-
0
2
2
-
1
0
7
- a5faa5cb-33fa-45ec-b448-8265ad088c49
- Shaded
- Selection
- 1
-
150;150;0;0
-
150;0;150;0
- 634053925112968750
- polysurface grid_re.ghx
- 0
-
-60
-262
- 0.722500145
- 0
- 0
- 52
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
80;162;162;168
- A group of Grasshopper objects
- b94b37fc-64fd-4f5b-bebb-879d6f5db7f4
- cf5d3add-c9be-493b-bea7-33e3c184017f
- 44c6d27b-b338-46e9-a1d0-e06e0e63244e
- 92bd9042-fe6c-4aad-a42c-09914452ae07
- 9d594efa-4449-4377-acd3-5426f62ec0d3
- b3ea409f-cefd-48dd-a47d-8ed391fd91c9
- bb0e8771-6cd1-4fa6-aa5d-6728e28e20fa
- 7
- 20ad3f06-914e-473a-962f-867e6a3829ef
- Group
- fdc466a9-d3b8-4056-852a-09dba0f74aca
- Divide Length
- Divide a curve into segments with a preset length
- true
- 3fe6035f-dbb0-49ff-8610-09e046ca26d1
- Divide Length
- DivLength
-
595
316
65
64
-
626
348
- Curve to divide
- d383eed3-86d2-4062-a62a-35588a17c03e
- Curve
- C
- false
- b389edea-7a33-46df-819b-619513d0dabf
- 1
-
597
318
14
30
-
605.5
333
- Length of segments
- a41f5dcb-5236-4976-85fd-7e53a2ec2bbe
- Length
- L
- false
- e316cd4d-fb47-4eaf-a897-c0643c92cf7d
- 1
-
597
348
14
30
-
605.5
363
- 1
- Division points
- fa039e48-e2f6-4147-a3d9-5000056076f6
- Points
- P
- false
- 0
-
641
318
17
20
-
649.5
328
- 1
- Tangent vectors at division points
- 6656ed1a-2719-431d-bd55-e9d9bd24f440
- Tangents
- T
- false
- 0
-
641
338
17
20
-
649.5
348
- 1
- Parameter values at division points
- bdd5f699-e67c-498b-8520-223640fe07f1
- Parameters
- t
- false
- 0
-
641
358
17
20
-
649.5
368
- 69f3e5ee-4770-44b3-8851-ae10ae555398
- Perp Frame
- Solve the perpendicular (zero-twisting) frame at a specified curve parameter.
- true
- 21933000-3c32-4f16-8fe7-e06885b1bdfb
- Perp Frame
- PFrame
-
715
260
64
44
-
746
282
- Curve to evaluate
- b7d8c649-5c31-49f1-b3da-2cd5c928120d
- Curve
- C
- false
- b389edea-7a33-46df-819b-619513d0dabf
- 1
-
717
262
14
20
-
725.5
272
- Parameter on curve domain to evaluate
- ab31f873-309d-464a-9a7f-e7f256db8707
- Parameter
- t
- false
- bdd5f699-e67c-498b-8520-223640fe07f1
- 1
-
717
282
14
20
-
725.5
292
- Perpendicular curve frame at {t}
- f093e2e8-7850-4520-9a97-886caffc0ff1
- Frame
- F
- false
- 0
-
761
262
16
40
-
769
282
- 4fe828e8-fa95-4cc5-9a8c-c33856ecc783
- Brep | Plane
- Solve intersection events for a Brep and a plane (otherwise known as section).
- true
- f12ea89a-b026-49d6-b2b8-bad72750d8de
- Brep | Plane
- Sec
-
1147
298
65
44
-
1178
320
- Base Brep
- 6f4f4f4b-459f-453f-a963-5b086e2db6c7
- Brep
- B
- false
- 340e583a-25b1-4885-b32b-acaa7849960a
- 1
-
1149
300
14
20
-
1157.5
310
- Section plane
- baddfa84-bb15-4112-877b-2d5bcc0b8709
- Plane
- P
- false
- a87d98e1-7d73-438f-a849-2126b3cacea8
- 1
-
1149
320
14
20
-
1157.5
330
- 1
- Section curves
- a3c625d6-2dc6-47e7-9871-09d35bc0f529
- Curves
- C
- false
- 0
-
1193
300
17
20
-
1201.5
310
- 1
- Section points
- 68a8a154-bbf2-420e-9510-01ff53b6c395
- Points
- P
- false
- 0
-
1193
320
17
20
-
1201.5
330
- fdc466a9-d3b8-4056-852a-09dba0f74aca
- Divide Length
- Divide a curve into segments with a preset length
- true
- dd95b9c7-7e25-4943-8ba6-9d4b7573412e
- Divide Length
- DivLength
-
1422
314
81
64
-
1469
346
- Curve to divide
- 1246c160-7ecf-4b31-9be0-d7fdd745bce2
- Curve
- C
- false
- true
- eae278dc-8de5-4f5e-8950-795994aa728e
- 1
-
1424
316
30
30
-
1448.5
331
- Length of segments
- b3f20a72-fb47-451e-8774-db6b42aa8ab3
- Length
- L
- false
- 5e66caaf-faa8-4a9b-a879-522079fe6d82
- 1
-
1424
346
30
30
-
1448.5
361
- 1
- Division points
- 85478513-8413-48c7-af69-01132bec34a5
- Points
- P
- false
- 0
-
1484
316
17
20
-
1492.5
326
- 1
- Tangent vectors at division points
- c2746d5a-ea43-4aa0-962c-e18a085d7b95
- Tangents
- T
- false
- 0
-
1484
336
17
20
-
1492.5
346
- 1
- Parameter values at division points
- 94d3de7c-f433-4a4f-9306-95d9ab28b850
- Parameters
- t
- false
- 0
-
1484
356
17
20
-
1492.5
366
- 7991bc5f-8a01-4768-bfb0-a39357ac6b84
- Clean Tree
- Removed all null and invalid items from a data tree.
- true
- 438c2093-3081-499b-82dd-76fefe4056fb
- Clean Tree
- Clean
-
1297
298
67
64
-
1329
330
- 2
- Data tree to clean
- c88bcfaa-dec7-49e6-8c22-fb0c24fca69a
- Tree
- D
- false
- a3c625d6-2dc6-47e7-9871-09d35bc0f529
- 1
-
1299
300
15
20
-
1308
310
- Remove invalid items in addition to null items.
- 229576cd-426c-4d70-b97a-75bc76d8baa1
- Clean Invalid
- X
- false
- eeea6d2b-f404-47c4-8b29-d31c21fffbe3
- 1
-
1299
320
15
20
-
1308
330
- 1
- 1
- {0}
- true
- Remove empty branches.
- d001c919-36f6-4fc7-aa5e-75e44ff4a9ce
- Clean Empty
- E
- false
- b0e4290f-14fb-4016-951f-50609a78b667
- 1
-
1299
340
15
20
-
1308
350
- 1
- 1
- {0}
- false
- 2
- Spotless data tree
- eae278dc-8de5-4f5e-8950-795994aa728e
- Tree
- D
- false
- 0
-
1344
300
18
60
-
1353
330
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 52d1542b-818e-460e-a981-c5a40733feb7
- Panel
- false
- 0
- 0
- true
-
1094
368
82
21
- 0
- 0
- 0
-
1094.994
368.653
-
255;255;250;90
- true
- true
- true
- false
- false
- true
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 6b7fd676-9e86-4b7f-85b4-ddf9c14f7bbd
- Panel
- false
- 0
- 0
- false
-
1095
394
82
21
- 0
- 0
- 0
-
1095.294
394.653
-
255;255;250;90
- true
- true
- true
- false
- false
- true
- ac2bc2cb-70fb-4dd5-9c78-7e1ea97fe278
- Geometry
- Contains a collection of generic geometry
- c98b28ec-7f50-4acc-bcfa-a400411f78ac
- Geometry
- Geo
- false
- 0
-
76
160
50
24
-
101.2235
172.173
- 1
- 1
- {0}
-
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
- 00000000-0000-0000-0000-000000000000
- Grasshopper.Kernel.Types.GH_Brep
- 8d372bdc-9800-45e9-8a26-6e33c5253e21
- Deconstruct Brep
- Deconstruct a brep into its constituent parts.
- b52a68e6-fb2f-4678-9f27-51fefe757819
- Deconstruct Brep
- Explode
-
198
140
65
64
-
229
172
- Base Brep
- c8c69896-f7a7-4658-9668-44992d5db44b
- Brep
- B
- false
- c98b28ec-7f50-4acc-bcfa-a400411f78ac
- 1
-
200
142
14
60
-
208.5
172
- 1
- Faces of Brep
- 2701197e-1b10-4ecd-8337-bd68503ca099
- Faces
- F
- false
- 0
-
244
142
17
20
-
252.5
152
- 1
- Edges of Brep
- 89fe1ce6-942d-4bf5-9e84-9b61ae52de77
- Edges
- E
- false
- 0
-
244
162
17
20
-
252.5
172
- 1
- Vertices of Brep
- 5e997b95-ed97-442b-ae7f-2f0c0e85328c
- Vertices
- V
- false
- 0
-
244
182
17
20
-
252.5
192
- a10e8cdf-7c7a-4aac-aa70-ddb7010ab231
- Box Corners
- Extract all 8 corners of a box.
- true
- cd64d30d-0ac3-4fea-be9c-36f6cd5d21ef
- Box Corners
- Box Corners
-
195
248
66
164
-
226
330
- Base box
- 3da20633-8f97-4a14-87e8-860463e386dd
- Box
- B
- false
- c98b28ec-7f50-4acc-bcfa-a400411f78ac
- 1
-
197
250
14
160
-
205.5
330
- Corner at {x=min, y=min, z=min}
- a7e12381-3b9a-4fda-aa9b-cb366bbcdd2f
- Corner A
- A
- false
- 0
-
241
250
18
20
-
250
260
- Corner at {x=max, y=min, z=min}
- 5c20e317-9f97-43ba-b2ad-004504a9e38e
- Corner B
- B
- false
- 0
-
241
270
18
20
-
250
280
- Corner at {x=max, y=max, z=min}
- 77eb62a0-bf47-42dc-b17a-ee27455ddb86
- Corner C
- C
- false
- 0
-
241
290
18
20
-
250
300
- Corner at {x=min, y=max, z=min}
- dc4859f4-ac4a-4ef8-8ce3-aaf2e8ba97b0
- Corner D
- D
- false
- 0
-
241
310
18
20
-
250
320
- Corner at {x=min, y=min, z=max}
- 85be7dc8-f877-4b4d-a2f3-6decafa54646
- Corner E
- E
- false
- 0
-
241
330
18
20
-
250
340
- Corner at {x=max, y=min, z=max}
- 7dbe7cbe-1ce5-4959-993e-28fa19d28a71
- Corner F
- F
- false
- 0
-
241
350
18
20
-
250
360
- Corner at {x=max, y=max, z=max}
- 1641f9ce-5f54-479d-979c-ec0973b0b02a
- Corner G
- G
- false
- 0
-
241
370
18
20
-
250
380
- Corner at {x=min, y=min, z=max}
- b069a360-0b2b-4703-9c23-801783395504
- Corner H
- H
- false
- 0
-
241
390
18
20
-
250
400
- 4c4e56eb-2f04-43f9-95a3-cc46a14f495a
- Line
- Create a line between two points.
- true
- 11514162-4475-4de3-9392-9b955f925b5b
- Line
- Ln
-
305
250
64
44
-
336
272
- Line start point
- dc15f60d-c8f5-481c-a03d-79dcac96c38e
- Start Point
- A
- false
- a7e12381-3b9a-4fda-aa9b-cb366bbcdd2f
- 1
-
307
252
14
20
-
315.5
262
- Line end point
- 1e43209c-a9ea-44e6-82f9-a1ed2c43718e
- End Point
- B
- false
- 85be7dc8-f877-4b4d-a2f3-6decafa54646
- 1
-
307
272
14
20
-
315.5
282
- Line segment
- b389edea-7a33-46df-819b-619513d0dabf
- Line
- L
- false
- 0
-
351
252
16
40
-
359
272
- 1303da7b-e339-4e65-a051-82c4dce8224d
- Simplify Tree
- Simplify a data tree by removing the overlap shared amongst all branches.
- true
- b4829ddd-376b-4c67-bba9-938777fb7134
- Simplify Tree
- Simplify
-
970
322
65
44
-
1001
344
- 2
- Data tree to simplify.
- 46809881-ad30-4d27-b7f1-d6b82e0f63c6
- Tree
- T
- false
- f093e2e8-7850-4520-9a97-886caffc0ff1
- 1
-
972
324
14
20
-
980.5
334
- Limit path collapse to indices at the start of the path only.
- c1724ced-a63b-42ea-a15e-22fbf7dafeff
- Front
- F
- false
- 0
-
972
344
14
20
-
980.5
354
- 1
- 1
- {0}
- false
- 2
- Simplified data tree.
- a87d98e1-7d73-438f-a849-2126b3cacea8
- Tree
- T
- false
- 0
-
1016
324
17
40
-
1024.5
344
- 1303da7b-e339-4e65-a051-82c4dce8224d
- Simplify Tree
- Simplify a data tree by removing the overlap shared amongst all branches.
- 8081bfc2-e569-4244-b11a-07c2462ea4ac
- Simplify Tree
- Simplify
-
397
140
65
44
-
428
162
- 2
- Data tree to simplify.
- ad6409ae-f0ad-438a-b05f-028d86781f71
- Tree
- T
- false
- 794f1d92-ff1d-4634-882a-f7648e55eb6e
- 1
-
399
142
14
20
-
407.5
152
- Limit path collapse to indices at the start of the path only.
- ea27a0be-fe77-48a1-8947-af48131d93e8
- Front
- F
- false
- 0
-
399
162
14
20
-
407.5
172
- 1
- 1
- {0}
- false
- 2
- Simplified data tree.
- 4d057bbf-8bd9-4d90-8d71-e6efad0660f8
- Tree
- T
- false
- 0
-
443
142
17
40
-
451.5
162
- 87e1d9ef-088b-4d30-9dda-8a7448a17329
- Graft Tree
- Graft a data tree by adding an extra branch for every item.
- true
- true
- true
- 1f9742db-4569-4b03-9578-543638bfb357
- Graft Tree
- Graft
-
295
138
81
28
-
342
152
- 2
- Data tree to graft
- af1e2745-c360-4995-9db0-4f370eeb1dc0
- 1
- Tree
- T
- false
- 2701197e-1b10-4ecd-8337-bd68503ca099
- 1
-
297
140
30
24
-
321.5
152
- 2
- Grafted data tree
- 794f1d92-ff1d-4634-882a-f7648e55eb6e
- Tree
- T
- false
- 0
-
357
140
17
24
-
365.5
152
- b6236720-8d88-4289-93c3-ac4c99f9b97b
- Relay
- 2
- A wire relay object
- 340e583a-25b1-4885-b32b-acaa7849960a
- Relay
- false
- 4d057bbf-8bd9-4d90-8d71-e6efad0660f8
- 1
-
1055
224
40
16
-
1075
232
- b6236720-8d88-4289-93c3-ac4c99f9b97b
- Relay
- 2
- A wire relay object
- b0e4290f-14fb-4016-951f-50609a78b667
- Relay
- false
- 6b7fd676-9e86-4b7f-85b4-ddf9c14f7bbd
- 1
-
1200
394
40
16
-
1220
402
- b6236720-8d88-4289-93c3-ac4c99f9b97b
- Relay
- 2
- A wire relay object
- eeea6d2b-f404-47c4-8b29-d31c21fffbe3
- Relay
- false
- 52d1542b-818e-460e-a981-c5a40733feb7
- 1
-
1199
368
40
16
-
1219
376
- b6236720-8d88-4289-93c3-ac4c99f9b97b
- Relay
- 2
- A wire relay object
- 273fdba5-cf22-40a6-b754-752f1dc39c38
- Relay
- false
- 4d057bbf-8bd9-4d90-8d71-e6efad0660f8
- 1
-
1461
280
40
16
-
1481
288
- b6236720-8d88-4289-93c3-ac4c99f9b97b
- Relay
- 2
- A wire relay object
- e7485994-2d4e-452a-a094-c9b75ebfd0b0
- Relay
- false
- 4d057bbf-8bd9-4d90-8d71-e6efad0660f8
- 1
-
1580
235
40
16
-
1600
243
- b6236720-8d88-4289-93c3-ac4c99f9b97b
- Relay
- 2
- A wire relay object
- 5e66caaf-faa8-4a9b-a879-522079fe6d82
- Relay
- false
- e316cd4d-fb47-4eaf-a897-c0643c92cf7d
- 1
-
1309
437
40
16
-
1329
445
- fbac3e32-f100-4292-8692-77240a42fd1a
- Point
- Contains a collection of three-dimensional points
- true
- 7aafeba3-be52-4397-aad7-bc407a3445c2
- Point
- Pt
- false
- 85478513-8413-48c7-af69-01132bec34a5
- 1
-
1527
316
50
24
-
1552.946
328.1014
- 1
- 1230
- {0}
-
9450.34961
9728.90039000002
63685.91016
-
9450.34961
-9728.90039
63685.91016
-
9450.34961
9728.90039
63685.91016
-
9450.34961
-9728.90038999997
63685.91016
-
9450.34961
8350.59961000004
63904.94141
-
9450.34961
-8350.59961
63904.94141
-
9450.34961
8350.59961
63904.94141
-
9450.34961
-8350.59960999998
63904.94141
-
9450.34961
6966.99023000002
64090.55859
-
9450.34961
-6966.99023
64090.55859
-
9450.34961
6966.99023
64090.55859
-
9450.34961
-6966.99022999997
64090.55859
-
9450.34961
5578.93994000003
64242.62891
-
9450.34961
-5578.93994
64242.62891
-
9450.34961
5578.93994
64242.62891
-
9450.34961
-5578.93993999997
64242.62891
-
9450.34961
4187.31982000003
64361.03125
-
9450.34961
-4187.31982
64361.03125
-
9450.34961
4187.31982
64361.03125
-
9450.34961
-4187.31981999998
64361.03125
-
9450.34961
2793.03003000002
64445.67188
-
9450.34961
-2793.03003
64445.67188
-
9450.34961
2793.03003
64445.67188
-
9450.34961
-2793.03002999997
64445.67188
-
9450.34961
2.91038E-11
64513.42188
-
9450.34961
1396.95996000002
64496.48047
-
9450.34961
-1396.95996
64496.48047
-
9450.34961
1396.95996
64496.48047
-
9450.34961
-1396.95995999996
64496.48047
-
9450.34961
-12402.53027
60423.55078
-
9450.34961
12402.53027
60423.55078
-
9450.34961
-11985.80957
61423.55078
-
9450.34961
11985.80957
61423.55078
-
9450.34961
-11569.08984
62423.55078
-
9450.34961
11569.08984
62423.55078
-
9450.34961
-11152.37012
63423.55078
-
9450.34961
11152.37012
63423.55078
-
9450.34961
0
64513.42188
-
-9449.65039
9728.90039000002
63685.91016
-
-9449.65039
-9728.90039
63685.91016
-
-9449.65039
9728.90039
63685.91016
-
-9449.65039
-9728.90038999997
63685.91016
-
-9449.65039
8350.59961000004
63904.94141
-
-9449.65039
-8350.59961
63904.94141
-
-9449.65039
8350.59961
63904.94141
-
-9449.65039
-8350.59960999998
63904.94141
-
-9449.65039
6966.99023000002
64090.55859
-
-9449.65039
-6966.99023
64090.55859
-
-9449.65039
6966.99023
64090.55859
-
-9449.65039
-6966.99022999997
64090.55859
-
-9449.65039
5578.93994000003
64242.62891
-
-9449.65039
-5578.93994
64242.62891
-
-9449.65039
5578.93994
64242.62891
-
-9449.65039
-5578.93993999997
64242.62891
-
-9449.65039
4187.31982000003
64361.03125
-
-9449.65039
-4187.31982
64361.03125
-
-9449.65039
4187.31982
64361.03125
-
-9449.65039
-4187.31981999998
64361.03125
-
-9449.65039
2793.03003000002
64445.67188
-
-9449.65039
-2793.03003
64445.67188
-
-9449.65039
2793.03003
64445.67188
-
-9449.65039
-2793.03002999997
64445.67188
-
-9449.65039
2.91038E-11
64513.42188
-
-9449.65039
1396.95996000002
64496.48047
-
-9449.65039
-1396.95996
64496.48047
-
-9449.65039
1396.95996
64496.48047
-
-9449.65039
-1396.95995999996
64496.48047
-
-9449.65039
-12402.53027
60423.55078
-
-9449.65039
12402.53027
60423.55078
-
-9449.65039
-11985.80957
61423.55078
-
-9449.65039
11985.80957
61423.55078
-
-9449.65039
-11569.08984
62423.55078
-
-9449.65039
11569.08984
62423.55078
-
-9449.65039
-11152.37012
63423.55078
-
-9449.65039
11152.37012
63423.55078
-
-9449.65039
0
64513.42188
-
8400.34961
-8912.33008
62892.46875
-
8400.34961
8912.33008
62892.46875
-
8400.34961
-7551.41992
63096.76953
-
8400.34961
7551.41992
63096.76953
-
8400.34961
-688.82001
63609.03906
-
8400.34961
688.82001
63609.03906
-
8400.34961
-6185.41016
63267.28125
-
8400.34961
6185.41016
63267.28125
-
8400.34961
-4815.22021
63403.87109
-
8400.34961
4815.22021
63403.87109
-
8400.34961
-3441.77002
63506.41016
-
8400.34961
3441.77002
63506.41016
-
8400.34961
-2065.98999
63574.82031
-
8400.34961
2065.98999
63574.82031
-
8400.34961
-11486.9502
60577.28125
-
8400.34961
11486.9502
60577.28125
-
8400.34961
-11070.55957
61578.76172
-
8400.34961
11070.55957
61578.76172
-
8400.34961
-10654.16992
62580.23828
-
8400.34961
10654.16992
62580.23828
-
-8399.65039
-8912.33008
62892.46875
-
-8399.65039
8912.33008
62892.46875
-
-8399.65039
-7551.41992
63096.76953
-
-8399.65039
7551.41992
63096.76953
-
-8399.65039
-688.82001
63609.03906
-
-8399.65039
688.82001
63609.03906
-
-8399.65039
-6185.41016
63267.28125
-
-8399.65039
6185.41016
63267.28125
-
-8399.65039
-4815.22021
63403.87109
-
-8399.65039
4815.22021
63403.87109
-
-8399.65039
-3441.77002
63506.41016
-
-8399.65039
3441.77002
63506.41016
-
-8399.65039
-2065.98999
63574.82031
-
-8399.65039
2065.98999
63574.82031
-
-8399.65039
-11486.9502
60577.28125
-
-8399.65039
11486.9502
60577.28125
-
-8399.65039
-11070.55957
61578.76172
-
-8399.65039
11070.55957
61578.76172
-
-8399.65039
-10654.16992
62580.23828
-
-8399.65039
10654.16992
62580.23828
-
7350.3501
9734.53027000003
63722.87109
-
7350.3501
-9734.53027
63722.87109
-
7350.3501
9734.53027
63722.87109
-
7350.3501
-9734.53026999997
63722.87109
-
7350.3501
8354.15039000002
63932.19141
-
7350.3501
-8354.15039
63932.19141
-
7350.3501
8354.15039
63932.19141
-
7350.3501
-8354.15038999997
63932.19141
-
7350.3501
6969.04980000002
64109.55078
-
7350.3501
-6969.0498
64109.55078
-
7350.3501
6969.0498
64109.55078
-
7350.3501
-6969.04979999996
64109.55078
-
7350.3501
5579.99023000002
64254.80859
-
7350.3501
-5579.99023
64254.80859
-
7350.3501
5579.99023
64254.80859
-
7350.3501
-5579.99022999997
64254.80859
-
7350.3501
4187.77002000003
64367.89844
-
7350.3501
-4187.77002
64367.89844
-
7350.3501
4187.77002
64367.89844
-
7350.3501
-4187.77001999997
64367.89844
-
7350.3501
2793.16992000003
64448.73047
-
7350.3501
-2793.16992
64448.73047
-
7350.3501
2793.16992
64448.73047
-
7350.3501
-2793.16991999997
64448.73047
-
7350.3501
2.91038E-11
64513.42188
-
7350.3501
1396.97998000003
64497.25
-
7350.3501
-1396.97998
64497.25
-
7350.3501
1396.97998
64497.25
-
7350.3501
-1396.97997999997
64497.25
-
7350.3501
-12665.66016
60423.55078
-
7350.3501
12665.66016
60423.55078
-
7350.3501
-12248.94043
61423.55078
-
7350.3501
12248.94043
61423.55078
-
7350.3501
-11832.21973
62423.55078
-
7350.3501
11832.21973
62423.55078
-
7350.3501
-11415.50977
63423.55078
-
