From 294766e151acd368a0d1767cadebde6c21009607 Mon Sep 17 00:00:00 2001 From: 0000OOOO0000 <63518686+0000OOOO0000@users.noreply.github.com> Date: Fri, 13 May 2022 18:58:35 +0300 Subject: [PATCH] =?UTF-8?q?XHG..=E2=A0=80=E2=A0=80=E2=A0=80=E2=A0=80?= =?UTF-8?q?=E2=B5=99=E1=97=B1=E1=97=B4=E2=B5=99=E1=B4=A5=E2=B5=99=E1=97=B1?= =?UTF-8?q?=E1=97=B4=E2=B5=99=EC=98=B7=E2=B5=99=DF=A6=E2=B5=99=E1=94=93?= =?UTF-8?q?=E1=94=95=E2=B5=99=E2=97=AF=E2=B5=99=E2=9C=A4=E2=B5=99=E1=B4=A5?= =?UTF-8?q?=E2=B5=99=E1=97=A9=E2=B5=99=EC=98=B7=E2=B5=99=E1=91=90=E1=91=95?= =?UTF-8?q?=E2=B5=99=E2=97=AF=E2=B5=99=E4=BA=BA=E2=B5=99=E1=91=90=E1=91=95?= =?UTF-8?q?=E2=B5=99=D0=98N=E2=B5=99=E1=97=B1=E1=97=B4=E2=B5=99=E1=91=8E?= =?UTF-8?q?=E2=B5=99=C2=A4=E2=B5=99=E1=97=B1=E1=97=B4=E2=B5=99=E1=B4=A5?= =?UTF-8?q?=E2=B5=99=EA=97=B3=E2=B5=99=E2=97=AF=E2=B5=99=E1=B4=A5=E2=B5=99?= =?UTF-8?q?=E1=97=A9=E2=B5=99=E1=99=81=E2=B5=99=E1=97=A9=E2=B5=99=E1=91=90?= =?UTF-8?q?=E1=91=95=E2=B5=99=E1=94=93=E1=94=95=E2=B5=99=E2=A0=80=E2=A0=80?= =?UTF-8?q?=E2=A0=80=E2=A0=80=E2=97=AF=E2=A0=80=E2=A0=80=E2=A0=80=E2=A0=80?= =?UTF-8?q?=E2=B5=99=E2=A0=80=E2=A0=80=E2=A0=80=E2=A0=80=E2=97=AF=E2=A0=80?= =?UTF-8?q?=E2=A0=80=E2=A0=80=E2=A0=80=E2=B5=99=E1=94=93=E1=94=95=E2=B5=99?= =?UTF-8?q?=E1=91=90=E1=91=95=E2=B5=99=E1=97=A9=E2=B5=99=E1=99=81=E2=B5=99?= =?UTF-8?q?=E1=97=A9=E2=B5=99=E1=B4=A5=E2=B5=99=E2=97=AF=E2=B5=99=EA=97=B3?= =?UTF-8?q?=E2=B5=99=E1=B4=A5=E2=B5=99=E1=97=B1=E1=97=B4=E2=B5=99=C2=A4?= =?UTF-8?q?=E2=B5=99=E1=91=8E=E2=B5=99=E1=97=B1=E1=97=B4=E2=B5=99=D0=98N?= =?UTF-8?q?=E2=B5=99=E1=91=90=E1=91=95=E2=B5=99=E4=BA=BA=E2=B5=99=E2=97=AF?= =?UTF-8?q?=E2=B5=99=E1=91=90=E1=91=95=E2=B5=99=EC=98=B7=E2=B5=99=E1=97=A9?= =?UTF-8?q?=E2=B5=99=E1=B4=A5=E2=B5=99=E2=9C=A4=E2=B5=99=E2=97=AF=E2=B5=99?= =?UTF-8?q?=E1=94=93=E1=94=95=E2=B5=99=DF=A6=E2=B5=99=EC=98=B7=E2=B5=99?= =?UTF-8?q?=E1=97=B1=E1=97=B4=E2=B5=99=E1=B4=A5=E2=B5=99=E1=97=B1=E1=97=B4?= =?UTF-8?q?=E2=B5=99=E2=A0=80=E2=A0=80=E2=A0=80=E2=A0=80..GHX?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- .../◯ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ◯⚪◯ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ◯ⵙ◯ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ◯⚪◯ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ◯/XHG..⠀⠀⠀⠀ⵙᗱᗴⵙᴥⵙᗱᗴⵙ옷ⵙߦⵙᔓᔕⵙ◯ⵙ✤ⵙᴥⵙᗩⵙ옷ⵙᑐᑕⵙ◯ⵙ人ⵙᑐᑕⵙИNⵙᗱᗴⵙᑎⵙ¤ⵙᗱᗴⵙᴥⵙꗳⵙ◯ⵙᴥⵙᗩⵙᙁⵙᗩⵙᑐᑕⵙᔓᔕⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙᔓᔕⵙᑐᑕⵙᗩⵙᙁⵙᗩⵙᴥⵙ◯ⵙꗳⵙᴥⵙᗱᗴⵙ¤ⵙᑎⵙᗱᗴⵙИNⵙᑐᑕⵙ人ⵙ◯ⵙᑐᑕⵙ옷ⵙᗩⵙᴥⵙ✤ⵙ◯ⵙᔓᔕⵙߦⵙ옷ⵙᗱᗴⵙᴥⵙᗱᗴⵙ⠀⠀⠀⠀..GHX | 36578 ++++++++++------ 1 file changed, 23206 insertions(+), 13372 deletions(-) diff --git a/◯ᗩIᗝI⚭◯⚪◯⚭IᗝIᗩ◯ⵙ◯ᗩIᗝI⚭◯⚪◯⚭IᗝIᗩ◯/◯✤ᴥᗩ◯ⵙ◯ᗩᴥ✤◯/◯ᗱᗴᴥᗩᗯ✤⏀Ⓞᔓᔕ◯ⵙ◯ᔓᔕⓄ⏀✤ᗯᗩᴥᗱᗴ◯/◯ᗝⵈ◯ⵙ◯ⵈᗝ◯/◯ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ◯⚪◯ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ◯ⵙ◯ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ◯⚪◯ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ◯/◯ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ◯⚪◯ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ◯ⵙ◯ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ◯⚪◯ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ◯/XHG..⠀⠀⠀⠀ⵙᗱᗴⵙᴥⵙᗱᗴⵙ옷ⵙߦⵙᔓᔕⵙ◯ⵙ✤ⵙᴥⵙᗩⵙ옷ⵙᑐᑕⵙ◯ⵙ人ⵙᑐᑕⵙИNⵙᗱᗴⵙᑎⵙ¤ⵙᗱᗴⵙᴥⵙꗳⵙ◯ⵙᴥⵙᗩⵙᙁⵙᗩⵙᑐᑕⵙᔓᔕⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙᔓᔕⵙᑐᑕⵙᗩⵙᙁⵙᗩⵙᴥⵙ◯ⵙꗳⵙᴥⵙᗱᗴⵙ¤ⵙᑎⵙᗱᗴⵙИNⵙᑐᑕⵙ人ⵙ◯ⵙᑐᑕⵙ옷ⵙᗩⵙᴥⵙ✤ⵙ◯ⵙᔓᔕⵙߦⵙ옷ⵙᗱᗴⵙᴥⵙᗱᗴⵙ⠀⠀⠀⠀..GHX b/◯ᗩIᗝI⚭◯⚪◯⚭IᗝIᗩ◯ⵙ◯ᗩIᗝI⚭◯⚪◯⚭IᗝIᗩ◯/◯✤ᴥᗩ◯ⵙ◯ᗩᴥ✤◯/◯ᗱᗴᴥᗩᗯ✤⏀Ⓞᔓᔕ◯ⵙ◯ᔓᔕⓄ⏀✤ᗯᗩᴥᗱᗴ◯/◯ᗝⵈ◯ⵙ◯ⵈᗝ◯/◯ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ◯⚪◯ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ◯ⵙ◯ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ◯⚪◯ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ◯/◯ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ◯⚪◯ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ◯ⵙ◯ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ◯⚪◯ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ◯/XHG..⠀⠀⠀⠀ⵙᗱᗴⵙᴥⵙᗱᗴⵙ옷ⵙߦⵙᔓᔕⵙ◯ⵙ✤ⵙᴥⵙᗩⵙ옷ⵙᑐᑕⵙ◯ⵙ人ⵙᑐᑕⵙИNⵙᗱᗴⵙᑎⵙ¤ⵙᗱᗴⵙᴥⵙꗳⵙ◯ⵙᴥⵙᗩⵙᙁⵙᗩⵙᑐᑕⵙᔓᔕⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙᔓᔕⵙᑐᑕⵙᗩⵙᙁⵙᗩⵙᴥⵙ◯ⵙꗳⵙᴥⵙᗱᗴⵙ¤ⵙᑎⵙᗱᗴⵙИNⵙᑐᑕⵙ人ⵙ◯ⵙᑐᑕⵙ옷ⵙᗩⵙᴥⵙ✤ⵙ◯ⵙᔓᔕⵙߦⵙ옷ⵙᗱᗴⵙᴥⵙᗱᗴⵙ⠀⠀⠀⠀..GHX index f061872c..fd2888f0 100644 --- a/◯ᗩIᗝI⚭◯⚪◯⚭IᗝIᗩ◯ⵙ◯ᗩIᗝI⚭◯⚪◯⚭IᗝIᗩ◯/◯✤ᴥᗩ◯ⵙ◯ᗩᴥ✤◯/◯ᗱᗴᴥᗩᗯ✤⏀Ⓞᔓᔕ◯ⵙ◯ᔓᔕⓄ⏀✤ᗯᗩᴥᗱᗴ◯/◯ᗝⵈ◯ⵙ◯ⵈᗝ◯/◯ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ◯⚪◯ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ◯ⵙ◯ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ◯⚪◯ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ◯/◯ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ◯⚪◯ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ◯ⵙ◯ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ◯⚪◯ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ◯/XHG..⠀⠀⠀⠀ⵙᗱᗴⵙᴥⵙᗱᗴⵙ옷ⵙߦⵙᔓᔕⵙ◯ⵙ✤ⵙᴥⵙᗩⵙ옷ⵙᑐᑕⵙ◯ⵙ人ⵙᑐᑕⵙИNⵙᗱᗴⵙᑎⵙ¤ⵙᗱᗴⵙᴥⵙꗳⵙ◯ⵙᴥⵙᗩⵙᙁⵙᗩⵙᑐᑕⵙᔓᔕⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙᔓᔕⵙᑐᑕⵙᗩⵙᙁⵙᗩⵙᴥⵙ◯ⵙꗳⵙᴥⵙᗱᗴⵙ¤ⵙᑎⵙᗱᗴⵙИNⵙᑐᑕⵙ人ⵙ◯ⵙᑐᑕⵙ옷ⵙᗩⵙᴥⵙ✤ⵙ◯ⵙᔓᔕⵙߦⵙ옷ⵙᗱᗴⵙᴥⵙᗱᗴⵙ⠀⠀⠀⠀..GHX +++ b/◯ᗩIᗝI⚭◯⚪◯⚭IᗝIᗩ◯ⵙ◯ᗩIᗝI⚭◯⚪◯⚭IᗝIᗩ◯/◯✤ᴥᗩ◯ⵙ◯ᗩᴥ✤◯/◯ᗱᗴᴥᗩᗯ✤⏀Ⓞᔓᔕ◯ⵙ◯ᔓᔕⓄ⏀✤ᗯᗩᴥᗱᗴ◯/◯ᗝⵈ◯ⵙ◯ⵈᗝ◯/◯ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ◯⚪◯ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ◯ⵙ◯ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ◯⚪◯ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ◯/◯ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ◯⚪◯ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ◯ⵙ◯ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ◯⚪◯ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ◯/XHG..⠀⠀⠀⠀ⵙᗱᗴⵙᴥⵙᗱᗴⵙ옷ⵙߦⵙᔓᔕⵙ◯ⵙ✤ⵙᴥⵙᗩⵙ옷ⵙᑐᑕⵙ◯ⵙ人ⵙᑐᑕⵙИNⵙᗱᗴⵙᑎⵙ¤ⵙᗱᗴⵙᴥⵙꗳⵙ◯ⵙᴥⵙᗩⵙᙁⵙᗩⵙᑐᑕⵙᔓᔕⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙᔓᔕⵙᑐᑕⵙᗩⵙᙁⵙᗩⵙᴥⵙ◯ⵙꗳⵙᴥⵙᗱᗴⵙ¤ⵙᑎⵙᗱᗴⵙИNⵙᑐᑕⵙ人ⵙ◯ⵙᑐᑕⵙ옷ⵙᗩⵙᴥⵙ✤ⵙ◯ⵙᔓᔕⵙߦⵙ옷ⵙᗱᗴⵙᴥⵙᗱᗴⵙ⠀⠀⠀⠀..GHX @@ -48,10 +48,10 @@ - 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21863 - 1653 + 22254 + 1479 @@ -23726,14 +23718,14 @@ - 21840 - 1633 + 22231 + 1459 11 20 - 21845.5 - 1643 + 22236.5 + 1469 @@ -23752,14 +23744,14 @@ - 21840 - 1653 + 22231 + 1479 11 20 - 21845.5 - 1663 + 22236.5 + 1489 @@ -23800,14 +23792,14 @@ - 21875 - 1633 + 22266 + 1459 31 40 - 21890.5 - 1653 + 22281.5 + 1479 @@ -23836,14 +23828,14 @@ - 21420 - 1588 + 21811 + 1414 70 44 - 21445 - 1610 + 21836 + 1436 @@ -23861,14 +23853,14 @@ - 21422 - 1590 + 21813 + 1416 11 20 - 21427.5 - 1600 + 21818.5 + 1426 @@ -23887,14 +23879,14 @@ - 21422 - 1610 + 21813 + 1436 11 20 - 21427.5 - 1620 + 21818.5 + 1446 @@ -23935,14 +23927,14 @@ - 21457 - 1590 + 21848 + 1416 31 40 - 21472.5 - 1610 + 21863.5 + 1436 @@ -23969,14 +23961,14 @@ - 21140 - 1555 + 21531 + 1381 70 44 - 21165 - 1577 + 21556 + 1403 @@ -23994,14 +23986,14 @@ - 21142 - 1557 + 21533 + 1383 11 20 - 21147.5 - 1567 + 21538.5 + 1393 @@ -24020,14 +24012,14 @@ - 21142 - 1577 + 21533 + 1403 11 20 - 21147.5 - 1587 + 21538.5 + 1413 @@ -24068,14 +24060,14 @@ - 21177 - 1557 + 21568 + 1383 31 40 - 21192.5 - 1577 + 21583.5 + 1403 @@ -24104,14 +24096,14 @@ - 21568 - 1402 + 21959 + 1228 101 184 - 21632 - 1494 + 22023 + 1320 @@ -24130,14 +24122,14 @@ - 21570 - 1404 + 21961 + 1230 50 20 - 21595 - 1414 + 21986 + 1240 @@ -24158,14 +24150,14 @@ - 21570 - 1424 + 21961 + 1250 50 20 - 21595 - 1434 + 21986 + 1260 @@ -24205,14 +24197,14 @@ - 21570 - 1444 + 21961 + 1270 50 20 - 21595 - 1454 + 21986 + 1280 @@ -24232,14 +24224,14 @@ - 21570 - 1464 + 21961 + 1290 50 20 - 21595 - 1474 + 21986 + 1300 @@ -24279,14 +24271,14 @@ - 21570 - 1484 + 21961 + 1310 50 20 - 21595 - 1494 + 21986 + 1320 @@ -24325,14 +24317,14 @@ - 21570 - 1504 + 21961 + 1330 50 20 - 21595 - 1514 + 21986 + 1340 @@ -24371,14 +24363,14 @@ - 21570 - 1524 + 21961 + 1350 50 20 - 21595 - 1534 + 21986 + 1360 @@ -24417,14 +24409,14 @@ - 21570 - 1544 + 21961 + 1370 50 20 - 21595 - 1554 + 21986 + 1380 @@ -24463,14 +24455,14 @@ - 21570 - 1564 + 21961 + 1390 50 20 - 21595 - 1574 + 21986 + 1400 @@ -24509,14 +24501,14 @@ - 21644 - 1404 + 22035 + 1230 23 180 - 21655.5 - 1494 + 22046.5 + 1320 @@ -24544,14 +24536,14 @@ - 21522 - 1084 + 21913 + 910 77 84 - 21561 - 1126 + 21952 + 952 @@ -24580,14 +24572,14 @@ - 21524 - 1086 + 21915 + 912 25 20 - 21536.5 - 1096 + 21927.5 + 922 @@ -24629,14 +24621,14 @@ - 21524 - 1106 + 21915 + 932 25 20 - 21536.5 - 1116 + 21927.5 + 942 @@ -24658,14 +24650,14 @@ - 21524 - 1126 + 21915 + 952 25 20 - 21536.5 - 1136 + 21927.5 + 962 @@ -24687,14 +24679,14 @@ - 21524 - 1146 + 21915 + 972 25 20 - 21536.5 - 1156 + 21927.5 + 982 @@ -24715,14 +24707,14 @@ - 21573 - 1086 + 21964 + 912 24 80 - 21585 - 1126 + 21976 + 952 @@ -24753,14 +24745,14 @@ - 21360 - 1066 + 21752 + 892 198 20 - 21360.49 - 1066.148 + 21752.34 + 892.6304 @@ -24797,14 +24789,14 @@ - 22088 - 1221 + 22479 + 1047 77 64 - 22127 - 1253 + 22518 + 1079 @@ -24832,14 +24824,14 @@ - 22090 - 1223 + 22481 + 1049 25 20 - 22102.5 - 1233 + 22493.5 + 1059 @@ -24880,14 +24872,14 @@ - 22090 - 1243 + 22481 + 1069 25 20 - 22102.5 - 1253 + 22493.5 + 1079 @@ -24909,14 +24901,14 @@ - 22090 - 1263 + 22481 + 1089 25 20 - 22102.5 - 1273 + 22493.5 + 1099 @@ -24937,14 +24929,14 @@ - 22139 - 1223 + 22530 + 1049 24 60 - 22151 - 1253 + 22542 + 1079 @@ -24975,14 +24967,14 @@ - 21207 - 1314 + 21599 + 1140 389 20 - 21207.49 - 1314.148 + 21599.34 + 1140.63 @@ -25019,14 +25011,14 @@ - 22071 - 1315 + 22462 + 1141 77 64 - 22110 - 1347 + 22501 + 1173 @@ -25054,14 +25046,14 @@ - 22073 - 1317 + 22464 + 1143 25 20 - 22085.5 - 1327 + 22476.5 + 1153 @@ -25102,14 +25094,14 @@ - 22073 - 1337 + 22464 + 1163 25 20 - 22085.5 - 1347 + 22476.5 + 1173 @@ -25131,14 +25123,14 @@ - 22073 - 1357 + 22464 + 1183 25 20 - 22085.5 - 1367 + 22476.5 + 1193 @@ -25159,14 +25151,14 @@ - 22122 - 1317 + 22513 + 1143 24 60 - 22134 - 1347 + 22525 + 1173 @@ -25197,14 +25189,14 @@ - 21206 - 1288 + 21598 + 1114 360 20 - 21206.49 - 1288.148 + 21598.34 + 1114.63 @@ -25240,14 +25232,14 @@ - 22970 - 1644 + 23361 + 1470 70 44 - 22995 - 1666 + 23386 + 1492 @@ -25274,14 +25266,14 @@ - 22972 - 1646 + 23363 + 1472 11 20 - 22977.5 - 1656 + 23368.5 + 1482 @@ -25301,14 +25293,14 @@ - 22972 - 1666 + 23363 + 1492 11 20 - 22977.5 - 1676 + 23368.5 + 1502 @@ -25348,14 +25340,14 @@ - 23007 - 1646 + 23398 + 1472 31 40 - 23022.5 - 1666 + 23413.5 + 1492 @@ -25384,14 +25376,14 @@ - 22807 - 1781 + 23198 + 1607 70 44 - 22832 - 1803 + 23223 + 1629 @@ -25418,14 +25410,14 @@ - 22809 - 1783 + 23200 + 1609 11 20 - 22814.5 - 1793 + 23205.5 + 1619 @@ -25445,14 +25437,14 @@ - 22809 - 1803 + 23200 + 1629 11 20 - 22814.5 - 1813 + 23205.5 + 1639 @@ -25492,14 +25484,14 @@ - 22844 - 1783 + 23235 + 1609 31 40 - 22859.5 - 1803 + 23250.5 + 1629 @@ -25528,14 +25520,14 @@ - 22809 - 1835 + 23200 + 1661 70 44 - 22834 - 1857 + 23225 + 1683 @@ -25562,14 +25554,14 @@ - 22811 - 1837 + 23202 + 1663 11 20 - 22816.5 - 1847 + 23207.5 + 1673 @@ -25589,14 +25581,14 @@ - 22811 - 1857 + 23202 + 1683 11 20 - 22816.5 - 1867 + 23207.5 + 1693 @@ -25636,14 +25628,14 @@ - 22846 - 1837 + 23237 + 1663 31 40 - 22861.5 - 1857 + 23252.5 + 1683 @@ -25672,14 +25664,14 @@ - 22916 - 1791 + 23307 + 1617 70 44 - 22941 - 1813 + 23332 + 1639 @@ -25706,14 +25698,14 @@ - 22918 - 1793 + 23309 + 1619 11 20 - 22923.5 - 1803 + 23314.5 + 1629 @@ -25733,14 +25725,14 @@ - 22918 - 1813 + 23309 + 1639 11 20 - 22923.5 - 1823 + 23314.5 + 1649 @@ -25780,14 +25772,14 @@ - 22953 - 1793 + 23344 + 1619 31 40 - 22968.5 - 1813 + 23359.5 + 1639 @@ -25816,14 +25808,14 @@ - 22707 - 1959 + 23098 + 1785 70 44 - 22732 - 1981 + 23123 + 1807 @@ -25850,14 +25842,14 @@ - 22709 - 1961 + 23100 + 1787 11 20 - 22714.5 - 1971 + 23105.5 + 1797 @@ -25877,14 +25869,14 @@ - 22709 - 1981 + 23100 + 1807 11 20 - 22714.5 - 1991 + 23105.5 + 1817 @@ -25925,14 +25917,14 @@ - 22744 - 1961 + 23135 + 1787 31 40 - 22759.5 - 1981 + 23150.5 + 1807 @@ -25961,14 +25953,14 @@ - 22703 - 2017 + 23094 + 1843 70 44 - 22728 - 2039 + 23119 + 1865 @@ -25995,14 +25987,14 @@ - 22705 - 2019 + 23096 + 1845 11 20 - 22710.5 - 2029 + 23101.5 + 1855 @@ -26022,14 +26014,14 @@ - 22705 - 2039 + 23096 + 1865 11 20 - 22710.5 - 2049 + 23101.5 + 1875 @@ -26070,14 +26062,14 @@ - 22740 - 2019 + 23131 + 1845 31 40 - 22755.5 - 2039 + 23146.5 + 1865 @@ -26106,14 +26098,14 @@ - 22842 - 1977 + 23233 + 1803 70 44 - 22867 - 1999 + 23258 + 1825 @@ -26140,14 +26132,14 @@ - 22844 - 1979 + 23235 + 1805 11 20 - 22849.5 - 1989 + 23240.5 + 1815 @@ -26167,14 +26159,14 @@ - 22844 - 1999 + 23235 + 1825 11 20 - 22849.5 - 2009 + 23240.5 + 1835 @@ -26193,14 +26185,14 @@ - 22879 - 1979 + 23270 + 1805 31 40 - 22894.5 - 1999 + 23285.5 + 1825 @@ -26229,14 +26221,14 @@ - 23072 - 1955 + 23463 + 1781 70 44 - 23097 - 1977 + 23488 + 1803 @@ -26263,14 +26255,14 @@ - 23074 - 1957 + 23465 + 1783 11 20 - 23079.5 - 1967 + 23470.5 + 1793 @@ -26290,14 +26282,14 @@ - 23074 - 1977 + 23465 + 1803 11 20 - 23079.5 - 1987 + 23470.5 + 1813 @@ -26316,14 +26308,14 @@ - 23109 - 1957 + 23500 + 1783 31 40 - 23124.5 - 1977 + 23515.5 + 1803 @@ -26352,14 +26344,14 @@ - 22976 - 1995 + 23367 + 1821 70 44 - 23001 - 2017 + 23392 + 1843 @@ -26377,14 +26369,14 @@ - 22978 - 1997 + 23369 + 1823 11 20 - 22983.5 - 2007 + 23374.5 + 1833 @@ -26403,14 +26395,14 @@ - 22978 - 2017 + 23369 + 1843 11 20 - 22983.5 - 2027 + 23374.5 + 1853 @@ -26450,14 +26442,14 @@ - 23013 - 1997 + 23404 + 1823 31 40 - 23028.5 - 2017 + 23419.5 + 1843 @@ -26637,14 +26629,14 @@ Right-click the component for more options. - 24834 - 1474 + 25225 + 1300 191 164 - 24930 - 1556 + 25321 + 1382 @@ -26663,14 +26655,14 @@ Right-click the component for more options. - 24836 - 1476 + 25227 + 1302 82 20 - 24877 - 1486 + 25268 + 1312 @@ -26690,14 +26682,14 @@ Right-click the component for more options. - 24836 - 1496 + 25227 + 1322 82 20 - 24877 - 1506 + 25268 + 1332 @@ -26740,14 +26732,14 @@ See manual for supported attributes. - 24836 - 1516 + 25227 + 1342 82 20 - 24877 - 1526 + 25268 + 1352 @@ -26766,14 +26758,14 @@ See manual for supported attributes. - 24836 - 1536 + 25227 + 1362 82 20 - 24877 - 1546 + 25268 + 1372 @@ -26814,14 +26806,14 @@ See manual for supported attributes. - 24836 - 1556 + 25227 + 1382 82 20 - 24877 - 1566 + 25268 + 1392 @@ -26860,14 +26852,14 @@ See manual for supported attributes. - 24836 - 1576 + 25227 + 1402 82 20 - 24877 - 1586 + 25268 + 1412 @@ -26907,14 +26899,14 @@ See manual for supported attributes. - 24836 - 1596 + 25227 + 1422 82 20 - 24877 - 1606 + 25268 + 1432 @@ -26955,14 +26947,14 @@ See manual for supported attributes. - 24836 - 1616 + 25227 + 1442 82 20 - 24877 - 1626 + 25268 + 1452 @@ -27001,14 +26993,14 @@ See manual for supported attributes. - 24942 - 1476 + 25333 + 1302 81 80 - 24982.5 - 1516 + 25373.5 + 1342 @@ -27027,14 +27019,14 @@ See manual for supported attributes. - 24942 - 1556 + 25333 + 1382 81 80 - 24982.5 - 1596 + 25373.5 + 1422 @@ -27063,14 +27055,14 @@ See manual for supported attributes. - 24819 - 1346 + 25210 + 1172 181 104 - 24927 - 1398 + 25318 + 1224 @@ -27088,14 +27080,14 @@ See manual for supported attributes. - 24821 - 1348 + 25212 + 1174 94 20 - 24868 - 1358 + 25259 + 1184 @@ -27136,14 +27128,14 @@ See manual for supported attributes. - 24821 - 1368 + 25212 + 1194 94 20 - 24868 - 1378 + 25259 + 1204 @@ -27162,14 +27154,14 @@ See manual for supported attributes. - 24821 - 1388 + 25212 + 1214 94 20 - 24868 - 1398 + 25259 + 1224 @@ -27210,14 +27202,14 @@ See manual for supported attributes. - 24821 - 1408 + 25212 + 1234 94 20 - 24868 - 1418 + 25259 + 1244 @@ -27242,14 +27234,14 @@ ignored. - 24821 - 1428 + 25212 + 1254 94 20 - 24868 - 1438 + 25259 + 1264 @@ -27268,14 +27260,14 @@ ignored. - 24939 - 1348 + 25330 + 1174 59 100 - 24968.5 - 1398 + 25359.5 + 1224 @@ -27304,14 +27296,14 @@ ignored. - 21346 - 685 + 21737 + 511 168 224 - 21440 - 797 + 21831 + 623 @@ -27329,14 +27321,14 @@ ignored. - 21348 - 687 + 21739 + 513 80 20 - 21388 - 697 + 21779 + 523 @@ -27356,14 +27348,14 @@ ignored. - 21348 - 707 + 21739 + 533 80 20 - 21388 - 717 + 21779 + 543 @@ -27382,14 +27374,14 @@ ignored. - 21348 - 727 + 21739 + 553 80 20 - 21388 - 737 + 21779 + 563 @@ -27428,14 +27420,14 @@ ignored. - 21348 - 747 + 21739 + 573 80 20 - 21388 - 757 + 21779 + 583 @@ -27474,14 +27466,14 @@ ignored. - 21348 - 767 + 21739 + 593 80 20 - 21388 - 777 + 21779 + 603 @@ -27520,14 +27512,14 @@ ignored. - 21348 - 787 + 21739 + 613 80 20 - 21388 - 797 + 21779 + 623 @@ -27566,14 +27558,14 @@ ignored. - 21348 - 807 + 21739 + 633 80 20 - 21388 - 817 + 21779 + 643 @@ -27619,14 +27611,14 @@ ignored. - 21348 - 827 + 21739 + 653 80 20 - 21388 - 837 + 21779 + 663 @@ -27665,14 +27657,14 @@ ignored. - 21348 - 847 + 21739 + 673 80 20 - 21388 - 857 + 21779 + 683 @@ -27711,14 +27703,14 @@ ignored. - 21348 - 867 + 21739 + 693 80 20 - 21388 - 877 + 21779 + 703 @@ -27758,14 +27750,14 @@ ignored. - 21348 - 887 + 21739 + 713 80 20 - 21388 - 897 + 21779 + 723 @@ -27805,14 +27797,14 @@ ignored. - 21452 - 687 + 21843 + 513 60 44 - 21482 - 709 + 21873 + 535 @@ -27833,14 +27825,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 21452 - 731 + 21843 + 557 60 44 - 21482 - 753 + 21873 + 579 @@ -27859,14 +27851,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 21452 - 775 + 21843 + 601 60 44 - 21482 - 797 + 21873 + 623 @@ -27885,14 +27877,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 21452 - 819 + 21843 + 645 60 44 - 21482 - 841 + 21873 + 667 @@ -27911,14 +27903,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 21452 - 863 + 21843 + 689 60 44 - 21482 - 885 + 21873 + 711 @@ -27946,14 +27938,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 21182 - 779 + 21573 + 605 86 28 - 21226 - 793 + 21617 + 619 @@ -27970,14 +27962,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 21184 - 781 + 21575 + 607 30 24 - 21199 - 793 + 21590 + 619 @@ -28021,14 +28013,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 21238 - 781 + 21629 + 607 28 24 - 21252 - 793 + 21643 + 619 @@ -28056,14 +28048,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 21164 - 636 + 21555 + 462 94 28 - 21216 - 650 + 21607 + 476 @@ -28082,14 +28074,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 21166 - 638 + 21557 + 464 38 24 - 21185 - 650 + 21576 + 476 @@ -28108,14 +28100,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 21228 - 638 + 21619 + 464 28 24 - 21242 - 650 + 21633 + 476 @@ -28143,14 +28135,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 21644 - 726 + 22035 + 552 126 44 - 21706 - 748 + 22097 + 574 @@ -28168,14 +28160,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 21646 - 728 + 22037 + 554 48 20 - 21670 - 738 + 22061 + 564 @@ -28194,14 +28186,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 21646 - 748 + 22037 + 574 48 20 - 21670 - 758 + 22061 + 584 @@ -28250,14 +28242,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 21718 - 728 + 22109 + 554 50 20 - 21743 - 738 + 22134 + 564 @@ -28276,14 +28268,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 21718 - 748 + 22109 + 574 50 20 - 21743 - 758 + 22134 + 584 @@ -28311,14 +28303,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 21340 - 574 + 21731 + 400 94 28 - 21392 - 588 + 21783 + 414 @@ -28338,14 +28330,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 21342 - 576 + 21733 + 402 38 24 - 21361 - 588 + 21752 + 414 @@ -28364,14 +28356,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 21404 - 576 + 21795 + 402 28 24 - 21418 - 588 + 21809 + 414 @@ -28431,14 +28423,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 21605 - 577 + 21996 + 403 89 44 - 21652 - 599 + 22043 + 425 @@ -28457,14 +28449,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 21607 - 579 + 21998 + 405 33 20 - 21623.5 - 589 + 22014.5 + 415 @@ -28483,14 +28475,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 21607 - 599 + 21998 + 425 33 20 - 21623.5 - 609 + 22014.5 + 435 @@ -28530,14 +28522,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 21664 - 579 + 22055 + 405 28 40 - 21678 - 599 + 22069 + 425 @@ -28570,14 +28562,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 24530 - 1678 + 24921 + 1504 88 44 - 24583 - 1700 + 24974 + 1526 @@ -28596,14 +28588,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 24532 - 1680 + 24923 + 1506 39 20 - 24551.5 - 1690 + 24942.5 + 1516 @@ -28623,14 +28615,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 24532 - 1700 + 24923 + 1526 39 20 - 24551.5 - 1710 + 24942.5 + 1536 @@ -28679,14 +28671,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 24595 - 1680 + 24986 + 1506 21 20 - 24605.5 - 1690 + 24996.5 + 1516 @@ -28706,14 +28698,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 24595 - 1700 + 24986 + 1526 21 20 - 24605.5 - 1710 + 24996.5 + 1536 @@ -28740,14 +28732,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 24687 - 1704 + 25078 + 1530 77 84 - 24722 - 1746 + 25113 + 1572 @@ -28765,14 +28757,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 24689 - 1706 + 25080 + 1532 21 80 - 24699.5 - 1746 + 25090.5 + 1572 @@ -28791,14 +28783,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 24734 - 1706 + 25125 + 1532 28 20 - 24748 - 1716 + 25139 + 1542 @@ -28817,14 +28809,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 24734 - 1726 + 25125 + 1552 28 20 - 24748 - 1736 + 25139 + 1562 @@ -28843,14 +28835,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 24734 - 1746 + 25125 + 1572 28 20 - 24748 - 1756 + 25139 + 1582 @@ -28869,14 +28861,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 24734 - 1766 + 25125 + 1592 28 20 - 24748 - 1776 + 25139 + 1602 @@ -28908,8 +28900,8 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 24821 - 1706 + 25213 + 1532 160 99 @@ -28917,8 +28909,8 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr 0 0 - 24821.49 - 1706.148 + 25213.34 + 1532.63 @@ -28959,8 +28951,8 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 24598 - 1339 + 24989 + 1165 140 22 @@ -28991,14 +28983,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 21383 - 986 + 21774 + 812 89 44 - 21430 - 1008 + 21821 + 834 @@ -29017,14 +29009,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 21385 - 988 + 21776 + 814 33 20 - 21401.5 - 998 + 21792.5 + 824 @@ -29043,14 +29035,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 21385 - 1008 + 21776 + 834 33 20 - 21401.5 - 1018 + 21792.5 + 844 @@ -29090,14 +29082,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 21442 - 988 + 21833 + 814 28 40 - 21456 - 1008 + 21847 + 834 @@ -29125,14 +29117,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 22284 - 890 + 22675 + 716 181 104 - 22392 - 942 + 22783 + 768 @@ -29150,14 +29142,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 22286 - 892 + 22677 + 718 94 20 - 22333 - 902 + 22724 + 728 @@ -29198,14 +29190,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 22286 - 912 + 22677 + 738 94 20 - 22333 - 922 + 22724 + 748 @@ -29224,14 +29216,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 22286 - 932 + 22677 + 758 94 20 - 22333 - 942 + 22724 + 768 @@ -29272,14 +29264,14 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 22286 - 952 + 22677 + 778 94 20 - 22333 - 962 + 22724 + 788 @@ -29304,14 +29296,14 @@ ignored. - 22286 - 972 + 22677 + 798 94 20 - 22333 - 982 + 22724 + 808 @@ -29330,14 +29322,14 @@ ignored. - 22404 - 892 + 22795 + 718 59 100 - 22433.5 - 942 + 22824.5 + 768 @@ -29367,8 +29359,8 @@ ignored. - 22050 - 842 + 22441 + 668 140 22 @@ -29397,14 +29389,14 @@ ignored. - 24731 - 1091 + 25123 + 917 50 24 - 24756.49 - 1103.148 + 25148.34 + 929.6304 @@ -29451,14 +29443,14 @@ ignored. - 24950 - 1053 + 25341 + 879 124 144 - 25012 - 1125 + 25403 + 951 @@ -29476,14 +29468,14 @@ ignored. - 24952 - 1055 + 25343 + 881 48 20 - 24976 - 1065 + 25367 + 891 @@ -29502,14 +29494,14 @@ ignored. - 24952 - 1075 + 25343 + 901 48 20 - 24976 - 1085 + 25367 + 911 @@ -29556,14 +29548,14 @@ ignored. - 24952 - 1095 + 25343 + 921 48 20 - 24976 - 1105 + 25367 + 931 @@ -29583,14 +29575,14 @@ ignored. - 24952 - 1115 + 25343 + 941 48 20 - 24976 - 1125 + 25367 + 951 @@ -29609,14 +29601,14 @@ ignored. - 24952 - 1135 + 25343 + 961 48 20 - 24976 - 1145 + 25367 + 971 @@ -29655,14 +29647,14 @@ ignored. - 24952 - 1155 + 25343 + 981 48 20 - 24976 - 1165 + 25367 + 991 @@ -29701,14 +29693,14 @@ ignored. - 24952 - 1175 + 25343 + 1001 48 20 - 24976 - 1185 + 25367 + 1011 @@ -29747,14 +29739,14 @@ ignored. - 25024 - 1055 + 25415 + 881 48 140 - 25048 - 1125 + 25439 + 951 @@ -29784,14 +29776,14 @@ ignored. - 24647 - 1158 + 25039 + 984 50 24 - 24672.49 - 1170.148 + 25064.34 + 996.6304 @@ -29846,14 +29838,14 @@ ignored. - 24719 - 1204 + 25111 + 1030 50 24 - 24744.49 - 1216.148 + 25136.34 + 1042.63 @@ -29905,14 +29897,14 @@ ignored. - 25193 - 1169 + 25584 + 995 126 44 - 25255 - 1191 + 25646 + 1017 @@ -29930,14 +29922,14 @@ ignored. - 25195 - 1171 + 25586 + 997 48 20 - 25219 - 1181 + 25610 + 1007 @@ -29956,14 +29948,14 @@ ignored. - 25195 - 1191 + 25586 + 1017 48 20 - 25219 - 1201 + 25610 + 1027 @@ -30006,14 +29998,14 @@ ignored. - 25267 - 1171 + 25658 + 997 50 20 - 25292 - 1181 + 25683 + 1007 @@ -30032,14 +30024,14 @@ ignored. - 25267 - 1191 + 25658 + 1017 50 20 - 25292 - 1201 + 25683 + 1027 @@ -30068,14 +30060,14 @@ ignored. - 24561 - 954 + 24952 + 780 164 124 - 24631 - 1016 + 25022 + 842 @@ -30093,14 +30085,14 @@ ignored. - 24563 - 956 + 24954 + 782 56 20 - 24591 - 966 + 24982 + 792 @@ -30119,14 +30111,14 @@ ignored. - 24563 - 976 + 24954 + 802 56 20 - 24591 - 986 + 24982 + 812 @@ -30165,14 +30157,14 @@ ignored. - 24563 - 996 + 24954 + 822 56 20 - 24591 - 1006 + 24982 + 832 @@ -30213,14 +30205,14 @@ ignored. - 24563 - 1016 + 24954 + 842 56 20 - 24591 - 1026 + 24982 + 852 @@ -30260,14 +30252,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 24563 - 1036 + 24954 + 862 56 20 - 24591 - 1046 + 24982 + 872 @@ -30306,14 +30298,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 24563 - 1056 + 24954 + 882 56 20 - 24591 - 1066 + 24982 + 892 @@ -30352,14 +30344,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 24643 - 956 + 25034 + 782 80 60 - 24683 - 986 + 25074 + 812 @@ -30378,14 +30370,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 24643 - 1016 + 25034 + 842 80 60 - 24683 - 1046 + 25074 + 872 @@ -30412,14 +30404,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 24890 - 981 + 25281 + 807 126 44 - 24952 - 1003 + 25343 + 829 @@ -30437,14 +30429,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 24892 - 983 + 25283 + 809 48 20 - 24916 - 993 + 25307 + 819 @@ -30463,14 +30455,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 24892 - 1003 + 25283 + 829 48 20 - 24916 - 1013 + 25307 + 839 @@ -30513,14 +30505,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 24964 - 983 + 25355 + 809 50 20 - 24989 - 993 + 25380 + 819 @@ -30539,14 +30531,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 24964 - 1003 + 25355 + 829 50 20 - 24989 - 1013 + 25380 + 839 @@ -30573,14 +30565,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 25283 - 983 + 25674 + 809 126 104 - 25345 - 1035 + 25736 + 861 @@ -30598,14 +30590,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 25285 - 985 + 25676 + 811 48 20 - 25309 - 995 + 25700 + 821 @@ -30624,14 +30616,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 25285 - 1005 + 25676 + 831 48 20 - 25309 - 1015 + 25700 + 841 @@ -30680,14 +30672,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 25285 - 1025 + 25676 + 851 48 20 - 25309 - 1035 + 25700 + 861 @@ -30726,14 +30718,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 25285 - 1045 + 25676 + 871 48 20 - 25309 - 1055 + 25700 + 881 @@ -30772,14 +30764,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 25285 - 1065 + 25676 + 891 48 20 - 25309 - 1075 + 25700 + 901 @@ -30818,14 +30810,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 25357 - 985 + 25748 + 811 50 50 - 25382 - 1010 + 25773 + 836 @@ -30844,14 +30836,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 25357 - 1035 + 25748 + 861 50 50 - 25382 - 1060 + 25773 + 886 @@ -30882,14 +30874,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 20807 - 1320 + 21199 + 1147 50 24 - 20832.78 - 1332.943 + 21224.63 + 1159.425 @@ -30915,14 +30907,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 20719 - 1282 + 21110 + 1108 98 28 - 20771 - 1296 + 21162 + 1122 @@ -30941,14 +30933,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 20721 - 1284 + 21112 + 1110 38 24 - 20740 - 1296 + 21131 + 1122 @@ -30967,14 +30959,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 20783 - 1284 + 21174 + 1110 32 24 - 20799 - 1296 + 21190 + 1122 @@ -31004,14 +30996,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 15072 - 449 + 15464 + 275 50 24 - 15097.39 - 461.2185 + 15489.24 + 287.7009 @@ -47222,14 +47214,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 15100 - 1004 + 15492 + 831 50 24 - 15125.42 - 1016.954 + 15517.27 + 843.4364 @@ -52568,14 +52560,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19329 - 802 + 19720 + 628 88 44 - 19382 - 824 + 19773 + 650 @@ -52594,14 +52586,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19331 - 804 + 19722 + 630 39 20 - 19350.5 - 814 + 19741.5 + 640 @@ -52621,14 +52613,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19331 - 824 + 19722 + 650 39 20 - 19350.5 - 834 + 19741.5 + 660 @@ -52677,14 +52669,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19394 - 804 + 19785 + 630 21 20 - 19404.5 - 814 + 19795.5 + 640 @@ -52704,14 +52696,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19394 - 824 + 19785 + 650 21 20 - 19404.5 - 834 + 19795.5 + 660 @@ -52739,14 +52731,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19490 - 608 + 19881 + 434 77 84 - 19525 - 650 + 19916 + 476 @@ -52764,14 +52756,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19492 - 610 + 19883 + 436 21 80 - 19502.5 - 650 + 19893.5 + 476 @@ -52790,14 +52782,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19537 - 610 + 19928 + 436 28 20 - 19551 - 620 + 19942 + 446 @@ -52816,14 +52808,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19537 - 630 + 19928 + 456 28 20 - 19551 - 640 + 19942 + 466 @@ -52842,14 +52834,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19537 - 650 + 19928 + 476 28 20 - 19551 - 660 + 19942 + 486 @@ -52868,14 +52860,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19537 - 670 + 19928 + 496 28 20 - 19551 - 680 + 19942 + 506 @@ -52902,14 +52894,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19643 - 676 + 20034 + 502 92 44 - 19695 - 698 + 20086 + 524 @@ -52927,14 +52919,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19645 - 678 + 20036 + 504 38 40 - 19664 - 698 + 20055 + 524 @@ -52953,14 +52945,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19707 - 678 + 20098 + 504 26 20 - 19720 - 688 + 20111 + 514 @@ -52979,14 +52971,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19707 - 698 + 20098 + 524 26 20 - 19720 - 708 + 20111 + 534 @@ -53013,14 +53005,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19628 - 618 + 20019 + 444 92 44 - 19680 - 640 + 20071 + 466 @@ -53038,14 +53030,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19630 - 620 + 20021 + 446 38 40 - 19649 - 640 + 20040 + 466 @@ -53064,14 +53056,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19692 - 620 + 20083 + 446 26 20 - 19705 - 630 + 20096 + 456 @@ -53090,14 +53082,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19692 - 640 + 20083 + 466 26 20 - 19705 - 650 + 20096 + 476 @@ -53124,14 +53116,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19945 - 632 + 20336 + 458 70 44 - 19970 - 654 + 20361 + 480 @@ -53158,14 +53150,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19947 - 634 + 20338 + 460 11 20 - 19952.5 - 644 + 20343.5 + 470 @@ -53185,14 +53177,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19947 - 654 + 20338 + 480 11 20 - 19952.5 - 664 + 20343.5 + 490 @@ -53211,14 +53203,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19982 - 634 + 20373 + 460 31 40 - 19997.5 - 654 + 20388.5 + 480 @@ -53247,14 +53239,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19953 - 702 + 20344 + 528 70 44 - 19978 - 724 + 20369 + 550 @@ -53281,14 +53273,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19955 - 704 + 20346 + 530 11 20 - 19960.5 - 714 + 20351.5 + 540 @@ -53308,14 +53300,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19955 - 724 + 20346 + 550 11 20 - 19960.5 - 734 + 20351.5 + 560 @@ -53334,14 +53326,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19990 - 704 + 20381 + 530 31 40 - 20005.5 - 724 + 20396.5 + 550 @@ -53370,14 +53362,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19822 - 681 + 20213 + 507 88 28 - 19865 - 695 + 20256 + 521 @@ -53395,14 +53387,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19824 - 683 + 20215 + 509 29 24 - 19838.5 - 695 + 20229.5 + 521 @@ -53421,14 +53413,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19877 - 683 + 20268 + 509 31 24 - 19892.5 - 695 + 20283.5 + 521 @@ -53455,14 +53447,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19825 - 720 + 20216 + 546 88 28 - 19868 - 734 + 20259 + 560 @@ -53480,14 +53472,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19827 - 722 + 20218 + 548 29 24 - 19841.5 - 734 + 20232.5 + 560 @@ -53506,14 +53498,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19880 - 722 + 20271 + 548 31 24 - 19895.5 - 734 + 20286.5 + 560 @@ -53540,14 +53532,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19796 - 642 + 20187 + 468 88 28 - 19839 - 656 + 20230 + 482 @@ -53565,14 +53557,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19798 - 644 + 20189 + 470 29 24 - 19812.5 - 656 + 20203.5 + 482 @@ -53591,14 +53583,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19851 - 644 + 20242 + 470 31 24 - 19866.5 - 656 + 20257.5 + 482 @@ -53625,14 +53617,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19798 - 608 + 20189 + 434 88 28 - 19841 - 622 + 20232 + 448 @@ -53650,14 +53642,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19800 - 610 + 20191 + 436 29 24 - 19814.5 - 622 + 20205.5 + 448 @@ -53676,14 +53668,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19853 - 610 + 20244 + 436 31 24 - 19868.5 - 622 + 20259.5 + 448 @@ -53710,14 +53702,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 20097 - 636 + 20488 + 462 70 44 - 20122 - 658 + 20513 + 484 @@ -53735,14 +53727,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 20099 - 638 + 20490 + 464 11 20 - 20104.5 - 648 + 20495.5 + 474 @@ -53762,14 +53754,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 20099 - 658 + 20490 + 484 11 20 - 20104.5 - 668 + 20495.5 + 494 @@ -53788,14 +53780,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 20134 - 638 + 20525 + 464 31 40 - 20149.5 - 658 + 20540.5 + 484 @@ -53822,14 +53814,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 20096 - 698 + 20487 + 524 70 44 - 20121 - 720 + 20512 + 546 @@ -53847,14 +53839,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 20098 - 700 + 20489 + 526 11 20 - 20103.5 - 710 + 20494.5 + 536 @@ -53874,14 +53866,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 20098 - 720 + 20489 + 546 11 20 - 20103.5 - 730 + 20494.5 + 556 @@ -53900,14 +53892,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 20133 - 700 + 20524 + 526 31 40 - 20148.5 - 720 + 20539.5 + 546 @@ -53936,14 +53928,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 20246 - 770 + 20638 + 596 50 24 - 20271.31 - 782.3345 + 20663.16 + 608.8169 @@ -53993,8 +53985,8 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 20208 - 598 + 20600 + 424 106 20 @@ -54002,8 +53994,8 @@ If false, mesh will reduce only until the point at which the mesh shape would be 0 0 - 20208.16 - 598.2032 + 20600.01 + 424.6856 @@ -54046,8 +54038,8 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 20218 - 688 + 20610 + 515 106 20 @@ -54055,8 +54047,8 @@ If false, mesh will reduce only until the point at which the mesh shape would be 0 0 - 20218.16 - 688.8509 + 20610.01 + 515.3333 @@ -54096,14 +54088,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19357 - 569 + 19748 + 395 93 204 - 19436 - 671 + 19827 + 497 @@ -54120,14 +54112,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19359 - 571 + 19750 + 397 65 20 - 19391.5 - 581 + 19782.5 + 407 @@ -54167,14 +54159,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19359 - 591 + 19750 + 417 65 20 - 19391.5 - 601 + 19782.5 + 427 @@ -54215,14 +54207,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19359 - 611 + 19750 + 437 65 20 - 19391.5 - 621 + 19782.5 + 447 @@ -54263,14 +54255,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19359 - 631 + 19750 + 457 65 20 - 19391.5 - 641 + 19782.5 + 467 @@ -54311,14 +54303,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19359 - 651 + 19750 + 477 65 20 - 19391.5 - 661 + 19782.5 + 487 @@ -54338,14 +54330,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19359 - 671 + 19750 + 497 65 20 - 19391.5 - 681 + 19782.5 + 507 @@ -54366,14 +54358,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19359 - 691 + 19750 + 517 65 20 - 19391.5 - 701 + 19782.5 + 527 @@ -54393,14 +54385,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19359 - 711 + 19750 + 537 65 20 - 19391.5 - 721 + 19782.5 + 547 @@ -54420,14 +54412,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19359 - 731 + 19750 + 557 65 20 - 19391.5 - 741 + 19782.5 + 567 @@ -54447,14 +54439,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19359 - 751 + 19750 + 577 65 20 - 19391.5 - 761 + 19782.5 + 587 @@ -54483,14 +54475,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19173 - 671 + 19564 + 497 105 124 - 19236 - 733 + 19627 + 559 @@ -54508,14 +54500,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19175 - 673 + 19566 + 499 49 20 - 19199.5 - 683 + 19590.5 + 509 @@ -54535,14 +54527,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19175 - 693 + 19566 + 519 49 20 - 19199.5 - 703 + 19590.5 + 529 @@ -54582,14 +54574,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19175 - 713 + 19566 + 539 49 20 - 19199.5 - 723 + 19590.5 + 549 @@ -54628,14 +54620,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19175 - 733 + 19566 + 559 49 20 - 19199.5 - 743 + 19590.5 + 569 @@ -54674,14 +54666,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19175 - 753 + 19566 + 579 49 20 - 19199.5 - 763 + 19590.5 + 589 @@ -54720,14 +54712,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19175 - 773 + 19566 + 599 49 20 - 19199.5 - 783 + 19590.5 + 609 @@ -54766,14 +54758,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19248 - 673 + 19639 + 499 28 120 - 19262 - 733 + 19653 + 559 @@ -54802,14 +54794,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 18923 - 703 + 19315 + 529 198 20 - 18923.74 - 703.4576 + 19315.59 + 529.94 @@ -54847,14 +54839,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19145 - 622 + 19536 + 448 110 44 - 19211 - 644 + 19602 + 470 @@ -54873,14 +54865,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19147 - 624 + 19538 + 450 52 20 - 19173 - 634 + 19564 + 460 @@ -54899,14 +54891,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19147 - 644 + 19538 + 470 52 20 - 19173 - 654 + 19564 + 480 @@ -54945,14 +54937,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19223 - 624 + 19614 + 450 30 40 - 19238 - 644 + 19629 + 470 @@ -54981,14 +54973,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19188 - 416 + 19579 + 242 62 64 - 19230 - 448 + 19621 + 274 @@ -55017,14 +55009,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19190 - 418 + 19581 + 244 28 20 - 19204 - 428 + 19595 + 254 @@ -55044,14 +55036,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19190 - 438 + 19581 + 264 28 20 - 19204 - 448 + 19595 + 274 @@ -55090,14 +55082,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19190 - 458 + 19581 + 284 28 20 - 19204 - 468 + 19595 + 294 @@ -55137,14 +55129,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19242 - 418 + 19633 + 244 6 60 - 19245 - 448 + 19636 + 274 @@ -55175,14 +55167,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 18974 - 435 + 19366 + 261 198 20 - 18974.82 - 435.4776 + 19366.67 + 261.96 @@ -55223,8 +55215,8 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19322 - 421 + 19714 + 247 160 100 @@ -55232,8 +55224,8 @@ If false, mesh will reduce only until the point at which the mesh shape would be 0 0 - 19322.74 - 421.4108 + 19714.59 + 247.8932 @@ -55276,14 +55268,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19243 - 177 + 19634 + 3 123 204 - 19323 - 279 + 19714 + 105 @@ -55301,14 +55293,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19245 - 179 + 19636 + 5 66 20 - 19278 - 189 + 19669 + 15 @@ -55328,14 +55320,14 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 19245 - 199 + 19636 + 25 66 20 - 19278 - 209 + 19669 + 35 @@ -55379,14 +55371,14 @@ For best results {u} parameters should be between 0 and 1, in numerical order, a - 19245 - 219 + 19636 + 45 66 20 - 19278 - 229 + 19669 + 55 @@ -55409,14 +55401,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19245 - 239 + 19636 + 65 66 20 - 19278 - 249 + 19669 + 75 @@ -55435,14 +55427,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19245 - 259 + 19636 + 85 66 20 - 19278 - 269 + 19669 + 95 @@ -55483,14 +55475,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19245 - 279 + 19636 + 105 66 20 - 19278 - 289 + 19669 + 115 @@ -55531,14 +55523,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19245 - 299 + 19636 + 125 66 20 - 19278 - 309 + 19669 + 135 @@ -55577,14 +55569,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19245 - 319 + 19636 + 145 66 20 - 19278 - 329 + 19669 + 155 @@ -55627,14 +55619,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19245 - 339 + 19636 + 165 66 20 - 19278 - 349 + 19669 + 175 @@ -55673,14 +55665,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19245 - 359 + 19636 + 185 66 20 - 19278 - 369 + 19669 + 195 @@ -55719,14 +55711,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19335 - 179 + 19726 + 5 29 200 - 19349.5 - 279 + 19740.5 + 105 @@ -55758,8 +55750,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19407 - 259 + 19799 + 85 160 100 @@ -55767,8 +55759,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 0 - 19407.87 - 259.4982 + 19799.72 + 85.98062 @@ -55806,14 +55798,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19079 - 207 + 19470 + 33 98 44 - 19131 - 229 + 19522 + 55 @@ -55830,14 +55822,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19081 - 209 + 19472 + 35 38 20 - 19100 - 219 + 19491 + 45 @@ -55880,14 +55872,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19081 - 229 + 19472 + 55 38 20 - 19100 - 239 + 19491 + 65 @@ -55927,14 +55919,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19143 - 209 + 19534 + 35 32 40 - 19159 - 229 + 19550 + 55 @@ -55961,14 +55953,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19070 - 315 + 19461 + 141 98 44 - 19122 - 337 + 19513 + 163 @@ -55985,14 +55977,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19072 - 317 + 19463 + 143 38 20 - 19091 - 327 + 19482 + 153 @@ -56035,14 +56027,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19072 - 337 + 19463 + 163 38 20 - 19091 - 347 + 19482 + 173 @@ -56082,14 +56074,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19134 - 317 + 19525 + 143 32 40 - 19150 - 337 + 19541 + 163 @@ -56118,14 +56110,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18798 - 231 + 19190 + 58 198 20 - 18798.89 - 231.8531 + 19190.74 + 58.33551 @@ -56163,14 +56155,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18762 - 337 + 19154 + 164 198 20 - 18762.77 - 337.521 + 19154.62 + 164.0034 @@ -56208,14 +56200,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18961 - 278 + 19353 + 105 198 20 - 18961.68 - 278.6833 + 19353.53 + 105.1657 @@ -56256,8 +56248,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18907 - 478 + 19299 + 304 141 20 @@ -56265,8 +56257,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 0 - 18907.31 - 478.3328 + 19299.16 + 304.8152 @@ -56305,14 +56297,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 20976 - 1131 + 21367 + 957 98 28 - 21028 - 1145 + 21419 + 971 @@ -56331,14 +56323,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 20978 - 1133 + 21369 + 959 38 24 - 20997 - 1145 + 21388 + 971 @@ -56357,14 +56349,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 21040 - 1133 + 21431 + 959 32 24 - 21056 - 1145 + 21447 + 971 @@ -56393,14 +56385,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19405 - 185 + 19796 + 11 110 44 - 19471 - 207 + 19862 + 33 @@ -56419,14 +56411,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19407 - 187 + 19798 + 13 52 20 - 19433 - 197 + 19824 + 23 @@ -56445,14 +56437,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19407 - 207 + 19798 + 33 52 20 - 19433 - 217 + 19824 + 43 @@ -56491,14 +56483,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19483 - 187 + 19874 + 13 30 40 - 19498 - 207 + 19889 + 33 @@ -56526,14 +56518,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19672 - 395 + 20063 + 221 77 64 - 19711 - 427 + 20102 + 253 @@ -56561,14 +56553,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19674 - 397 + 20065 + 223 25 20 - 19686.5 - 407 + 20077.5 + 233 @@ -56610,14 +56602,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19674 - 417 + 20065 + 243 25 20 - 19686.5 - 427 + 20077.5 + 253 @@ -56639,14 +56631,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19674 - 437 + 20065 + 263 25 20 - 19686.5 - 447 + 20077.5 + 273 @@ -56667,14 +56659,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19723 - 397 + 20114 + 223 24 60 - 19735 - 427 + 20126 + 253 @@ -56705,14 +56697,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19595 - 281 + 19987 + 107 198 20 - 19595.21 - 281.3965 + 19987.06 + 107.8789 @@ -56748,14 +56740,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22676 - 1348 + 23067 + 1174 70 44 - 22701 - 1370 + 23092 + 1196 @@ -56773,14 +56765,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22678 - 1350 + 23069 + 1176 11 20 - 22683.5 - 1360 + 23074.5 + 1186 @@ -56800,14 +56792,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22678 - 1370 + 23069 + 1196 11 20 - 22683.5 - 1380 + 23074.5 + 1206 @@ -56826,14 +56818,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22713 - 1350 + 23104 + 1176 31 40 - 22728.5 - 1370 + 23119.5 + 1196 @@ -56865,8 +56857,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22704 - 1191 + 23096 + 1018 141 20 @@ -56874,8 +56866,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 0 - 22704.5 - 1191.996 + 23096.35 + 1018.478 @@ -56917,14 +56909,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22626 - 1213 + 23017 + 1039 40 16 - 22646 - 1221 + 23037 + 1047 @@ -56949,14 +56941,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22268 - 1696 + 22659 + 1522 70 44 - 22293 - 1718 + 22684 + 1544 @@ -56983,14 +56975,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22270 - 1698 + 22661 + 1524 11 20 - 22275.5 - 1708 + 22666.5 + 1534 @@ -57009,14 +57001,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22270 - 1718 + 22661 + 1544 11 20 - 22275.5 - 1728 + 22666.5 + 1554 @@ -57056,14 +57048,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22305 - 1698 + 22696 + 1524 31 40 - 22320.5 - 1718 + 22711.5 + 1544 @@ -57094,14 +57086,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22446 - 2062 + 22838 + 1888 198 20 - 22446.16 - 2062.203 + 22838.01 + 1888.685 @@ -57139,14 +57131,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22429 - 2016 + 22821 + 1842 198 20 - 22429.38 - 2016.078 + 22821.23 + 1842.56 @@ -57208,14 +57200,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 24533 - 1417 + 24924 + 1243 114 28 - 24579 - 1431 + 24970 + 1257 @@ -57233,14 +57225,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 24535 - 1419 + 24926 + 1245 32 24 - 24551 - 1431 + 24942 + 1257 @@ -57261,14 +57253,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 24591 - 1419 + 24982 + 1245 54 24 - 24610 - 1431 + 25001 + 1257 @@ -57295,14 +57287,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22531 - 1956 + 22922 + 1782 70 44 - 22556 - 1978 + 22947 + 1804 @@ -57329,14 +57321,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22533 - 1958 + 22924 + 1784 11 20 - 22538.5 - 1968 + 22929.5 + 1794 @@ -57356,14 +57348,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22533 - 1978 + 22924 + 1804 11 20 - 22538.5 - 1988 + 22929.5 + 1814 @@ -57382,14 +57374,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22568 - 1958 + 22959 + 1784 31 40 - 22583.5 - 1978 + 22974.5 + 1804 @@ -57418,14 +57410,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22582 - 2106 + 22973 + 1932 70 44 - 22607 - 2128 + 22998 + 1954 @@ -57452,14 +57444,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22584 - 2108 + 22975 + 1934 11 20 - 22589.5 - 2118 + 22980.5 + 1944 @@ -57479,14 +57471,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22584 - 2128 + 22975 + 1954 11 20 - 22589.5 - 2138 + 22980.5 + 1964 @@ -57505,14 +57497,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22619 - 2108 + 23010 + 1934 31 40 - 22634.5 - 2128 + 23025.5 + 1954 @@ -57545,14 +57537,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22794 - 1645 + 23185 + 1471 40 16 - 22814 - 1653 + 23205 + 1479 @@ -57579,14 +57571,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22466 - 1801 + 22858 + 1628 50 24 - 22491.98 - 1813.913 + 22883.83 + 1640.395 @@ -57634,14 +57626,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22564 - 1890 + 22956 + 1716 50 24 - 22589.75 - 1902.376 + 22981.6 + 1728.858 @@ -57687,14 +57679,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22607 - 1780 + 22998 + 1606 70 44 - 22632 - 1802 + 23023 + 1628 @@ -57721,14 +57713,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22609 - 1782 + 23000 + 1608 11 20 - 22614.5 - 1792 + 23005.5 + 1618 @@ -57748,14 +57740,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22609 - 1802 + 23000 + 1628 11 20 - 22614.5 - 1812 + 23005.5 + 1638 @@ -57774,14 +57766,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22644 - 1782 + 23035 + 1608 31 40 - 22659.5 - 1802 + 23050.5 + 1628 @@ -57810,14 +57802,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22612 - 1832 + 23003 + 1658 70 44 - 22637 - 1854 + 23028 + 1680 @@ -57844,14 +57836,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22614 - 1834 + 23005 + 1660 11 20 - 22619.5 - 1844 + 23010.5 + 1670 @@ -57871,14 +57863,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22614 - 1854 + 23005 + 1680 11 20 - 22619.5 - 1864 + 23010.5 + 1690 @@ -57897,14 +57889,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22649 - 1834 + 23040 + 1660 31 40 - 22664.5 - 1854 + 23055.5 + 1680 @@ -57933,14 +57925,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22449 - 1563 + 22840 + 1389 70 44 - 22474 - 1585 + 22865 + 1411 @@ -57958,14 +57950,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22451 - 1565 + 22842 + 1391 11 20 - 22456.5 - 1575 + 22847.5 + 1401 @@ -57984,14 +57976,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22451 - 1585 + 22842 + 1411 11 20 - 22456.5 - 1595 + 22847.5 + 1421 @@ -58031,14 +58023,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22486 - 1565 + 22877 + 1391 31 40 - 22501.5 - 1585 + 22892.5 + 1411 @@ -58065,14 +58057,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22444 - 1655 + 22835 + 1481 70 44 - 22469 - 1677 + 22860 + 1503 @@ -58099,14 +58091,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22446 - 1657 + 22837 + 1483 11 20 - 22451.5 - 1667 + 22842.5 + 1493 @@ -58125,14 +58117,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22446 - 1677 + 22837 + 1503 11 20 - 22451.5 - 1687 + 22842.5 + 1513 @@ -58172,14 +58164,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22481 - 1657 + 22872 + 1483 31 40 - 22496.5 - 1677 + 22887.5 + 1503 @@ -58208,14 +58200,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22297 - 1613 + 22688 + 1439 88 28 - 22340 - 1627 + 22731 + 1453 @@ -58232,14 +58224,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22299 - 1615 + 22690 + 1441 29 24 - 22313.5 - 1627 + 22704.5 + 1453 @@ -58279,14 +58271,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22352 - 1615 + 22743 + 1441 31 24 - 22367.5 - 1627 + 22758.5 + 1453 @@ -58313,14 +58305,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22580 - 1553 + 22971 + 1379 70 44 - 22605 - 1575 + 22996 + 1401 @@ -58347,14 +58339,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22582 - 1555 + 22973 + 1381 11 20 - 22587.5 - 1565 + 22978.5 + 1391 @@ -58373,14 +58365,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22582 - 1575 + 22973 + 1401 11 20 - 22587.5 - 1585 + 22978.5 + 1411 @@ -58420,14 +58412,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22617 - 1555 + 23008 + 1381 31 40 - 22632.5 - 1575 + 23023.5 + 1401 @@ -58457,14 +58449,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 24677 - 1440 + 25068 + 1266 110 28 - 24729 - 1454 + 25120 + 1280 @@ -58483,14 +58475,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 24679 - 1442 + 25070 + 1268 38 24 - 24698 - 1454 + 25089 + 1280 @@ -58510,14 +58502,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 24741 - 1442 + 25132 + 1268 44 24 - 24755 - 1454 + 25146 + 1280 @@ -58547,8 +58539,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 24612 - 1606 + 25003 + 1432 140 22 @@ -58578,8 +58570,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 24613 - 1577 + 25004 + 1403 140 22 @@ -58606,14 +58598,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22266 - 1791 + 22657 + 1617 70 44 - 22291 - 1813 + 22682 + 1639 @@ -58640,14 +58632,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22268 - 1793 + 22659 + 1619 11 20 - 22273.5 - 1803 + 22664.5 + 1629 @@ -58666,14 +58658,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22268 - 1813 + 22659 + 1639 11 20 - 22273.5 - 1823 + 22664.5 + 1649 @@ -58713,14 +58705,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 22303 - 1793 + 22694 + 1619 31 40 - 22318.5 - 1813 + 22709.5 + 1639 @@ -58753,14 +58745,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19830 - 425 + 20221 + 251 40 16 - 19850 - 433 + 20241 + 259 @@ -58791,14 +58783,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 24570 - 1260 + 24961 + 1086 88 44 - 24623 - 1282 + 25014 + 1108 @@ -58817,14 +58809,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 24572 - 1262 + 24963 + 1088 39 20 - 24591.5 - 1272 + 24982.5 + 1098 @@ -58844,14 +58836,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 24572 - 1282 + 24963 + 1108 39 20 - 24591.5 - 1292 + 24982.5 + 1118 @@ -58900,14 +58892,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 24635 - 1262 + 25026 + 1088 21 20 - 24645.5 - 1272 + 25036.5 + 1098 @@ -58927,14 +58919,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 24635 - 1282 + 25026 + 1108 21 20 - 24645.5 - 1292 + 25036.5 + 1118 @@ -58962,14 +58954,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 24700 - 1246 + 25091 + 1072 77 84 - 24735 - 1288 + 25126 + 1114 @@ -58987,14 +58979,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 24702 - 1248 + 25093 + 1074 21 80 - 24712.5 - 1288 + 25103.5 + 1114 @@ -59013,14 +59005,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 24747 - 1248 + 25138 + 1074 28 20 - 24761 - 1258 + 25152 + 1084 @@ -59039,14 +59031,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 24747 - 1268 + 25138 + 1094 28 20 - 24761 - 1278 + 25152 + 1104 @@ -59065,14 +59057,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 24747 - 1288 + 25138 + 1114 28 20 - 24761 - 1298 + 25152 + 1124 @@ -59091,14 +59083,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 24747 - 1308 + 25138 + 1134 28 20 - 24761 - 1318 + 25152 + 1144 @@ -59127,13 +59119,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 375 - 1778 + 1604 97 44 422 - 1800 + 1626 @@ -59152,13 +59144,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 377 - 1780 + 1606 33 20 393.5 - 1790 + 1616 @@ -59209,13 +59201,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 377 - 1800 + 1626 33 20 393.5 - 1810 + 1636 @@ -59255,13 +59247,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 434 - 1780 + 1606 36 40 452 - 1800 + 1626 @@ -59290,13 +59282,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 369 - 1880 + 1706 89 64 416 - 1912 + 1738 @@ -59318,13 +59310,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 371 - 1882 + 1708 33 20 387.5 - 1892 + 1718 @@ -59374,13 +59366,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 371 - 1902 + 1728 33 20 387.5 - 1912 + 1738 @@ -59423,13 +59415,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 371 - 1922 + 1748 33 20 387.5 - 1932 + 1758 @@ -59472,13 +59464,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 428 - 1882 + 1708 28 60 442 - 1912 + 1738 @@ -59507,13 +59499,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 201 - 1963 + 1789 86 28 245 - 1977 + 1803 @@ -59531,13 +59523,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 203 - 1965 + 1791 30 24 218 - 1977 + 1803 @@ -59582,13 +59574,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 257 - 1965 + 1791 28 24 271 - 1977 + 1803 @@ -59617,13 +59609,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 203 - 1856 + 1682 86 28 247 - 1870 + 1696 @@ -59641,13 +59633,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 205 - 1858 + 1684 30 24 220 - 1870 + 1696 @@ -59692,13 +59684,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 259 - 1858 + 1684 28 24 273 - 1870 + 1696 @@ -59727,13 +59719,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 357 - 1965 + 1791 126 84 419 - 2007 + 1833 @@ -59752,13 +59744,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 359 - 1967 + 1793 48 20 383 - 1977 + 1803 @@ -59778,13 +59770,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 359 - 1987 + 1813 48 20 383 - 1997 + 1823 @@ -59829,13 +59821,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 359 - 2007 + 1833 48 20 383 - 2017 + 1843 @@ -59879,13 +59871,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 359 - 2027 + 1853 48 20 383 - 2037 + 1863 @@ -59929,13 +59921,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 431 - 1967 + 1793 50 40 456 - 1987 + 1813 @@ -59955,13 +59947,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 431 - 2007 + 1833 50 40 456 - 2027 + 1853 @@ -59990,13 +59982,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 359 - 2055 + 1881 126 84 421 - 2097 + 1923 @@ -60015,13 +60007,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 361 - 2057 + 1883 48 20 385 - 2067 + 1893 @@ -60041,13 +60033,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 361 - 2077 + 1903 48 20 385 - 2087 + 1913 @@ -60092,13 +60084,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 361 - 2097 + 1923 48 20 385 - 2107 + 1933 @@ -60142,13 +60134,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 361 - 2117 + 1943 48 20 385 - 2127 + 1953 @@ -60192,13 +60184,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 433 - 2057 + 1883 50 40 458 - 2077 + 1903 @@ -60218,13 +60210,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 433 - 2097 + 1923 50 40 458 - 2117 + 1943 @@ -60253,13 +60245,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 365 - 2154 + 1980 89 64 412 - 2186 + 2012 @@ -60278,13 +60270,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 367 - 2156 + 1982 33 20 383.5 - 2166 + 1992 @@ -60334,13 +60326,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 367 - 2176 + 2002 33 20 383.5 - 2186 + 2012 @@ -60383,13 +60375,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 367 - 2196 + 2022 33 20 383.5 - 2206 + 2032 @@ -60432,13 +60424,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 424 - 2156 + 1982 28 60 438 - 2186 + 2012 @@ -60467,13 +60459,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 137 - 2153 + 1979 86 28 181 - 2167 + 1993 @@ -60491,13 +60483,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 139 - 2155 + 1981 30 24 154 - 2167 + 1993 @@ -60542,13 +60534,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 193 - 2155 + 1981 28 24 207 - 2167 + 1993 @@ -60578,13 +60570,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 314 - 2261 + 2087 198 20 314 - 2261.193 + 2087.676 @@ -60622,13 +60614,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 135 - 2248 + 2074 86 28 179 - 2262 + 2088 @@ -60646,13 +60638,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 137 - 2250 + 2076 30 24 152 - 2262 + 2088 @@ -60697,13 +60689,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 191 - 2250 + 2076 28 24 205 - 2262 + 2088 @@ -60731,13 +60723,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 378 - 2230 + 2056 94 28 425 - 2244 + 2070 @@ -60756,13 +60748,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 380 - 2232 + 2058 33 24 396.5 - 2244 + 2070 @@ -60782,13 +60774,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 437 - 2232 + 2058 33 24 453.5 - 2244 + 2070 @@ -60818,13 +60810,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 678 - 1867 + 1693 62 64 720 - 1899 + 1725 @@ -60854,13 +60846,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 680 - 1869 + 1695 28 20 694 - 1879 + 1705 @@ -60881,13 +60873,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 680 - 1889 + 1715 28 20 694 - 1899 + 1725 @@ -60927,13 +60919,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 680 - 1909 + 1735 28 20 694 - 1919 + 1745 @@ -60974,13 +60966,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 732 - 1869 + 1695 6 60 735 - 1899 + 1725 @@ -61012,13 +61004,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 453 - 1945 + 1771 198 20 453 - 1945.193 + 1771.675 @@ -61056,13 +61048,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 504 - 1857 + 1683 117 44 556 - 1879 + 1705 @@ -61081,13 +61073,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 506 - 1859 + 1685 38 20 525 - 1869 + 1695 @@ -61109,13 +61101,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 506 - 1879 + 1705 38 20 525 - 1889 + 1715 @@ -61136,13 +61128,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 568 - 1859 + 1685 51 40 593.5 - 1879 + 1705 @@ -61170,13 +61162,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 694 - 2108 + 1934 98 44 746 - 2130 + 1956 @@ -61195,13 +61187,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 696 - 2110 + 1936 38 20 715 - 2120 + 1946 @@ -61245,13 +61237,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 696 - 2130 + 1956 38 20 715 - 2140 + 1966 @@ -61292,13 +61284,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 758 - 2110 + 1936 32 40 774 - 2130 + 1956 @@ -61327,13 +61319,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 516 - 2174 + 2000 126 64 578 - 2206 + 2032 @@ -61352,13 +61344,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 518 - 2176 + 2002 48 20 542 - 2186 + 2012 @@ -61379,13 +61371,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 518 - 2196 + 2022 48 20 542 - 2206 + 2032 @@ -61426,13 +61418,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 518 - 2216 + 2042 48 20 542 - 2226 + 2052 @@ -61482,13 +61474,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 590 - 2176 + 2002 50 30 615 - 2191 + 2017 @@ -61508,13 +61500,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 590 - 2206 + 2032 50 30 615 - 2221 + 2047 @@ -61543,13 +61535,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 673 - 2217 + 2043 126 64 735 - 2249 + 2075 @@ -61568,13 +61560,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 675 - 2219 + 2045 48 20 699 - 2229 + 2055 @@ -61595,13 +61587,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 675 - 2239 + 2065 48 20 699 - 2249 + 2075 @@ -61641,13 +61633,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 675 - 2259 + 2085 48 20 699 - 2269 + 2095 @@ -61697,13 +61689,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 747 - 2219 + 2045 50 30 772 - 2234 + 2060 @@ -61723,13 +61715,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 747 - 2249 + 2075 50 30 772 - 2264 + 2090 @@ -61757,13 +61749,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 540 - 2127 + 1953 108 28 595 - 2141 + 1967 @@ -61781,13 +61773,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 542 - 2129 + 1955 41 24 562.5 - 2141 + 1967 @@ -61827,13 +61819,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 607 - 2129 + 1955 39 24 626.5 - 2141 + 1967 @@ -61861,13 +61853,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 524 - 2075 + 1901 128 44 600 - 2097 + 1923 @@ -61885,13 +61877,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 526 - 2077 + 1903 62 20 557 - 2087 + 1913 @@ -61932,13 +61924,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 526 - 2097 + 1923 62 20 557 - 2107 + 1933 @@ -61978,13 +61970,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 612 - 2077 + 1903 38 40 631 - 2097 + 1923 @@ -62013,13 +62005,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 810 - 2140 + 1966 126 64 872 - 2172 + 1998 @@ -62038,13 +62030,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 812 - 2142 + 1968 48 20 836 - 2152 + 1978 @@ -62066,13 +62058,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 812 - 2162 + 1988 48 20 836 - 2172 + 1998 @@ -62113,13 +62105,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 812 - 2182 + 2008 48 20 836 - 2192 + 2018 @@ -62169,13 +62161,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 884 - 2142 + 1968 50 30 909 - 2157 + 1983 @@ -62195,13 +62187,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 884 - 2172 + 1998 50 30 909 - 2187 + 2013 @@ -62231,13 +62223,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 531 - 2046 + 1872 198 20 531.3456 - 2046.271 + 1872.753 @@ -62274,13 +62266,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 702 - 1985 + 1811 70 44 727 - 2007 + 1833 @@ -62308,13 +62300,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 704 - 1987 + 1813 11 20 709.5 - 1997 + 1823 @@ -62334,13 +62326,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 704 - 2007 + 1833 11 20 709.5 - 2017 + 1843 @@ -62381,13 +62373,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 739 - 1987 + 1813 31 40 754.5 - 2007 + 1833 @@ -62419,13 +62411,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 844 - 1984 + 1810 107 44 886 - 2006 + 1832 @@ -62445,13 +62437,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 846 - 1986 + 1812 28 20 860 - 1996 + 1822 @@ -62473,13 +62465,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 846 - 2006 + 1832 28 20 860 - 2016 + 1842 @@ -62532,13 +62524,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 898 - 1986 + 1812 51 20 915.5 - 1996 + 1822 @@ -62561,13 +62553,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 898 - 2006 + 1832 51 20 915.5 - 2016 + 1842 @@ -62599,13 +62591,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 632 - 1989 + 1815 40 16 652 - 1997 + 1823 @@ -62635,13 +62627,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 689 - 1828 + 1654 40 16 709 - 1836 + 1662 @@ -62669,13 +62661,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1285 - 2010 + 1836 121 124 1342 - 2072 + 1898 @@ -62694,13 +62686,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1287 - 2012 + 1838 43 20 1308.5 - 2022 + 1848 @@ -62722,13 +62714,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1287 - 2032 + 1858 43 20 1308.5 - 2042 + 1868 @@ -62780,13 +62772,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1287 - 2052 + 1878 43 20 1308.5 - 2062 + 1888 @@ -62826,13 +62818,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1287 - 2072 + 1898 43 20 1308.5 - 2082 + 1908 @@ -62872,13 +62864,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1287 - 2092 + 1918 43 20 1308.5 - 2102 + 1928 @@ -62918,13 +62910,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1287 - 2112 + 1938 43 20 1308.5 - 2122 + 1948 @@ -62964,13 +62956,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1354 - 2012 + 1838 50 60 1379 - 2042 + 1868 @@ -62990,13 +62982,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1354 - 2072 + 1898 50 60 1379 - 2102 + 1928 @@ -63028,13 +63020,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 845 - 1855 + 1681 40 16 865 - 1863 + 1689 @@ -63060,13 +63052,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 912 - 1849 + 1675 88 28 955 - 1863 + 1689 @@ -63085,13 +63077,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 914 - 1851 + 1677 29 24 928.5 - 1863 + 1689 @@ -63111,13 +63103,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 967 - 1851 + 1677 31 24 982.5 - 1863 + 1689 @@ -63147,13 +63139,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 897 - 1922 + 1748 198 20 897.0307 - 1922.093 + 1748.575 @@ -63191,13 +63183,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 919 - 2055 + 1881 84 44 963 - 2077 + 1903 @@ -63216,13 +63208,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 921 - 2057 + 1883 30 40 936 - 2077 + 1903 @@ -63242,13 +63234,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 975 - 2057 + 1883 26 20 988 - 2067 + 1893 @@ -63268,13 +63260,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 975 - 2077 + 1903 26 20 988 - 2087 + 1913 @@ -63302,13 +63294,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1129 - 1847 + 1673 86 44 1154 - 1869 + 1695 @@ -63336,13 +63328,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1131 - 1849 + 1675 11 20 1136.5 - 1859 + 1685 @@ -63363,13 +63355,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1131 - 1869 + 1695 11 20 1136.5 - 1879 + 1705 @@ -63390,13 +63382,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1166 - 1849 + 1675 47 40 1181.5 - 1869 + 1695 @@ -63427,13 +63419,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 888 - 2219 + 2045 119 64 927 - 2251 + 2077 @@ -63452,13 +63444,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 890 - 2221 + 2047 25 60 902.5 - 2251 + 2077 @@ -63479,13 +63471,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 939 - 2221 + 2047 66 20 972 - 2231 + 2057 @@ -63506,13 +63498,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 939 - 2241 + 2067 66 20 972 - 2251 + 2077 @@ -63533,13 +63525,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 939 - 2261 + 2087 66 20 972 - 2271 + 2097 @@ -63568,13 +63560,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 976 - 2132 + 1958 84 44 1020 - 2154 + 1980 @@ -63593,13 +63585,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 978 - 2134 + 1960 30 40 993 - 2154 + 1980 @@ -63619,13 +63611,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1032 - 2134 + 1960 26 20 1045 - 2144 + 1970 @@ -63645,13 +63637,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1032 - 2154 + 1980 26 20 1045 - 2164 + 1990 @@ -63681,13 +63673,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1250 - 2132 + 1958 62 64 1292 - 2164 + 1990 @@ -63717,13 +63709,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1252 - 2134 + 1960 28 20 1266 - 2144 + 1970 @@ -63743,13 +63735,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1252 - 2154 + 1980 28 20 1266 - 2164 + 1990 @@ -63789,13 +63781,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1252 - 2174 + 2000 28 20 1266 - 2184 + 2010 @@ -63836,13 +63828,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1304 - 2134 + 1960 6 60 1307 - 2164 + 1990 @@ -63875,13 +63867,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1134 - 2279 + 2105 50 24 1159.581 - 2291.389 + 2117.871 @@ -63937,13 +63929,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1010 - 2357 + 2184 50 24 1035.789 - 2369.825 + 2196.307 @@ -63976,13 +63968,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1343 - 2203 + 2029 50 24 1376.626 - 2215.424 + 2041.906 @@ -64009,13 +64001,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1592 - 2259 + 2085 126 64 1654 - 2291 + 2117 @@ -64035,13 +64027,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1594 - 2261 + 2087 48 20 1618 - 2271 + 2097 @@ -64061,13 +64053,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1594 - 2281 + 2107 48 20 1618 - 2291 + 2117 @@ -64112,13 +64104,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1594 - 2301 + 2127 48 20 1618 - 2311 + 2137 @@ -64158,13 +64150,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1666 - 2261 + 2087 50 30 1691 - 2276 + 2102 @@ -64184,13 +64176,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1666 - 2291 + 2117 50 30 1691 - 2306 + 2132 @@ -64220,13 +64212,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1258 - 2375 + 2201 62 64 1300 - 2407 + 2233 @@ -64256,13 +64248,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1260 - 2377 + 2203 28 20 1274 - 2387 + 2213 @@ -64282,13 +64274,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1260 - 2397 + 2223 28 20 1274 - 2407 + 2233 @@ -64328,13 +64320,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1260 - 2417 + 2243 28 20 1274 - 2427 + 2253 @@ -64375,13 +64367,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1312 - 2377 + 2203 6 60 1315 - 2407 + 2233 @@ -64418,13 +64410,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1331 - 2307 + 2133 50 24 1364.921 - 2319.131 + 2145.614 @@ -64451,13 +64443,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1652 - 2036 + 1862 107 44 1694 - 2058 + 1884 @@ -64476,13 +64468,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1654 - 2038 + 1864 28 20 1668 - 2048 + 1874 @@ -64503,13 +64495,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1654 - 2058 + 1884 28 20 1668 - 2068 + 1894 @@ -64561,13 +64553,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1706 - 2038 + 1864 51 20 1723.5 - 2048 + 1874 @@ -64589,13 +64581,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1706 - 2058 + 1884 51 20 1723.5 - 2068 + 1894 @@ -64624,13 +64616,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1424 - 2173 + 1999 111 84 1483 - 2215 + 2041 @@ -64649,13 +64641,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1426 - 2175 + 2001 45 20 1448.5 - 2185 + 2011 @@ -64676,13 +64668,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1426 - 2195 + 2021 45 20 1448.5 - 2205 + 2031 @@ -64703,13 +64695,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1426 - 2215 + 2041 45 20 1448.5 - 2225 + 2051 @@ -64729,13 +64721,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1426 - 2235 + 2061 45 20 1448.5 - 2245 + 2071 @@ -64755,13 +64747,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1495 - 2175 + 2001 38 80 1514 - 2215 + 2041 @@ -64790,13 +64782,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1254 - 2220 + 2046 62 64 1296 - 2252 + 2078 @@ -64826,13 +64818,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1256 - 2222 + 2048 28 20 1270 - 2232 + 2058 @@ -64852,13 +64844,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1256 - 2242 + 2068 28 20 1270 - 2252 + 2078 @@ -64898,13 +64890,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1256 - 2262 + 2088 28 20 1270 - 2272 + 2098 @@ -64945,13 +64937,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1308 - 2222 + 2048 6 60 1311 - 2252 + 2078 @@ -64983,13 +64975,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1269 - 2463 + 2289 62 64 1311 - 2495 + 2321 @@ -65019,13 +65011,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1271 - 2465 + 2291 28 20 1285 - 2475 + 2301 @@ -65045,13 +65037,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1271 - 2485 + 2311 28 20 1285 - 2495 + 2321 @@ -65091,13 +65083,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1271 - 2505 + 2331 28 20 1285 - 2515 + 2341 @@ -65138,13 +65130,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1323 - 2465 + 2291 6 60 1326 - 2495 + 2321 @@ -65175,13 +65167,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1422 - 2278 + 2104 111 84 1481 - 2320 + 2146 @@ -65200,13 +65192,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1424 - 2280 + 2106 45 20 1446.5 - 2290 + 2116 @@ -65227,13 +65219,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1424 - 2300 + 2126 45 20 1446.5 - 2310 + 2136 @@ -65254,13 +65246,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1424 - 2320 + 2146 45 20 1446.5 - 2330 + 2156 @@ -65280,13 +65272,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1424 - 2340 + 2166 45 20 1446.5 - 2350 + 2176 @@ -65306,13 +65298,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1493 - 2280 + 2106 38 80 1512 - 2320 + 2146 @@ -65340,13 +65332,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1139 - 1954 + 1780 106 44 1164 - 1976 + 1802 @@ -65374,13 +65366,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1141 - 1956 + 1782 11 20 1146.5 - 1966 + 1792 @@ -65401,13 +65393,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1141 - 1976 + 1802 11 20 1146.5 - 1986 + 1812 @@ -65429,13 +65421,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1176 - 1956 + 1782 67 40 1191.5 - 1976 + 1802 @@ -65466,13 +65458,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1432 - 2072 + 1898 126 44 1494 - 2094 + 1920 @@ -65491,13 +65483,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1434 - 2074 + 1900 48 20 1458 - 2084 + 1910 @@ -65518,13 +65510,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1434 - 2094 + 1920 48 20 1458 - 2104 + 1930 @@ -65574,13 +65566,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1506 - 2074 + 1900 50 20 1531 - 2084 + 1910 @@ -65600,13 +65592,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1506 - 2094 + 1920 50 20 1531 - 2104 + 1930 @@ -65636,13 +65628,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1905 - 1913 + 1739 121 124 1968 - 1975 + 1801 @@ -65661,13 +65653,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1907 - 1915 + 1741 49 20 1931.5 - 1925 + 1751 @@ -65688,13 +65680,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1907 - 1935 + 1761 49 20 1931.5 - 1945 + 1771 @@ -65734,13 +65726,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1907 - 1955 + 1781 49 20 1931.5 - 1965 + 1791 @@ -65780,13 +65772,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1907 - 1975 + 1801 49 20 1931.5 - 1985 + 1811 @@ -65826,13 +65818,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1907 - 1995 + 1821 49 20 1931.5 - 2005 + 1831 @@ -65872,13 +65864,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1907 - 2015 + 1841 49 20 1931.5 - 2025 + 1851 @@ -65919,13 +65911,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1980 - 1915 + 1741 44 120 1994 - 1975 + 1801 @@ -65959,13 +65951,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1491 - 1993 + 1819 50 24 1524.167 - 2005.381 + 1831.863 @@ -65992,13 +65984,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2089 - 1932 + 1758 94 28 2141 - 1946 + 1772 @@ -66018,13 +66010,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2091 - 1934 + 1760 38 24 2110 - 1946 + 1772 @@ -66044,13 +66036,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2153 - 1934 + 1760 28 24 2167 - 1946 + 1772 @@ -66078,13 +66070,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1323 - 1676 + 1502 92 28 1367 - 1690 + 1516 @@ -66103,13 +66095,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1325 - 1678 + 1504 30 24 1340 - 1690 + 1516 @@ -66129,13 +66121,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1379 - 1678 + 1504 34 24 1396 - 1690 + 1516 @@ -66165,13 +66157,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1503 - 1734 + 1560 62 64 1545 - 1766 + 1592 @@ -66201,13 +66193,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1505 - 1736 + 1562 28 20 1519 - 1746 + 1572 @@ -66228,13 +66220,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1505 - 1756 + 1582 28 20 1519 - 1766 + 1592 @@ -66274,13 +66266,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1505 - 1776 + 1602 28 20 1519 - 1786 + 1612 @@ -66321,13 +66313,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1557 - 1736 + 1562 6 60 1560 - 1766 + 1592 @@ -66359,13 +66351,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1278 - 1751 + 1577 198 20 1278.887 - 1751.163 + 1577.645 @@ -66407,7 +66399,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1896 - 1717 + 1544 160 100 @@ -66416,7 +66408,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 1896.734 - 1717.914 + 1544.396 @@ -66455,13 +66447,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1273 - 1378 + 1204 81 28 1306 - 1392 + 1218 @@ -66481,13 +66473,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1275 - 1380 + 1206 19 24 1284.5 - 1392 + 1218 @@ -66507,13 +66499,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1318 - 1380 + 1206 34 24 1335 - 1392 + 1218 @@ -66543,13 +66535,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1293 - 1495 + 1322 50 24 1318.445 - 1507.717 + 1334.199 @@ -66599,14 +66591,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 19092 - 1076 + 19483 + 902 40 16 - 19112 - 1084 + 19503 + 910 @@ -66634,13 +66626,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1472 - 1490 + 1316 78 64 1514 - 1522 + 1348 @@ -66670,13 +66662,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1474 - 1492 + 1318 28 20 1488 - 1502 + 1328 @@ -66697,13 +66689,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1474 - 1512 + 1338 28 20 1488 - 1522 + 1348 @@ -66743,13 +66735,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1474 - 1532 + 1358 28 20 1488 - 1542 + 1368 @@ -66791,13 +66783,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1526 - 1492 + 1318 22 60 1529 - 1522 + 1348 @@ -66827,13 +66819,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1345 - 1570 + 1396 70 44 1370 - 1592 + 1418 @@ -66861,13 +66853,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1347 - 1572 + 1398 11 20 1352.5 - 1582 + 1408 @@ -66887,13 +66879,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1347 - 1592 + 1418 11 20 1352.5 - 1602 + 1428 @@ -66934,13 +66926,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1382 - 1572 + 1398 31 40 1397.5 - 1592 + 1418 @@ -66972,13 +66964,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1465 - 1579 + 1405 78 64 1507 - 1611 + 1437 @@ -67008,13 +67000,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1467 - 1581 + 1407 28 20 1481 - 1591 + 1417 @@ -67035,13 +67027,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1467 - 1601 + 1427 28 20 1481 - 1611 + 1437 @@ -67081,13 +67073,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1467 - 1621 + 1447 28 20 1481 - 1631 + 1457 @@ -67129,13 +67121,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1519 - 1581 + 1407 22 60 1522 - 1611 + 1437 @@ -67166,13 +67158,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1608 - 1548 + 1374 102 44 1674 - 1570 + 1396 @@ -67191,13 +67183,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1610 - 1550 + 1376 52 20 1636 - 1560 + 1386 @@ -67218,13 +67210,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1610 - 1570 + 1396 52 20 1636 - 1580 + 1406 @@ -67244,13 +67236,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1686 - 1550 + 1376 22 40 1697 - 1570 + 1396 @@ -67278,13 +67270,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1759 - 1556 + 1382 92 28 1803 - 1570 + 1396 @@ -67303,13 +67295,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1761 - 1558 + 1384 30 24 1776 - 1570 + 1396 @@ -67329,13 +67321,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1815 - 1558 + 1384 34 24 1832 - 1570 + 1396 @@ -67428,7 +67420,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1903 - 1521 + 1347 160 100 @@ -67437,7 +67429,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 1903.574 - 1521.401 + 1347.883 @@ -67476,13 +67468,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1405 - 1927 + 1753 70 44 1430 - 1949 + 1775 @@ -67501,13 +67493,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1407 - 1929 + 1755 11 20 1412.5 - 1939 + 1765 @@ -67528,13 +67520,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1407 - 1949 + 1775 11 20 1412.5 - 1959 + 1785 @@ -67554,13 +67546,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1442 - 1929 + 1755 31 40 1457.5 - 1949 + 1775 @@ -67592,13 +67584,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1407 - 1884 + 1710 40 16 1427 - 1892 + 1718 @@ -67624,13 +67616,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1530 - 1917 + 1743 70 44 1555 - 1939 + 1765 @@ -67658,13 +67650,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1532 - 1919 + 1745 11 20 1537.5 - 1929 + 1755 @@ -67685,13 +67677,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1532 - 1939 + 1765 11 20 1537.5 - 1949 + 1775 @@ -67711,13 +67703,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1567 - 1919 + 1745 31 40 1582.5 - 1939 + 1765 @@ -67751,13 +67743,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1655 - 1883 + 1709 40 16 1675 - 1891 + 1717 @@ -67788,13 +67780,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3864 - 1644 + 1470 139 204 3944 - 1746 + 1572 @@ -67813,13 +67805,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3866 - 1646 + 1472 66 20 3899 - 1656 + 1482 @@ -67840,13 +67832,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3866 - 1666 + 1492 66 20 3899 - 1676 + 1502 @@ -67891,13 +67883,13 @@ For best results {u} parameters should be between 0 and 1, in numerical order, a 3866 - 1686 + 1512 66 20 3899 - 1696 + 1522 @@ -67921,13 +67913,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3866 - 1706 + 1532 66 20 3899 - 1716 + 1542 @@ -67947,13 +67939,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3866 - 1726 + 1552 66 20 3899 - 1736 + 1562 @@ -67995,13 +67987,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3866 - 1746 + 1572 66 20 3899 - 1756 + 1582 @@ -68043,13 +68035,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3866 - 1766 + 1592 66 20 3899 - 1776 + 1602 @@ -68089,13 +68081,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3866 - 1786 + 1612 66 20 3899 - 1796 + 1622 @@ -68139,13 +68131,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3866 - 1806 + 1632 66 20 3899 - 1816 + 1642 @@ -68185,13 +68177,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3866 - 1826 + 1652 66 20 3899 - 1836 + 1662 @@ -68232,13 +68224,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3956 - 1646 + 1472 45 200 3970.5 - 1746 + 1572 @@ -68266,13 +68258,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3004 - 1764 + 1590 98 44 3056 - 1786 + 1612 @@ -68290,13 +68282,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3006 - 1766 + 1592 38 20 3025 - 1776 + 1602 @@ -68340,13 +68332,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3006 - 1786 + 1612 38 20 3025 - 1796 + 1622 @@ -68387,13 +68379,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3068 - 1766 + 1592 32 40 3084 - 1786 + 1612 @@ -68421,13 +68413,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3003 - 1808 + 1634 98 44 3055 - 1830 + 1656 @@ -68445,13 +68437,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3005 - 1810 + 1636 38 20 3024 - 1820 + 1646 @@ -68495,13 +68487,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3005 - 1830 + 1656 38 20 3024 - 1840 + 1666 @@ -68542,13 +68534,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3067 - 1810 + 1636 32 40 3083 - 1830 + 1656 @@ -68578,13 +68570,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2759 - 1795 + 1621 198 20 2759.236 - 1795.474 + 1621.956 @@ -68623,13 +68615,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2757 - 1836 + 1663 198 20 2757.085 - 1836.572 + 1663.054 @@ -68670,13 +68662,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1729 - 1992 + 1818 40 16 1749 - 2000 + 1826 @@ -68703,13 +68695,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4032 - 1732 + 1558 94 28 4084 - 1746 + 1572 @@ -68729,13 +68721,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4034 - 1734 + 1560 38 24 4053 - 1746 + 1572 @@ -68755,13 +68747,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4096 - 1734 + 1560 28 24 4110 - 1746 + 1572 @@ -68794,7 +68786,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4149 - 1697 + 1524 160 100 @@ -68803,7 +68795,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 4149.668 - 1697.906 + 1524.388 @@ -68842,13 +68834,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1272 - 1833 + 1659 88 28 1315 - 1847 + 1673 @@ -68867,13 +68859,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1274 - 1835 + 1661 29 24 1288.5 - 1847 + 1673 @@ -68893,13 +68885,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1327 - 1835 + 1661 31 24 1342.5 - 1847 + 1673 @@ -68927,13 +68919,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1120 - 2015 + 1841 88 28 1163 - 2029 + 1855 @@ -68952,13 +68944,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1122 - 2017 + 1843 29 24 1136.5 - 2029 + 1855 @@ -68978,13 +68970,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1175 - 2017 + 1843 31 24 1190.5 - 2029 + 1855 @@ -69012,13 +69004,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 833 - 1695 + 1521 119 64 882 - 1727 + 1553 @@ -69037,13 +69029,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 835 - 1697 + 1523 35 20 852.5 - 1707 + 1533 @@ -69064,13 +69056,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 835 - 1717 + 1543 35 20 852.5 - 1727 + 1553 @@ -69113,13 +69105,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 835 - 1737 + 1563 35 20 852.5 - 1747 + 1573 @@ -69163,13 +69155,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 894 - 1697 + 1523 56 30 914 - 1712 + 1538 @@ -69189,13 +69181,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 894 - 1727 + 1553 56 30 914 - 1742 + 1568 @@ -69223,13 +69215,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 747 - 1523 + 1349 110 28 805 - 1537 + 1363 @@ -69249,13 +69241,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 749 - 1525 + 1351 44 24 771 - 1537 + 1363 @@ -69275,13 +69267,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 817 - 1525 + 1351 38 24 836 - 1537 + 1363 @@ -69313,13 +69305,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 656 - 1528 + 1354 40 16 676 - 1536 + 1362 @@ -69345,13 +69337,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 899 - 1516 + 1342 88 28 942 - 1530 + 1356 @@ -69370,13 +69362,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 901 - 1518 + 1344 29 24 915.5 - 1530 + 1356 @@ -69396,13 +69388,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 954 - 1518 + 1344 31 24 969.5 - 1530 + 1356 @@ -69430,13 +69422,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 736 - 1567 + 1393 88 28 779 - 1581 + 1407 @@ -69455,13 +69447,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 738 - 1569 + 1395 29 24 752.5 - 1581 + 1407 @@ -69481,13 +69473,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 791 - 1569 + 1395 31 24 806.5 - 1581 + 1407 @@ -69516,13 +69508,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1060 - 1685 + 1511 132 84 1128 - 1727 + 1553 @@ -69541,13 +69533,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1062 - 1687 + 1513 54 20 1089 - 1697 + 1523 @@ -69568,13 +69560,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1062 - 1707 + 1533 54 20 1089 - 1717 + 1543 @@ -69594,13 +69586,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1062 - 1727 + 1553 54 20 1089 - 1737 + 1563 @@ -69620,13 +69612,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1062 - 1747 + 1573 54 20 1089 - 1757 + 1583 @@ -69666,13 +69658,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1140 - 1687 + 1513 50 40 1165 - 1707 + 1533 @@ -69692,13 +69684,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1140 - 1727 + 1553 50 40 1165 - 1747 + 1573 @@ -69727,13 +69719,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1676 - 2097 + 1923 102 64 1734 - 2129 + 1955 @@ -69752,13 +69744,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1678 - 2099 + 1925 44 20 1700 - 2109 + 1935 @@ -69779,13 +69771,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1678 - 2119 + 1945 44 20 1700 - 2129 + 1955 @@ -69806,13 +69798,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1678 - 2139 + 1965 44 20 1700 - 2149 + 1975 @@ -69857,13 +69849,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1746 - 2099 + 1925 30 60 1761 - 2129 + 1955 @@ -69892,13 +69884,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1626 - 2190 + 2016 99 44 1676 - 2212 + 2038 @@ -69917,13 +69909,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1628 - 2192 + 2018 36 20 1646 - 2202 + 2028 @@ -69944,13 +69936,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1628 - 2212 + 2038 36 20 1646 - 2222 + 2048 @@ -69971,13 +69963,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1688 - 2192 + 2018 35 20 1705.5 - 2202 + 2028 @@ -69998,13 +69990,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1688 - 2212 + 2038 35 20 1705.5 - 2222 + 2048 @@ -70034,13 +70026,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1579 - 1968 + 1794 116 64 1635 - 2000 + 1826 @@ -70060,13 +70052,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1581 - 1970 + 1796 42 20 1602 - 1980 + 1806 @@ -70087,13 +70079,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1581 - 1990 + 1816 42 20 1602 - 2000 + 1826 @@ -70135,13 +70127,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1581 - 2010 + 1836 42 20 1602 - 2020 + 1846 @@ -70164,13 +70156,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1647 - 1970 + 1796 46 60 1662 - 2000 + 1826 @@ -70199,13 +70191,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4090 - 2039 + 1865 100 64 4137 - 2071 + 1897 @@ -70225,13 +70217,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4092 - 2041 + 1867 33 20 4108.5 - 2051 + 1877 @@ -70253,13 +70245,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4092 - 2061 + 1887 33 20 4108.5 - 2071 + 1897 @@ -70300,13 +70292,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4092 - 2081 + 1907 33 20 4108.5 - 2091 + 1917 @@ -70349,13 +70341,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4149 - 2041 + 1867 39 60 4160.5 - 2071 + 1897 @@ -70384,13 +70376,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1833 - 2228 + 2054 126 44 1895 - 2250 + 2076 @@ -70409,13 +70401,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1835 - 2230 + 2056 48 20 1859 - 2240 + 2066 @@ -70436,13 +70428,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1835 - 2250 + 2076 48 20 1859 - 2260 + 2086 @@ -70492,13 +70484,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1907 - 2230 + 2056 50 20 1932 - 2240 + 2066 @@ -70518,13 +70510,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1907 - 2250 + 2076 50 20 1932 - 2260 + 2086 @@ -70587,13 +70579,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1727 - 2360 + 2186 40 16 1747 - 2368 + 2194 @@ -70623,13 +70615,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1709 - 2407 + 2233 40 16 1729 - 2415 + 2241 @@ -70659,13 +70651,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1775 - 2396 + 2222 40 16 1795 - 2404 + 2230 @@ -70719,13 +70711,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1959 - 2318 + 2144 126 44 2021 - 2340 + 2166 @@ -70745,13 +70737,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1961 - 2320 + 2146 48 20 1985 - 2330 + 2156 @@ -70772,13 +70764,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1961 - 2340 + 2166 48 20 1985 - 2350 + 2176 @@ -70828,13 +70820,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2033 - 2320 + 2146 50 20 2058 - 2330 + 2156 @@ -70854,13 +70846,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2033 - 2340 + 2166 50 20 2058 - 2350 + 2176 @@ -70889,13 +70881,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1985 - 2188 + 2014 122 44 2042 - 2210 + 2036 @@ -70917,13 +70909,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1987 - 2190 + 2016 43 20 2008.5 - 2200 + 2026 @@ -70943,13 +70935,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1987 - 2210 + 2036 43 20 2008.5 - 2220 + 2046 @@ -70991,13 +70983,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2054 - 2190 + 2016 51 40 2071.5 - 2210 + 2036 @@ -71026,13 +71018,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2117 - 2270 + 2096 126 44 2179 - 2292 + 2118 @@ -71051,13 +71043,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2119 - 2272 + 2098 48 20 2143 - 2282 + 2108 @@ -71078,13 +71070,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2119 - 2292 + 2118 48 20 2143 - 2302 + 2128 @@ -71134,13 +71126,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2191 - 2272 + 2098 50 20 2216 - 2282 + 2108 @@ -71160,13 +71152,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2191 - 2292 + 2118 50 20 2216 - 2302 + 2128 @@ -71195,13 +71187,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2936 - 2089 + 1915 126 64 2998 - 2121 + 1947 @@ -71221,13 +71213,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2938 - 2091 + 1917 48 20 2962 - 2101 + 1927 @@ -71248,13 +71240,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2938 - 2111 + 1937 48 20 2962 - 2121 + 1947 @@ -71295,13 +71287,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2938 - 2131 + 1957 48 20 2962 - 2141 + 1967 @@ -71351,13 +71343,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3010 - 2091 + 1917 50 30 3035 - 2106 + 1932 @@ -71377,13 +71369,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3010 - 2121 + 1947 50 30 3035 - 2136 + 1962 @@ -71412,13 +71404,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2898 - 2352 + 2178 126 64 2960 - 2384 + 2210 @@ -71438,13 +71430,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2900 - 2354 + 2180 48 20 2924 - 2364 + 2190 @@ -71465,13 +71457,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2900 - 2374 + 2200 48 20 2924 - 2384 + 2210 @@ -71512,13 +71504,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2900 - 2394 + 2220 48 20 2924 - 2404 + 2230 @@ -71568,13 +71560,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2972 - 2354 + 2180 50 30 2997 - 2369 + 2195 @@ -71594,13 +71586,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2972 - 2384 + 2210 50 30 2997 - 2399 + 2225 @@ -71629,13 +71621,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2956 - 2037 + 1863 122 44 3013 - 2059 + 1885 @@ -71658,13 +71650,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2958 - 2039 + 1865 43 20 2979.5 - 2049 + 1875 @@ -71684,13 +71676,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2958 - 2059 + 1885 43 20 2979.5 - 2069 + 1895 @@ -71732,13 +71724,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3025 - 2039 + 1865 51 40 3042.5 - 2059 + 1885 @@ -71767,13 +71759,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1931 - 2453 + 2279 142 84 1993 - 2495 + 2321 @@ -71792,13 +71784,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1933 - 2455 + 2281 48 20 1957 - 2465 + 2291 @@ -71819,13 +71811,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1933 - 2475 + 2301 48 20 1957 - 2485 + 2311 @@ -71875,13 +71867,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1933 - 2495 + 2321 48 20 1957 - 2505 + 2331 @@ -71922,13 +71914,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1933 - 2515 + 2341 48 20 1957 - 2525 + 2351 @@ -71970,13 +71962,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2005 - 2455 + 2281 66 40 2030 - 2475 + 2301 @@ -71997,13 +71989,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2005 - 2495 + 2321 66 40 2030 - 2515 + 2341 @@ -72033,13 +72025,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 683 - 2355 + 2181 99 44 733 - 2377 + 2203 @@ -72058,13 +72050,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 685 - 2357 + 2183 36 20 703 - 2367 + 2193 @@ -72085,13 +72077,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 685 - 2377 + 2203 36 20 703 - 2387 + 2213 @@ -72112,13 +72104,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 745 - 2357 + 2183 35 20 762.5 - 2367 + 2193 @@ -72139,13 +72131,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 745 - 2377 + 2203 35 20 762.5 - 2387 + 2213 @@ -72174,13 +72166,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 447 - 2296 + 2122 89 64 494 - 2328 + 2154 @@ -72199,13 +72191,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 449 - 2298 + 2124 33 20 465.5 - 2308 + 2134 @@ -72255,13 +72247,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 449 - 2318 + 2144 33 20 465.5 - 2328 + 2154 @@ -72304,13 +72296,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 449 - 2338 + 2164 33 20 465.5 - 2348 + 2174 @@ -72353,13 +72345,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 506 - 2298 + 2124 28 60 520 - 2328 + 2154 @@ -72388,13 +72380,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 450 - 2378 + 2204 89 64 497 - 2410 + 2236 @@ -72413,13 +72405,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 452 - 2380 + 2206 33 20 468.5 - 2390 + 2216 @@ -72469,13 +72461,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 452 - 2400 + 2226 33 20 468.5 - 2410 + 2236 @@ -72518,13 +72510,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 452 - 2420 + 2246 33 20 468.5 - 2430 + 2256 @@ -72567,13 +72559,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 509 - 2380 + 2206 28 60 523 - 2410 + 2236 @@ -72602,13 +72594,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2932 - 2017 + 1843 138 44 3005 - 2039 + 1865 @@ -72629,13 +72621,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2934 - 2019 + 1845 59 20 2971.5 - 2029 + 1855 @@ -72655,13 +72647,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2934 - 2039 + 1865 59 20 2971.5 - 2049 + 1875 @@ -72703,13 +72695,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3017 - 2019 + 1845 51 40 3034.5 - 2039 + 1865 @@ -72741,13 +72733,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2986 - 1985 + 1811 50 24 3011.014 - 1997.489 + 1823.971 @@ -72775,13 +72767,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2877 - 1946 + 1772 198 20 2877.361 - 1946.418 + 1772.9 @@ -72820,13 +72812,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3871 - 1977 + 1803 177 64 3935 - 2009 + 1835 @@ -72845,13 +72837,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3873 - 1979 + 1805 50 20 3898 - 1989 + 1815 @@ -72872,13 +72864,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3873 - 1999 + 1825 50 20 3898 - 2009 + 1835 @@ -72918,13 +72910,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3873 - 2019 + 1845 50 20 3898 - 2029 + 1855 @@ -72965,13 +72957,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3947 - 1979 + 1805 99 60 3988.5 - 2009 + 1835 @@ -73000,13 +72992,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3855 - 2168 + 1994 126 44 3917 - 2190 + 2016 @@ -73025,13 +73017,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3857 - 2170 + 1996 48 20 3881 - 2180 + 2006 @@ -73052,13 +73044,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3857 - 2190 + 2016 48 20 3881 - 2200 + 2026 @@ -73108,13 +73100,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3929 - 2170 + 1996 50 20 3954 - 2180 + 2006 @@ -73134,13 +73126,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3929 - 2190 + 2016 50 20 3954 - 2200 + 2026 @@ -73169,13 +73161,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4038 - 2295 + 2121 126 44 4100 - 2317 + 2143 @@ -73194,13 +73186,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4040 - 2297 + 2123 48 20 4064 - 2307 + 2133 @@ -73221,13 +73213,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4040 - 2317 + 2143 48 20 4064 - 2327 + 2153 @@ -73277,13 +73269,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4112 - 2297 + 2123 50 20 4137 - 2307 + 2133 @@ -73303,13 +73295,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4112 - 2317 + 2143 50 20 4137 - 2327 + 2153 @@ -73338,13 +73330,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3881 - 2232 + 2058 126 44 3943 - 2254 + 2080 @@ -73363,13 +73355,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3883 - 2234 + 2060 48 20 3907 - 2244 + 2070 @@ -73390,13 +73382,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3883 - 2254 + 2080 48 20 3907 - 2264 + 2090 @@ -73446,13 +73438,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3955 - 2234 + 2060 50 20 3980 - 2244 + 2070 @@ -73472,13 +73464,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3955 - 2254 + 2080 50 20 3980 - 2264 + 2090 @@ -73507,13 +73499,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4012 - 2137 + 1963 138 44 4085 - 2159 + 1985 @@ -73537,13 +73529,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4014 - 2139 + 1965 59 20 4051.5 - 2149 + 1975 @@ -73563,13 +73555,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4014 - 2159 + 1985 59 20 4051.5 - 2169 + 1995 @@ -73611,13 +73603,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4097 - 2139 + 1965 51 40 4114.5 - 2159 + 1985 @@ -73646,13 +73638,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4248 - 1910 + 1736 116 64 4304 - 1942 + 1768 @@ -73672,13 +73664,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4250 - 1912 + 1738 42 20 4271 - 1922 + 1748 @@ -73699,13 +73691,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4250 - 1932 + 1758 42 20 4271 - 1942 + 1768 @@ -73747,13 +73739,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4250 - 1952 + 1778 42 20 4271 - 1962 + 1788 @@ -73776,13 +73768,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4316 - 1912 + 1738 46 60 4331 - 1942 + 1768 @@ -73811,13 +73803,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4254 - 2141 + 1967 119 64 4293 - 2173 + 1999 @@ -73836,13 +73828,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4256 - 2143 + 1969 25 60 4268.5 - 2173 + 1999 @@ -73863,13 +73855,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4305 - 2143 + 1969 66 20 4338 - 2153 + 1979 @@ -73890,13 +73882,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4305 - 2163 + 1989 66 20 4338 - 2173 + 1999 @@ -73917,13 +73909,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4305 - 2183 + 2009 66 20 4338 - 2193 + 2019 @@ -73955,13 +73947,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3980 - 1953 + 1779 40 16 4000 - 1961 + 1787 @@ -73988,13 +73980,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4293 - 2056 + 1882 138 44 4366 - 2078 + 1904 @@ -74015,13 +74007,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4295 - 2058 + 1884 59 20 4332.5 - 2068 + 1894 @@ -74041,13 +74033,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4295 - 2078 + 1904 59 20 4332.5 - 2088 + 1914 @@ -74089,13 +74081,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4378 - 2058 + 1884 51 40 4395.5 - 2078 + 1904 @@ -74124,13 +74116,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4429 - 1902 + 1728 89 44 4473 - 1924 + 1750 @@ -74149,13 +74141,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4431 - 1904 + 1730 30 20 4446 - 1914 + 1740 @@ -74176,13 +74168,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4431 - 1924 + 1750 30 20 4446 - 1934 + 1760 @@ -74203,13 +74195,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4485 - 1904 + 1730 31 20 4500.5 - 1914 + 1740 @@ -74230,13 +74222,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4485 - 1924 + 1750 31 20 4500.5 - 1934 + 1760 @@ -74268,13 +74260,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4541 - 1998 + 1824 50 24 4566.436 - 2010.323 + 1836.805 @@ -74326,13 +74318,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1164 - 2577 + 2403 89 64 1212 - 2609 + 2435 @@ -74351,13 +74343,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1166 - 2579 + 2405 34 20 1183 - 2589 + 2415 @@ -74408,13 +74400,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1166 - 2599 + 2425 34 20 1183 - 2609 + 2435 @@ -74455,13 +74447,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1166 - 2619 + 2445 34 20 1183 - 2629 + 2455 @@ -74501,13 +74493,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1224 - 2579 + 2405 27 30 1237.5 - 2594 + 2420 @@ -74528,13 +74520,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1224 - 2609 + 2435 27 30 1237.5 - 2624 + 2450 @@ -74566,13 +74558,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 575 - 2476 + 2302 40 16 595 - 2484 + 2310 @@ -74599,13 +74591,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 614 - 2535 + 2361 126 44 676 - 2557 + 2383 @@ -74624,13 +74616,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 616 - 2537 + 2363 48 20 640 - 2547 + 2373 @@ -74651,13 +74643,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 616 - 2557 + 2383 48 20 640 - 2567 + 2393 @@ -74707,13 +74699,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 688 - 2537 + 2363 50 20 713 - 2547 + 2373 @@ -74733,13 +74725,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 688 - 2557 + 2383 50 20 713 - 2567 + 2393 @@ -74771,13 +74763,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 622 - 2440 + 2266 40 16 642 - 2448 + 2274 @@ -74804,13 +74796,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 779 - 2526 + 2352 102 44 845 - 2548 + 2374 @@ -74829,13 +74821,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 781 - 2528 + 2354 52 20 807 - 2538 + 2364 @@ -74856,13 +74848,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 781 - 2548 + 2374 52 20 807 - 2558 + 2384 @@ -74882,13 +74874,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 857 - 2528 + 2354 22 40 868 - 2548 + 2374 @@ -74916,13 +74908,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 912 - 2534 + 2360 92 28 956 - 2548 + 2374 @@ -74941,13 +74933,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 914 - 2536 + 2362 30 24 929 - 2548 + 2374 @@ -74967,13 +74959,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 968 - 2536 + 2362 34 24 985 - 2548 + 2374 @@ -75001,13 +74993,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1039 - 2536 + 2362 70 44 1064 - 2558 + 2384 @@ -75026,13 +75018,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1041 - 2538 + 2364 11 20 1046.5 - 2548 + 2374 @@ -75052,13 +75044,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1041 - 2558 + 2384 11 20 1046.5 - 2568 + 2394 @@ -75099,13 +75091,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1076 - 2538 + 2364 31 40 1091.5 - 2558 + 2384 @@ -75134,13 +75126,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 913 - 2575 + 2401 101 28 957 - 2589 + 2415 @@ -75159,13 +75151,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 915 - 2577 + 2403 30 24 930 - 2589 + 2415 @@ -75185,13 +75177,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 969 - 2577 + 2403 43 24 990.5 - 2589 + 2415 @@ -75220,13 +75212,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 910 - 2892 + 2718 102 44 976 - 2914 + 2740 @@ -75244,13 +75236,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 912 - 2894 + 2720 52 20 938 - 2904 + 2730 @@ -75296,13 +75288,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 912 - 2914 + 2740 52 20 938 - 2924 + 2750 @@ -75347,13 +75339,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 988 - 2894 + 2720 22 40 999 - 2914 + 2740 @@ -75381,13 +75373,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1045 - 2900 + 2726 92 28 1089 - 2914 + 2740 @@ -75406,13 +75398,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1047 - 2902 + 2728 30 24 1062 - 2914 + 2740 @@ -75432,13 +75424,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1101 - 2902 + 2728 34 24 1118 - 2914 + 2740 @@ -75466,13 +75458,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1045 - 2615 + 2441 88 28 1088 - 2629 + 2455 @@ -75491,13 +75483,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1047 - 2617 + 2443 29 24 1061.5 - 2629 + 2455 @@ -75517,13 +75509,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1100 - 2617 + 2443 31 24 1115.5 - 2629 + 2455 @@ -75552,13 +75544,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1317 - 2586 + 2412 126 64 1379 - 2618 + 2444 @@ -75577,13 +75569,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1319 - 2588 + 2414 48 20 1343 - 2598 + 2424 @@ -75603,13 +75595,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1319 - 2608 + 2434 48 20 1343 - 2618 + 2444 @@ -75654,13 +75646,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1319 - 2628 + 2454 48 20 1343 - 2638 + 2464 @@ -75700,13 +75692,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1391 - 2588 + 2414 50 30 1416 - 2603 + 2429 @@ -75726,13 +75718,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1391 - 2618 + 2444 50 30 1416 - 2633 + 2459 @@ -75762,13 +75754,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1660 - 2601 + 2427 62 64 1702 - 2633 + 2459 @@ -75798,13 +75790,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1662 - 2603 + 2429 28 20 1676 - 2613 + 2439 @@ -75824,13 +75816,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1662 - 2623 + 2449 28 20 1676 - 2633 + 2459 @@ -75870,13 +75862,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1662 - 2643 + 2469 28 20 1676 - 2653 + 2479 @@ -75917,13 +75909,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1714 - 2603 + 2429 6 60 1717 - 2633 + 2459 @@ -75954,13 +75946,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1504 - 2591 + 2417 117 44 1556 - 2613 + 2439 @@ -75979,13 +75971,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1506 - 2593 + 2419 38 20 1525 - 2603 + 2429 @@ -76007,13 +75999,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1506 - 2613 + 2439 38 20 1525 - 2623 + 2449 @@ -76034,13 +76026,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1568 - 2593 + 2419 51 40 1593.5 - 2613 + 2439 @@ -76068,13 +76060,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1592 - 2491 + 2317 98 44 1644 - 2513 + 2339 @@ -76093,13 +76085,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1594 - 2493 + 2319 38 20 1613 - 2503 + 2329 @@ -76142,13 +76134,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1594 - 2513 + 2339 38 20 1613 - 2523 + 2349 @@ -76189,13 +76181,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1656 - 2493 + 2319 32 40 1672 - 2513 + 2339 @@ -76224,13 +76216,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1765 - 2517 + 2343 126 64 1827 - 2549 + 2375 @@ -76249,13 +76241,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1767 - 2519 + 2345 48 20 1791 - 2529 + 2355 @@ -76277,13 +76269,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1767 - 2539 + 2365 48 20 1791 - 2549 + 2375 @@ -76324,13 +76316,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1767 - 2559 + 2385 48 20 1791 - 2569 + 2395 @@ -76380,13 +76372,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1839 - 2519 + 2345 50 30 1864 - 2534 + 2360 @@ -76406,13 +76398,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1839 - 2549 + 2375 50 30 1864 - 2564 + 2390 @@ -76440,13 +76432,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1496 - 2445 + 2271 88 28 1539 - 2459 + 2285 @@ -76465,13 +76457,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1498 - 2447 + 2273 29 24 1512.5 - 2459 + 2285 @@ -76491,13 +76483,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1551 - 2447 + 2273 31 24 1566.5 - 2459 + 2285 @@ -76529,13 +76521,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1430 - 2479 + 2305 40 16 1450 - 2487 + 2313 @@ -76563,13 +76555,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1942 - 3050 + 2876 198 20 1942.931 - 3050.067 + 2876.549 @@ -76608,13 +76600,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1987 - 2891 + 2717 62 64 2029 - 2923 + 2749 @@ -76644,13 +76636,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1989 - 2893 + 2719 28 20 2003 - 2903 + 2729 @@ -76670,13 +76662,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1989 - 2913 + 2739 28 20 2003 - 2923 + 2749 @@ -76716,13 +76708,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1989 - 2933 + 2759 28 20 2003 - 2943 + 2769 @@ -76763,13 +76755,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2041 - 2893 + 2719 6 60 2044 - 2923 + 2749 @@ -76800,13 +76792,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1814 - 2872 + 2698 117 44 1866 - 2894 + 2720 @@ -76825,13 +76817,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1816 - 2874 + 2700 38 20 1835 - 2884 + 2710 @@ -76853,13 +76845,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1816 - 2894 + 2720 38 20 1835 - 2904 + 2730 @@ -76880,13 +76872,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1878 - 2874 + 2700 51 40 1903.5 - 2894 + 2720 @@ -76914,13 +76906,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1982 - 2612 + 2438 98 44 2034 - 2634 + 2460 @@ -76939,13 +76931,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1984 - 2614 + 2440 38 20 2003 - 2624 + 2450 @@ -76989,13 +76981,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1984 - 2634 + 2460 38 20 2003 - 2644 + 2470 @@ -77036,13 +77028,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2046 - 2614 + 2440 32 40 2062 - 2634 + 2460 @@ -77071,13 +77063,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2113 - 2550 + 2376 126 64 2175 - 2582 + 2408 @@ -77096,13 +77088,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2115 - 2552 + 2378 48 20 2139 - 2562 + 2388 @@ -77124,13 +77116,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2115 - 2572 + 2398 48 20 2139 - 2582 + 2408 @@ -77171,13 +77163,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2115 - 2592 + 2418 48 20 2139 - 2602 + 2428 @@ -77227,13 +77219,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2187 - 2552 + 2378 50 30 2212 - 2567 + 2393 @@ -77253,13 +77245,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2187 - 2582 + 2408 50 30 2212 - 2597 + 2423 @@ -77287,13 +77279,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2165 - 2497 + 2323 70 44 2190 - 2519 + 2345 @@ -77321,13 +77313,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2167 - 2499 + 2325 11 20 2172.5 - 2509 + 2335 @@ -77347,13 +77339,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2167 - 2519 + 2345 11 20 2172.5 - 2529 + 2355 @@ -77394,13 +77386,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2202 - 2499 + 2325 31 40 2217.5 - 2519 + 2345 @@ -77432,13 +77424,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2080 - 2425 + 2251 198 20 2080.258 - 2425.137 + 2251.619 @@ -77479,13 +77471,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 868 - 2108 + 1934 40 16 888 - 2116 + 1942 @@ -77513,13 +77505,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2510 - 2546 + 2372 99 44 2560 - 2568 + 2394 @@ -77539,13 +77531,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2512 - 2548 + 2374 36 20 2530 - 2558 + 2384 @@ -77567,13 +77559,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2512 - 2568 + 2394 36 20 2530 - 2578 + 2404 @@ -77595,13 +77587,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2572 - 2548 + 2374 35 20 2589.5 - 2558 + 2384 @@ -77623,13 +77615,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2572 - 2568 + 2394 35 20 2589.5 - 2578 + 2404 @@ -77659,13 +77651,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3922 - 2876 + 2702 121 124 3979 - 2938 + 2764 @@ -77685,13 +77677,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3924 - 2878 + 2704 43 20 3945.5 - 2888 + 2714 @@ -77713,13 +77705,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3924 - 2898 + 2724 43 20 3945.5 - 2908 + 2734 @@ -77771,13 +77763,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3924 - 2918 + 2744 43 20 3945.5 - 2928 + 2754 @@ -77818,13 +77810,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3924 - 2938 + 2764 43 20 3945.5 - 2948 + 2774 @@ -77865,13 +77857,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3924 - 2958 + 2784 43 20 3945.5 - 2968 + 2794 @@ -77912,13 +77904,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3924 - 2978 + 2804 43 20 3945.5 - 2988 + 2814 @@ -77959,13 +77951,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3991 - 2878 + 2704 50 60 4016 - 2908 + 2734 @@ -77986,13 +77978,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3991 - 2938 + 2764 50 60 4016 - 2968 + 2794 @@ -78024,13 +78016,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3765 - 2468 + 2294 40 16 3785 - 2476 + 2302 @@ -78060,13 +78052,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3793 - 2612 + 2438 40 16 3813 - 2620 + 2446 @@ -78096,13 +78088,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3791 - 2565 + 2391 40 16 3811 - 2573 + 2399 @@ -78129,13 +78121,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3836 - 2404 + 2230 84 44 3880 - 2426 + 2252 @@ -78154,13 +78146,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3838 - 2406 + 2232 30 40 3853 - 2426 + 2252 @@ -78180,13 +78172,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3892 - 2406 + 2232 26 20 3905 - 2416 + 2242 @@ -78206,13 +78198,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3892 - 2426 + 2252 26 20 3905 - 2436 + 2262 @@ -78244,13 +78236,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4001 - 2480 + 2306 50 24 4026.94 - 2492.078 + 2318.56 @@ -78276,13 +78268,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3627 - 3300 + 3126 122 44 3668 - 3322 + 3148 @@ -78311,13 +78303,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3629 - 3302 + 3128 27 20 3650.5 - 3312 + 3138 @@ -78337,13 +78329,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3629 - 3322 + 3148 27 20 3650.5 - 3332 + 3158 @@ -78386,13 +78378,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3680 - 3302 + 3128 67 40 3695.5 - 3322 + 3148 @@ -78426,13 +78418,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3455 - 3252 + 3079 50 24 3480.917 - 3264.755 + 3091.237 @@ -78485,13 +78477,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3964 - 3028 + 2854 100 64 4020 - 3060 + 2886 @@ -78511,13 +78503,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3966 - 3030 + 2856 42 20 3987 - 3040 + 2866 @@ -78538,13 +78530,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3966 - 3050 + 2876 42 20 3987 - 3060 + 2886 @@ -78586,13 +78578,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3966 - 3070 + 2896 42 20 3987 - 3080 + 2906 @@ -78614,13 +78606,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4032 - 3030 + 2856 30 60 4047 - 3060 + 2886 @@ -78674,13 +78666,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4557 - 3064 + 2890 126 44 4619 - 3086 + 2912 @@ -78699,13 +78691,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4559 - 3066 + 2892 48 20 4583 - 3076 + 2902 @@ -78726,13 +78718,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4559 - 3086 + 2912 48 20 4583 - 3096 + 2922 @@ -78782,13 +78774,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4631 - 3066 + 2892 50 20 4656 - 3076 + 2902 @@ -78808,13 +78800,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4631 - 3086 + 2912 50 20 4656 - 3096 + 2922 @@ -78843,13 +78835,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4390 - 2510 + 2336 142 84 4452 - 2552 + 2378 @@ -78868,13 +78860,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4392 - 2512 + 2338 48 20 4416 - 2522 + 2348 @@ -78895,13 +78887,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4392 - 2532 + 2358 48 20 4416 - 2542 + 2368 @@ -78951,13 +78943,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4392 - 2552 + 2378 48 20 4416 - 2562 + 2388 @@ -78998,13 +78990,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4392 - 2572 + 2398 48 20 4416 - 2582 + 2408 @@ -79046,13 +79038,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4464 - 2512 + 2338 66 40 4489 - 2532 + 2358 @@ -79073,13 +79065,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4464 - 2552 + 2378 66 40 4489 - 2572 + 2398 @@ -79109,13 +79101,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4327 - 3277 + 3104 198 20 4327.713 - 3277.831 + 3104.313 @@ -79152,14 +79144,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5513 - 2530 + 5873 + 2356 84 44 - 5557 - 2552 + 5917 + 2378 @@ -79177,14 +79169,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5515 - 2532 + 5875 + 2358 30 40 - 5530 - 2552 + 5890 + 2378 @@ -79203,14 +79195,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5569 - 2532 + 5929 + 2358 26 20 - 5582 - 2542 + 5942 + 2368 @@ -79229,14 +79221,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5569 - 2552 + 5929 + 2378 26 20 - 5582 - 2562 + 5942 + 2388 @@ -79267,14 +79259,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5661 - 2570 + 6022 + 2397 50 24 - 5686.592 - 2582.979 + 6047.233 + 2409.461 @@ -79300,14 +79292,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5058 - 2560 + 5418 + 2386 126 44 - 5120 - 2582 + 5480 + 2408 @@ -79325,14 +79317,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5060 - 2562 + 5420 + 2388 48 20 - 5084 - 2572 + 5444 + 2398 @@ -79352,14 +79344,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5060 - 2582 + 5420 + 2408 48 20 - 5084 - 2592 + 5444 + 2418 @@ -79408,14 +79400,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5132 - 2562 + 5492 + 2388 50 20 - 5157 - 2572 + 5517 + 2398 @@ -79434,14 +79426,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5132 - 2582 + 5492 + 2408 50 20 - 5157 - 2592 + 5517 + 2418 @@ -79473,13 +79465,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1786 - 2023 + 1849 40 16 1806 - 2031 + 1857 @@ -79536,13 +79528,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4526 - 2890 + 2716 40 16 4546 - 2898 + 2724 @@ -79572,13 +79564,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4433 - 2914 + 2740 40 16 4453 - 2922 + 2748 @@ -79606,13 +79598,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4567 - 3350 + 3326 100 64 4623 - 3382 + 3358 @@ -79632,13 +79624,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4569 - 3352 + 3328 42 20 4590 - 3362 + 3338 @@ -79659,13 +79651,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4569 - 3372 + 3348 42 20 4590 - 3382 + 3358 @@ -79707,13 +79699,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4569 - 3392 + 3368 42 20 4590 - 3402 + 3378 @@ -79735,13 +79727,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4635 - 3352 + 3328 30 60 4650 - 3382 + 3358 @@ -79773,13 +79765,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1772 - 1907 + 1733 40 16 1792 - 1915 + 1741 @@ -79809,13 +79801,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1808 - 1956 + 1782 40 16 1828 - 1964 + 1790 @@ -79844,14 +79836,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5987 - 2939 + 6347 + 2765 40 16 - 6007 - 2947 + 6367 + 2773 @@ -79879,14 +79871,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5953 - 2979 + 6313 + 2805 40 16 - 5973 - 2987 + 6333 + 2813 @@ -79914,14 +79906,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6081 - 2923 + 6441 + 2749 117 184 - 6145 - 3015 + 6505 + 2841 @@ -79941,14 +79933,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6083 - 2925 + 6443 + 2751 50 20 - 6108 - 2935 + 6468 + 2761 @@ -79970,14 +79962,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6083 - 2945 + 6443 + 2771 50 20 - 6108 - 2955 + 6468 + 2781 @@ -80018,14 +80010,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6083 - 2965 + 6443 + 2791 50 20 - 6108 - 2975 + 6468 + 2801 @@ -80045,14 +80037,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6083 - 2985 + 6443 + 2811 50 20 - 6108 - 2995 + 6468 + 2821 @@ -80092,14 +80084,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6083 - 3005 + 6443 + 2831 50 20 - 6108 - 3015 + 6468 + 2841 @@ -80139,14 +80131,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6083 - 3025 + 6443 + 2851 50 20 - 6108 - 3035 + 6468 + 2861 @@ -80186,14 +80178,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6083 - 3045 + 6443 + 2871 50 20 - 6108 - 3055 + 6468 + 2881 @@ -80233,14 +80225,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6083 - 3065 + 6443 + 2891 50 20 - 6108 - 3075 + 6468 + 2901 @@ -80280,14 +80272,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6083 - 3085 + 6443 + 2911 50 20 - 6108 - 3095 + 6468 + 2921 @@ -80328,14 +80320,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6157 - 2925 + 6517 + 2751 39 180 - 6168.5 - 3015 + 6528.5 + 2841 @@ -80367,13 +80359,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1857 - 3238 + 3064 40 16 1877 - 3246 + 3072 @@ -80399,13 +80391,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1893 - 2633 + 2459 70 44 1918 - 2655 + 2481 @@ -80433,13 +80425,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1895 - 2635 + 2461 11 20 1900.5 - 2645 + 2471 @@ -80459,13 +80451,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1895 - 2655 + 2481 11 20 1900.5 - 2665 + 2491 @@ -80506,13 +80498,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1930 - 2635 + 2461 31 40 1945.5 - 2655 + 2481 @@ -80545,13 +80537,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3009 - 3516 + 3493 50 24 3042.467 - 3528.379 + 3505.997 @@ -80602,7 +80594,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3136 - 2991 + 2817 160 100 @@ -80611,7 +80603,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 3136.245 - 2991.359 + 2817.841 @@ -80651,13 +80643,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2835 - 3168 + 2994 76 44 2873 - 3190 + 3016 @@ -80677,13 +80669,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2837 - 3170 + 2996 24 20 2849 - 3180 + 3006 @@ -80703,13 +80695,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2837 - 3190 + 3016 24 20 2849 - 3200 + 3026 @@ -80750,13 +80742,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2885 - 3170 + 2996 24 40 2897 - 3190 + 3016 @@ -80785,13 +80777,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3717 - 3530 + 3506 97 28 3766 - 3544 + 3520 @@ -80812,13 +80804,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3719 - 3532 + 3508 35 24 3744.5 - 3544 + 3520 @@ -80838,13 +80830,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3778 - 3532 + 3508 34 24 3795 - 3544 + 3520 @@ -80873,13 +80865,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3865 - 3547 + 3523 70 44 3890 - 3569 + 3545 @@ -80907,13 +80899,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3867 - 3549 + 3525 11 20 3872.5 - 3559 + 3535 @@ -80933,13 +80925,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3867 - 3569 + 3545 11 20 3872.5 - 3579 + 3555 @@ -80980,13 +80972,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3902 - 3549 + 3525 31 40 3917.5 - 3569 + 3545 @@ -81045,13 +81037,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3010 - 2959 + 2785 40 16 3030 - 2967 + 2793 @@ -81081,14 +81073,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5583 - 2925 + 5944 + 2751 50 24 - 5616.836 - 2937.048 + 5977.477 + 2763.531 @@ -81114,14 +81106,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5863 - 2506 + 6223 + 2332 124 44 - 5924 - 2528 + 6284 + 2354 @@ -81139,14 +81131,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5865 - 2508 + 6225 + 2334 47 20 - 5888.5 - 2518 + 6248.5 + 2344 @@ -81165,14 +81157,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5865 - 2528 + 6225 + 2354 47 20 - 5888.5 - 2538 + 6248.5 + 2364 @@ -81212,14 +81204,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5936 - 2508 + 6296 + 2334 49 20 - 5960.5 - 2518 + 6320.5 + 2344 @@ -81239,14 +81231,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5936 - 2528 + 6296 + 2354 49 20 - 5960.5 - 2538 + 6320.5 + 2364 @@ -81274,14 +81266,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5897 - 2432 + 6257 + 2258 92 28 - 5941 - 2446 + 6301 + 2272 @@ -81299,14 +81291,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5899 - 2434 + 6259 + 2260 30 24 - 5914 - 2446 + 6274 + 2272 @@ -81325,14 +81317,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5953 - 2434 + 6313 + 2260 34 24 - 5970 - 2446 + 6330 + 2272 @@ -81364,8 +81356,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6021 - 2426 + 6381 + 2253 160 100 @@ -81373,8 +81365,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 0 - 6021.032 - 2426.616 + 6381.673 + 2253.098 @@ -81413,14 +81405,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5818 - 2940 + 6178 + 2766 117 28 - 5862 - 2954 + 6222 + 2780 @@ -81438,14 +81430,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5820 - 2942 + 6180 + 2768 30 24 - 5835 - 2954 + 6195 + 2780 @@ -81465,14 +81457,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5874 - 2942 + 6234 + 2768 59 24 - 5895.5 - 2954 + 6255.5 + 2780 @@ -81503,14 +81495,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5625 - 2891 + 5985 + 2717 40 16 - 5645 - 2899 + 6005 + 2725 @@ -81536,14 +81528,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5710 - 2887 + 6070 + 2713 92 44 - 5748 - 2909 + 6108 + 2735 @@ -81562,14 +81554,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5712 - 2889 + 6072 + 2715 24 20 - 5724 - 2899 + 6084 + 2725 @@ -81588,14 +81580,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5712 - 2909 + 6072 + 2735 24 20 - 5724 - 2919 + 6084 + 2745 @@ -81636,14 +81628,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5760 - 2889 + 6120 + 2715 40 40 - 5772 - 2909 + 6132 + 2735 @@ -81671,14 +81663,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5769 - 2562 + 6129 + 2388 106 44 - 5823 - 2584 + 6183 + 2410 @@ -81697,14 +81689,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5771 - 2564 + 6131 + 2390 40 20 - 5791 - 2574 + 6151 + 2400 @@ -81723,14 +81715,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5771 - 2584 + 6131 + 2410 40 20 - 5791 - 2594 + 6151 + 2420 @@ -81769,14 +81761,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5835 - 2564 + 6195 + 2390 38 40 - 5854 - 2584 + 6214 + 2410 @@ -81804,14 +81796,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5901 - 2871 + 6261 + 2697 102 44 - 5967 - 2893 + 6327 + 2719 @@ -81829,14 +81821,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5903 - 2873 + 6263 + 2699 52 20 - 5929 - 2883 + 6289 + 2709 @@ -81856,14 +81848,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5903 - 2893 + 6263 + 2719 52 20 - 5929 - 2903 + 6289 + 2729 @@ -81882,14 +81874,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5979 - 2873 + 6339 + 2699 22 40 - 5990 - 2893 + 6350 + 2719 @@ -81917,14 +81909,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5914 - 2590 + 6274 + 2416 92 28 - 5958 - 2604 + 6318 + 2430 @@ -81942,14 +81934,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5916 - 2592 + 6276 + 2418 30 24 - 5931 - 2604 + 6291 + 2430 @@ -81968,14 +81960,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5970 - 2592 + 6330 + 2418 34 24 - 5987 - 2604 + 6347 + 2430 @@ -82007,8 +81999,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6040 - 2565 + 6401 + 2391 160 100 @@ -82016,8 +82008,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 0 - 6040.399 - 2565.337 + 6401.04 + 2391.819 @@ -82056,13 +82048,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2841 - 3804 + 3780 70 44 2866 - 3826 + 3802 @@ -82081,13 +82073,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2843 - 3806 + 3782 11 20 2848.5 - 3816 + 3792 @@ -82108,13 +82100,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2843 - 3826 + 3802 11 20 2848.5 - 3836 + 3812 @@ -82134,13 +82126,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2878 - 3806 + 3782 31 40 2893.5 - 3826 + 3802 @@ -82168,13 +82160,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2965 - 3787 + 3763 70 44 2990 - 3809 + 3785 @@ -82202,13 +82194,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2967 - 3789 + 3765 11 20 2972.5 - 3799 + 3775 @@ -82229,13 +82221,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2967 - 3809 + 3785 11 20 2972.5 - 3819 + 3795 @@ -82255,13 +82247,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3002 - 3789 + 3765 31 40 3017.5 - 3809 + 3785 @@ -82295,13 +82287,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2109 - 3922 + 3898 40 16 2129 - 3930 + 3906 @@ -82331,13 +82323,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2082 - 3800 + 3776 40 16 2102 - 3808 + 3784 @@ -82389,13 +82381,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2051 - 3523 + 3499 135 64 2090 - 3555 + 3531 @@ -82414,13 +82406,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2053 - 3525 + 3501 25 60 2065.5 - 3555 + 3531 @@ -82442,13 +82434,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2102 - 3525 + 3501 82 20 2135 - 3535 + 3511 @@ -82469,13 +82461,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2102 - 3545 + 3521 82 20 2135 - 3555 + 3531 @@ -82496,13 +82488,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2102 - 3565 + 3541 82 20 2135 - 3575 + 3551 @@ -82532,13 +82524,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2079 - 3634 + 3610 62 64 2121 - 3666 + 3642 @@ -82568,13 +82560,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2081 - 3636 + 3612 28 20 2095 - 3646 + 3622 @@ -82594,13 +82586,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2081 - 3656 + 3632 28 20 2095 - 3666 + 3642 @@ -82640,13 +82632,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2081 - 3676 + 3652 28 20 2095 - 3686 + 3662 @@ -82687,13 +82679,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2133 - 3636 + 3612 6 60 2136 - 3666 + 3642 @@ -82724,13 +82716,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2826 - 3688 + 3664 92 28 2870 - 3702 + 3678 @@ -82749,13 +82741,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2828 - 3690 + 3666 30 24 2843 - 3702 + 3678 @@ -82775,13 +82767,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2882 - 3690 + 3666 34 24 2899 - 3702 + 3678 @@ -82814,13 +82806,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3631 - 3764 + 3742 50 24 3664.558 - 3776.894 + 3754.511 @@ -82847,13 +82839,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3959 - 3749 + 3725 139 44 4018 - 3771 + 3747 @@ -82872,13 +82864,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3961 - 3751 + 3727 45 20 3991.5 - 3761 + 3737 @@ -82900,13 +82892,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3961 - 3771 + 3747 45 20 3991.5 - 3781 + 3757 @@ -82927,13 +82919,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4030 - 3751 + 3727 66 20 4055 - 3761 + 3737 @@ -82954,13 +82946,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4030 - 3771 + 3747 66 20 4055 - 3781 + 3757 @@ -82990,13 +82982,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2945 - 3599 + 3575 62 64 2987 - 3631 + 3607 @@ -83026,13 +83018,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2947 - 3601 + 3577 28 20 2961 - 3611 + 3587 @@ -83052,13 +83044,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2947 - 3621 + 3597 28 20 2961 - 3631 + 3607 @@ -83098,13 +83090,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2947 - 3641 + 3617 28 20 2961 - 3651 + 3627 @@ -83145,13 +83137,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2999 - 3601 + 3577 6 60 3002 - 3631 + 3607 @@ -83185,13 +83177,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3654 - 3690 + 3667 50 24 3679.39 - 3702.364 + 3679.981 @@ -83218,13 +83210,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3539 - 3609 + 3585 84 44 3583 - 3631 + 3607 @@ -83243,13 +83235,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3541 - 3611 + 3587 30 40 3556 - 3631 + 3607 @@ -83269,13 +83261,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3595 - 3611 + 3587 26 20 3608 - 3621 + 3597 @@ -83295,13 +83287,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3595 - 3631 + 3607 26 20 3608 - 3641 + 3617 @@ -83330,13 +83322,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3738 - 3879 + 3855 109 64 3788 - 3911 + 3887 @@ -83355,13 +83347,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3740 - 3881 + 3857 36 20 3758 - 3891 + 3867 @@ -83382,13 +83374,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3740 - 3901 + 3877 36 20 3758 - 3911 + 3887 @@ -83409,13 +83401,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3740 - 3921 + 3897 36 20 3758 - 3931 + 3907 @@ -83456,13 +83448,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3800 - 3881 + 3857 45 60 3814.5 - 3911 + 3887 @@ -83491,13 +83483,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4277 - 3749 + 3725 114 64 4348 - 3781 + 3757 @@ -83517,13 +83509,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4279 - 3751 + 3727 57 20 4315.5 - 3761 + 3737 @@ -83545,13 +83537,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4279 - 3771 + 3747 57 20 4315.5 - 3781 + 3757 @@ -83573,13 +83565,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4279 - 3791 + 3767 57 20 4315.5 - 3801 + 3777 @@ -83599,13 +83591,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4360 - 3751 + 3727 29 60 4374.5 - 3781 + 3757 @@ -83638,13 +83630,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4079 - 3991 + 3968 50 24 4112.785 - 4003.25 + 3980.867 @@ -83671,13 +83663,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3807 - 3626 + 3602 84 44 3851 - 3648 + 3624 @@ -83696,13 +83688,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3809 - 3628 + 3604 30 40 3824 - 3648 + 3624 @@ -83722,13 +83714,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3863 - 3628 + 3604 26 20 3876 - 3638 + 3614 @@ -83748,13 +83740,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3863 - 3648 + 3624 26 20 3876 - 3658 + 3634 @@ -83784,13 +83776,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4127 - 3604 + 3580 82 84 4176 - 3646 + 3622 @@ -83811,13 +83803,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4129 - 3606 + 3582 35 20 4146.5 - 3616 + 3592 @@ -83840,13 +83832,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4129 - 3626 + 3602 35 20 4146.5 - 3636 + 3612 @@ -83869,13 +83861,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4129 - 3646 + 3622 35 20 4146.5 - 3656 + 3632 @@ -83896,13 +83888,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4129 - 3666 + 3642 35 20 4146.5 - 3676 + 3652 @@ -83944,13 +83936,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4188 - 3606 + 3582 19 80 4197.5 - 3646 + 3622 @@ -83979,13 +83971,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4402 - 3555 + 3531 98 84 4451 - 3597 + 3573 @@ -84005,13 +83997,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4404 - 3557 + 3533 35 20 4421.5 - 3567 + 3543 @@ -84033,13 +84025,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4404 - 3577 + 3553 35 20 4421.5 - 3587 + 3563 @@ -84061,13 +84053,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4404 - 3597 + 3573 35 20 4421.5 - 3607 + 3583 @@ -84087,13 +84079,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4404 - 3617 + 3593 35 20 4421.5 - 3627 + 3603 @@ -84135,13 +84127,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4463 - 3557 + 3533 35 80 4472.5 - 3597 + 3573 @@ -84170,13 +84162,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4290 - 3629 + 3605 76 44 4328 - 3651 + 3627 @@ -84196,13 +84188,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4292 - 3631 + 3607 24 20 4304 - 3641 + 3617 @@ -84222,13 +84214,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4292 - 3651 + 3627 24 20 4304 - 3661 + 3637 @@ -84269,13 +84261,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4340 - 3631 + 3607 24 40 4352 - 3651 + 3627 @@ -84308,7 +84300,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4402 - 3834 + 3812 160 100 @@ -84317,7 +84309,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 4402.661 - 3834.905 + 3812.522 @@ -84356,14 +84348,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17465 - 3442 + 17856 + 3418 106 84 - 17534 - 3484 + 17925 + 3460 @@ -84382,14 +84374,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17467 - 3444 + 17858 + 3420 55 20 - 17494.5 - 3454 + 17885.5 + 3430 @@ -84411,14 +84403,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17467 - 3464 + 17858 + 3440 55 20 - 17494.5 - 3474 + 17885.5 + 3450 @@ -84440,14 +84432,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17467 - 3484 + 17858 + 3460 55 20 - 17494.5 - 3494 + 17885.5 + 3470 @@ -84467,14 +84459,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17467 - 3504 + 17858 + 3480 55 20 - 17494.5 - 3514 + 17885.5 + 3490 @@ -84515,14 +84507,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17546 - 3444 + 17937 + 3420 23 80 - 17557.5 - 3484 + 17948.5 + 3460 @@ -84553,14 +84545,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5534 - 3516 + 5895 + 3493 50 24 - 5559.838 - 3528.085 + 5920.479 + 3505.702 @@ -84588,14 +84580,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6038 - 4202 + 6398 + 4178 123 64 - 6119 - 4234 + 6479 + 4210 @@ -84616,14 +84608,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6040 - 4204 + 6400 + 4180 67 20 - 6081.5 - 4214 + 6441.5 + 4190 @@ -84646,14 +84638,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6040 - 4224 + 6400 + 4200 67 20 - 6081.5 - 4234 + 6441.5 + 4210 @@ -84676,14 +84668,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6040 - 4244 + 6400 + 4220 67 20 - 6081.5 - 4254 + 6441.5 + 4230 @@ -84703,14 +84695,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6131 - 4204 + 6491 + 4180 28 60 - 6145 - 4234 + 6505 + 4210 @@ -84738,14 +84730,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5666 - 4346 + 6026 + 4322 92 28 - 5710 - 4360 + 6070 + 4336 @@ -84763,14 +84755,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5668 - 4348 + 6028 + 4324 30 24 - 5683 - 4360 + 6043 + 4336 @@ -84789,14 +84781,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5722 - 4348 + 6082 + 4324 34 24 - 5739 - 4360 + 6099 + 4336 @@ -84823,14 +84815,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5649 - 4404 + 6009 + 4380 95 28 - 5695 - 4418 + 6055 + 4394 @@ -84847,14 +84839,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5651 - 4406 + 6011 + 4382 32 24 - 5667 - 4418 + 6027 + 4394 @@ -84893,14 +84885,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5707 - 4406 + 6067 + 4382 35 24 - 5724.5 - 4418 + 6084.5 + 4394 @@ -84927,14 +84919,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5805 - 4388 + 6165 + 4364 70 44 - 5830 - 4410 + 6190 + 4386 @@ -84952,14 +84944,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5807 - 4390 + 6167 + 4366 11 20 - 5812.5 - 4400 + 6172.5 + 4376 @@ -84979,14 +84971,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5807 - 4410 + 6167 + 4386 11 20 - 5812.5 - 4420 + 6172.5 + 4396 @@ -85005,14 +84997,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5842 - 4390 + 6202 + 4366 31 40 - 5857.5 - 4410 + 6217.5 + 4386 @@ -85040,14 +85032,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5883 - 4293 + 6243 + 4269 92 28 - 5927 - 4307 + 6287 + 4283 @@ -85065,14 +85057,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5885 - 4295 + 6245 + 4271 30 24 - 5900 - 4307 + 6260 + 4283 @@ -85091,14 +85083,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5939 - 4295 + 6299 + 4271 34 24 - 5956 - 4307 + 6316 + 4283 @@ -85125,14 +85117,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5898 - 4349 + 6258 + 4325 95 28 - 5944 - 4363 + 6304 + 4339 @@ -85149,14 +85141,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5900 - 4351 + 6260 + 4327 32 24 - 5916 - 4363 + 6276 + 4339 @@ -85195,14 +85187,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5956 - 4351 + 6316 + 4327 35 24 - 5973.5 - 4363 + 6333.5 + 4339 @@ -85229,14 +85221,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6030 - 4359 + 6390 + 4335 70 44 - 6055 - 4381 + 6415 + 4357 @@ -85254,14 +85246,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6032 - 4361 + 6392 + 4337 11 20 - 6037.5 - 4371 + 6397.5 + 4347 @@ -85281,14 +85273,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6032 - 4381 + 6392 + 4357 11 20 - 6037.5 - 4391 + 6397.5 + 4367 @@ -85307,14 +85299,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6067 - 4361 + 6427 + 4337 31 40 - 6082.5 - 4381 + 6442.5 + 4357 @@ -85343,13 +85335,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3956 - 3680 + 3656 102 44 4022 - 3702 + 3678 @@ -85367,13 +85359,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3958 - 3682 + 3658 52 20 3984 - 3692 + 3668 @@ -85418,13 +85410,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3958 - 3702 + 3678 52 20 3984 - 3712 + 3688 @@ -85469,13 +85461,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4034 - 3682 + 3658 22 40 4045 - 3702 + 3678 @@ -85506,14 +85498,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6053 - 3591 + 6413 + 3567 40 16 - 6073 - 3599 + 6433 + 3575 @@ -85542,14 +85534,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6062 - 3646 + 6422 + 3622 40 16 - 6082 - 3654 + 6442 + 3630 @@ -85578,14 +85570,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5592 - 3585 + 5953 + 3563 50 24 - 5617.389 - 3597.848 + 5978.03 + 3575.466 @@ -85614,14 +85606,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5950 - 4201 + 6310 + 4177 40 16 - 5970 - 4209 + 6330 + 4185 @@ -85650,14 +85642,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5948 - 4226 + 6308 + 4202 40 16 - 5968 - 4234 + 6328 + 4210 @@ -85686,14 +85678,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5950 - 4253 + 6310 + 4229 40 16 - 5970 - 4261 + 6330 + 4237 @@ -85720,14 +85712,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16911 - 3674 + 17302 + 3650 84 64 - 16958 - 3706 + 17349 + 3682 @@ -85746,14 +85738,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16913 - 3676 + 17304 + 3652 33 20 - 16929.5 - 3686 + 17320.5 + 3662 @@ -85774,14 +85766,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16913 - 3696 + 17304 + 3672 33 20 - 16929.5 - 3706 + 17320.5 + 3682 @@ -85821,14 +85813,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16913 - 3716 + 17304 + 3692 33 20 - 16929.5 - 3726 + 17320.5 + 3702 @@ -85869,14 +85861,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16970 - 3676 + 17361 + 3652 23 60 - 16981.5 - 3706 + 17372.5 + 3682 @@ -85907,14 +85899,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6083 - 3559 + 6443 + 3535 40 16 - 6103 - 3567 + 6463 + 3543 @@ -85944,13 +85936,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4365 - 2936 + 2762 40 16 4385 - 2944 + 2770 @@ -85980,13 +85972,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4127 - 3458 + 3434 40 16 4147 - 3466 + 3442 @@ -86016,13 +86008,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3885 - 3447 + 3423 40 16 3905 - 3455 + 3431 @@ -86051,14 +86043,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17040 - 3522 + 17431 + 3498 40 16 - 17060 - 3530 + 17451 + 3506 @@ -86087,14 +86079,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17051 - 3565 + 17442 + 3541 40 16 - 17071 - 3573 + 17462 + 3549 @@ -86123,14 +86115,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6230 - 3457 + 6590 + 3433 40 16 - 6250 - 3465 + 6610 + 3441 @@ -86158,13 +86150,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4060 - 3813 + 3789 100 64 4116 - 3845 + 3821 @@ -86184,13 +86176,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4062 - 3815 + 3791 42 20 4083 - 3825 + 3801 @@ -86211,13 +86203,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4062 - 3835 + 3811 42 20 4083 - 3845 + 3821 @@ -86259,13 +86251,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4062 - 3855 + 3831 42 20 4083 - 3865 + 3841 @@ -86287,13 +86279,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4128 - 3815 + 3791 30 60 4143 - 3845 + 3821 @@ -86323,13 +86315,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4039 - 3900 + 3876 100 64 4095 - 3932 + 3908 @@ -86349,13 +86341,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4041 - 3902 + 3878 42 20 4062 - 3912 + 3888 @@ -86376,13 +86368,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4041 - 3922 + 3898 42 20 4062 - 3932 + 3908 @@ -86424,13 +86416,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4041 - 3942 + 3918 42 20 4062 - 3952 + 3928 @@ -86452,13 +86444,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4107 - 3902 + 3878 30 60 4122 - 3932 + 3908 @@ -86490,14 +86482,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16917 - 3371 + 17309 + 3348 50 24 - 16950.97 - 3383.291 + 17342.82 + 3360.908 @@ -86523,14 +86515,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17475 - 3262 + 17866 + 3088 164 64 - 17559 - 3294 + 17950 + 3120 @@ -86549,14 +86541,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17477 - 3264 + 17868 + 3090 70 20 - 17520 - 3274 + 17911 + 3100 @@ -86575,14 +86567,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17477 - 3284 + 17868 + 3110 70 20 - 17520 - 3294 + 17911 + 3120 @@ -86626,14 +86618,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17477 - 3304 + 17868 + 3130 70 20 - 17520 - 3314 + 17911 + 3140 @@ -86672,14 +86664,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17571 - 3264 + 17962 + 3090 66 20 - 17596 - 3274 + 17987 + 3100 @@ -86698,14 +86690,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17571 - 3284 + 17962 + 3110 66 20 - 17596 - 3294 + 17987 + 3120 @@ -86725,14 +86717,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17571 - 3304 + 17962 + 3130 66 20 - 17596 - 3314 + 17987 + 3140 @@ -86761,14 +86753,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17176 - 3408 + 17567 + 3384 114 64 - 17254 - 3440 + 17645 + 3416 @@ -86799,14 +86791,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17178 - 3410 + 17569 + 3386 64 20 - 17228 - 3420 + 17619 + 3396 @@ -86827,14 +86819,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17178 - 3430 + 17569 + 3406 64 20 - 17228 - 3440 + 17619 + 3416 @@ -86873,14 +86865,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17178 - 3450 + 17569 + 3426 64 20 - 17228 - 3460 + 17619 + 3436 @@ -86921,14 +86913,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17266 - 3410 + 17657 + 3386 22 60 - 17269 - 3440 + 17660 + 3416 @@ -86959,14 +86951,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17112 - 3477 + 17503 + 3453 114 64 - 17190 - 3509 + 17581 + 3485 @@ -86997,14 +86989,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17114 - 3479 + 17505 + 3455 64 20 - 17164 - 3489 + 17555 + 3465 @@ -87025,14 +87017,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17114 - 3499 + 17505 + 3475 64 20 - 17164 - 3509 + 17555 + 3485 @@ -87071,14 +87063,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17114 - 3519 + 17505 + 3495 64 20 - 17164 - 3529 + 17555 + 3505 @@ -87119,14 +87111,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17202 - 3479 + 17593 + 3455 22 60 - 17205 - 3509 + 17596 + 3485 @@ -87157,14 +87149,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16757 - 3197 + 17149 + 3023 198 20 - 16757.63 - 3197.423 + 17149.48 + 3023.906 @@ -87202,14 +87194,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17115 - 3556 + 17506 + 3532 114 64 - 17193 - 3588 + 17584 + 3564 @@ -87240,14 +87232,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17117 - 3558 + 17508 + 3534 64 20 - 17167 - 3568 + 17558 + 3544 @@ -87268,14 +87260,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17117 - 3578 + 17508 + 3554 64 20 - 17167 - 3588 + 17558 + 3564 @@ -87314,14 +87306,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17117 - 3598 + 17508 + 3574 64 20 - 17167 - 3608 + 17558 + 3584 @@ -87362,14 +87354,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17205 - 3558 + 17596 + 3534 22 60 - 17208 - 3588 + 17599 + 3564 @@ -87399,14 +87391,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4792 - 2254 + 5152 + 2080 150 44 - 4867 - 2276 + 5227 + 2102 @@ -87436,14 +87428,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4794 - 2256 + 5154 + 2082 61 20 - 4832.5 - 2266 + 5192.5 + 2092 @@ -87465,14 +87457,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4794 - 2276 + 5154 + 2102 61 20 - 4832.5 - 2286 + 5192.5 + 2112 @@ -87493,14 +87485,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4879 - 2256 + 5239 + 2082 61 20 - 4901.5 - 2266 + 5261.5 + 2092 @@ -87521,14 +87513,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4879 - 2276 + 5239 + 2102 61 20 - 4901.5 - 2286 + 5261.5 + 2112 @@ -87562,13 +87554,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3842 - 2518 + 2344 40 16 3862 - 2526 + 2352 @@ -87595,13 +87587,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4434 - 2197 + 2023 92 28 4478 - 2211 + 2037 @@ -87620,13 +87612,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4436 - 2199 + 2025 30 24 4451 - 2211 + 2037 @@ -87646,13 +87638,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4490 - 2199 + 2025 34 24 4507 - 2211 + 2037 @@ -87684,8 +87676,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5631 - 2184 + 5992 + 2011 160 100 @@ -87693,8 +87685,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 0 - 5631.563 - 2184.664 + 5992.204 + 2011.146 @@ -87733,14 +87725,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5475 - 2182 + 5835 + 2008 66 28 - 5508 - 2196 + 5868 + 2022 @@ -87759,14 +87751,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5477 - 2184 + 5837 + 2010 19 24 - 5486.5 - 2196 + 5846.5 + 2022 @@ -87786,14 +87778,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5520 - 2184 + 5880 + 2010 19 24 - 5529.5 - 2196 + 5889.5 + 2022 @@ -87821,14 +87813,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5526 - 2278 + 5886 + 2104 66 28 - 5559 - 2292 + 5919 + 2118 @@ -87847,14 +87839,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5528 - 2280 + 5888 + 2106 19 24 - 5537.5 - 2292 + 5897.5 + 2118 @@ -87874,14 +87866,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5571 - 2280 + 5931 + 2106 19 24 - 5580.5 - 2292 + 5940.5 + 2118 @@ -87943,13 +87935,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4415 - 2283 + 2109 40 16 4435 - 2291 + 2117 @@ -88006,13 +87998,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4570 - 2406 + 2232 150 44 4645 - 2428 + 2254 @@ -88043,13 +88035,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4572 - 2408 + 2234 61 20 4610.5 - 2418 + 2244 @@ -88072,13 +88064,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4572 - 2428 + 2254 61 20 4610.5 - 2438 + 2264 @@ -88100,13 +88092,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4657 - 2408 + 2234 61 20 4679.5 - 2418 + 2244 @@ -88128,13 +88120,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4657 - 2428 + 2254 61 20 4679.5 - 2438 + 2264 @@ -88165,13 +88157,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4419 - 2349 + 2175 92 28 4463 - 2363 + 2189 @@ -88190,13 +88182,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4421 - 2351 + 2177 30 24 4436 - 2363 + 2189 @@ -88216,13 +88208,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4475 - 2351 + 2177 34 24 4492 - 2363 + 2189 @@ -88254,8 +88246,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5616 - 2336 + 5976 + 2163 160 100 @@ -88263,8 +88255,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 0 - 5616.151 - 2336.675 + 5976.792 + 2163.157 @@ -88303,14 +88295,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5279 - 2334 + 5639 + 2160 66 28 - 5312 - 2348 + 5672 + 2174 @@ -88329,14 +88321,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5281 - 2336 + 5641 + 2162 19 24 - 5290.5 - 2348 + 5650.5 + 2174 @@ -88356,14 +88348,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5324 - 2336 + 5684 + 2162 19 24 - 5333.5 - 2348 + 5693.5 + 2174 @@ -88391,14 +88383,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5511 - 2430 + 5871 + 2256 66 28 - 5544 - 2444 + 5904 + 2270 @@ -88417,14 +88409,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5513 - 2432 + 5873 + 2258 19 24 - 5522.5 - 2444 + 5882.5 + 2270 @@ -88444,14 +88436,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5556 - 2432 + 5916 + 2258 19 24 - 5565.5 - 2444 + 5925.5 + 2270 @@ -88513,13 +88505,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4400 - 2435 + 2261 40 16 4420 - 2443 + 2269 @@ -88575,13 +88567,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3862 - 2569 + 2395 70 44 3887 - 2591 + 2417 @@ -88608,13 +88600,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3864 - 2571 + 2397 11 20 3869.5 - 2581 + 2407 @@ -88634,13 +88626,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3864 - 2591 + 2417 11 20 3869.5 - 2601 + 2427 @@ -88660,13 +88652,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3899 - 2571 + 2397 31 40 3914.5 - 2591 + 2417 @@ -88697,14 +88689,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5884 - 2213 + 6244 + 2039 62 64 - 5926 - 2245 + 6286 + 2071 @@ -88733,14 +88725,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5886 - 2215 + 6246 + 2041 28 20 - 5900 - 2225 + 6260 + 2051 @@ -88759,14 +88751,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5886 - 2235 + 6246 + 2061 28 20 - 5900 - 2245 + 6260 + 2071 @@ -88805,14 +88797,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5886 - 2255 + 6246 + 2081 28 20 - 5900 - 2265 + 6260 + 2091 @@ -88852,14 +88844,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5938 - 2215 + 6298 + 2041 6 60 - 5941 - 2245 + 6301 + 2071 @@ -88890,14 +88882,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5900 - 2326 + 6260 + 2152 62 64 - 5942 - 2358 + 6302 + 2184 @@ -88926,14 +88918,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5902 - 2328 + 6262 + 2154 28 20 - 5916 - 2338 + 6276 + 2164 @@ -88952,14 +88944,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5902 - 2348 + 6262 + 2174 28 20 - 5916 - 2358 + 6276 + 2184 @@ -88998,14 +88990,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5902 - 2368 + 6262 + 2194 28 20 - 5916 - 2378 + 6276 + 2204 @@ -89045,14 +89037,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5954 - 2328 + 6314 + 2154 6 60 - 5957 - 2358 + 6317 + 2184 @@ -89082,14 +89074,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5996 - 2284 + 6356 + 2110 70 44 - 6021 - 2306 + 6381 + 2132 @@ -89107,14 +89099,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5998 - 2286 + 6358 + 2112 11 20 - 6003.5 - 2296 + 6363.5 + 2122 @@ -89134,14 +89126,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5998 - 2306 + 6358 + 2132 11 20 - 6003.5 - 2316 + 6363.5 + 2142 @@ -89160,14 +89152,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6033 - 2286 + 6393 + 2112 31 40 - 6048.5 - 2306 + 6408.5 + 2132 @@ -89196,13 +89188,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4019 - 2773 + 2599 126 64 4081 - 2805 + 2631 @@ -89221,13 +89213,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4021 - 2775 + 2601 48 20 4045 - 2785 + 2611 @@ -89248,13 +89240,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4021 - 2795 + 2621 48 20 4045 - 2805 + 2631 @@ -89300,13 +89292,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4021 - 2815 + 2641 48 20 4045 - 2825 + 2651 @@ -89346,13 +89338,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4093 - 2775 + 2601 50 30 4118 - 2790 + 2616 @@ -89372,13 +89364,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4093 - 2805 + 2631 50 30 4118 - 2820 + 2646 @@ -89407,13 +89399,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3954 - 2520 + 2346 84 44 3998 - 2542 + 2368 @@ -89432,13 +89424,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3956 - 2522 + 2348 30 40 3971 - 2542 + 2368 @@ -89458,13 +89450,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4010 - 2522 + 2348 26 20 4023 - 2532 + 2358 @@ -89484,13 +89476,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4010 - 2542 + 2368 26 20 4023 - 2552 + 2378 @@ -89522,13 +89514,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4141 - 2515 + 2342 50 24 4166.443 - 2527.894 + 2354.376 @@ -89553,14 +89545,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16994 - 2617 + 17385 + 2443 114 44 - 17062 - 2639 + 17453 + 2465 @@ -89579,14 +89571,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16996 - 2619 + 17387 + 2445 54 20 - 17031 - 2629 + 17422 + 2455 @@ -89630,14 +89622,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16996 - 2639 + 17387 + 2465 54 20 - 17031 - 2649 + 17422 + 2475 @@ -89677,14 +89669,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17074 - 2619 + 17465 + 2445 32 40 - 17090 - 2639 + 17481 + 2465 @@ -89712,14 +89704,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16957 - 3222 + 17348 + 3048 81 28 - 16990 - 3236 + 17381 + 3062 @@ -89738,14 +89730,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16959 - 3224 + 17350 + 3050 19 24 - 16968.5 - 3236 + 17359.5 + 3062 @@ -89764,14 +89756,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17002 - 3224 + 17393 + 3050 34 24 - 17019 - 3236 + 17410 + 3062 @@ -89798,14 +89790,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17031 - 2532 + 17422 + 2358 128 44 - 17107 - 2554 + 17498 + 2380 @@ -89823,14 +89815,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17033 - 2534 + 17424 + 2360 62 20 - 17064 - 2544 + 17455 + 2370 @@ -89870,14 +89862,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17033 - 2554 + 17424 + 2380 62 20 - 17064 - 2564 + 17455 + 2390 @@ -89916,14 +89908,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17119 - 2534 + 17510 + 2360 38 40 - 17138 - 2554 + 17529 + 2380 @@ -89954,14 +89946,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17154 - 3381 + 17545 + 3357 40 16 - 17174 - 3389 + 17565 + 3365 @@ -89990,14 +89982,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16898 - 3534 + 17289 + 3510 40 16 - 16918 - 3542 + 17309 + 3518 @@ -90026,14 +90018,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16904 - 3587 + 17295 + 3563 40 16 - 16924 - 3595 + 17315 + 3571 @@ -90063,8 +90055,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17254 - 2502 + 17646 + 2328 141 196 @@ -90072,8 +90064,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 0 - 17254.91 - 2502.281 + 17646.76 + 2328.763 @@ -90116,8 +90108,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17891 - 3202 + 18283 + 3028 239 196 @@ -90125,8 +90117,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 0 - 17891.68 - 3202.016 + 18283.53 + 3028.499 @@ -90169,8 +90161,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17489 - 3606 + 17881 + 3583 102 86 @@ -90178,8 +90170,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 0 - 17489.23 - 3606.328 + 17881.08 + 3583.946 @@ -90222,8 +90214,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17192 - 3200 + 17584 + 3027 128 88 @@ -90231,8 +90223,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 0 - 17192.8 - 3200.906 + 17584.65 + 3027.388 @@ -90275,8 +90267,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17671 - 3481 + 18063 + 3458 165 91 @@ -90284,8 +90276,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 0 - 17671.8 - 3481.18 + 18063.65 + 3458.798 @@ -90328,8 +90320,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17405 - 2945 + 17797 + 2771 165 91 @@ -90337,8 +90329,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 0 - 17405.35 - 2945.073 + 17797.2 + 2771.555 @@ -90381,8 +90373,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17218 - 3705 + 17610 + 3683 109 100 @@ -90390,8 +90382,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 0 - 17218.31 - 3705.802 + 17610.16 + 3683.419 @@ -90434,8 +90426,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17683 - 3586 + 18075 + 3564 108 79 @@ -90443,8 +90435,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 0 - 17683.64 - 3586.98 + 18075.49 + 3564.597 @@ -90482,14 +90474,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17196 - 3029 + 17587 + 2855 70 44 - 17221 - 3051 + 17612 + 2877 @@ -90516,14 +90508,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17198 - 3031 + 17589 + 2857 11 20 - 17203.5 - 3041 + 17594.5 + 2867 @@ -90542,14 +90534,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17198 - 3051 + 17589 + 2877 11 20 - 17203.5 - 3061 + 17594.5 + 2887 @@ -90589,14 +90581,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17233 - 3031 + 17624 + 2857 31 40 - 17248.5 - 3051 + 17639.5 + 2877 @@ -90652,13 +90644,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3133 - 3860 + 3836 102 44 3199 - 3882 + 3858 @@ -90676,13 +90668,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3135 - 3862 + 3838 52 20 3161 - 3872 + 3848 @@ -90728,13 +90720,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3135 - 3882 + 3858 52 20 3161 - 3892 + 3868 @@ -90779,13 +90771,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3211 - 3862 + 3838 22 40 3222 - 3882 + 3858 @@ -90814,13 +90806,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3284 - 3837 + 3813 88 84 3328 - 3879 + 3855 @@ -90839,13 +90831,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3286 - 3839 + 3815 30 20 3301 - 3849 + 3825 @@ -90865,13 +90857,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3286 - 3859 + 3835 30 20 3301 - 3869 + 3845 @@ -90911,13 +90903,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3286 - 3879 + 3855 30 20 3301 - 3889 + 3865 @@ -90958,13 +90950,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3286 - 3899 + 3875 30 20 3301 - 3909 + 3885 @@ -90984,13 +90976,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3340 - 3839 + 3815 30 80 3355 - 3879 + 3855 @@ -91020,13 +91012,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3069 - 3944 + 3922 198 20 3069.621 - 3944.526 + 3922.144 @@ -91064,13 +91056,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3407 - 3931 + 3907 84 44 3451 - 3953 + 3929 @@ -91089,13 +91081,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3409 - 3933 + 3909 30 40 3424 - 3953 + 3929 @@ -91115,13 +91107,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3463 - 3933 + 3909 26 20 3476 - 3943 + 3919 @@ -91141,13 +91133,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3463 - 3953 + 3929 26 20 3476 - 3963 + 3939 @@ -91179,13 +91171,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3541 - 3989 + 3967 50 24 3566.076 - 4001.471 + 3979.088 @@ -91215,13 +91207,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3544 - 3697 + 3674 50 24 3569.648 - 3709.332 + 3686.949 @@ -91248,13 +91240,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3377 - 3749 + 3725 94 64 3435 - 3781 + 3757 @@ -91273,13 +91265,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3379 - 3751 + 3727 44 20 3401 - 3761 + 3737 @@ -91299,13 +91291,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3379 - 3771 + 3747 44 20 3401 - 3781 + 3757 @@ -91349,13 +91341,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3379 - 3791 + 3767 44 20 3401 - 3801 + 3777 @@ -91395,13 +91387,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3447 - 3751 + 3727 22 60 3458 - 3781 + 3757 @@ -91430,13 +91422,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3378 - 4026 + 4002 118 64 3433 - 4058 + 4034 @@ -91455,13 +91447,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3380 - 4028 + 4004 41 30 3400.5 - 4043 + 4019 @@ -91482,13 +91474,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3380 - 4058 + 4034 41 30 3400.5 - 4073 + 4049 @@ -91509,13 +91501,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3445 - 4028 + 4004 49 20 3469.5 - 4038 + 4014 @@ -91536,13 +91528,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3445 - 4048 + 4024 49 20 3469.5 - 4058 + 4034 @@ -91563,13 +91555,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3445 - 4068 + 4044 49 20 3469.5 - 4078 + 4054 @@ -91598,13 +91590,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3404 - 4125 + 4101 102 44 3470 - 4147 + 4123 @@ -91622,13 +91614,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3406 - 4127 + 4103 52 20 3432 - 4137 + 4113 @@ -91674,13 +91666,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3406 - 4147 + 4123 52 20 3432 - 4157 + 4133 @@ -91700,13 +91692,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3482 - 4127 + 4103 22 40 3493 - 4147 + 4123 @@ -91735,13 +91727,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3548 - 4135 + 4111 126 84 3610 - 4177 + 4153 @@ -91760,13 +91752,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3550 - 4137 + 4113 48 20 3574 - 4147 + 4123 @@ -91787,13 +91779,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3550 - 4157 + 4133 48 20 3574 - 4167 + 4143 @@ -91838,13 +91830,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3550 - 4177 + 4153 48 20 3574 - 4187 + 4163 @@ -91888,13 +91880,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3550 - 4197 + 4173 48 20 3574 - 4207 + 4183 @@ -91938,13 +91930,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3622 - 4137 + 4113 50 40 3647 - 4157 + 4133 @@ -91964,13 +91956,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3622 - 4177 + 4153 50 40 3647 - 4197 + 4173 @@ -91999,13 +91991,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3716 - 4192 + 4168 84 44 3760 - 4214 + 4190 @@ -92024,13 +92016,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3718 - 4194 + 4170 30 40 3733 - 4214 + 4190 @@ -92050,13 +92042,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3772 - 4194 + 4170 26 20 3785 - 4204 + 4180 @@ -92076,13 +92068,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3772 - 4214 + 4190 26 20 3785 - 4224 + 4200 @@ -92114,13 +92106,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3762 - 3740 + 3718 50 24 3787.277 - 3752.626 + 3730.243 @@ -92150,13 +92142,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3983 - 3522 + 3498 40 16 4003 - 3530 + 3506 @@ -92183,13 +92175,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4234 - 3926 + 3902 94 64 4292 - 3958 + 3934 @@ -92208,13 +92200,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4236 - 3928 + 3904 44 20 4258 - 3938 + 3914 @@ -92234,13 +92226,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4236 - 3948 + 3924 44 20 4258 - 3958 + 3934 @@ -92284,13 +92276,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4236 - 3968 + 3944 44 20 4258 - 3978 + 3954 @@ -92330,13 +92322,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4304 - 3928 + 3904 22 60 4315 - 3958 + 3934 @@ -92365,13 +92357,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3275 - 2959 + 2785 118 44 3341 - 2981 + 2807 @@ -92390,13 +92382,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3277 - 2961 + 2787 52 20 3303 - 2971 + 2797 @@ -92417,13 +92409,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3277 - 2981 + 2807 52 20 3303 - 2991 + 2817 @@ -92444,13 +92436,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3353 - 2961 + 2787 38 40 3364 - 2981 + 2807 @@ -92483,7 +92475,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3813 - 3238 + 3065 219 100 @@ -92492,7 +92484,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 3813.996 - 3238.611 + 3065.094 @@ -92536,7 +92528,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3572 - 2554 + 2380 219 100 @@ -92545,7 +92537,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 3572.954 - 2554.292 + 2380.774 @@ -92585,13 +92577,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2749 - 2612 + 2438 84 44 2793 - 2634 + 2460 @@ -92610,13 +92602,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2751 - 2614 + 2440 30 40 2766 - 2634 + 2460 @@ -92636,13 +92628,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2805 - 2614 + 2440 26 20 2818 - 2624 + 2450 @@ -92662,13 +92654,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2805 - 2634 + 2460 26 20 2818 - 2644 + 2470 @@ -92700,13 +92692,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2844 - 2880 + 2706 50 24 2869.166 - 2892.134 + 2718.616 @@ -92733,13 +92725,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3611 - 2851 + 2677 88 44 3655 - 2873 + 2699 @@ -92758,13 +92750,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3613 - 2853 + 2679 30 20 3628 - 2863 + 2689 @@ -92784,13 +92776,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3613 - 2873 + 2699 30 20 3628 - 2883 + 2709 @@ -92810,13 +92802,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3667 - 2853 + 2679 30 20 3682 - 2863 + 2689 @@ -92836,13 +92828,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3667 - 2873 + 2699 30 20 3682 - 2883 + 2709 @@ -92873,14 +92865,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5814 - 2439 + 6174 + 2265 40 16 - 5834 - 2447 + 6194 + 2273 @@ -92909,14 +92901,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5805 - 2217 + 6165 + 2043 40 16 - 5825 - 2225 + 6185 + 2051 @@ -92943,13 +92935,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3455 - 2961 + 2787 92 28 3499 - 2975 + 2801 @@ -92968,13 +92960,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3457 - 2963 + 2789 30 24 3472 - 2975 + 2801 @@ -92994,13 +92986,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3511 - 2963 + 2789 34 24 3528 - 2975 + 2801 @@ -93029,13 +93021,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3679 - 3812 + 3788 84 44 3723 - 3834 + 3810 @@ -93054,13 +93046,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3681 - 3814 + 3790 30 40 3696 - 3834 + 3810 @@ -93080,13 +93072,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3735 - 3814 + 3790 26 20 3748 - 3824 + 3800 @@ -93106,13 +93098,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3735 - 3834 + 3810 26 20 3748 - 3844 + 3820 @@ -93144,13 +93136,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3808 - 3829 + 3806 50 24 3833.69 - 3841.233 + 3818.851 @@ -93207,7 +93199,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4349 - 3941 + 3918 160 100 @@ -93216,7 +93208,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 4349.773 - 3941.162 + 3918.781 @@ -93259,8 +93251,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6154 - 4332 + 6514 + 4310 160 100 @@ -93268,8 +93260,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 0 - 6154.033 - 4332.805 + 6514.674 + 4310.424 @@ -93312,8 +93304,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6100 - 4442 + 6285 + 4419 160 100 @@ -93321,8 +93313,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 0 - 6100.658 - 4442.788 + 6285.483 + 4419.25 @@ -93362,14 +93354,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17364 - 3341 + 17756 + 3168 198 20 - 17364.18 - 3341.735 + 17756.03 + 3168.218 @@ -93409,14 +93401,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17561 - 3471 + 17952 + 3447 40 16 - 17581 - 3479 + 17972 + 3455 @@ -93445,14 +93437,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17807 - 3315 + 18198 + 3141 40 16 - 17827 - 3323 + 18218 + 3149 @@ -93477,14 +93469,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17733 - 3229 + 18124 + 3055 88 28 - 17776 - 3243 + 18167 + 3069 @@ -93502,14 +93494,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17735 - 3231 + 18126 + 3057 29 24 - 17749.5 - 3243 + 18140.5 + 3069 @@ -93528,14 +93520,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17788 - 3231 + 18179 + 3057 31 24 - 17803.5 - 3243 + 18194.5 + 3069 @@ -93566,14 +93558,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17673 - 3306 + 18064 + 3132 40 16 - 17693 - 3314 + 18084 + 3140 @@ -93603,14 +93595,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17307 - 3526 + 17698 + 3502 40 16 - 17327 - 3534 + 17718 + 3510 @@ -93639,14 +93631,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17378 - 3524 + 17769 + 3500 40 16 - 17398 - 3532 + 17789 + 3508 @@ -93676,8 +93668,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17527 - 3541 + 17919 + 3519 104 76 @@ -93685,8 +93677,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 0 - 17527.64 - 3541.398 + 17919.49 + 3519.015 @@ -93728,14 +93720,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17236 - 2970 + 17627 + 2796 40 16 - 17256 - 2978 + 17647 + 2804 @@ -93760,14 +93752,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16902 - 2985 + 17293 + 2811 70 44 - 16927 - 3007 + 17318 + 2833 @@ -93794,14 +93786,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16904 - 2987 + 17295 + 2813 11 20 - 16909.5 - 2997 + 17300.5 + 2823 @@ -93820,14 +93812,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16904 - 3007 + 17295 + 2833 11 20 - 16909.5 - 3017 + 17300.5 + 2843 @@ -93867,14 +93859,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16939 - 2987 + 17330 + 2813 31 40 - 16954.5 - 3007 + 17345.5 + 2833 @@ -93908,8 +93900,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17734 - 3324 + 18126 + 3150 165 91 @@ -93917,8 +93909,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 0 - 17734.92 - 3324.259 + 18126.77 + 3150.741 @@ -93956,14 +93948,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16915 - 2921 + 17306 + 2747 70 44 - 16940 - 2943 + 17331 + 2769 @@ -93990,14 +93982,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16917 - 2923 + 17308 + 2749 11 20 - 16922.5 - 2933 + 17313.5 + 2759 @@ -94017,14 +94009,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16917 - 2943 + 17308 + 2769 11 20 - 16922.5 - 2953 + 17313.5 + 2779 @@ -94064,14 +94056,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16952 - 2923 + 17343 + 2749 31 40 - 16967.5 - 2943 + 17358.5 + 2769 @@ -94102,14 +94094,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16714 - 2899 + 17106 + 2726 198 20 - 16714.31 - 2899.697 + 17106.16 + 2726.179 @@ -94157,13 +94149,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4195 - 3149 + 2975 231 84 4312 - 3191 + 3017 @@ -94182,13 +94174,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4197 - 3151 + 2977 103 20 4248.5 - 3161 + 2987 @@ -94209,13 +94201,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4197 - 3171 + 2997 103 20 4248.5 - 3181 + 3007 @@ -94239,13 +94231,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4197 - 3191 + 3017 103 20 4248.5 - 3201 + 3027 @@ -94267,13 +94259,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4197 - 3211 + 3037 103 20 4248.5 - 3221 + 3047 @@ -94293,13 +94285,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4324 - 3151 + 2977 100 20 4374 - 3161 + 2987 @@ -94319,13 +94311,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4324 - 3171 + 2997 100 20 4374 - 3181 + 3007 @@ -94345,13 +94337,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4324 - 3191 + 3017 100 20 4374 - 3201 + 3027 @@ -94371,13 +94363,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4324 - 3211 + 3037 100 20 4374 - 3221 + 3047 @@ -94405,14 +94397,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17581 - 2964 + 17972 + 2790 93 64 - 17620 - 2996 + 18011 + 2822 @@ -94430,14 +94422,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17583 - 2966 + 17974 + 2792 25 60 - 17595.5 - 2996 + 17986.5 + 2822 @@ -94457,14 +94449,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17632 - 2966 + 18023 + 2792 40 20 - 17652 - 2976 + 18043 + 2802 @@ -94484,14 +94476,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17632 - 2986 + 18023 + 2812 40 20 - 17652 - 2996 + 18043 + 2822 @@ -94511,14 +94503,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17632 - 3006 + 18023 + 2832 40 20 - 17652 - 3016 + 18043 + 2842 @@ -94550,8 +94542,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17471 - 2470 + 17863 + 2297 240 84 @@ -94559,8 +94551,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 0 - 17471.73 - 2470.958 + 17863.58 + 2297.44 @@ -94603,8 +94595,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17477 - 2560 + 17869 + 2387 239 84 @@ -94612,8 +94604,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 0 - 17477.88 - 2560.53 + 17869.73 + 2387.012 @@ -94656,8 +94648,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17505 - 2615 + 17897 + 2442 239 125 @@ -94665,8 +94657,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 0 - 17505.85 - 2615.575 + 17897.7 + 2442.057 @@ -94715,14 +94707,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4902 - 3391 + 5287 + 3573 231 84 - 5019 - 3433 + 5404 + 3615 @@ -94740,14 +94732,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4904 - 3393 + 5289 + 3575 103 20 - 4955.5 - 3403 + 5340.5 + 3585 @@ -94767,14 +94759,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4904 - 3413 + 5289 + 3595 103 20 - 4955.5 - 3423 + 5340.5 + 3605 @@ -94796,14 +94788,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4904 - 3433 + 5289 + 3615 103 20 - 4955.5 - 3443 + 5340.5 + 3625 @@ -94823,14 +94815,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4904 - 3453 + 5289 + 3635 103 20 - 4955.5 - 3463 + 5340.5 + 3645 @@ -94849,14 +94841,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5031 - 3393 + 5416 + 3575 100 20 - 5081 - 3403 + 5466 + 3585 @@ -94875,14 +94867,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5031 - 3413 + 5416 + 3595 100 20 - 5081 - 3423 + 5466 + 3605 @@ -94901,14 +94893,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5031 - 3433 + 5416 + 3615 100 20 - 5081 - 3443 + 5466 + 3625 @@ -94927,14 +94919,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5031 - 3453 + 5416 + 3635 100 20 - 5081 - 3463 + 5466 + 3645 @@ -94965,14 +94957,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6402 - 3713 + 6762 + 3689 40 16 - 6422 - 3721 + 6782 + 3697 @@ -95001,14 +94993,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6408 - 3670 + 6768 + 3646 40 16 - 6428 - 3678 + 6788 + 3654 @@ -95037,14 +95029,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 6392 - 3627 + 6752 + 3603 40 16 - 6412 - 3635 + 6772 + 3611 @@ -95074,8 +95066,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5747 - 3350 + 6107 + 3328 160 100 @@ -95083,8 +95075,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 0 - 5747.111 - 3350.483 + 6107.752 + 3328.101 @@ -95126,14 +95118,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17019 - 3374 + 17410 + 3350 40 16 - 17039 - 3382 + 17430 + 3358 @@ -95188,14 +95180,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17153 - 3963 + 17545 + 3941 50 24 - 17186.23 - 3975.992 + 17578.08 + 3953.61 @@ -95222,14 +95214,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17542 - 3946 + 17933 + 3922 84 64 - 17589 - 3978 + 17980 + 3954 @@ -95248,14 +95240,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17544 - 3948 + 17935 + 3924 33 20 - 17560.5 - 3958 + 17951.5 + 3934 @@ -95276,14 +95268,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17544 - 3968 + 17935 + 3944 33 20 - 17560.5 - 3978 + 17951.5 + 3954 @@ -95323,14 +95315,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17544 - 3988 + 17935 + 3964 33 20 - 17560.5 - 3998 + 17951.5 + 3974 @@ -95371,14 +95363,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17601 - 3948 + 17992 + 3924 23 60 - 17612.5 - 3978 + 18003.5 + 3954 @@ -95407,14 +95399,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17342 - 3963 + 17733 + 3939 114 64 - 17420 - 3995 + 17811 + 3971 @@ -95445,14 +95437,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17344 - 3965 + 17735 + 3941 64 20 - 17394 - 3975 + 17785 + 3951 @@ -95473,14 +95465,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17344 - 3985 + 17735 + 3961 64 20 - 17394 - 3995 + 17785 + 3971 @@ -95519,14 +95511,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17344 - 4005 + 17735 + 3981 64 20 - 17394 - 4015 + 17785 + 3991 @@ -95567,14 +95559,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17432 - 3965 + 17823 + 3941 22 60 - 17435 - 3995 + 17826 + 3971 @@ -95607,14 +95599,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5612 - 3291 + 5972 + 3117 40 16 - 5632 - 3299 + 5992 + 3125 @@ -95643,14 +95635,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5593 - 3362 + 5953 + 3338 40 16 - 5613 - 3370 + 5973 + 3346 @@ -95679,14 +95671,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5353 - 3349 + 5713 + 3325 40 16 - 5373 - 3357 + 5733 + 3333 @@ -95740,14 +95732,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17278 - 3480 + 17669 + 3456 40 16 - 17298 - 3488 + 17689 + 3464 @@ -95776,14 +95768,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17259 - 3694 + 17650 + 3670 40 16 - 17279 - 3702 + 17670 + 3678 @@ -95812,14 +95804,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17432 - 3917 + 17823 + 3893 40 16 - 17452 - 3925 + 17843 + 3901 @@ -95874,13 +95866,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4313 - 2577 + 2404 50 24 4338.804 - 2589.539 + 2416.021 @@ -95934,14 +95926,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17091 - 3203 + 17483 + 3030 50 24 - 17116.93 - 3215.958 + 17508.78 + 3042.44 @@ -96022,7 +96014,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3132 - 3314 + 3140 160 100 @@ -96031,7 +96023,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 3132.245 - 3314.148 + 3140.63 @@ -96071,13 +96063,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2994 - 3234 + 3060 114 84 3059 - 3276 + 3102 @@ -96098,13 +96090,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2996 - 3236 + 3062 51 20 3029.5 - 3246 + 3072 @@ -96127,13 +96119,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2996 - 3256 + 3082 51 20 3029.5 - 3266 + 3092 @@ -96156,13 +96148,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2996 - 3276 + 3102 51 20 3029.5 - 3286 + 3112 @@ -96207,13 +96199,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2996 - 3296 + 3122 51 20 3029.5 - 3306 + 3132 @@ -96255,13 +96247,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3071 - 3236 + 3062 35 80 3080.5 - 3276 + 3102 @@ -96319,13 +96311,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2852 - 3268 + 3094 40 16 2872 - 3276 + 3102 @@ -96404,13 +96396,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2852 - 3332 + 3308 70 44 2877 - 3354 + 3330 @@ -96438,13 +96430,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2854 - 3334 + 3310 11 20 2859.5 - 3344 + 3320 @@ -96464,13 +96456,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2854 - 3354 + 3330 11 20 2859.5 - 3364 + 3340 @@ -96511,13 +96503,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2889 - 3334 + 3310 31 40 2904.5 - 3354 + 3330 @@ -96549,13 +96541,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2876 - 3236 + 3063 50 24 2901.558 - 3248.79 + 3075.272 @@ -96605,13 +96597,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3437 - 3295 + 3121 40 16 3457 - 3303 + 3129 @@ -96642,7 +96634,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3658 - 3339 + 3166 160 100 @@ -96651,7 +96643,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 3658.558 - 3339.79 + 3166.272 @@ -96691,13 +96683,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3407 - 3340 + 3316 114 84 3472 - 3382 + 3358 @@ -96718,13 +96710,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3409 - 3342 + 3318 51 20 3442.5 - 3352 + 3328 @@ -96747,13 +96739,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3409 - 3362 + 3338 51 20 3442.5 - 3372 + 3348 @@ -96776,13 +96768,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3409 - 3382 + 3358 51 20 3442.5 - 3392 + 3368 @@ -96802,13 +96794,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3409 - 3402 + 3378 51 20 3442.5 - 3412 + 3388 @@ -96850,13 +96842,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3484 - 3342 + 3318 35 80 3493.5 - 3382 + 3358 @@ -96889,13 +96881,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2915 - 3305 + 3131 40 16 2935 - 3313 + 3139 @@ -96922,13 +96914,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3340 - 3489 + 3465 102 44 3406 - 3511 + 3487 @@ -96946,13 +96938,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3342 - 3491 + 3467 52 20 3368 - 3501 + 3477 @@ -96997,13 +96989,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3342 - 3511 + 3487 52 20 3368 - 3521 + 3497 @@ -97048,13 +97040,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3418 - 3491 + 3467 22 40 3429 - 3511 + 3487 @@ -97086,13 +97078,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2885 - 2578 + 2404 40 16 2905 - 2586 + 2412 @@ -97123,7 +97115,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3814 - 3100 + 2926 139 101 @@ -97132,7 +97124,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 3814.607 - 3100.446 + 2926.928 @@ -97172,13 +97164,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3357 - 2801 + 2627 76 44 3395 - 2823 + 2649 @@ -97198,13 +97190,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3359 - 2803 + 2629 24 20 3371 - 2813 + 2639 @@ -97224,13 +97216,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3359 - 2823 + 2649 24 20 3371 - 2833 + 2659 @@ -97271,13 +97263,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3407 - 2803 + 2629 24 40 3419 - 2823 + 2649 @@ -97306,13 +97298,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3413 - 2858 + 2684 92 28 3457 - 2872 + 2698 @@ -97331,13 +97323,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3415 - 2860 + 2686 30 24 3430 - 2872 + 2698 @@ -97357,13 +97349,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3469 - 2860 + 2686 34 24 3486 - 2872 + 2698 @@ -97396,13 +97388,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3326 - 3378 + 3354 40 16 3346 - 3386 + 3362 @@ -97428,13 +97420,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3213 - 3481 + 3457 70 44 3238 - 3503 + 3479 @@ -97462,13 +97454,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3215 - 3483 + 3459 11 20 3220.5 - 3493 + 3469 @@ -97488,13 +97480,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3215 - 3503 + 3479 11 20 3220.5 - 3513 + 3489 @@ -97535,13 +97527,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3250 - 3483 + 3459 31 40 3265.5 - 3503 + 3479 @@ -97576,7 +97568,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3630 - 3187 + 3013 160 100 @@ -97585,7 +97577,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 3630.014 - 3187.189 + 3013.671 @@ -97628,13 +97620,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3538 - 2932 + 2758 40 16 3558 - 2940 + 2766 @@ -97664,8 +97656,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4914 - 2621 + 5274 + 2447 219 100 @@ -97673,8 +97665,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 0 - 4914.208 - 2621.262 + 5274.849 + 2447.744 @@ -97714,13 +97706,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4386 - 2828 + 2654 108 28 4430 - 2842 + 2668 @@ -97739,13 +97731,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4388 - 2830 + 2656 30 24 4403 - 2842 + 2668 @@ -97766,13 +97758,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4442 - 2830 + 2656 50 24 4459 - 2842 + 2668 @@ -97829,8 +97821,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17011 - 3250 + 17403 + 3077 128 69 @@ -97838,8 +97830,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 0 - 17011.8 - 3250.882 + 17403.65 + 3077.365 @@ -97877,14 +97869,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16915 - 2516 + 17306 + 2342 76 44 - 16953 - 2538 + 17344 + 2364 @@ -97903,14 +97895,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16917 - 2518 + 17308 + 2344 24 20 - 16929 - 2528 + 17320 + 2354 @@ -97929,14 +97921,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16917 - 2538 + 17308 + 2364 24 20 - 16929 - 2548 + 17320 + 2374 @@ -97976,14 +97968,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16965 - 2518 + 17356 + 2344 24 40 - 16977 - 2538 + 17368 + 2364 @@ -98011,14 +98003,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16898 - 2567 + 17289 + 2393 62 64 - 16940 - 2599 + 17331 + 2425 @@ -98047,14 +98039,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16900 - 2569 + 17291 + 2395 28 20 - 16914 - 2579 + 17305 + 2405 @@ -98073,14 +98065,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16900 - 2589 + 17291 + 2415 28 20 - 16914 - 2599 + 17305 + 2425 @@ -98119,14 +98111,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16900 - 2609 + 17291 + 2435 28 20 - 16914 - 2619 + 17305 + 2445 @@ -98166,14 +98158,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16952 - 2569 + 17343 + 2395 6 60 - 16955 - 2599 + 17346 + 2425 @@ -98204,14 +98196,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16941 - 2484 + 17333 + 2310 50 24 - 16966.93 - 2496.363 + 17358.78 + 2322.845 @@ -98256,14 +98248,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17120 - 2450 + 17511 + 2276 70 44 - 17145 - 2472 + 17536 + 2298 @@ -98290,14 +98282,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17122 - 2452 + 17513 + 2278 11 20 - 17127.5 - 2462 + 17518.5 + 2288 @@ -98316,14 +98308,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17122 - 2472 + 17513 + 2298 11 20 - 17127.5 - 2482 + 17518.5 + 2308 @@ -98363,14 +98355,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17157 - 2452 + 17548 + 2278 31 40 - 17172.5 - 2472 + 17563.5 + 2298 @@ -98403,14 +98395,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5611 - 2964 + 5971 + 2790 40 16 - 5631 - 2972 + 5991 + 2798 @@ -98439,14 +98431,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5613 - 2985 + 5973 + 2811 40 16 - 5633 - 2993 + 5993 + 2819 @@ -98472,14 +98464,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18042 - 3939 + 18433 + 3915 126 44 - 18104 - 3961 + 18495 + 3937 @@ -98497,14 +98489,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18044 - 3941 + 18435 + 3917 48 20 - 18068 - 3951 + 18459 + 3927 @@ -98524,14 +98516,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18044 - 3961 + 18435 + 3937 48 20 - 18068 - 3971 + 18459 + 3947 @@ -98580,14 +98572,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18116 - 3941 + 18507 + 3917 50 20 - 18141 - 3951 + 18532 + 3927 @@ -98606,14 +98598,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18116 - 3961 + 18507 + 3937 50 20 - 18141 - 3971 + 18532 + 3947 @@ -98642,14 +98634,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18217 - 3673 + 18608 + 3649 158 84 - 18295 - 3715 + 18686 + 3691 @@ -98669,14 +98661,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18219 - 3675 + 18610 + 3651 64 20 - 18259 - 3685 + 18650 + 3661 @@ -98697,14 +98689,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18219 - 3695 + 18610 + 3671 64 20 - 18259 - 3705 + 18650 + 3681 @@ -98754,14 +98746,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18219 - 3715 + 18610 + 3691 64 20 - 18259 - 3725 + 18650 + 3701 @@ -98802,14 +98794,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18219 - 3735 + 18610 + 3711 64 20 - 18259 - 3745 + 18650 + 3721 @@ -98851,14 +98843,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18307 - 3675 + 18698 + 3651 66 40 - 18332 - 3695 + 18723 + 3671 @@ -98879,14 +98871,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18307 - 3715 + 18698 + 3691 66 40 - 18332 - 3735 + 18723 + 3711 @@ -98914,14 +98906,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17782 - 3939 + 18173 + 3915 90 44 - 17827 - 3961 + 18218 + 3937 @@ -98939,14 +98931,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17784 - 3941 + 18175 + 3917 31 20 - 17799.5 - 3951 + 18190.5 + 3927 @@ -98966,14 +98958,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17784 - 3961 + 18175 + 3937 31 20 - 17799.5 - 3971 + 18190.5 + 3947 @@ -98993,14 +98985,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17839 - 3941 + 18230 + 3917 31 40 - 17854.5 - 3961 + 18245.5 + 3937 @@ -99030,14 +99022,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17663 - 3973 + 18054 + 3949 76 28 - 17701 - 3987 + 18092 + 3963 @@ -99056,14 +99048,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17665 - 3975 + 18056 + 3951 24 24 - 17677 - 3987 + 18068 + 3963 @@ -99083,14 +99075,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17713 - 3975 + 18104 + 3951 24 24 - 17725 - 3987 + 18116 + 3963 @@ -99120,14 +99112,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17651 - 3878 + 18042 + 3854 76 28 - 17689 - 3892 + 18080 + 3868 @@ -99146,14 +99138,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17653 - 3880 + 18044 + 3856 24 24 - 17665 - 3892 + 18056 + 3868 @@ -99173,14 +99165,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17701 - 3880 + 18092 + 3856 24 24 - 17713 - 3892 + 18104 + 3868 @@ -99234,14 +99226,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17911 - 3983 + 18302 + 3959 62 64 - 17953 - 4015 + 18344 + 3991 @@ -99270,14 +99262,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17913 - 3985 + 18304 + 3961 28 20 - 17927 - 3995 + 18318 + 3971 @@ -99296,14 +99288,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17913 - 4005 + 18304 + 3981 28 20 - 17927 - 4015 + 18318 + 3991 @@ -99342,14 +99334,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17913 - 4025 + 18304 + 4001 28 20 - 17927 - 4035 + 18318 + 4011 @@ -99389,14 +99381,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17965 - 3985 + 18356 + 3961 6 60 - 17968 - 4015 + 18359 + 3991 @@ -99427,14 +99419,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18034 - 3853 + 18425 + 3829 124 44 - 18094 - 3875 + 18485 + 3851 @@ -99457,14 +99449,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18036 - 3855 + 18427 + 3831 46 40 - 18067 - 3875 + 18458 + 3851 @@ -99486,14 +99478,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18106 - 3855 + 18497 + 3831 50 20 - 18123 - 3865 + 18514 + 3841 @@ -99514,14 +99506,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18106 - 3875 + 18497 + 3851 50 20 - 18123 - 3885 + 18514 + 3861 @@ -99548,14 +99540,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16974 - 2398 + 17365 + 2224 70 44 - 16999 - 2420 + 17390 + 2246 @@ -99582,14 +99574,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16976 - 2400 + 17367 + 2226 11 20 - 16981.5 - 2410 + 17372.5 + 2236 @@ -99609,14 +99601,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16976 - 2420 + 17367 + 2246 11 20 - 16981.5 - 2430 + 17372.5 + 2256 @@ -99635,14 +99627,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17011 - 2400 + 17402 + 2226 31 40 - 17026.5 - 2420 + 17417.5 + 2246 @@ -99671,14 +99663,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17089 - 2391 + 17480 + 2217 70 44 - 17114 - 2413 + 17505 + 2239 @@ -99696,14 +99688,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17091 - 2393 + 17482 + 2219 11 20 - 17096.5 - 2403 + 17487.5 + 2229 @@ -99722,14 +99714,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17091 - 2413 + 17482 + 2239 11 20 - 17096.5 - 2423 + 17487.5 + 2249 @@ -99769,14 +99761,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17126 - 2393 + 17517 + 2219 31 40 - 17141.5 - 2413 + 17532.5 + 2239 @@ -99805,14 +99797,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16796 - 3039 + 17187 + 2865 114 64 - 16874 - 3071 + 17265 + 2897 @@ -99843,14 +99835,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16798 - 3041 + 17189 + 2867 64 20 - 16848 - 3051 + 17239 + 2877 @@ -99871,14 +99863,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16798 - 3061 + 17189 + 2887 64 20 - 16848 - 3071 + 17239 + 2897 @@ -99917,14 +99909,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16798 - 3081 + 17189 + 2907 64 20 - 16848 - 3091 + 17239 + 2917 @@ -99965,14 +99957,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16886 - 3041 + 17277 + 2867 22 60 - 16889 - 3071 + 17280 + 2897 @@ -100006,13 +99998,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4307 - 2922 + 2748 40 16 4327 - 2930 + 2756 @@ -100043,7 +100035,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4208 - 3299 + 3126 203 100 @@ -100052,7 +100044,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 4208.964 - 3299.611 + 3126.094 @@ -100092,13 +100084,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4059 - 3133 + 2959 98 84 4124 - 3175 + 3001 @@ -100119,13 +100111,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4061 - 3135 + 2961 51 20 4094.5 - 3145 + 2971 @@ -100148,13 +100140,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4061 - 3155 + 2981 51 20 4094.5 - 3165 + 2991 @@ -100177,13 +100169,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4061 - 3175 + 3001 51 20 4094.5 - 3185 + 3011 @@ -100228,13 +100220,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4061 - 3195 + 3021 51 20 4094.5 - 3205 + 3031 @@ -100275,13 +100267,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4136 - 3135 + 2961 19 80 4145.5 - 3175 + 3001 @@ -100313,13 +100305,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4261 - 2976 + 2802 50 24 4286.423 - 2988.088 + 2814.57 @@ -100348,13 +100340,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4754 - 3047 + 2873 76 28 4792 - 3061 + 2887 @@ -100374,13 +100366,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4756 - 3049 + 2875 24 24 4768 - 3061 + 2887 @@ -100401,13 +100393,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4804 - 3049 + 2875 24 24 4816 - 3061 + 2887 @@ -100438,13 +100430,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4635 - 2907 + 2733 76 28 4673 - 2921 + 2747 @@ -100464,13 +100456,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4637 - 2909 + 2735 24 24 4649 - 2921 + 2747 @@ -100491,13 +100483,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4685 - 2909 + 2735 24 24 4697 - 2921 + 2747 @@ -100525,14 +100517,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4742 - 3388 + 4988 + 3575 98 84 - 4807 - 3430 + 5053 + 3617 @@ -100552,14 +100544,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4744 - 3390 + 4990 + 3577 51 20 - 4777.5 - 3400 + 5023.5 + 3587 @@ -100581,14 +100573,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4744 - 3410 + 4990 + 3597 51 20 - 4777.5 - 3420 + 5023.5 + 3607 @@ -100610,14 +100602,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4744 - 3430 + 4990 + 3617 51 20 - 4777.5 - 3440 + 5023.5 + 3627 @@ -100661,14 +100653,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4744 - 3450 + 4990 + 3637 51 20 - 4777.5 - 3460 + 5023.5 + 3647 @@ -100708,14 +100700,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4819 - 3390 + 5065 + 3577 19 80 - 4828.5 - 3430 + 5074.5 + 3617 @@ -100746,14 +100738,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5355 - 3212 + 5742 + 3034 50 24 - 5380.757 - 3224.208 + 5767.165 + 3046.143 @@ -100783,8 +100775,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5580 - 3404 + 5941 + 3381 160 100 @@ -100792,8 +100784,8 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 0 0 - 5580.408 - 3404.02 + 5941.049 + 3381.637 @@ -100913,14 +100905,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5904 - 3019 + 6264 + 2845 65 64 - 5955 - 3051 + 6315 + 2877 @@ -100939,14 +100931,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5906 - 3021 + 6266 + 2847 37 20 - 5924.5 - 3031 + 6284.5 + 2857 @@ -100966,14 +100958,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5906 - 3041 + 6266 + 2867 37 20 - 5924.5 - 3051 + 6284.5 + 2877 @@ -101013,14 +101005,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5906 - 3061 + 6266 + 2887 37 20 - 5924.5 - 3071 + 6284.5 + 2897 @@ -101078,14 +101070,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5842 - 3211 + 6203 + 3038 250 20 - 5842.438 - 3211.89 + 6203.079 + 3038.372 @@ -101121,14 +101113,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5839 - 3235 + 6200 + 3062 250 20 - 5839.409 - 3235.904 + 6200.05 + 3062.386 @@ -101155,14 +101147,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5894 - 3104 + 6254 + 2930 78 64 - 5952 - 3136 + 6312 + 2962 @@ -101192,14 +101184,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5896 - 3106 + 6256 + 2932 44 20 - 5926 - 3116 + 6286 + 2942 @@ -101219,14 +101211,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5896 - 3126 + 6256 + 2952 44 20 - 5926 - 3136 + 6286 + 2962 @@ -101265,14 +101257,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5896 - 3146 + 6256 + 2972 44 20 - 5926 - 3156 + 6286 + 2982 @@ -101312,14 +101304,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5964 - 3106 + 6324 + 2932 6 60 - 5967 - 3136 + 6327 + 2962 @@ -101350,14 +101342,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5542 - 2838 + 5903 + 2665 198 20 - 5542.81 - 2838.603 + 5903.451 + 2665.085 @@ -101398,13 +101390,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4232 - 2618 + 2444 40 16 4252 - 2626 + 2452 @@ -101434,13 +101426,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4212 - 2812 + 2638 40 16 4232 - 2820 + 2646 @@ -101470,13 +101462,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4184 - 2900 + 2726 40 16 4204 - 2908 + 2734 @@ -101506,13 +101498,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4114 - 2985 + 2811 40 16 4134 - 2993 + 2819 @@ -101538,14 +101530,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4835 - 3151 + 5105 + 2968 149 104 - 4915 - 3203 + 5185 + 3020 @@ -101563,14 +101555,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4837 - 3153 + 5107 + 2970 66 20 - 4870 - 3163 + 5140 + 2980 @@ -101590,14 +101582,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4837 - 3173 + 5107 + 2990 66 20 - 4870 - 3183 + 5140 + 3000 @@ -101617,14 +101609,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4837 - 3193 + 5107 + 3010 66 20 - 4870 - 3203 + 5140 + 3020 @@ -101644,14 +101636,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4837 - 3213 + 5107 + 3030 66 20 - 4870 - 3223 + 5140 + 3040 @@ -101670,14 +101662,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4837 - 3233 + 5107 + 3050 66 20 - 4870 - 3243 + 5140 + 3060 @@ -101717,14 +101709,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4927 - 3153 + 5197 + 2970 55 33 - 4954.5 - 3169.667 + 5224.5 + 2986.667 @@ -101744,14 +101736,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4927 - 3186 + 5197 + 3003 55 33 - 4954.5 - 3203 + 5224.5 + 3020 @@ -101770,14 +101762,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4927 - 3219 + 5197 + 3036 55 34 - 4954.5 - 3236.333 + 5224.5 + 3053.333 @@ -101809,13 +101801,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4717 - 2888 + 2714 50 24 4742.197 - 2900.214 + 2726.697 @@ -101842,13 +101834,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4620 - 2858 + 2684 84 44 4664 - 2880 + 2706 @@ -101867,13 +101859,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4622 - 2860 + 2686 30 40 4637 - 2880 + 2706 @@ -101893,13 +101885,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4676 - 2860 + 2686 26 20 4689 - 2870 + 2696 @@ -101919,13 +101911,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4676 - 2880 + 2706 26 20 4689 - 2890 + 2716 @@ -101953,14 +101945,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4732 - 3221 + 4579 + 3066 84 44 - 4776 - 3243 + 4623 + 3088 @@ -101978,14 +101970,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4734 - 3223 + 4581 + 3068 30 40 - 4749 - 3243 + 4596 + 3088 @@ -102004,14 +101996,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4788 - 3223 + 4635 + 3068 26 20 - 4801 - 3233 + 4648 + 3078 @@ -102030,14 +102022,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4788 - 3243 + 4635 + 3088 26 20 - 4801 - 3253 + 4648 + 3098 @@ -102068,14 +102060,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4717 - 3191 + 4741 + 3022 50 24 - 4742.61 - 3203.414 + 4766.958 + 3034.896 @@ -102101,14 +102093,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5109 - 2934 + 5396 + 2786 100 64 - 5161 - 2966 + 5448 + 2818 @@ -102126,14 +102118,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5111 - 2936 + 5398 + 2788 38 20 - 5130 - 2946 + 5417 + 2798 @@ -102153,14 +102145,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5111 - 2956 + 5398 + 2808 38 20 - 5130 - 2966 + 5417 + 2818 @@ -102179,14 +102171,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5111 - 2976 + 5398 + 2828 38 20 - 5130 - 2986 + 5417 + 2838 @@ -102225,14 +102217,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5173 - 2936 + 5460 + 2788 34 30 - 5190 - 2951 + 5477 + 2803 @@ -102251,14 +102243,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5173 - 2966 + 5460 + 2818 34 30 - 5190 - 2981 + 5477 + 2833 @@ -102286,14 +102278,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4887 - 3011 + 5174 + 2863 100 64 - 4939 - 3043 + 5226 + 2895 @@ -102311,14 +102303,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4889 - 3013 + 5176 + 2865 38 20 - 4908 - 3023 + 5195 + 2875 @@ -102338,14 +102330,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4889 - 3033 + 5176 + 2885 38 20 - 4908 - 3043 + 5195 + 2895 @@ -102364,14 +102356,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4889 - 3053 + 5176 + 2905 38 20 - 4908 - 3063 + 5195 + 2915 @@ -102410,14 +102402,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4951 - 3013 + 5238 + 2865 34 30 - 4968 - 3028 + 5255 + 2880 @@ -102436,14 +102428,14 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4951 - 3043 + 5238 + 2895 34 30 - 4968 - 3058 + 5255 + 2910 @@ -102480,14 +102472,14 @@ However, not all geometry and attributes are supported. - 18299 - 3929 + 18690 + 3905 130 144 - 18395 - 4001 + 18786 + 3977 @@ -102506,14 +102498,14 @@ However, not all geometry and attributes are supported. - 18301 - 3931 + 18692 + 3907 82 20 - 18342 - 3941 + 18733 + 3917 @@ -102533,14 +102525,14 @@ However, not all geometry and attributes are supported. - 18301 - 3951 + 18692 + 3927 82 20 - 18342 - 3961 + 18733 + 3937 @@ -102583,14 +102575,14 @@ See manual for supported attributes. - 18301 - 3971 + 18692 + 3947 82 20 - 18342 - 3981 + 18733 + 3957 @@ -102609,14 +102601,14 @@ See manual for supported attributes. - 18301 - 3991 + 18692 + 3967 82 20 - 18342 - 4001 + 18733 + 3977 @@ -102657,14 +102649,14 @@ See manual for supported attributes. - 18301 - 4011 + 18692 + 3987 82 20 - 18342 - 4021 + 18733 + 3997 @@ -102703,14 +102695,14 @@ See manual for supported attributes. - 18301 - 4031 + 18692 + 4007 82 20 - 18342 - 4041 + 18733 + 4017 @@ -102750,14 +102742,14 @@ See manual for supported attributes. - 18301 - 4051 + 18692 + 4027 82 20 - 18342 - 4061 + 18733 + 4037 @@ -102796,14 +102788,14 @@ See manual for supported attributes. - 18407 - 3931 + 18798 + 3907 20 70 - 18417 - 3966 + 18808 + 3942 @@ -102822,14 +102814,14 @@ See manual for supported attributes. - 18407 - 4001 + 18798 + 3977 20 70 - 18417 - 4036 + 18808 + 4012 @@ -102859,8 +102851,8 @@ See manual for supported attributes. - 18099 - 4044 + 18490 + 4020 140 22 @@ -102890,8 +102882,8 @@ See manual for supported attributes. - 18093 - 4010 + 18484 + 3986 140 22 @@ -102919,14 +102911,14 @@ See manual for supported attributes. - 18251 - 3816 + 18642 + 3792 78 64 - 18309 - 3848 + 18700 + 3824 @@ -102956,14 +102948,14 @@ See manual for supported attributes. - 18253 - 3818 + 18644 + 3794 44 20 - 18283 - 3828 + 18674 + 3804 @@ -102983,14 +102975,14 @@ See manual for supported attributes. - 18253 - 3838 + 18644 + 3814 44 20 - 18283 - 3848 + 18674 + 3824 @@ -103029,14 +103021,14 @@ See manual for supported attributes. - 18253 - 3858 + 18644 + 3834 44 20 - 18283 - 3868 + 18674 + 3844 @@ -103076,14 +103068,14 @@ See manual for supported attributes. - 18321 - 3818 + 18712 + 3794 6 60 - 18324 - 3848 + 18715 + 3824 @@ -103114,14 +103106,14 @@ See manual for supported attributes. - 18024 - 3800 + 18416 + 3778 198 20 - 18024.37 - 3800.438 + 18416.22 + 3778.055 @@ -103162,8 +103154,8 @@ See manual for supported attributes. - 18441 - 3795 + 18833 + 3773 160 100 @@ -103171,8 +103163,8 @@ See manual for supported attributes. 0 0 - 18441.37 - 3795.488 + 18833.22 + 3773.105 @@ -103214,14 +103206,14 @@ See manual for supported attributes. - 17028 - 3041 + 17419 + 2867 40 16 - 17048 - 3049 + 17439 + 2875 @@ -103250,14 +103242,14 @@ See manual for supported attributes. - 17023 - 2970 + 17414 + 2796 40 16 - 17043 - 2978 + 17434 + 2804 @@ -103286,14 +103278,14 @@ See manual for supported attributes. - 17024 - 2990 + 17415 + 2816 40 16 - 17044 - 2998 + 17435 + 2824 @@ -103322,14 +103314,14 @@ See manual for supported attributes. - 17022 - 3016 + 17413 + 2842 40 16 - 17042 - 3024 + 17433 + 2850 @@ -103361,14 +103353,14 @@ See manual for supported attributes. - 17137 - 2970 + 17528 + 2796 40 16 - 17157 - 2978 + 17548 + 2804 @@ -103397,14 +103389,14 @@ See manual for supported attributes. - 17136 - 2910 + 17527 + 2736 40 16 - 17156 - 2918 + 17547 + 2744 @@ -103493,14 +103485,14 @@ However, not all geometry and attributes are supported. - 18489 - 3453 + 18880 + 3429 130 144 - 18585 - 3525 + 18976 + 3501 @@ -103519,14 +103511,14 @@ However, not all geometry and attributes are supported. - 18491 - 3455 + 18882 + 3431 82 20 - 18532 - 3465 + 18923 + 3441 @@ -103546,14 +103538,14 @@ However, not all geometry and attributes are supported. - 18491 - 3475 + 18882 + 3451 82 20 - 18532 - 3485 + 18923 + 3461 @@ -103596,14 +103588,14 @@ See manual for supported attributes. - 18491 - 3495 + 18882 + 3471 82 20 - 18532 - 3505 + 18923 + 3481 @@ -103622,14 +103614,14 @@ See manual for supported attributes. - 18491 - 3515 + 18882 + 3491 82 20 - 18532 - 3525 + 18923 + 3501 @@ -103670,14 +103662,14 @@ See manual for supported attributes. - 18491 - 3535 + 18882 + 3511 82 20 - 18532 - 3545 + 18923 + 3521 @@ -103716,14 +103708,14 @@ See manual for supported attributes. - 18491 - 3555 + 18882 + 3531 82 20 - 18532 - 3565 + 18923 + 3541 @@ -103763,14 +103755,14 @@ See manual for supported attributes. - 18491 - 3575 + 18882 + 3551 82 20 - 18532 - 3585 + 18923 + 3561 @@ -103809,14 +103801,14 @@ See manual for supported attributes. - 18597 - 3455 + 18988 + 3431 20 70 - 18607 - 3490 + 18998 + 3466 @@ -103835,14 +103827,14 @@ See manual for supported attributes. - 18597 - 3525 + 18988 + 3501 20 70 - 18607 - 3560 + 18998 + 3536 @@ -103872,8 +103864,8 @@ See manual for supported attributes. - 18310 - 3574 + 18701 + 3550 140 22 @@ -103903,8 +103895,8 @@ See manual for supported attributes. - 18309 - 3534 + 18700 + 3510 140 22 @@ -103936,8 +103928,8 @@ See manual for supported attributes. - 18443 - 3682 + 18835 + 3660 160 100 @@ -103945,8 +103937,8 @@ See manual for supported attributes. 0 0 - 18443.54 - 3682.74 + 18835.39 + 3660.357 @@ -103985,14 +103977,14 @@ See manual for supported attributes. - 18278 - 3613 + 18669 + 3589 124 44 - 18338 - 3635 + 18729 + 3611 @@ -104012,14 +104004,14 @@ See manual for supported attributes. - 18280 - 3615 + 18671 + 3591 46 40 - 18311 - 3635 + 18702 + 3611 @@ -104040,14 +104032,14 @@ See manual for supported attributes. - 18350 - 3615 + 18741 + 3591 50 20 - 18367 - 3625 + 18758 + 3601 @@ -104067,14 +104059,14 @@ See manual for supported attributes. - 18350 - 3635 + 18741 + 3611 50 20 - 18367 - 3645 + 18758 + 3621 @@ -104107,14 +104099,14 @@ See manual for supported attributes. - 18078 - 3509 + 18469 + 3485 88 44 - 18131 - 3531 + 18522 + 3507 @@ -104133,14 +104125,14 @@ See manual for supported attributes. - 18080 - 3511 + 18471 + 3487 39 20 - 18099.5 - 3521 + 18490.5 + 3497 @@ -104160,14 +104152,14 @@ See manual for supported attributes. - 18080 - 3531 + 18471 + 3507 39 20 - 18099.5 - 3541 + 18490.5 + 3517 @@ -104216,14 +104208,14 @@ See manual for supported attributes. - 18143 - 3511 + 18534 + 3487 21 20 - 18153.5 - 3521 + 18544.5 + 3497 @@ -104243,14 +104235,14 @@ See manual for supported attributes. - 18143 - 3531 + 18534 + 3507 21 20 - 18153.5 - 3541 + 18544.5 + 3517 @@ -104277,14 +104269,14 @@ See manual for supported attributes. - 18113 - 3398 + 18504 + 3374 77 84 - 18148 - 3440 + 18539 + 3416 @@ -104302,14 +104294,14 @@ See manual for supported attributes. - 18115 - 3400 + 18506 + 3376 21 80 - 18125.5 - 3440 + 18516.5 + 3416 @@ -104328,14 +104320,14 @@ See manual for supported attributes. - 18160 - 3400 + 18551 + 3376 28 20 - 18174 - 3410 + 18565 + 3386 @@ -104354,14 +104346,14 @@ See manual for supported attributes. - 18160 - 3420 + 18551 + 3396 28 20 - 18174 - 3430 + 18565 + 3406 @@ -104380,14 +104372,14 @@ See manual for supported attributes. - 18160 - 3440 + 18551 + 3416 28 20 - 18174 - 3450 + 18565 + 3426 @@ -104406,14 +104398,14 @@ See manual for supported attributes. - 18160 - 3460 + 18551 + 3436 28 20 - 18174 - 3470 + 18565 + 3446 @@ -104444,8 +104436,8 @@ See manual for supported attributes. - 18324 - 3398 + 18716 + 3376 160 100 @@ -104453,8 +104445,8 @@ See manual for supported attributes. 