8-POINTEDSTARBLOCkS 65
- The diamond and the triangle that create the small
star are shapes B and C.
A1¾ ̋B
⁄ ̋⁄ ̋
C
⁄ ̋⁄ ̋D⁄ ̋ ⁄ ̋1¼ ̋⁄ ̋ ⁄ ̋Castle Wall Block
1
1111.4141.4141.414A
BE C D16 ̋ Castle Wall blockFor this design, you will calculate two different sums of
parts. Find the sum of parts along the edge of the block.
Sum of parts: 3.414- 6 ̋ ÷ 3.414 (sum of parts) = 1.7574 = 13/4 ̋ for the
A triangles. - To find the measurement of the remaining shapes (B,
C, D, E), add up the sum of the parts inside the block: 1
- 1.414 + 1 + 1.414 + 1 = 5.828.
Sum of parts: 5.828- 6 ̋ ÷ 5.828 (sum of parts) = 1.0295 ̋ = 1 ̋ for the
B diamond and C square. - The long side of the D trapezoid is the diagonal mea-
surement of the A triangle (1.7574 ̋ × 1.414 = 2.484 =
21/2 ̋). The 3 remaining sides of the D trapezoid are the
same as the B and C shapes, or 1 ̋. - To determine the size of the E wedge shape, you first
need to know the size of the octagon in the center of the
block. The octagon is the diagonal measure of the A tri-
angle (1.7574 ̋ × 1.414 = 2.484 ̋ = 21/2 ̋). The short side
of the E wedge is 1 ̋. Find the center of the 1 ̋ short side
of the E wedge (1/2 ̋) and measure down half the size of
the octagon. Then make a mark (half of 21/2 ̋ is 11/4 ̋) and
draw a line to connect the 2 ends of the 1 ̋ line to the
mark to create the E wedge shape.A
1¾ ̋ 1 ̋B
C
1 ̋1 ̋ D 1 ̋
1 ̋2½ ̋
1¼ ̋
E1 ̋Radiant Feathered Star Block
B
A1 1.414 1
E DF
GCH15 ̋ Radiant Feathered Star blockDRAFTING METHOD 1
This first method is based on choosing the size of the
feather first. This is my preferred method because there
are more feathers than any other shape, so I want them
to be a ruler-friendly number for cutting.- Decide the size of the feather. In this example, we
will use 1 ̋. Draw the C and D feathers on 8-to-the-inch
graph paper.
1 ̋C
1 ̋DDraw C and D.- Referring to the drawing of the Radiant Feathered
Star above, decide how many feathers you want to
fit along the side of the F kite. Here, we will use 3,
although you could choose as many as you like. - On 8-to-the-inch graph paper, draw a line 3 ̋ and
draw another line 3 ̋ at a 45° angle to the first.