7350.3501
11415.50977
63423.55078
-
7350.3501
0
64513.42188
-
-7349.6499
9734.53027000003
63722.87109
-
-7349.6499
-9734.53027
63722.87109
-
-7349.6499
9734.53027
63722.87109
-
-7349.6499
-9734.53026999997
63722.87109
-
-7349.6499
8354.15039000002
63932.19141
-
-7349.6499
-8354.15039
63932.19141
-
-7349.6499
8354.15039
63932.19141
-
-7349.6499
-8354.15038999997
63932.19141
-
-7349.6499
6969.04980000002
64109.55078
-
-7349.6499
-6969.0498
64109.55078
-
-7349.6499
6969.0498
64109.55078
-
-7349.6499
-6969.04979999996
64109.55078
-
-7349.6499
5579.99023000002
64254.80859
-
-7349.6499
-5579.99023
64254.80859
-
-7349.6499
5579.99023
64254.80859
-
-7349.6499
-5579.99022999997
64254.80859
-
-7349.6499
4187.77002000003
64367.89844
-
-7349.6499
-4187.77002
64367.89844
-
-7349.6499
4187.77002
64367.89844
-
-7349.6499
-4187.77001999997
64367.89844
-
-7349.6499
2793.16992000003
64448.73047
-
-7349.6499
-2793.16992
64448.73047
-
-7349.6499
2793.16992
64448.73047
-
-7349.6499
-2793.16991999997
64448.73047
-
-7349.6499
2.91038E-11
64513.42188
-
-7349.6499
1396.97998000003
64497.25
-
-7349.6499
-1396.97998
64497.25
-
-7349.6499
1396.97998
64497.25
-
-7349.6499
-1396.97997999997
64497.25
-
-7349.6499
-12665.66016
60423.55078
-
-7349.6499
12665.66016
60423.55078
-
-7349.6499
-12248.94043
61423.55078
-
-7349.6499
12248.94043
61423.55078
-
-7349.6499
-11832.21973
62423.55078
-
-7349.6499
11832.21973
62423.55078
-
-7349.6499
-11415.50977
63423.55078
-
-7349.6499
11415.50977
63423.55078
-
-7349.6499
0
64513.42188
-
6300.3501
-9901.73047
62759.64844
-
6300.3501
9901.73047
62759.64844
-
6300.3501
-8916.50977
62922.07813
-
6300.3501
8916.50977
62922.07813
-
6300.3501
-7553.95996
63118.07031
-
6300.3501
7553.95996
63118.07031
-
6300.3501
-688.83002
63609.51172
-
6300.3501
688.83002
63609.51172
-
6300.3501
-6186.7998
63281.62109
-
6300.3501
6186.7998
63281.62109
-
6300.3501
-4815.87988
63412.60156
-
6300.3501
4815.87988
63412.60156
-
6300.3501
-3442.01001
63510.92969
-
6300.3501
3442.01001
63510.92969
-
6300.3501
-2066.05005
63576.51172
-
6300.3501
2066.05005
63576.51172
-
6300.3501
-11716.78027
60577.28125
-
6300.3501
11716.78027
60577.28125
-
6300.3501
-11300.38965
61578.76172
-
6300.3501
11300.38965
61578.76172
-
6300.3501
-10884
62580.23828
-
6300.3501
10884
62580.23828
-
-6299.6499
-9901.73047
62759.64844
-
-6299.6499
9901.73047
62759.64844
-
-6299.6499
-8916.50977
62922.07813
-
-6299.6499
8916.50977
62922.07813
-
-6299.6499
-7553.95996
63118.07031
-
-6299.6499
7553.95996
63118.07031
-
-6299.6499
-688.83002
63609.51172
-
-6299.6499
688.83002
63609.51172
-
-6299.6499
-6186.7998
63281.62109
-
-6299.6499
6186.7998
63281.62109
-
-6299.6499
-4815.87988
63412.60156
-
-6299.6499
4815.87988
63412.60156
-
-6299.6499
-3442.01001
63510.92969
-
-6299.6499
3442.01001
63510.92969
-
-6299.6499
-2066.05005
63576.51172
-
-6299.6499
2066.05005
63576.51172
-
-6299.6499
-11716.78027
60577.28125
-
-6299.6499
11716.78027
60577.28125
-
-6299.6499
-11300.38965
61578.76172
-
-6299.6499
11300.38965
61578.76172
-
-6299.6499
-10884
62580.23828
-
-6299.6499
10884
62580.23828
-
5250.3501
9738.49023000002
63748.89844
-
5250.3501
-9738.49023
63748.89844
-
5250.3501
9738.49023
63748.89844
-
5250.3501
-9738.49022999997
63748.89844
-
5250.3501
8356.65039000004
63951.39063
-
5250.3501
-8356.65039
63951.39063
-
5250.3501
8356.65039
63951.39063
-
5250.3501
-8356.65038999998
63951.39063
-
5250.3501
6970.50000000003
64122.92188
-
5250.3501
-6970.5
64122.92188
-
5250.3501
6970.5
64122.92188
-
5250.3501
-6970.49999999997
64122.92188
-
5250.3501
5580.72998000003
64263.39063
-
5250.3501
-5580.72998
64263.39063
-
5250.3501
5580.72998
64263.39063
-
5250.3501
-5580.72997999998
64263.39063
-
5250.3501
4188.08008000003
64372.73047
-
5250.3501
-4188.08008
64372.73047
-
5250.3501
4188.08008
64372.73047
-
5250.3501
-4188.08007999997
64372.73047
-
5250.3501
2793.26001000003
64450.87891
-
5250.3501
-2793.26001
64450.87891
-
5250.3501
2793.26001
64450.87891
-
5250.3501
-2793.26000999997
64450.87891
-
5250.3501
2.91038E-11
64513.42188
-
5250.3501
1396.98999000003
64497.78906
-
5250.3501
-1396.98999
64497.78906
-
5250.3501
1396.98999
64497.78906
-
5250.3501
-1396.98998999997
64497.78906
-
5250.3501
-12862.33008
60423.55078
-
5250.3501
12862.33008
60423.55078
-
5250.3501
-12445.62012
61423.55078
-
5250.3501
12445.62012
61423.55078
-
5250.3501
-12028.90039
62423.55078
-
5250.3501
12028.90039
62423.55078
-
5250.3501
-11612.17969
63423.55078
-
5250.3501
11612.17969
63423.55078
-
5250.3501
-10676.57031
63593.35938
-
5250.3501
10676.57031
63593.35938
-
5250.3501
0
64513.42188
-
-5249.6499
9738.49023000002
63748.89844
-
-5249.6499
-9738.49023
63748.89844
-
-5249.6499
9738.49023
63748.89844
-
-5249.6499
-9738.49022999997
63748.89844
-
-5249.6499
8356.65039000004
63951.39063
-
-5249.6499
-8356.65039
63951.39063
-
-5249.6499
8356.65039
63951.39063
-
-5249.6499
-8356.65038999998
63951.39063
-
-5249.6499
6970.50000000003
64122.92188
-
-5249.6499
-6970.5
64122.92188
-
-5249.6499
6970.5
64122.92188
-
-5249.6499
-6970.49999999997
64122.92188
-
-5249.6499
5580.72998000003
64263.39063
-
-5249.6499
-5580.72998
64263.39063
-
-5249.6499
5580.72998
64263.39063
-
-5249.6499
-5580.72997999998
64263.39063
-
-5249.6499
4188.08008000003
64372.73047
-
-5249.6499
-4188.08008
64372.73047
-
-5249.6499
4188.08008
64372.73047
-
-5249.6499
-4188.08007999997
64372.73047
-
-5249.6499
2793.26001000003
64450.87891
-
-5249.6499
-2793.26001
64450.87891
-
-5249.6499
2793.26001
64450.87891
-
-5249.6499
-2793.26000999997
64450.87891
-
-5249.6499
2.91038E-11
64513.42188
-
-5249.6499
1396.98999000003
64497.78906
-
-5249.6499
-1396.98999
64497.78906
-
-5249.6499
1396.98999
64497.78906
-
-5249.6499
-1396.98998999997
64497.78906
-
-5249.6499
-12862.33008
60423.55078
-
-5249.6499
12862.33008
60423.55078
-
-5249.6499
-12445.62012
61423.55078
-
-5249.6499
12445.62012
61423.55078
-
-5249.6499
-12028.90039
62423.55078
-
-5249.6499
12028.90039
62423.55078
-
-5249.6499
-11612.17969
63423.55078
-
-5249.6499
11612.17969
63423.55078
-
-5249.6499
-10676.57031
63593.35938
-
-5249.6499
10676.57031
63593.35938
-
-5249.6499
0
64513.42188
-
4200.3501
-9985.13965
62770.78125
-
4200.3501
9985.13965
62770.78125
-
4200.3501
-8919.33008
62942.03906
-
4200.3501
8919.33008
62942.03906
-
4200.3501
-7555.66992
63132.41016
-
4200.3501
7555.66992
63132.41016
-
4200.3501
-688.83002
63609.44141
-
4200.3501
688.83002
63609.44141
-
4200.3501
-6187.74023
63291.25
-
4200.3501
6187.74023
63291.25
-
4200.3501
-4816.31982
63418.44141
-
4200.3501
4816.31982
63418.44141
-
4200.3501
-3442.16992
63513.91016
-
4200.3501
3442.16992
63513.91016
-
4200.3501
-2066.08008
63577.58984
-
4200.3501
2066.08008
63577.58984
-
4200.3501
-11880.45996
60577.28125
-
4200.3501
11880.45996
60577.28125
-
4200.3501
-11463.63965
61578.76172
-
4200.3501
11463.63965
61578.76172
-
4200.3501
-11047.67969
62580.23828
-
4200.3501
11047.67969
62580.23828
-
-4199.6499
-9985.13965
62770.78125
-
-4199.6499
9985.13965
62770.78125
-
-4199.6499
-8919.33008
62942.03906
-
-4199.6499
8919.33008
62942.03906
-
-4199.6499
-7555.66992
63132.41016
-
-4199.6499
7555.66992
63132.41016
-
-4199.6499
-688.83002
63609.44141
-
-4199.6499
688.83002
63609.44141
-
-4199.6499
-6187.74023
63291.25
-
-4199.6499
6187.74023
63291.25
-
-4199.6499
-4816.31982
63418.44141
-
-4199.6499
4816.31982
63418.44141
-
-4199.6499
-3442.16992
63513.91016
-
-4199.6499
3442.16992
63513.91016
-
-4199.6499
-2066.08008
63577.58984
-
-4199.6499
2066.08008
63577.58984
-
-4199.6499
-11880.45996
60577.28125
-
-4199.6499
11880.45996
60577.28125
-
-4199.6499
-11463.63965
61578.76172
-
-4199.6499
11463.63965
61578.76172
-
-4199.6499
-11047.67969
62580.23828
-
-4199.6499
11047.67969
62580.23828
-
3150.3501
9741.01953000003
63765.5
-
3150.3501
-9741.01953
63765.5
-
3150.3501
9741.01953
63765.5
-
3150.3501
-9741.01952999998
63765.5
-
3150.3501
8358.25000000003
63963.62891
-
3150.3501
-8358.25
63963.62891
-
3150.3501
8358.25
63963.62891
-
3150.3501
-8358.24999999997
63963.62891
-
3150.3501
6971.41992000003
64131.44141
-
3150.3501
-6971.41992
64131.44141
-
3150.3501
6971.41992
64131.44141
-
3150.3501
-6971.41991999997
64131.44141
-
3150.3501
5581.20996000002
64268.85938
-
3150.3501
-5581.20996
64268.85938
-
3150.3501
5581.20996
64268.85938
-
3150.3501
-5581.20995999996
64268.85938
-
3150.3501
4188.27979000003
64375.82031
-
3150.3501
-4188.27979
64375.82031
-
3150.3501
4188.27979
64375.82031
-
3150.3501
-4188.27978999997
64375.82031
-
3150.3501
2793.32007000003
64452.25
-
3150.3501
-2793.32007
64452.25
-
3150.3501
2793.32007
64452.25
-
3150.3501
-2793.32006999997
64452.25
-
3150.3501
1E-05
64513.42188
-
3150.3501
1397.00000000003
64498.12891
-
3150.3501
-1397
64498.12891
-
3150.3501
1397
64498.12891
-
3150.3501
-1396.99999999997
64498.12891
-
3150.3501
-12993.12988
60423.55078
-
3150.3501
12993.12988
60423.55078
-
3150.3501
-12576.41016
61423.55078
-
3150.3501
12576.41016
61423.55078
-
3150.3501
-12159.7002
62423.55078
-
3150.3501
12159.7002
62423.55078
-
3150.3501
-11742.98047
63423.55078