0 0 - 18324.55 - 3398.79 + 18716.4 + 3376.407 @@ -104675,14 +104667,14 @@ See manual for supported attributes. - 6483 - 3713 + 6844 + 3691 50 24 - 6516.609 - 3725.922 + 6877.25 + 3703.541 @@ -104712,14 +104704,14 @@ See manual for supported attributes. - 6487 - 3674 + 6848 + 3651 50 24 - 6520.714 - 3686.333 + 6881.355 + 3663.95 @@ -104749,14 +104741,14 @@ See manual for supported attributes. - 6487 - 3628 + 6848 + 3606 50 24 - 6520.962 - 3640.506 + 6881.603 + 3618.125 @@ -104809,14 +104801,14 @@ See manual for supported attributes. - 6616 - 3767 + 6976 + 3743 106 44 - 6673 - 3789 + 7033 + 3765 @@ -104835,14 +104827,14 @@ See manual for supported attributes. - 6618 - 3769 + 6978 + 3745 43 20 - 6639.5 - 3779 + 6999.5 + 3755 @@ -104861,14 +104853,14 @@ See manual for supported attributes. - 6618 - 3789 + 6978 + 3765 43 20 - 6639.5 - 3799 + 6999.5 + 3775 @@ -104908,14 +104900,14 @@ See manual for supported attributes. - 6685 - 3769 + 7045 + 3745 35 40 - 6702.5 - 3789 + 7062.5 + 3765 @@ -104948,14 +104940,14 @@ See manual for supported attributes. - 6445 - 3789 + 6805 + 3766 50 24 - 6470.159 - 3801.294 + 6830.8 + 3778.911 @@ -104980,14 +104972,14 @@ See manual for supported attributes. - 6614 - 3818 + 6974 + 3794 98 84 - 6679 - 3860 + 7039 + 3836 @@ -105006,14 +104998,14 @@ See manual for supported attributes. - 6616 - 3820 + 6976 + 3796 51 20 - 6649.5 - 3830 + 7009.5 + 3806 @@ -105035,14 +105027,14 @@ See manual for supported attributes. - 6616 - 3840 + 6976 + 3816 51 20 - 6649.5 - 3850 + 7009.5 + 3826 @@ -105064,14 +105056,14 @@ See manual for supported attributes. - 6616 - 3860 + 6976 + 3836 51 20 - 6649.5 - 3870 + 7009.5 + 3846 @@ -105115,14 +105107,14 @@ See manual for supported attributes. - 6616 - 3880 + 6976 + 3856 51 20 - 6649.5 - 3890 + 7009.5 + 3866 @@ -105162,14 +105154,14 @@ See manual for supported attributes. - 6691 - 3820 + 7051 + 3796 19 80 - 6700.5 - 3860 + 7060.5 + 3836 @@ -105223,14 +105215,14 @@ See manual for supported attributes. - 6862 - 3563 + 7222 + 3539 126 64 - 6924 - 3595 + 7284 + 3571 @@ -105248,14 +105240,14 @@ See manual for supported attributes. - 6864 - 3565 + 7224 + 3541 48 20 - 6888 - 3575 + 7248 + 3551 @@ -105274,14 +105266,14 @@ See manual for supported attributes. - 6864 - 3585 + 7224 + 3561 48 20 - 6888 - 3595 + 7248 + 3571 @@ -105326,14 +105318,14 @@ See manual for supported attributes. - 6864 - 3605 + 7224 + 3581 48 20 - 6888 - 3615 + 7248 + 3591 @@ -105372,14 +105364,14 @@ See manual for supported attributes. - 6936 - 3565 + 7296 + 3541 50 30 - 6961 - 3580 + 7321 + 3556 @@ -105398,14 +105390,14 @@ See manual for supported attributes. - 6936 - 3595 + 7296 + 3571 50 30 - 6961 - 3610 + 7321 + 3586 @@ -105436,14 +105428,14 @@ See manual for supported attributes. - 6440 - 3914 + 6800 + 3890 40 16 - 6460 - 3922 + 6820 + 3898 @@ -105468,14 +105460,14 @@ See manual for supported attributes. - 6867 - 3818 + 7227 + 3794 134 44 - 6919 - 3840 + 7279 + 3816 @@ -105493,14 +105485,14 @@ See manual for supported attributes. - 6869 - 3820 + 7229 + 3796 38 20 - 6888 - 3830 + 7248 + 3806 @@ -105543,14 +105535,14 @@ See manual for supported attributes. - 6869 - 3840 + 7229 + 3816 38 20 - 6888 - 3850 + 7248 + 3826 @@ -105592,14 +105584,14 @@ See manual for supported attributes. - 6931 - 3820 + 7291 + 3796 68 40 - 6947 - 3840 + 7307 + 3816 @@ -105626,14 +105618,14 @@ See manual for supported attributes. - 6881 - 3935 + 7241 + 3911 114 44 - 6933 - 3957 + 7293 + 3933 @@ -105650,14 +105642,14 @@ See manual for supported attributes. - 6883 - 3937 + 7243 + 3913 38 20 - 6902 - 3947 + 7262 + 3923 @@ -105700,14 +105692,14 @@ See manual for supported attributes. - 6883 - 3957 + 7243 + 3933 38 20 - 6902 - 3967 + 7262 + 3943 @@ -105748,14 +105740,14 @@ See manual for supported attributes. - 6945 - 3937 + 7305 + 3913 48 40 - 6961 - 3957 + 7321 + 3933 @@ -105787,8 +105779,8 @@ See manual for supported attributes. - 7092 - 4039 + 7453 + 4017 160 100 @@ -105796,8 +105788,8 @@ See manual for supported attributes. 0 0 - 7092.604 - 4039.758 + 7453.245 + 4017.375 @@ -105836,14 +105828,14 @@ See manual for supported attributes. - 6895 - 3863 + 7255 + 3839 81 28 - 6928 - 3877 + 7288 + 3853 @@ -105862,14 +105854,14 @@ See manual for supported attributes. - 6897 - 3865 + 7257 + 3841 19 24 - 6906.5 - 3877 + 7266.5 + 3853 @@ -105888,14 +105880,14 @@ See manual for supported attributes. - 6940 - 3865 + 7300 + 3841 34 24 - 6957 - 3877 + 7317 + 3853 @@ -105922,14 +105914,14 @@ See manual for supported attributes. - 6903 - 3891 + 7263 + 3867 70 44 - 6928 - 3913 + 7288 + 3889 @@ -105956,14 +105948,14 @@ See manual for supported attributes. - 6905 - 3893 + 7265 + 3869 11 20 - 6910.5 - 3903 + 7270.5 + 3879 @@ -105982,14 +105974,14 @@ See manual for supported attributes. - 6905 - 3913 + 7265 + 3889 11 20 - 6910.5 - 3923 + 7270.5 + 3899 @@ -106029,14 +106021,14 @@ See manual for supported attributes. - 6940 - 3893 + 7300 + 3869 31 40 - 6955.5 - 3913 + 7315.5 + 3889 @@ -106077,6 +106069,7 @@ Sine wave distribution Sine wave distribution Sine wave distribution Sine wave distribution +Sine wave distribution Sine wave distribution f8346184-a6fd-49c8-8ed6-33c7e1173210 Graph Mapper @@ -106089,14 +106082,14 @@ Sine wave distribution - 6893 - 3983 + 7254 + 3961 100 100 - 6893.415 - 3983.749 + 7254.056 + 3961.366 @@ -106155,14 +106148,14 @@ Sine wave distribution - 6909 - 4122 + 7269 + 4098 76 28 - 6947 - 4136 + 7307 + 4112 @@ -106181,14 +106174,14 @@ Sine wave distribution - 6911 - 4124 + 7271 + 4100 24 24 - 6923 - 4136 + 7283 + 4112 @@ -106208,14 +106201,14 @@ Sine wave distribution - 6959 - 4124 + 7319 + 4100 24 24 - 6971 - 4136 + 7331 + 4112 @@ -106243,14 +106236,14 @@ Sine wave distribution - 16259 - 3550 + 16650 + 3526 98 84 - 16324 - 3592 + 16715 + 3568 @@ -106270,14 +106263,14 @@ Sine wave distribution - 16261 - 3552 + 16652 + 3528 51 20 - 16294.5 - 3562 + 16685.5 + 3538 @@ -106299,14 +106292,14 @@ Sine wave distribution - 16261 - 3572 + 16652 + 3548 51 20 - 16294.5 - 3582 + 16685.5 + 3558 @@ -106328,14 +106321,14 @@ Sine wave distribution - 16261 - 3592 + 16652 + 3568 51 20 - 16294.5 - 3602 + 16685.5 + 3578 @@ -106379,14 +106372,14 @@ Sine wave distribution - 16261 - 3612 + 16652 + 3588 51 20 - 16294.5 - 3622 + 16685.5 + 3598 @@ -106426,14 +106419,14 @@ Sine wave distribution - 16336 - 3552 + 16727 + 3528 19 80 - 16345.5 - 3592 + 16736.5 + 3568 @@ -106461,14 +106454,14 @@ Sine wave distribution - 16261 - 3653 + 16652 + 3629 98 84 - 16326 - 3695 + 16717 + 3671 @@ -106488,14 +106481,14 @@ Sine wave distribution - 16263 - 3655 + 16654 + 3631 51 20 - 16296.5 - 3665 + 16687.5 + 3641 @@ -106517,14 +106510,14 @@ Sine wave distribution - 16263 - 3675 + 16654 + 3651 51 20 - 16296.5 - 3685 + 16687.5 + 3661 @@ -106546,14 +106539,14 @@ Sine wave distribution - 16263 - 3695 + 16654 + 3671 51 20 - 16296.5 - 3705 + 16687.5 + 3681 @@ -106597,14 +106590,14 @@ Sine wave distribution - 16263 - 3715 + 16654 + 3691 51 20 - 16296.5 - 3725 + 16687.5 + 3701 @@ -106644,14 +106637,14 @@ Sine wave distribution - 16338 - 3655 + 16729 + 3631 19 80 - 16347.5 - 3695 + 16738.5 + 3671 @@ -106679,14 +106672,14 @@ Sine wave distribution - 16260 - 3760 + 16651 + 3736 98 84 - 16325 - 3802 + 16716 + 3778 @@ -106706,14 +106699,14 @@ Sine wave distribution - 16262 - 3762 + 16653 + 3738 51 20 - 16295.5 - 3772 + 16686.5 + 3748 @@ -106735,14 +106728,14 @@ Sine wave distribution - 16262 - 3782 + 16653 + 3758 51 20 - 16295.5 - 3792 + 16686.5 + 3768 @@ -106764,14 +106757,14 @@ Sine wave distribution - 16262 - 3802 + 16653 + 3778 51 20 - 16295.5 - 3812 + 16686.5 + 3788 @@ -106815,14 +106808,14 @@ Sine wave distribution - 16262 - 3822 + 16653 + 3798 51 20 - 16295.5 - 3832 + 16686.5 + 3808 @@ -106862,14 +106855,14 @@ Sine wave distribution - 16337 - 3762 + 16728 + 3738 19 80 - 16346.5 - 3802 + 16737.5 + 3778 @@ -106926,14 +106919,14 @@ Sine wave distribution - 18461 - 1176 + 18852 + 1002 40 16 - 18481 - 1184 + 18872 + 1010 @@ -106988,7 +106981,7 @@ Sine wave distribution 4028 - 3223 + 3049 140 22 @@ -107020,7 +107013,7 @@ Sine wave distribution 4065 - 3268 + 3094 100 22 @@ -107052,8 +107045,8 @@ Sine wave distribution - 16447 - 3866 + 16839 + 3844 160 100 @@ -107061,8 +107054,8 @@ Sine wave distribution 0 0 - 16447.41 - 3866.822 + 16839.26 + 3844.439 @@ -107101,14 +107094,14 @@ Sine wave distribution - 6480 - 5242 + 6840 + 5218 78 64 - 6538 - 5274 + 6898 + 5250 @@ -107138,14 +107131,14 @@ Sine wave distribution - 6482 - 5244 + 6842 + 5220 44 20 - 6512 - 5254 + 6872 + 5230 @@ -107166,14 +107159,14 @@ Sine wave distribution - 6482 - 5264 + 6842 + 5240 44 20 - 6512 - 5274 + 6872 + 5250 @@ -107212,14 +107205,14 @@ Sine wave distribution - 6482 - 5284 + 6842 + 5260 44 20 - 6512 - 5294 + 6872 + 5270 @@ -107259,14 +107252,14 @@ Sine wave distribution - 6550 - 5244 + 6910 + 5220 6 60 - 6553 - 5274 + 6913 + 5250 @@ -107300,8 +107293,8 @@ Sine wave distribution - 6657 - 5175 + 7018 + 5153 160 79 @@ -107309,8 +107302,8 @@ Sine wave distribution 0 0 - 6657.421 - 5175.539 + 7018.062 + 5153.156 @@ -107353,13 +107346,13 @@ Sine wave distribution 2735 - 2883 + 2709 40 16 2755 - 2891 + 2717 @@ -107389,13 +107382,13 @@ Sine wave distribution 2749 - 2852 + 2678 40 16 2769 - 2860 + 2686 @@ -107420,14 +107413,14 @@ Sine wave distribution - 6557 - 5458 + 6917 + 5434 92 28 - 6601 - 5472 + 6961 + 5448 @@ -107445,14 +107438,14 @@ Sine wave distribution - 6559 - 5460 + 6919 + 5436 30 24 - 6574 - 5472 + 6934 + 5448 @@ -107471,14 +107464,14 @@ Sine wave distribution - 6613 - 5460 + 6973 + 5436 34 24 - 6630 - 5472 + 6990 + 5448 @@ -107510,13 +107503,13 @@ Sine wave distribution 2434 - 2533 + 2359 40 16 2454 - 2541 + 2367 @@ -107546,13 +107539,13 @@ Sine wave distribution 2345 - 2570 + 2396 40 16 2365 - 2578 + 2404 @@ -107579,13 +107572,13 @@ Sine wave distribution 2277 - 2466 + 2292 91 44 2319 - 2488 + 2314 @@ -107604,13 +107597,13 @@ Sine wave distribution 2279 - 2468 + 2294 28 20 2293 - 2478 + 2304 @@ -107631,13 +107624,13 @@ Sine wave distribution 2279 - 2488 + 2314 28 20 2293 - 2498 + 2324 @@ -107688,13 +107681,13 @@ Sine wave distribution 2331 - 2468 + 2294 35 20 2348.5 - 2478 + 2304 @@ -107715,13 +107708,13 @@ Sine wave distribution 2331 - 2488 + 2314 35 20 2348.5 - 2498 + 2324 @@ -107753,13 +107746,13 @@ Sine wave distribution 2776 - 2481 + 2307 40 16 2796 - 2489 + 2315 @@ -107789,13 +107782,13 @@ Sine wave distribution 2784 - 2518 + 2344 40 16 2804 - 2526 + 2352 @@ -107825,13 +107818,13 @@ Sine wave distribution 2760 - 2544 + 2370 40 16 2780 - 2552 + 2378 @@ -107861,13 +107854,13 @@ Sine wave distribution 2719 - 2572 + 2398 40 16 2739 - 2580 + 2406 @@ -107897,13 +107890,13 @@ Sine wave distribution 2691 - 2518 + 2344 40 16 2711 - 2526 + 2352 @@ -107967,14 +107960,14 @@ Sine wave distribution - 6434 - 3538 + 6794 + 3514 114 44 - 6502 - 3560 + 6862 + 3536 @@ -107993,14 +107986,14 @@ Sine wave distribution - 6436 - 3540 + 6796 + 3516 54 20 - 6471 - 3550 + 6831 + 3526 @@ -108044,14 +108037,14 @@ Sine wave distribution - 6436 - 3560 + 6796 + 3536 54 20 - 6471 - 3570 + 6831 + 3546 @@ -108091,14 +108084,14 @@ Sine wave distribution - 6514 - 3540 + 6874 + 3516 32 40 - 6530 - 3560 + 6890 + 3536 @@ -108126,14 +108119,14 @@ Sine wave distribution - 6763 - 3342 + 7123 + 3318 114 84 - 6828 - 3384 + 7188 + 3360 @@ -108153,14 +108146,14 @@ Sine wave distribution - 6765 - 3344 + 7125 + 3320 51 20 - 6798.5 - 3354 + 7158.5 + 3330 @@ -108182,14 +108175,14 @@ Sine wave distribution - 6765 - 3364 + 7125 + 3340 51 20 - 6798.5 - 3374 + 7158.5 + 3350 @@ -108211,14 +108204,14 @@ Sine wave distribution - 6765 - 3384 + 7125 + 3360 51 20 - 6798.5 - 3394 + 7158.5 + 3370 @@ -108237,14 +108230,14 @@ Sine wave distribution - 6765 - 3404 + 7125 + 3380 51 20 - 6798.5 - 3414 + 7158.5 + 3390 @@ -108285,14 +108278,14 @@ Sine wave distribution - 6840 - 3344 + 7200 + 3320 35 80 - 6849.5 - 3384 + 7209.5 + 3360 @@ -108321,14 +108314,14 @@ Sine wave distribution - 6708 - 3558 + 7068 + 3534 94 64 - 6766 - 3590 + 7126 + 3566 @@ -108358,14 +108351,14 @@ Sine wave distribution - 6710 - 3560 + 7070 + 3536 44 20 - 6740 - 3570 + 7100 + 3546 @@ -108386,14 +108379,14 @@ Sine wave distribution - 6710 - 3580 + 7070 + 3556 44 20 - 6740 - 3590 + 7100 + 3566 @@ -108432,14 +108425,14 @@ Sine wave distribution - 6710 - 3600 + 7070 + 3576 44 20 - 6740 - 3610 + 7100 + 3586 @@ -108480,14 +108473,14 @@ Sine wave distribution - 6778 - 3560 + 7138 + 3536 22 60 - 6781 - 3590 + 7141 + 3566 @@ -108518,14 +108511,14 @@ Sine wave distribution - 6710 - 3647 + 7070 + 3623 94 64 - 6768 - 3679 + 7128 + 3655 @@ -108555,14 +108548,14 @@ Sine wave distribution - 6712 - 3649 + 7072 + 3625 44 20 - 6742 - 3659 + 7102 + 3635 @@ -108583,14 +108576,14 @@ Sine wave distribution - 6712 - 3669 + 7072 + 3645 44 20 - 6742 - 3679 + 7102 + 3655 @@ -108629,14 +108622,14 @@ Sine wave distribution - 6712 - 3689 + 7072 + 3665 44 20 - 6742 - 3699 + 7102 + 3675 @@ -108677,14 +108670,14 @@ Sine wave distribution - 6780 - 3649 + 7140 + 3625 22 60 - 6783 - 3679 + 7143 + 3655 @@ -108715,14 +108708,14 @@ Sine wave distribution - 6711 - 3726 + 7071 + 3702 94 64 - 6769 - 3758 + 7129 + 3734 @@ -108752,14 +108745,14 @@ Sine wave distribution - 6713 - 3728 + 7073 + 3704 44 20 - 6743 - 3738 + 7103 + 3714 @@ -108780,14 +108773,14 @@ Sine wave distribution - 6713 - 3748 + 7073 + 3724 44 20 - 6743 - 3758 + 7103 + 3734 @@ -108826,14 +108819,14 @@ Sine wave distribution - 6713 - 3768 + 7073 + 3744 44 20 - 6743 - 3778 + 7103 + 3754 @@ -108874,14 +108867,14 @@ Sine wave distribution - 6781 - 3728 + 7141 + 3704 22 60 - 6784 - 3758 + 7144 + 3734 @@ -108921,14 +108914,14 @@ Sine wave distribution - 6177 - 5325 + 6538 + 5303 250 20 - 6177.774 - 5325.783 + 6538.415 + 5303.401 @@ -108954,14 +108947,14 @@ Sine wave distribution - 6738 - 4085 + 7098 + 4061 117 64 - 6814 - 4117 + 7174 + 4093 @@ -108979,14 +108972,14 @@ Sine wave distribution - 6740 - 4087 + 7100 + 4063 62 20 - 6771 - 4097 + 7131 + 4073 @@ -109026,14 +109019,14 @@ Sine wave distribution - 6740 - 4107 + 7100 + 4083 62 20 - 6771 - 4117 + 7131 + 4093 @@ -109072,14 +109065,14 @@ Sine wave distribution - 6740 - 4127 + 7100 + 4103 62 20 - 6771 - 4137 + 7131 + 4113 @@ -109118,14 +109111,14 @@ Sine wave distribution - 6826 - 4087 + 7186 + 4063 27 60 - 6839.5 - 4117 + 7199.5 + 4093 @@ -109152,14 +109145,14 @@ Sine wave distribution - 6363 - 4075 + 6723 + 4051 114 44 - 6431 - 4097 + 6791 + 4073 @@ -109177,14 +109170,14 @@ Sine wave distribution - 6365 - 4077 + 6725 + 4053 54 20 - 6400 - 4087 + 6760 + 4063 @@ -109228,14 +109221,14 @@ Sine wave distribution - 6365 - 4097 + 6725 + 4073 54 20 - 6400 - 4107 + 6760 + 4083 @@ -109275,14 +109268,14 @@ Sine wave distribution - 6443 - 4077 + 6803 + 4053 32 40 - 6459 - 4097 + 6819 + 4073 @@ -109310,14 +109303,14 @@ Sine wave distribution - 6065 - 4232 + 6425 + 4208 410 64 - 6280 - 4264 + 6640 + 4240 @@ -109345,14 +109338,14 @@ Sine wave distribution - 6067 - 4234 + 6427 + 4210 26 20 - 6080 - 4244 + 6440 + 4220 @@ -109372,14 +109365,14 @@ Sine wave distribution - 6067 - 4254 + 6427 + 4230 26 20 - 6080 - 4264 + 6440 + 4240 @@ -109399,14 +109392,14 @@ Sine wave distribution - 6067 - 4274 + 6427 + 4250 26 20 - 6080 - 4284 + 6440 + 4260 @@ -109425,14 +109418,14 @@ Sine wave distribution - 6467 - 4234 + 6827 + 4210 6 60 - 6470 - 4264 + 6830 + 4240 @@ -109462,14 +109455,14 @@ Sine wave distribution - 6905 - 4227 + 7265 + 4203 126 64 - 6967 - 4259 + 7327 + 4235 @@ -109487,14 +109480,14 @@ Sine wave distribution - 6907 - 4229 + 7267 + 4205 48 20 - 6931 - 4239 + 7291 + 4215 @@ -109513,14 +109506,14 @@ Sine wave distribution - 6907 - 4249 + 7267 + 4225 48 20 - 6931 - 4259 + 7291 + 4235 @@ -109565,14 +109558,14 @@ Sine wave distribution - 6907 - 4269 + 7267 + 4245 48 20 - 6931 - 4279 + 7291 + 4255 @@ -109611,14 +109604,14 @@ Sine wave distribution - 6979 - 4229 + 7339 + 4205 50 30 - 7004 - 4244 + 7364 + 4220 @@ -109637,14 +109630,14 @@ Sine wave distribution - 6979 - 4259 + 7339 + 4235 50 30 - 7004 - 4274 + 7364 + 4250 @@ -109673,14 +109666,14 @@ Sine wave distribution - 6682 - 4307 + 7043 + 4284 198 20 - 6682.716 - 4307.087 + 7043.357 + 4284.704 @@ -109719,14 +109712,14 @@ Sine wave distribution - 6929 - 4174 + 7289 + 4150 76 28 - 6967 - 4188 + 7327 + 4164 @@ -109745,14 +109738,14 @@ Sine wave distribution - 6931 - 4176 + 7291 + 4152 24 24 - 6943 - 4188 + 7303 + 4164 @@ -109772,14 +109765,14 @@ Sine wave distribution - 6979 - 4176 + 7339 + 4152 24 24 - 6991 - 4188 + 7351 + 4164 @@ -109836,14 +109829,14 @@ Sine wave distribution - 6629 - 3896 + 6989 + 3872 103 64 - 6675 - 3928 + 7035 + 3904 @@ -109860,14 +109853,14 @@ Sine wave distribution - 6631 - 3898 + 6991 + 3874 32 60 - 6647 - 3928 + 7007 + 3904 @@ -109886,14 +109879,14 @@ Sine wave distribution - 6687 - 3898 + 7047 + 3874 43 20 - 6708.5 - 3908 + 7068.5 + 3884 @@ -109912,14 +109905,14 @@ Sine wave distribution - 6687 - 3918 + 7047 + 3894 43 20 - 6708.5 - 3928 + 7068.5 + 3904 @@ -109939,14 +109932,14 @@ Sine wave distribution - 6687 - 3938 + 7047 + 3914 43 20 - 6708.5 - 3948 + 7068.5 + 3924 @@ -109973,14 +109966,14 @@ Sine wave distribution - 6417 - 5160 + 6777 + 5136 103 64 - 6463 - 5192 + 6823 + 5168 @@ -109998,14 +109991,14 @@ Sine wave distribution - 6419 - 5162 + 6779 + 5138 32 60 - 6435 - 5192 + 6795 + 5168 @@ -110024,14 +110017,14 @@ Sine wave distribution - 6475 - 5162 + 6835 + 5138 43 20 - 6496.5 - 5172 + 6856.5 + 5148 @@ -110050,14 +110043,14 @@ Sine wave distribution - 6475 - 5182 + 6835 + 5158 43 20 - 6496.5 - 5192 + 6856.5 + 5168 @@ -110077,14 +110070,14 @@ Sine wave distribution - 6475 - 5202 + 6835 + 5178 43 20 - 6496.5 - 5212 + 6856.5 + 5188 @@ -110115,14 +110108,14 @@ Sine wave distribution - 6182 - 5260 + 6542 + 5236 40 16 - 6202 - 5268 + 6562 + 5244 @@ -110149,14 +110142,14 @@ Sine wave distribution - 6482 - 5352 + 6842 + 5328 78 64 - 6540 - 5384 + 6900 + 5360 @@ -110186,14 +110179,14 @@ Sine wave distribution - 6484 - 5354 + 6844 + 5330 44 20 - 6514 - 5364 + 6874 + 5340 @@ -110214,14 +110207,14 @@ Sine wave distribution - 6484 - 5374 + 6844 + 5350 44 20 - 6514 - 5384 + 6874 + 5360 @@ -110260,14 +110253,14 @@ Sine wave distribution - 6484 - 5394 + 6844 + 5370 44 20 - 6514 - 5404 + 6874 + 5380 @@ -110307,14 +110300,14 @@ Sine wave distribution - 6552 - 5354 + 6912 + 5330 6 60 - 6555 - 5384 + 6915 + 5360 @@ -110347,14 +110340,14 @@ Sine wave distribution - 6216 - 5377 + 6576 + 5353 40 16 - 6236 - 5385 + 6596 + 5361 @@ -110384,8 +110377,8 @@ Sine wave distribution - 6634 - 5591 + 6994 + 5568 160 35 @@ -110393,8 +110386,8 @@ Sine wave distribution 0 0 - 6634.206 - 5591.299 + 6994.847 + 5568.916 @@ -110437,8 +110430,8 @@ Sine wave distribution - 6654 - 5504 + 7015 + 5481 160 38 @@ -110446,8 +110439,8 @@ Sine wave distribution 0 0 - 6654.406 - 5504.148 + 7015.047 + 5481.766 @@ -110489,8 +110482,8 @@ Sine wave distribution - 6353 - 4340 + 6714 + 4318 160 100 @@ -110498,8 +110491,8 @@ Sine wave distribution 0 0 - 6353.597 - 4340.432 + 6714.238 + 4318.051 @@ -110541,8 +110534,8 @@ Sine wave distribution - 6529 - 4343 + 6890 + 4320 160 100 @@ -110550,8 +110543,8 @@ Sine wave distribution 0 0 - 6529.942 - 4343.145 + 6890.583 + 4320.763 @@ -110590,14 +110583,14 @@ Sine wave distribution - 6980 - 4390 + 7340 + 4366 126 64 - 7042 - 4422 + 7402 + 4398 @@ -110615,14 +110608,14 @@ Sine wave distribution - 6982 - 4392 + 7342 + 4368 48 20 - 7006 - 4402 + 7366 + 4378 @@ -110641,14 +110634,14 @@ Sine wave distribution - 6982 - 4412 + 7342 + 4388 48 20 - 7006 - 4422 + 7366 + 4398 @@ -110693,14 +110686,14 @@ Sine wave distribution - 6982 - 4432 + 7342 + 4408 48 20 - 7006 - 4442 + 7366 + 4418 @@ -110739,14 +110732,14 @@ Sine wave distribution - 7054 - 4392 + 7414 + 4368 50 30 - 7079 - 4407 + 7439 + 4383 @@ -110765,14 +110758,14 @@ Sine wave distribution - 7054 - 4422 + 7414 + 4398 50 30 - 7079 - 4437 + 7439 + 4413 @@ -110801,14 +110794,14 @@ Sine wave distribution - 6844 - 4387 + 7204 + 4363 94 64 - 6902 - 4419 + 7262 + 4395 @@ -110838,14 +110831,14 @@ Sine wave distribution - 6846 - 4389 + 7206 + 4365 44 20 - 6876 - 4399 + 7236 + 4375 @@ -110866,14 +110859,14 @@ Sine wave distribution - 6846 - 4409 + 7206 + 4385 44 20 - 6876 - 4419 + 7236 + 4395 @@ -110912,14 +110905,14 @@ Sine wave distribution - 6846 - 4429 + 7206 + 4405 44 20 - 6876 - 4439 + 7236 + 4415 @@ -110960,14 +110953,14 @@ Sine wave distribution - 6914 - 4389 + 7274 + 4365 22 60 - 6917 - 4419 + 7277 + 4395 @@ -111000,14 +110993,14 @@ Sine wave distribution - 6755 - 4376 + 7116 + 4353 50 24 - 6780.945 - 4388.071 + 7141.586 + 4365.688 @@ -111036,14 +111029,14 @@ Sine wave distribution - 6515 - 4478 + 6875 + 4454 40 16 - 6535 - 4486 + 6895 + 4462 @@ -111068,14 +111061,14 @@ Sine wave distribution - 6323 - 4599 + 6683 + 4575 70 44 - 6348 - 4621 + 6708 + 4597 @@ -111093,14 +111086,14 @@ Sine wave distribution - 6325 - 4601 + 6685 + 4577 11 20 - 6330.5 - 4611 + 6690.5 + 4587 @@ -111120,14 +111113,14 @@ Sine wave distribution - 6325 - 4621 + 6685 + 4597 11 20 - 6330.5 - 4631 + 6690.5 + 4607 @@ -111146,14 +111139,14 @@ Sine wave distribution - 6360 - 4601 + 6720 + 4577 31 40 - 6375.5 - 4621 + 6735.5 + 4597 @@ -111182,14 +111175,14 @@ Sine wave distribution - 6086 - 4641 + 6446 + 4619 198 20 - 6086.085 - 4641.682 + 6446.726 + 4619.301 @@ -111226,14 +111219,14 @@ Sine wave distribution - 6160 - 4699 + 6520 + 4675 81 28 - 6193 - 4713 + 6553 + 4689 @@ -111252,14 +111245,14 @@ Sine wave distribution - 6162 - 4701 + 6522 + 4677 19 24 - 6171.5 - 4713 + 6531.5 + 4689 @@ -111278,14 +111271,14 @@ Sine wave distribution - 6205 - 4701 + 6565 + 4677 34 24 - 6222 - 4713 + 6582 + 4689 @@ -111312,14 +111305,14 @@ Sine wave distribution - 6283 - 4700 + 6643 + 4676 70 44 - 6308 - 4722 + 6668 + 4698 @@ -111346,14 +111339,14 @@ Sine wave distribution - 6285 - 4702 + 6645 + 4678 11 20 - 6290.5 - 4712 + 6650.5 + 4688 @@ -111372,14 +111365,14 @@ Sine wave distribution - 6285 - 4722 + 6645 + 4698 11 20 - 6290.5 - 4732 + 6650.5 + 4708 @@ -111419,14 +111412,14 @@ Sine wave distribution - 6320 - 4702 + 6680 + 4678 31 40 - 6335.5 - 4722 + 6695.5 + 4698 @@ -111466,14 +111459,14 @@ Sine wave distribution - 6067 - 4567 + 6427 + 4545 250 20 - 6067.085 - 4567.682 + 6427.726 + 4545.301 @@ -111498,14 +111491,14 @@ Sine wave distribution - 6385 - 4735 + 6745 + 4711 70 44 - 6410 - 4757 + 6770 + 4733 @@ -111523,14 +111516,14 @@ Sine wave distribution - 6387 - 4737 + 6747 + 4713 11 20 - 6392.5 - 4747 + 6752.5 + 4723 @@ -111549,14 +111542,14 @@ Sine wave distribution - 6387 - 4757 + 6747 + 4733 11 20 - 6392.5 - 4767 + 6752.5 + 4743 @@ -111596,14 +111589,14 @@ Sine wave distribution - 6422 - 4737 + 6782 + 4713 31 40 - 6437.5 - 4757 + 6797.5 + 4733 @@ -111630,14 +111623,14 @@ Sine wave distribution - 6415 - 4650 + 6775 + 4626 70 44 - 6440 - 4672 + 6800 + 4648 @@ -111654,14 +111647,14 @@ Sine wave distribution - 6417 - 4652 + 6777 + 4628 11 20 - 6422.5 - 4662 + 6782.5 + 4638 @@ -111701,14 +111694,14 @@ Sine wave distribution - 6417 - 4672 + 6777 + 4648 11 20 - 6422.5 - 4682 + 6782.5 + 4658 @@ -111748,14 +111741,14 @@ Sine wave distribution - 6452 - 4652 + 6812 + 4628 31 40 - 6467.5 - 4672 + 6827.5 + 4648 @@ -111818,14 +111811,14 @@ Sine wave distribution - 6286 - 4531 + 6647 + 4509 250 20 - 6286.446 - 4531.413 + 6647.087 + 4509.031 @@ -111854,14 +111847,14 @@ Sine wave distribution - 6701 - 4526 + 7061 + 4502 40 16 - 6721 - 4534 + 7081 + 4510 @@ -111897,14 +111890,14 @@ Sine wave distribution - 6250 - 4478 + 6610 + 4456 250 20 - 6250.177 - 4478.518 + 6610.818 + 4456.136 @@ -111934,8 +111927,8 @@ Sine wave distribution - 6743 - 5415 + 7104 + 5393 160 79 @@ -111943,8 +111936,8 @@ Sine wave distribution 0 0 - 6743.552 - 5415.402 + 7104.193 + 5393.02 @@ -111982,14 +111975,14 @@ Sine wave distribution - 6651 - 5346 + 7011 + 5322 103 64 - 6697 - 5378 + 7057 + 5354 @@ -112007,14 +112000,14 @@ Sine wave distribution - 6653 - 5348 + 7013 + 5324 32 60 - 6669 - 5378 + 7029 + 5354 @@ -112033,14 +112026,14 @@ Sine wave distribution - 6709 - 5348 + 7069 + 5324 43 20 - 6730.5 - 5358 + 7090.5 + 5334 @@ -112059,14 +112052,14 @@ Sine wave distribution - 6709 - 5368 + 7069 + 5344 43 20 - 6730.5 - 5378 + 7090.5 + 5354 @@ -112086,14 +112079,14 @@ Sine wave distribution - 6709 - 5388 + 7069 + 5364 43 20 - 6730.5 - 5398 + 7090.5 + 5374 @@ -112122,14 +112115,14 @@ Sine wave distribution - 6441 - 5453 + 6801 + 5429 78 64 - 6499 - 5485 + 6859 + 5461 @@ -112159,14 +112152,14 @@ Sine wave distribution - 6443 - 5455 + 6803 + 5431 44 20 - 6473 - 5465 + 6833 + 5441 @@ -112187,14 +112180,14 @@ Sine wave distribution - 6443 - 5475 + 6803 + 5451 44 20 - 6473 - 5485 + 6833 + 5461 @@ -112233,14 +112226,14 @@ Sine wave distribution - 6443 - 5495 + 6803 + 5471 44 20 - 6473 - 5505 + 6833 + 5481 @@ -112280,14 +112273,14 @@ Sine wave distribution - 6511 - 5455 + 6871 + 5431 6 60 - 6514 - 5485 + 6874 + 5461 @@ -112317,14 +112310,14 @@ Sine wave distribution - 5935 - 4142 + 6295 + 4118 529 64 - 6210 - 4174 + 6570 + 4150 @@ -112352,14 +112345,14 @@ Sine wave distribution - 5937 - 4144 + 6297 + 4120 26 20 - 5950 - 4154 + 6310 + 4130 @@ -112379,14 +112372,14 @@ Sine wave distribution - 5937 - 4164 + 6297 + 4140 26 20 - 5950 - 4174 + 6310 + 4150 @@ -112406,14 +112399,14 @@ Sine wave distribution - 5937 - 4184 + 6297 + 4160 26 20 - 5950 - 4194 + 6310 + 4170 @@ -112432,14 +112425,14 @@ Sine wave distribution - 6456 - 4144 + 6816 + 4120 6 60 - 6459 - 4174 + 6819 + 4150 @@ -112469,14 +112462,14 @@ Sine wave distribution - 6549 - 4201 + 6909 + 4177 77 64 - 6588 - 4233 + 6948 + 4209 @@ -112504,14 +112497,14 @@ Sine wave distribution - 6551 - 4203 + 6911 + 4179 25 20 - 6563.5 - 4213 + 6923.5 + 4189 @@ -112553,14 +112546,14 @@ Sine wave distribution - 6551 - 4223 + 6911 + 4199 25 20 - 6563.5 - 4233 + 6923.5 + 4209 @@ -112582,14 +112575,14 @@ Sine wave distribution - 6551 - 4243 + 6911 + 4219 25 20 - 6563.5 - 4253 + 6923.5 + 4229 @@ -112610,14 +112603,14 @@ Sine wave distribution - 6600 - 4203 + 6960 + 4179 24 60 - 6612 - 4233 + 6972 + 4209 @@ -112648,14 +112641,14 @@ Sine wave distribution - 6481 - 4161 + 6841 + 4138 198 20 - 6481.188 - 4161.249 + 6841.829 + 4138.866 @@ -112695,14 +112688,14 @@ Sine wave distribution - 6708 - 4253 + 7068 + 4229 40 16 - 6728 - 4261 + 7088 + 4237 @@ -112731,14 +112724,14 @@ Sine wave distribution - 6703 - 4220 + 7063 + 4196 40 16 - 6723 - 4228 + 7083 + 4204 @@ -112767,14 +112760,14 @@ Sine wave distribution - 6702 - 4192 + 7062 + 4168 40 16 - 6722 - 4200 + 7082 + 4176 @@ -112803,14 +112796,14 @@ Sine wave distribution - 6632 - 4225 + 6992 + 4201 40 16 - 6652 - 4233 + 7012 + 4209 @@ -112839,14 +112832,14 @@ Sine wave distribution - 6866 - 4513 + 7226 + 4489 40 16 - 6886 - 4521 + 7246 + 4497 @@ -112873,14 +112866,14 @@ Sine wave distribution - 15828 - 4204 + 16219 + 4180 121 124 - 15906 - 4266 + 16297 + 4242 @@ -112898,14 +112891,14 @@ Sine wave distribution - 15830 - 4206 + 16221 + 4182 64 20 - 15862 - 4216 + 16253 + 4192 @@ -112925,14 +112918,14 @@ Sine wave distribution - 15830 - 4226 + 16221 + 4202 64 20 - 15862 - 4236 + 16253 + 4212 @@ -112972,14 +112965,14 @@ Sine wave distribution - 15830 - 4246 + 16221 + 4222 64 20 - 15862 - 4256 + 16253 + 4232 @@ -113019,14 +113012,14 @@ Sine wave distribution - 15830 - 4266 + 16221 + 4242 64 20 - 15862 - 4276 + 16253 + 4252 @@ -113066,14 +113059,14 @@ Sine wave distribution - 15830 - 4286 + 16221 + 4262 64 20 - 15862 - 4296 + 16253 + 4272 @@ -113113,14 +113106,14 @@ Sine wave distribution - 15830 - 4306 + 16221 + 4282 64 20 - 15862 - 4316 + 16253 + 4292 @@ -113159,14 +113152,14 @@ Sine wave distribution - 15918 - 4206 + 16309 + 4182 29 120 - 15932.5 - 4266 + 16323.5 + 4242 @@ -113198,8 +113191,8 @@ Sine wave distribution - 15029 - 4286 + 15421 + 4263 111 76 @@ -113207,8 +113200,8 @@ Sine wave distribution 0 0 - 15029.8 - 4286.311 + 15421.65 + 4263.929 @@ -113251,8 +113244,8 @@ Sine wave distribution - 15148 - 4180 + 15540 + 4157 131 83 @@ -113260,8 +113253,8 @@ Sine wave distribution 0 0 - 15148.83 - 4180.225 + 15540.68 + 4157.844 @@ -113301,14 +113294,14 @@ Sine wave distribution - 15315 - 4186 + 15707 + 4163 198 20 - 15315.81 - 4186.257 + 15707.66 + 4163.875 @@ -113344,14 +113337,14 @@ Sine wave distribution - 15172 - 4274 + 15563 + 4250 108 28 - 15227 - 4288 + 15618 + 4264 @@ -113369,14 +113362,14 @@ Sine wave distribution - 15174 - 4276 + 15565 + 4252 41 24 - 15194.5 - 4288 + 15585.5 + 4264 @@ -113415,14 +113408,14 @@ Sine wave distribution - 15239 - 4276 + 15630 + 4252 39 24 - 15258.5 - 4288 + 15649.5 + 4264 @@ -113453,14 +113446,14 @@ Sine wave distribution - 7815 - 3514 + 8175 + 3490 40 16 - 7835 - 3522 + 8195 + 3498 @@ -113485,14 +113478,14 @@ Sine wave distribution - 15161 - 4345 + 15552 + 4321 105 64 - 15205 - 4377 + 15596 + 4353 @@ -113509,14 +113502,14 @@ Sine wave distribution - 15163 - 4347 + 15554 + 4323 30 20 - 15178 - 4357 + 15569 + 4333 @@ -113555,14 +113548,14 @@ Sine wave distribution - 15163 - 4367 + 15554 + 4343 30 20 - 15178 - 4377 + 15569 + 4353 @@ -113602,14 +113595,14 @@ Sine wave distribution - 15163 - 4387 + 15554 + 4363 30 20 - 15178 - 4397 + 15569 + 4373 @@ -113650,14 +113643,14 @@ Sine wave distribution - 15217 - 4347 + 15608 + 4323 47 60 - 15232.5 - 4377 + 15623.5 + 4353 @@ -113684,14 +113677,14 @@ Sine wave distribution - 6795 - 3483 + 7155 + 3459 81 28 - 6828 - 3497 + 7188 + 3473 @@ -113710,14 +113703,14 @@ Sine wave distribution - 6797 - 3485 + 7157 + 3461 19 24 - 6806.5 - 3497 + 7166.5 + 3473 @@ -113736,14 +113729,14 @@ Sine wave distribution - 6840 - 3485 + 7200 + 3461 34 24 - 6857 - 3497 + 7217 + 3473 @@ -113808,14 +113801,14 @@ Sine wave distribution - 16922 - 3459 + 17313 + 3436 50 24 - 16955.09 - 3471.246 + 17346.94 + 3448.865 @@ -113841,14 +113834,14 @@ Sine wave distribution - 16694 - 3443 + 17085 + 3419 98 84 - 16759 - 3485 + 17150 + 3461 @@ -113868,14 +113861,14 @@ Sine wave distribution - 16696 - 3445 + 17087 + 3421 51 20 - 16729.5 - 3455 + 17120.5 + 3431 @@ -113897,14 +113890,14 @@ Sine wave distribution - 16696 - 3465 + 17087 + 3441 51 20 - 16729.5 - 3475 + 17120.5 + 3451 @@ -113926,14 +113919,14 @@ Sine wave distribution - 16696 - 3485 + 17087 + 3461 51 20 - 16729.5 - 3495 + 17120.5 + 3471 @@ -113977,14 +113970,14 @@ Sine wave distribution - 16696 - 3505 + 17087 + 3481 51 20 - 16729.5 - 3515 + 17120.5 + 3491 @@ -114024,14 +114017,14 @@ Sine wave distribution - 16771 - 3445 + 17162 + 3421 19 80 - 16780.5 - 3485 + 17171.5 + 3461 @@ -114062,14 +114055,14 @@ Sine wave distribution - 17310 - 3650 + 17701 + 3626 40 16 - 17330 - 3658 + 17721 + 3634 @@ -114099,8 +114092,8 @@ Sine wave distribution - 17360 - 3696 + 17751 + 3674 98 79 @@ -114108,8 +114101,8 @@ Sine wave distribution 0 0 - 17360.02 - 3696.811 + 17751.87 + 3674.428 @@ -114151,14 +114144,14 @@ Sine wave distribution - 17343 - 3573 + 17734 + 3549 40 16 - 17363 - 3581 + 17754 + 3557 @@ -114183,14 +114176,14 @@ Sine wave distribution - 17298 - 3588 + 17689 + 3564 70 44 - 17323 - 3610 + 17714 + 3586 @@ -114208,14 +114201,14 @@ Sine wave distribution - 17300 - 3590 + 17691 + 3566 11 20 - 17305.5 - 3600 + 17696.5 + 3576 @@ -114234,14 +114227,14 @@ Sine wave distribution - 17300 - 3610 + 17691 + 3586 11 20 - 17305.5 - 3620 + 17696.5 + 3596 @@ -114281,14 +114274,14 @@ Sine wave distribution - 17335 - 3590 + 17726 + 3566 31 40 - 17350.5 - 3610 + 17741.5 + 3586 @@ -114344,14 +114337,14 @@ Sine wave distribution - 15048 - 4251 + 15439 + 4227 40 16 - 15068 - 4259 + 15459 + 4235 @@ -114387,14 +114380,14 @@ Sine wave distribution - 17263 - 4293 + 17655 + 4270 250 20 - 17263.55 - 4293.047 + 17655.4 + 4270.664 @@ -114430,14 +114423,14 @@ Sine wave distribution - 17263 - 4245 + 17655 + 4222 250 20 - 17263.6 - 4245.188 + 17655.45 + 4222.806 @@ -114463,14 +114456,14 @@ Sine wave distribution - 17634 - 4230 + 18025 + 4206 65 64 - 17685 - 4262 + 18076 + 4238 @@ -114489,14 +114482,14 @@ Sine wave distribution - 17636 - 4232 + 18027 + 4208 37 20 - 17654.5 - 4242 + 18045.5 + 4218 @@ -114516,14 +114509,14 @@ Sine wave distribution - 17636 - 4252 + 18027 + 4228 37 20 - 17654.5 - 4262 + 18045.5 + 4238 @@ -114563,14 +114556,14 @@ Sine wave distribution - 17636 - 4272 + 18027 + 4248 37 20 - 17654.5 - 4282 + 18045.5 + 4258 @@ -114618,14 +114611,14 @@ Sine wave distribution - 16335 - 4300 + 16726 + 4276 78 64 - 16393 - 4332 + 16784 + 4308 @@ -114655,14 +114648,14 @@ Sine wave distribution - 16337 - 4302 + 16728 + 4278 44 20 - 16367 - 4312 + 16758 + 4288 @@ -114681,14 +114674,14 @@ Sine wave distribution - 16337 - 4322 + 16728 + 4298 44 20 - 16367 - 4332 + 16758 + 4308 @@ -114727,14 +114720,14 @@ Sine wave distribution - 16337 - 4342 + 16728 + 4318 44 20 - 16367 - 4352 + 16758 + 4328 @@ -114774,14 +114767,14 @@ Sine wave distribution - 16405 - 4302 + 16796 + 4278 6 60 - 16408 - 4332 + 16799 + 4308 @@ -114811,14 +114804,14 @@ Sine wave distribution - 17168 - 4414 + 17559 + 4390 125 64 - 17232 - 4446 + 17623 + 4422 @@ -114836,14 +114829,14 @@ Sine wave distribution - 17170 - 4416 + 17561 + 4392 50 30 - 17195 - 4431 + 17586 + 4407 @@ -114863,14 +114856,14 @@ Sine wave distribution - 17170 - 4446 + 17561 + 4422 50 30 - 17195 - 4461 + 17586 + 4437 @@ -114889,14 +114882,14 @@ Sine wave distribution - 17244 - 4416 + 17635 + 4392 47 20 - 17267.5 - 4426 + 17658.5 + 4402 @@ -114915,14 +114908,14 @@ Sine wave distribution - 17244 - 4436 + 17635 + 4412 47 20 - 17267.5 - 4446 + 17658.5 + 4422 @@ -114941,14 +114934,14 @@ Sine wave distribution - 17244 - 4456 + 17635 + 4432 47 20 - 17267.5 - 4466 + 17658.5 + 4442 @@ -114977,14 +114970,14 @@ Sine wave distribution - 15296 - 4387 + 15688 + 4365 198 20 - 15296.53 - 4387.989 + 15688.38 + 4365.606 @@ -115021,14 +115014,14 @@ Sine wave distribution - 17325 - 4417 + 17716 + 4393 102 64 - 17359 - 4449 + 17750 + 4425 @@ -115046,14 +115039,14 @@ Sine wave distribution - 17327 - 4419 + 17718 + 4395 20 60 - 17337 - 4449 + 17728 + 4425 @@ -115072,14 +115065,14 @@ Sine wave distribution - 17371 - 4419 + 17762 + 4395 54 20 - 17398 - 4429 + 17789 + 4405 @@ -115098,14 +115091,14 @@ Sine wave distribution - 17371 - 4439 + 17762 + 4415 54 20 - 17398 - 4449 + 17789 + 4425 @@ -115124,14 +115117,14 @@ Sine wave distribution - 17371 - 4459 + 17762 + 4435 54 20 - 17398 - 4469 + 17789 + 4445 @@ -115159,14 +115152,14 @@ Sine wave distribution - 17023 - 4414 + 17414 + 4390 113 64 - 17067 - 4446 + 17458 + 4422 @@ -115184,14 +115177,14 @@ Sine wave distribution - 17025 - 4416 + 17416 + 4392 30 20 - 17040 - 4426 + 17431 + 4402 @@ -115211,14 +115204,14 @@ Sine wave distribution - 17025 - 4436 + 17416 + 4412 30 20 - 17040 - 4446 + 17431 + 4422 @@ -115257,14 +115250,14 @@ Sine wave distribution - 17025 - 4456 + 17416 + 4432 30 20 - 17040 - 4466 + 17431 + 4442 @@ -115304,14 +115297,14 @@ Sine wave distribution - 17079 - 4416 + 17470 + 4392 55 20 - 17106.5 - 4426 + 17497.5 + 4402 @@ -115331,14 +115324,14 @@ Sine wave distribution - 17079 - 4436 + 17470 + 4412 55 20 - 17106.5 - 4446 + 17497.5 + 4422 @@ -115358,14 +115351,14 @@ Sine wave distribution - 17079 - 4456 + 17470 + 4432 55 20 - 17106.5 - 4466 + 17497.5 + 4442 @@ -115392,14 +115385,14 @@ Sine wave distribution - 16683 - 4364 + 17074 + 4340 92 28 - 16727 - 4378 + 17118 + 4354 @@ -115417,14 +115410,14 @@ Sine wave distribution - 16685 - 4366 + 17076 + 4342 30 24 - 16700 - 4378 + 17091 + 4354 @@ -115443,14 +115436,14 @@ Sine wave distribution - 16739 - 4366 + 17130 + 4342 34 24 - 16756 - 4378 + 17147 + 4354 @@ -115477,14 +115470,14 @@ Sine wave distribution - 16697 - 4285 + 17088 + 4261 70 44 - 16722 - 4307 + 17113 + 4283 @@ -115511,14 +115504,14 @@ Sine wave distribution - 16699 - 4287 + 17090 + 4263 11 20 - 16704.5 - 4297 + 17095.5 + 4273 @@ -115538,14 +115531,14 @@ Sine wave distribution - 16699 - 4307 + 17090 + 4283 11 20 - 16704.5 - 4317 + 17095.5 + 4293 @@ -115564,14 +115557,14 @@ Sine wave distribution - 16734 - 4287 + 17125 + 4263 31 40 - 16749.5 - 4307 + 17140.5 + 4283 @@ -115601,14 +115594,14 @@ Sine wave distribution - 17014 - 4344 + 17405 + 4320 118 44 - 17080 - 4366 + 17471 + 4342 @@ -115626,14 +115619,14 @@ Sine wave distribution - 17016 - 4346 + 17407 + 4322 52 20 - 17042 - 4356 + 17433 + 4332 @@ -115653,14 +115646,14 @@ Sine wave distribution - 17016 - 4366 + 17407 + 4342 52 20 - 17042 - 4376 + 17433 + 4352 @@ -115680,14 +115673,14 @@ Sine wave distribution - 17092 - 4346 + 17483 + 4322 38 40 - 17103 - 4366 + 17494 + 4342 @@ -115715,14 +115708,14 @@ Sine wave distribution - 17176 - 4327 + 17567 + 4303 142 64 - 17254 - 4359 + 17645 + 4335 @@ -115740,14 +115733,14 @@ Sine wave distribution - 17178 - 4329 + 17569 + 4305 64 20 - 17218 - 4339 + 17609 + 4315 @@ -115768,14 +115761,14 @@ Sine wave distribution - 17178 - 4349 + 17569 + 4325 64 20 - 17218 - 4359 + 17609 + 4335 @@ -115819,14 +115812,14 @@ Sine wave distribution - 17178 - 4369 + 17569 + 4345 64 20 - 17218 - 4379 + 17609 + 4355 @@ -115865,14 +115858,14 @@ Sine wave distribution - 17266 - 4329 + 17657 + 4305 50 30 - 17291 - 4344 + 17682 + 4320 @@ -115891,14 +115884,14 @@ Sine wave distribution - 17266 - 4359 + 17657 + 4335 50 30 - 17291 - 4374 + 17682 + 4350 @@ -115926,14 +115919,14 @@ Sine wave distribution - 17355 - 4343 + 17746 + 4319 84 44 - 17399 - 4365 + 17790 + 4341 @@ -115951,14 +115944,14 @@ Sine wave distribution - 17357 - 4345 + 17748 + 4321 30 40 - 17372 - 4365 + 17763 + 4341 @@ -115977,14 +115970,14 @@ Sine wave distribution - 17411 - 4345 + 17802 + 4321 26 20 - 17424 - 4355 + 17815 + 4331 @@ -116003,14 +115996,14 @@ Sine wave distribution - 17411 - 4365 + 17802 + 4341 26 20 - 17424 - 4375 + 17815 + 4351 @@ -116041,14 +116034,14 @@ Sine wave distribution - 17473 - 4365 + 17864 + 4342 50 24 - 17498.12 - 4377.369 + 17889.97 + 4354.987 @@ -116074,14 +116067,14 @@ Sine wave distribution - 17585 - 4349 + 17976 + 4325 129 84 - 17662 - 4391 + 18053 + 4367 @@ -116101,14 +116094,14 @@ Sine wave distribution - 17587 - 4351 + 17978 + 4327 63 20 - 17626.5 - 4361 + 18017.5 + 4337 @@ -116128,14 +116121,14 @@ Sine wave distribution - 17587 - 4371 + 17978 + 4347 63 20 - 17626.5 - 4381 + 18017.5 + 4357 @@ -116174,14 +116167,14 @@ Sine wave distribution - 17587 - 4391 + 17978 + 4367 63 20 - 17626.5 - 4401 + 18017.5 + 4377 @@ -116220,14 +116213,14 @@ Sine wave distribution - 17587 - 4411 + 17978 + 4387 63 20 - 17626.5 - 4421 + 18017.5 + 4397 @@ -116266,14 +116259,14 @@ Sine wave distribution - 17674 - 4351 + 18065 + 4327 38 26 - 17693 - 4364.333 + 18084 + 4340.333 @@ -116292,14 +116285,14 @@ Sine wave distribution - 17674 - 4377 + 18065 + 4353 38 27 - 17693 - 4391 + 18084 + 4367 @@ -116318,14 +116311,14 @@ Sine wave distribution - 17674 - 4404 + 18065 + 4380 38 27 - 17693 - 4417.667 + 18084 + 4393.667 @@ -116354,14 +116347,14 @@ Sine wave distribution - 17460 - 4456 + 17852 + 4434 198 20 - 17460.46 - 4456.631 + 17852.31 + 4434.248 @@ -116401,14 +116394,14 @@ Sine wave distribution - 16936 - 4404 + 17327 + 4380 40 16 - 16956 - 4412 + 17347 + 4388 @@ -116437,14 +116430,14 @@ Sine wave distribution - 16794 - 4312 + 17185 + 4288 40 16 - 16814 - 4320 + 17205 + 4296 @@ -116513,14 +116506,14 @@ Sine wave distribution - 17693 - 4351 + 18084 + 4327 40 16 - 17713 - 4359 + 18104 + 4335 @@ -116549,14 +116542,14 @@ Sine wave distribution - 16938 - 4457 + 17329 + 4433 40 16 - 16958 - 4465 + 17349 + 4441 @@ -116619,14 +116612,14 @@ Sine wave distribution - 17266 - 4624 + 17658 + 4602 250 20 - 17266.91 - 4624.824 + 17658.76 + 4602.442 @@ -116662,14 +116655,14 @@ Sine wave distribution - 17266 - 4576 + 17658 + 4554 250 20 - 17266.96 - 4576.965 + 17658.81 + 4554.582 @@ -116695,14 +116688,14 @@ Sine wave distribution - 17643 - 4553 + 18034 + 4529 65 64 - 17694 - 4585 + 18085 + 4561 @@ -116721,14 +116714,14 @@ Sine wave distribution - 17645 - 4555 + 18036 + 4531 37 20 - 17663.5 - 4565 + 18054.5 + 4541 @@ -116748,14 +116741,14 @@ Sine wave distribution - 17645 - 4575 + 18036 + 4551 37 20 - 17663.5 - 4585 + 18054.5 + 4561 @@ -116795,14 +116788,14 @@ Sine wave distribution - 17645 - 4595 + 18036 + 4571 37 20 - 17663.5 - 4605 + 18054.5 + 4581 @@ -116850,14 +116843,14 @@ Sine wave distribution - 17169 - 4744 + 17560 + 4720 125 64 - 17233 - 4776 + 17624 + 4752 @@ -116875,14 +116868,14 @@ Sine wave distribution - 17171 - 4746 + 17562 + 4722 50 30 - 17196 - 4761 + 17587 + 4737 @@ -116902,14 +116895,14 @@ Sine wave distribution - 17171 - 4776 + 17562 + 4752 50 30 - 17196 - 4791 + 17587 + 4767 @@ -116928,14 +116921,14 @@ Sine wave distribution - 17245 - 4746 + 17636 + 4722 47 20 - 17268.5 - 4756 + 17659.5 + 4732 @@ -116954,14 +116947,14 @@ Sine wave distribution - 17245 - 4766 + 17636 + 4742 47 20 - 17268.5 - 4776 + 17659.5 + 4752 @@ -116980,14 +116973,14 @@ Sine wave distribution - 17245 - 4786 + 17636 + 4762 47 20 - 17268.5 - 4796 + 17659.5 + 4772 @@ -117015,14 +117008,14 @@ Sine wave distribution - 17326 - 4747 + 17717 + 4723 102 64 - 17360 - 4779 + 17751 + 4755 @@ -117040,14 +117033,14 @@ Sine wave distribution - 17328 - 4749 + 17719 + 4725 20 60 - 17338 - 4779 + 17729 + 4755 @@ -117066,14 +117059,14 @@ Sine wave distribution - 17372 - 4749 + 17763 + 4725 54 20 - 17399 - 4759 + 17790 + 4735 @@ -117092,14 +117085,14 @@ Sine wave distribution - 17372 - 4769 + 17763 + 4745 54 20 - 17399 - 4779 + 17790 + 4755 @@ -117118,14 +117111,14 @@ Sine wave distribution - 17372 - 4789 + 17763 + 4765 54 20 - 17399 - 4799 + 17790 + 4775 @@ -117153,14 +117146,14 @@ Sine wave distribution - 17024 - 4744 + 17415 + 4720 113 64 - 17068 - 4776 + 17459 + 4752 @@ -117178,14 +117171,14 @@ Sine wave distribution - 17026 - 4746 + 17417 + 4722 30 20 - 17041 - 4756 + 17432 + 4732 @@ -117205,14 +117198,14 @@ Sine wave distribution - 17026 - 4766 + 17417 + 4742 30 20 - 17041 - 4776 + 17432 + 4752 @@ -117251,14 +117244,14 @@ Sine wave distribution - 17026 - 4786 + 17417 + 4762 30 20 - 17041 - 4796 + 17432 + 4772 @@ -117298,14 +117291,14 @@ Sine wave distribution - 17080 - 4746 + 17471 + 4722 55 20 - 17107.5 - 4756 + 17498.5 + 4732 @@ -117325,14 +117318,14 @@ Sine wave distribution - 17080 - 4766 + 17471 + 4742 55 20 - 17107.5 - 4776 + 17498.5 + 4752 @@ -117352,14 +117345,14 @@ Sine wave distribution - 17080 - 4786 + 17471 + 4762 55 20 - 17107.5 - 4796 + 17498.5 + 4772 @@ -117387,14 +117380,14 @@ Sine wave distribution - 17010 - 4659 + 17401 + 4635 118 44 - 17076 - 4681 + 17467 + 4657 @@ -117412,14 +117405,14 @@ Sine wave distribution - 17012 - 4661 + 17403 + 4637 52 20 - 17038 - 4671 + 17429 + 4647 @@ -117439,14 +117432,14 @@ Sine wave distribution - 17012 - 4681 + 17403 + 4657 52 20 - 17038 - 4691 + 17429 + 4667 @@ -117466,14 +117459,14 @@ Sine wave distribution - 17088 - 4661 + 17479 + 4637 38 40 - 17099 - 4681 + 17490 + 4657 @@ -117501,14 +117494,14 @@ Sine wave distribution - 17177 - 4657 + 17568 + 4633 142 64 - 17255 - 4689 + 17646 + 4665 @@ -117526,14 +117519,14 @@ Sine wave distribution - 17179 - 4659 + 17570 + 4635 64 20 - 17219 - 4669 + 17610 + 4645 @@ -117554,14 +117547,14 @@ Sine wave distribution - 17179 - 4679 + 17570 + 4655 64 20 - 17219 - 4689 + 17610 + 4665 @@ -117605,14 +117598,14 @@ Sine wave distribution - 17179 - 4699 + 17570 + 4675 64 20 - 17219 - 4709 + 17610 + 4685 @@ -117651,14 +117644,14 @@ Sine wave distribution - 17267 - 4659 + 17658 + 4635 50 30 - 17292 - 4674 + 17683 + 4650 @@ -117677,14 +117670,14 @@ Sine wave distribution - 17267 - 4689 + 17658 + 4665 50 30 - 17292 - 4704 + 17683 + 4680 @@ -117712,14 +117705,14 @@ Sine wave distribution - 17356 - 4673 + 17747 + 4649 84 44 - 17400 - 4695 + 17791 + 4671 @@ -117737,14 +117730,14 @@ Sine wave distribution - 17358 - 4675 + 17749 + 4651 30 40 - 17373 - 4695 + 17764 + 4671 @@ -117763,14 +117756,14 @@ Sine wave distribution - 17412 - 4675 + 17803 + 4651 26 20 - 17425 - 4685 + 17816 + 4661 @@ -117789,14 +117782,14 @@ Sine wave distribution - 17412 - 4695 + 17803 + 4671 26 20 - 17425 - 4705 + 17816 + 4681 @@ -117827,14 +117820,14 @@ Sine wave distribution - 17476 - 4697 + 17868 + 4674 50 24 - 17501.48 - 4709.144 + 17893.33 + 4686.762 @@ -117860,14 +117853,14 @@ Sine wave distribution - 17536 - 4674 + 17927 + 4650 129 84 - 17613 - 4716 + 18004 + 4692 @@ -117887,14 +117880,14 @@ Sine wave distribution - 17538 - 4676 + 17929 + 4652 63 20 - 17577.5 - 4686 + 17968.5 + 4662 @@ -117914,14 +117907,14 @@ Sine wave distribution - 17538 - 4696 + 17929 + 4672 63 20 - 17577.5 - 4706 + 17968.5 + 4682 @@ -117960,14 +117953,14 @@ Sine wave distribution - 17538 - 4716 + 17929 + 4692 63 20 - 17577.5 - 4726 + 17968.5 + 4702 @@ -118006,14 +117999,14 @@ Sine wave distribution - 17538 - 4736 + 17929 + 4712 63 20 - 17577.5 - 4746 + 17968.5 + 4722 @@ -118052,14 +118045,14 @@ Sine wave distribution - 17625 - 4676 + 18016 + 4652 38 26 - 17644 - 4689.333 + 18035 + 4665.333 @@ -118078,14 +118071,14 @@ Sine wave distribution - 17625 - 4702 + 18016 + 4678 38 27 - 17644 - 4716 + 18035 + 4692 @@ -118104,14 +118097,14 @@ Sine wave distribution - 17625 - 4729 + 18016 + 4705 38 27 - 17644 - 4742.667 + 18035 + 4718.667 @@ -118140,14 +118133,14 @@ Sine wave distribution - 17463 - 4788 + 17855 + 4766 198 20 - 17463.82 - 4788.408 + 17855.67 + 4766.026 @@ -118187,14 +118180,14 @@ Sine wave distribution - 16937 - 4734 + 17328 + 4710 40 16 - 16957 - 4742 + 17348 + 4718 @@ -118263,14 +118256,14 @@ Sine wave distribution - 17694 - 4681 + 18085 + 4657 40 16 - 17714 - 4689 + 18105 + 4665 @@ -118299,14 +118292,14 @@ Sine wave distribution - 16939 - 4787 + 17330 + 4763 40 16 - 16959 - 4795 + 17350 + 4771 @@ -118449,14 +118442,14 @@ Sine wave distribution - 17290 - 4964 + 17682 + 4942 250 20 - 17290.18 - 4964.892 + 17682.03 + 4942.511 @@ -118492,14 +118485,14 @@ Sine wave distribution - 17290 - 4917 + 17682 + 4894 250 20 - 17290.23 - 4917.035 + 17682.08 + 4894.653 @@ -118525,14 +118518,14 @@ Sine wave distribution - 17658 - 4900 + 18049 + 4876 65 64 - 17709 - 4932 + 18100 + 4908 @@ -118551,14 +118544,14 @@ Sine wave distribution - 17660 - 4902 + 18051 + 4878 37 20 - 17678.5 - 4912 + 18069.5 + 4888 @@ -118578,14 +118571,14 @@ Sine wave distribution - 17660 - 4922 + 18051 + 4898 37 20 - 17678.5 - 4932 + 18069.5 + 4908 @@ -118625,14 +118618,14 @@ Sine wave distribution - 17660 - 4942 + 18051 + 4918 37 20 - 17678.5 - 4952 + 18069.5 + 4928 @@ -118680,14 +118673,14 @@ Sine wave distribution - 17192 - 5084 + 17583 + 5060 125 64 - 17256 - 5116 + 17647 + 5092 @@ -118705,14 +118698,14 @@ Sine wave distribution - 17194 - 5086 + 17585 + 5062 50 30 - 17219 - 5101 + 17610 + 5077 @@ -118732,14 +118725,14 @@ Sine wave distribution - 17194 - 5116 + 17585 + 5092 50 30 - 17219 - 5131 + 17610 + 5107 @@ -118758,14 +118751,14 @@ Sine wave distribution - 17268 - 5086 + 17659 + 5062 47 20 - 17291.5 - 5096 + 17682.5 + 5072 @@ -118784,14 +118777,14 @@ Sine wave distribution - 17268 - 5106 + 17659 + 5082 47 20 - 17291.5 - 5116 + 17682.5 + 5092 @@ -118810,14 +118803,14 @@ Sine wave distribution - 17268 - 5126 + 17659 + 5102 47 20 - 17291.5 - 5136 + 17682.5 + 5112 @@ -118845,14 +118838,14 @@ Sine wave distribution - 17349 - 5087 + 17740 + 5063 102 64 - 17383 - 5119 + 17774 + 5095 @@ -118870,14 +118863,14 @@ Sine wave distribution - 17351 - 5089 + 17742 + 5065 20 60 - 17361 - 5119 + 17752 + 5095 @@ -118896,14 +118889,14 @@ Sine wave distribution - 17395 - 5089 + 17786 + 5065 54 20 - 17422 - 5099 + 17813 + 5075 @@ -118922,14 +118915,14 @@ Sine wave distribution - 17395 - 5109 + 17786 + 5085 54 20 - 17422 - 5119 + 17813 + 5095 @@ -118948,14 +118941,14 @@ Sine wave distribution - 17395 - 5129 + 17786 + 5105 54 20 - 17422 - 5139 + 17813 + 5115 @@ -118983,14 +118976,14 @@ Sine wave distribution - 17047 - 5084 + 17438 + 5060 113 64 - 17091 - 5116 + 17482 + 5092 @@ -119008,14 +119001,14 @@ Sine wave distribution - 17049 - 5086 + 17440 + 5062 30 20 - 17064 - 5096 + 17455 + 5072 @@ -119035,14 +119028,14 @@ Sine wave distribution - 17049 - 5106 + 17440 + 5082 30 20 - 17064 - 5116 + 17455 + 5092 @@ -119081,14 +119074,14 @@ Sine wave distribution - 17049 - 5126 + 17440 + 5102 30 20 - 17064 - 5136 + 17455 + 5112 @@ -119128,14 +119121,14 @@ Sine wave distribution - 17103 - 5086 + 17494 + 5062 55 20 - 17130.5 - 5096 + 17521.5 + 5072 @@ -119155,14 +119148,14 @@ Sine wave distribution - 17103 - 5106 + 17494 + 5082 55 20 - 17130.5 - 5116 + 17521.5 + 5092 @@ -119182,14 +119175,14 @@ Sine wave distribution - 17103 - 5126 + 17494 + 5102 55 20 - 17130.5 - 5136 + 17521.5 + 5112 @@ -119217,14 +119210,14 @@ Sine wave distribution - 17038 - 5014 + 17429 + 4990 118 44 - 17104 - 5036 + 17495 + 5012 @@ -119242,14 +119235,14 @@ Sine wave distribution - 17040 - 5016 + 17431 + 4992 52 20 - 17066 - 5026 + 17457 + 5002 @@ -119269,14 +119262,14 @@ Sine wave distribution - 17040 - 5036 + 17431 + 5012 52 20 - 17066 - 5046 + 17457 + 5022 @@ -119296,14 +119289,14 @@ Sine wave distribution - 17116 - 5016 + 17507 + 4992 38 40 - 17127 - 5036 + 17518 + 5012 @@ -119331,14 +119324,14 @@ Sine wave distribution - 17200 - 4997 + 17591 + 4973 142 64 - 17278 - 5029 + 17669 + 5005 @@ -119356,14 +119349,14 @@ Sine wave distribution - 17202 - 4999 + 17593 + 4975 64 20 - 17242 - 5009 + 17633 + 4985 @@ -119384,14 +119377,14 @@ Sine wave distribution - 17202 - 5019 + 17593 + 4995 64 20 - 17242 - 5029 + 17633 + 5005 @@ -119435,14 +119428,14 @@ Sine wave distribution - 17202 - 5039 + 17593 + 5015 64 20 - 17242 - 5049 + 17633 + 5025 @@ -119481,14 +119474,14 @@ Sine wave distribution - 17290 - 4999 + 17681 + 4975 50 30 - 17315 - 5014 + 17706 + 4990 @@ -119507,14 +119500,14 @@ Sine wave distribution - 17290 - 5029 + 17681 + 5005 50 30 - 17315 - 5044 + 17706 + 5020 @@ -119542,14 +119535,14 @@ Sine wave distribution - 17379 - 5013 + 17770 + 4989 84 44 - 17423 - 5035 + 17814 + 5011 @@ -119567,14 +119560,14 @@ Sine wave distribution - 17381 - 5015 + 17772 + 4991 30 40 - 17396 - 5035 + 17787 + 5011 @@ -119593,14 +119586,14 @@ Sine wave distribution - 17435 - 5015 + 17826 + 4991 26 20 - 17448 - 5025 + 17839 + 5001 @@ -119619,14 +119612,14 @@ Sine wave distribution - 17435 - 5035 + 17826 + 5011 26 20 - 17448 - 5045 + 17839 + 5021 @@ -119657,14 +119650,14 @@ Sine wave distribution - 17499 - 5037 + 17891 + 5014 50 24 - 17524.75 - 5049.214 + 17916.6 + 5026.831 @@ -119690,14 +119683,14 @@ Sine wave distribution - 17559 - 5014 + 17950 + 4990 129 84 - 17636 - 5056 + 18027 + 5032 @@ -119717,14 +119710,14 @@ Sine wave distribution - 17561 - 5016 + 17952 + 4992 63 20 - 17600.5 - 5026 + 17991.5 + 5002 @@ -119744,14 +119737,14 @@ Sine wave distribution - 17561 - 5036 + 17952 + 5012 63 20 - 17600.5 - 5046 + 17991.5 + 5022 @@ -119790,14 +119783,14 @@ Sine wave distribution - 17561 - 5056 + 17952 + 5032 63 20 - 17600.5 - 5066 + 17991.5 + 5042 @@ -119836,14 +119829,14 @@ Sine wave distribution - 17561 - 5076 + 17952 + 5052 63 20 - 17600.5 - 5086 + 17991.5 + 5062 @@ -119882,14 +119875,14 @@ Sine wave distribution - 17648 - 5016 + 18039 + 4992 38 26 - 17667 - 5029.333 + 18058 + 5005.333 @@ -119908,14 +119901,14 @@ Sine wave distribution - 17648 - 5042 + 18039 + 5018 38 27 - 17667 - 5056 + 18058 + 5032 @@ -119934,14 +119927,14 @@ Sine wave distribution - 17648 - 5069 + 18039 + 5045 38 27 - 17667 - 5082.667 + 18058 + 5058.667 @@ -119970,14 +119963,14 @@ Sine wave distribution - 17487 - 5128 + 17878 + 5106 198 20 - 17487.09 - 5128.476 + 17878.94 + 5106.094 @@ -120017,14 +120010,14 @@ Sine wave distribution - 16960 - 5074 + 17351 + 5050 40 16 - 16980 - 5082 + 17371 + 5058 @@ -120093,14 +120086,14 @@ Sine wave distribution - 17717 - 5021 + 18108 + 4997 40 16 - 17737 - 5029 + 18128 + 5005 @@ -120129,14 +120122,14 @@ Sine wave distribution - 16962 - 5127 + 17353 + 5103 40 16 - 16982 - 5135 + 17373 + 5111 @@ -120270,14 +120263,14 @@ Sine wave distribution - 17830 - 4534 + 18221 + 4510 88 44 - 17883 - 4556 + 18274 + 4532 @@ -120297,14 +120290,14 @@ Sine wave distribution - 17832 - 4536 + 18223 + 4512 39 20 - 17851.5 - 4546 + 18242.5 + 4522 @@ -120325,14 +120318,14 @@ Sine wave distribution - 17832 - 4556 + 18223 + 4532 39 20 - 17851.5 - 4566 + 18242.5 + 4542 @@ -120378,14 +120371,14 @@ Sine wave distribution - 17895 - 4536 + 18286 + 4512 21 40 - 17905.5 - 4556 + 18296.5 + 4532 @@ -120412,14 +120405,14 @@ Sine wave distribution - 17952 - 4622 + 18343 + 4598 104 104 - 18003 - 4674 + 18394 + 4650 @@ -120436,14 +120429,14 @@ Sine wave distribution - 17954 - 4624 + 18345 + 4600 37 20 - 17972.5 - 4634 + 18363.5 + 4610 @@ -120482,14 +120475,14 @@ Sine wave distribution - 17954 - 4644 + 18345 + 4620 37 20 - 17972.5 - 4654 + 18363.5 + 4630 @@ -120528,14 +120521,14 @@ Sine wave distribution - 17954 - 4664 + 18345 + 4640 37 20 - 17972.5 - 4674 + 18363.5 + 4650 @@ -120574,14 +120567,14 @@ Sine wave distribution - 17954 - 4684 + 18345 + 4660 37 20 - 17972.5 - 4694 + 18363.5 + 4670 @@ -120621,14 +120614,14 @@ Sine wave distribution - 17954 - 4704 + 18345 + 4680 37 20 - 17972.5 - 4714 + 18363.5 + 4690 @@ -120667,14 +120660,14 @@ Sine wave distribution - 18015 - 4624 + 18406 + 4600 39 100 - 18034.5 - 4674 + 18425.5 + 4650 @@ -120703,14 +120696,14 @@ Sine wave distribution - 17783 - 4769 + 18175 + 4747 198 20 - 17783.28 - 4769.682 + 18175.13 + 4747.301 @@ -120757,14 +120750,14 @@ Sine wave distribution - 16380 - 4218 + 16772 + 4195 250 20 - 16380.54 - 4218.07 + 16772.39 + 4195.688 @@ -120800,14 +120793,14 @@ Sine wave distribution - 16380 - 4170 + 16772 + 4147 250 20 - 16380.59 - 4170.211 + 16772.44 + 4147.829 @@ -120832,14 +120825,14 @@ Sine wave distribution - 16750 - 4154 + 17141 + 4130 65 64 - 16801 - 4186 + 17192 + 4162 @@ -120858,14 +120851,14 @@ Sine wave distribution - 16752 - 4156 + 17143 + 4132 37 20 - 16770.5 - 4166 + 17161.5 + 4142 @@ -120885,14 +120878,14 @@ Sine wave distribution - 16752 - 4176 + 17143 + 4152 37 20 - 16770.5 - 4186 + 17161.5 + 4162 @@ -120932,14 +120925,14 @@ Sine wave distribution - 16752 - 4196 + 17143 + 4172 37 20 - 16770.5 - 4206 + 17161.5 + 4182 @@ -121042,14 +121035,14 @@ Sine wave distribution - 7761 - 3836 + 8121 + 3812 78 64 - 7819 - 3868 + 8179 + 3844 @@ -121079,14 +121072,14 @@ Sine wave distribution - 7763 - 3838 + 8123 + 3814 44 20 - 7793 - 3848 + 8153 + 3824 @@ -121105,14 +121098,14 @@ Sine wave distribution - 7763 - 3858 + 8123 + 3834 44 20 - 7793 - 3868 + 8153 + 3844 @@ -121151,14 +121144,14 @@ Sine wave distribution - 7763 - 3878 + 