[NFBO-Linn-benton] Maze design

natalieccharbonneau at gmail.com natalieccharbonneau at gmail.com
Fri Aug 16 18:57:49 UTC 2019


Sounds good and sensible to me.

 

 

From: NFBO-Linn-benton <nfbo-linn-benton-bounces at nfbnet.org> On Behalf Of
John Gardner via NFBO-Linn-benton
Sent: Friday, August 16, 2019 11:37 AM
To: NFB of Oregon Linn-Benton Chapter List <nfbo-linn-benton at nfbnet.org>
Cc: John Gardner <john.gardner at viewplus.com>
Subject: [NFBO-Linn-benton] Maze design

 

Hello all, I hope the following is not incomprehensible. I'd like your
opinion on the maze design. I have thought of several designs but think that
this one is good enough without being way too repetetive. Basically you go
through something like the snake in front of airline counters when there are
lots of people in line. Please comment. We have bought exactly 25 garden
stakes, and this design needs 25. So anything more means we have to go back
to the lumber yard. We have been promised plenty of tape, so that is no
concern.

 

Maze  is 20 feet long and 16 feet wide, has three double backs. 

Course is: Enter on left, walk to back at 20 feet, double back to right and
walk back to front, then double back to left and walk to back again, then
double back to right and walk to front and out

 

Left wall runs from 0_0 to 0_20 with 5 posts at 0_0 0_5 0_10 0_15 and corner
post at 0_20

Back wall runs from corner post at 0_20 to 16_20 with 4 posts at 4_20 8_20
12_20 and another corner post at 16_20. Note that the post at 8_20 is end of
second inside wall

right side wall runs from 16_0 to the corner post at 16_20 with 4 posts at
(corner post) 16_0 16_5 16_10 16_15

front wall runs from 4_0 to 12_0 with 3 posts at 4_0 8_0 12_0 note that
entrance is between 0_0 and 4_0 and exit between 12_0 and 16_0. Also both
4_0 and 12_0 are corner posts conecting to the first and third inside walls.

first inside wall runs from 4_0 to 4_15 with 3 posts at 4_5 4_10 4_15

second inside wall runs from 8_5 to 8_20 with 3 posts at 8_5 8_10 8_15

third inside wall runs from 12_0 to 12_15 with 3 posts at 12_5 12_10 12_15

Total 25 posts

Total length of tape needed is 109 feet

 

 

John Gardner

President

541.754.4002 x 200

www.viewplus.com <http://www.viewplus.com> 

 

 

 

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