-
3150.3501
11742.98047
63423.55078
-
3150.3501
-10743.36035
63602.48828
-
3150.3501
10743.36035
63602.48828
-
3150.3501
1.00000324892E-05
64513.42188
-
-3149.6499
9741.01953000003
63765.5
-
-3149.6499
-9741.01953
63765.5
-
-3149.6499
9741.01953
63765.5
-
-3149.6499
-9741.01952999998
63765.5
-
-3149.6499
8358.25000000003
63963.62891
-
-3149.6499
-8358.25
63963.62891
-
-3149.6499
8358.25
63963.62891
-
-3149.6499
-8358.24999999997
63963.62891
-
-3149.6499
6971.41992000003
64131.44141
-
-3149.6499
-6971.41992
64131.44141
-
-3149.6499
6971.41992
64131.44141
-
-3149.6499
-6971.41991999997
64131.44141
-
-3149.6499
5581.20996000002
64268.85938
-
-3149.6499
-5581.20996
64268.85938
-
-3149.6499
5581.20996
64268.85938
-
-3149.6499
-5581.20995999996
64268.85938
-
-3149.6499
4188.27979000003
64375.82031
-
-3149.6499
-4188.27979
64375.82031
-
-3149.6499
4188.27979
64375.82031
-
-3149.6499
-4188.27978999997
64375.82031
-
-3149.6499
2793.32007000003
64452.25
-
-3149.6499
-2793.32007
64452.25
-
-3149.6499
2793.32007
64452.25
-
-3149.6499
-2793.32006999997
64452.25
-
-3149.6499
1E-05
64513.42188
-
-3149.6499
1397.00000000003
64498.12891
-
-3149.6499
-1397
64498.12891
-
-3149.6499
1397
64498.12891
-
-3149.6499
-1396.99999999997
64498.12891
-
-3149.6499
-12993.12988
60423.55078
-
-3149.6499
12993.12988
60423.55078
-
-3149.6499
-12576.41016
61423.55078
-
-3149.6499
12576.41016
61423.55078
-
-3149.6499
-12159.7002
62423.55078
-
-3149.6499
12159.7002
62423.55078
-
-3149.6499
-11742.98047
63423.55078
-
-3149.6499
11742.98047
63423.55078
-
-3149.6499
-10743.36035
63602.48828
-
-3149.6499
10743.36035
63602.48828
-
-3149.6499
1.00000324892E-05
64513.42188
-
21247.0293
-9213.62012
61423.55078
-
21247.0293
9213.62012
61423.55078
-
21247.0293
-8796.91016
62423.55078
-
21247.0293
8796.91016
62423.55078
-
21247.0293
8380.19043000003
63423.55078
-
21247.0293
-8380.19043
63423.55078
-
21247.0293
8380.19043
63423.55078
-
21247.0293
-8380.19042999998
63423.55078
-
21247.0293
6932.43018000002
63771.60156
-
21247.0293
-6932.43018
63771.60156
-
21247.0293
6932.43018
63771.60156
-
21247.0293
-6932.43017999997
63771.60156
-
21247.0293
5561.22021000003
64037.98828
-
21247.0293
-5561.22021
64037.98828
-
21247.0293
5561.22021
64037.98828
-
21247.0293
-5561.22020999997
64037.98828
-
21247.0293
4179.83984000003
64245.69922
-
21247.0293
-4179.83984
64245.69922
-
21247.0293
4179.83984
64245.69922
-
21247.0293
-4179.83983999997
64245.69922
-
21247.0293
2790.82007000003
64394.33984
-
21247.0293
-2790.82007
64394.33984
-
21247.0293
2790.82007
64394.33984
-
21247.0293
-2790.82006999997
64394.33984
-
21247.0293
1E-05
64513.42188
-
21247.0293
1396.68994000002
64483.64063
-
21247.0293
-1396.68994
64483.64063
-
21247.0293
1396.68994
64483.64063
-
21247.0293
-1396.68993999997
64483.64063
-
21247.0293
1.00000324892E-05
64513.42188
-
-21246.32031
-9213.62012
61423.55078
-
-21246.32031
9213.62012
61423.55078
-
-21246.32031
-8796.91016
62423.55078
-
-21246.32031
8796.91016
62423.55078
-
-21246.32031
8380.19043000003
63423.55078
-
-21246.32031
-8380.19043
63423.55078
-
-21246.32031
8380.19043
63423.55078
-
-21246.32031
-8380.19042999998
63423.55078
-
-21246.32031
6932.43018000002
63771.60156
-
-21246.32031
-6932.43018
63771.60156
-
-21246.32031
6932.43018
63771.60156
-
-21246.32031
-6932.43017999997
63771.60156
-
-21246.32031
5561.22021000003
64037.98828
-
-21246.32031
-5561.22021
64037.98828
-
-21246.32031
5561.22021
64037.98828
-
-21246.32031
-5561.22020999997
64037.98828
-
-21246.32031
4179.83984000003
64245.69922
-
-21246.32031
-4179.83984
64245.69922
-
-21246.32031
4179.83984
64245.69922
-
-21246.32031
-4179.83983999997
64245.69922
-
-21246.32031
2790.82007000003
64394.33984
-
-21246.32031
-2790.82007
64394.33984
-
-21246.32031
2790.82007
64394.33984
-
-21246.32031
-2790.82006999997
64394.33984
-
-21246.32031
1E-05
64513.42188
-
-21246.32031
1396.68994000002
64483.64063
-
-21246.32031
-1396.68994
64483.64063
-
-21246.32031
1396.68994
64483.64063
-
-21246.32031
-1396.68993999997
64483.64063
-
-21246.32031
1.00000324892E-05
64513.42188
-
2100.3501
-8920.95996
62953.57813
-
2100.3501
8920.95996
62953.57813
-
2100.3501
-7556.66016
63140.71094
-
2100.3501
7556.66016
63140.71094
-
2100.3501
-688.83002
63609.51172
-
2100.3501
688.83002
63609.51172
-
2100.3501
-6188.27979
63296.82031
-
2100.3501
6188.27979
63296.82031
-
2100.3501
-4816.56982
63421.82031
-
2100.3501
4816.56982
63421.82031
-
2100.3501
-3442.27002
63515.64063
-
2100.3501
3442.27002
63515.64063
-
2100.3501
-2066.1001
63578.21094
-
2100.3501
2066.1001
63578.21094
-
2100.3501
-11978.49023
60577.28125
-
2100.3501
11978.49023
60577.28125
-
2100.3501
-11562.09961
61578.76172
-
2100.3501
11562.09961
61578.76172
-
2100.3501
-11145.70996
62580.23828
-
2100.3501
11145.70996
62580.23828
-
2100.3501
-10035.07031
62777.26172
-
2100.3501
10035.07031
62777.26172
-
20997.0293
-8666.05957
60577.28125
-
20997.0293
8666.05957
60577.28125
-
20997.0293
-8249.66992
61578.76172
-
20997.0293
8249.66992
61578.76172
-
20997.0293
-7833.27979
62580.23828
-
20997.0293
7833.27979
62580.23828
-
20997.0293
-688.78003
63605.57031
-
20997.0293
688.78003
63605.57031
-
20997.0293
-6157.33984
62979.30859
-
20997.0293
6157.33984
62979.30859
-
20997.0293
-4802
63229.35156
-
20997.0293
4802
63229.35156
-
20997.0293
-3436.94995
63417.28906
-
20997.0293
3436.94995
63417.28906
-
20997.0293
-2064.94995
63542.76953
-
20997.0293
2064.94995
63542.76953
-
-20996.32031
-8666.05957
60577.28125
-
-20996.32031
8666.05957
60577.28125
-
-20996.32031
-8249.66992
61578.76172
-
-20996.32031
8249.66992
61578.76172
-
-20996.32031
-7833.27979
62580.23828
-
-20996.32031
7833.27979
62580.23828
-
-20996.32031
-688.78003
63605.57031
-
-20996.32031
688.78003
63605.57031
-
-20996.32031
-6157.33984
62979.30859
-
-20996.32031
6157.33984
62979.30859
-
-20996.32031
-4802
63229.35156
-
-20996.32031
4802
63229.35156
-
-20996.32031
-3436.94995
63417.28906
-
-20996.32031
3436.94995
63417.28906
-
-20996.32031
-2064.94995
63542.76953
-
-20996.32031
2064.94995
63542.76953
-
-2099.6499
-8920.95996
62953.57813
-
-2099.6499
8920.95996
62953.57813
-
-2099.6499
-7556.66016
63140.71094
-
-2099.6499
7556.66016
63140.71094
-
-2099.6499
-688.83002
63609.51172
-
-2099.6499
688.83002
63609.51172
-
-2099.6499
-6188.27979
63296.82031
-
-2099.6499
6188.27979
63296.82031
-
-2099.6499
-4816.56982
63421.82031
-
-2099.6499
4816.56982
63421.82031
-
-2099.6499
-3442.27002
63515.64063
-
-2099.6499
3442.27002
63515.64063
-
-2099.6499
-2066.1001
63578.21094
-
-2099.6499
2066.1001
63578.21094
-
-2099.6499
-11978.49023
60577.28125
-
-2099.6499
11978.49023
60577.28125
-
-2099.6499
-11562.09961
61578.76172
-
-2099.6499
11562.09961
61578.76172
-
-2099.6499
-11145.70996
62580.23828
-
-2099.6499
11145.70996
62580.23828
-
-2099.6499
-10035.07031
62777.26172
-
-2099.6499
10035.07031
62777.26172
-
19950.35938
-9637.66992
61423.55078
-
19950.35938
9637.66992
61423.55078
-
19950.35938
-9220.9502
62423.55078
-
19950.35938
9220.9502
62423.55078
-
19950.35938
8804.23047000002
63423.55078
-
19950.35938
-8804.23047
63423.55078
-
19950.35938
8804.23047
63423.55078
-
19950.35938
-8804.23046999997
63423.55078
-
19950.34961
6939.85986000003
63840.19922
-
19950.34961
-6939.85986
63840.19922
-
19950.34961
6939.85986
63840.19922
-
19950.34961
-6939.85985999997
63840.19922
-
19950.34961
5565.02979000003
64081.98047
-
19950.34961
-5565.02979
64081.98047
-
19950.34961
5565.02979
64081.98047
-
19950.34961
-5565.02978999997
64081.98047
-
19950.34961
4181.45020000003
64270.48047
-
19950.34961
-4181.4502
64270.48047
-
19950.34961
4181.4502
64270.48047
-
19950.34961
-4181.45019999998
64270.48047
-
19950.34961
2791.29004000004
64405.37109
-
19950.34961
-2791.29004
64405.37109
-
19950.34961
2791.29004
64405.37109
-
19950.34961
-2791.29003999998
64405.37109
-
19950.34961
1E-05
64513.42188
-
19950.34961
1396.73999000003
64486.39844
-
19950.34961
-1396.73999
64486.39844
-
19950.34961
1396.73999
64486.39844
-
19950.34961
-1396.73998999997
64486.39844
-
19950.34961
-10054.37988
60423.55078
-
19950.34961
10054.37988
60423.55078
-
19950.34961
1.00000324892E-05
64513.42188
-
-19949.66016
-9220.9502
62423.55078
-
-19949.66016
9220.9502
62423.55078
-
-19949.66016
8804.23047000002
63423.55078
-
-19949.66016
-8804.23047
63423.55078
-
-19949.66016
8804.23047
63423.55078
-
-19949.66016
-8804.23046999997
63423.55078
-
-19949.65039
-9637.66992
61423.55078
-
-19949.65039
9637.66992
61423.55078
-
-19949.65039
6939.85986000003
63840.19922
-
-19949.65039
-6939.85986
63840.19922
-
-19949.65039
6939.85986
63840.19922
-
-19949.65039
-6939.85985999997
63840.19922
-
-19949.65039
5565.02979000003
64081.98047
-
-19949.65039
-5565.02979
64081.98047
-
-19949.65039
5565.02979
64081.98047
-
-19949.65039
-5565.02978999997
64081.98047
-
-19949.65039
4181.45020000003
64270.48047
-
-19949.65039
-4181.4502
64270.48047
-
-19949.65039
4181.4502
64270.48047
-
-19949.65039
-4181.45019999998
64270.48047
-
-19949.65039
2791.29004000004
64405.37109
-
-19949.65039
-2791.29004
64405.37109
-
-19949.65039
2791.29004
64405.37109
-
-19949.65039
-2791.29003999998
64405.37109
-
-19949.65039
1E-05
64513.42188
-
-19949.65039
1396.73999000003
64486.39844
-
-19949.65039
-1396.73999
64486.39844
-
-19949.65039
1396.73999
64486.39844
-
-19949.65039
-1396.73998999997
64486.39844
-
-19949.65039
-10054.37988
60423.55078
-
-19949.65039
10054.37988
60423.55078
-
-19949.65039
1.00000324892E-05
64513.42188
-
18900.34961
-9314.01953
60577.28125
-
18900.34961
9314.01953
60577.28125
-
18900.34961
-8897.62988
61578.76172
-
18900.34961
8897.62988
61578.76172
-
18900.34961
-8481.23047
62580.23828
-
18900.34961
8481.23047
62580.23828
-
18900.34961
-7516.5498
62804.51953
-
18900.34961
7516.5498
62804.51953
-
18900.34961
-688.79999
63606.71094
-
18900.34961
688.79999
63606.71094
-
18900.34961
-6166.29004
63071.10156
-
18900.34961
6166.29004
63071.10156
-
18900.34961
-4806.20996
63284.96094
-
18900.34961
4806.20996
63284.96094
-
18900.34961
-3438.48999
63445.69141
-
18900.34961
3438.48999
63445.69141
-
18900.34961
-2065.29004
63553
-
18900.34961
2065.29004
63553
-
-18899.65039
-9314.01953
60577.28125
-
-18899.65039
9314.01953
60577.28125
-
-18899.65039
-8897.62988
61578.76172
-
-18899.65039
8897.62988
61578.76172
-
-18899.65039
-8481.23047
62580.23828
-
-18899.65039
8481.23047
62580.23828
-
-18899.65039
-7516.5498
62804.51953
-
-18899.65039
7516.5498
62804.51953
-
-18899.65039
-688.79999
63606.71094
-
-18899.65039
688.79999
63606.71094
-
-18899.65039
-6166.29004
63071.10156
-
-18899.65039
6166.29004
63071.10156
-
-18899.65039
-4806.20996
63284.96094
-
-18899.65039
4806.20996
63284.96094
-
-18899.65039
-3438.48999
63445.69141
-
-18899.65039
3438.48999
63445.69141
-
-18899.65039
-2065.29004
63553
-
-18899.65039
2065.29004
63553
-
17850.34961
-9832.83984
62423.55078
-
17850.34961
9832.83984
62423.55078
-
17850.34961
9416.12012000002
63423.55078
-
17850.34961
-9416.12012
63423.55078
-
17850.34961
9416.12012
63423.55078
-
17850.34961
-9416.12011999997
63423.55078
-
17850.34961
8319.37012000002
63665.17188
-
17850.34961
-8319.37012
63665.17188
-
17850.34961
8319.37012
63665.17188
-
17850.34961
-8319.37011999997
63665.17188
-
17850.34961
6948.89014000003
63923.48828
-
17850.34961
-6948.89014
63923.48828
-
17850.34961
6948.89014
63923.48828
-
17850.34961
-6948.89013999997
63923.48828
-
17850.34961
5569.64990000003
64135.41016
-
17850.34961
-5569.6499
64135.41016
-
17850.34961
5569.6499
64135.41016
-
17850.34961
-5569.64989999998
64135.41016
-
17850.34961
4183.39990000003
64300.58984
-
17850.34961
-4183.3999
64300.58984
-
17850.34961
4183.3999
64300.58984
-
17850.34961
-4183.39989999997
64300.58984
-
17850.34961
2791.87012000004
64418.76953
-
17850.34961
-2791.87012
64418.76953
-
17850.34961
2791.87012
64418.76953
-
17850.34961
-2791.87011999998
64418.76953
-
17850.34961
2.91038E-11
64513.42188
-
17850.34961
1396.81995000003
64489.75
-
17850.34961
-1396.81995
64489.75
-
17850.34961
1396.81995
64489.75
-
17850.34961
-1396.81994999998
64489.75
-
17850.34961
-10666.26953
60423.55078
-
17850.34961
10666.26953
60423.55078
-
17850.34961
-10249.55957
61423.55078
-
17850.34961
10249.55957
61423.55078
-
17850.34961
0
64513.42188
-
-17849.65039
-9832.83984
62423.55078
-
-17849.65039
9832.83984
62423.55078
-
-17849.65039
9416.12012000002
63423.55078
-
-17849.65039
-9416.12012
63423.55078
-
-17849.65039
9416.12012
63423.55078
-
-17849.65039
-9416.12011999997
63423.55078
-
-17849.65039
8319.37012000002
63665.17188
-
-17849.65039
-8319.37012
63665.17188
-
-17849.65039
8319.37012
63665.17188
-
-17849.65039
-8319.37011999997
63665.17188
-
-17849.65039
6948.89014000003
63923.48828
-
-17849.65039
-6948.89014
63923.48828
-
-17849.65039
6948.89014
63923.48828
-
-17849.65039
-6948.89013999997
63923.48828
-
-17849.65039
5569.64990000003
64135.41016
-
-17849.65039
-5569.6499
64135.41016
-
-17849.65039
5569.6499
64135.41016
-
-17849.65039
-5569.64989999998
64135.41016
-
-17849.65039
4183.39990000003
64300.58984
-
-17849.65039
-4183.3999
64300.58984
-
-17849.65039
4183.3999
64300.58984
-
-17849.65039
-4183.39989999997
64300.58984
-
-17849.65039
2791.87012000004
64418.76953
-
-17849.65039
-2791.87012
64418.76953
-
-17849.65039
2791.87012
64418.76953
-
-17849.65039
-2791.87011999998
64418.76953
-
-17849.65039
2.91038E-11
64513.42188
-
-17849.65039
1396.81995000003
64489.75
-
-17849.65039
-1396.81995
64489.75
-
-17849.65039
1396.81995
64489.75
-
-17849.65039
-1396.81994999998
64489.75
-
-17849.65039
-10666.26953
60423.55078
-
-17849.65039
10666.26953
60423.55078
-
-17849.65039
-10249.55957
61423.55078
-
-17849.65039
10249.55957
61423.55078
-
-17849.65039
0
64513.42188
-
16800.34961
-9889.29004
60577.28125
-
16800.34961
9889.29004
60577.28125
-
16800.34961
-9472.90039
61578.76172
-
16800.34961
9472.90039
61578.76172
-
16800.34961
-9056.50977
62580.23828
-
16800.34961
9056.50977
62580.23828
-
16800.34961
-7528.22998
62902.39844
-
16800.34961
7528.22998
62902.39844
-
16800.34961
-688.79999
63607.51953
-
16800.34961
688.79999
63607.51953
-
16800.34961
-6172.68994
63136.80859
-
16800.34961
6172.68994
63136.80859
-
16800.34961
-4809.22998
63324.78906
-
16800.34961
4809.22998
63324.78906
-
16800.34961
-3439.59009
63466.03906
-
16800.34961
3439.59009
63466.03906
-
16800.34961
-2065.52002
63560.33984
-
16800.34961
2065.52002
63560.33984
-
-16799.65039
-9889.29004
60577.28125
-
-16799.65039
9889.29004
60577.28125
-
-16799.65039
-9472.90039
61578.76172
-
-16799.65039
9472.90039
61578.76172
-
-16799.65039
-9056.50977
62580.23828
-
-16799.65039
9056.50977
62580.23828
-
-16799.65039
-7528.22998
62902.39844
-
-16799.65039
7528.22998
62902.39844
-
-16799.65039
-688.79999
63607.51953
-
-16799.65039
688.79999
63607.51953
-
-16799.65039
-6172.68994
63136.80859
-
-16799.65039
6172.68994
63136.80859
-
-16799.65039
-4809.22998
63324.78906
-
-16799.65039
4809.22998
63324.78906
-
-16799.65039
-3439.59009
63466.03906
-
-16799.65039
3439.59009
63466.03906
-
-16799.65039
-2065.52002
63560.33984
-
-16799.65039
2065.52002
63560.33984
-
15750.34961
9955.24023000002
63423.55078
-
15750.34961
-9955.24023
63423.55078
-
15750.34961
9955.24023
63423.55078
-
15750.34961
-9955.24022999997
63423.55078
-
15750.34961
8330.80957000002
63752.96094
-
15750.34961
-8330.80957
63752.96094
-
15750.34961
8330.80957
63752.96094
-
15750.34961
-8330.80956999997
63752.96094
-
15750.34961
6955.52002000003
63984.66016
-
15750.34961
-6955.52002
63984.66016
-
15750.34961
6955.52002
63984.66016
-
15750.34961
-6955.52001999997
63984.66016
-
15750.34961
5573.04980000002
64174.67188
-
15750.34961
-5573.0498
64174.67188
-
15750.34961
5573.0498
64174.67188
-
15750.34961
-5573.04979999996
64174.67188
-
15750.34961
4184.83984000003
64322.71875
-
15750.34961
-4184.83984
64322.71875
-
15750.34961
4184.83984
64322.71875
-
15750.34961
-4184.83983999997
64322.71875
-
15750.34961
2792.30005000003
64428.62109
-
15750.34961
-2792.30005
64428.62109
-
15750.34961
2792.30005
64428.62109
-
15750.34961
-2792.30004999998
64428.62109
-
15750.34961
1E-05
64513.42188
-
15750.34961
1396.87000000002
64492.21094
-
15750.34961
-1396.87
64492.21094
-
15750.34961
1396.87
64492.21094
-
15750.34961
-1396.86999999997
64492.21094
-
15750.34961
-11205.38965
60423.55078
-
15750.34961
11205.38965
60423.55078
-
15750.34961
-10788.66992
61423.55078
-
15750.34961
10788.66992
61423.55078
-
15750.34961
-10371.95996
62423.55078
-
15750.34961
10371.95996
62423.55078
-
15750.34961
1.00000324892E-05
64513.42188
-
-15749.65039
9955.24023000002
63423.55078
-
-15749.65039
-9955.24023
63423.55078
-
-15749.65039
9955.24023
63423.55078
-
-15749.65039
-9955.24022999997
63423.55078
-
-15749.65039
8330.80957000002
63752.96094
-
-15749.65039
-8330.80957
63752.96094
-
-15749.65039
8330.80957
63752.96094
-
-15749.65039
-8330.80956999997
63752.96094
-
-15749.65039
6955.52002000003
63984.66016
-
-15749.65039
-6955.52002
63984.66016
-
-15749.65039
6955.52002
63984.66016
-
-15749.65039
-6955.52001999997
63984.66016
-
-15749.65039
5573.04980000002
64174.67188
-
-15749.65039
-5573.0498
64174.67188
-
-15749.65039
5573.0498
64174.67188
-
-15749.65039
-5573.04979999996
64174.67188
-
-15749.65039
4184.83984000003
64322.71875
-
-15749.65039
-4184.83984
64322.71875
-
-15749.65039
4184.83984
64322.71875
-
-15749.65039
-4184.83983999997
64322.71875
-
-15749.65039
2792.30005000003
64428.62109
-
-15749.65039
-2792.30005
64428.62109
-
-15749.65039
2792.30005
64428.62109
-
-15749.65039
-2792.30004999998
64428.62109
-
-15749.65039
1E-05
64513.42188
-
-15749.65039
1396.87000000002
64492.21094
-
-15749.65039
-1396.87
64492.21094
-
-15749.65039
1396.87
64492.21094
-
-15749.65039
-1396.86999999997
64492.21094
-
-15749.65039
-11205.38965
60423.55078
-
-15749.65039
11205.38965
60423.55078
-
-15749.65039
-10788.66992
61423.55078
-
-15749.65039
10788.66992
61423.55078
-
-15749.65039
-10371.95996
62423.55078
-
-15749.65039
10371.95996
62423.55078
-
-15749.65039
1.00000324892E-05
64513.42188
-
14700.34961
-9976.32031
61578.76172
-
14700.34961
9976.32031
61578.76172
-
14700.34961
-9559.92969
62580.23828
-
14700.34961
9559.92969
62580.23828