8123 + 3854 44 20 - 7793 - 3888 + 8153 + 3864 @@ -121198,14 +121191,14 @@ Sine wave distribution - 7831 - 3838 + 8191 + 3814 6 60 - 7834 - 3868 + 8194 + 3844 @@ -121235,14 +121228,14 @@ Sine wave distribution - 7928 - 3825 + 8288 + 3801 84 64 - 7975 - 3857 + 8335 + 3833 @@ -121260,14 +121253,14 @@ Sine wave distribution - 7930 - 3827 + 8290 + 3803 33 20 - 7946.5 - 3837 + 8306.5 + 3813 @@ -121287,14 +121280,14 @@ Sine wave distribution - 7930 - 3847 + 8290 + 3823 33 20 - 7946.5 - 3857 + 8306.5 + 3833 @@ -121333,14 +121326,14 @@ Sine wave distribution - 7930 - 3867 + 8290 + 3843 33 20 - 7946.5 - 3877 + 8306.5 + 3853 @@ -121380,14 +121373,14 @@ Sine wave distribution - 7987 - 3827 + 8347 + 3803 23 60 - 7998.5 - 3857 + 8358.5 + 3833 @@ -121415,14 +121408,14 @@ Sine wave distribution - 8176 - 3936 + 8536 + 3912 90 44 - 8221 - 3958 + 8581 + 3934 @@ -121440,14 +121433,14 @@ Sine wave distribution - 8178 - 3938 + 8538 + 3914 31 20 - 8193.5 - 3948 + 8553.5 + 3924 @@ -121467,14 +121460,14 @@ Sine wave distribution - 8178 - 3958 + 8538 + 3934 31 20 - 8193.5 - 3968 + 8553.5 + 3944 @@ -121494,14 +121487,14 @@ Sine wave distribution - 8233 - 3938 + 8593 + 3914 31 40 - 8248.5 - 3958 + 8608.5 + 3934 @@ -121530,14 +121523,14 @@ Sine wave distribution - 8389 - 4448 + 8749 + 4424 78 64 - 8447 - 4480 + 8807 + 4456 @@ -121567,14 +121560,14 @@ Sine wave distribution - 8391 - 4450 + 8751 + 4426 44 20 - 8421 - 4460 + 8781 + 4436 @@ -121594,14 +121587,14 @@ Sine wave distribution - 8391 - 4470 + 8751 + 4446 44 20 - 8421 - 4480 + 8781 + 4456 @@ -121640,14 +121633,14 @@ Sine wave distribution - 8391 - 4490 + 8751 + 4466 44 20 - 8421 - 4500 + 8781 + 4476 @@ -121687,14 +121680,14 @@ Sine wave distribution - 8459 - 4450 + 8819 + 4426 6 60 - 8462 - 4480 + 8822 + 4456 @@ -121725,14 +121718,14 @@ Sine wave distribution - 8200 - 4502 + 8561 + 4480 157 20 - 8200.631 - 4502.814 + 8561.271 + 4480.432 @@ -121772,14 +121765,14 @@ Sine wave distribution - 8002 - 3934 + 8362 + 3910 40 16 - 8022 - 3942 + 8382 + 3918 @@ -121808,14 +121801,14 @@ Sine wave distribution - 7994 - 3980 + 8354 + 3956 40 16 - 8014 - 3988 + 8374 + 3964 @@ -121845,13 +121838,13 @@ Sine wave distribution 606 - 1768 + 1594 40 16 626 - 1776 + 1602 @@ -121878,14 +121871,14 @@ Sine wave distribution - 7765 - 3920 + 8125 + 3896 78 64 - 7823 - 3952 + 8183 + 3928 @@ -121915,14 +121908,14 @@ Sine wave distribution - 7767 - 3922 + 8127 + 3898 44 20 - 7797 - 3932 + 8157 + 3908 @@ -121941,14 +121934,14 @@ Sine wave distribution - 7767 - 3942 + 8127 + 3918 44 20 - 7797 - 3952 + 8157 + 3928 @@ -121987,14 +121980,14 @@ Sine wave distribution - 7767 - 3962 + 8127 + 3938 44 20 - 7797 - 3972 + 8157 + 3948 @@ -122034,14 +122027,14 @@ Sine wave distribution - 7835 - 3922 + 8195 + 3898 6 60 - 7838 - 3952 + 8198 + 3928 @@ -122074,14 +122067,14 @@ Sine wave distribution - 7751 - 3768 + 8111 + 3744 40 16 - 7771 - 3776 + 8131 + 3752 @@ -122107,14 +122100,14 @@ Sine wave distribution - 8169 - 3852 + 8529 + 3828 95 44 - 8219 - 3874 + 8579 + 3850 @@ -122132,14 +122125,14 @@ Sine wave distribution - 8171 - 3854 + 8531 + 3830 36 20 - 8189 - 3864 + 8549 + 3840 @@ -122160,14 +122153,14 @@ Sine wave distribution - 8171 - 3874 + 8531 + 3850 36 20 - 8189 - 3884 + 8549 + 3860 @@ -122187,14 +122180,14 @@ Sine wave distribution - 8231 - 3854 + 8591 + 3830 31 40 - 8246.5 - 3874 + 8606.5 + 3850 @@ -122222,14 +122215,14 @@ Sine wave distribution - 8083 - 4008 + 8443 + 3984 100 44 - 8138 - 4030 + 8498 + 4006 @@ -122248,14 +122241,14 @@ Sine wave distribution - 8085 - 4010 + 8445 + 3986 41 20 - 8105.5 - 4020 + 8465.5 + 3996 @@ -122276,14 +122269,14 @@ Sine wave distribution - 8085 - 4030 + 8445 + 4006 41 20 - 8105.5 - 4040 + 8465.5 + 4016 @@ -122303,14 +122296,14 @@ Sine wave distribution - 8150 - 4010 + 8510 + 3986 31 40 - 8165.5 - 4030 + 8525.5 + 4006 @@ -122338,14 +122331,14 @@ Sine wave distribution - 8083 - 4092 + 8443 + 4068 100 44 - 8138 - 4114 + 8498 + 4090 @@ -122364,14 +122357,14 @@ Sine wave distribution - 8085 - 4094 + 8445 + 4070 41 20 - 8105.5 - 4104 + 8465.5 + 4080 @@ -122392,14 +122385,14 @@ Sine wave distribution - 8085 - 4114 + 8445 + 4090 41 20 - 8105.5 - 4124 + 8465.5 + 4100 @@ -122419,14 +122412,14 @@ Sine wave distribution - 8150 - 4094 + 8510 + 4070 31 40 - 8165.5 - 4114 + 8525.5 + 4090 @@ -122454,14 +122447,14 @@ Sine wave distribution - 7788 - 4036 + 8148 + 4012 70 44 - 7813 - 4058 + 8173 + 4034 @@ -122488,14 +122481,14 @@ Sine wave distribution - 7790 - 4038 + 8150 + 4014 11 20 - 7795.5 - 4048 + 8155.5 + 4024 @@ -122514,14 +122507,14 @@ Sine wave distribution - 7790 - 4058 + 8150 + 4034 11 20 - 7795.5 - 4068 + 8155.5 + 4044 @@ -122561,14 +122554,14 @@ Sine wave distribution - 7825 - 4038 + 8185 + 4014 31 40 - 7840.5 - 4058 + 8200.5 + 4034 @@ -122601,8 +122594,8 @@ Sine wave distribution - 227 - 1805 + 200 + 1612 50 20 @@ -122610,8 +122603,8 @@ Sine wave distribution 0 0 - 227 - 1805.074 + 200.5462 + 1612.564 @@ -122620,12 +122613,12 @@ Sine wave distribution 255;255;255;255 - true - true - true + false + false + false false false - true + false @@ -122653,14 +122646,14 @@ Sine wave distribution - 293 - 1806 + 288 + 1644 40 16 - 313 - 1814 + 308 + 1652 @@ -122689,14 +122682,14 @@ Sine wave distribution - 7939 - 4012 + 8299 + 3988 40 16 - 7959 - 4020 + 8319 + 3996 @@ -122722,14 +122715,14 @@ Sine wave distribution - 7888 - 4124 + 8248 + 4100 70 44 - 7913 - 4146 + 8273 + 4122 @@ -122756,14 +122749,14 @@ Sine wave distribution - 7890 - 4126 + 8250 + 4102 11 20 - 7895.5 - 4136 + 8255.5 + 4112 @@ -122783,14 +122776,14 @@ Sine wave distribution - 7890 - 4146 + 8250 + 4122 11 20 - 7895.5 - 4156 + 8255.5 + 4132 @@ -122809,14 +122802,14 @@ Sine wave distribution - 7925 - 4126 + 8285 + 4102 31 40 - 7940.5 - 4146 + 8300.5 + 4122 @@ -122846,14 +122839,14 @@ Sine wave distribution - 7792 - 4214 + 8152 + 4190 86 44 - 7817 - 4236 + 8177 + 4212 @@ -122871,14 +122864,14 @@ Sine wave distribution - 7794 - 4216 + 8154 + 4192 11 20 - 7799.5 - 4226 + 8159.5 + 4202 @@ -122898,14 +122891,14 @@ Sine wave distribution - 7794 - 4236 + 8154 + 4212 11 20 - 7799.5 - 4246 + 8159.5 + 4222 @@ -122925,14 +122918,14 @@ Sine wave distribution - 7829 - 4216 + 8189 + 4192 47 40 - 7844.5 - 4236 + 8204.5 + 4212 @@ -122960,14 +122953,14 @@ Sine wave distribution - 8187 - 4265 + 8547 + 4241 126 64 - 8249 - 4297 + 8609 + 4273 @@ -122985,14 +122978,14 @@ Sine wave distribution - 8189 - 4267 + 8549 + 4243 48 20 - 8213 - 4277 + 8573 + 4253 @@ -123011,14 +123004,14 @@ Sine wave distribution - 8189 - 4287 + 8549 + 4263 48 20 - 8213 - 4297 + 8573 + 4273 @@ -123063,14 +123056,14 @@ Sine wave distribution - 8189 - 4307 + 8549 + 4283 48 20 - 8213 - 4317 + 8573 + 4293 @@ -123109,14 +123102,14 @@ Sine wave distribution - 8261 - 4267 + 8621 + 4243 50 30 - 8286 - 4282 + 8646 + 4258 @@ -123135,14 +123128,14 @@ Sine wave distribution - 8261 - 4297 + 8621 + 4273 50 30 - 8286 - 4312 + 8646 + 4288 @@ -123170,14 +123163,14 @@ Sine wave distribution - 8020 - 4163 + 8380 + 4139 93 64 - 8059 - 4195 + 8419 + 4171 @@ -123195,14 +123188,14 @@ Sine wave distribution - 8022 - 4165 + 8382 + 4141 25 60 - 8034.5 - 4195 + 8394.5 + 4171 @@ -123222,14 +123215,14 @@ Sine wave distribution - 8071 - 4165 + 8431 + 4141 40 20 - 8091 - 4175 + 8451 + 4151 @@ -123249,14 +123242,14 @@ Sine wave distribution - 8071 - 4185 + 8431 + 4161 40 20 - 8091 - 4195 + 8451 + 4171 @@ -123276,14 +123269,14 @@ Sine wave distribution - 8071 - 4205 + 8431 + 4181 40 20 - 8091 - 4215 + 8451 + 4191 @@ -123311,14 +123304,14 @@ Sine wave distribution - 8276 - 4045 + 8636 + 4021 125 84 - 8363 - 4087 + 8723 + 4063 @@ -123346,14 +123339,14 @@ Sine wave distribution - 8278 - 4047 + 8638 + 4023 73 20 - 8314.5 - 4057 + 8674.5 + 4033 @@ -123392,14 +123385,14 @@ Sine wave distribution - 8278 - 4067 + 8638 + 4043 73 20 - 8314.5 - 4077 + 8674.5 + 4053 @@ -123438,14 +123431,14 @@ Sine wave distribution - 8278 - 4087 + 8638 + 4063 73 20 - 8314.5 - 4097 + 8674.5 + 4073 @@ -123486,14 +123479,14 @@ Sine wave distribution - 8278 - 4107 + 8638 + 4083 73 20 - 8314.5 - 4117 + 8674.5 + 4093 @@ -123513,14 +123506,14 @@ Sine wave distribution - 8375 - 4047 + 8735 + 4023 24 80 - 8387 - 4087 + 8747 + 4063 @@ -123550,14 +123543,14 @@ Sine wave distribution - 8587 - 4089 + 8947 + 4065 117 44 - 8639 - 4111 + 8999 + 4087 @@ -123575,14 +123568,14 @@ Sine wave distribution - 8589 - 4091 + 8949 + 4067 38 20 - 8608 - 4101 + 8968 + 4077 @@ -123603,14 +123596,14 @@ Sine wave distribution - 8589 - 4111 + 8949 + 4087 38 20 - 8608 - 4121 + 8968 + 4097 @@ -123630,14 +123623,14 @@ Sine wave distribution - 8651 - 4091 + 9011 + 4067 51 40 - 8676.5 - 4111 + 9036.5 + 4087 @@ -123665,14 +123658,14 @@ Sine wave distribution - 8381 - 3941 + 8741 + 3917 99 44 - 8431 - 3963 + 8791 + 3939 @@ -123690,14 +123683,14 @@ Sine wave distribution - 8383 - 3943 + 8743 + 3919 36 20 - 8401 - 3953 + 8761 + 3929 @@ -123717,14 +123710,14 @@ Sine wave distribution - 8383 - 3963 + 8743 + 3939 36 20 - 8401 - 3973 + 8761 + 3949 @@ -123744,14 +123737,14 @@ Sine wave distribution - 8443 - 3943 + 8803 + 3919 35 20 - 8460.5 - 3953 + 8820.5 + 3929 @@ -123771,14 +123764,14 @@ Sine wave distribution - 8443 - 3963 + 8803 + 3939 35 20 - 8460.5 - 3973 + 8820.5 + 3949 @@ -123806,14 +123799,14 @@ Sine wave distribution - 8058 - 3832 + 8418 + 3808 93 64 - 8097 - 3864 + 8457 + 3840 @@ -123831,14 +123824,14 @@ Sine wave distribution - 8060 - 3834 + 8420 + 3810 25 60 - 8072.5 - 3864 + 8432.5 + 3840 @@ -123858,14 +123851,14 @@ Sine wave distribution - 8109 - 3834 + 8469 + 3810 40 20 - 8129 - 3844 + 8489 + 3820 @@ -123885,14 +123878,14 @@ Sine wave distribution - 8109 - 3854 + 8469 + 3830 40 20 - 8129 - 3864 + 8489 + 3840 @@ -123912,14 +123905,14 @@ Sine wave distribution - 8109 - 3874 + 8469 + 3850 40 20 - 8129 - 3884 + 8489 + 3860 @@ -123973,14 +123966,14 @@ Sine wave distribution - 8179 - 3776 + 8539 + 3752 108 64 - 8235 - 3808 + 8595 + 3784 @@ -123998,14 +123991,14 @@ Sine wave distribution - 8181 - 3778 + 8541 + 3754 42 20 - 8202 - 3788 + 8562 + 3764 @@ -124024,14 +124017,14 @@ Sine wave distribution - 8181 - 3798 + 8541 + 3774 42 20 - 8202 - 3808 + 8562 + 3784 @@ -124070,14 +124063,14 @@ Sine wave distribution - 8181 - 3818 + 8541 + 3794 42 20 - 8202 - 3828 + 8562 + 3804 @@ -124116,14 +124109,14 @@ Sine wave distribution - 8247 - 3778 + 8607 + 3754 38 60 - 8266 - 3808 + 8626 + 3784 @@ -124150,14 +124143,14 @@ Sine wave distribution - 8527 - 4433 + 8887 + 4409 104 104 - 8578 - 4485 + 8938 + 4461 @@ -124174,14 +124167,14 @@ Sine wave distribution - 8529 - 4435 + 8889 + 4411 37 20 - 8547.5 - 4445 + 8907.5 + 4421 @@ -124220,14 +124213,14 @@ Sine wave distribution - 8529 - 4455 + 8889 + 4431 37 20 - 8547.5 - 4465 + 8907.5 + 4441 @@ -124266,14 +124259,14 @@ Sine wave distribution - 8529 - 4475 + 8889 + 4451 37 20 - 8547.5 - 4485 + 8907.5 + 4461 @@ -124312,14 +124305,14 @@ Sine wave distribution - 8529 - 4495 + 8889 + 4471 37 20 - 8547.5 - 4505 + 8907.5 + 4481 @@ -124358,14 +124351,14 @@ Sine wave distribution - 8529 - 4515 + 8889 + 4491 37 20 - 8547.5 - 4525 + 8907.5 + 4501 @@ -124404,14 +124397,14 @@ Sine wave distribution - 8590 - 4435 + 8950 + 4411 39 100 - 8609.5 - 4485 + 8969.5 + 4461 @@ -124439,14 +124432,14 @@ Sine wave distribution - 8176 - 4422 + 8536 + 4398 117 44 - 8228 - 4444 + 8588 + 4420 @@ -124464,14 +124457,14 @@ Sine wave distribution - 8178 - 4424 + 8538 + 4400 38 20 - 8197 - 4434 + 8557 + 4410 @@ -124492,14 +124485,14 @@ Sine wave distribution - 8178 - 4444 + 8538 + 4420 38 20 - 8197 - 4454 + 8557 + 4430 @@ -124519,14 +124512,14 @@ Sine wave distribution - 8240 - 4424 + 8600 + 4400 51 40 - 8265.5 - 4444 + 8625.5 + 4420 @@ -124554,14 +124547,14 @@ Sine wave distribution - 8443 - 4717 + 8803 + 4693 78 64 - 8501 - 4749 + 8861 + 4725 @@ -124590,14 +124583,14 @@ Sine wave distribution - 8445 - 4719 + 8805 + 4695 44 20 - 8475 - 4729 + 8835 + 4705 @@ -124616,14 +124609,14 @@ Sine wave distribution - 8445 - 4739 + 8805 + 4715 44 20 - 8475 - 4749 + 8835 + 4725 @@ -124662,14 +124655,14 @@ Sine wave distribution - 8445 - 4759 + 8805 + 4735 44 20 - 8475 - 4769 + 8835 + 4745 @@ -124709,14 +124702,14 @@ Sine wave distribution - 8513 - 4719 + 8873 + 4695 6 60 - 8516 - 4749 + 8876 + 4725 @@ -124746,14 +124739,14 @@ Sine wave distribution - 8581 - 4315 + 8941 + 4291 84 64 - 8628 - 4347 + 8988 + 4323 @@ -124771,14 +124764,14 @@ Sine wave distribution - 8583 - 4317 + 8943 + 4293 33 20 - 8599.5 - 4327 + 8959.5 + 4303 @@ -124798,14 +124791,14 @@ Sine wave distribution - 8583 - 4337 + 8943 + 4313 33 20 - 8599.5 - 4347 + 8959.5 + 4323 @@ -124844,14 +124837,14 @@ Sine wave distribution - 8583 - 4357 + 8943 + 4333 33 20 - 8599.5 - 4367 + 8959.5 + 4343 @@ -124891,14 +124884,14 @@ Sine wave distribution - 8640 - 4317 + 9000 + 4293 23 60 - 8651.5 - 4347 + 9011.5 + 4323 @@ -124926,14 +124919,14 @@ Sine wave distribution - 8460 - 4206 + 8820 + 4182 88 44 - 8513 - 4228 + 8873 + 4204 @@ -124953,14 +124946,14 @@ Sine wave distribution - 8462 - 4208 + 8822 + 4184 39 20 - 8481.5 - 4218 + 8841.5 + 4194 @@ -124979,14 +124972,14 @@ Sine wave distribution - 8462 - 4228 + 8822 + 4204 39 20 - 8481.5 - 4238 + 8841.5 + 4214 @@ -125031,14 +125024,14 @@ Sine wave distribution - 8525 - 4208 + 8885 + 4184 21 40 - 8535.5 - 4228 + 8895.5 + 4204 @@ -125069,14 +125062,14 @@ Sine wave distribution - 8335 - 4392 + 8695 + 4368 40 16 - 8355 - 4400 + 8715 + 4376 @@ -125112,14 +125105,14 @@ Sine wave distribution - 7102 - 4204 + 7463 + 4182 250 20 - 7102.771 - 4204.413 + 7463.412 + 4182.031 @@ -125146,14 +125139,14 @@ Sine wave distribution - 7386 - 4277 + 7746 + 4253 78 64 - 7444 - 4309 + 7804 + 4285 @@ -125183,14 +125176,14 @@ Sine wave distribution - 7388 - 4279 + 7748 + 4255 44 20 - 7418 - 4289 + 7778 + 4265 @@ -125210,14 +125203,14 @@ Sine wave distribution - 7388 - 4299 + 7748 + 4275 44 20 - 7418 - 4309 + 7778 + 4285 @@ -125256,14 +125249,14 @@ Sine wave distribution - 7388 - 4319 + 7748 + 4295 44 20 - 7418 - 4329 + 7778 + 4305 @@ -125303,14 +125296,14 @@ Sine wave distribution - 7456 - 4279 + 7816 + 4255 6 60 - 7459 - 4309 + 7819 + 4285 @@ -125341,14 +125334,14 @@ Sine wave distribution - 7394 - 4079 + 7754 + 4055 78 64 - 7452 - 4111 + 7812 + 4087 @@ -125378,14 +125371,14 @@ Sine wave distribution - 7396 - 4081 + 7756 + 4057 44 20 - 7426 - 4091 + 7786 + 4067 @@ -125405,14 +125398,14 @@ Sine wave distribution - 7396 - 4101 + 7756 + 4077 44 20 - 7426 - 4111 + 7786 + 4087 @@ -125451,14 +125444,14 @@ Sine wave distribution - 7396 - 4121 + 7756 + 4097 44 20 - 7426 - 4131 + 7786 + 4107 @@ -125498,14 +125491,14 @@ Sine wave distribution - 7464 - 4081 + 7824 + 4057 6 60 - 7467 - 4111 + 7827 + 4087 @@ -125539,13 +125532,13 @@ Sine wave distribution 3558 - 2866 + 2692 40 16 3578 - 2874 + 2700 @@ -125575,13 +125568,13 @@ Sine wave distribution 2348 - 2432 + 2259 50 24 2373.199 - 2444.577 + 2271.059 @@ -125632,13 +125625,13 @@ Sine wave distribution 2802 - 2218 + 2044 112 44 2870 - 2240 + 2066 @@ -125657,13 +125650,13 @@ Sine wave distribution 2804 - 2220 + 2046 54 20 2831 - 2230 + 2056 @@ -125684,13 +125677,13 @@ Sine wave distribution 2804 - 2240 + 2066 54 20 2831 - 2250 + 2076 @@ -125710,13 +125703,13 @@ Sine wave distribution 2882 - 2220 + 2046 30 40 2897 - 2240 + 2066 @@ -125744,13 +125737,13 @@ Sine wave distribution 2564 - 2257 + 2083 128 44 2640 - 2279 + 2105 @@ -125769,13 +125762,13 @@ Sine wave distribution 2566 - 2259 + 2085 62 20 2597 - 2269 + 2095 @@ -125816,13 +125809,13 @@ Sine wave distribution 2566 - 2279 + 2105 62 20 2597 - 2289 + 2115 @@ -125862,13 +125855,13 @@ Sine wave distribution 2652 - 2259 + 2085 38 40 2671 - 2279 + 2105 @@ -125898,13 +125891,13 @@ Sine wave distribution 2106 - 1991 + 1817 158 20 2106.451 - 1991.039 + 1817.521 @@ -125942,13 +125935,13 @@ Sine wave distribution 2466 - 2210 + 2036 70 44 2491 - 2232 + 2058 @@ -125976,13 +125969,13 @@ Sine wave distribution 2468 - 2212 + 2038 11 20 2473.5 - 2222 + 2048 @@ -126003,13 +125996,13 @@ Sine wave distribution 2468 - 2232 + 2058 11 20 2473.5 - 2242 + 2068 @@ -126029,13 +126022,13 @@ Sine wave distribution 2503 - 2212 + 2038 31 40 2518.5 - 2232 + 2058 @@ -126066,13 +126059,13 @@ Sine wave distribution 2272 - 2339 + 2165 104 44 2324 - 2361 + 2187 @@ -126091,13 +126084,13 @@ Sine wave distribution 2274 - 2341 + 2167 38 20 2293 - 2351 + 2177 @@ -126117,13 +126110,13 @@ Sine wave distribution 2274 - 2361 + 2187 38 20 2293 - 2371 + 2197 @@ -126143,13 +126136,13 @@ Sine wave distribution 2336 - 2341 + 2167 38 20 2355 - 2351 + 2177 @@ -126169,13 +126162,13 @@ Sine wave distribution 2336 - 2361 + 2187 38 20 2355 - 2371 + 2197 @@ -126203,13 +126196,13 @@ Sine wave distribution 2420 - 2320 + 2146 92 44 2472 - 2342 + 2168 @@ -126228,13 +126221,13 @@ Sine wave distribution 2422 - 2322 + 2148 38 40 2441 - 2342 + 2168 @@ -126254,13 +126247,13 @@ Sine wave distribution 2484 - 2322 + 2148 26 20 2497 - 2332 + 2158 @@ -126280,13 +126273,13 @@ Sine wave distribution 2484 - 2342 + 2168 26 20 2497 - 2352 + 2178 @@ -126319,7 +126312,7 @@ Sine wave distribution 2859 - 2462 + 2288 160 100 @@ -126328,7 +126321,7 @@ Sine wave distribution 0 2859.001 - 2462.484 + 2288.966 @@ -126372,7 +126365,7 @@ Sine wave distribution 2925 - 2261 + 2087 160 100 @@ -126381,7 +126374,7 @@ Sine wave distribution 0 2925.579 - 2261.319 + 2087.802 @@ -126420,13 +126413,13 @@ Sine wave distribution 2613 - 2162 + 1988 70 44 2638 - 2184 + 2010 @@ -126454,13 +126447,13 @@ Sine wave distribution 2615 - 2164 + 1990 11 20 2620.5 - 2174 + 2000 @@ -126481,13 +126474,13 @@ Sine wave distribution 2615 - 2184 + 2010 11 20 2620.5 - 2194 + 2020 @@ -126507,13 +126500,13 @@ Sine wave distribution 2650 - 2164 + 1990 31 40 2665.5 - 2184 + 2010 @@ -126548,7 +126541,7 @@ Sine wave distribution 2760 - 2280 + 2107 160 100 @@ -126557,7 +126550,7 @@ Sine wave distribution 0 2760.423 - 2280.942 + 2107.424 @@ -126600,13 +126593,13 @@ Sine wave distribution 3740 - 2832 + 2658 40 16 3760 - 2840 + 2666 @@ -126636,13 +126629,13 @@ Sine wave distribution 3667 - 2916 + 2742 40 16 3687 - 2924 + 2750 @@ -126672,13 +126665,13 @@ Sine wave distribution 2214 - 2106 + 1932 40 16 2234 - 2114 + 1940 @@ -126704,13 +126697,13 @@ Sine wave distribution 2226 - 1890 + 1716 103 64 2275 - 1922 + 1748 @@ -126728,13 +126721,13 @@ Sine wave distribution 2228 - 1892 + 1718 35 20 2245.5 - 1902 + 1728 @@ -126754,13 +126747,13 @@ Sine wave distribution 2228 - 1912 + 1738 35 20 2245.5 - 1922 + 1748 @@ -126803,13 +126796,13 @@ Sine wave distribution 2228 - 1932 + 1758 35 20 2245.5 - 1942 + 1768 @@ -126852,13 +126845,13 @@ Sine wave distribution 2287 - 1892 + 1718 40 30 2307 - 1907 + 1733 @@ -126878,13 +126871,13 @@ Sine wave distribution 2287 - 1922 + 1748 40 30 2307 - 1937 + 1763 @@ -126916,13 +126909,13 @@ Sine wave distribution 2055 - 2116 + 1942 40 16 2075 - 2124 + 1950 @@ -126948,13 +126941,13 @@ Sine wave distribution 2107 - 2091 + 1917 88 28 2150 - 2105 + 1931 @@ -126973,13 +126966,13 @@ Sine wave distribution 2109 - 2093 + 1919 29 24 2123.5 - 2105 + 1931 @@ -126999,13 +126992,13 @@ Sine wave distribution 2162 - 2093 + 1919 31 24 2177.5 - 2105 + 1931 @@ -127033,13 +127026,13 @@ Sine wave distribution 2374 - 2090 + 1916 70 44 2399 - 2112 + 1938 @@ -127057,13 +127050,13 @@ Sine wave distribution 2376 - 2092 + 1918 11 20 2381.5 - 2102 + 1928 @@ -127105,13 +127098,13 @@ Sine wave distribution 2376 - 2112 + 1938 11 20 2381.5 - 2122 + 1948 @@ -127131,13 +127124,13 @@ Sine wave distribution 2411 - 2092 + 1918 31 40 2426.5 - 2112 + 1938 @@ -127165,13 +127158,13 @@ Sine wave distribution 2287 - 2090 + 1916 70 44 2312 - 2112 + 1938 @@ -127190,13 +127183,13 @@ Sine wave distribution 2289 - 2092 + 1918 11 20 2294.5 - 2102 + 1928 @@ -127216,13 +127209,13 @@ Sine wave distribution 2289 - 2112 + 1938 11 20 2294.5 - 2122 + 1948 @@ -127263,13 +127256,13 @@ Sine wave distribution 2324 - 2092 + 1918 31 40 2339.5 - 2112 + 1938 @@ -127351,13 +127344,13 @@ Sine wave distribution 2590 - 2492 + 2318 132 64 2658 - 2524 + 2350 @@ -127376,13 +127369,13 @@ Sine wave distribution 2592 - 2494 + 2320 54 20 2619 - 2504 + 2330 @@ -127403,13 +127396,13 @@ Sine wave distribution 2592 - 2514 + 2340 54 20 2619 - 2524 + 2350 @@ -127429,13 +127422,13 @@ Sine wave distribution 2592 - 2534 + 2360 54 20 2619 - 2544 + 2370 @@ -127475,13 +127468,13 @@ Sine wave distribution 2670 - 2494 + 2320 50 20 2695 - 2504 + 2330 @@ -127501,13 +127494,13 @@ Sine wave distribution 2670 - 2514 + 2340 50 20 2695 - 2524 + 2350 @@ -127527,13 +127520,13 @@ Sine wave distribution 2670 - 2534 + 2360 50 20 2695 - 2544 + 2370 @@ -127562,13 +127555,13 @@ Sine wave distribution 2375 - 2499 + 2325 92 28 2419 - 2513 + 2339 @@ -127587,13 +127580,13 @@ Sine wave distribution 2377 - 2501 + 2327 30 24 2392 - 2513 + 2339 @@ -127613,13 +127606,13 @@ Sine wave distribution 2431 - 2501 + 2327 34 24 2448 - 2513 + 2339 @@ -127649,13 +127642,13 @@ Sine wave distribution 2509 - 2599 + 2426 198 20 2509.839 - 2599.705 + 2426.188 @@ -127692,13 +127685,13 @@ Sine wave distribution 2492 - 2489 + 2315 70 44 2517 - 2511 + 2337 @@ -127726,13 +127719,13 @@ Sine wave distribution 2494 - 2491 + 2317 11 20 2499.5 - 2501 + 2327 @@ -127753,13 +127746,13 @@ Sine wave distribution 2494 - 2511 + 2337 11 20 2499.5 - 2521 + 2347 @@ -127779,13 +127772,13 @@ Sine wave distribution 2529 - 2491 + 2317 31 40 2544.5 - 2511 + 2337 @@ -127815,13 +127808,13 @@ Sine wave distribution 2369 - 2600 + 2426 88 44 2413 - 2622 + 2448 @@ -127839,13 +127832,13 @@ Sine wave distribution 2371 - 2602 + 2428 30 20 2386 - 2612 + 2438 @@ -127865,13 +127858,13 @@ Sine wave distribution 2371 - 2622 + 2448 30 20 2386 - 2632 + 2458 @@ -127891,13 +127884,13 @@ Sine wave distribution 2425 - 2602 + 2428 30 20 2440 - 2612 + 2438 @@ -127917,13 +127910,13 @@ Sine wave distribution 2425 - 2622 + 2448 30 20 2440 - 2632 + 2458 @@ -127956,7 +127949,7 @@ Sine wave distribution 2662 - 2011 + 1837 160 100 @@ -127965,7 +127958,7 @@ Sine wave distribution 0 2662.699 - 2011.45 + 1837.932 @@ -128004,13 +127997,13 @@ Sine wave distribution 2550 - 2104 + 1930 70 44 2575 - 2126 + 1952 @@ -128037,13 +128030,13 @@ Sine wave distribution 2552 - 2106 + 1932 11 20 2557.5 - 2116 + 1942 @@ -128085,13 +128078,13 @@ Sine wave distribution 2552 - 2126 + 1952 11 20 2557.5 - 2136 + 1962 @@ -128111,13 +128104,13 @@ Sine wave distribution 2587 - 2106 + 1932 31 40 2602.5 - 2126 + 1952 @@ -128151,13 +128144,13 @@ Sine wave distribution 2753 - 2202 + 2028 40 16 2773 - 2210 + 2036 @@ -128187,8 +128180,8 @@ Sine wave distribution - 7537 - 4259 + 7898 + 4237 160 100 @@ -128196,8 +128189,8 @@ Sine wave distribution 0 0 - 7537.527 - 4259.682 + 7898.168 + 4237.301 @@ -128240,13 +128233,13 @@ Sine wave distribution 3801 - 2855 + 2681 40 16 3821 - 2863 + 2689 @@ -128275,13 +128268,13 @@ Sine wave distribution 3669 - 3148 + 2974 50 24 3694.829 - 3160.241 + 2986.723 @@ -128335,14 +128328,14 @@ Sine wave distribution - 7288 - 4073 + 7648 + 4049 40 16 - 7308 - 4081 + 7668 + 4057 @@ -128372,8 +128365,8 @@ Sine wave distribution - 7471 - 4343 + 7832 + 4321 160 156 @@ -128381,8 +128374,8 @@ Sine wave distribution 0 0 - 7471.527 - 4343.682 + 7832.168 + 4321.301 @@ -128424,14 +128417,14 @@ Sine wave distribution - 7240 - 4480 + 7600 + 4456 40 16 - 7260 - 4488 + 7620 + 4464 @@ -128461,14 +128454,14 @@ Sine wave distribution - 7298 - 4484 + 7659 + 4462 50 24 - 7331.527 - 4496.682 + 7692.168 + 4474.301 @@ -128495,14 +128488,14 @@ Sine wave distribution - 7337 - 4528 + 7697 + 4504 94 64 - 7395 - 4560 + 7755 + 4536 @@ -128532,14 +128525,14 @@ Sine wave distribution - 7339 - 4530 + 7699 + 4506 44 20 - 7369 - 4540 + 7729 + 4516 @@ -128559,14 +128552,14 @@ Sine wave distribution - 7339 - 4550 + 7699 + 4526 44 20 - 7369 - 4560 + 7729 + 4536 @@ -128605,14 +128598,14 @@ Sine wave distribution - 7339 - 4570 + 7699 + 4546 44 20 - 7369 - 4580 + 7729 + 4556 @@ -128653,14 +128646,14 @@ Sine wave distribution - 7407 - 4530 + 7767 + 4506 22 60 - 7410 - 4560 + 7770 + 4536 @@ -128718,14 +128711,14 @@ Sine wave distribution - 7465 - 4523 + 7825 + 4499 126 64 - 7527 - 4555 + 7887 + 4531 @@ -128743,14 +128736,14 @@ Sine wave distribution - 7467 - 4525 + 7827 + 4501 48 20 - 7491 - 4535 + 7851 + 4511 @@ -128769,14 +128762,14 @@ Sine wave distribution - 7467 - 4545 + 7827 + 4521 48 20 - 7491 - 4555 + 7851 + 4531 @@ -128821,14 +128814,14 @@ Sine wave distribution - 7467 - 4565 + 7827 + 4541 48 20 - 7491 - 4575 + 7851 + 4551 @@ -128867,14 +128860,14 @@ Sine wave distribution - 7539 - 4525 + 7899 + 4501 50 30 - 7564 - 4540 + 7924 + 4516 @@ -128893,14 +128886,14 @@ Sine wave distribution - 7539 - 4555 + 7899 + 4531 50 30 - 7564 - 4570 + 7924 + 4546 @@ -128929,13 +128922,13 @@ Sine wave distribution 3843 - 2816 + 2642 102 44 3909 - 2838 + 2664 @@ -128953,13 +128946,13 @@ Sine wave distribution 3845 - 2818 + 2644 52 20 3871 - 2828 + 2654 @@ -129004,13 +128997,13 @@ Sine wave distribution 3845 - 2838 + 2664 52 20 3871 - 2848 + 2674 @@ -129055,13 +129048,13 @@ Sine wave distribution 3921 - 2818 + 2644 22 40 3932 - 2838 + 2664 @@ -129089,13 +129082,13 @@ Sine wave distribution 4213 - 2832 + 2658 112 64 4251 - 2864 + 2690 @@ -129113,13 +129106,13 @@ Sine wave distribution 4215 - 2834 + 2660 24 60 4227 - 2864 + 2690 @@ -129139,13 +129132,13 @@ Sine wave distribution 4263 - 2834 + 2660 60 20 4293 - 2844 + 2670 @@ -129165,13 +129158,13 @@ Sine wave distribution 4263 - 2854 + 2680 60 20 4293 - 2864 + 2690 @@ -129191,13 +129184,13 @@ Sine wave distribution 4263 - 2874 + 2700 60 20 4293 - 2884 + 2710 @@ -129225,13 +129218,13 @@ Sine wave distribution 3736 - 2930 + 2756 109 64 3801 - 2962 + 2788 @@ -129250,13 +129243,13 @@ Sine wave distribution 3738 - 2932 + 2758 51 20 3771.5 - 2942 + 2768 @@ -129278,13 +129271,13 @@ Sine wave distribution 3738 - 2952 + 2778 51 20 3771.5 - 2962 + 2788 @@ -129306,13 +129299,13 @@ Sine wave distribution 3738 - 2972 + 2798 51 20 3771.5 - 2982 + 2808 @@ -129332,13 +129325,13 @@ Sine wave distribution 3813 - 2932 + 2758 30 60 3828 - 2962 + 2788 @@ -129370,13 +129363,13 @@ Sine wave distribution 3593 - 2996 + 2822 40 16 3613 - 3004 + 2830 @@ -129403,13 +129396,13 @@ Sine wave distribution 3461 - 3023 + 2849 104 44 3530 - 3045 + 2871 @@ -129430,13 +129423,13 @@ Sine wave distribution 3463 - 3025 + 2851 55 20 3498.5 - 3035 + 2861 @@ -129456,13 +129449,13 @@ Sine wave distribution 3463 - 3045 + 2871 55 20 3498.5 - 3055 + 2881 @@ -129508,13 +129501,13 @@ Sine wave distribution 3542 - 3025 + 2851 21 40 3552.5 - 3045 + 2871 @@ -129546,13 +129539,13 @@ Sine wave distribution 3628 - 2957 + 2783 40 16 3648 - 2965 + 2791 @@ -129582,13 +129575,13 @@ Sine wave distribution 3523 - 3100 + 2926 50 24 3548.409 - 3112.001 + 2938.483 @@ -129619,7 +129612,7 @@ Sine wave distribution 3385 - 3160 + 2986 219 100 @@ -129628,7 +129621,7 @@ Sine wave distribution 0 3385.52 - 3160.342 + 2986.824 @@ -129667,13 +129660,13 @@ Sine wave distribution 3689 - 3101 + 2927 92 28 3733 - 3115 + 2941 @@ -129692,13 +129685,13 @@ Sine wave distribution 3691 - 3103 + 2929 30 24 3706 - 3115 + 2941 @@ -129718,13 +129711,13 @@ Sine wave distribution 3745 - 3103 + 2929 34 24 3762 - 3115 + 2941 @@ -129752,13 +129745,13 @@ Sine wave distribution 2287 - 2153 + 1979 103 64 2336 - 2185 + 2011 @@ -129777,13 +129770,13 @@ Sine wave distribution 2289 - 2155 + 1981 35 20 2306.5 - 2165 + 1991 @@ -129804,13 +129797,13 @@ Sine wave distribution 2289 - 2175 + 2001 35 20 2306.5 - 2185 + 2011 @@ -129853,13 +129846,13 @@ Sine wave distribution 2289 - 2195 + 2021 35 20 2306.5 - 2205 + 2031 @@ -129902,13 +129895,13 @@ Sine wave distribution 2348 - 2155 + 1981 40 30 2368 - 2170 + 1996 @@ -129928,13 +129921,13 @@ Sine wave distribution 2348 - 2185 + 2011 40 30 2368 - 2200 + 2026 @@ -129962,13 +129955,13 @@ Sine wave distribution 2129 - 2171 + 1997 126 28 2203 - 2185 + 2011 @@ -129989,13 +129982,13 @@ Sine wave distribution 2131 - 2173 + 1999 60 24 2169 - 2185 + 2011 @@ -130015,13 +130008,13 @@ Sine wave distribution 2215 - 2173 + 1999 38 24 2234 - 2185 + 2011 @@ -130050,13 +130043,13 @@ Sine wave distribution 2443 - 2155 + 1981 77 64 2482 - 2187 + 2013 @@ -130084,13 +130077,13 @@ Sine wave distribution 2445 - 2157 + 1983 25 20 2457.5 - 2167 + 1993 @@ -130133,13 +130126,13 @@ Sine wave distribution 2445 - 2177 + 2003 25 20 2457.5 - 2187 + 2013 @@ -130162,13 +130155,13 @@ Sine wave distribution 2445 - 2197 + 2023 25 20 2457.5 - 2207 + 2033 @@ -130190,13 +130183,13 @@ Sine wave distribution 2494 - 2157 + 1983 24 60 2506 - 2187 + 2013 @@ -130255,13 +130248,13 @@ Sine wave distribution 4170 - 3047 + 2873 40 16 4190 - 3055 + 2881 @@ -130291,13 +130284,13 @@ Sine wave distribution 4352 - 3062 + 2888 40 16 4372 - 3070 + 2896 @@ -130327,13 +130320,13 @@ Sine wave distribution 4233 - 3066 + 2892 50 24 4258.635 - 3078.415 + 2904.897 @@ -130414,13 +130407,13 @@ Sine wave distribution 4462 - 2991 + 2817 40 16 4482 - 2999 + 2825 @@ -130475,13 +130468,13 @@ Sine wave distribution 4623 - 2962 + 2788 40 16 4643 - 2970 + 2796 @@ -130511,13 +130504,13 @@ Sine wave distribution 4520 - 3010 + 2836 50 24 4545.357 - 3022.111 + 2848.594 @@ -130547,13 +130540,13 @@ Sine wave distribution 4586 - 2746 + 2573 50 24 4611.944 - 2758.597 + 2585.079 @@ -130581,13 +130574,13 @@ Sine wave distribution 4249 - 2713 + 2540 198 20 4249.321 - 2713.716 + 2540.198 @@ -130625,13 +130618,13 @@ Sine wave distribution 4614 - 2628 + 2454 104 44 4666 - 2650 + 2476 @@ -130650,13 +130643,13 @@ Sine wave distribution 4616 - 2630 + 2456 38 20 4635 - 2640 + 2466 @@ -130676,13 +130669,13 @@ Sine wave distribution 4616 - 2650 + 2476 38 20 4635 - 2660 + 2486 @@ -130702,13 +130695,13 @@ Sine wave distribution 4678 - 2630 + 2456 38 20 4697 - 2640 + 2466 @@ -130728,13 +130721,13 @@ Sine wave distribution 4678 - 2650 + 2476 38 20 4697 - 2660 + 2486 @@ -130766,13 +130759,13 @@ Sine wave distribution 4500 - 2744 + 2570 40 16 4520 - 2752 + 2578 @@ -130797,14 +130790,14 @@ Sine wave distribution - 4775 - 2589 + 5135 + 2415 92 44 - 4827 - 2611 + 5187 + 2437 @@ -130822,14 +130815,14 @@ Sine wave distribution - 4777 - 2591 + 5137 + 2417 38 40 - 4796 - 2611 + 5156 + 2437 @@ -130848,14 +130841,14 @@ Sine wave distribution - 4839 - 2591 + 5199 + 2417 26 20 - 4852 - 2601 + 5212 + 2427 @@ -130874,14 +130867,14 @@ Sine wave distribution - 4839 - 2611 + 5199 + 2437 26 20 - 4852 - 2621 + 5212 + 2447 @@ -130910,13 +130903,13 @@ Sine wave distribution 4488 - 2632 + 2458 102 44 4554 - 2654 + 2480 @@ -130935,13 +130928,13 @@ Sine wave distribution 4490 - 2634 + 2460 52 20 4516 - 2644 + 2470 @@ -130961,13 +130954,13 @@ Sine wave distribution 4490 - 2654 + 2480 52 20 4516 - 2664 + 2490 @@ -131012,13 +131005,13 @@ Sine wave distribution 4566 - 2634 + 2460 22 40 4577 - 2654 + 2480 @@ -131046,14 +131039,14 @@ Sine wave distribution - 4888 - 2927 + 5175 + 2779 94 64 - 4946 - 2959 + 5233 + 2811 @@ -131071,14 +131064,14 @@ Sine wave distribution - 4890 - 2929 + 5177 + 2781 44 20 - 4912 - 2939 + 5199 + 2791 @@ -131098,14 +131091,14 @@ Sine wave distribution - 4890 - 2949 + 5177 + 2801 44 20 - 4912 - 2959 + 5199 + 2811 @@ -131149,14 +131142,14 @@ Sine wave distribution - 4890 - 2969 + 5177 + 2821 44 20 - 4912 - 2979 + 5199 + 2831 @@ -131195,14 +131188,14 @@ Sine wave distribution - 4958 - 2929 + 5245 + 2781 22 60 - 4969 - 2959 + 5256 + 2811 @@ -131232,13 +131225,13 @@ Sine wave distribution 4414 - 2786 + 2613 198 20 4414.389 - 2786.574 + 2613.056 @@ -131275,14 +131268,14 @@ Sine wave distribution - 4997 - 2934 + 5287 + 2789 84 44 - 5041 - 2956 + 5331 + 2811 @@ -131300,14 +131293,14 @@ Sine wave distribution - 4999 - 2936 + 5289 + 2791 30 40 - 5014 - 2956 + 5304 + 2811 @@ -131326,14 +131319,14 @@ Sine wave distribution - 5053 - 2936 + 5343 + 2791 26 20 - 5066 - 2946 + 5356 + 2801 @@ -131352,14 +131345,14 @@ Sine wave distribution - 5053 - 2956 + 5343 + 2811 26 20 - 5066 - 2966 + 5356 + 2821 @@ -131387,14 +131380,14 @@ Sine wave distribution - 4766 - 2820 + 5068 + 2685 126 44 - 4828 - 2842 + 5130 + 2707 @@ -131412,14 +131405,14 @@ Sine wave distribution - 4768 - 2822 + 5070 + 2687 48 20 - 4792 - 2832 + 5094 + 2697 @@ -131439,14 +131432,14 @@ Sine wave distribution - 4768 - 2842 + 5070 + 2707 48 20 - 4792 - 2852 + 5094 + 2717 @@ -131495,14 +131488,14 @@ Sine wave distribution - 4840 - 2822 + 5142 + 2687 50 20 - 4865 - 2832 + 5167 + 2697 @@ -131521,14 +131514,14 @@ Sine wave distribution - 4840 - 2842 + 5142 + 2707 50 20 - 4865 - 2852 + 5167 + 2717 @@ -131556,14 +131549,14 @@ Sine wave distribution - 4912 - 2854 + 5067 + 2863 84 44 - 4956 - 2876 + 5111 + 2885 @@ -131581,14 +131574,14 @@ Sine wave distribution - 4914 - 2856 + 5069 + 2865 30 40 - 4929 - 2876 + 5084 + 2885 @@ -131607,14 +131600,14 @@ Sine wave distribution - 4968 - 2856 + 5123 + 2865 26 20 - 4981 - 2866 + 5136 + 2875 @@ -131633,14 +131626,14 @@ Sine wave distribution - 4968 - 2876 + 5123 + 2885 26 20 - 4981 - 2886 + 5136 + 2895 @@ -131667,14 +131660,14 @@ Sine wave distribution - 6550 - 4592 + 6910 + 4568 89 64 - 6594 - 4624 + 6954 + 4600 @@ -131691,14 +131684,14 @@ Sine wave distribution - 6552 - 4594 + 6912 + 4570 30 20 - 6567 - 4604 + 6927 + 4580 @@ -131737,14 +131730,14 @@ Sine wave distribution - 6552 - 4614 + 6912 + 4590 30 20 - 6567 - 4624 + 6927 + 4600 @@ -131783,14 +131776,14 @@ Sine wave distribution - 6552 - 4634 + 6912 + 4610 30 20 - 6567 - 4644 + 6927 + 4620 @@ -131830,14 +131823,14 @@ Sine wave distribution - 6606 - 4594 + 6966 + 4570 31 60 - 6621.5 - 4624 + 6981.5 + 4600 @@ -131864,14 +131857,14 @@ Sine wave distribution - 6671 - 4650 + 7031 + 4626 70 44 - 6696 - 4672 + 7056 + 4648 @@ -131898,14 +131891,14 @@ Sine wave distribution - 6673 - 4652 + 7033 + 4628 11 20 - 6678.5 - 4662 + 7038.5 + 4638 @@ -131924,14 +131917,14 @@ Sine wave distribution - 6673 - 4672 + 7033 + 4648 11 20 - 6678.5 - 4682 + 7038.5 + 4658 @@ -131971,14 +131964,14 @@ Sine wave distribution - 6708 - 4652 + 7068 + 4628 31 40 - 6723.5 - 4672 + 7083.5 + 4648 @@ -132008,14 +132001,14 @@ Sine wave distribution - 6584 - 4716 + 6944 + 4692 115 44 - 6666 - 4738 + 7026 + 4714 @@ -132034,14 +132027,14 @@ Sine wave distribution - 6586 - 4718 + 6946 + 4694 68 20 - 6620 - 4728 + 6980 + 4704 @@ -132060,14 +132053,14 @@ Sine wave distribution - 6586 - 4738 + 6946 + 4714 68 20 - 6620 - 4748 + 6980 + 4724 @@ -132107,14 +132100,14 @@ Sine wave distribution - 6678 - 4718 + 7038 + 4694 19 40 - 6687.5 - 4738 + 7047.5 + 4714 @@ -132146,8 +132139,8 @@ Sine wave distribution - 6741 - 4708 + 7101 + 4685 160 100 @@ -132155,8 +132148,8 @@ Sine wave distribution 0 0 - 6741.155 - 4708.012 + 7101.796 + 4685.631 @@ -132196,14 +132189,14 @@ Sine wave distribution - 7421 - 4182 + 7782 + 4160 50 24 - 7446.527 - 4194.892 + 7807.168 + 4172.511 @@ -134142,14 +134135,14 @@ Sine wave distribution - 7691 - 3957 + 8051 + 3933 40 16 - 7711 - 3965 + 8071 + 3941 @@ -134174,14 +134167,14 @@ Sine wave distribution - 7794 - 4134 + 8154 + 4110 70 44 - 7819 - 4156 + 8179 + 4132 @@ -134208,14 +134201,14 @@ Sine wave distribution - 7796 - 4136 + 8156 + 4112 11 20 - 7801.5 - 4146 + 8161.5 + 4122 @@ -134235,14 +134228,14 @@ Sine wave distribution - 7796 - 4156 + 8156 + 4132 11 20 - 7801.5 - 4166 + 8161.5 + 4142 @@ -134261,14 +134254,14 @@ Sine wave distribution - 7831 - 4136 + 8191 + 4112 31 40 - 7846.5 - 4156 + 8206.5 + 4132 @@ -134302,8 +134295,8 @@ Sine wave distribution - 8006 - 4288 + 8367 + 4266 160 234 @@ -134311,8 +134304,8 @@ Sine wave distribution 0 0 - 8006.527 - 4288.892 + 8367.168 + 4266.511 @@ -134354,14 +134347,14 @@ Sine wave distribution - 7513 - 4112 + 7873 + 4088 40 16 - 7533 - 4120 + 7893 + 4096 @@ -134386,14 +134379,14 @@ Sine wave distribution - 7785 - 4304 + 8145 + 4280 126 28 - 7859 - 4318 + 8219 + 4294 @@ -134413,14 +134406,14 @@ Sine wave distribution - 7787 - 4306 + 8147 + 4282 60 24 - 7825 - 4318 + 8185 + 4294 @@ -134439,14 +134432,14 @@ Sine wave distribution - 7871 - 4306 + 8231 + 4282 38 24 - 7890 - 4318 + 8250 + 4294 @@ -134473,14 +134466,14 @@ Sine wave distribution - 7803 - 4352 + 8163 + 4328 92 44 - 7855 - 4374 + 8215 + 4350 @@ -134498,14 +134491,14 @@ Sine wave distribution - 7805 - 4354 + 8165 + 4330 38 40 - 7824 - 4374 + 8184 + 4350 @@ -134524,14 +134517,14 @@ Sine wave distribution - 7867 - 4354 + 8227 + 4330 26 20 - 7880 - 4364 + 8240 + 4340 @@ -134550,14 +134543,14 @@ Sine wave distribution - 7867 - 4374 + 8227 + 4350 26 20 - 7880 - 4384 + 8240 + 4360 @@ -134584,14 +134577,14 @@ Sine wave distribution - 7822 - 4412 + 8182 + 4388 88 28 - 7865 - 4426 + 8225 + 4402 @@ -134609,14 +134602,14 @@ Sine wave distribution - 7824 - 4414 + 8184 + 4390 29 24 - 7838.5 - 4426 + 8198.5 + 4402 @@ -134635,14 +134628,14 @@ Sine wave distribution - 7877 - 4414 + 8237 + 4390 31 24 - 7892.5 - 4426 + 8252.5 + 4402 @@ -134670,14 +134663,14 @@ Sine wave distribution - 7561 - 4090 + 7921 + 4066 70 44 - 7586 - 4112 + 7946 + 4088 @@ -134704,14 +134697,14 @@ Sine wave distribution - 7563 - 4092 + 7923 + 4068 11 20 - 7568.5 - 4102 + 7928.5 + 4078 @@ -134731,14 +134724,14 @@ Sine wave distribution - 7563 - 4112 + 7923 + 4088 11 20 - 7568.5 - 4122 + 7928.5 + 4098 @@ -134757,14 +134750,14 @@ Sine wave distribution - 7598 - 4092 + 7958 + 4068 31 40 - 7613.5 - 4112 + 7973.5 + 4088 @@ -134794,14 +134787,14 @@ Sine wave distribution - 7544 - 4193 + 7904 + 4169 70 44 - 7569 - 4215 + 7929 + 4191 @@ -134828,14 +134821,14 @@ Sine wave distribution - 7546 - 4195 + 7906 + 4171 11 20 - 7551.5 - 4205 + 7911.5 + 4181 @@ -134855,14 +134848,14 @@ Sine wave distribution - 7546 - 4215 + 7906 + 4191 11 20 - 7551.5 - 4225 + 7911.5 + 4201 @@ -134881,14 +134874,14 @@ Sine wave distribution - 7581 - 4195 + 7941 + 4171 31 40 - 7596.5 - 4215 + 7956.5 + 4191 @@ -134919,14 +134912,14 @@ Sine wave distribution - 7388 - 4239 + 7749 + 4217 198 20 - 7388.527 - 4239.892 + 7749.168 + 4217.511 @@ -134962,14 +134955,14 @@ Sine wave distribution - 15824 - 3903 + 16215 + 3879 158 84 - 15902 - 3945 + 16293 + 3921 @@ -134988,14 +134981,14 @@ Sine wave distribution - 15826 - 3905 + 16217 + 3881 64 20 - 15866 - 3915 + 16257 + 3891 @@ -135015,14 +135008,14 @@ Sine wave distribution - 15826 - 3925 + 16217 + 3901 64 20 - 15866 - 3935 + 16257 + 3911 @@ -135071,14 +135064,14 @@ Sine wave distribution - 15826 - 3945 + 16217 + 3921 64 20 - 15866 - 3955 + 16257 + 3931 @@ -135118,14 +135111,14 @@ Sine wave distribution - 15826 - 3965 + 16217 + 3941 64 20 - 15866 - 3975 + 16257 + 3951 @@ -135166,14 +135159,14 @@ Sine wave distribution - 15914 - 3905 + 16305 + 3881 66 40 - 15939 - 3925 + 16330 + 3901 @@ -135193,14 +135186,14 @@ Sine wave distribution - 15914 - 3945 + 16305 + 3921 66 40 - 15939 - 3965 + 16330 + 3941 @@ -135228,14 +135221,14 @@ Sine wave distribution - 16006 - 3896 + 16397 + 3872 126 44 - 16068 - 3918 + 16459 + 3894 @@ -135253,14 +135246,14 @@ Sine wave distribution - 16008 - 3898 + 16399 + 3874 48 20 - 16032 - 3908 + 16423 + 3884 @@ -135279,14 +135272,14 @@ Sine wave distribution - 16008 - 3918 + 16399 + 3894 48 20 - 16032 - 3928 + 16423 + 3904 @@ -135335,14 +135328,14 @@ Sine wave distribution - 16080 - 3898 + 16471 + 3874 50 20 - 16105 - 3908 + 16496 + 3884 @@ -135361,14 +135354,14 @@ Sine wave distribution - 16080 - 3918 + 16471 + 3894 50 20 - 16105 - 3928 + 16496 + 3904 @@ -135396,14 +135389,14 @@ Sine wave distribution - 15940 - 4004 + 16331 + 3980 86 28 - 15984 - 4018 + 16375 + 3994 @@ -135420,14 +135413,14 @@ Sine wave distribution - 15942 - 4006 + 16333 + 3982 30 24 - 15957 - 4018 + 16348 + 3994 @@ -135471,14 +135464,14 @@ Sine wave distribution - 15996 - 4006 + 16387 + 3982 28 24 - 16010 - 4018 + 16401 + 3994 @@ -135506,14 +135499,14 @@ Sine wave distribution - 16009 - 3946 + 16400 + 3922 126 44 - 16071 - 3968 + 16462 + 3944 @@ -135532,14 +135525,14 @@ Sine wave distribution - 16011 - 3948 + 16402 + 3924 48 20 - 16035 - 3958 + 16426 + 3934 @@ -135559,14 +135552,14 @@ Sine wave distribution - 16011 - 3968 + 16402 + 3944 48 20 - 16035 - 3978 + 16426 + 3954 @@ -135615,14 +135608,14 @@ Sine wave distribution - 16083 - 3948 + 16474 + 3924 50 20 - 16108 - 3958 + 16499 + 3934 @@ -135641,14 +135634,14 @@ Sine wave distribution - 16083 - 3968 + 16474 + 3944 50 20 - 16108 - 3978 + 16499 + 3954 @@ -135675,14 +135668,14 @@ Sine wave distribution - 16134 - 4000 + 16525 + 3976 86 28 - 16178 - 4014 + 16569 + 3990 @@ -135699,14 +135692,14 @@ Sine wave distribution - 16136 - 4002 + 16527 + 3978 30 24 - 16151 - 4014 + 16542 + 3990 @@ -135750,14 +135743,14 @@ Sine wave distribution - 16190 - 4002 + 16581 + 3978 28 24 - 16204 - 4014 + 16595 + 3990 @@ -135785,14 +135778,14 @@ Sine wave distribution - 16182 - 3946 + 16573 + 3922 126 44 - 16244 - 3968 + 16635 + 3944 @@ -135812,14 +135805,14 @@ Sine wave distribution - 16184 - 3948 + 16575 + 3924 48 20 - 16208 - 3958 + 16599 + 3934 @@ -135839,14 +135832,14 @@ Sine wave distribution - 16184 - 3968 + 16575 + 3944 48 20 - 16208 - 3978 + 16599 + 3954 @@ -135895,14 +135888,14 @@ Sine wave distribution - 16256 - 3948 + 16647 + 3924 50 20 - 16281 - 3958 + 16672 + 3934 @@ -135921,14 +135914,14 @@ Sine wave distribution - 16256 - 3968 + 16647 + 3944 50 20 - 16281 - 3978 + 16672 + 3954 @@ -135957,14 +135950,14 @@ Sine wave distribution - 6979 - 3334 + 7339 + 3310 94 64 - 7037 - 3366 + 7397 + 3342 @@ -135994,14 +135987,14 @@ Sine wave distribution - 6981 - 3336 + 7341 + 3312 44 20 - 7011 - 3346 + 7371 + 3322 @@ -136022,14 +136015,14 @@ Sine wave distribution - 6981 - 3356 + 7341 + 3332 44 20 - 7011 - 3366 + 7371 + 3342 @@ -136068,14 +136061,14 @@ Sine wave distribution - 6981 - 3376 + 7341 + 3352 44 20 - 7011 - 3386 + 7371 + 3362 @@ -136116,14 +136109,14 @@ Sine wave distribution - 7049 - 3336 + 7409 + 3312 22 60 - 7052 - 3366 + 7412 + 3342 @@ -136154,14 +136147,14 @@ Sine wave distribution - 6711 - 3436 + 7072 + 3413 198 20 - 6711.527 - 3436 + 7072.168 + 3413.617 @@ -136198,14 +136191,14 @@ Sine wave distribution - 10986 - 7068 + 11341 + 7192 95 64 - 11033 - 7100 + 11388 + 7224 @@ -136223,14 +136216,14 @@ Sine wave distribution - 10988 - 7070 + 11343 + 7194 33 20 - 11004.5 - 7080 + 11359.5 + 7204 @@ -136280,14 +136273,14 @@ Sine wave distribution - 10988 - 7090 + 11343 + 7214 33 20 - 11004.5 - 7100 + 11359.5 + 7224 @@ -136326,14 +136319,14 @@ Sine wave distribution - 10988 - 7110 + 11343 + 7234 33 20 - 11004.5 - 7120 + 11359.5 + 7244 @@ -136375,14 +136368,14 @@ Sine wave distribution - 11045 - 7070 + 11400 + 7194 34 30 - 11062 - 7085 + 11417 + 7209 @@ -136401,14 +136394,14 @@ Sine wave distribution - 11045 - 7100 + 11400 + 7224 34 30 - 11062 - 7115 + 11417 + 7239 @@ -136436,14 +136429,14 @@ Sine wave distribution - 14502 - 1020 + 14893 + 846 48 48 - 14526 - 1044 + 14917 + 870 @@ -136469,14 +136462,14 @@ Sine wave distribution - 6883 - 3502 + 7243 + 3478 48 48 - 6907 - 3526 + 7267 + 3502 @@ -136502,14 +136495,14 @@ Sine wave distribution - 6857 - 3505 + 7217 + 3481 48 48 - 6881 - 3529 + 7241 + 3505 @@ -136536,13 +136529,13 @@ Sine wave distribution 2840 - 2171 + 1997 48 48 2864 - 2195 + 2021 @@ -136568,14 +136561,14 @@ Sine wave distribution - 6917 - 3504 + 7277 + 3480 48 48 - 6941 - 3528 + 7301 + 3504 @@ -136601,14 +136594,14 @@ Sine wave distribution - 11350 - 6910 + 11508 + 7036 48 48 - 11374 - 6934 + 11532 + 7060 @@ -136617,352 +136610,6 @@ Sine wave distribution - - d25e638d-0677-4306-89e7-caadf0786013 - ab81fea9-8d16-4caf-af89-2736c660f36d - Spiral Rail - - - - - Creates a spiral along a rail curve, pitch, turn count, and two radi - true - cf85991b-afb7-4630-92db-696fbb4eb472 - Spiral Rail - Spiral Rail - - - - - - 11147 - 7055 - 121 - 124 - - - 11225 - 7117 - - - - - - The rail curve for the spiral - 0fed2df4-a1a6-4448-a916-d3b6ab0c6a65 - Curve - Curve - false - f03bb73a-96c6-4409-8074-476faeb50ec0 - 1 - - - - - - 11149 - 7057 - 64 - 20 - - - 11181 - 7067 - - - - - - - - Pitch angle - 297252b1-68cb-4cb4-b50e-e9b534edfce1 - Angle - Angle - true - 0 - false - - - - - - 11149 - 7077 - 64 - 20 - - - 11181 - 7087 - - - - - - - - The number of turns in the spiral - 52776e1f-010a-433b-8602-6899ccd106cf - Turns - Turns - true - 56a84ef6-d34c-44f8-a597-04c35ebb881b - 1 - - - - - - 11149 - 7097 - 64 - 20 - - - 11181 - 7107 - - - - - - 1 - - - - - 1 - {0} - - - - - 2 - - - - - - - - - - - Radius at the base of the spiral - 48e82c6a-7e97-4e8d-8a3d-cff752651eab - Base Radius - Base Radius - true - 748f4200-51ed-4f7e-82fd-e66da09eed3f - 1 - - - - - - 11149 - 7117 - 64 - 20 - - - 11181 - 7127 - - - - - - 1 - - - - - 1 - {0} - - - - - 0 - - - - - - - - - - - Radius at the peak of the spiral - 061a4767-3f3e-44d3-a388-91529cd5d260 - Peak Radius - Peak Radius - true - 748f4200-51ed-4f7e-82fd-e66da09eed3f - 1 - - - - - - 11149 - 7137 - 64 - 20 - - - 11181 - 7147 - - - - - - 1 - - - - - 1 - {0} - - - - - 1 - - - - - - - - - - - Number of sample points per turn - 7f74e521-21f9-42b1-9cc1-70330acc2ad3 - Sample Point - Sample Point - true - 0 - - - - - - 11149 - 7157 - 64 - 20 - - - 11181 - 7167 - - - - - - 1 - - - - - 1 - {0} - - - - - 100 - - - - - - - - - - - The spiral curve - e1d3168b-a645-4ca8-bbaf-2a2f81377c13 - Spiral - Spiral - false - 0 - - - - - - 11237 - 7057 - 29 - 120 - - - 11251.5 - 7117 - - - - - - - - - - - - 57da07bd-ecab-415d-9d86-af36d7073abc - Number Slider - - - - - Numeric slider for single values - c6ff1757-4176-454f-be52-2b8539812f9e - Number Slider - Number Slider - false - 0 - - - - - - 10483 - 7359 - 198 - 20 - - - 10483.72 - 7359.72 - - - - - - 0 - 1 - 0 - 10000 - 0 - 0 - 5000 - - - - - - - 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider @@ -136981,14 +136628,14 @@ Sine wave distribution - 10631 - 7421 + 11023 + 7623 198 20 - 10631.14 - 7421.312 + 11023.56 + 7623.455 @@ -137007,7 +136654,7 @@ Sine wave distribution - + 2162e72e-72fc-4bf8-9459-d4d82fa8aa14 Divide Curve @@ -137025,14 +136672,14 @@ Sine wave distribution - 11564 - 6991 + 11996 + 7410 113 64 - 11608 - 7023 + 12040 + 7442 @@ -137044,21 +136691,21 @@ Sine wave distribution Curve Curve false - e1d3168b-a645-4ca8-bbaf-2a2f81377c13 + 11d5536d-bf2c-416e-b5f1-97b886e0e61c 1 - 11566 - 6993 + 11998 + 7412 30 20 - 11581 - 7003 + 12013 + 7422 @@ -137079,14 +136726,14 @@ Sine wave distribution - 11566 - 7013 + 11998 + 7432 30 20 - 11581 - 7023 + 12013 + 7442 @@ -137126,14 +136773,14 @@ Sine wave distribution - 11566 - 7033 + 11998 + 7452 30 20 - 11581 - 7043 + 12013 + 7462 @@ -137174,14 +136821,14 @@ Sine wave distribution - 11620 - 6993 + 12052 + 7412 55 20 - 11647.5 - 7003 + 12079.5 + 7422 @@ -137202,14 +136849,14 @@ Sine wave distribution - 11620 - 7013 + 12052 + 7432 55 20 - 11647.5 - 7023 + 12079.5 + 7442 @@ -137230,14 +136877,14 @@ Sine wave distribution - 11620 - 7033 + 12052 + 7452 55 20 - 11647.5 - 7043 + 12079.5 + 7462 @@ -137247,7 +136894,7 @@ Sine wave distribution - + ce46b74e-00c9-43c4-805a-193b69ea4a11 Multiplication @@ -137264,14 +136911,14 @@ Sine wave distribution - 11434 - 6964 + 11888 + 7420 70 44 - 11459 - 6986 + 11913 + 7442 @@ -137298,14 +136945,14 @@ Sine wave distribution - 11436 - 6966 + 11890 + 7422 11 20 - 11441.5 - 6976 + 11895.5 + 7432 @@ -137324,14 +136971,14 @@ Sine wave distribution - 11436 - 6986 + 11890 + 7442 11 20 - 11441.5 - 6996 + 11895.5 + 7452 @@ -137371,14 +137018,14 @@ Sine wave distribution - 11471 - 6966 + 11925 + 7422 31 40 - 11486.5 - 6986 + 11940.5 + 7442 @@ -137390,7 +137037,7 @@ Sine wave distribution - + d114323a-e6ee-4164-946b-e4ca0ce15efa Circle CNR @@ -137408,14 +137055,14 @@ Sine wave distribution - 11231 - 7685 + 11622 + 7835 93 64 - 11281 - 7717 + 11672 + 7867 @@ -137433,14 +137080,14 @@ Sine wave distribution - 11233 - 7687 + 11624 + 7837 36 20 - 11251 - 7697 + 11642 + 7847 @@ -137460,14 +137107,14 @@ Sine wave distribution - 11233 - 7707 + 11624 + 7857 36 20 - 11251 - 7717 + 11642 + 7867 @@ -137511,14 +137158,14 @@ Sine wave distribution - 11233 - 7727 + 11624 + 7877 36 20 - 11251 - 7737 + 11642 + 7887 @@ -137557,14 +137204,14 @@ Sine wave distribution - 11293 - 7687 + 11684 + 7837 29 60 - 11307.5 - 7717 + 11698.5 + 7867 @@ -137574,7 +137221,7 @@ Sine wave distribution - + 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider @@ -137593,14 +137240,14 @@ Sine wave distribution - 10908 - 7303 + 11269 + 7454 198 20 - 10908.52 - 7303.778 + 11269.16 + 7454.913 @@ -137619,7 +137266,7 @@ Sine wave distribution - + 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider @@ -137638,14 +137285,14 @@ Sine wave distribution - 11254 - 7390 + 11646 + 7541 198 20 - 11254.29 - 7390.011 + 11646.14 + 7541.146 @@ -137664,7 +137311,7 @@ Sine wave distribution - + 1a38d325-98de-455c-93f1-bca431bc1243 Offset Curve @@ -137682,14 +137329,14 @@ Sine wave distribution - 11427 - 7424 + 11818 + 7574 100 84 - 11483 - 7466 + 11874 + 7616 @@ -137707,14 +137354,14 @@ Sine wave distribution - 11429 - 7426 + 11820 + 7576 42 20 - 11450 - 7436 + 11841 + 7586 @@ -137734,14 +137381,14 @@ Sine wave distribution - 11429 - 7446 + 11820 + 7596 42 20 - 11450 - 7456 + 11841 + 7606 @@ -137780,14 +137427,14 @@ Sine wave distribution - 11429 - 7466 + 11820 + 7616 42 20 - 11450 - 7476 + 11841 + 7626 @@ -137842,14 +137489,14 @@ chamfer = 4 - 11429 - 7486 + 11820 + 7636 42 20 - 11450 - 7496 + 11841 + 7646 @@ -137889,14 +137536,14 @@ chamfer = 4 - 11495 - 7426 + 11886 + 7576 30 80 - 11510 - 7466 + 11901 + 7616 @@ -137906,7 +137553,7 @@ chamfer = 4 - + 1177d6ee-3993-4226-9558-52b7fd63e1e3 Trim Tree @@ -137924,14 +137571,14 @@ chamfer = 4 - 11552 - 7390 + 11943 + 7540 83 44 - 11597 - 7412 + 11988 + 7562 @@ -137950,14 +137597,14 @@ chamfer = 4 - 11554 - 7392 + 11945 + 7542 31 20 - 11569.5 - 7402 + 11960.5 + 7552 @@ -137976,14 +137623,14 @@ chamfer = 4 - 11554 - 7412 + 11945 + 7562 31 20 - 11569.5 - 7422 + 11960.5 + 7572 @@ -138023,14 +137670,14 @@ chamfer = 4 - 11609 - 7392 + 12000 + 7542 24 40 - 11621 - 7412 + 12012 + 7562 @@ -138040,7 +137687,7 @@ chamfer = 4 - + 1222394f-0d33-4f31-9101-7281bde89fe5 Region Union @@ -138058,14 +137705,14 @@ chamfer = 4 - 11689 - 7343 + 12080 + 7493 94 44 - 11738 - 7365 + 12129 + 7515 @@ -138084,14 +137731,14 @@ chamfer = 4 - 11691 - 7345 + 12082 + 7495 35 20 - 11708.5 - 7355 + 12099.5 + 7505 @@ -138110,14 +137757,14 @@ chamfer = 4 - 11691 - 7365 + 12082 + 7515 35 20 - 11708.5 - 7375 + 12099.5 + 7525 @@ -138137,14 +137784,14 @@ chamfer = 4 - 11750 - 7345 + 12141 + 7495 31 40 - 11765.5 - 7365 + 12156.5 + 7515 @@ -138154,7 +137801,7 @@ chamfer = 4 - + 1a38d325-98de-455c-93f1-bca431bc1243 Offset Curve @@ -138172,14 +137819,14 @@ chamfer = 4 - 11735 - 7458 + 12126 + 7608 100 84 - 11791 - 7500 + 12182 + 7650 @@ -138197,14 +137844,14 @@ chamfer = 4 - 11737 - 7460 + 12128 + 7610 42 20 - 11758 - 7470 + 12149 + 7620 @@ -138224,14 +137871,14 @@ chamfer = 4 - 11737 - 7480 + 12128 + 7630 42 20 - 11758 - 7490 + 12149 + 7640 @@ -138270,14 +137917,14 @@ chamfer = 4 - 11737 - 7500 + 12128 + 7650 42 20 - 11758 - 7510 + 12149 + 7660 @@ -138333,14 +137980,14 @@ chamfer = 4 - 11737 - 7520 + 12128 + 7670 42 20 - 11758 - 7530 + 12149 + 7680 @@ -138380,14 +138027,14 @@ chamfer = 4 - 11803 - 7460 + 12194 + 7610 30 80 - 11818 - 7500 + 12209 + 7650 @@ -138397,7 +138044,7 @@ chamfer = 4 - + 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider @@ -138416,14 +138063,14 @@ chamfer = 4 - 11535 - 7596 + 11927 + 7747 198 20 - 11535.33 - 7596.449 + 11927.18 + 7747.585 @@ -138442,7 +138089,7 @@ chamfer = 4 - + a3371040-e552-4bc8-b0ff-10a840258e88 Negative @@ -138459,14 +138106,14 @@ chamfer = 4 - 11522 - 7531 + 11913 + 7681 88 28 - 11565 - 7545 + 11956 + 7695 @@ -138484,14 +138131,14 @@ chamfer = 4 - 11524 - 7533 + 11915 + 7683 29 24 - 11538.5 - 7545 + 11929.5 + 7695 @@ -138510,14 +138157,14 @@ chamfer = 4 - 11577 - 7533 + 11968 + 7683 31 24 - 11592.5 - 7545 + 11983.5 + 7695 @@ -138527,7 +138174,7 @@ chamfer = 4 - + 2162e72e-72fc-4bf8-9459-d4d82fa8aa14 Divide Curve @@ -138545,14 +138192,14 @@ chamfer = 4 - 11175 - 7562 + 11566 + 7712 113 64 - 11219 - 7594 + 11610 + 7744 @@ -138570,14 +138217,14 @@ chamfer = 4 - 11177 - 7564 + 11568 + 7714 30 20 - 11192 - 7574 + 11583 + 7724 @@ -138597,14 +138244,14 @@ chamfer = 4 - 11177 - 7584 + 11568 + 7734 30 20 - 11192 - 7594 + 11583 + 7744 @@ -138643,14 +138290,14 @@ chamfer = 4 - 11177 - 7604 + 11568 + 7754 30 20 - 11192 - 7614 + 11583 + 7764 @@ -138690,14 +138337,14 @@ chamfer = 4 - 11231 - 7564 + 11622 + 7714 55 20 - 11258.5 - 7574 + 11649.5 + 7724 @@ -138717,14 +138364,14 @@ chamfer = 4 - 11231 - 7584 + 11622 + 7734 55 20 - 11258.5 - 7594 + 11649.5 + 7744 @@ -138744,14 +138391,14 @@ chamfer = 4 - 11231 - 7604 + 11622 + 7754 55 20 - 11258.5 - 7614 + 11649.5 + 7764 @@ -138761,15 +138408,16 @@ chamfer = 4 - + 3249222f-f536-467a-89f4-f0353fba455a Sift Pattern - + Sift elements in a list using a repeating index pattern. + true f98ab7ab-516d-427f-8967-a9f35e522fc5 Sift Pattern Sift Pattern @@ -138778,14 +138426,14 @@ chamfer = 4 - 11085 - 7796 + 11476 + 7946 108 64 - 11154 - 7828 + 11545 + 7978 @@ -138815,14 +138463,14 @@ chamfer = 4 - 11087 - 7798 + 11478 + 7948 55 30 - 11114.5 - 7813 + 11505.5 + 7963 @@ -138842,14 +138490,14 @@ chamfer = 4 - 11087 - 7828 + 11478 + 7978 55 30 - 11114.5 - 7843 + 11505.5 + 7993 @@ -138901,14 +138549,14 @@ chamfer = 4 - 11166 - 7798 + 11557 + 7948 25 20 - 11170.5 - 7808 + 11561.5 + 7958 @@ -138930,14 +138578,14 @@ chamfer = 4 - 11166 - 7818 + 11557 + 7968 25 20 - 11170.5 - 7828 + 11561.5 + 7978 @@ -138959,14 +138607,14 @@ chamfer = 4 - 11166 - 7838 + 11557 + 7988 25 20 - 11170.5 - 7848 + 11561.5 + 7998 @@ -138978,15 +138626,16 @@ chamfer = 4 - + 2162e72e-72fc-4bf8-9459-d4d82fa8aa14 Divide Curve - + Divide a curve into equal length segments + true 60c0e020-e216-4079-b7c4-fc68085f7bc0 Divide Curve Divide Curve @@ -138995,14 +138644,14 @@ chamfer = 4 - 10946 - 7760 + 11306 + 7910 113 64 - 10990 - 7792 + 11350 + 7942 @@ -139020,14 +138669,14 @@ chamfer = 4 - 10948 - 7762 + 11308 + 7912 30 20 - 10963 - 7772 + 11323 + 7922 @@ -139046,14 +138695,14 @@ chamfer = 4 - 10948 - 7782 + 11308 + 7932 30 20 - 10963 - 7792 + 11323 + 7942 @@ -139092,14 +138741,14 @@ chamfer = 4 - 10948 - 7802 + 11308 + 7952 30 20 - 10963 - 7812 + 11323 + 7962 @@ -139139,14 +138788,14 @@ chamfer = 4 - 11002 - 7762 + 11362 + 7912 55 20 - 11029.5 - 7772 + 11389.5 + 7922 @@ -139166,14 +138815,14 @@ chamfer = 4 - 11002 - 7782 + 11362 + 7932 55 20 - 11029.5 - 7792 + 11389.5 + 7942 @@ -139193,14 +138842,14 @@ chamfer = 4 - 11002 - 7802 + 11362 + 7952 55 20 - 11029.5 - 7812 + 11389.5 + 7962 @@ -139210,7 +138859,7 @@ chamfer = 4 - + c77a8b3b-c569-4d81-9b59-1c27299a1c45 4Point Surface @@ -139228,14 +138877,14 @@ chamfer = 4 - 11068 - 7661 + 11428 + 7811 111 84 - 11127 - 7703 + 11487 + 7853 @@ -139253,14 +138902,14 @@ chamfer = 4 - 11070 - 7663 + 11430 + 7813 45 20 - 11092.5 - 7673 + 11452.5 + 7823 @@ -139280,14 +138929,14 @@ chamfer = 4 - 11070 - 7683 + 11430 + 7833 45 20 - 11092.5 - 7693 + 11452.5 + 7843 @@ -139307,14 +138956,14 @@ chamfer = 4 - 11070 - 7703 + 11430 + 7853 45 20 - 11092.5 - 7713 + 11452.5 + 7863 @@ -139333,14 +138982,14 @@ chamfer = 4 - 11070 - 7723 + 11430 + 7873 45 20 - 11092.5 - 7733 + 11452.5 + 7883 @@ -139359,14 +139008,14 @@ chamfer = 4 - 11139 - 7663 + 11499 + 7813 38 80 - 11158 - 7703 + 11518 + 7853 @@ -139376,7 +139025,7 @@ chamfer = 4 - + 071c3940-a12d-4b77-bb23-42b5d3314a0d Clean Tree @@ -139393,14 +139042,14 @@ chamfer = 4 - 11222 - 7757 + 11613 + 7907 125 84 - 11309 - 7799 + 11700 + 7949 @@ -139428,14 +139077,14 @@ chamfer = 4 - 11224 - 7759 + 11615 + 7909 73 20 - 11260.5 - 7769 + 11651.5 + 7919 @@ -139474,14 +139123,14 @@ chamfer = 4 - 11224 - 7779 + 11615 + 7929 73 20 - 11260.5 - 7789 + 11651.5 + 7939 @@ -139520,14 +139169,14 @@ chamfer = 4 - 11224 - 7799 + 11615 + 7949 73 20 - 11260.5 - 7809 + 11651.5 + 7959 @@ -139568,14 +139217,14 @@ chamfer = 4 - 11224 - 7819 + 11615 + 7969 73 20 - 11260.5 - 7829 + 11651.5 + 7979 @@ -139595,14 +139244,14 @@ chamfer = 4 - 11321 - 7759 + 11712 + 7909 24 80 - 11333 - 7799 + 11724 + 7949 @@ -139614,7 +139263,7 @@ chamfer = 4 - + 071c3940-a12d-4b77-bb23-42b5d3314a0d Clean Tree @@ -139631,14 +139280,14 @@ chamfer = 4 - 11237 - 7784 + 11628 + 7934 125 84 - 11324 - 7826 + 11715 + 7976 @@ -139666,14 +139315,14 @@ chamfer = 4 - 11239 - 7786 + 11630 + 7936 73 20 - 11275.5 - 7796 + 11666.5 + 7946 @@ -139712,14 +139361,14 @@ chamfer = 4 - 11239 - 7806 + 11630 + 7956 73 20 - 11275.5 - 7816 + 11666.5 + 7966 @@ -139758,14 +139407,14 @@ chamfer = 4 - 11239 - 7826 + 11630 + 7976 73 20 - 11275.5 - 7836 + 11666.5 + 7986 @@ -139806,14 +139455,14 @@ chamfer = 4 - 11239 - 7846 + 11630 + 7996 73 20 - 11275.5 - 7856 + 11666.5 + 8006 @@ -139833,14 +139482,14 @@ chamfer = 4 - 11336 - 7786 + 11727 + 7936 24 80 - 11348 - 7826 + 11739 + 7976 @@ -139852,7 +139501,7 @@ chamfer = 4 - + 071c3940-a12d-4b77-bb23-42b5d3314a0d Clean Tree @@ -139869,14 +139518,14 @@ chamfer = 4 - 11222 - 7832 + 11613 + 7982 125 84 - 11309 - 7874 + 11700 + 8024 @@ -139904,14 +139553,14 @@ chamfer = 4 - 11224 - 7834 + 11615 + 7984 73 20 - 11260.5 - 7844 + 11651.5 + 7994 @@ -139950,14 +139599,14 @@ chamfer = 4 - 11224 - 7854 + 11615 + 8004 73 20 - 11260.5 - 7864 + 11651.5 + 8014 @@ -139996,14 +139645,14 @@ chamfer = 4 - 11224 - 7874 + 11615 + 8024 73 20 - 11260.5 - 7884 + 11651.5 + 8034 @@ -140044,14 +139693,14 @@ chamfer = 4 - 11224 - 7894 + 11615 + 8044 73 20 - 11260.5 - 7904 + 11651.5 + 8054 @@ -140071,14 +139720,14 @@ chamfer = 4 - 11321 - 7834 + 11712 + 7984 24 80 - 11333 - 7874 + 11724 + 8024 @@ -140090,7 +139739,7 @@ chamfer = 4 - + c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group @@ -140120,52 +139769,7 @@ chamfer = 4 - - - 57da07bd-ecab-415d-9d86-af36d7073abc - Number Slider - - - - - Numeric slider for single values - 7816f58b-1669-4d8c-839c-e953b8a5ea6c - Number Slider - Number Slider - false - 0 - - - - - - 10539 - 7449 - 198 - 20 - - - 10539.89 - 7449.229 - - - - - - 0 - 1 - 3 - 64 - 2 - 0 - 16 - - - - - - - + fbac3e32-f100-4292-8692-77240a42fd1a Point @@ -140184,14 +139788,14 @@ chamfer = 4 - 11003 - 7042 + 11364 + 7193 50 24 - 11028.9 - 7054.438 + 11389.54 + 7205.573 @@ -140224,7 +139828,7 @@ chamfer = 4 - + 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider @@ -140243,14 +139847,14 @@ chamfer = 4 - 10913 - 7010 + 11268 + 7267 198 20 - 10913.52 - 7010.859 + 11268.31 + 7267.356 @@ -140269,7 +139873,7 @@ chamfer = 4 - + d114323a-e6ee-4164-946b-e4ca0ce15efa Circle CNR @@ -140287,14 +139891,14 @@ chamfer = 4 - 11917 - 7790 + 12308 + 7940 109 64 - 11983 - 7822 + 12374 + 7972 @@ -140313,14 +139917,14 @@ chamfer = 4 - 11919 - 7792 + 12310 + 7942 52 20 - 11953 - 7802 + 12344 + 7952 @@ -140341,14 +139945,14 @@ chamfer = 4 - 11919 - 7812 + 12310 + 7962 52 20 - 11953 - 7822 + 12344 + 7972 @@ -140392,14 +139996,14 @@ chamfer = 4 - 11919 - 7832 + 12310 + 7982 52 20 - 11953 - 7842 + 12344 + 7992 @@ -140438,14 +140042,14 @@ chamfer = 4 - 11995 - 7792 + 12386 + 7942 29 60 - 12009.5 - 7822 + 12400.5 + 7972 @@ -140455,7 +140059,7 @@ chamfer = 4 - + de131812-96cf-4cef-b9ee-7c7031802751 00000000-0000-0000-0000-000000000000 @@ -140482,14 +140086,14 @@ chamfer = 4 - 10517 - 7799 + 10877 + 7949 166 28 - 10612 - 7813 + 10972 + 7963 @@ -140506,14 +140110,14 @@ chamfer = 4 - 10519 - 7801 + 10879 + 7951 21 24 - 10589.5 - 7813 + 10949.5 + 7963 @@ -140543,7 +140147,7 @@ chamfer = 4 - + 9c85271f-89fa-4e9f-9f4a-d75802120ccc Division @@ -140560,14 +140164,14 @@ chamfer = 4 - 11673 - 7836 + 12064 + 7986 70 44 - 11698 - 7858 + 12089 + 8008 @@ -140585,14 +140189,14 @@ chamfer = 4 - 11675 - 7838 + 12066 + 7988 11 20 - 11680.5 - 7848 + 12071.5 + 7998 @@ -140611,14 +140215,14 @@ chamfer = 4 - 11675 - 7858 + 12066 + 8008 11 20 - 11680.5 - 7868 + 12071.5 + 8018 @@ -140658,14 +140262,14 @@ chamfer = 4 - 11710 - 7838 + 12101 + 7988 31 40 - 11725.5 - 7858 + 12116.5 + 8008 @@ -140675,7 +140279,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -140696,14 +140300,14 @@ chamfer = 4 - 11501 - 7707 + 11892 + 7857 40 16 - 11521 - 7715 + 11912 + 7865 @@ -140711,7 +140315,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -140732,14 +140336,14 @@ chamfer = 4 - 11667 - 7746 + 12058 + 7896 40 16 - 11687 - 7754 + 12078 + 7904 @@ -140747,7 +140351,7 @@ chamfer = 4 - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -140768,8 +140372,8 @@ chamfer = 4 - 12070 - 7707 + 12462 + 7858 136 100 @@ -140777,8 +140381,8 @@ chamfer = 4 0 0 - 12070.89 - 7707.281 + 12462.74 + 7858.416 @@ -140799,7 +140403,7 @@ chamfer = 4 - + 1817fd29-20ae-4503-b542-f0fb651e67d7 List Length @@ -140816,14 +140420,14 @@ chamfer = 4 - 11828 - 7724 + 12219 + 7874 81 28 - 11861 - 7738 + 12252 + 7888 @@ -140841,14 +140445,14 @@ chamfer = 4 - 11830 - 7726 + 12221 + 7876 19 24 - 11839.5 - 7738 + 12230.5 + 7888 @@ -140867,14 +140471,14 @@ chamfer = 4 - 11873 - 7726 + 12264 + 7876 34 24 - 11890 - 7738 + 12281 + 7888 @@ -140884,7 +140488,7 @@ chamfer = 4 - + 9c007a04-d0d9-48e4-9da3-9ba142bc4d46 Subtraction @@ -140901,14 +140505,14 @@ chamfer = 4 - 11954 - 7720 + 12345 + 7870 70 44 - 11979 - 7742 + 12370 + 7892 @@ -140935,14 +140539,14 @@ chamfer = 4 - 11956 - 7722 + 12347 + 7872 11 20 - 11961.5 - 7732 + 12352.5 + 7882 @@ -140961,14 +140565,14 @@ chamfer = 4 - 11956 - 7742 + 12347 + 7892 11 20 - 11961.5 - 7752 + 12352.5 + 7902 @@ -141008,14 +140612,14 @@ chamfer = 4 - 11991 - 7722 + 12382 + 7872 31 40 - 12006.5 - 7742 + 12397.5 + 7892 @@ -141027,7 +140631,7 @@ chamfer = 4 - + 59daf374-bc21-4a5e-8282-5504fb7ae9ae List Item @@ -141046,14 +140650,14 @@ chamfer = 4 - 12192 - 7879 + 12583 + 8029 62 64 - 12234 - 7911 + 12625 + 8061 @@ -141082,14 +140686,14 @@ chamfer = 4 - 12194 - 7881 + 12585 + 8031 28 20 - 12208 - 7891 + 12599 + 8041 @@ -141108,14 +140712,14 @@ chamfer = 4 - 12194 - 7901 + 12585 + 8051 28 20 - 12208 - 7911 + 12599 + 8061 @@ -141154,14 +140758,14 @@ chamfer = 4 - 12194 - 7921 + 12585 + 8071 28 20 - 12208 - 7931 + 12599 + 8081 @@ -141201,14 +140805,14 @@ chamfer = 4 - 12246 - 7881 + 12637 + 8031 6 60 - 12249 - 7911 + 12640 + 8061 @@ -141220,7 +140824,7 @@ chamfer = 4 - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -141242,8 +140846,8 @@ chamfer = 4 - 12266 - 7940 + 12658 + 8091 160 100 @@ -141251,8 +140855,8 @@ chamfer = 4 0 0 - 12266.18 - 7940.857 + 12658.03 + 8091.992 @@ -141273,7 +140877,7 @@ chamfer = 4 - + 7a218bfb-b93d-4c1f-83d3-5a0b909dd60b Replace Items @@ -141291,14 +140895,14 @@ chamfer = 4 - 11795 - 7995 + 12186 + 8145 98 84 - 11860 - 8037 + 12251 + 8187 @@ -141318,14 +140922,14 @@ chamfer = 4 - 11797 - 7997 + 12188 + 8147 51 20 - 11830.5 - 8007 + 12221.5 + 8157 @@ -141347,14 +140951,14 @@ chamfer = 4 - 11797 - 8017 + 12188 + 8167 51 20 - 11830.5 - 8027 + 12221.5 + 8177 @@ -141376,14 +140980,14 @@ chamfer = 4 - 11797 - 8037 + 12188 + 8187 51 20 - 11830.5 - 8047 + 12221.5 + 8197 @@ -141402,14 +141006,14 @@ chamfer = 4 - 11797 - 8057 + 12188 + 8207 51 20 - 11830.5 - 8067 + 12221.5 + 8217 @@ -141449,14 +141053,14 @@ chamfer = 4 - 11872 - 7997 + 12263 + 8147 19 80 - 11881.5 - 8037 + 12272.5 + 8187 @@ -141466,7 +141070,7 @@ chamfer = 4 - + e64c5fb1-845c-4ab1-8911-5f338516ba67 Series @@ -141483,14 +141087,14 @@ chamfer = 4 - 11500 - 8003 + 11891 + 8153 89 64 - 11544 - 8035 + 11935 + 8185 @@ -141507,14 +141111,14 @@ chamfer = 4 - 11502 - 8005 + 11893 + 8155 30 20 - 11517 - 8015 + 11908 + 8165 @@ -141553,14 +141157,14 @@ chamfer = 4 - 11502 - 8025 + 11893 + 8175 30 20 - 11517 - 8035 + 11908 + 8185 @@ -141600,14 +141204,14 @@ chamfer = 4 - 11502 - 8045 + 11893 + 8195 30 20 - 11517 - 8055 + 11908 + 8205 @@ -141647,14 +141251,14 @@ chamfer = 4 - 11556 - 8005 + 11947 + 8155 31 60 - 11571.5 - 8035 + 11962.5 + 8185 @@ -141664,7 +141268,7 @@ chamfer = 4 - + 1817fd29-20ae-4503-b542-f0fb651e67d7 List Length @@ -141681,14 +141285,14 @@ chamfer = 4 - 11611 - 7707 + 12002 + 7857 97 28 - 11660 - 7721 + 12051 + 7871 @@ -141708,14 +141312,14 @@ chamfer = 4 - 11613 - 7709 + 12004 + 7859 35 24 - 11638.5 - 7721 + 12029.5 + 7871 @@ -141734,14 +141338,14 @@ chamfer = 4 - 11672 - 7709 + 12063 + 7859 34 24 - 11689 - 7721 + 12080 + 7871 @@ -141751,7 +141355,7 @@ chamfer = 4 - + 9c85271f-89fa-4e9f-9f4a-d75802120ccc Division @@ -141768,14 +141372,14 @@ chamfer = 4 - 11744 - 7678 + 12135 + 7828 70 44 - 11769 - 7700 + 12160 + 7850 @@ -141793,14 +141397,14 @@ chamfer = 4 - 11746 - 7680 + 12137 + 7830 11 20 - 11751.5 - 7690 + 12142.5 + 7840 @@ -141819,14 +141423,14 @@ chamfer = 4 - 11746 - 7700 + 12137 + 7850 11 20 - 11751.5 - 7710 + 12142.5 + 7860 @@ -141866,14 +141470,14 @@ chamfer = 4 - 11781 - 7680 + 12172 + 7830 31 40 - 11796.5 - 7700 + 12187.5 + 7850 @@ -141883,7 +141487,7 @@ chamfer = 4 - + 9c007a04-d0d9-48e4-9da3-9ba142bc4d46 Subtraction @@ -141900,14 +141504,14 @@ chamfer = 4 - 11875 - 7655 + 12266 + 7805 70 44 - 11900 - 7677 + 12291 + 7827 @@ -141934,14 +141538,14 @@ chamfer = 4 - 11877 - 7657 + 12268 + 7807 11 20 - 11882.5 - 7667 + 12273.5 + 7817 @@ -141960,14 +141564,14 @@ chamfer = 4 - 11877 - 7677 + 12268 + 7827 11 20 - 11882.5 - 7687 + 12273.5 + 7837 @@ -142007,14 +141611,14 @@ chamfer = 4 - 11912 - 7657 + 12303 + 7807 31 40 - 11927.5 - 7677 + 12318.5 + 7827 @@ -142026,7 +141630,7 @@ chamfer = 4 - + 59daf374-bc21-4a5e-8282-5504fb7ae9ae List Item @@ -142045,14 +141649,14 @@ chamfer = 4 - 11642 - 7966 + 12033 + 8116 78 64 - 11700 - 7998 + 12091 + 8148 @@ -142082,14 +141686,14 @@ chamfer = 4 - 11644 - 7968 + 12035 + 8118 44 20 - 11674 - 7978 + 12065 + 8128 @@ -142109,14 +141713,14 @@ chamfer = 4 - 11644 - 7988 + 12035 + 8138 44 20 - 11674 - 7998 + 12065 + 8148 @@ -142155,14 +141759,14 @@ chamfer = 4 - 11644 - 8008 + 12035 + 8158 44 20 - 11674 - 8018 + 12065 + 8168 @@ -142202,14 +141806,14 @@ chamfer = 4 - 11712 - 7968 + 12103 + 8118 6 60 - 11715 - 7998 + 12106 + 8148 @@ -142221,7 +141825,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -142242,14 +141846,14 @@ chamfer = 4 - 11564 - 7982 + 11955 + 8132 40 16 - 11584 - 7990 + 11975 + 8140 @@ -142257,7 +141861,7 @@ chamfer = 4 - + e64c5fb1-845c-4ab1-8911-5f338516ba67 Series @@ -142274,14 +141878,14 @@ chamfer = 4 - 11476 - 7748 + 11867 + 7898 89 64 - 11520 - 7780 + 11911 + 7930 @@ -142299,14 +141903,14 @@ chamfer = 4 - 11478 - 7750 + 11869 + 7900 30 20 - 11493 - 7760 + 11884 + 7910 @@ -142345,14 +141949,14 @@ chamfer = 4 - 11478 - 7770 + 11869 + 7920 30 20 - 11493 - 7780 + 11884 + 7930 @@ -142392,14 +141996,14 @@ chamfer = 4 - 11478 - 7790 + 11869 + 7940 30 20 - 11493 - 7800 + 11884 + 7950 @@ -142439,14 +142043,14 @@ chamfer = 4 - 11532 - 7750 + 11923 + 7900 31 60 - 11547.5 - 7780 + 11938.5 + 7930 @@ -142456,7 +142060,7 @@ chamfer = 4 - + a0d62394-a118-422d-abb3-6af115c75b25 Addition @@ -142473,14 +142077,14 @@ chamfer = 4 - 11499 - 7828 + 11890 + 7978 70 44 - 11524 - 7850 + 11915 + 8000 @@ -142507,14 +142111,14 @@ chamfer = 4 - 11501 - 7830 + 11892 + 7980 11 20 - 11506.5 - 7840 + 11897.5 + 7990 @@ -142533,14 +142137,14 @@ chamfer = 4 - 11501 - 7850 + 11892 + 8000 11 20 - 11506.5 - 7860 + 11897.5 + 8010 @@ -142580,14 +142184,14 @@ chamfer = 4 - 11536 - 7830 + 11927 + 7980 31 40 - 11551.5 - 7850 + 11942.5 + 8000 @@ -142599,7 +142203,7 @@ chamfer = 4 - + 888f9c3c-f1e1-4344-94b0-5ee6a45aee11 Pipe Variable @@ -142618,14 +142222,14 @@ chamfer = 4 - 11588 - 7139 + 11979 + 7289 106 84 - 11657 - 7181 + 12048 + 7331 @@ -142644,14 +142248,14 @@ chamfer = 4 - 11590 - 7141 + 11981 + 7291 55 20 - 11617.5 - 7151 + 12008.5 + 7301 @@ -142673,14 +142277,14 @@ chamfer = 4 - 11590 - 7161 + 11981 + 7311 55 20 - 11617.5 - 7171 + 12008.5 + 7321 @@ -142702,14 +142306,14 @@ chamfer = 4 - 11590 - 7181 + 11981 + 7331 55 20 - 11617.5 - 7191 + 12008.5 + 7341 @@ -142729,14 +142333,14 @@ chamfer = 4 - 11590 - 7201 + 11981 + 7351 55 20 - 11617.5 - 7211 + 12008.5 + 7361 @@ -142777,14 +142381,14 @@ chamfer = 4 - 11669 - 7141 + 12060 + 7291 23 80 - 11680.5 - 7181 + 12071.5 + 7331 @@ -142794,7 +142398,7 @@ chamfer = 4 - + ccfd6ba8-ecb1-44df-a47e-08126a653c51 Curve Domain @@ -142812,14 +142416,14 @@ chamfer = 4 - 11731 - 8140 + 12122 + 8290 104 44 - 11783 - 8162 + 12174 + 8312 @@ -142837,14 +142441,14 @@ chamfer = 4 - 11733 - 8142 + 12124 + 8292 38 20 - 11752 - 8152 + 12143 + 8302 @@ -142863,14 +142467,14 @@ chamfer = 4 - 11733 - 8162 + 12124 + 8312 38 20 - 11752 - 8172 + 12143 + 8322 @@ -142889,14 +142493,14 @@ chamfer = 4 - 11795 - 8142 + 12186 + 8292 38 20 - 11814 - 8152 + 12205 + 8302 @@ -142915,14 +142519,14 @@ chamfer = 4 - 11795 - 8162 + 12186 + 8312 38 20 - 11814 - 8172 + 12205 + 8322 @@ -142932,7 +142536,7 @@ chamfer = 4 - + ce46b74e-00c9-43c4-805a-193b69ea4a11 Multiplication @@ -142950,14 +142554,14 @@ chamfer = 4 - 11974 - 8193 + 12365 + 8343 70 44 - 11999 - 8215 + 12390 + 8365 @@ -142984,14 +142588,14 @@ chamfer = 4 - 11976 - 8195 + 12367 + 8345 11 20 - 11981.5 - 8205 + 12372.5 + 8355 @@ -143011,14 +142615,14 @@ chamfer = 4 - 11976 - 8215 + 12367 + 8365 11 20 - 11981.5 - 8225 + 12372.5 + 8375 @@ -143037,14 +142641,14 @@ chamfer = 4 - 12011 - 8195 + 12402 + 8345 31 40 - 12026.5 - 8215 + 12417.5 + 8365 @@ -143056,7 +142660,7 @@ chamfer = 4 - + 9445ca40-cc73-4861-a455-146308676855 Range @@ -143073,14 +142677,14 @@ chamfer = 4 - 11872 - 8116 + 12263 + 8266 98 44 - 11924 - 8138 + 12315 + 8288 @@ -143097,14 +142701,14 @@ chamfer = 4 - 11874 - 8118 + 12265 + 8268 38 20 - 11893 - 8128 + 12284 + 8278 @@ -143147,14 +142751,14 @@ chamfer = 4 - 11874 - 8138 + 12265 + 8288 38 20 - 11893 - 8148 + 12284 + 8298 @@ -143194,14 +142798,14 @@ chamfer = 4 - 11936 - 8118 + 12327 + 8268 32 40 - 11952 - 8138 + 12343 + 8288 @@ -143211,7 +142815,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -143232,14 +142836,14 @@ chamfer = 4 - 11709 - 8090 + 12100 + 8240 40 16 - 11729 - 8098 + 12120 + 8248 @@ -143247,7 +142851,7 @@ chamfer = 4 - + 825ea536-aebb-41e9-af32-8baeb2ecb590 Deconstruct Domain @@ -143264,14 +142868,14 @@ chamfer = 4 - 11817 - 8210 + 12208 + 8360 92 44 - 11869 - 8232 + 12260 + 8382 @@ -143289,14 +142893,14 @@ chamfer = 4 - 11819 - 8212 + 12210 + 8362 38 40 - 11838 - 8232 + 12229 + 8382 @@ -143315,14 +142919,14 @@ chamfer = 4 - 11881 - 8212 + 12272 + 8362 26 20 - 11894 - 8222 + 12285 + 8372 @@ -143341,14 +142945,14 @@ chamfer = 4 - 11881 - 8232 + 12272 + 8382 26 20 - 11894 - 8242 + 12285 + 8392 @@ -143358,7 +142962,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -143379,14 +142983,14 @@ chamfer = 4 - 11108 - 7586 + 11468 + 7736 40 16 - 11128 - 7594 + 11488 + 7744 @@ -143394,7 +142998,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -143415,14 +143019,14 @@ chamfer = 4 - 11131 - 7624 + 11522 + 7774 40 16 - 11151 - 7632 + 11542 + 7782 @@ -143430,7 +143034,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -143451,14 +143055,14 @@ chamfer = 4 - 11105 - 7608 + 11465 + 7758 40 16 - 11125 - 7616 + 11485 + 7766 @@ -143466,7 +143070,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -143487,14 +143091,14 @@ chamfer = 4 - 11018 - 7586 + 11378 + 7736 40 16 - 11038 - 7594 + 11398 + 7744 @@ -143502,7 +143106,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -143523,14 +143127,14 @@ chamfer = 4 - 11080 - 7099 + 11440 + 7249 40 16 - 11100 - 7107 + 11460 + 7257 @@ -143538,7 +143142,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -143559,14 +143163,14 @@ chamfer = 4 - 11375 - 7182 + 11776 + 7180 40 16 - 11395 - 7190 + 11796 + 7188 @@ -143574,7 +143178,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -143595,14 +143199,14 @@ chamfer = 4 - 11377 - 7200 + 11778 + 7198 40 16 - 11397 - 7208 + 11798 + 7206 @@ -143610,7 +143214,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -143631,14 +143235,14 @@ chamfer = 4 - 11377 - 7217 + 11778 + 7215 40 16 - 11397 - 7225 + 11798 + 7223 @@ -143646,7 +143250,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -143667,14 +143271,14 @@ chamfer = 4 - 10960 - 7546 + 11320 + 7696 40 16 - 10980 - 7554 + 11340 + 7704 @@ -143682,7 +143286,7 @@ chamfer = 4 - + ce46b74e-00c9-43c4-805a-193b69ea4a11 Multiplication @@ -143699,14 +143303,14 @@ chamfer = 4 - 10964 - 7246 + 11295 + 7391 70 44 - 10989 - 7268 + 11320 + 7413 @@ -143733,14 +143337,14 @@ chamfer = 4 - 10966 - 7248 + 11297 + 7393 11 20 - 10971.5 - 7258 + 11302.5 + 7403 @@ -143759,14 +143363,14 @@ chamfer = 4 - 10966 - 7268 + 11297 + 7413 11 20 - 10971.5 - 7278 + 11302.5 + 7423 @@ -143806,14 +143410,14 @@ chamfer = 4 - 11001 - 7248 + 11332 + 7393 31 40 - 11016.5 - 7268 + 11347.5 + 7413 @@ -143825,7 +143429,7 @@ chamfer = 4 - + 9c007a04-d0d9-48e4-9da3-9ba142bc4d46 Subtraction @@ -143842,14 +143446,14 @@ chamfer = 4 - 11042 - 7262 + 11391 + 7381 70 44 - 11067 - 7284 + 11416 + 7403 @@ -143875,14 +143479,14 @@ chamfer = 4 - 11044 - 7264 + 11393 + 7383 11 20 - 11049.5 - 7274 + 11398.5 + 7393 @@ -143901,14 +143505,14 @@ chamfer = 4 - 11044 - 7284 + 11393 + 7403 11 20 - 11049.5 - 7294 + 11398.5 + 7413 @@ -143948,14 +143552,14 @@ chamfer = 4 - 11079 - 7264 + 11428 + 7383 31 40 - 11094.5 - 7284 + 11443.5 + 7403 @@ -143967,7 +143571,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -143981,21 +143585,21 @@ chamfer = 4 Relay false - e1d3168b-a645-4ca8-bbaf-2a2f81377c13 + 93e12954-4580-4285-81dd-c98fc4e85109 1 - 11316 - 7190 + 11717 + 7188 40 16 - 11336 - 7198 + 11737 + 7196 @@ -144003,7 +143607,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -144024,14 +143628,14 @@ chamfer = 4 - 11370 - 7161 + 11775 + 7159 40 16 - 11390 - 7169 + 11795 + 7167 @@ -144039,7 +143643,7 @@ chamfer = 4 - + c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group @@ -144068,7 +143672,7 @@ chamfer = 4 - + 4c619bc9-39fd-4717-82a6-1e07ea237bbe Line SDL @@ -144085,14 +143689,14 @@ chamfer = 4 - 10869 - 7113 + 11158 + 7299 94 64 - 10927 - 7145 + 11216 + 7331 @@ -144109,14 +143713,14 @@ chamfer = 4 - 10871 - 7115 + 11160 + 7301 44 20 - 10893 - 7125 + 11182 + 7311 @@ -144160,14 +143764,14 @@ chamfer = 4 - 10871 - 7135 + 11160 + 7321 44 20 - 10893 - 7145 + 11182 + 7331 @@ -144211,14 +143815,14 @@ chamfer = 4 - 10871 - 7155 + 11160 + 7341 44 20 - 10893 - 7165 + 11182 + 7351 @@ -144257,14 +143861,14 @@ chamfer = 4 - 10939 - 7115 + 11228 + 7301 22 60 - 10950 - 7145 + 11239 + 7331 @@ -144274,7 +143878,7 @@ chamfer = 4 - + ce46b74e-00c9-43c4-805a-193b69ea4a11 Multiplication @@ -144291,14 +143895,14 @@ chamfer = 4 - 11052 - 7185 + 11351 + 7112 70 44 - 11077 - 7207 + 11376 + 7134 @@ -144325,14 +143929,14 @@ chamfer = 4 - 11054 - 7187 + 11353 + 7114 11 20 - 11059.5 - 7197 + 11358.5 + 7124 @@ -144351,14 +143955,14 @@ chamfer = 4 - 11054 - 7207 + 11353 + 7134 11 20 - 11059.5 - 7217 + 11358.5 + 7144 @@ -144398,14 +144002,14 @@ chamfer = 4 - 11089 - 7187 + 11388 + 7114 31 40 - 11104.5 - 7207 + 11403.5 + 7134 @@ -144417,7 +144021,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -144438,14 +144042,14 @@ chamfer = 4 - 11159 - 7276 + 11550 + 7426 40 16 - 11179 - 7284 + 11570 + 7434 @@ -144453,7 +144057,7 @@ chamfer = 4 - + ce46b74e-00c9-43c4-805a-193b69ea4a11 Multiplication @@ -144470,14 +144074,14 @@ chamfer = 4 - 10995 - 7496 + 11355 + 7646 70 44 - 11020 - 7518 + 11380 + 7668 @@ -144504,14 +144108,14 @@ chamfer = 4 - 10997 - 7498 + 11357 + 7648 11 20 - 11002.5 - 7508 + 11362.5 + 7658 @@ -144530,14 +144134,14 @@ chamfer = 4 - 10997 - 7518 + 11357 + 7668 11 20 - 11002.5 - 7528 + 11362.5 + 7678 @@ -144577,14 +144181,14 @@ chamfer = 4 - 11032 - 7498 + 11392 + 7648 31 40 - 11047.5 - 7518 + 11407.5 + 7668 @@ -144596,7 +144200,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -144617,14 +144221,14 @@ chamfer = 4 - 7022 - 3475 + 7382 + 3451 40 16 - 7042 - 3483 + 7402 + 3459 @@ -144632,7 +144236,7 @@ chamfer = 4 - + c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group @@ -144657,7 +144261,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -144678,14 +144282,14 @@ chamfer = 4 - 6986 - 3424 + 7346 + 3400 40 16 - 7006 - 3432 + 7366 + 3408 @@ -144693,7 +144297,7 @@ chamfer = 4 - + c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group @@ -144718,7 +144322,7 @@ chamfer = 4 - + ccc7b468-e743-4049-891f-299432545898 Curve Middle @@ -144735,14 +144339,14 @@ chamfer = 4 - 10180 - 7290 + 10540 + 7440 101 28 - 10224 - 7304 + 10584 + 7454 @@ -144760,14 +144364,14 @@ chamfer = 4 - 10182 - 7292 + 10542 + 7442 30 24 - 10197 - 7304 + 10557 + 7454 @@ -144786,14 +144390,14 @@ chamfer = 4 - 10236 - 7292 + 10596 + 7442 43 24 - 10257.5 - 7304 + 10617.5 + 7454 @@ -144803,7 +144407,7 @@ chamfer = 4 - + 5edaea74-32cb-4586-bd72-66694eb73160 Rotate Direction @@ -144820,14 +144424,14 @@ chamfer = 4 - 10610 - 7246 + 10977 + 7293 126 84 - 10672 - 7288 + 11039 + 7335 @@ -144845,14 +144449,14 @@ chamfer = 4 - 10612 - 7248 + 10979 + 7295 48 20 - 10636 - 7258 + 11003 + 7305 @@ -144872,14 +144476,14 @@ chamfer = 4 - 10612 - 7268 + 10979 + 7315 48 20 - 10636 - 7278 + 11003 + 7325 @@ -144923,14 +144527,14 @@ chamfer = 4 - 10612 - 7288 + 10979 + 7335 48 20 - 10636 - 7298 + 11003 + 7345 @@ -144973,14 +144577,14 @@ chamfer = 4 - 10612 - 7308 + 10979 + 7355 48 20 - 10636 - 7318 + 11003 + 7365 @@ -145023,14 +144627,14 @@ chamfer = 4 - 10684 - 7248 + 11051 + 7295 50 40 - 10709 - 7268 + 11076 + 7315 @@ -145049,14 +144653,14 @@ chamfer = 4 - 10684 - 7288 + 11051 + 7335 50 40 - 10709 - 7308 + 11076 + 7355 @@ -145066,7 +144670,7 @@ chamfer = 4 - + 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider @@ -145085,14 +144689,14 @@ chamfer = 4 - 10311 - 7095 + 10672 + 7246 198 20 - 10311.58 - 7095.086 + 10672.22 + 7246.222 @@ -145111,7 +144715,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -145132,14 +144736,14 @@ chamfer = 4 - 11090 - 7469 + 11450 + 7619 40 16 - 11110 - 7477 + 11470 + 7627 @@ -145147,7 +144751,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -145168,14 +144772,14 @@ chamfer = 4 - 11179 - 7396 + 11570 + 7546 40 16 - 11199 - 7404 + 11590 + 7554 @@ -145183,7 +144787,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -145204,14 +144808,14 @@ chamfer = 4 - 11150 - 7442 + 11541 + 7592 40 16 - 11170 - 7450 + 11561 + 7600 @@ -145219,7 +144823,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -145240,14 +144844,14 @@ chamfer = 4 - 11059 - 7376 + 11419 + 7526 40 16 - 11079 - 7384 + 11439 + 7534 @@ -145255,7 +144859,7 @@ chamfer = 4 - + 9c85271f-89fa-4e9f-9f4a-d75802120ccc Division @@ -145272,14 +144876,14 @@ chamfer = 4 - 10463 - 7303 + 11186 + 7387 70 44 - 10488 - 7325 + 11211 + 7409 @@ -145297,14 +144901,14 @@ chamfer = 4 - 10465 - 7305 + 11188 + 7389 11 20 - 10470.5 - 7315 + 11193.5 + 7399 @@ -145317,21 +144921,21 @@ chamfer = 4 B B false - d264fa13-374f-4ecb-8606-ad23f340b8ad + 3544ade0-bff1-4a94-b95b-ee4c63400f3d 1 - 10465 - 7325 + 11188 + 7409 11 20 - 10470.5 - 7335 + 11193.5 + 7419 @@ -145348,8 +144952,8 @@ chamfer = 4 - Grasshopper.Kernel.Types.GH_Integer - 1 + Grasshopper.Kernel.Types.GH_Number + 3.1415926535897931 @@ -145371,14 +144975,14 @@ chamfer = 4 - 10500 - 7305 + 11223 + 7389 31 40 - 10515.5 - 7325 + 11238.5 + 7409 @@ -145388,7 +144992,7 @@ chamfer = 4 - + 439a55a5-2f9e-4f66-9de2-32f24fec2ef5 Plane Surface @@ -145406,14 +145010,14 @@ chamfer = 4 - 10356 - 7493 + 10716 + 7643 89 64 - 10403 - 7525 + 10763 + 7675 @@ -145431,14 +145035,14 @@ chamfer = 4 - 10358 - 7495 + 10718 + 7645 33 20 - 10374.5 - 7505 + 10734.5 + 7655 @@ -145488,14 +145092,14 @@ chamfer = 4 - 10358 - 7515 + 10718 + 7665 33 20 - 10374.5 - 7525 + 10734.5 + 7675 @@ -145538,14 +145142,14 @@ chamfer = 4 - 10358 - 7535 + 10718 + 7685 33 20 - 10374.5 - 7545 + 10734.5 + 7695 @@ -145587,14 +145191,14 @@ chamfer = 4 - 10415 - 7495 + 10775 + 7645 28 60 - 10429 - 7525 + 10789 + 7675 @@ -145604,7 +145208,7 @@ chamfer = 4 - + fad344bc-09b1-4855-a2e6-437ef5715fe3 YZ Plane @@ -145621,14 +145225,14 @@ chamfer = 4 - 10147 - 7392 + 10507 + 7542 86 28 - 10191 - 7406 + 10551 + 7556 @@ -145645,14 +145249,14 @@ chamfer = 4 - 10149 - 7394 + 10509 + 7544 30 24 - 10164 - 7406 + 10524 + 7556 @@ -145696,14 +145300,14 @@ chamfer = 4 - 10203 - 7394 + 10563 + 7544 28 24 - 10217 - 7406 + 10577 + 7556 @@ -145713,15 +145317,16 @@ chamfer = 4 - + d7ee52ff-89b8-4d1a-8662-3e0dd391d0af Project - + Project a curve onto a Brep. + true 53bb080b-71e2-4f45-9377-334e0e4eff9d Project Project @@ -145730,14 +145335,14 @@ chamfer = 4 - 10262 - 7607 + 11562 + 7349 102 64 - 10320 - 7639 + 11620 + 7381 @@ -145755,14 +145360,14 @@ chamfer = 4 - 10264 - 7609 + 11564 + 7351 44 20 - 10286 - 7619 + 11586 + 7361 @@ -145782,14 +145387,14 @@ chamfer = 4 - 10264 - 7629 + 11564 + 7371 44 20 - 10286 - 7639 + 11586 + 7381 @@ -145808,14 +145413,14 @@ chamfer = 4 - 10264 - 7649 + 11564 + 7391 44 20 - 10286 - 7659 + 11586 + 7401 @@ -145859,14 +145464,14 @@ chamfer = 4 - 10332 - 7609 + 11632 + 7351 30 60 - 10347 - 7639 + 11647 + 7381 @@ -145876,7 +145481,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -145897,14 +145502,14 @@ chamfer = 4 - 10184 - 7509 + 10544 + 7659 40 16 - 10204 - 7517 + 10564 + 7667 @@ -145912,7 +145517,7 @@ chamfer = 4 - + d1a28e95-cf96-4936-bf34-8bf142d731bf Construct Domain @@ -145929,14 +145534,14 @@ chamfer = 4 - 10183 - 7550 + 10543 + 7700 128 44 - 10259 - 7572 + 10619 + 7722 @@ -145954,14 +145559,14 @@ chamfer = 4 - 10185 - 7552 + 10545 + 7702 62 20 - 10216 - 7562 + 10576 + 7712 @@ -146001,14 +145606,14 @@ chamfer = 4 - 10185 - 7572 + 10545 + 7722 62 20 - 10216 - 7582 + 10576 + 7732 @@ -146047,14 +145652,14 @@ chamfer = 4 - 10271 - 7552 + 10631 + 7702 38 40 - 10290 - 7572 + 10650 + 7722 @@ -146064,7 +145669,7 @@ chamfer = 4 - + a3371040-e552-4bc8-b0ff-10a840258e88 Negative @@ -146081,14 +145686,14 @@ chamfer = 4 - 10056 - 7537 + 10416 + 7687 88 28 - 10099 - 7551 + 10459 + 7701 @@ -146106,14 +145711,14 @@ chamfer = 4 - 10058 - 7539 + 10418 + 7689 29 24 - 10072.5 - 7551 + 10432.5 + 7701 @@ -146132,14 +145737,14 @@ chamfer = 4 - 10111 - 7539 + 10471 + 7689 31 24 - 10126.5 - 7551 + 10486.5 + 7701 @@ -146149,7 +145754,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -146170,14 +145775,14 @@ chamfer = 4 - 10071 - 7426 + 10708 + 7335 40 16 - 10091 - 7434 + 10728 + 7343 @@ -146185,7 +145790,7 @@ chamfer = 4 - + 9c85271f-89fa-4e9f-9f4a-d75802120ccc Division @@ -146202,14 +145807,14 @@ chamfer = 4 - 10164 - 7439 + 10845 + 7331 70 44 - 10189 - 7461 + 10870 + 7353 @@ -146227,14 +145832,14 @@ chamfer = 4 - 10166 - 7441 + 10847 + 7333 11 20 - 10171.5 - 7451 + 10852.5 + 7343 @@ -146253,14 +145858,14 @@ chamfer = 4 - 10166 - 7461 + 10847 + 7353 11 20 - 10171.5 - 7471 + 10852.5 + 7363 @@ -146300,14 +145905,14 @@ chamfer = 4 - 10201 - 7441 + 10882 + 7333 31 40 - 10216.5 - 7461 + 10897.5 + 7353 @@ -146317,7 +145922,7 @@ chamfer = 4 - + 6b021f56-b194-4210-b9a1-6cef3b7d0848 Evaluate Length @@ -146334,14 +145939,14 @@ chamfer = 4 - 10441 - 7683 + 10801 + 7833 132 64 - 10509 - 7715 + 10869 + 7865 @@ -146359,14 +145964,14 @@ chamfer = 4 - 10443 - 7685 + 10803 + 7835 54 20 - 10470 - 7695 + 10830 + 7845 @@ -146385,14 +145990,14 @@ chamfer = 4 - 10443 - 7705 + 10803 + 7855 54 20 - 10470 - 7715 + 10830 + 7865 @@ -146431,14 +146036,14 @@ chamfer = 4 - 10443 - 7725 + 10803 + 7875 54 20 - 10470 - 7735 + 10830 + 7885 @@ -146477,14 +146082,14 @@ chamfer = 4 - 10521 - 7685 + 10881 + 7835 50 20 - 10546 - 7695 + 10906 + 7845 @@ -146503,14 +146108,14 @@ chamfer = 4 - 10521 - 7705 + 10881 + 7855 50 20 - 10546 - 7715 + 10906 + 7865 @@ -146529,14 +146134,14 @@ chamfer = 4 - 10521 - 7725 + 10881 + 7875 50 20 - 10546 - 7735 + 10906 + 7885 @@ -146546,7 +146151,7 @@ chamfer = 4 - + 4c619bc9-39fd-4717-82a6-1e07ea237bbe Line SDL @@ -146564,14 +146169,14 @@ chamfer = 4 - 10503 - 7602 + 10953 + 7763 94 64 - 10561 - 7634 + 11011 + 7795 @@ -146589,14 +146194,14 @@ chamfer = 4 - 10505 - 7604 + 10955 + 7765 44 20 - 10527 - 7614 + 10977 + 7775 @@ -146616,14 +146221,14 @@ chamfer = 4 - 10505 - 7624 + 10955 + 7785 44 20 - 10527 - 7634 + 10977 + 7795 @@ -146667,14 +146272,14 @@ chamfer = 4 - 10505 - 7644 + 10955 + 7805 44 20 - 10527 - 7654 + 10977 + 7815 @@ -146713,14 +146318,14 @@ chamfer = 4 - 10573 - 7604 + 11023 + 7765 22 60 - 10584 - 7634 + 11034 + 7795 @@ -146730,7 +146335,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -146751,14 +146356,14 @@ chamfer = 4 - 10480 - 7419 + 10840 + 7569 40 16 - 10500 - 7427 + 10860 + 7577 @@ -146766,7 +146371,7 @@ chamfer = 4 - + 9c85271f-89fa-4e9f-9f4a-d75802120ccc Division @@ -146783,14 +146388,14 @@ chamfer = 4 - 10511 - 7528 + 10871 + 7678 70 44 - 10536 - 7550 + 10896 + 7700 @@ -146808,14 +146413,14 @@ chamfer = 4 - 10513 - 7530 + 10873 + 7680 11 20 - 10518.5 - 7540 + 10878.5 + 7690 @@ -146834,14 +146439,14 @@ chamfer = 4 - 10513 - 7550 + 10873 + 7700 11 20 - 10518.5 - 7560 + 10878.5 + 7710 @@ -146881,14 +146486,14 @@ chamfer = 4 - 10548 - 7530 + 10908 + 7680 31 40 - 10563.5 - 7550 + 10923.5 + 7700 @@ -146898,7 +146503,7 @@ chamfer = 4 - + b464fccb-50e7-41bd-9789-8438db9bea9f Angle @@ -146915,14 +146520,14 @@ chamfer = 4 - 10609 - 7528 + 10970 + 7662 103 64 - 10667 - 7560 + 11028 + 7694 @@ -146939,14 +146544,14 @@ chamfer = 4 - 10611 - 7530 + 10972 + 7664 44 20 - 10633 - 7540 + 10994 + 7674 @@ -146990,14 +146595,14 @@ chamfer = 4 - 10611 - 7550 + 10972 + 7684 44 20 - 10633 - 7560 + 10994 + 7694 @@ -147016,14 +146621,14 @@ chamfer = 4 - 10611 - 7570 + 10972 + 7704 44 20 - 10633 - 7580 + 10994 + 7714 @@ -147042,14 +146647,14 @@ chamfer = 4 - 10679 - 7530 + 11040 + 7664 31 30 - 10694.5 - 7545 + 11055.5 + 7679 @@ -147068,14 +146673,14 @@ chamfer = 4 - 10679 - 7560 + 11040 + 7694 31 30 - 10694.5 - 7575 + 11055.5 + 7709 @@ -147085,7 +146690,7 @@ chamfer = 4 - + 0d77c51e-584f-44e8-aed2-c2ddf4803888 Degrees @@ -147102,14 +146707,14 @@ chamfer = 4 - 10732 - 7537 + 11092 + 7687 108 28 - 10785 - 7551 + 11145 + 7701 @@ -147127,14 +146732,14 @@ chamfer = 4 - 10734 - 7539 + 11094 + 7689 39 24 - 10753.5 - 7551 + 11113.5 + 7701 @@ -147153,14 +146758,14 @@ chamfer = 4 - 10797 - 7539 + 11157 + 7689 41 24 - 10817.5 - 7551 + 11177.5 + 7701 @@ -147170,7 +146775,7 @@ chamfer = 4 - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -147192,8 +146797,8 @@ chamfer = 4 - 10555 - 7384 + 11124 + 7582 114 20 @@ -147201,8 +146806,8 @@ chamfer = 4 0 0 - 10555.59 - 7384.025 + 11124.14 + 7582.938 @@ -147211,7 +146816,7 @@ chamfer = 4 255;255;255;255 - true + false false true false @@ -147223,111 +146828,7 @@ chamfer = 4 - - - 0d2ccfb3-9d41-4759-9452-da6a522c3eaa - Pi - - - - - Returns a factor of Pi. - 55b12e3a-a72f-4584-9d23-a0c7619a60ef - Pi - Pi - - - - - - 10355 - 7385 - 40 - 28 - - - 10375 - 7399 - - - - - - Factor to be multiplied by Pi - f4c2b0b4-96c8-426f-82f8-e178c95a03be - Factor - - false - 0 - - - - - - 10357 - 7387 - 6 - 24 - - - 10360 - 7399 - - - - - - 1 - - - - - 1 - {0} - - - - - 1 - - - - - - - - - - - Output value - d264fa13-374f-4ecb-8606-ad23f340b8ad - Output - - false - 0 - - - - - - 10387 - 7387 - 6 - 24 - - - 10390 - 7399 - - - - - - - - - - + 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider @@ -147346,14 +146847,14 @@ chamfer = 4 - 10281 - 7448 + 10642 + 7599 198 20 - 10281.36 - 7448.575 + 10642 + 7599.711 @@ -147372,7 +146873,7 @@ chamfer = 4 - + 33bcf975-a0b2-4b54-99fd-585c893b9e88 Digit Scroller @@ -147400,14 +146901,14 @@ chamfer = 4 - 10230 - 7581 + 10485 + 7866 250 20 - 10230.71 - 7581.475 + 10485.15 + 7866.403 @@ -147415,7 +146916,7 @@ chamfer = 4 - + 7376fe41-74ec-497e-b367-1ffe5072608b Curvature Graph @@ -147433,14 +146934,14 @@ chamfer = 4 - 10487 - 7521 + 10664 + 7902 65 64 - 10538 - 7553 + 10715 + 7934 @@ -147459,14 +146960,14 @@ chamfer = 4 - 10489 - 7523 + 10666 + 7904 37 20 - 10507.5 - 7533 + 10684.5 + 7914 @@ -147485,14 +146986,14 @@ chamfer = 4 - 10489 - 7543 + 10666 + 7924 37 20 - 10507.5 - 7553 + 10684.5 + 7934 @@ -147532,14 +147033,14 @@ chamfer = 4 - 10489 - 7563 + 10666 + 7944 37 20 - 10507.5 - 7573 + 10684.5 + 7954 @@ -147569,7 +147070,7 @@ chamfer = 4 - + 86720a45-ee9e-49d6-b65e-494c06f66e59 Jump @@ -147587,14 +147088,14 @@ chamfer = 4 - 6953 - 3503 + 7313 + 3479 48 48 - 6977 - 3527 + 7337 + 3503 @@ -147602,7 +147103,7 @@ chamfer = 4 - + 86720a45-ee9e-49d6-b65e-494c06f66e59 Jump @@ -147620,14 +147121,14 @@ chamfer = 4 - 17504 - 3413 + 17895 + 3389 48 48 - 17528 - 3437 + 17919 + 3413 @@ -147635,7 +147136,7 @@ chamfer = 4 - + 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider @@ -147654,14 +147155,14 @@ chamfer = 4 - 7692 - 2842 + 8053 + 2668 198 20 - 7692.739 - 2842.311 + 8053.38 + 2668.793 @@ -147680,7 +147181,7 @@ chamfer = 4 - + 888f9c3c-f1e1-4344-94b0-5ee6a45aee11 Pipe Variable @@ -147698,14 +147199,14 @@ chamfer = 4 - 7974 - 2688 + 8334 + 2514 106 84 - 8043 - 2730 + 8403 + 2556 @@ -147723,14 +147224,14 @@ chamfer = 4 - 7976 - 2690 + 8336 + 2516 55 20 - 8003.5 - 2700 + 8363.5 + 2526 @@ -147751,14 +147252,14 @@ chamfer = 4 - 7976 - 2710 + 8336 + 2536 55 20 - 8003.5 - 2720 + 8363.5 + 2546 @@ -147779,14 +147280,14 @@ chamfer = 4 - 7976 - 2730 + 8336 + 2556 55 20 - 8003.5 - 2740 + 8363.5 + 2566 @@ -147805,14 +147306,14 @@ chamfer = 4 - 7976 - 2750 + 8336 + 2576 55 20 - 8003.5 - 2760 + 8363.5 + 2586 @@ -147852,14 +147353,14 @@ chamfer = 4 - 8055 - 2690 + 8415 + 2516 23 80 - 8066.5 - 2730 + 8426.5 + 2556 @@ -147869,7 +147370,7 @@ chamfer = 4 - + 6b021f56-b194-4210-b9a1-6cef3b7d0848 Evaluate Length @@ -147887,14 +147388,14 @@ chamfer = 4 - 7765 - 2602 + 8125 + 2428 164 64 - 7849 - 2634 + 8209 + 2460 @@ -147913,14 +147414,14 @@ chamfer = 4 - 7767 - 2604 + 8127 + 2430 70 20 - 7810 - 2614 + 8170 + 2440 @@ -147939,14 +147440,14 @@ chamfer = 4 - 7767 - 2624 + 8127 + 2450 70 20 - 7810 - 2634 + 8170 + 2460 @@ -147990,14 +147491,14 @@ chamfer = 4 - 7767 - 2644 + 8127 + 2470 70 20 - 7810 - 2654 + 8170 + 2480 @@ -148036,14 +147537,14 @@ chamfer = 4 - 7861 - 2604 + 8221 + 2430 66 20 - 7886 - 2614 + 8246 + 2440 @@ -148062,14 +147563,14 @@ chamfer = 4 - 7861 - 2624 + 8221 + 2450 66 20 - 7886 - 2634 + 8246 + 2460 @@ -148089,14 +147590,14 @@ chamfer = 4 - 7861 - 2644 + 8221 + 2470 66 20 - 7886 - 2654 + 8246 + 2480 @@ -148106,7 +147607,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -148128,13 +147629,13 @@ chamfer = 4 3608 - 3833 + 3809 40 16 3628 - 3841 + 3817 @@ -148142,7 +147643,7 @@ chamfer = 4 - + d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve @@ -148164,13 +147665,13 @@ chamfer = 4 3547 - 3851 + 3829 50 24 3572.168 - 3863.639 + 3841.257 @@ -148178,7 +147679,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -148200,13 +147701,13 @@ chamfer = 4 3493 - 3820 + 3796 40 16 3513 - 3828 + 3804 @@ -148214,7 +147715,7 @@ chamfer = 4 - + 86720a45-ee9e-49d6-b65e-494c06f66e59 Jump @@ -148233,13 +147734,13 @@ chamfer = 4 3555 - 3767 + 3743 48 48 3579 - 3791 + 3767 @@ -148247,7 +147748,7 @@ chamfer = 4 - + 86720a45-ee9e-49d6-b65e-494c06f66e59 Jump @@ -148265,14 +147766,14 @@ chamfer = 4 - 6456 - 3572 + 6816 + 3548 48 48 - 6480 - 3596 + 6840 + 3572 @@ -148280,7 +147781,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -148302,13 +147803,13 @@ chamfer = 4 2936 - 2232 + 2058 40 16 2956 - 2240 + 2066 @@ -148316,7 +147817,7 @@ chamfer = 4 - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -148339,7 +147840,7 @@ chamfer = 4 3597 - 3901 + 3879 160 100 @@ -148348,7 +147849,7 @@ chamfer = 4 0 3597.468 - 3901.926 + 3879.543 @@ -148369,7 +147870,7 @@ chamfer = 4 - + 22990b1f-9be6-477c-ad89-f775cd347105 Flip Curve @@ -148387,14 +147888,14 @@ chamfer = 4 - 15151 - 4440 + 15542 + 4416 88 44 - 15195 - 4462 + 15586 + 4438 @@ -148412,14 +147913,14 @@ chamfer = 4 - 15153 - 4442 + 15544 + 4418 30 20 - 15168 - 4452 + 15559 + 4428 @@ -148438,14 +147939,14 @@ chamfer = 4 - 15153 - 4462 + 15544 + 4438 30 20 - 15168 - 4472 + 15559 + 4448 @@ -148464,14 +147965,14 @@ chamfer = 4 - 15207 - 4442 + 15598 + 4418 30 20 - 15222 - 4452 + 15613 + 4428 @@ -148490,14 +147991,14 @@ chamfer = 4 - 15207 - 4462 + 15598 + 4438 30 20 - 15222 - 4472 + 15613 + 4448 @@ -148507,7 +148008,7 @@ chamfer = 4 - + c75b62fa-0a33-4da7-a5bd-03fd0068fd93 Length @@ -148524,14 +148025,14 @@ chamfer = 4 - 15212 - 4512 + 15603 + 4488 92 28 - 15256 - 4526 + 15647 + 4502 @@ -148549,14 +148050,14 @@ chamfer = 4 - 15214 - 4514 + 15605 + 4490 30 24 - 15229 - 4526 + 15620 + 4502 @@ -148575,14 +148076,14 @@ chamfer = 4 - 15268 - 4514 + 15659 + 4490 34 24 - 15285 - 4526 + 15676 + 4502 @@ -148592,7 +148093,7 @@ chamfer = 4 - + 9c85271f-89fa-4e9f-9f4a-d75802120ccc Division @@ -148609,14 +148110,14 @@ chamfer = 4 - 15234 - 4555 + 15625 + 4531 70 44 - 15259 - 4577 + 15650 + 4553 @@ -148634,14 +148135,14 @@ chamfer = 4 - 15236 - 4557 + 15627 + 4533 11 20 - 15241.5 - 4567 + 15632.5 + 4543 @@ -148660,14 +148161,14 @@ chamfer = 4 - 15236 - 4577 + 15627 + 4553 11 20 - 15241.5 - 4587 + 15632.5 + 4563 @@ -148707,14 +148208,14 @@ chamfer = 4 - 15271 - 4557 + 15662 + 4533 31 40 - 15286.5 - 4577 + 15677.5 + 4553 @@ -148724,7 +148225,7 @@ chamfer = 4 - + 9c85271f-89fa-4e9f-9f4a-d75802120ccc Division @@ -148741,14 +148242,14 @@ chamfer = 4 - 15267 - 4610 + 15658 + 4586 70 44 - 15292 - 4632 + 15683 + 4608 @@ -148766,14 +148267,14 @@ chamfer = 4 - 15269 - 4612 + 15660 + 4588 11 20 - 15274.5 - 4622 + 15665.5 + 4598 @@ -148792,14 +148293,14 @@ chamfer = 4 - 15269 - 4632 + 15660 + 4608 11 20 - 15274.5 - 4642 + 15665.5 + 4618 @@ -148839,14 +148340,14 @@ chamfer = 4 - 15304 - 4612 + 15695 + 4588 31 40 - 15319.5 - 4632 + 15710.5 + 4608 @@ -148856,7 +148357,7 @@ chamfer = 4 - + 9c85271f-89fa-4e9f-9f4a-d75802120ccc Division @@ -148873,14 +148374,14 @@ chamfer = 4 - 15282 - 4675 + 15673 + 4651 70 44 - 15307 - 4697 + 15698 + 4673 @@ -148898,14 +148399,14 @@ chamfer = 4 - 15284 - 4677 + 15675 + 4653 11 20 - 15289.5 - 4687 + 15680.5 + 4663 @@ -148925,14 +148426,14 @@ chamfer = 4 - 15284 - 4697 + 15675 + 4673 11 20 - 15289.5 - 4707 + 15680.5 + 4683 @@ -148951,14 +148452,14 @@ chamfer = 4 - 15319 - 4677 + 15710 + 4653 31 40 - 15334.5 - 4697 + 15725.5 + 4673 @@ -148968,7 +148469,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -148989,14 +148490,14 @@ chamfer = 4 - 16274 - 4304 + 16665 + 4280 40 16 - 16294 - 4312 + 16685 + 4288 @@ -149004,7 +148505,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -149025,14 +148526,14 @@ chamfer = 4 - 16279 - 4232 + 16670 + 4208 40 16 - 16299 - 4240 + 16690 + 4216 @@ -149040,7 +148541,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -149060,14 +148561,14 @@ chamfer = 4 - 15983 - 4243 + 16374 + 4219 40 16 - 16003 - 4251 + 16394 + 4227 @@ -149075,7 +148576,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -149096,14 +148597,14 @@ chamfer = 4 - 15077 - 4468 + 15468 + 4444 40 16 - 15097 - 4476 + 15488 + 4452 @@ -149111,7 +148612,7 @@ chamfer = 4 - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -149132,8 +148633,8 @@ chamfer = 4 - 15992 - 4745 + 16384 + 4723 284 277 @@ -149141,8 +148642,8 @@ chamfer = 4 0 0 - 15992.2 - 4745.639 + 16384.05 + 4723.258 @@ -149163,7 +148664,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -149184,14 +148685,14 @@ chamfer = 4 - 15146 - 4758 + 15537 + 4734 40 16 - 15166 - 4766 + 15557 + 4742 @@ -149199,7 +148700,7 @@ chamfer = 4 - + f80cfe18-9510-4b89-8301-8e58faf423bb Flatten Tree @@ -149216,14 +148717,14 @@ chamfer = 4 - 15224 - 4825 + 15615 + 4801 76 44 - 15262 - 4847 + 15653 + 4823 @@ -149242,14 +148743,14 @@ chamfer = 4 - 15226 - 4827 + 15617 + 4803 24 20 - 15238 - 4837 + 15629 + 4813 @@ -149268,14 +148769,14 @@ chamfer = 4 - 15226 - 4847 + 15617 + 4823 24 20 - 15238 - 4857 + 15629 + 4833 @@ -149315,14 +148816,14 @@ chamfer = 4 - 15274 - 4827 + 15665 + 4803 24 40 - 15286 - 4847 + 15677 + 4823 @@ -149332,7 +148833,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -149354,13 +148855,13 @@ chamfer = 4 4387 - 3102 + 2928 40 16 4407 - 3110 + 2936 @@ -149368,7 +148869,7 @@ chamfer = 4 - + c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group @@ -149394,7 +148895,7 @@ chamfer = 4 - + e2039b07-d3f3-40f8-af88-d74fed238727 Insert Items @@ -149413,13 +148914,13 @@ chamfer = 4 4436 - 3156 + 2982 114 84 4501 - 3198 + 3024 @@ -149440,13 +148941,13 @@ chamfer = 4 4438 - 3158 + 2984 51 20 4471.5 - 3168 + 2994 @@ -149469,13 +148970,13 @@ chamfer = 4 4438 - 3178 + 3004 51 20 4471.5 - 3188 + 3014 @@ -149498,13 +148999,13 @@ chamfer = 4 4438 - 3198 + 3024 51 20 4471.5 - 3208 + 3034 @@ -149549,13 +149050,13 @@ chamfer = 4 4438 - 3218 + 3044 51 20 4471.5 - 3228 + 3054 @@ -149597,13 +149098,13 @@ chamfer = 4 4513 - 3158 + 2984 35 80 4522.5 - 3198 + 3024 @@ -149613,7 +149114,7 @@ chamfer = 4 - + 22990b1f-9be6-477c-ad89-f775cd347105 Flip Curve @@ -149632,13 +149133,13 @@ chamfer = 4 4448 - 3101 + 2927 88 44 4492 - 3123 + 2949 @@ -149657,13 +149158,13 @@ chamfer = 4 4450 - 3103 + 2929 30 20 4465 - 3113 + 2939 @@ -149683,13 +149184,13 @@ chamfer = 4 4450 - 3123 + 2949 30 20 4465 - 3133 + 2959 @@ -149709,13 +149210,13 @@ chamfer = 4 4504 - 3103 + 2929 30 20 4519 - 3113 + 2939 @@ -149735,13 +149236,13 @@ chamfer = 4 4504 - 3123 + 2949 30 20 4519 - 3133 + 2959 @@ -149751,7 +149252,7 @@ chamfer = 4 - + 11bbd48b-bb0a-4f1b-8167-fa297590390d End Points @@ -149770,13 +149271,13 @@ chamfer = 4 4566 - 2991 + 2817 84 44 4610 - 3013 + 2839 @@ -149795,13 +149296,13 @@ chamfer = 4 4568 - 2993 + 2819 30 40 4583 - 3013 + 2839 @@ -149821,13 +149322,13 @@ chamfer = 4 4622 - 2993 + 2819 26 20 4635 - 3003 + 2829 @@ -149847,13 +149348,13 @@ chamfer = 4 4622 - 3013 + 2839 26 20 4635 - 3023 + 2849 @@ -149863,7 +149364,7 @@ chamfer = 4 - + 6b021f56-b194-4210-b9a1-6cef3b7d0848 Evaluate Length @@ -149881,14 +149382,14 @@ chamfer = 4 - 4735 - 2934 + 4953 + 2779 132 64 - 4803 - 2966 + 5021 + 2811 @@ -149906,14 +149407,14 @@ chamfer = 4 - 4737 - 2936 + 4955 + 2781 54 20 - 4764 - 2946 + 4982 + 2791 @@ -149932,14 +149433,14 @@ chamfer = 4 - 4737 - 2956 + 4955 + 2801 54 20 - 4764 - 2966 + 4982 + 2811 @@ -149978,14 +149479,14 @@ chamfer = 4 - 4737 - 2976 + 4955 + 2821 54 20 - 4764 - 2986 + 4982 + 2831 @@ -150024,14 +149525,14 @@ chamfer = 4 - 4815 - 2936 + 5033 + 2781 50 20 - 4840 - 2946 + 5058 + 2791 @@ -150050,14 +149551,14 @@ chamfer = 4 - 4815 - 2956 + 5033 + 2801 50 20 - 4840 - 2966 + 5058 + 2811 @@ -150076,14 +149577,14 @@ chamfer = 4 - 4815 - 2976 + 5033 + 2821 50 20 - 4840 - 2986 + 5058 + 2831 @@ -150093,7 +149594,7 @@ chamfer = 4 - + fbac3e32-f100-4292-8692-77240a42fd1a Point @@ -150114,14 +149615,14 @@ chamfer = 4 - 4705 - 3137 + 4736 + 2968 50 24 - 4730.663 - 3149.068 + 4761.663 + 2980.551 @@ -150129,7 +149630,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -150150,14 +149651,14 @@ chamfer = 4 - 7097 - 3665 + 7457 + 3641 40 16 - 7117 - 3673 + 7477 + 3649 @@ -150165,7 +149666,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -150186,14 +149687,14 @@ chamfer = 4 - 7020 - 3694 + 7380 + 3670 40 16 - 7040 - 3702 + 7400 + 3678 @@ -150201,7 +149702,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -150222,14 +149723,14 @@ chamfer = 4 - 6997 - 3657 + 7357 + 3633 40 16 - 7017 - 3665 + 7377 + 3641 @@ -150237,7 +149738,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -150258,14 +149759,14 @@ chamfer = 4 - 6997 - 3723 + 7357 + 3699 40 16 - 7017 - 3731 + 7377 + 3707 @@ -150273,7 +149774,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -150294,14 +149795,14 @@ chamfer = 4 - 6999 - 3755 + 7359 + 3731 40 16 - 7019 - 3763 + 7379 + 3739 @@ -150309,7 +149810,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -150330,14 +149831,14 @@ chamfer = 4 - 6901 - 3755 + 7261 + 3731 40 16 - 6921 - 3763 + 7281 + 3739 @@ -150345,7 +149846,7 @@ chamfer = 4 - + 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider @@ -150364,14 +149865,14 @@ chamfer = 4 - 15109 - 4160 + 15501 + 4137 198 20 - 15109.85 - 4160.101 + 15501.7 + 4137.719 @@ -150390,7 +149891,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -150411,14 +149912,14 @@ chamfer = 4 - 15348 - 4243 + 15739 + 4219 40 16 - 15368 - 4251 + 15759 + 4227 @@ -150426,7 +149927,7 @@ chamfer = 4 - + de131812-96cf-4cef-b9ee-7c7031802751 00000000-0000-0000-0000-000000000000 @@ -150454,14 +149955,14 @@ chamfer = 4 - 15720 - 4156 + 16111 + 4132 166 28 - 15815 - 4170 + 16206 + 4146 @@ -150478,14 +149979,14 @@ chamfer = 4 - 15722 - 4158 + 16113 + 4134 21 24 - 15792.5 - 4170 + 16183.5 + 4146 @@ -150515,7 +150016,7 @@ chamfer = 4 - + 33bcf975-a0b2-4b54-99fd-585c893b9e88 Digit Scroller @@ -150543,14 +150044,14 @@ chamfer = 4 - 10619 - 7970 + 10980 + 8121 250 20 - 10619.93 - 7970.799 + 10980.57 + 8121.935 @@ -150558,7 +150059,7 @@ chamfer = 4 - + 33bcf975-a0b2-4b54-99fd-585c893b9e88 Digit Scroller @@ -150586,14 +150087,14 @@ chamfer = 4 - 10619 - 7922 + 10980 + 8074 250 20 - 10619.98 - 7922.94 + 10980.62 + 8074.075 @@ -150601,7 +150102,7 @@ chamfer = 4 - + 7376fe41-74ec-497e-b367-1ffe5072608b Curvature Graph @@ -150619,14 +150120,14 @@ chamfer = 4 - 10990 - 7905 + 11350 + 8055 65 64 - 11041 - 7937 + 11401 + 8087 @@ -150645,14 +150146,14 @@ chamfer = 4 - 10992 - 7907 + 11352 + 8057 37 20 - 11010.5 - 7917 + 11370.5 + 8067 @@ -150672,14 +150173,14 @@ chamfer = 4 - 10992 - 7927 + 11352 + 8077 37 20 - 11010.5 - 7937 + 11370.5 + 8087 @@ -150719,14 +150220,14 @@ chamfer = 4 - 10992 - 7947 + 11352 + 8097 37 20 - 11010.5 - 7957 + 11370.5 + 8107 @@ -150756,7 +150257,7 @@ chamfer = 4 - + aaa665bd-fd6e-4ccb-8d2c-c5b33072125d Curvature @@ -150774,14 +150275,14 @@ chamfer = 4 - 10524 - 8089 + 10884 + 8239 125 64 - 10588 - 8121 + 10948 + 8271 @@ -150799,14 +150300,14 @@ chamfer = 4 - 10526 - 8091 + 10886 + 8241 50 30 - 10551 - 8106 + 10911 + 8256 @@ -150826,14 +150327,14 @@ chamfer = 4 - 10526 - 8121 + 10886 + 8271 50 30 - 10551 - 8136 + 10911 + 8286 @@ -150852,14 +150353,14 @@ chamfer = 4 - 10600 - 8091 + 10960 + 8241 47 20 - 10623.5 - 8101 + 10983.5 + 8251 @@ -150878,14 +150379,14 @@ chamfer = 4 - 10600 - 8111 + 10960 + 8261 47 20 - 10623.5 - 8121 + 10983.5 + 8271 @@ -150904,14 +150405,14 @@ chamfer = 4 - 10600 - 8131 + 10960 + 8281 47 20 - 10623.5 - 8141 + 10983.5 + 8291 @@ -150921,7 +150422,7 @@ chamfer = 4 - + 23862862-049a-40be-b558-2418aacbd916 Deconstruct Arc @@ -150939,14 +150440,14 @@ chamfer = 4 - 10681 - 8092 + 11041 + 8242 102 64 - 10715 - 8124 + 11075 + 8274 @@ -150964,14 +150465,14 @@ chamfer = 4 - 10683 - 8094 + 11043 + 8244 20 60 - 10693 - 8124 + 11053 + 8274 @@ -150990,14 +150491,14 @@ chamfer = 4 - 10727 - 8094 + 11087 + 8244 54 20 - 10754 - 8104 + 11114 + 8254 @@ -151016,14 +150517,14 @@ chamfer = 4 - 10727 - 8114 + 11087 + 8264 54 20 - 10754 - 8124 + 11114 + 8274 @@ -151042,14 +150543,14 @@ chamfer = 4 - 10727 - 8134 + 11087 + 8284 54 20 - 10754 - 8144 + 11114 + 8294 @@ -151059,15 +150560,16 @@ chamfer = 4 - + 2162e72e-72fc-4bf8-9459-d4d82fa8aa14 Divide Curve - + Divide a curve into equal length segments + true b4fd49de-acb3-4929-aa2f-51f38f3427bd Divide Curve Divide Curve @@ -151076,14 +150578,14 @@ chamfer = 4 - 10379 - 8089 + 10739 + 8239 129 64 - 10423 - 8121 + 10783 + 8271 @@ -151101,14 +150603,14 @@ chamfer = 4 - 10381 - 8091 + 10741 + 8241 30 20 - 10396 - 8101 + 10756 + 8251 @@ -151128,14 +150630,14 @@ chamfer = 4 - 10381 - 8111 + 10741 + 8261 30 20 - 10396 - 8121 + 10756 + 8271 @@ -151174,14 +150676,14 @@ chamfer = 4 - 10381 - 8131 + 10741 + 8281 30 20 - 10396 - 8141 + 10756 + 8291 @@ -151221,14 +150723,14 @@ chamfer = 4 - 10435 - 8091 + 10795 + 8241 71 20 - 10462.5 - 8101 + 10822.5 + 8251 @@ -151248,14 +150750,14 @@ chamfer = 4 - 10435 - 8111 + 10795 + 8261 71 20 - 10462.5 - 8121 + 10822.5 + 8271 @@ -151276,14 +150778,14 @@ chamfer = 4 - 10435 - 8131 + 10795 + 8281 71 20 - 10462.5 - 8141 + 10822.5 + 8291 @@ -151293,7 +150795,7 @@ chamfer = 4 - + 4c4e56eb-2f04-43f9-95a3-cc46a14f495a Line @@ -151311,14 +150813,14 @@ chamfer = 4 - 10377 - 7985 + 10737 + 8135 118 44 - 10443 - 8007 + 10803 + 8157 @@ -151336,14 +150838,14 @@ chamfer = 4 - 10379 - 7987 + 10739 + 8137 52 20 - 10405 - 7997 + 10765 + 8147 @@ -151363,14 +150865,14 @@ chamfer = 4 - 10379 - 8007 + 10739 + 8157 52 20 - 10405 - 8017 + 10765 + 8167 @@ -151390,14 +150892,14 @@ chamfer = 4 - 10455 - 7987 + 10815 + 8137 38 40 - 10466 - 8007 + 10826 + 8157 @@ -151407,7 +150909,7 @@ chamfer = 4 - + 4d2a06bd-4b0f-4c65-9ee0-4220e4c01703 Scale @@ -151425,14 +150927,14 @@ chamfer = 4 - 10532 - 8002 + 10892 + 8152 142 64 - 10610 - 8034 + 10970 + 8184 @@ -151450,14 +150952,14 @@ chamfer = 4 - 10534 - 8004 + 10894 + 8154 64 20 - 10574 - 8014 + 10934 + 8164 @@ -151478,14 +150980,14 @@ chamfer = 4 - 10534 - 8024 + 10894 + 8174 64 20 - 10574 - 8034 + 10934 + 8184 @@ -151529,14 +151031,14 @@ chamfer = 4 - 10534 - 8044 + 10894 + 8194 64 20 - 10574 - 8054 + 10934 + 8204 @@ -151575,14 +151077,14 @@ chamfer = 4 - 10622 - 8004 + 10982 + 8154 50 30 - 10647 - 8019 + 11007 + 8169 @@ -151601,14 +151103,14 @@ chamfer = 4 - 10622 - 8034 + 10982 + 8184 50 30 - 10647 - 8049 + 11007 + 8199 @@ -151618,7 +151120,7 @@ chamfer = 4 - + 11bbd48b-bb0a-4f1b-8167-fa297590390d End Points @@ -151636,14 +151138,14 @@ chamfer = 4 - 10711 - 8018 + 11071 + 8168 84 44 - 10755 - 8040 + 11115 + 8190 @@ -151661,14 +151163,14 @@ chamfer = 4 - 10713 - 8020 + 11073 + 8170 30 40 - 10728 - 8040 + 11088 + 8190 @@ -151687,14 +151189,14 @@ chamfer = 4 - 10767 - 8020 + 11127 + 8170 26 20 - 10780 - 8030 + 11140 + 8180 @@ -151713,14 +151215,14 @@ chamfer = 4 - 10767 - 8040 + 11127 + 8190 26 20 - 10780 - 8050 + 11140 + 8200 @@ -151730,7 +151232,7 @@ chamfer = 4 - + fbac3e32-f100-4292-8692-77240a42fd1a Point @@ -151751,14 +151253,14 @@ chamfer = 4 - 10829 - 8043 + 11190 + 8194 50 24 - 10854.5 - 8055.121 + 11215.14 + 8206.257 @@ -151766,7 +151268,7 @@ chamfer = 4 - + 2b2a4145-3dff-41d4-a8de-1ea9d29eef33 Interpolate @@ -151784,14 +151286,14 @@ chamfer = 4 - 10941 - 8024 + 11301 + 8174 129 84 - 11018 - 8066 + 11378 + 8216 @@ -151811,14 +151313,14 @@ chamfer = 4 - 10943 - 8026 + 11303 + 8176 63 20 - 10982.5 - 8036 + 11342.5 + 8186 @@ -151838,14 +151340,14 @@ chamfer = 4 - 10943 - 8046 + 11303 + 8196 63 20 - 10982.5 - 8056 + 11342.5 + 8206 @@ -151884,14 +151386,14 @@ chamfer = 4 - 10943 - 8066 + 11303 + 8216 63 20 - 10982.5 - 8076 + 11342.5 + 8226 @@ -151930,14 +151432,14 @@ chamfer = 4 - 10943 - 8086 + 11303 + 8236 63 20 - 10982.5 - 8096 + 11342.5 + 8246 @@ -151976,14 +151478,14 @@ chamfer = 4 - 11030 - 8026 + 11390 + 8176 38 26 - 11049 - 8039.333 + 11409 + 8189.333 @@ -152002,14 +151504,14 @@ chamfer = 4 - 11030 - 8052 + 11390 + 8202 38 27 - 11049 - 8066 + 11409 + 8216 @@ -152028,14 +151530,14 @@ chamfer = 4 - 11030 - 8079 + 11390 + 8229 38 27 - 11049 - 8092.667 + 11409 + 8242.666 @@ -152045,7 +151547,7 @@ chamfer = 4 - + 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider @@ -152064,14 +151566,14 @@ chamfer = 4 - 10816 - 8134 + 11177 + 8285 198 20 - 10816.84 - 8134.383 + 11177.48 + 8285.519 @@ -152090,7 +151592,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -152111,14 +151613,14 @@ chamfer = 4 - 10292 - 8079 + 10652 + 8229 40 16 - 10312 - 8087 + 10672 + 8237 @@ -152126,7 +151628,7 @@ chamfer = 4 - + c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group @@ -152166,7 +151668,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -152187,14 +151689,14 @@ chamfer = 4 - 11049 - 8026 + 11409 + 8176 40 16 - 11069 - 8034 + 11429 + 8184 @@ -152202,7 +151704,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -152223,14 +151725,14 @@ chamfer = 4 - 10294 - 8132 + 10654 + 8282 40 16 - 10314 - 8140 + 10674 + 8290 @@ -152238,7 +151740,7 @@ chamfer = 4 - + c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group @@ -152265,7 +151767,7 @@ chamfer = 4 - + 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider @@ -152284,14 +151786,14 @@ chamfer = 4 - 10117 - 8095 + 10477 + 8246 198 20 - 10117.03 - 8095.001 + 10477.67 + 8246.137 @@ -152310,7 +151812,7 @@ chamfer = 4 - + 4c619bc9-39fd-4717-82a6-1e07ea237bbe Line SDL @@ -152328,14 +151830,14 @@ chamfer = 4 - 10835 - 8235 + 11195 + 8385 94 64 - 10893 - 8267 + 11253 + 8417 @@ -152353,14 +151855,14 @@ chamfer = 4 - 10837 - 8237 + 11197 + 8387 44 20 - 10859 - 8247 + 11219 + 8397 @@ -152380,14 +151882,14 @@ chamfer = 4 - 10837 - 8257 + 11197 + 8407 44 20 - 10859 - 8267 + 11219 + 8417 @@ -152431,14 +151933,14 @@ chamfer = 4 - 10837 - 8277 + 11197 + 8427 44 20 - 10859 - 8287 + 11219 + 8437 @@ -152477,14 +151979,14 @@ chamfer = 4 - 10905 - 8237 + 11265 + 8387 22 60 - 10916 - 8267 + 11276 + 8417 @@ -152494,15 +151996,16 @@ chamfer = 4 - + fc6979e4-7e91-4508-8e05-37c680779751 Evaluate Curve - + Evaluate a curve at the specified parameter. + true 6f7a48d6-e3c8-493d-bca8-f00af81ee911 Evaluate Curve Evaluate Curve @@ -152511,14 +152014,14 @@ chamfer = 4 - 10407 - 8197 + 10767 + 8347 118 64 - 10471 - 8229 + 10831 + 8379 @@ -152536,14 +152039,14 @@ chamfer = 4 - 10409 - 8199 + 10769 + 8349 50 30 - 10434 - 8214 + 10794 + 8364 @@ -152563,14 +152066,14 @@ chamfer = 4 - 10409 - 8229 + 10769 + 8379 50 30 - 10434 - 8244 + 10794 + 8394 @@ -152589,14 +152092,14 @@ chamfer = 4 - 10483 - 8199 + 10843 + 8349 40 20 - 10503 - 8209 + 10863 + 8359 @@ -152615,14 +152118,14 @@ chamfer = 4 - 10483 - 8219 + 10843 + 8369 40 20 - 10503 - 8229 + 10863 + 8379 @@ -152641,14 +152144,14 @@ chamfer = 4 - 10483 - 8239 + 10843 + 8389 40 20 - 10503 - 8249 + 10863 + 8399 @@ -152658,7 +152161,7 @@ chamfer = 4 - + 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider @@ -152677,14 +152180,14 @@ chamfer = 4 - 10397 - 8298 + 10757 + 8449 198 20 - 10397.03 - 8298.751 + 10757.67 + 8449.887 @@ -152703,7 +152206,7 @@ chamfer = 4 - + ab14760f-87a6-462e-b481-4a2c26a9a0d7 Derivatives @@ -152721,14 +152224,14 @@ chamfer = 4 - 10632 - 8214 + 10992 + 8364 105 144 - 10696 - 8286 + 11056 + 8436 @@ -152761,14 +152264,14 @@ chamfer = 4 - 10634 - 8216 + 10994 + 8366 50 70 - 10659 - 8251 + 11019 + 8401 @@ -152788,14 +152291,14 @@ chamfer = 4 - 10634 - 8286 + 10994 + 8436 50 70 - 10659 - 8321 + 11019 + 8471 @@ -152814,14 +152317,14 @@ chamfer = 4 - 10708 - 8216 + 11068 + 8366 27 20 - 10721.5 - 8226 + 11081.5 + 8376 @@ -152841,14 +152344,14 @@ chamfer = 4 - 10708 - 8236 + 11068 + 8386 27 20 - 10721.5 - 8246 + 11081.5 + 8396 @@ -152868,14 +152371,14 @@ chamfer = 4 - 10708 - 8256 + 11068 + 8406 27 20 - 10721.5 - 8266 + 11081.5 + 8416 @@ -152895,14 +152398,14 @@ chamfer = 4 - 10708 - 8276 + 11068 + 8426 27 20 - 10721.5 - 8286 + 11081.5 + 8436 @@ -152922,14 +152425,14 @@ chamfer = 4 - 10708 - 8296 + 11068 + 8446 27 20 - 10721.5 - 8306 + 11081.5 + 8456 @@ -152949,14 +152452,14 @@ chamfer = 4 - 10708 - 8316 + 11068 + 8466 27 20 - 10721.5 - 8326 + 11081.5 + 8476 @@ -152976,14 +152479,14 @@ chamfer = 4 - 10708 - 8336 + 11068 + 8486 27 20 - 10721.5 - 8346 + 11081.5 + 8496 @@ -152995,7 +152498,7 @@ chamfer = 4 - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -153017,8 +152520,8 @@ chamfer = 4 - 10812 - 8338 + 11173 + 8489 160 100 @@ -153026,8 +152529,8 @@ chamfer = 4 0 0 - 10812.53 - 8338 + 11173.17 + 8489.136 @@ -153048,7 +152551,7 @@ chamfer = 4 - + a9a8ebd2-fff5-4c44-a8f5-739736d129ba C# Script @@ -153087,14 +152590,14 @@ chamfer = 4 - 15842 - 4335 + 16233 + 4311 101 164 - 15910 - 4417 + 16301 + 4393 @@ -153132,14 +152635,14 @@ chamfer = 4 - 15844 - 4337 + 16235 + 4313 54 20 - 15871 - 4347 + 16262 + 4323 @@ -153162,14 +152665,14 @@ chamfer = 4 - 15844 - 4357 + 16235 + 4333 54 20 - 15871 - 4367 + 16262 + 4343 @@ -153192,14 +152695,14 @@ chamfer = 4 - 15844 - 4377 + 16235 + 4353 54 20 - 15871 - 4387 + 16262 + 4363 @@ -153223,14 +152726,14 @@ chamfer = 4 - 15844 - 4397 + 16235 + 4373 54 20 - 15871 - 4407 + 16262 + 4383 @@ -153253,14 +152756,14 @@ chamfer = 4 - 15844 - 4417 + 16235 + 4393 54 20 - 15871 - 4427 + 16262 + 4403 @@ -153284,14 +152787,14 @@ chamfer = 4 - 15844 - 4437 + 16235 + 4413 54 20 - 15871 - 4447 + 16262 + 4423 @@ -153315,14 +152818,14 @@ chamfer = 4 - 15844 - 4457 + 16235 + 4433 54 20 - 15871 - 4467 + 16262 + 4443 @@ -153346,14 +152849,14 @@ chamfer = 4 - 15844 - 4477 + 16235 + 4453 54 20 - 15871 - 4487 + 16262 + 4463 @@ -153373,14 +152876,14 @@ chamfer = 4 - 15922 - 4337 + 16313 + 4313 19 80 - 15931.5 - 4377 + 16322.5 + 4353 @@ -153399,14 +152902,14 @@ chamfer = 4 - 15922 - 4417 + 16313 + 4393 19 80 - 15931.5 - 4457 + 16322.5 + 4433 @@ -153418,7 +152921,7 @@ chamfer = 4 - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -153439,8 +152942,8 @@ chamfer = 4 - 15582 - 4724 + 15973 + 4701 30 20 @@ -153448,8 +152951,8 @@ chamfer = 4 0 0 - 15582.06 - 4724.313 + 15973.91 + 4701.931 @@ -153478,7 +152981,7 @@ chamfer = 4 - + d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve @@ -153497,14 +153000,14 @@ chamfer = 4 - 15567 - 4648 + 15959 + 4626 50 24 - 15592.65 - 4660.711 + 15984.5 + 4638.328 @@ -153536,7 +153039,7 @@ chamfer = 4 - + fbac3e32-f100-4292-8692-77240a42fd1a Point @@ -153557,14 +153060,14 @@ chamfer = 4 - 15702 - 4571 + 16094 + 4549 50 24 - 15727.37 - 4583.396 + 16119.22 + 4561.014 @@ -153597,7 +153100,7 @@ chamfer = 4 - + 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider @@ -153616,14 +153119,14 @@ chamfer = 4 - 15543 - 4804 + 15935 + 4782 158 20 - 15543.79 - 4804.528 + 15935.64 + 4782.146 @@ -153642,7 +153145,7 @@ chamfer = 4 - + 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider @@ -153661,14 +153164,14 @@ chamfer = 4 - 15544 - 4824 + 15936 + 4801 158 20 - 15544.58 - 4824.169 + 15936.43 + 4801.786 @@ -153687,7 +153190,7 @@ chamfer = 4 - + 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider @@ -153706,14 +153209,14 @@ chamfer = 4 - 15539 - 4783 + 15931 + 4761 158 20 - 15539.49 - 4783.838 + 15931.34 + 4761.455 @@ -153732,7 +153235,7 @@ chamfer = 4 - + 6b021f56-b194-4210-b9a1-6cef3b7d0848 Evaluate Length @@ -153750,14 +153253,14 @@ chamfer = 4 - 15782 - 4583 + 16173 + 4559 49 64 - 15807 - 4615 + 16198 + 4591 @@ -153775,14 +153278,14 @@ chamfer = 4 - 15784 - 4585 + 16175 + 4561 11 20 - 15789.5 - 4595 + 16180.5 + 4571 @@ -153802,14 +153305,14 @@ chamfer = 4 - 15784 - 4605 + 16175 + 4581 11 20 - 15789.5 - 4615 + 16180.5 + 4591 @@ -153829,14 +153332,14 @@ chamfer = 4 - 15784 - 4625 + 16175 + 4601 11 20 - 15789.5 - 4635 + 16180.5 + 4611 @@ -153875,14 +153378,14 @@ chamfer = 4 - 15819 - 4585 + 16210 + 4561 10 20 - 15824 - 4595 + 16215 + 4571 @@ -153901,14 +153404,14 @@ chamfer = 4 - 15819 - 4605 + 16210 + 4581 10 20 - 15824 - 4615 + 16215 + 4591 @@ -153927,14 +153430,14 @@ chamfer = 4 - 15819 - 4625 + 16210 + 4601 10 20 - 15824 - 4635 + 16215 + 4611 @@ -153944,7 +153447,7 @@ chamfer = 4 - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -153965,8 +153468,8 @@ chamfer = 4 - 15646 - 4634 + 16038 + 4612 30 20 @@ -153974,8 +153477,8 @@ chamfer = 4 0 0 - 15646.85 - 4634.836 + 16038.7 + 4612.453 @@ -154004,7 +153507,7 @@ chamfer = 4 - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -154025,8 +153528,8 @@ chamfer = 4 - 15643 - 4660 + 16035 + 4638 49 20 @@ -154034,8 +153537,8 @@ chamfer = 4 0 0 - 15643.96 - 4660.668 + 16035.81 + 4638.285 @@ -154064,7 +153567,7 @@ chamfer = 4 - + 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider @@ -154083,14 +153586,14 @@ chamfer = 4 - 15489 - 4751 + 15881 + 4729 198 20 - 15489.28 - 4751.602 + 15881.13 + 4729.22 @@ -154109,7 +153612,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -154130,14 +153633,14 @@ chamfer = 4 - 15486 - 4221 + 15877 + 4197 40 16 - 15506 - 4229 + 15897 + 4205 @@ -154145,7 +153648,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -154166,14 +153669,14 @@ chamfer = 4 - 15972 - 4291 + 16363 + 4267 40 16 - 15992 - 4299 + 16383 + 4275 @@ -154181,7 +153684,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -154202,14 +153705,14 @@ chamfer = 4 - 15496 - 4250 + 15887 + 4226 40 16 - 15516 - 4258 + 15907 + 4234 @@ -154217,7 +153720,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -154238,14 +153741,14 @@ chamfer = 4 - 15532 - 4281 + 15923 + 4257 40 16 - 15552 - 4289 + 15943 + 4265 @@ -154253,7 +153756,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -154274,14 +153777,14 @@ chamfer = 4 - 15557 - 4306 + 15948 + 4282 40 16 - 15577 - 4314 + 15968 + 4290 @@ -154289,7 +153792,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -154310,14 +153813,14 @@ chamfer = 4 - 15549 - 4332 + 15940 + 4308 40 16 - 15569 - 4340 + 15960 + 4316 @@ -154325,7 +153828,7 @@ chamfer = 4 - + d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve @@ -154346,14 +153849,14 @@ chamfer = 4 - 15514 - 4448 + 15906 + 4426 50 24 - 15539.73 - 4460.662 + 15931.58 + 4438.28 @@ -154361,7 +153864,7 @@ chamfer = 4 - + 6b021f56-b194-4210-b9a1-6cef3b7d0848 Evaluate Length @@ -154379,14 +153882,14 @@ chamfer = 4 - 15419 - 4499 + 15810 + 4475 132 64 - 15487 - 4531 + 15878 + 4507 @@ -154404,14 +153907,14 @@ chamfer = 4 - 15421 - 4501 + 15812 + 4477 54 20 - 15448 - 4511 + 15839 + 4487 @@ -154430,14 +153933,14 @@ chamfer = 4 - 15421 - 4521 + 15812 + 4497 54 20 - 15448 - 4531 + 15839 + 4507 @@ -154476,14 +153979,14 @@ chamfer = 4 - 15421 - 4541 + 15812 + 4517 54 20 - 15448 - 4551 + 15839 + 4527 @@ -154522,14 +154025,14 @@ chamfer = 4 - 15499 - 4501 + 15890 + 4477 50 20 - 15524 - 4511 + 15915 + 4487 @@ -154548,14 +154051,14 @@ chamfer = 4 - 15499 - 4521 + 15890 + 4497 50 20 - 15524 - 4531 + 15915 + 4507 @@ -154574,14 +154077,14 @@ chamfer = 4 - 15499 - 4541 + 15890 + 4517 50 20 - 15524 - 4551 + 15915 + 4527 @@ -154591,7 +154094,7 @@ chamfer = 4 - + d114323a-e6ee-4164-946b-e4ca0ce15efa Circle CNR @@ -154609,14 +154112,14 @@ chamfer = 4 - 15589 - 4505 + 15980 + 4481 93 64 - 15639 - 4537 + 16030 + 4513 @@ -154634,14 +154137,14 @@ chamfer = 4 - 15591 - 4507 + 15982 + 4483 36 20 - 15609 - 4517 + 16000 + 4493 @@ -154661,14 +154164,14 @@ chamfer = 4 - 15591 - 4527 + 15982 + 4503 36 20 - 15609 - 4537 + 16000 + 4513 @@ -154712,14 +154215,14 @@ chamfer = 4 - 15591 - 4547 + 15982 + 4523 36 20 - 15609 - 4557 + 16000 + 4533 @@ -154758,14 +154261,14 @@ chamfer = 4 - 15651 - 4507 + 16042 + 4483 29 60 - 15665.5 - 4537 + 16056.5 + 4513 @@ -154775,7 +154278,7 @@ chamfer = 4 - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -154797,8 +154300,8 @@ chamfer = 4 - 16288 - 4569 + 16680 + 4546 143 100 @@ -154806,8 +154309,8 @@ chamfer = 4 0 0 - 16288.54 - 4569.126 + 16680.39 + 4546.743 @@ -154828,7 +154331,7 @@ chamfer = 4 - + 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider @@ -154847,14 +154350,14 @@ chamfer = 4 - 15508 - 4620 + 15900 + 4598 198 20 - 15508.42 - 4620.747 + 15900.27 + 4598.364 @@ -154873,7 +154376,7 @@ chamfer = 4 - + 6b021f56-b194-4210-b9a1-6cef3b7d0848 Evaluate Length @@ -154891,14 +154394,14 @@ chamfer = 4 - 15780 - 4666 + 16171 + 4642 49 64 - 15805 - 4698 + 16196 + 4674 @@ -154916,14 +154419,14 @@ chamfer = 4 - 15782 - 4668 + 16173 + 4644 11 20 - 15787.5 - 4678 + 16178.5 + 4654 @@ -154943,14 +154446,14 @@ chamfer = 4 - 15782 - 4688 + 16173 + 4664 11 20 - 15787.5 - 4698 + 16178.5 + 4674 @@ -154970,14 +154473,14 @@ chamfer = 4 - 15782 - 4708 + 16173 + 4684 11 20 - 15787.5 - 4718 + 16178.5 + 4694 @@ -155016,14 +154519,14 @@ chamfer = 4 - 15817 - 4668 + 16208 + 4644 10 20 - 15822 - 4678 + 16213 + 4654 @@ -155042,14 +154545,14 @@ chamfer = 4 - 15817 - 4688 + 16208 + 4664 10 20 - 15822 - 4698 + 16213 + 4674 @@ -155068,14 +154571,14 @@ chamfer = 4 - 15817 - 4708 + 16208 + 4684 10 20 - 15822 - 4718 + 16213 + 4694 @@ -155085,7 +154588,7 @@ chamfer = 4 - + 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider @@ -155104,14 +154607,14 @@ chamfer = 4 - 15500 - 4719 + 15892 + 4697 198 20 - 15500.39 - 4719.646 + 15892.24 + 4697.264 @@ -155130,7 +154633,7 @@ chamfer = 4 - + 7376fe41-74ec-497e-b367-1ffe5072608b Curvature Graph @@ -155148,14 +154651,14 @@ chamfer = 4 - 16473 - 4396 + 16864 + 4372 65 64 - 16524 - 4428 + 16915 + 4404 @@ -155174,14 +154677,14 @@ chamfer = 4 - 16475 - 4398 + 16866 + 4374 37 20 - 16493.5 - 4408 + 16884.5 + 4384 @@ -155200,14 +154703,14 @@ chamfer = 4 - 16475 - 4418 + 16866 + 4394 37 20 - 16493.5 - 4428 + 16884.5 + 4404 @@ -155247,14 +154750,14 @@ chamfer = 4 - 16475 - 4438 + 16866 + 4414 37 20 - 16493.5 - 4448 + 16884.5 + 4424 @@ -155284,7 +154787,7 @@ chamfer = 4 - + 33bcf975-a0b2-4b54-99fd-585c893b9e88 Digit Scroller @@ -155312,14 +154815,14 @@ chamfer = 4 - 16281 - 4523 + 16673 + 4501 250 20 - 16281.47 - 4523.981 + 16673.32 + 4501.599 @@ -155327,7 +154830,7 @@ chamfer = 4 - + 20ef81e8-df15-4a0c-acf1-993a7607cafb Brep | Curve @@ -155345,14 +154848,14 @@ chamfer = 4 - 15857 - 4519 + 16248 + 4495 93 44 - 15901 - 4541 + 16292 + 4517 @@ -155370,14 +154873,14 @@ chamfer = 4 - 15859 - 4521 + 16250 + 4497 30 20 - 15874 - 4531 + 16265 + 4507 @@ -155397,14 +154900,14 @@ chamfer = 4 - 15859 - 4541 + 16250 + 4517 30 20 - 15874 - 4551 + 16265 + 4527 @@ -155424,14 +154927,14 @@ chamfer = 4 - 15913 - 4521 + 16304 + 4497 35 20 - 15930.5 - 4531 + 16321.5 + 4507 @@ -155451,14 +154954,14 @@ chamfer = 4 - 15913 - 4541 + 16304 + 4517 35 20 - 15930.5 - 4551 + 16321.5 + 4527 @@ -155468,7 +154971,7 @@ chamfer = 4 - + 59daf374-bc21-4a5e-8282-5504fb7ae9ae List Item @@ -155487,14 +154990,14 @@ chamfer = 4 - 15639 - 4417 + 16030 + 4393 94 64 - 15697 - 4449 + 16088 + 4425 @@ -155524,14 +155027,14 @@ chamfer = 4 - 15641 - 4419 + 16032 + 4395 44 20 - 15671 - 4429 + 16062 + 4405 @@ -155552,14 +155055,14 @@ chamfer = 4 - 15641 - 4439 + 16032 + 4415 44 20 - 15671 - 4449 + 16062 + 4425 @@ -155598,14 +155101,14 @@ chamfer = 4 - 15641 - 4459 + 16032 + 4435 44 20 - 15671 - 4469 + 16062 + 4445 @@ -155646,14 +155149,14 @@ chamfer = 4 - 15709 - 4419 + 16100 + 4395 22 60 - 15712 - 4449 + 16103 + 4425 @@ -155665,7 +155168,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -155686,14 +155189,14 @@ chamfer = 4 - 15577 - 4430 + 15968 + 4406 40 16 - 15597 - 4438 + 15988 + 4414 @@ -155701,7 +155204,7 @@ chamfer = 4 - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -155723,8 +155226,8 @@ chamfer = 4 - 16314 - 4438 + 16706 + 4415 157 100 @@ -155732,8 +155235,8 @@ chamfer = 4 0 0 - 16314.42 - 4438.355 + 16706.27 + 4415.973 @@ -155754,7 +155257,7 @@ chamfer = 4 - + c74efd0e-7fe3-4c2d-8c9d-295c5672fb13 Null Item @@ -155771,14 +155274,14 @@ chamfer = 4 - 16300 - 4677 + 16691 + 4653 128 64 - 16338 - 4709 + 16729 + 4685 @@ -155796,14 +155299,14 @@ chamfer = 4 - 16302 - 4679 + 16693 + 4655 24 60 - 16314 - 4709 + 16705 + 4685 @@ -155822,14 +155325,14 @@ chamfer = 4 - 16350 - 4679 + 16741 + 4655 76 20 - 16380 - 4689 + 16771 + 4665 @@ -155848,14 +155351,14 @@ chamfer = 4 - 16350 - 4699 + 16741 + 4675 76 20 - 16380 - 4709 + 16771 + 4685 @@ -155875,14 +155378,14 @@ chamfer = 4 - 16350 - 4719 + 16741 + 4695 76 20 - 16380 - 4729 + 16771 + 4705 @@ -155892,7 +155395,7 @@ chamfer = 4 - + 5909dbcb-4950-4ce4-9433-7cf9e62ee011 Blend Curve @@ -155910,14 +155413,14 @@ chamfer = 4 - 5023 - 3140 + 5365 + 2912 106 104 - 5086 - 3192 + 5428 + 2964 @@ -155928,21 +155431,21 @@ chamfer = 4 Curve A Curve A false - 83ac0dac-ca80-43ee-9e66-f05533a515a6 + c4e2746e-b108-4369-925e-ee29f8d2536c 1 - 5025 - 3142 + 5367 + 2914 49 20 - 5049.5 - 3152 + 5391.5 + 2924 @@ -155955,21 +155458,21 @@ chamfer = 4 Curve B Curve B false - 5d55784c-d61e-4fd6-88d5-6c3328e5cc90 + c90a6d2b-baa4-4014-b8dd-7145aabee813 1 - 5025 - 3162 + 5367 + 2934 49 20 - 5049.5 - 3172 + 5391.5 + 2944 @@ -155989,14 +155492,14 @@ chamfer = 4 - 5025 - 3182 + 5367 + 2954 49 20 - 5049.5 - 3192 + 5391.5 + 2964 @@ -156036,14 +155539,14 @@ chamfer = 4 - 5025 - 3202 + 5367 + 2974 49 20 - 5049.5 - 3212 + 5391.5 + 2984 @@ -156082,14 +155585,14 @@ chamfer = 4 - 5025 - 3222 + 5367 + 2994 49 20 - 5049.5 - 3232 + 5391.5 + 3004 @@ -156128,14 +155631,14 @@ chamfer = 4 - 5098 - 3142 + 5440 + 2914 29 100 - 5112.5 - 3192 + 5454.5 + 2964 @@ -156145,7 +155648,7 @@ chamfer = 4 - + 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider @@ -156164,14 +155667,14 @@ chamfer = 4 - 4995 - 3256 + 5334 + 3045 150 20 - 4995.161 - 3256.75 + 5334.582 + 3045.339 @@ -156190,14 +155693,14 @@ chamfer = 4 - + c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group - + 3 255;255;255;255 @@ -156205,11 +155708,12 @@ chamfer = 4 A group of Grasshopper objects 96d39d54-bdf4-45a8-9b75-4fb7854f1d48 65bf1b1c-b846-43b4-aa94-37a6e0ab126e - 2dbc1ffd-9a21-4d89-abbb-1577354b679d - 0474108c-23fc-4e2f-acca-13c077aa7fac - 2ef9026a-8a1f-4833-9527-72598d701a36 - 4bdd788f-b43a-48b1-b0e2-b2bcaba38dac - 6 + 0474108c-23fc-4e2f-acca-13c077aa7fac + 2ef9026a-8a1f-4833-9527-72598d701a36 + 4bdd788f-b43a-48b1-b0e2-b2bcaba38dac + c2090944-1590-4147-98b3-288aa0cc94e8 + da7cb402-e0f2-43df-ac11-67287718a08a + 7 ac2d546b-6a96-4ce7-964f-186d8625b006 Group @@ -156220,7 +155724,7 @@ chamfer = 4 - + 4c4e56eb-2f04-43f9-95a3-cc46a14f495a Line @@ -156238,14 +155742,14 @@ chamfer = 4 - 15463 - 4574 + 15854 + 4550 102 44 - 15529 - 4596 + 15920 + 4572 @@ -156262,14 +155766,14 @@ chamfer = 4 - 15465 - 4576 + 15856 + 4552 52 20 - 15491 - 4586 + 15882 + 4562 @@ -156314,14 +155818,14 @@ chamfer = 4 - 15465 - 4596 + 15856 + 4572 52 20 - 15491 - 4606 + 15882 + 4582 @@ -156340,14 +155844,14 @@ chamfer = 4 - 15541 - 4576 + 15932 + 4552 22 40 - 15552 - 4596 + 15943 + 4572 @@ -156357,7 +155861,7 @@ chamfer = 4 - + 11bbd48b-bb0a-4f1b-8167-fa297590390d End Points @@ -156375,14 +155879,14 @@ chamfer = 4 - 15591 - 4559 + 15982 + 4535 84 44 - 15635 - 4581 + 16026 + 4557 @@ -156400,14 +155904,14 @@ chamfer = 4 - 15593 - 4561 + 15984 + 4537 30 40 - 15608 - 4581 + 15999 + 4557 @@ -156426,14 +155930,14 @@ chamfer = 4 - 15647 - 4561 + 16038 + 4537 26 20 - 15660 - 4571 + 16051 + 4547 @@ -156452,14 +155956,14 @@ chamfer = 4 - 15647 - 4581 + 16038 + 4557 26 20 - 15660 - 4591 + 16051 + 4567 @@ -156469,7 +155973,7 @@ chamfer = 4 - + 62cc9684-6a39-422e-aefa-ed44643557b9 Extend Curve @@ -156487,14 +155991,14 @@ chamfer = 4 - 15447 - 4639 + 15838 + 4615 88 84 - 15491 - 4681 + 15882 + 4657 @@ -156512,14 +156016,14 @@ chamfer = 4 - 15449 - 4641 + 15840 + 4617 30 20 - 15464 - 4651 + 15855 + 4627 @@ -156538,14 +156042,14 @@ chamfer = 4 - 15449 - 4661 + 15840 + 4637 30 20 - 15464 - 4671 + 15855 + 4647 @@ -156584,14 +156088,14 @@ chamfer = 4 - 15449 - 4681 + 15840 + 4657 30 20 - 15464 - 4691 + 15855 + 4667 @@ -156631,14 +156135,14 @@ chamfer = 4 - 15449 - 4701 + 15840 + 4677 30 20 - 15464 - 4711 + 15855 + 4687 @@ -156657,14 +156161,14 @@ chamfer = 4 - 15503 - 4641 + 15894 + 4617 30 80 - 15518 - 4681 + 15909 + 4657 @@ -156674,7 +156178,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -156695,14 +156199,14 @@ chamfer = 4 - 15392 - 4742 + 15783 + 4718 40 16 - 15412 - 4750 + 15803 + 4726 @@ -156710,7 +156214,7 @@ chamfer = 4 - + d114323a-e6ee-4164-946b-e4ca0ce15efa Circle CNR @@ -156728,14 +156232,14 @@ chamfer = 4 - 15764 - 4760 + 16155 + 4736 93 64 - 15814 - 4792 + 16205 + 4768 @@ -156752,14 +156256,14 @@ chamfer = 4 - 15766 - 4762 + 16157 + 4738 36 20 - 15784 - 4772 + 16175 + 4748 @@ -156804,14 +156308,14 @@ chamfer = 4 - 15766 - 4782 + 16157 + 4758 36 20 - 15784 - 4792 + 16175 + 4768 @@ -156855,14 +156359,14 @@ chamfer = 4 - 15766 - 4802 + 16157 + 4778 36 20 - 15784 - 4812 + 16175 + 4788 @@ -156901,14 +156405,14 @@ chamfer = 4 - 15826 - 4762 + 16217 + 4738 29 60 - 15840.5 - 4792 + 16231.5 + 4768 @@ -156918,7 +156422,7 @@ chamfer = 4 - + c75b62fa-0a33-4da7-a5bd-03fd0068fd93 Length @@ -156936,14 +156440,14 @@ chamfer = 4 - 15695 - 4863 + 16086 + 4839 92 28 - 15739 - 4877 + 16130 + 4853 @@ -156961,14 +156465,14 @@ chamfer = 4 - 15697 - 4865 + 16088 + 4841 30 24 - 15712 - 4877 + 16103 + 4853 @@ -156987,14 +156491,14 @@ chamfer = 4 - 15751 - 4865 + 16142 + 4841 34 24 - 15768 - 4877 + 16159 + 4853 @@ -157004,7 +156508,7 @@ chamfer = 4 - + 59daf374-bc21-4a5e-8282-5504fb7ae9ae List Item @@ -157024,13 +156528,13 @@ chamfer = 4 2375 - 2669 + 2495 78 64 2433 - 2701 + 2527 @@ -157061,13 +156565,13 @@ chamfer = 4 2377 - 2671 + 2497 44 20 2407 - 2681 + 2507 @@ -157087,13 +156591,13 @@ chamfer = 4 2377 - 2691 + 2517 44 20 2407 - 2701 + 2527 @@ -157133,13 +156637,13 @@ chamfer = 4 2377 - 2711 + 2537 44 20 2407 - 2721 + 2547 @@ -157180,13 +156684,13 @@ chamfer = 4 2445 - 2671 + 2497 6 60 2448 - 2701 + 2527 @@ -157198,7 +156702,7 @@ chamfer = 4 - + d114323a-e6ee-4164-946b-e4ca0ce15efa Circle CNR @@ -157217,13 +156721,13 @@ chamfer = 4 2646 - 2694 + 2520 93 64 2696 - 2726 + 2552 @@ -157242,13 +156746,13 @@ chamfer = 4 2648 - 2696 + 2522 36 20 2666 - 2706 + 2532 @@ -157269,13 +156773,13 @@ chamfer = 4 2648 - 2716 + 2542 36 20 2666 - 2726 + 2552 @@ -157320,13 +156824,13 @@ chamfer = 4 2648 - 2736 + 2562 36 20 2666 - 2746 + 2572 @@ -157366,13 +156870,13 @@ chamfer = 4 2708 - 2696 + 2522 29 60 2722.5 - 2726 + 2552 @@ -157382,7 +156886,7 @@ chamfer = 4 - + 6b021f56-b194-4210-b9a1-6cef3b7d0848 Evaluate Length @@ -157400,13 +156904,13 @@ chamfer = 4 2487 - 2664 + 2490 132 64 2555 - 2696 + 2522 @@ -157425,13 +156929,13 @@ chamfer = 4 2489 - 2666 + 2492 54 20 2516 - 2676 + 2502 @@ -157451,13 +156955,13 @@ chamfer = 4 2489 - 2686 + 2512 54 20 2516 - 2696 + 2522 @@ -157497,13 +157001,13 @@ chamfer = 4 2489 - 2706 + 2532 54 20 2516 - 2716 + 2542 @@ -157543,13 +157047,13 @@ chamfer = 4 2567 - 2666 + 2492 50 20 2592 - 2676 + 2502 @@ -157569,13 +157073,13 @@ chamfer = 4 2567 - 2686 + 2512 50 20 2592 - 2696 + 2522 @@ -157595,13 +157099,13 @@ chamfer = 4 2567 - 2706 + 2532 50 20 2592 - 2716 + 2542 @@ -157611,7 +157115,7 @@ chamfer = 4 - + 59daf374-bc21-4a5e-8282-5504fb7ae9ae List Item @@ -157631,13 +157135,13 @@ chamfer = 4 2522 - 2727 + 2553 78 64 2580 - 2759 + 2585 @@ -157668,13 +157172,13 @@ chamfer = 4 2524 - 2729 + 2555 44 20 2554 - 2739 + 2565 @@ -157694,13 +157198,13 @@ chamfer = 4 2524 - 2749 + 2575 44 20 2554 - 2759 + 2585 @@ -157740,13 +157244,13 @@ chamfer = 4 2524 - 2769 + 2595 44 20 2554 - 2779 + 2605 @@ -157787,13 +157291,13 @@ chamfer = 4 2592 - 2729 + 2555 6 60 2595 - 2759 + 2585 @@ -157805,7 +157309,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -157827,13 +157331,13 @@ chamfer = 4 2441 - 2772 + 2598 40 16 2461 - 2780 + 2606 @@ -157841,7 +157345,7 @@ chamfer = 4 - + ea0f0996-af7a-481d-8099-09c041e6c2d5 Tangent Lines @@ -157860,13 +157364,13 @@ chamfer = 4 2762 - 2681 + 2507 107 44 2805 - 2703 + 2529 @@ -157884,13 +157388,13 @@ chamfer = 4 2764 - 2683 + 2509 29 20 2778.5 - 2693 + 2519 @@ -157936,13 +157440,13 @@ chamfer = 4 2764 - 2703 + 2529 29 20 2778.5 - 2713 + 2539 @@ -157962,13 +157466,13 @@ chamfer = 4 2817 - 2683 + 2509 50 20 2842 - 2693 + 2519 @@ -157988,13 +157492,13 @@ chamfer = 4 2817 - 2703 + 2529 50 20 2842 - 2713 + 2539 @@ -158004,7 +157508,7 @@ chamfer = 4 - + 6b021f56-b194-4210-b9a1-6cef3b7d0848 Evaluate Length @@ -158023,13 +157527,13 @@ chamfer = 4 2902 - 2674 + 2500 132 64 2970 - 2706 + 2532 @@ -158048,13 +157552,13 @@ chamfer = 4 2904 - 2676 + 2502 54 20 2931 - 2686 + 2512 @@ -158074,13 +157578,13 @@ chamfer = 4 2904 - 2696 + 2522 54 20 2931 - 2706 + 2532 @@ -158120,13 +157624,13 @@ chamfer = 4 2904 - 2716 + 2542 54 20 2931 - 2726 + 2552 @@ -158166,13 +157670,13 @@ chamfer = 4 2982 - 2676 + 2502 50 20 3007 - 2686 + 2512 @@ -158192,13 +157696,13 @@ chamfer = 4 2982 - 2696 + 2522 50 20 3007 - 2706 + 2532 @@ -158218,13 +157722,13 @@ chamfer = 4 2982 - 2716 + 2542 50 20 3007 - 2726 + 2552 @@ -158234,7 +157738,7 @@ chamfer = 4 - + 6b021f56-b194-4210-b9a1-6cef3b7d0848 Evaluate Length @@ -158253,13 +157757,13 @@ chamfer = 4 2907 - 2748 + 2574 132 64 2975 - 2780 + 2606 @@ -158278,13 +157782,13 @@ chamfer = 4 2909 - 2750 + 2576 54 20 2936 - 2760 + 2586 @@ -158304,13 +157808,13 @@ chamfer = 4 2909 - 2770 + 2596 54 20 2936 - 2780 + 2606 @@ -158350,13 +157854,13 @@ chamfer = 4 2909 - 2790 + 2616 54 20 2936 - 2800 + 2626 @@ -158396,13 +157900,13 @@ chamfer = 4 2987 - 2750 + 2576 50 20 3012 - 2760 + 2586 @@ -158422,13 +157926,13 @@ chamfer = 4 2987 - 2770 + 2596 50 20 3012 - 2780 + 2606 @@ -158448,13 +157952,13 @@ chamfer = 4 2987 - 2790 + 2616 50 20 3012 - 2800 + 2626 @@ -158464,7 +157968,7 @@ chamfer = 4 - + b7798b74-037e-4f0c-8ac7-dc1043d093e0 Rotate @@ -158483,13 +157987,13 @@ chamfer = 4 3083 - 2748 + 2574 126 64 3145 - 2780 + 2606 @@ -158508,13 +158012,13 @@ chamfer = 4 3085 - 2750 + 2576 48 20 3109 - 2760 + 2586 @@ -158536,13 +158040,13 @@ chamfer = 4 3085 - 2770 + 2596 48 20 3109 - 2780 + 2606 @@ -158583,13 +158087,13 @@ chamfer = 4 3085 - 2790 + 2616 48 20 3109 - 2800 + 2626 @@ -158639,13 +158143,13 @@ chamfer = 4 3157 - 2750 + 2576 50 30 3182 - 2765 + 2591 @@ -158665,13 +158169,13 @@ chamfer = 4 3157 - 2780 + 2606 50 30 3182 - 2795 + 2621 @@ -158681,7 +158185,7 @@ chamfer = 4 - + b7798b74-037e-4f0c-8ac7-dc1043d093e0 Rotate @@ -158700,13 +158204,13 @@ chamfer = 4 3088 - 2655 + 2481 126 64 3150 - 2687 + 2513 @@ -158725,13 +158229,13 @@ chamfer = 4 3090 - 2657 + 2483 48 20 3114 - 2667 + 2493 @@ -158753,13 +158257,13 @@ chamfer = 4 3090 - 2677 + 2503 48 20 3114 - 2687 + 2513 @@ -158800,13 +158304,13 @@ chamfer = 4 3090 - 2697 + 2523 48 20 3114 - 2707 + 2533 @@ -158856,13 +158360,13 @@ chamfer = 4 3162 - 2657 + 2483 50 30 3187 - 2672 + 2498 @@ -158882,13 +158386,13 @@ chamfer = 4 3162 - 2687 + 2513 50 30 3187 - 2702 + 2528 @@ -158898,7 +158402,7 @@ chamfer = 4 - + c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group @@ -158931,7 +158435,7 @@ chamfer = 4 - + fbac3e32-f100-4292-8692-77240a42fd1a Point @@ -158952,14 +158456,14 @@ chamfer = 4 - 15845 - 4599 + 16236 + 4577 50 24 - 15870.13 - 4611.922 + 16261.98 + 4589.539 @@ -158967,7 +158471,7 @@ chamfer = 4 - + fbac3e32-f100-4292-8692-77240a42fd1a Point @@ -158988,14 +158492,14 @@ chamfer = 4 - 15849 - 4653 + 16241 + 4631 50 24 - 15874.99 - 4665.978 + 16266.84 + 4643.596 @@ -159003,7 +158507,7 @@ chamfer = 4 - + c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group @@ -159031,7 +158535,7 @@ chamfer = 4 - + 59daf374-bc21-4a5e-8282-5504fb7ae9ae List Item @@ -159050,14 +158554,14 @@ chamfer = 4 - 15931 - 4592 + 16322 + 4568 94 64 - 15989 - 4624 + 16380 + 4600 @@ -159087,14 +158591,14 @@ chamfer = 4 - 15933 - 4594 + 16324 + 4570 44 20 - 15963 - 4604 + 16354 + 4580 @@ -159115,14 +158619,14 @@ chamfer = 4 - 15933 - 4614 + 16324 + 4590 44 20 - 15963 - 4624 + 16354 + 4600 @@ -159161,14 +158665,14 @@ chamfer = 4 - 15933 - 4634 + 16324 + 4610 44 20 - 15963 - 4644 + 16354 + 4620 @@ -159209,14 +158713,14 @@ chamfer = 4 - 16001 - 4594 + 16392 + 4570 22 60 - 16004 - 4624 + 16395 + 4600 @@ -159228,7 +158732,7 @@ chamfer = 4 - + 59daf374-bc21-4a5e-8282-5504fb7ae9ae List Item @@ -159247,14 +158751,14 @@ chamfer = 4 - 15925 - 4666 + 16316 + 4642 94 64 - 15983 - 4698 + 16374 + 4674 @@ -159284,14 +158788,14 @@ chamfer = 4 - 15927 - 4668 + 16318 + 4644 44 20 - 15957 - 4678 + 16348 + 4654 @@ -159312,14 +158816,14 @@ chamfer = 4 - 15927 - 4688 + 16318 + 4664 44 20 - 15957 - 4698 + 16348 + 4674 @@ -159358,14 +158862,14 @@ chamfer = 4 - 15927 - 4708 + 16318 + 4684 44 20 - 15957 - 4718 + 16348 + 4694 @@ -159406,14 +158910,14 @@ chamfer = 4 - 15995 - 4668 + 16386 + 4644 22 60 - 15998 - 4698 + 16389 + 4674 @@ -159425,7 +158929,7 @@ chamfer = 4 - + 4d2a06bd-4b0f-4c65-9ee0-4220e4c01703 Scale @@ -159443,14 +158947,14 @@ chamfer = 4 - 16069 - 4554 + 16460 + 4530 126 64 - 16131 - 4586 + 16522 + 4562 @@ -159468,14 +158972,14 @@ chamfer = 4 - 16071 - 4556 + 16462 + 4532 48 20 - 16095 - 4566 + 16486 + 4542 @@ -159494,14 +158998,14 @@ chamfer = 4 - 16071 - 4576 + 16462 + 4552 48 20 - 16095 - 4586 + 16486 + 4562 @@ -159546,14 +159050,14 @@ chamfer = 4 - 16071 - 4596 + 16462 + 4572 48 20 - 16095 - 4606 + 16486 + 4582 @@ -159592,14 +159096,14 @@ chamfer = 4 - 16143 - 4556 + 16534 + 4532 50 30 - 16168 - 4571 + 16559 + 4547 @@ -159618,14 +159122,14 @@ chamfer = 4 - 16143 - 4586 + 16534 + 4562 50 30 - 16168 - 4601 + 16559 + 4577 @@ -159635,7 +159139,7 @@ chamfer = 4 - + 4d2a06bd-4b0f-4c65-9ee0-4220e4c01703 Scale @@ -159653,14 +159157,14 @@ chamfer = 4 - 16057 - 4659 + 16448 + 4635 126 64 - 16119 - 4691 + 16510 + 4667 @@ -159678,14 +159182,14 @@ chamfer = 4 - 16059 - 4661 + 16450 + 4637 48 20 - 16083 - 4671 + 16474 + 4647 @@ -159704,14 +159208,14 @@ chamfer = 4 - 16059 - 4681 + 16450 + 4657 48 20 - 16083 - 4691 + 16474 + 4667 @@ -159756,14 +159260,14 @@ chamfer = 4 - 16059 - 4701 + 16450 + 4677 48 20 - 16083 - 4711 + 16474 + 4687 @@ -159802,14 +159306,14 @@ chamfer = 4 - 16131 - 4661 + 16522 + 4637 50 30 - 16156 - 4676 + 16547 + 4652 @@ -159828,14 +159332,14 @@ chamfer = 4 - 16131 - 4691 + 16522 + 4667 50 30 - 16156 - 4706 + 16547 + 4682 @@ -159845,7 +159349,7 @@ chamfer = 4 - + 59daf374-bc21-4a5e-8282-5504fb7ae9ae List Item @@ -159864,14 +159368,14 @@ chamfer = 4 - 5482 - 3193 + 5857 + 3005 78 64 - 5540 - 3225 + 5915 + 3037 @@ -159894,21 +159398,21 @@ chamfer = 4 List List false - d977746d-6ffa-4251-8e3e-3ba13a7bccc1 + 13de7248-bf51-43b8-8ec7-9d758cccae43 1 - 5484 - 3195 + 5859 + 3007 44 20 - 5514 - 3205 + 5889 + 3017 @@ -159928,14 +159432,14 @@ chamfer = 4 - 5484 - 3215 + 5859 + 3027 44 20 - 5514 - 3225 + 5889 + 3037 @@ -159974,14 +159478,14 @@ chamfer = 4 - 5484 - 3235 + 5859 + 3047 44 20 - 5514 - 3245 + 5889 + 3057 @@ -160021,14 +159525,14 @@ chamfer = 4 - 5552 - 3195 + 5927 + 3007 6 60 - 5555 - 3225 + 5930 + 3037 @@ -160040,7 +159544,7 @@ chamfer = 4 - + 33bcf975-a0b2-4b54-99fd-585c893b9e88 Digit Scroller @@ -160068,14 +159572,14 @@ chamfer = 4 - 5341 - 3144 + 5702 + 2970 250 20 - 5341.681 - 3144.301 + 5702.322 + 2970.783 @@ -160083,7 +159587,7 @@ chamfer = 4 - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -160105,8 +159609,8 @@ chamfer = 4 - 5684 - 3079 + 6045 + 2905 113 44 @@ -160114,8 +159618,8 @@ chamfer = 4 0 0 - 5684.774 - 3079.299 + 6045.415 + 2905.781 @@ -160136,7 +159640,7 @@ chamfer = 4 - + 0bb3d234-9097-45db-9998-621639c87d3b Bounding Box @@ -160154,14 +159658,14 @@ chamfer = 4 - 5423 - 3060 + 5783 + 2886 88 44 - 5476 - 3082 + 5836 + 2908 @@ -160180,14 +159684,14 @@ chamfer = 4 - 5425 - 3062 + 5785 + 2888 39 20 - 5444.5 - 3072 + 5804.5 + 2898 @@ -160207,14 +159711,14 @@ chamfer = 4 - 5425 - 3082 + 5785 + 2908 39 20 - 5444.5 - 3092 + 5804.5 + 2918 @@ -160264,14 +159768,14 @@ chamfer = 4 - 5488 - 3062 + 5848 + 2888 21 20 - 5498.5 - 3072 + 5858.5 + 2898 @@ -160292,14 +159796,14 @@ chamfer = 4 - 5488 - 3082 + 5848 + 2908 21 20 - 5498.5 - 3092 + 5858.5 + 2918 @@ -160309,7 +159813,7 @@ chamfer = 4 - + db7d83b1-2898-4ef9-9be5-4e94b4e2048d Deconstruct Box @@ -160327,14 +159831,14 @@ chamfer = 4 - 5508 - 3035 + 5868 + 2861 77 84 - 5543 - 3077 + 5903 + 2903 @@ -160352,14 +159856,14 @@ chamfer = 4 - 5510 - 3037 + 5870 + 2863 21 80 - 5520.5 - 3077 + 5880.5 + 2903 @@ -160378,14 +159882,14 @@ chamfer = 4 - 5555 - 3037 + 5915 + 2863 28 20 - 5569 - 3047 + 5929 + 2873 @@ -160404,14 +159908,14 @@ chamfer = 4 - 5555 - 3057 + 5915 + 2883 28 20 - 5569 - 3067 + 5929 + 2893 @@ -160430,14 +159934,14 @@ chamfer = 4 - 5555 - 3077 + 5915 + 2903 28 20 - 5569 - 3087 + 5929 + 2913 @@ -160456,14 +159960,14 @@ chamfer = 4 - 5555 - 3097 + 5915 + 2923 28 20 - 5569 - 3107 + 5929 + 2933 @@ -160473,7 +159977,7 @@ chamfer = 4 - + 825ea536-aebb-41e9-af32-8baeb2ecb590 Deconstruct Domain @@ -160490,14 +159994,14 @@ chamfer = 4 - 5598 - 3008 + 5958 + 2834 92 44 - 5650 - 3030 + 6010 + 2856 @@ -160515,14 +160019,14 @@ chamfer = 4 - 5600 - 3010 + 5960 + 2836 38 40 - 5619 - 3030 + 5979 + 2856 @@ -160541,14 +160045,14 @@ chamfer = 4 - 5662 - 3010 + 6022 + 2836 26 20 - 5675 - 3020 + 6035 + 2846 @@ -160567,14 +160071,14 @@ chamfer = 4 - 5662 - 3030 + 6022 + 2856 26 20 - 5675 - 3040 + 6035 + 2866 @@ -160584,7 +160088,7 @@ chamfer = 4 - + 9c007a04-d0d9-48e4-9da3-9ba142bc4d46 Subtraction @@ -160601,14 +160105,14 @@ chamfer = 4 - 5717 - 3010 + 6077 + 2836 70 44 - 5742 - 3032 + 6102 + 2858 @@ -160635,14 +160139,14 @@ chamfer = 4 - 5719 - 3012 + 6079 + 2838 11 20 - 5724.5 - 3022 + 6084.5 + 2848 @@ -160662,14 +160166,14 @@ chamfer = 4 - 5719 - 3032 + 6079 + 2858 11 20 - 5724.5 - 3042 + 6084.5 + 2868 @@ -160688,14 +160192,14 @@ chamfer = 4 - 5754 - 3012 + 6114 + 2838 31 40 - 5769.5 - 3032 + 6129.5 + 2858 @@ -160707,7 +160211,7 @@ chamfer = 4 - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -160728,14 +160232,14 @@ chamfer = 4 - 5281 - 3216 + 5638 + 3055 40 16 - 5301 - 3224 + 5658 + 3063 @@ -160743,7 +160247,7 @@ chamfer = 4 - + c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group @@ -160773,7 +160277,7 @@ chamfer = 4 - + eeafc956-268e-461d-8e73-ee05c6f72c01 Stream Filter @@ -160791,27 +160295,28 @@ chamfer = 4 - 5196 - 3169 + 5581 + 3021 61 - 64 + 84 - 5219 - 3201 + 5604 + 3063 - - 3 + + 4 2e3ab970-8545-46bb-836c-1c11e5610bce 8ec86459-bf01-4409-baee-174d0d2b13d0 8ec86459-bf01-4409-baee-174d0d2b13d0 + 8ec86459-bf01-4409-baee-174d0d2b13d0 1 8ec86459-bf01-4409-baee-174d0d2b13d0 - + Index of Gate stream @@ -160826,14 +160331,14 @@ chamfer = 4 - 5198 - 3171 + 5583 + 3023 9 20 - 5202.5 - 3181 + 5587.5 + 3033 @@ -160875,14 +160380,14 @@ chamfer = 4 - 5198 - 3191 + 5583 + 3043 9 20 - 5202.5 - 3201 + 5587.5 + 3053 @@ -160897,6 +160402,35 @@ chamfer = 4 Stream 1 1 true + f9b77c25-4df2-4dcf-86f2-bcceafcf75fa + 1 + + + + + + 5583 + 3063 + 9 + 20 + + + 5587.5 + 3073 + + + + + + + + 2 + Input stream at index 2 + 32feb5ab-bbcc-4fcc-a37d-cae906656b2d + false + Stream 2 + 2 + true d977746d-6ffa-4251-8e3e-3ba13a7bccc1 1 @@ -160904,14 +160438,14 @@ chamfer = 4 - 5198 - 3211 + 5583 + 3083 9 20 - 5202.5 - 3221 + 5587.5 + 3093 @@ -160924,7 +160458,7 @@ chamfer = 4 f7a87e6f-6ee7-4790-88dd-c4d9b8892d47 false Stream - S(0) + S(1) false 0 @@ -160932,14 +160466,14 @@ chamfer = 4 - 5231 - 3171 + 5616 + 3023 24 - 60 + 80 - 5243 - 3201 + 5628 + 3063 @@ -160951,7 +160485,7 @@ chamfer = 4 - + 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider @@ -160962,7 +160496,7 @@ chamfer = 4 Numeric slider for single values 4bdd788f-b43a-48b1-b0e2-b2bcaba38dac Number Slider - + false 0 @@ -160970,14 +160504,14 @@ chamfer = 4 - 5171 - 3137 + 5530 + 2994 154 20 - 5171.066 - 3137.462 + 5530.191 + 2994.258 @@ -160985,26 +160519,27 @@ chamfer = 4 0 1 - 0 - 1 + 1 + 2 0 0 - 0 + 1 - + d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve - + Contains a collection of generic curves + true c3cd18b7-291f-45ec-aa33-db3b9452be48 Curve Curve @@ -161018,14 +160553,14 @@ chamfer = 4 - 15718 - 3917 + 15996 + 3898 50 24 - 15743.32 - 3929.065 + 16021.17 + 3910.683 @@ -161033,7 +160568,7 @@ chamfer = 4 - + 8ec86459-bf01-4409-baee-174d0d2b13d0 Data @@ -161052,14 +160587,14 @@ chamfer = 4 - 14793 - 587 + 15185 + 414 50 24 - 14818.75 - 599.9999 + 15210.6 + 426.4824 @@ -193426,7 +192961,7 @@ chamfer = 4 - + 8ec86459-bf01-4409-baee-174d0d2b13d0 Data @@ -193445,14 +192980,14 @@ chamfer = 4 - 14863 - 1124 + 15255 + 950 50 24 - 14888.75 - 1136.25 + 15280.6 + 962.7323 @@ -198768,6 +198303,10305 @@ chamfer = 4 + + + a9a8ebd2-fff5-4c44-a8f5-739736d129ba + C# Script + + + + + true + A C#.NET scriptable component + + 26 + 56 + + true + 3fd74545-b57f-4747-8e63-80107a4be545 + C# Script + C# + true + 0 + int pointsPerTurn = 12; + + if (railCurve == null) return; + A = NurbsCurve.CreateSpiral( + railCurve, + t0, + t1, + radiusPoint, + pitch, + turnCount, + radius0, + radius1, + pointsPerTurn); + + + + + + + 11589 + 7087 + 101 + 164 + + + 11657 + 7169 + + + + + + 8 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 2 + 3ede854e-c753-40eb-84cb-b48008f14fd4 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + + true + Script Variable railCurve + a97c4c57-d2cc-4fec-8a8b-04a2c8d5306b + railCurve + railCurve + true + 0 + true + 774207da-2f64-401b-85c4-cc3eae031eb2 + 1 + 9ba89ec2-5315-435f-a621-b66c5fa2f301 + + + + + + 11591 + 7089 + 54 + 20 + + + 11618 + 7099 + + + + + + + + true + Script Variable t0 + 9db3efe5-f24c-4321-89a6-3d5b6682cc24 + t0 + t0 + true + 0 + true + 0 + 19ff81a2-dc4f-4035-8de9-26224c561321 + + + + + + 11591 + 7109 + 54 + 20 + + + 11618 + 7119 + + + + + + 1 + + + + + 1 + {0} + + + + + Grasshopper.Kernel.Types.GH_Integer + 0 + + + + + + + + + + + true + Script Variable t1 + 62a262b7-f192-4efb-a19b-ac428a5e4d0d + t1 + t1 + true + 0 + true + 0 + 19ff81a2-dc4f-4035-8de9-26224c561321 + + + + + + 11591 + 7129 + 54 + 20 + + + 11618 + 7139 + + + + + + 1 + + + + + 1 + {0} + + + + + Grasshopper.Kernel.Types.GH_Integer + 1 + + + + + + + + + + + true + Script Variable radiusPoint + ff94c684-6d63-445a-bdcb-c77f3bd03d71 + radiusPoint + radiusPoint + true + 0 + true + 370fd93a-cdb4-4847-b4f8-1574e5d3d9ae + 1 + e1937b56-b1da-4c12-8bd8-e34ee81746ef + + + + + + 11591 + 7149 + 54 + 20 + + + 11618 + 7159 + + + + + + + + true + Script Variable pitch + 1e2b1197-7eda-44a6-a575-8861c4a9cebd + pitch + pitch + true + 0 + true + 0 + 19ff81a2-dc4f-4035-8de9-26224c561321 + + + + + + 11591 + 7169 + 54 + 20 + + + 11618 + 7179 + + + + + + 1 + + + + + 1 + {0} + + + + + Grasshopper.Kernel.Types.GH_Integer + 0 + + + + + + + + + + + true + Script Variable turnCount + addce04d-c55e-42d4-b775-4fcc5a77c24e + turnCount + turnCount + true + 0 + true + d7cd0e13-8411-4470-921e-8c2f3d2db7da + 1 + 19ff81a2-dc4f-4035-8de9-26224c561321 + + + + + + 11591 + 7189 + 54 + 20 + + + 11618 + 7199 + + + + + + + + true + Script Variable radius0 + afe42efd-ec26-4406-9fe5-adf312b584cb + radius0 + radius0 + true + 0 + true + 0d12024c-d1de-49f8-979e-c6095819519d + 1 + 19ff81a2-dc4f-4035-8de9-26224c561321 + + + + + + 11591 + 7209 + 54 + 20 + + + 11618 + 7219 + + + + + + + + true + Script Variable radius1 + b09efca6-b65f-48f1-99f1-6009c4b38518 + radius1 + radius1 + true + 0 + true + 0d12024c-d1de-49f8-979e-c6095819519d + 1 + 19ff81a2-dc4f-4035-8de9-26224c561321 + + + + + + 11591 + 7229 + 54 + 20 + + + 11618 + 7239 + + + + + + + + 1 + Print, Reflect and Error streams + 0aa70044-b990-4b2d-810c-defbc073a112 + out + out + false + 0 + + + + + + 11669 + 7089 + 19 + 80 + + + 11678.5 + 7129 + + + + + + + + Output parameter A + 93e12954-4580-4285-81dd-c98fc4e85109 + A + A + false + 0 + + + + + + 11669 + 7169 + 19 + 80 + + + 11678.5 + 7209 + + + + + + + + + + + + + + b6236720-8d88-4289-93c3-ac4c99f9b97b + Relay + + + + + 2 + A wire relay object + 128db2d6-609d-4e1c-a7d3-f3dc40b63f92 + Relay + + false + 56a84ef6-d34c-44f8-a597-04c35ebb881b + 1 + + + + + + 11419 + 7284 + 40 + 16 + + + 11439 + 7292 + + + + + + + + + + fbac3e32-f100-4292-8692-77240a42fd1a + Point + + + + + Contains a collection of three-dimensional points + d9f4f906-33c1-4769-b700-f27f8a3fe672 + Point + Point + false + 0 + + + + + + 11437 + 7106 + 50 + 24 + + + 11462.1 + 7118.395 + + + + + + 1 + + + + + 1 + {0} + + + + + + + 1360.6875 + -3377.5 + 0 + + + + + + + + + + + + + + 6b021f56-b194-4210-b9a1-6cef3b7d0848 + Evaluate Length + + + + + Evaluate a curve at a certain factor along its length. Length factors can be supplied both in curve units and normalized units. Change the [N] parameter to toggle between the two modes. + 19346a24-6483-4e28-b7a7-8c52389e1df1 + Evaluate Length + Evaluate Length + + + + + + 10978 + 7222 + 132 + 64 + + + 11046 + 7254 + + + + + + Curve to evaluate + 95b5f767-0247-426b-b279-3d711440b2cf + Curve + Curve + false + 21ea7002-83f9-404d-9dc2-60d344327cbc + 1 + + + + + + 10980 + 7224 + 54 + 20 + + + 11007 + 7234 + + + + + + + + Length factor for curve evaluation + 0cd0cf26-8a5d-4d74-9117-ee7ff3d8b5e6 + Length + Length + false + 0 + + + + + + 10980 + 7244 + 54 + 20 + + + 11007 + 7254 + + + + + + 1 + + + + + 1 + {0} + + + + + 0 + + + + + + + + + + + If True, the Length factor is normalized (0.0 ~ 1.0) + 0edc4f00-e5a3-4dac-98f8-1195a7c112c6 + Normalized + Normalized + false + 0 + + + + + + 10980 + 7264 + 54 + 20 + + + 11007 + 7274 + + + + + + 1 + + + + + 1 + {0} + + + + + true + + + + + + + + + + + Point at the specified length + 83df3786-525d-4149-bcda-4ddd087b5fc6 + Point + Point + false + 0 + + + + + + 11058 + 7224 + 50 + 20 + + + 11083 + 7234 + + + + + + + + Tangent vector at the specified length + ee7c1cf4-a82e-431b-97fa-5ccbe3e5413b + Tangent + Tangent + false + 0 + + + + + + 11058 + 7244 + 50 + 20 + + + 11083 + 7254 + + + + + + + + Curve parameter at the specified length + 49b041c2-1a1f-425f-86ab-be3ad0f39de2 + Parameter + Parameter + false + 0 + + + + + + 11058 + 7264 + 50 + 20 + + + 11083 + 7274 + + + + + + + + + + + + d114323a-e6ee-4164-946b-e4ca0ce15efa + Circle CNR + + + + + Create a circle defined by center, normal and radius. + eb778da1-8e98-4995-9223-d3201d8799c1 + Circle CNR + Circle CNR + + + + + + 11150 + 7216 + 93 + 64 + + + 11200 + 7248 + + + + + + Center point + 288ea788-3c9a-4645-9c19-f3ba40b36218 + Center + Center + false + 83df3786-525d-4149-bcda-4ddd087b5fc6 + 1 + + + + + + 11152 + 7218 + 36 + 20 + + + 11170 + 7228 + + + + + + + + Normal vector of circle plane + e735b19e-3859-4bc6-8348-0dabceef0b86 + Normal + Normal + false + ee7c1cf4-a82e-431b-97fa-5ccbe3e5413b + 1 + + + + + + 11152 + 7238 + 36 + 20 + + + 11170 + 7248 + + + + + + 1 + + + + + 1 + {0} + + + + + + 0 + 0 + 1 + + + + + + + + + + + + Radius of circle + 9dd83e3b-e148-489d-bd23-68b0440c087e + Radius + Radius + false + 748f4200-51ed-4f7e-82fd-e66da09eed3f + 1 + + + + + + 11152 + 7258 + 36 + 20 + + + 11170 + 7268 + + + + + + 1 + + + + + 1 + {0} + + + + + 1 + + + + + + + + + + + Resulting circle + 0841b3fb-3800-4ac5-8cba-c2803fe176f4 + Circle + Circle + false + 0 + + + + + + 11212 + 7218 + 29 + 60 + + + 11226.5 + 7248 + + + + + + + + + + + + 6b021f56-b194-4210-b9a1-6cef3b7d0848 + Evaluate Length + + + + + Evaluate a curve at a certain factor along its length. Length factors can be supplied both in curve units and normalized units. Change the [N] parameter to toggle between the two modes. + 3c4c9b34-58ed-4def-bffe-cae65de9ce9d + Evaluate Length + Evaluate Length + + + + + + 11168 + 7140 + 132 + 64 + + + 11236 + 7172 + + + + + + Curve to evaluate + b2f3a3ca-d9c2-4ae8-bfd7-5fa8fc582f42 + Curve + Curve + false + 0841b3fb-3800-4ac5-8cba-c2803fe176f4 + 1 + + + + + + 11170 + 7142 + 54 + 20 + + + 11197 + 7152 + + + + + + + + Length factor for curve evaluation + 708f57a7-2876-457c-8494-b707e99cc0ea + Length + Length + false + bc9d334c-78fa-448a-8a25-1d09ac478938 + 1 + + + + + + 11170 + 7162 + 54 + 20 + + + 11197 + 7172 + + + + + + 1 + + + + + 1 + {0} + + + + + 0 + + + + + + + + + + + If True, the Length factor is normalized (0.0 ~ 1.0) + 762440c8-e7de-4d2f-a272-6099dab19790 + Normalized + Normalized + false + 0 + + + + + + 11170 + 7182 + 54 + 20 + + + 11197 + 7192 + + + + + + 1 + + + + + 1 + {0} + + + + + true + + + + + + + + + + + Point at the specified length + 370fd93a-cdb4-4847-b4f8-1574e5d3d9ae + Point + Point + false + 0 + + + + + + 11248 + 7142 + 50 + 20 + + + 11273 + 7152 + + + + + + + + Tangent vector at the specified length + 7daa59bb-a8cd-43e2-8990-bf42ced587c5 + Tangent + Tangent + false + 0 + + + + + + 11248 + 7162 + 50 + 20 + + + 11273 + 7172 + + + + + + + + Curve parameter at the specified length + 13697797-6869-42c6-996a-34b6a13878c1 + Parameter + Parameter + false + 0 + + + + + + 11248 + 7182 + 50 + 20 + + + 11273 + 7192 + + + + + + + + + + + + 57da07bd-ecab-415d-9d86-af36d7073abc + Number Slider + + + + + Numeric slider for single values + bc9d334c-78fa-448a-8a25-1d09ac478938 + Number Slider + Number Slider + false + 0 + + + + + + 10943 + 7177 + 198 + 20 + + + 10943.32 + 7177.8 + + + + + + 6 + 1 + 0 + 1 + 0 + 0 + 0 + + + + + + + + + c75b62fa-0a33-4da7-a5bd-03fd0068fd93 + Length + + + + + Measure the length of a curve. + f2ea0cfb-e93e-48b1-b4d0-129f4b9a083e + Length + Length + + + + + + 11579 + 7028 + 92 + 28 + + + 11623 + 7042 + + + + + + Curve to measure + 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false + true + false + false + true + + + + + + + + + eeafc956-268e-461d-8e73-ee05c6f72c01 + Stream Filter + + + + + Filters a collection of input streams + 99e2ef0a-3180-450f-97b9-f0120028c5dd + Stream Filter + Stream Filter + + + + + + 11083 + 7387 + 61 + 64 + + + 11106 + 7419 + + + + + + 3 + 2e3ab970-8545-46bb-836c-1c11e5610bce + 8ec86459-bf01-4409-baee-174d0d2b13d0 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + 1 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + + Index of Gate stream + 771f0b99-5ede-4e9a-87ba-9807b91de7f4 + Gate + + false + 54ee4236-9d65-44f7-b323-5a4e313b073c + 1 + + + + + + 11085 + 7389 + 9 + 20 + + + 11089.5 + 7399 + + + + + + 1 + + + + + 1 + {0} + + + + + 0 + + + + + + + + + + + 2 + Input stream at index 0 + 02deadd4-c91d-41a0-9220-d27c61fecc54 + false + Stream 0 + 0 + true + ccdafb75-ed6b-4c39-8f8f-0cf7945965b5 + 1 + + + + + + 11085 + 7409 + 9 + 20 + + + 11089.5 + 7419 + + + + + + + + 2 + Input stream at index 1 + 9c222c94-b999-4bbb-a7a8-94d011431628 + false + Stream 1 + 1 + true + 38fd4d90-60e6-4f7c-a5b1-ac32f2ecfd70 + 1 + + + + + + 11085 + 7429 + 9 + 20 + + + 11089.5 + 7439 + + + + + + + + 2 + Filtered stream + 3544ade0-bff1-4a94-b95b-ee4c63400f3d + false + Stream + S(0) + false + 0 + + + + + + 11118 + 7389 + 24 + 60 + + + 11130 + 7419 + + + + + + + + + + + + + + 57da07bd-ecab-415d-9d86-af36d7073abc + Number Slider + + + + + Numeric slider for single values + 54ee4236-9d65-44f7-b323-5a4e313b073c + Number Slider + Number Slider + false + 0 + + + + + + 10824 + 7383 + 198 + 20 + + + 10824.64 + 7383.136 + + + + + + 0 + 1 + 0 + 1 + 0 + 0 + 0 + + + + + + + + + 6b021f56-b194-4210-b9a1-6cef3b7d0848 + Evaluate Length + + + + + Evaluate a curve at a certain factor along its length. Length factors can be supplied both in curve units and normalized units. Change the [N] parameter to toggle between the two modes. + e05b725d-84b2-41df-8f5a-051adb935dd2 + Evaluate Length + Evaluate Length + + + + + + 11453 + 6706 + 132 + 64 + + + 11521 + 6738 + + + + + + Curve to evaluate + 55b09b57-6803-4318-81e5-43db0cf681fb + Curve + Curve + false + 93e12954-4580-4285-81dd-c98fc4e85109 + 1 + + + + + + 11455 + 6708 + 54 + 20 + + + 11482 + 6718 + + + + + + + + Length factor for curve evaluation + 93923626-018f-4c42-8a13-8eb473f82ba1 + Length + Length + false + 0 + + + + + + 11455 + 6728 + 54 + 20 + + + 11482 + 6738 + + + + + + 1 + + + + + 1 + {0} + + + + + 0 + + + + + + + + + + + If True, the Length factor is normalized (0.0 ~ 1.0) + 456461e0-e284-40e0-b5bd-a10ee59be539 + Normalized + Normalized + false + 0 + + + + + + 11455 + 6748 + 54 + 20 + + + 11482 + 6758 + + + + + + 1 + + + + + 1 + {0} + + + + + true + + + + + + + + + + + Point at the specified length + f5cac91f-d924-4023-b817-0d2a32a8f694 + Point + Point + false + 0 + + + + + + 11533 + 6708 + 50 + 20 + + + 11558 + 6718 + + + + + + + + Tangent vector at the specified length + 42d774c9-c5bc-479e-8d02-32bddf560fb3 + Tangent + Tangent + false + 0 + + + + + + 11533 + 6728 + 50 + 20 + + + 11558 + 6738 + + + + + + + + Curve parameter at the specified length + e9a9b29f-57c7-4a15-af83-8cf36edd5aaa + Parameter + Parameter + false + 0 + + + + + + 11533 + 6748 + 50 + 20 + + + 11558 + 6758 + + + + + + + + + + + + d114323a-e6ee-4164-946b-e4ca0ce15efa + Circle CNR + + + + + Create a circle defined by center, normal and radius. + true + 928ed722-d3e1-44ba-a80f-22493c38014f + Circle CNR + Circle CNR + + + + + + 11627 + 6721 + 93 + 64 + + + 11677 + 6753 + + + + + + Center point + 4755c514-28a8-41b9-b58c-382b3312c60d + Center + Center + false + f5cac91f-d924-4023-b817-0d2a32a8f694 + 1 + + + + + + 11629 + 6723 + 36 + 20 + + + 11647 + 6733 + + + + + + + + Normal vector of circle plane + 66cad3dc-376f-4f6d-8644-be94a7e772b6 + Normal + Normal + false + 42d774c9-c5bc-479e-8d02-32bddf560fb3 + 1 + + + + + + 11629 + 6743 + 36 + 20 + + + 11647 + 6753 + + + + + + 1 + + + + + 1 + {0} + + + + + + 0 + 0 + 1 + + + + + + + + + + + + Radius of circle + 616e9350-bec6-48cd-9422-6bb26739e940 + Radius + Radius + false + be27b851-91cb-4287-bf68-1f8a85c19745 + 1 + + + + + + 11629 + 6763 + 36 + 20 + + + 11647 + 6773 + + + + + + 1 + + + + + 1 + {0} + + + + + 1 + + + + + + + + + + + Resulting circle + b2dfe1ba-a6ce-48b0-a843-f27ba30ec331 + Circle + Circle + false + 0 + + + + + + 11689 + 6723 + 29 + 60 + + + 11703.5 + 6753 + + + + + + + + + + + + b6236720-8d88-4289-93c3-ac4c99f9b97b + Relay + + + + + 2 + A wire relay object + d930ca53-3f6d-41f9-ac7d-4e0b8735d47d + Relay + + false + 748f4200-51ed-4f7e-82fd-e66da09eed3f + 1 + + + + + + 11416 + 6805 + 40 + 16 + + + 11436 + 6813 + + + + + + + + + + 9c85271f-89fa-4e9f-9f4a-d75802120ccc + Division + + + + + Mathematical division + c40b2a73-1ab8-4c61-96ab-05e7cf4f55b7 + Division + Division + + + + + + 11509 + 6774 + 70 + 44 + + + 11534 + 6796 + + + + + + Item to divide (dividend) + 9a31f3c1-e5ee-49d7-bdb9-f737e3c22d83 + A + A + false + d930ca53-3f6d-41f9-ac7d-4e0b8735d47d + 1 + + + + + + 11511 + 6776 + 11 + 20 + + + 11516.5 + 6786 + + + + + + + + Item to divide with (divisor) + 70f8a8db-6b4c-4824-8c48-04c49ec7292e + B + B + false + 2ad65ac0-aad2-47e2-af35-c735142219b0 + 1 + + + + + + 11511 + 6796 + 11 + 20 + + + 11516.5 + 6806 + + + + + + 1 + + + + + 1 + {0} + + + + + Grasshopper.Kernel.Types.GH_Integer + 2 + + + + + + + + + + + The result of the Division + be27b851-91cb-4287-bf68-1f8a85c19745 + Result + Result + false + 0 + + + + + + 11546 + 6776 + 31 + 40 + + + 11561.5 + 6796 + + + + + + + + + + + + 6b021f56-b194-4210-b9a1-6cef3b7d0848 + Evaluate Length + + + + + Evaluate a curve at a certain factor along its length. Length factors can be supplied both in curve units and normalized units. Change the [N] parameter to toggle between the two modes. + 5de2ad9a-c079-4e3f-a40c-165112f191f9 + Evaluate Length + Evaluate Length + + + + + + 11673 + 6611 + 132 + 64 + + + 11741 + 6643 + + + + + + Curve to evaluate + 643bf833-baf7-46b8-9fed-7b34bde2b47d + Curve + Curve + false + b2dfe1ba-a6ce-48b0-a843-f27ba30ec331 + 1 + + + + + + 11675 + 6613 + 54 + 20 + + + 11702 + 6623 + + + + + + + + Length factor for curve evaluation + ff08c9bc-4b0e-419c-9b65-4f99a0d1644f + Length + Length + false + b452b6c7-a545-42b7-80d2-a8f720b25865 + 1 + + + + + + 11675 + 6633 + 54 + 20 + + + 11702 + 6643 + + + + + + 1 + + + + + 1 + {0} + + + + + 0 + + + + + + + + + + + If True, the Length factor is normalized (0.0 ~ 1.0) + a650e2ea-74f1-4d36-9c5a-c1000b827db8 + Normalized + Normalized + false + 0 + + + + + + 11675 + 6653 + 54 + 20 + + + 11702 + 6663 + + + + + + 1 + + + + + 1 + {0} + + + + + true + + + + + + + + + + + Point at the specified length + b8a03df9-b82a-4ae6-949d-5fdf7d5fc082 + Point + Point + false + 0 + + + + + + 11753 + 6613 + 50 + 20 + + + 11778 + 6623 + + + + + + + + Tangent vector at the specified length + 73c2badc-b0c6-4736-8ffd-d1a790428e30 + Tangent + Tangent + false + 0 + + + + + + 11753 + 6633 + 50 + 20 + + + 11778 + 6643 + + + + + + + + Curve parameter at the specified length + 06ba115c-60f4-4d49-bdeb-d58d1cfc37ef + Parameter + Parameter + false + 0 + + + + + + 11753 + 6653 + 50 + 20 + + + 11778 + 6663 + + + + + + + + + + + + 57da07bd-ecab-415d-9d86-af36d7073abc + Number Slider + + + + + Numeric slider for single values + b452b6c7-a545-42b7-80d2-a8f720b25865 + Number Slider + Number Slider + false + 0 + + + + + + 11450 + 6642 + 198 + 20 + + + 11450.16 + 6642.279 + + + + + + 6 + 1 + 0 + 1 + 0 + 0 + 0.237188 + + + + + + + + + a9a8ebd2-fff5-4c44-a8f5-739736d129ba + C# Script + + + + + true + A C#.NET scriptable component + + 26 + 56 + + true + 60750b70-d6d5-4617-ac30-c9c7950cbda1 + C# Script + C# + true + 0 + int pointsPerTurn = 12; + + if (railCurve == null) return; + A = NurbsCurve.CreateSpiral( + railCurve, + t0, + t1, + radiusPoint, + pitch, + turnCount, + radius0, + radius1, + pointsPerTurn); + + + + + + + 12022 + 6662 + 101 + 164 + + + 12090 + 6744 + + + + + + 8 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 2 + 3ede854e-c753-40eb-84cb-b48008f14fd4 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + + true + Script Variable railCurve + 9f233d3b-a24b-444f-9a4d-f0446c0afc94 + railCurve + railCurve + true + 0 + true + 94b1723f-4dcf-4d72-ae1f-49d5f7972d14 + 1 + 9ba89ec2-5315-435f-a621-b66c5fa2f301 + + + + + + 12024 + 6664 + 54 + 20 + + + 12051 + 6674 + + + + + + + + true + Script Variable t0 + d21354da-baf4-4379-8f2f-8e7eabb29346 + t0 + t0 + true + 0 + true + 0 + 19ff81a2-dc4f-4035-8de9-26224c561321 + + + + + + 12024 + 6684 + 54 + 20 + + + 12051 + 6694 + + + + + + 1 + + + + + 1 + {0} + + + + + Grasshopper.Kernel.Types.GH_Integer + 0 + + + + + + + + + + + true + Script Variable t1 + e3839251-1f15-45b4-9ea3-1985a1bc1e20 + t1 + t1 + true + 0 + true + 0 + 19ff81a2-dc4f-4035-8de9-26224c561321 + + + + + + 12024 + 6704 + 54 + 20 + + + 12051 + 6714 + + + + + + 1 + + + + + 1 + {0} + + + + + Grasshopper.Kernel.Types.GH_Integer + 1 + + + + + + + + + + + true + Script Variable radiusPoint + d10cdcc7-501a-49fd-84f8-a565b99fab7d + radiusPoint + radiusPoint + true + 0 + true + 9b9010c6-b931-473c-b852-3d71042e7333 + 1 + e1937b56-b1da-4c12-8bd8-e34ee81746ef + + + + + + 12024 + 6724 + 54 + 20 + + + 12051 + 6734 + + + + + + + + true + Script Variable pitch + 12a89b49-cd11-42bc-9b05-0639ff3bb508 + pitch + pitch + true + 0 + true + 0cf4aac5-8b3c-4dfa-9dd1-2cb5cce62525 + 1 + 19ff81a2-dc4f-4035-8de9-26224c561321 + + + + + + 12024 + 6744 + 54 + 20 + + + 12051 + 6754 + + + + + + 1 + + + + + 1 + {0} + + + + + Grasshopper.Kernel.Types.GH_Integer + 0 + + + + + + + + + + + true + Script Variable turnCount + 7d3eb2a3-a7e4-455c-8c97-241dd32da7e4 + turnCount + turnCount + true + 0 + true + 9cb861dd-f428-4353-bf14-1f4b0c73f5e8 + 1 + 19ff81a2-dc4f-4035-8de9-26224c561321 + + + + + + 12024 + 6764 + 54 + 20 + + + 12051 + 6774 + + + + + + + + true + Script Variable radius0 + 5696bb7a-c6a8-480f-b1df-87c116b733a3 + radius0 + radius0 + true + 0 + true + 8a75d6e9-d6d7-4a5c-b506-d406428b9294 + 1 + 19ff81a2-dc4f-4035-8de9-26224c561321 + + + + + + 12024 + 6784 + 54 + 20 + + + 12051 + 6794 + + + + + + + + true + Script Variable radius1 + 812dfac7-887d-41ec-bfd0-d603119a8f8e + radius1 + radius1 + true + 0 + true + cd65d4bc-5d43-4ce7-93df-2b0f1787f111 + 1 + 19ff81a2-dc4f-4035-8de9-26224c561321 + + + + + + 12024 + 6804 + 54 + 20 + + + 12051 + 6814 + + + + + + + + 1 + Print, Reflect and Error streams + 08bd1a7c-5b4d-434d-bf10-f0d499ce5dff + out + out + false + 0 + + + + + + 12102 + 6664 + 19 + 80 + + + 12111.5 + 6704 + + + + + + + + Output parameter A + 22c9e33a-ba70-4388-a99d-143266d548f1 + A + A + false + 0 + + + + + + 12102 + 6744 + 19 + 80 + + + 12111.5 + 6784 + + + + + + + + + + + + + + b6236720-8d88-4289-93c3-ac4c99f9b97b + Relay + + + + + 2 + A wire relay object + d0f21df5-4419-4311-950a-24a4a032a591 + Relay + + false + 93e12954-4580-4285-81dd-c98fc4e85109 + 1 + + + + + + 11748 + 6695 + 40 + 16 + + + 11768 + 6703 + + + + + + + + + + 57da07bd-ecab-415d-9d86-af36d7073abc + Number Slider + + + + + Numeric slider for single values + c4eb1f59-6554-43a1-ad37-d3f442658477 + Number Slider + Number Slider + false + 0 + + + + + + 11450 + 6562 + 198 + 20 + + + 11450.17 + 6562.4 + + + + + + 6 + 1 + 0 + 1 + 0 + 0 + 0.099864 + + + + + + + + + b6236720-8d88-4289-93c3-ac4c99f9b97b + Relay + + + + + 2 + A wire relay object + 305b2aed-e341-4f37-930c-91e8db7f6a50 + Relay + + false + 128db2d6-609d-4e1c-a7d3-f3dc40b63f92 + 1 + + + + + + 11743 + 6733 + 40 + 16 + + + 11763 + 6741 + + + + + + + + + + ce46b74e-00c9-43c4-805a-193b69ea4a11 + Multiplication + + + + + Mathematical multiplication + d462b216-08a7-4935-9c3a-739a07bd25d2 + Multiplication + Multiplication + + + + + + 11813 + 6729 + 70 + 44 + + + 11838 + 6751 + + + + + + 2 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + 1 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + + First item for multiplication + 2e45613a-2f7e-476d-9673-7bdf8f4cc56b + A + A + true + 305b2aed-e341-4f37-930c-91e8db7f6a50 + 1 + + + + + + 11815 + 6731 + 11 + 20 + + + 11820.5 + 6741 + + + + + + + + Second item for multiplication + 0f56c254-33fd-4c79-807d-12fce3f68252 + B + B + true + 0 + + + + + + 11815 + 6751 + 11 + 20 + + + 11820.5 + 6761 + + + + + + 1 + + + + + 1 + {0} + + + + + Grasshopper.Kernel.Types.GH_Integer + 4 + + + + + + + + + + + Result of multiplication + 6d0fcfa2-6dd2-4313-8c83-24cbaa62a375 + Result + Result + false + 0 + + + + + + 11850 + 6731 + 31 + 40 + + + 11865.5 + 6751 + + + 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