e1037547-6cf4-4024-8c8f-75bcab10a3ce 38 6 5 auto

&[DATE] &[TIME] - &[FILENAME]

data UnestRow v data 1 el : j 2 data rows range v v data j el stack : for v 31 line :

data adjacency Plot x adjacency 1 col : y adjacency 2 col : ct 1 : i x X ct el data i 1 el : ct ct 1 + : 21 line for ct 1 : j y Y ct el data j 2 el : ct ct 1 + : 21 line for X Y augment 81 line :

"parrot" JoBlo W XY 00800050022 mat 2400001600050022 mat 80005001600050022 mat 006000250022 mat 24000018000250022 mat 6000250012000500022 mat 18000250012000500022 mat 800050012000500022 mat 1600050012000500022 mat 60002500800050022 mat 1800025001600050022 mat 111 sys :

XY XY sys2mat :

V XY UnestRow :

V 0080005002400001600050080005001600050000600025002400001800025006000250012000500018000250012000500080005001200050001600050012000500060002500800050018000250016000500222 mat

XY 00800050022 mat 80005001600050022 mat 1600050024000022 mat 24000018000250022 mat 18000250012000500022 mat 1200050006000250022 mat 00800050022 mat 60002500800050022 mat 800050012000500022 mat 1200050001600050022 mat 1600050018000250022 mat 111 sys :

<= Once done, you can disable. we have transited under XY in the adjecency construct

The ordered "parrot" =>=> from previous entreprise

Deploy & Unest the prover

XY XY sys2mat :

U XY UnestRow :

... transit "U" in the adjacency construct

U 0 2 1 sys

Construct the adjacency matrix [2 cols vector]

The core construct of the project is the transitional prover, done manually like the 3D Polyhedron [Mathcad 11 has 80 prebuilt Polyhedrons symbolysed Withoff "25|2" or else per Polyhedron]. Once the "prover" in hand the adjacency matrix is done manually as well, pretty simple task.

idx 12345678910111213141516171819202122221 mat

Parrot exploded => XY 0080005002400001600050080005001600050000600025002400001800025006000250012000500018000250012000500080005001200050001600050012000500060002500800050018000250016000500222 mat :

Transitional prover => U 008000500800050016000500160005002400002400001800025001800025001200050001200050006000250000800050060002500800050080005001200050001200050001600050016000500180002500222 mat :

Adjacency matrix adjacency 1122224444333310101010121212128811558855551212121244441010222 mat :

Ordered XY adjacency Plot :

JoBlo W truss assembly [pricing, packaging by client, transport/delivery, construction $ money collection...

Ordered

JoBlo W truss members "parrot collection" from design

Plot/export W truss

data adjacency Plot x adjacency 1 col : y adjacency 2 col : ct 1 : i x X ct el data i 1 el : ct ct 1 + : 21 line for ---------------- ct 1 : j y Y ct el data j 2 el : ct ct 1 + : 21 line for X Y augment 81 line :

data UnestRow v data 1 el : j 2 data rows range v v data j el stack : for v 31 line :

The mapping "prover" must be done again if the "parrot" is not conform to this specific user example.

"parrot" JoBlo W XY 00800050022 mat 2400001600050022 mat 80005001600050022 mat 006000250022 mat 24000018000250022 mat 6000250012000500022 mat 18000250012000500022 mat 800050012000500022 mat 1600050012000500022 mat 60002500800050022 mat 1800025001600050022 mat 111 sys :

Adjacency matrix adjacency 1122224444333310101010121212128811558855551212121244441010222 mat :

n 10 :

W XY sys2mat UnestRow adjacency Plot :

JoBlo W truss: XY => from design W => assembly & member explorer

0.001 W * 0.001 XY n el * 2 1 sys 0.001 XY n el * 0.001 Ordered * 2 1 sys

data r s k NestRow r k * data rows ≤ k s k range i 1 r range j 1 data cols range M i j el data i r k * + r - (j el : for for Q k el M : k k 1 + : 31 line for Nest Q : 31 line :

W 008000500800050016000500160005002400002400001800025001800025001200050001200050006000250000800050060002500800050080005001200050001200050001600050016000500180002500222 mat :

N W 2111 NestRow :

Nest rows W N 00800050022 mat 80005001600050022 mat 1600050024000022 mat 24000018000250022 mat 18000250012000500022 mat 1200050006000250022 mat 00800050022 mat 60002500800050022 mat 800050012000500022 mat 1200050001600050022 mat 1600050018000250022 mat 111 mat

ad adjacency 2111 NestRow :

ad 112222 mat 224422 mat 443322 mat 33101022 mat 1010121222 mat 12128822 mat 115522 mat 885522 mat 55121222 mat 12124422 mat 44101022 mat 111 mat

xy 0.001 XY * :

collect xy 1 el xy 2 el xy 3 el xy 4 el xy 5 el xy 6 el xy 7 el xy 8 el xy 9 el xy 10 el xy 11 el 111 sys :

collect

http://www2.uwstout.edu/content/faculty/wuming/samples/AdjacencyMatrix.html

0.309 0.951 0.809 - 0.588 0.809 - 0.588 - 0.309 0.951 - 1 0 5 2 mat 0.309 0.951 0.809 - 0.588 0.809 - 0.588 - 0.309 0.951 - 1 0 0.309 0.951 6 2 mat

011111011111011111011111055 mat

Buckyball Connect Carbon C60, spooled to file "Buckyball"

CWD C:\SmathFile CurrentDirectory :

Bucky CWD Buckyball rfile :

Bucky