-
14700.34961
-8550.62988
62788.82813
-
14700.34961
8550.62988
62788.82813
-
14700.34961
-7536.77979
62974.12109
-
14700.34961
7536.77979
62974.12109
-
14700.34961
-688.81
63608.12109
-
14700.34961
688.81
63608.12109
-
14700.34961
-6177.37988
63184.96094
-
14700.34961
6177.37988
63184.96094
-
14700.34961
-4811.43994
63353.98047
-
14700.34961
4811.43994
63353.98047
-
14700.34961
-3440.38989
63480.96094
-
14700.34961
3440.38989
63480.96094
-
14700.34961
-2065.69995
63565.71875
-
14700.34961
2065.69995
63565.71875
-
14700.34961
-10392.70996
60577.28125
-
14700.34961
10392.70996
60577.28125
-
-14699.65039
-9976.32031
61578.76172
-
-14699.65039
9976.32031
61578.76172
-
-14699.65039
-9559.92969
62580.23828
-
-14699.65039
9559.92969
62580.23828
-
-14699.65039
-8550.62988
62788.82813
-
-14699.65039
8550.62988
62788.82813
-
-14699.65039
-7536.77979
62974.12109
-
-14699.65039
7536.77979
62974.12109
-
-14699.65039
-688.81
63608.12109
-
-14699.65039
688.81
63608.12109
-
-14699.65039
-6177.37988
63184.96094
-
-14699.65039
6177.37988
63184.96094
-
-14699.65039
-4811.43994
63353.98047
-
-14699.65039
4811.43994
63353.98047
-
-14699.65039
-3440.38989
63480.96094
-
-14699.65039
3440.38989
63480.96094
-
-14699.65039
-2065.69995
63565.71875
-
-14699.65039
2065.69995
63565.71875
-
-14699.65039
-10392.70996
60577.28125
-
-14699.65039
10392.70996
60577.28125
-
13650.34961
9383.44043000003
63632.01172
-
13650.34961
-9383.44043
63632.01172
-
13650.34961
9383.44043
63632.01172
-
13650.34961
-9383.44042999997
63632.01172
-
13650.34961
8339.34961000003
63818.55078
-
13650.34961
-8339.34961
63818.55078
-
13650.34961
8339.34961
63818.55078
-
13650.34961
-8339.34960999998
63818.55078
-
13650.34961
6960.47021000003
64030.35938
-
13650.34961
-6960.47021
64030.35938
-
13650.34961
6960.47021
64030.35938
-
13650.34961
-6960.47020999997
64030.35938
-
13650.34961
5575.58984000003
64204
-
13650.34961
-5575.58984
64204
-
13650.34961
5575.58984
64204
-
13650.34961
-5575.58983999997
64204
-
13650.34961
4185.91016000003
64339.25
-
13650.34961
-4185.91016
64339.25
-
13650.34961
4185.91016
64339.25
-
13650.34961
-4185.91015999997
64339.25
-
13650.34961
2792.61011000002
64435.98047
-
13650.34961
-2792.61011
64435.98047
-
13650.34961
2792.61011
64435.98047
-
13650.34961
-2792.61010999997
64435.98047
-
13650.34961
1E-05
64513.42188
-
13650.34961
1396.91003000003
64494.05859
-
13650.34961
-1396.91003
64494.05859
-
13650.34961
1396.91003
64494.05859
-
13650.34961
-1396.91002999997
64494.05859
-
13650.34961
-11673.51953
60423.55078
-
13650.34961
11673.51953
60423.55078
-
13650.34961
-11256.7998
61423.55078
-
13650.34961
11256.7998
61423.55078
-
13650.34961
-10840.08008
62423.55078
-
13650.34961
10840.08008
62423.55078
-
13650.34961
-10423.37012
63423.55078
-
13650.34961
10423.37012
63423.55078
-
13650.34961
1.00000324892E-05
64513.42188
-
-13649.65039
9383.44043000003
63632.01172
-
-13649.65039
-9383.44043
63632.01172
-
-13649.65039
9383.44043
63632.01172
-
-13649.65039
-9383.44042999997
63632.01172
-
-13649.65039
8339.34961000003
63818.55078
-
-13649.65039
-8339.34961
63818.55078
-
-13649.65039
8339.34961
63818.55078
-
-13649.65039
-8339.34960999998
63818.55078
-
-13649.65039
6960.47021000003
64030.35938
-
-13649.65039
-6960.47021
64030.35938
-
-13649.65039
6960.47021
64030.35938
-
-13649.65039
-6960.47020999997
64030.35938
-
-13649.65039
5575.58984000003
64204
-
-13649.65039
-5575.58984
64204
-
-13649.65039
5575.58984
64204
-
-13649.65039
-5575.58983999997
64204
-
-13649.65039
4185.91016000003
64339.25
-
-13649.65039
-4185.91016
64339.25
-
-13649.65039
4185.91016
64339.25
-
-13649.65039
-4185.91015999997
64339.25
-
-13649.65039
2792.61011000002
64435.98047
-
-13649.65039
-2792.61011
64435.98047
-
-13649.65039
2792.61011
64435.98047
-
-13649.65039
-2792.61010999997
64435.98047
-
-13649.65039
1E-05
64513.42188
-
-13649.65039
1396.91003000003
64494.05859
-
-13649.65039
-1396.91003
64494.05859
-
-13649.65039
1396.91003
64494.05859
-
-13649.65039
-1396.91002999997
64494.05859
-
-13649.65039
-11673.51953
60423.55078
-
-13649.65039
11673.51953
60423.55078
-
-13649.65039
-11256.7998
61423.55078
-
-13649.65039
11256.7998
61423.55078
-
-13649.65039
-10840.08008
62423.55078
-
-13649.65039
10840.08008
62423.55078
-
-13649.65039
-10423.37012
63423.55078
-
-13649.65039
10423.37012
63423.55078
-
-13649.65039
1.00000324892E-05
64513.42188
-
12600.34961
-9993.15039
62580.23828
-
12600.34961
9993.15039
62580.23828
-
12600.34961
-8898.7002
62795.98047
-
12600.34961
8898.7002
62795.98047
-
12600.34961
-7543.1499
63027.46094
-
12600.34961
7543.1499
63027.46094
-
12600.34961
-688.82001
63608.57031
-
12600.34961
688.82001
63608.57031
-
12600.34961
-6180.87012
63220.78125
-
12600.34961
6180.87012
63220.78125
-
12600.34961
-4813.08008
63375.71094
-
12600.34961
4813.08008
63375.71094
-
12600.34961
-3440.98999
63492.07031
-
12600.34961
3440.98999
63492.07031
-
12600.34961
-2065.83008
63569.71875
-
12600.34961
2065.83008
63569.71875
-
12600.34961
-10825.92969
60577.28125
-
12600.34961
10825.92969
60577.28125
-
12600.34961
-10409.54004
61578.76172
-
12600.34961
10409.54004
61578.76172
-
-12599.65039
-9993.15039
62580.23828
-
-12599.65039
9993.15039
62580.23828
-
-12599.65039
-8898.7002
62795.98047
-
-12599.65039
8898.7002
62795.98047
-
-12599.65039
-7543.1499
63027.46094
-
-12599.65039
7543.1499
63027.46094
-
-12599.65039
-688.82001
63608.57031
-
-12599.65039
688.82001
63608.57031
-
-12599.65039
-6180.87012
63220.78125
-
-12599.65039
6180.87012
63220.78125
-
-12599.65039
-4813.08008
63375.71094
-
-12599.65039
4813.08008
63375.71094
-
-12599.65039
-3440.98999
63492.07031
-
-12599.65039
3440.98999
63492.07031
-
-12599.65039
-2065.83008
63569.71875
-
-12599.65039
2065.83008
63569.71875
-
-12599.65039
-10825.92969
60577.28125
-
-12599.65039
10825.92969
60577.28125
-
-12599.65039
-10409.54004
61578.76172
-
-12599.65039
10409.54004
61578.76172
-
11550.34961
9721.25000000003
63635.71094
-
11550.34961
-9721.25
63635.71094
-
11550.34961
9721.25
63635.71094
-
11550.34961
-9721.24999999998
63635.71094
-
11550.34961
8345.78027000003
63867.91016
-
11550.34961
-8345.78027
63867.91016
-
11550.34961
8345.78027
63867.91016
-
11550.34961
-8345.78026999998
63867.91016
-
11550.34961
6966.99023000002
64090.55859
-
11550.34961
6966.99023
64090.55859
-
11550.34961
-6964.2002
64064.76172
-
11550.34961
-6964.20019999998
64064.76172
-
11550.34961
5577.50000000003
64226.07031
-
11550.34961
-5577.5
64226.07031
-
11550.34961
5577.5
64226.07031
-
11550.34961
-5577.49999999997
64226.07031
-
11550.34961
4186.72021000003
64351.69922
-
11550.34961
-4186.72021
64351.69922
-
11550.34961
4186.72021
64351.69922
-
11550.34961
-4186.72020999997
64351.69922
-
11550.34961
2792.85010000003
64441.51953
-
11550.34961
-2792.8501
64441.51953
-
11550.34961
2792.8501
64441.51953
-
11550.34961
-2792.85009999997
64441.51953
-
11550.34961
2.91038E-11
64513.42188
-
11550.34961
1396.93994000002
64495.44141
-
11550.34961
-1396.93994
64495.44141
-
11550.34961
1396.93994
64495.44141
-
11550.34961
-1396.93993999997
64495.44141
-
11550.34961
-12072.15039
60423.55078
-
11550.34961
12072.15039
60423.55078
-
11550.34961
-11655.42969
61423.55078
-
11550.34961
11655.42969
61423.55078
-
11550.34961
-11238.70996
62423.55078
-
11550.34961
11238.70996
62423.55078
-
11550.34961
-10822
63423.55078
-
11550.34961
10822
63423.55078
-
11550.34961
0
64513.42188
-
-11549.65039
9721.25000000003
63635.71094
-
-11549.65039
-9721.25
63635.71094
-
-11549.65039
9721.25
63635.71094
-
-11549.65039
-9721.24999999998
63635.71094
-
-11549.65039
8345.78027000003
63867.91016
-
-11549.65039
-8345.78027
63867.91016
-
-11549.65039
8345.78027
63867.91016
-
-11549.65039
-8345.78026999998
63867.91016
-
-11549.65039
6964.20020000004
64064.76172
-
-11549.65039
-6964.2002
64064.76172
-
-11549.65039
6964.2002
64064.76172
-
-11549.65039
-6964.20019999998
64064.76172
-
-11549.65039
5577.50000000003
64226.07031
-
-11549.65039
-5577.5
64226.07031
-
-11549.65039
5577.5
64226.07031
-
-11549.65039
-5577.49999999997
64226.07031
-
-11549.65039
4186.72021000003
64351.69922
-
-11549.65039
-4186.72021
64351.69922
-
-11549.65039
4186.72021
64351.69922
-
-11549.65039
-4186.72020999997
64351.69922
-
-11549.65039
2792.85010000003
64441.51953
-
-11549.65039
-2792.8501
64441.51953
-
-11549.65039
2792.8501
64441.51953
-
-11549.65039
-2792.85009999997
64441.51953
-
-11549.65039
2.91038E-11
64513.42188
-
-11549.65039
1396.93994000002
64495.44141
-
-11549.65039
-1396.93994
64495.44141
-
-11549.65039
1396.93994
64495.44141
-
-11549.65039
-1396.93993999997
64495.44141
-
-11549.65039
-12072.15039
60423.55078
-
-11549.65039
12072.15039
60423.55078
-
-11549.65039
-11655.42969
61423.55078
-
-11549.65039
11655.42969
61423.55078
-
-11549.65039
-11238.70996
62423.55078
-
-11549.65039
11238.70996
62423.55078
-
-11549.65039
-10822
63423.55078
-
-11549.65039
10822
63423.55078
-
-11549.65039
0
64513.42188
-
10500.34961
-8906.53027
62851.42969
-
10500.34961
8906.53027
62851.42969
-
10500.34961
-7547.8999
63067.30859
-
10500.34961
7547.8999
