Meyer Square
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[[File:MeyerSquareImage.png]] | [[File:MeyerSquareImage.png]] | ||
| − | The student works his way "around" the square, | + | The student works his way "around" the square from the outside in, going around the full circle of numbers with a cut for each. |
| − | + | ||
So for the first circle (using a [[Passing Step]] with the cuts) | So for the first circle (using a [[Passing Step]] with the cuts) | ||
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* Step and continue the motion around to cut an [[Unterhauw]] up to [[Einhorn]] on the left. | * Step and continue the motion around to cut an [[Unterhauw]] up to [[Einhorn]] on the left. | ||
* Step and cut down with a [[Zornhauw]] to [[Wechsel]] on the lower right. | * Step and cut down with a [[Zornhauw]] to [[Wechsel]] on the lower right. | ||
| + | |||
| + | If we use the full square we can follow the following diagram, the top line shows the first two "circles" of the Meyer Square, while the second line shows the third and fourth circle. | ||
| + | |||
| + | [[File:cutSequence.png | center]] | ||
| + | |||
| + | When cutting the full square in this way there will be a step with each cut *except* when moving from the second circle of numbers to the third, which is an unterhauw up to einhorn on the right followed by a zornhauw down to wechsel on the right. In this instance no step is required. | ||
Here's a bearded man cutting the full square in place: | Here's a bearded man cutting the full square in place: | ||
https://www.youtube.com/watch?v=npZ2V3_z0Co | https://www.youtube.com/watch?v=npZ2V3_z0Co | ||
Revision as of 04:28, 24 June 2016
The meyer square is a cutting sequence designed to train student to quickly cut to opposite openings.
The square itself is shown below
The student works his way "around" the square from the outside in, going around the full circle of numbers with a cut for each.
So for the first circle (using a Passing Step with the cuts)
- Begin in a left forward zornhut
- Step and cut a Zornhauw to Wechsel on the left.
- Step and cut an Unterhauw to Einhorn on the right.
- Step and continue the motion around to cut an Unterhauw up to Einhorn on the left.
- Step and cut down with a Zornhauw to Wechsel on the lower right.
If we use the full square we can follow the following diagram, the top line shows the first two "circles" of the Meyer Square, while the second line shows the third and fourth circle.
When cutting the full square in this way there will be a step with each cut *except* when moving from the second circle of numbers to the third, which is an unterhauw up to einhorn on the right followed by a zornhauw down to wechsel on the right. In this instance no step is required.
Here's a bearded man cutting the full square in place:
