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190
20
-
1737
1129
63
20
-
1737.109
1129.332
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- 100
- 4
- 0
- bc984576-7aa6-491f-a91d-e444c33675a7
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- Graph
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- true
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- 1
- a7861b38-f553-4915-9078-e2077282ed42
-
2197
691
150
150
-
2203
697
138
138
-
2197.033
691.33
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- 0
- 1
- 0
- 1
- 7d54f77a-a866-49ed-95eb-b1f9fb25a1f1
- Sine
- 0
- 0
- 0.54017525911331177
- 0.877970814704895
- 9445ca40-cc73-4861-a455-146308676855
- Range
- Range
- cb198c87-9d96-46ee-b623-e38f2e16eace
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- true
- true
- longest_list
-
2062
758
64
56
-
2082
760
24
52
-
2094
786
- false
- D
- e80eb2fe-a9fd-4bd7-9ce9-f0cdd94a2455
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- true
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- 0
- 1
-
2064
760
18
26
-
2064
760
18
26
-
2073
773
- false
-
0
1
- N
- 8b248438-f00a-4117-ab4f-93c76cfdfc6e
- true
- true
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- 1
- 68bf52ef-9088-4f2b-bc0d-d01cd2710a75
- 1
-
2064
786
18
26
-
2064
786
18
26
-
2073
799
- false
- 10
- R
- a7861b38-f553-4915-9078-e2077282ed42
- true
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- 0
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-
2106
760
18
52
-
2106
760
18
52
-
2115
786
- false
- 1817fd29-20ae-4503-b542-f0fb651e67d7
- List Length
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- true
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- longest_list
-
1959
779
60
40
-
1977
781
24
36
-
1989
799
- false
- L
- 27b3c5ad-1ea6-4ea8-86cc-b98b38ad7171
- true
- true
- true
- 1
- 1
- 1974fe86-a0fc-4f95-a654-6c01b9291e3c
-
1961
781
16
36
-
1961
781
16
36
-
1969
799
- false
- L
- 68bf52ef-9088-4f2b-bc0d-d01cd2710a75
- true
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- 0
- 0
-
2001
781
16
36
-
2001
781
16
36
-
2009
799
- false
- b661519d-43fd-4e5a-b244-d54d9fae2bde
- Rotate
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- cce73bb9-8164-4a4d-a40f-1f354155399e
- true
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- longest_list
-
2442
787
66
64
-
2463
789
24
60
-
2475
819
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- G
- 5e96ccea-e130-40c0-9841-9f4252021037
- true
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- 1
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-
2444
789
19
20
-
2444
789
19
20
-
2453.5
799
- false
- A
- dd0e036c-aecb-450f-960a-28dc4dfb8e02
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- 1
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-
2444
809
19
20
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2444
809
19
20
-
2453.5
819
- false
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2444
829
19
20
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2444
829
19
20
-
2453.5
839
- false
-
0
0
0
1
0
0
0
1
0
- G
- f7fa1e60-043e-4456-8325-d6bd6137cf88
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2487
789
19
60
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2487
789
19
60
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2496.5
819
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- Number Slider
- Distance between points
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- 0
-
2825
1065
233
20
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2825
1065
133
20
-
2824.844
1065.418
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- 10
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- 30
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- Divide Distance
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- false
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- longest_list
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3168
1027
63
64
-
3188
1029
24
60
-
3200
1059
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- C
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- 0
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-
3170
1029
18
30
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3170
1029
18
30
-
3179
1044
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- D
- 0aee8568-0767-4811-a6aa-8519cb68e027
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3170
1059
18
30
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3170
1059
18
30
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3179
1074
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- edb256f3-b547-442d-b477-516d348700ac
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-
3212
1029
17
20
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3212
1029
17
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3220.5
1039
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3212
1049
17
20
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3212
1049
17
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3220.5
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3212
1069
17
20
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3212
1069
17
20
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3220.5
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2988
734
63
44
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3009
736
24
40
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3021
756
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- 0
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2990
736
19
20
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2990
736
19
20
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2999.5
746
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- O
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-
2990
756
19
20
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2990
756
19
20
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2999.5
766
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- 10
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3033
736
16
40
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3033
736
16
40
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3041
756
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- Offset
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2982
594
64
84
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3002
596
24
80
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3014
636
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2984
596
18
20
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2984
596
18
20
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2993
606
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- 1
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2984
616
18
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2984
616
18
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2993
626
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2984
636
18
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2984
636
18
20
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2993
646
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-
0
0
0
1
0
0
0
1
0
- C
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2984
656
18
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2984
656
18
20
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2993
666
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3026
596
18
80
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3026
596
18
80
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3035
636
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- true
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- 0
-
2657
573
234
20
-
2657
573
133
20
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2656.922
572.9799
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- Scribble
-
2752.654
509.1037
-
2868.752
508.0029
-
2868.917
525.5466
-
2752.818