63067.30859
-
10500.34961
-688.82001
63608.89844
-
10500.34961
688.82001
63608.89844
-
10500.34961
-6183.47998
63247.53125
-
10500.34961
6183.47998
63247.53125
-
10500.34961
-4814.31006
63391.92969
-
10500.34961
4814.31006
63391.92969
-
10500.34961
-3441.43994
63500.35938
-
10500.34961
3441.43994
63500.35938
-
10500.34961
-2065.91992
63572.71094
-
10500.34961
2065.91992
63572.71094
-
10500.34961
-11190.2998
60577.28125
-
10500.34961
11190.2998
60577.28125
-
10500.34961
-10773.91016
61578.76172
-
10500.34961
10773.91016
61578.76172
-
10500.34961
-10357.51953
62580.23828
-
10500.34961
10357.51953
62580.23828
-
1050.34998
9741.01953000003
63765.5
-
1050.34998
-9741.01953
63765.5
-
1050.34998
9741.01953
63765.5
-
1050.34998
-9741.01952999998
63765.5
-
1050.34998
8358.25000000003
63963.62891
-
1050.34998
-8358.25
63963.62891
-
1050.34998
8358.25
63963.62891
-
1050.34998
-8358.24999999997
63963.62891
-
1050.34998
6971.41992000003
64131.44141
-
1050.34998
-6971.41992
64131.44141
-
1050.34998
6971.41992
64131.44141
-
1050.34998
-6971.41991999997
64131.44141
-
1050.34998
5581.20996000002
64268.85938
-
1050.34998
-5581.20996
64268.85938
-
1050.34998
5581.20996
64268.85938
-
1050.34998
-5581.20995999996
64268.85938
-
1050.34998
4188.27979000003
64375.82031
-
1050.34998
-4188.27979
64375.82031
-
1050.34998
4188.27979
64375.82031
-
1050.34998
-4188.27978999997
64375.82031
-
1050.34998
2793.32007000003
64452.25
-
1050.34998
-2793.32007
64452.25
-
1050.34998
2793.32007
64452.25
-
1050.34998
-2793.32006999997
64452.25
-
1050.34998
1E-05
64513.42188
-
1050.34998
1397.00000000003
64498.12891
-
1050.34998
-1397
64498.12891
-
1050.34998
1397
64498.12891
-
1050.34998
-1396.99999999997
64498.12891
-
1050.34998
-13058.44043
60423.55078
-
1050.34998
13058.44043
60423.55078
-
1050.34998
-12641.71973
61423.55078
-
1050.34998
12641.71973
61423.55078
-
1050.34998
-12225
62423.55078
-
1050.34998
12225
62423.55078
-
1050.34998
-11808.29004
63423.55078
-
1050.34998
11808.29004
63423.55078
-
1050.34998
-10775.09961
63597.23828
-
1050.34998
10775.09961
63597.23828
-
1050.34998
1.00000324892E-05
64513.42188
-
-10499.65039
-8906.53027
62851.42969
-
-10499.65039
8906.53027
62851.42969
-
-10499.65039
-7547.8999
63067.30859
-
-10499.65039
7547.8999
63067.30859
-
-10499.65039
-688.82001
63608.89844
-
-10499.65039
688.82001
63608.89844
-
-10499.65039
-6183.47998
63247.53125
-
-10499.65039
6183.47998
63247.53125
-
-10499.65039
-4814.31006
63391.92969
-
-10499.65039
4814.31006
63391.92969
-
-10499.65039
-3441.43994
63500.35938
-
-10499.65039
3441.43994
63500.35938
-
-10499.65039
-2065.91992
63572.71094
-
-10499.65039
2065.91992
63572.71094
-
-10499.65039
-11190.2998
60577.28125
-
-10499.65039
11190.2998
60577.28125
-
-10499.65039
-10773.91016
61578.76172
-
-10499.65039
10773.91016
61578.76172
-
-10499.65039
-10357.51953
62580.23828
-
-10499.65039
10357.51953
62580.23828
-
-1049.65002
9741.01953000003
63765.5
-
-1049.65002
-9741.01953
63765.5
-
-1049.65002
9741.01953
63765.5
-
-1049.65002
-9741.01952999998
63765.5
-
-1049.65002
8358.25000000003
63963.62891
-
-1049.65002
-8358.25
63963.62891
-
-1049.65002
8358.25
63963.62891
-
-1049.65002
-8358.24999999997
63963.62891
-
-1049.65002
6971.41992000003
64131.44141
-
-1049.65002
-6971.41992
64131.44141
-
-1049.65002
6971.41992
64131.44141
-
-1049.65002
-6971.41991999997
64131.44141
-
-1049.65002
5581.20996000002
64268.85938
-
-1049.65002
-5581.20996
64268.85938
-
-1049.65002
5581.20996
64268.85938
-
-1049.65002
-5581.20995999996
64268.85938
-
-1049.65002
4188.27979000003
64375.82031
-
-1049.65002
-4188.27979
64375.82031
-
-1049.65002
4188.27979
64375.82031
-
-1049.65002
-4188.27978999997
64375.82031
-
-1049.65002
2793.32007000003
64452.25
-
-1049.65002
-2793.32007
64452.25
-
-1049.65002
2793.32007
64452.25
-
-1049.65002
-2793.32006999997
64452.25
-
-1049.65002
1E-05
64513.42188
-
-1049.65002
1397.00000000003
64498.12891
-
-1049.65002
-1397
64498.12891
-
-1049.65002
1397
64498.12891
-
-1049.65002
-1396.99999999997
64498.12891
-
-1049.65002
-13058.44043
60423.55078
-
-1049.65002
13058.44043
60423.55078
-
-1049.65002
-12641.71973
61423.55078
-
-1049.65002
12641.71973
61423.55078
-
-1049.65002
-12225
62423.55078
-
-1049.65002
12225
62423.55078
-
-1049.65002
-11808.29004
63423.55078
-
-1049.65002
11808.29004
63423.55078
-
-1049.65002
-10775.09961
63597.23828
-
-1049.65002
10775.09961
63597.23828
-
-1049.65002
1.00000324892E-05
64513.42188
-
0.35
-8920.95996
62953.57813
-
0.35
8920.95996
62953.57813
-
0.35
-7556.66016
63140.71094
-
0.35
7556.66016
63140.71094
-
0.35
-688.83002
63609.51172
-
0.35
688.83002
63609.51172
-
0.35
-6188.27979
63296.82031
-
0.35
6188.27979
63296.82031
-
0.35
-4816.56982
63421.82031
-
0.35
4816.56982
63421.82031
-
0.35
-3442.27002
63515.64063
-
0.35
3442.27002
63515.64063
-
0.35
-2066.1001
63578.21094
-
0.35
2066.1001
63578.21094
-
0.35
-12011.13965
60577.28125
-
0.35
12011.13965
60577.28125
-
0.35
-11594.74023
61578.76172
-
0.35
11594.74023
61578.76172
-
0.35
-11178.34961
62580.23828
-
0.35
11178.34961
62580.23828
-
0.35
-10035.07031
62777.26172
-
0.35
10035.07031
62777.26172
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
- e316cd4d-fb47-4eaf-a897-c0643c92cf7d
- Number Slider
- false
- 0
-
342
432
169
20
-
342.6066
432.9064
- 3
- 1
- 1
- 1
- 0
- 0
- 1
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 14ba08c3-3793-4bae-b5e7-5b666218d507
- Panel
- false
- 0
- 4d057bbf-8bd9-4d90-8d71-e6efad0660f8
- 1
- Double click to edit panel content…
-
482
-40
160
173
- 0
- 0
- 0
-
482.8301
-39.7665
-
255;255;255;255
- true
- true
- true
- false
- false
- true
- 0148a65d-6f42-414a-9db7-9a9b2eb78437
- Brep Edges
- Extract the edge curves of a brep.
- 38cf97c3-34ba-4c2d-be42-f12c6df3e967
- Brep Edges
- Edges
-
175
20
74
64
-
206
52
- Base Brep
- de9559fe-2bf5-412a-8e25-51d0af2ac6ed
- Brep
- B
- false
- c98b28ec-7f50-4acc-bcfa-a400411f78ac
- 1
-
177
22
14
60
-
185.5
52
- 1
- Naked edge curves
- 36f0d39d-4303-415e-b3bb-33b687f6a70d
- Naked
- En
- false
- 0
-
221
22
26
20
-
234
32
- 1
- Interior edge curves
- 4aad702a-1c74-4724-99c8-bab2bee3025f
- Interior
- Ei
- false
- 0
-
221
42
26
20
-
234
52
- 1
- Non-Manifold edge curves
- 945a3c6e-11c8-4a88-a2e5-434cc2512907
- Non-Manifold
- Em
- false
- 0
-
221
62
26
20
-
234
72
- d5967b9f-e8ee-436b-a8ad-29fdcecf32d5
- Curve
- Contains a collection of generic curves
- 556a52f2-5b5b-49ef-80d9-45da8ef03533
- Curve
- Crv
- false
- 36f0d39d-4303-415e-b3bb-33b687f6a70d
- 1
-
289
20
50
24
-
314
32
- deaf8653-5528-4286-807c-3de8b8dad781
- Surface
- Contains a collection of generic surfaces
- b94b37fc-64fd-4f5b-bebb-879d6f5db7f4
- Surface
- Srf
- false
- 0
-
1090
664
50
24
-
1115.887
676.9146
- 1
- 5
- {0;0}
-
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
- 00000000-0000-0000-0000-000000000000
-
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
- 00000000-0000-0000-0000-000000000000
-
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
- 00000000-0000-0000-0000-000000000000
-
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
- 00000000-0000-0000-0000-000000000000
-
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
- 00000000-0000-0000-0000-000000000000
- deaf8653-5528-4286-807c-3de8b8dad781
- Surface
- Contains a collection of generic surfaces
- cf5d3add-c9be-493b-bea7-33e3c184017f
- Surface
- Srf
- false
- 0
-
1091
809
50
24
-
1116.307
821.7072
- 1
- 1
- {0;0}
-
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
- 00000000-0000-0000-0000-000000000000
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 44c6d27b-b338-46e9-a1d0-e06e0e63244e
- Panel
- Merged Surfaces
- false
- 0
- cf5d3add-c9be-493b-bea7-33e3c184017f
- 1
- Double click to edit panel content…
-
1224
791
134
63
- 0
- 0
- 0
-
1224.889
791.7546
-
255;255;255;255
- true
- true
- true
- false
- false
- true
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 92bd9042-fe6c-4aad-a42c-09914452ae07
- Panel
- false
- 0
- b94b37fc-64fd-4f5b-bebb-879d6f5db7f4
- 1
- Double click to edit panel content…
-
1196
622
160
111
- 0
- 0
- 0
-
1196.768
622.0521
-
255;255;255;255
- true
- true
- true
- false
- false
- true
- d5967b9f-e8ee-436b-a8ad-29fdcecf32d5
- Curve
- Contains a collection of generic curves
- ff1ee52f-4dd5-4b30-a564-903f4c759d53
- Curve
- Crv
- false
- 0
-
561
628
50
24
-
586.792
640.8494
- 1
- 6
- {0}
- -1
-
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
- 00000000-0000-0000-0000-000000000000
- -1
-
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
- 00000000-0000-0000-0000-000000000000
- -1
-
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
- 00000000-0000-0000-0000-000000000000
- -1
-
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
- 00000000-0000-0000-0000-000000000000
- -1
-
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
- 00000000-0000-0000-0000-000000000000
- -1
-
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
- 00000000-0000-0000-0000-000000000000
- a7a41d0a-2188-4f7a-82cc-1a2c4e4ec850
- Loft
- Create a lofted surface through a set of section curves.
