A single pattern cannot always do all that it must when the design is complex. Well, and we designers are trying to make a living.  I would love to make sweaters or jackets or coats, or bags that are ornate, complex, that might take months to complete and decorate. . . But the work involved, the time, the expense. Sometimes it doesn’t make sense. It is better to do a scaled back version that 200 or (one hopes) 2,000 people want to make than the fabulous vision that would only be attempted by 2, or only by oneself.

This! I wish I could shake this woman's hand.

Granny Square Rec-Room – a whole crochet/knit hacked room!

Imagined and created by Allyson Mitchell, you’re looking at “Granny Square Rec-Room”, a 2005 submission to the Gladstone Hotel’s Come Up to My Room.

The four-day annual event is in its seventh year and features eleven room and fourteen public space installations, and over fifty designers.

Come Up To My Room starts tomorrow and runs through Sunday at the Gladstone Hotel in Toronto, 1214 Queen Street West.

Via Torontoist

My eyes! It burns! It burns!

Entrelac Menger Cube Diagram, New Style With Attachment LInes

Click here to download:
Visio-Entrelac Menger Sponge new way rotated.pdf (2.14 MB)
(download)

This diagram shows the connections between the squares in my "world-famous" entrelac Menger Sponge.


The Sponge's claim to fame:

  1. It is knitted with a continuous thread of yarn.
  2. There are no sewn seams, and only one grafted seam at the very end.
  3. Since there are no seams, it is strong and flexible.
  4. It fits together nicely with the "Baby Shape" which I posted earlier on my blog (fuzzyjay.blogspot.com).
  5. No-one else has duplicated it. I've knit it twice. But I would be pleased if somebody else wants to take it up.


The diagram's claim to fame:

  1. It's hard to understand. But easy when you know how. I think.
  2. I tried to get the diagram to show the connections between the entrelac squares but it's tough with an object that's not convex, and has many holes.

What the diagram's squares mean:


Diagram squares represent knitted squares, numbered in the order they are knit. The diagram square's number show the direction of knitting. Knitting starts from the bottom of the diagram square when you are viewing the number upright. 


At the end of the knitting, knitted squares are attached on all four edges to other squares. The attachments of knitted squares is shown by drawing the diagram squares with common edges where possible. Where not possible, the connection is shown by green or blue lines that connect the diagrammed squares.


One knitted square is always connected to the next square and the previous square by corners at least, if not also by its edges. This isn't always obvious on the diagram. 


Colored lines connect squares that are joined together in the knitting, but can't be shown adjacent to each other in the diagram. Here's what the colors mean:

  1. Green lines represent picking up the first row of a knitted square from the side edge of a previously knit square.
  2. Blue lines represent a selvedge that is knitted together with a previous square's starting or finishing row.
  3. One red line at the end connects the last row of knitting that must be grafted to a previous selvedge to close the knitted piece.

A knitted square can start one of two ways: 

  1. The square may be cast on, in which case the bottom edge has a blue line touching it.
  2. The square may be picked up from the side of a previous square, in which case either:
    • The square is shares an edge with a previous square (with a lower number) that's providing the pickup edge, or
    • The bottom edge of the square wears a green dot with a green line attached that leads to the square that's providing the edge to be picked up.


A knitted square's side edges, right after knitting it, will be either free or attached:

  1. The side edge in question will be free, if either:
    • The edge is shared with another square that has a higher number, therefore the other square hasn't been knitted yet, or
    • The edge has a green line attached that you can follow to the later square that will be picked up from it.
  2. The side edge in question will be attached, if either:
    • The edge is shared in the diagram with another square that has a lower number. You'll work that square's free(d) stitches with the one you're working, or
    • The edge has a blue dot attached to it. Follow the blue line to an earlier-knit square whose stitches you'll work together with this edge.


A knitted square's top edge ends up in one of three ways:

  1. The square's last row's stitches are left on stitch holders, piece of string, or section of the circular needle to be put back on the needles and worked later.
  2. The last row of the square is left on the needle and joined together immediately to the next square:
    • The square you’re working and the next square share an edge in the diagram, or
    • The square you’re working and the next-numbered square are connected with a blue line.
  3. The last very last row of the knitting will be woven to the side of the square indicated at the end of the red line. That will be the only free side edge left!