0 2 1 0 9 14 623cbce8-0993-40d6-8fd8-fffec10508a2 100;150;0;0 100;0;150;0 Shaded 1 2012_12_17-archspi.ghx 634913383094523691 0 -29 11 1 0 0 14 a435f5c8-28a2-43e8-a52a-0b6e73c2e300 Point Polar Point Polar Pt Create a point from polar {phi,theta,offset} coordinates. 62be4a4c-2339-4ce8-a4a7-a5f7f088922c true 710 88 675 46 72 84 Base plane P Plane defining polar coordinate space 39844e5f-3d49-4651-bbbe-c3ca52607067 false 0 687.5 58 677 48 18 20 1 {0} 1 0 0 0 1 0 0 0 1 0 XY angle xy Angle in radians for P(x,y) rotation a7b3ace1-5188-4648-a9b9-22bb6853d344 false 1 d4779a08-140b-4d50-a0de-d2267862f410 687.5 78 677 68 18 20 1 {0} 1 0 Z angle z Angle in radians for P(z) rotation 4376ad99-2784-4afe-b6dc-870a2bdbfbc1 false 0 687.5 98 677 88 18 20 1 {0} 1 0 Offset d Offset distance for point 8e7235f0-c30c-4e64-8b13-c5959ea0a01b false 1 63d03816-07c7-4a2f-9b84-f03481e30228 687.5 118 677 108 18 20 1 {0} 1 1 Point Pt Polar point coordinate bd6f9714-920c-4c0c-8a03-a3469c32a857 false 0 735 88 725 48 20 80 9445ca40-cc73-4861-a455-146308676855 Range Range Range Create a range of numbers. 69b5ecb8-f110-4650-91c4-e9a390a8850b 339 95 307 66 66 58 Domain D Domain of numeric range 30d507c5-90f9-4890-8649-47d5e2dc6e1d false 1 748f8115-3a99-4521-bfc5-057d25d7c4bc 318 81.5 309 68 15 27 1 {0} 1 0 1 Steps N Number of steps a57b1574-1feb-4421-b439-a5d0c7137418 false 1 4929a14e-c0d2-4d03-b08d-af90ae42dbb1 318 108.5 309 95 15 27 1 {0} 1 10 Range R Range of numbers 63d03816-07c7-4a2f-9b84-f03481e30228 1 false 0 362.5 95 354 68 17 54 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider angle Numeric slider for single values 3c311b58-b52f-40cb-a1d7-541030b4e2e6 false 0 46.91 74.24249 46 74 160 20 360 0 360 1 0 1 d1a28e95-cf96-4936-bf34-8bf142d731bf Domain Domain Dom Create a numeric domain from two numeric extremes. eab2b269-4332-489d-8bb8-b3b480ae82aa 260 74 229 51 62 46 Domain start A Start value of numeric domain 3d937c72-1cb7-4505-be2b-ea65876d7a15 false 0 239.5 63.5 231 53 14 21 1 {0} 1 0 Domain end B End value of numeric domain 0b1eed93-8a4e-4d5d-827b-f0a6472b7c5d false 1 3c311b58-b52f-40cb-a1d7-541030b4e2e6 239.5 84.5 231 74 14 21 Domain I Numeric domain between {A} and {B} 748f8115-3a99-4521-bfc5-057d25d7c4bc false 0 282 74 275 53 14 42 a4cd2751-414d-42ec-8916-476ebf62d7fe Radians Radians Rad Convert an angle specified in degrees to radians a7bc6e70-569f-4c98-8650-2128c4f5128d 512 64 480 43 66 41 Degrees D Angle in degrees c2a1ca0b-06ee-493a-8a6e-22fcf7ed51d3 false 1 15acbe6a-22fa-4778-b577-31f616f61575 491 63.5 482 45 15 37 Radians R Angle in radians 457c027b-4b3e-404a-82df-936e81f063e7 false 0 535.5 63.5 527 45 17 37 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider number Numeric slider for single values 4929a14e-c0d2-4d03-b08d-af90ae42dbb1 false 0 36.93324 100.7425 36 100 170 20 100 1 100 0 0 1 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider constant a Numeric slider for single values dda090dd-462d-4499-9956-ee60da974cbc false 0 36.78478 127.2425 36 127 184 20 true -4.4 -10 10 1 0 1 