- 51e0c93b-45fc-46f3-a8aa-64615c8286d5
- Loft
- Loft
-
655
628
65
44
-
687
650
- 1
- Section curves
- bfa62ef6-1cfa-4a8b-94c1-c8f105457675
- Curves
- C
- false
- ff1ee52f-4dd5-4b30-a564-903f4c759d53
- 1
-
657
630
15
20
-
666
640
- Loft options
- 89d50f0f-8a01-4ef0-b802-d83a98c27044
- Options
- O
- false
- 4dd11f92-317a-4990-84f4-6d9605924d8b
- 1
-
657
650
15
20
-
666
660
- 1
- 1
- {0}
- false
- false
- 0
- 0
- 0
- 10
- 0.01
- Resulting Loft surfaces
- 32c0b32d-01d2-4d1f-a14c-d000c8e60ab5
- Loft
- L
- false
- 0
-
702
630
16
40
-
710
650
- 45f19d16-1c9f-4b0f-a9a6-45a77f3d206c
- Loft Options
- Create loft options from atomic inputs
- ce2c8291-9105-40b7-b96c-7cfd1ee54906
- Loft Options
- Loft Opt
-
558
687
80
104
-
603
739
- Closed loft
- 5384d90f-05e0-4d44-a99f-67c3f0775dd8
- Closed
- Cls
- false
- 0
-
560
689
28
20
-
575.5
699
- 1
- 1
- {0}
- false
- Adjust seams
- 69217966-5631-4c76-a56a-0621353f815d
- Adjust
- Adj
- false
- 0
-
560
709
28
20
-
575.5
719
- 1
- 1
- {0}
- false
- Rebuild count (zero = no rebuild)
- fa8a8e3a-e509-4da3-aafe-4f5937a15204
- Rebuild
- Rbd
- false
- 0
-
560
729
28
20
-
575.5
739
- 1
- 1
- {0}
- 0
- Refit tolerance (zero = no refit)
- 44ef5342-f4d6-4716-bb94-4fcb7bf9b6a6
- Refit
- Rft
- false
- 0
-
560
749
28
20
-
575.5
759
- 1
- 1
- {0}
- 0
- Loft type (0=Normal, 1=Loose, 2=Tight, 3=Straight, 5=Uniform)
- a5a35c49-2b8c-4c70-9677-d9e3592ec062
- Type
- T
- false
- 9ef5eb9e-3df8-4bfe-8c4a-ea576d3eb1fb
- 1
-
560
769
28
20
-
575.5
779
- 1
- 1
- {0}
- 0
- Loft options
- 4dd11f92-317a-4990-84f4-6d9605924d8b
- Options
- O
- false
- 0
-
618
689
18
100
-
627
739
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
- 9ef5eb9e-3df8-4bfe-8c4a-ea576d3eb1fb
- Number Slider
- false
- 0
-
555
807
162
20
-
555.1539
807.8664
- 3
- 1
- 1
- 5
- 0
- 0
- 2
- deaf8653-5528-4286-807c-3de8b8dad781
- Surface
- Contains a collection of generic surfaces
- a5c8ca39-3197-4440-bd3e-6de4884087af
- Surface
- Srf
- false
- 32c0b32d-01d2-4d1f-a14c-d000c8e60ab5
- 1
-
755
638
50
24
-
780.2483
650.476
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- b4aa5082-4bdf-4767-a67a-fa410bac3fcd
- Panel
- false
- 0
- a5c8ca39-3197-4440-bd3e-6de4884087af
- 1
- Double click to edit panel content…
-
834
623
160
59
- 0
- 0
- 0
-
834.5984
623.7111
-
255;255;255;255
- true
- true
- true
- false
- false
- true
- 919e146f-30ae-4aae-be34-4d72f555e7da
- Brep
- Contains a collection of Breps (Boundary REPresentations)
- 084d1c72-0b00-4ea9-bed1-a9a00ee8a9e6
- Brep
- Brep
- false
- 32c0b32d-01d2-4d1f-a14c-d000c8e60ab5
- 1
-
762
748
50
24
-
787.9182
760.186
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 99bd6dde-7390-4c13-bee0-ecd98f031dc7
- Panel
- false
- 0
- 084d1c72-0b00-4ea9-bed1-a9a00ee8a9e6
- 1
- Double click to edit panel content…
-
833
734
160
52
- 0
- 0
- 0
-
833.5984
734.6488
-
255;255;255;255
- true
- true
- true
- false
- false
- true
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
80;162;162;168
- A group of Grasshopper objects
- ff1ee52f-4dd5-4b30-a564-903f4c759d53
- 51e0c93b-45fc-46f3-a8aa-64615c8286d5
- ce2c8291-9105-40b7-b96c-7cfd1ee54906
- 9ef5eb9e-3df8-4bfe-8c4a-ea576d3eb1fb
- a5c8ca39-3197-4440-bd3e-6de4884087af
- b4aa5082-4bdf-4767-a67a-fa410bac3fcd
- 084d1c72-0b00-4ea9-bed1-a9a00ee8a9e6
- 99bd6dde-7390-4c13-bee0-ecd98f031dc7
- 8
- a01be134-d158-4a43-87f6-391817edfb18
- Group
- investigate this
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- a9199f90-8e40-4a82-9dc9-2286d4cb754b
- Panel
- false
- 1
- 761a7ab1-22e1-41eb-ad24-7f8fb9827a31
- 1
- Double click to edit panel content…
-
319
682
160
96
- 0
- 0
- 0
-
319.7391
682.2317
-
255;255;255;255
- true
- true
- true
- false
- false
- true
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 2a4d594f-3b01-4bf6-ae2f-f946c0895b3c
- Panel
- false
- 0
- 69b40f35-4c3f-499f-8044-462a04d00a60
- 1
- Double click to edit panel content…
-
320
617
160
51
- 0
- 0
- 0
-
320.4041
617.2377
-
255;255;255;255
- true
- true
- true
- false
- false
- true
- 8d372bdc-9800-45e9-8a26-6e33c5253e21
- Deconstruct Brep
- Deconstruct a brep into its constituent parts.
- 5cf42bbc-151b-4b8b-8e97-ec81fffdd451
- Deconstruct Brep
- DeBrep
-
231
698
65
64
-
262
730
- Base Brep
- a08054d4-ba26-454f-84c5-bb34a15661f3
- Brep
- B
- false
- 69b40f35-4c3f-499f-8044-462a04d00a60
- 1
-
233
700
14
60
-
241.5
730
- 1
- Faces of Brep
- 761a7ab1-22e1-41eb-ad24-7f8fb9827a31
- Faces
- F
- false
- 0
-
277
700
17
20
-
285.5
710
- 1
- Edges of Brep
- 96c21175-889f-476b-8bf0-0a81ef6fadb9
- Edges
- E
- false
- 0
-
277
720
17
20
-
285.5
730
- 1
- Vertices of Brep
- d53cd149-d2cb-418e-942d-4a6974a34a28
- Vertices
- V
- false
- 0
-
277
740
17
20
-
285.5
750
- 919e146f-30ae-4aae-be34-4d72f555e7da
- Brep
- Contains a collection of Breps (Boundary REPresentations)
- ecacded7-ec19-4e85-aac1-bb8a152a6c45
- Brep
- Brep
- false
- 0
-
160
846
50
24
-
185.8892
858.8256
- 1
- 1
- {0}
-
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
- 00000000-0000-0000-0000-000000000000
- ac2bc2cb-70fb-4dd5-9c78-7e1ea97fe278
- Geometry
- Contains a collection of generic geometry
- 69b40f35-4c3f-499f-8044-462a04d00a60
- Geometry
- Geo
- false
- 0
-
159
630
50
24
-
184.5522
642.0553
- 1
- 1
- {0}
-
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
- 00000000-0000-0000-0000-000000000000
- Grasshopper.Kernel.Types.GH_Brep
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- ec715324-f059-4ea8-b774-b939ec18c3de
- Panel
- false
- 1
- 4ac7d388-0b83-4232-92b2-ba9dae9900c6
- 1
- Double click to edit panel content…
-
328
896
160
96
- 0
- 0
- 0
-
328.8222
896.5258
-
255;255;255;255
- true
- true
- true
- false
- false
- true
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 348fd7a1-cf0f-4c09-a73e-6c76183cbad6
- Panel
- false
- 0
- ecacded7-ec19-4e85-aac1-bb8a152a6c45
- 1
- Double click to edit panel content…
-
329
833
160
51
- 0
- 0
- 0
-
329.4872
833.8847
-
255;255;255;255
- true
- true
- true
- false
- false
- true
- 8d372bdc-9800-45e9-8a26-6e33c5253e21
- Deconstruct Brep
- Deconstruct a brep into its constituent parts.
- 5ad52e8d-50ef-4094-8876-2a4e92b81df6
- Deconstruct Brep
- DeBrep
-
239
913
65
64
-
270
945
- Base Brep
- 433218ef-033f-4476-a503-447f27f12dcf
- Brep
- B
- false
- ecacded7-ec19-4e85-aac1-bb8a152a6c45
- 1
-
241
915
14
60
-
249.5
945
- 1
- Faces of Brep
- 4ac7d388-0b83-4232-92b2-ba9dae9900c6
- Faces
- F
- false
- 0
-
285
915
17
20
-
293.5
925
- 1
- Edges of Brep
- 3246c884-102c-4753-a9dd-f234e93c5322
- Edges
- E
- false
- 0
-
285
935
17
20
-
293.5
945
- 1
- Vertices of Brep
- 081169f1-a447-41fc-b9a3-9d93d92b6331
- Vertices
- V
- false
- 0
-
285
955
17
20
-
293.5
965
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
0;162;162;168
- A group of Grasshopper objects
- cf5d3add-c9be-493b-bea7-33e3c184017f
- 1
- 9d594efa-4449-4377-acd3-5426f62ec0d3
- Group
- MergedSurfaces
- 5106bafc-d5d4-4983-83e7-7be3ed07f502
- Divide Surface
- Generate a grid of {uv} points on a surface.
- b3ea409f-cefd-48dd-a47d-8ed391fd91c9
- Divide Surface
- SDivide
-
1284
864
71
64
-
1316
896
- Surface to divide
- 440c99b2-a130-47e7-8cc0-472b5bbb2e2d
- Surface
- S
- false
- cf5d3add-c9be-493b-bea7-33e3c184017f
- 1
-
1286
866
15
20
-
1295
876
- Number of segments in {u} direction
- 3bb0fc45-5dc5-431a-b824-67156e10bd2d
- U Count
- U
- false
- 0
-
1286
886
15
20
-
1295
896
- 1
- 1
- {0}
- 10
- Number of segments in {v} direction
- 31ef4fb6-003e-4c95-b77a-e4108f289771
- V Count
- V
- false
- bb0e8771-6cd1-4fa6-aa5d-6728e28e20fa
- 1
-
1286
906
15
20
-
1295
916
- 1
- 1
- {0}
- 10
- 2
- Division points
- e4a97ee7-219e-422e-8f0b-c79074dae69e
- Points
- P
- false
- 0
-
1331
866
22
20
-
1342
876
- 2
- Normal vectors at division points
- 8a00d90a-025f-484a-a4d8-71c3d97a1afb
- Normals
- N
- false
- 0
-
1331
886
22
20
-
1342
896
- 2
- Parameter coordinates at division points
- true
- bc896056-97e7-4944-8ba2-2109fa07b9f3
- Parameters
- uv
- false
- 0
-
1331
906
22
20
-
1342
916
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
- bb0e8771-6cd1-4fa6-aa5d-6728e28e20fa
- Number Slider
- false
- 0
-
1088
907
174
20
-
1088.152
907.5294
- 3
- 1
- 1
- 100
- 0
- 0
- 100
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
80;162;162;168
- A group of Grasshopper objects
- a9199f90-8e40-4a82-9dc9-2286d4cb754b
- 2a4d594f-3b01-4bf6-ae2f-f946c0895b3c
- 5cf42bbc-151b-4b8b-8e97-ec81fffdd451
- 69b40f35-4c3f-499f-8044-462a04d00a60
- 4
- 46bf61b7-a432-4062-b8ee-5d75392cf489
- Group
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
80;162;162;168
- A group of Grasshopper objects
- ecacded7-ec19-4e85-aac1-bb8a152a6c45
- ec715324-f059-4ea8-b774-b939ec18c3de
- 348fd7a1-cf0f-4c09-a73e-6c76183cbad6
- 5ad52e8d-50ef-4094-8876-2a4e92b81df6
- 4
- dcf1718d-d47b-43c6-a219-8fbc84ff2b9f
- Group
-
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