526.6473
- Floor Slabs
- 21
- Scribble
- 2aa16ddc-233b-442f-a5b1-97f5e650c96a
-
2747.654
503.0029
126.2625
28.64444
-
2747.654
503.0029
126.2625
28.64444
-
2752.654
509.1037
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- 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe
- Scribble
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642.6508
920.0771
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811.391
920.077
-
811.3889
936.4218
-
642.6487
936.4218
- Site Constraints
- 21
- Scribble
- 7342e7ca-3afa-4870-9bb8-a6e0e20b0627
-
637.6487
915.077
178.7423
26.34479
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637.6487
915.077
178.7423
26.34479
-
642.6508
920.0771
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- 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe
- Scribble
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2204.621
625.2144
-
2351.392
622.3195
-
2351.749
640.4141
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2204.977
643.3094
- Rotate Effect
- 21
- Scribble
- 25f08250-cc4c-4377-8b3d-12203407ebbe
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2199.621
617.3195
157.1272
30.98993
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2199.621
617.3195
157.1272
30.98993
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2204.621
625.2144
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- Panel
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- true
- true
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- 0
- The trick is in organizing your points by shifting your lists.
You will have two lists of divided floors and then use those lists to drive the diagrid lines....
1. You must first shift the floor outline list and then divide those curves the same way you divided the first list.
2. Then you can shift the points so you get diagonals
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255;0;0;0
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255;255;250;90
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3096
1245
344
176
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3096
1245
344
176
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3095.609
1244.82
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3119
1150
64
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3141
1152
24
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3153
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3121
1152
20
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3121
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20
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3131
1162
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3121
1172
20
20
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3121
1172
20
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3131
1182
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3121
1192
20
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3121
1192
20
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3131
1202
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3165
1152
16
60
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3165
1152
16
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3173
1182
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- Divide Distance
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- longest_list
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3234
1163
63
64
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3254
1165
24
60
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3266
1195
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3236
1165
18
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3236
1165
18
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3245
1180
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3236
1195
18
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3236
1195
18
30
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3245
1210
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3278
1165
17
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3278
1165
17
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3286.5
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3278
1185
17
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3278
1185
17
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3286.5
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3278
1205
17
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3278
1205
17
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- Line
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3499
1119
61
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3518
1121
24
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3530
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3501
1121
17
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3501
1121
17
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3509.5
1131
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3501
1141
17
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3501
1141
17
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3509.5
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3542
1121
16
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3542
1121
16
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3550
1141
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3341
1163
64
64
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3363
1165
24
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3375
1195
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3343
1165
20
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3343
1165
20
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3353
1175
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3343
1185
20
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3343
1185
20
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3353
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3343
1205
20
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3343
1205
20
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3353
1215
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3387
1165
16
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3387
1165
16
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3395
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3284
1026
64
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3306
1028
24
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3318
1058
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3286
1028
20
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3286
1028
20
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3296
1038
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3286
1048
20
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3286
1048
20
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3296
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3286
1068
20
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3286
1068
20
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3296
1078
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3330
1028
16
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3330
1028
16
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3338
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3497
1075
61
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3516
1077
24
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3528
1097
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3499
1077
17
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3499
1077
17
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3507.5
1087
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3499
1097
17
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3499
1097
17
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3507.5
1107
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-
3540
1077
16
40
-
3540
1077
16
40
-
3548
1097
- false