b8963bb1-aa57-476e-a20e-ed6cf635a49c Multiplication Multiplication A×B Mathematical multiplication 583e06dc-87bb-447a-b36c-4d20e71804da 427 144 396 122 65 44 A A First item for multiplication 91bd4e80-2f06-45f4-be32-42765479dd57 false 1 dda090dd-462d-4499-9956-ee60da974cbc 406.5 134 398 124 14 20 B B Second item for multiplication a5df4de4-3d61-4a03-ac52-12b4d1e096d0 false 1 63d03816-07c7-4a2f-9b84-f03481e30228 406.5 154 398 144 14 20 Result R The result of the Multiplication 15acbe6a-22fa-4778-b577-31f616f61575 false 0 450.5 144 442 124 17 40 9c85271f-89fa-4e9f-9f4a-d75802120ccc Division Division A/B Mathematical division 6909088a-70f9-4100-900d-d2a7be95779e 514 191 483 169 65 44 A A Item to divide (dividend) 07b91742-876d-4509-8e07-0a272085892f false 1 93c7738c-6433-4a1e-b41d-3c1bbfaec667 493.5 181 485 171 14 20 B B Item to divide with (divisor) a8c82e83-8440-4768-88b0-8d1a3e18f09a false 1 49a387b9-b6db-404e-bd70-73eba5de0322 493.5 201 485 191 14 20 Result R The result of the Division cd5aa266-7b4c-4d3a-bf81-d1b53f6910be false 0 537.5 191 529 171 17 40 2e3ab970-8545-46bb-836c-1c11e5610bce Integer Integer 1 Represents a collection of Integer numbers 93c7738c-6433-4a1e-b41d-3c1bbfaec667 false 0 436 179 411 169 50 20 1 {0} 1 1 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider constant n Numeric slider for single values 49a387b9-b6db-404e-bd70-73eba5de0322 false 0 36.95 156.2425 36 156 184 20 1 -3 3 0 0 1 78fed580-851b-46fe-af2f-6519a9d378e0 Power Power Pow Raise a value to a power. 0c4b72bb-f3a5-4c6c-a070-5ed1e5f4c050 597 163 566 141 65 44 A A The item to be raised 696b1a8f-91ec-4fcf-b185-656fc6da1fa0 false 1 457c027b-4b3e-404a-82df-936e81f063e7 576.5 153 568 143 14 20 B B The exponent 8d3a1976-9b40-4323-a899-118f21ed4f82 false 1 cd5aa266-7b4c-4d3a-bf81-d1b53f6910be 576.5 173 568 163 14 20 Result R A raised to the B power d4779a08-140b-4d50-a0de-d2267862f410 false 0 620.5 163 612 143 17 40 fbac3e32-f100-4292-8692-77240a42fd1a Point Point Pt Represents a collection of 3D Points afe503bf-346a-4f64-a0a2-541ca059d6d6 false 1 bd6f9714-920c-4c0c-8a03-a3469c32a857 790.2 88.2 765 78 50 20 2b2a4145-3dff-41d4-a8de-1ea9d29eef33 Interpolate Interpolate IntCrv Create an interpolated curve through a set of points. f8e2d1b1-363d-49e6-9e0d-0ab41240dd8d 864 117 832 75 67 84 Vertices V Interpolation points 9d48b6df-bcc7-4c5a-85fc-e27fdd68da9f 1 false 1 afe503bf-346a-4f64-a0a2-541ca059d6d6 843 87 834 77 15 20 Degree D Curve degree 655fbda5-5f03-4f4a-85a6-20c6ad61b08e false 0 843 107 834 97 15 20 1 {0} 1 3 Periodic P Periodic curve 79a17a94-f148-4921-b4b7-898122d28a3c false 0 843 127 834 117 15 20 1 {0} 1 false KnotStyle K Knot spacing (0=uniform, 1=chord, 2=sqrtchord) 1b839d64-5059-4b49-9989-faf3490b111a false 0 843 147 834 137 15 20 1 {0} 1 1 Curve C Resulting nurbs curve 72a236cb-acf9-46d6-9539-664e4a199bf6 false 0 888 90.33334 879 77 18 26 Length L Curve length e078081d-1c9f-479e-9dee-30f491badacd false 0 888 117 879 103 18 27 Domain D Curve domain 4069fa19-b773-4b09-ae26-310f7e5ce352 false 0 888 143.6667 879 130 18 27