feat(algo): 미이식 3건 마저 이식 — post_tie_lock · sibeam · F83
레퍼런스에서 남겨 뒀던 세 가지를 옮겼다. 셋 다 레퍼런스 경로 전용이고 기존(현행
임상) 경로는 그대로다.
· post_tie_lock 후벽 상위 두 후보의 score 가 구조적으로 붙는 구간(전 데이터
5773 결정 중 격차<10% 가 17.9%)에서 직전 trace 선택을 유지한다.
방향을 강제하지 않는다 — 깊은-peak 고정·인접 골 tie-break 은
전부 계통 편향을 낳았고, tie 밴드에서는 정의상 두 후보의 증거가
같기 때문이다. 상태기를 넘길 때만 동작하며, 레퍼런스도 streaming
strict pass 에서만 건다. streaming.py 이식 전까지 호출부는 없다.
· _sibeam_cap_bounds 검출 채널이 정확히 2개일 때 미검출 이웃 빔까지의 SI 거리를
cap 상한으로. 2개뿐이면 끝 채널이 서로의 이웃이라 기존 top/bottom
clamp 가 성립하지 않아 cap 이 무제한 외삽된다. supine 은 건너뛴다.
· F83 적도-밖 bottom cap 연속 보간(실리콘·supine). 전제인
mirror_bottom_cap 도 함께 옮겼다.
좌표계가 두 개라는 것을 확인했다
레퍼런스 cross_channel._z 는 sample_to_ap_depth 를 인자 없이 불러 교차채널 좌표가
언제나 모듈 기본값(1.936/6.85)으로 떨어진다. BV 는 프리셋 값을 명시로 넘긴다.
abs 는 두 값이 같아 표가 안 나지만 실리콘(1.897/7.651)에서는 갈린다 — 실측
f06/r1 단일 cycle 에서 CH0 전벽이 8 vs 14 로 갈려 439.88 vs 416.95 mL 이 됐다.
is_deep 판정이 34.209 > 34.042 처럼 아슬아슬한 자리라 작은 좌표 차가 선택을 뒤집는다.
의도인지 누락인지는 알고리즘팀 확인이 필요하다. 확인 전까지 레퍼런스와 같은 값을
내는 쪽을 택했고, 기존 경로는 프리셋 값을 그대로 쓴다.
missing_outside 의 null 과 빈 집합을 구분했다
null = 계산 안 함 → cap clamp 를 언제나 상한으로. 빈 집합 = 계산했고 '방광 밖'
채널이 없다 → 하한 쪽으로. ifEmpty { null } 로 뭉개면 "미검출이지만 span 은 있다"는
가장 흔한 경우에 si_floor 가 통째로 죽는다.
검증
· 레퍼런스 대조 6종 전부 불일치 0 — tie 1568행(lock 24건) · 실데이터 BV 784행
(nch=2 6건) · sibeam 120행(상한 102건) · 합성 BV 640행(mirror 226건) ·
F83 blend 440행 · F83 apply 12행. 실데이터가 미러·nch=2 에 거의 안 닿아
그 경로는 합성 입력으로 레퍼런스 함수를 직접 호출한 기대값으로 덮었다.
· 기존 경로 무변경 — 44 cycle × CCC on/off 덤프가 HEAD 와 88행 전부 일치.
· 전체 36개 통과 · demoDebug APK 빌드 성공.
LegacyEquivalenceDumpTest 가 PiezoHW.activePreset 을 명시로 고정하게 했다. 전역
가변 상태라 다른 테스트가 먼저 돌면 덤프가 통째로 달라진다 — 실제로 한 번 착시를
만들었다.
Co-Authored-By: Claude Opus 5 <noreply@anthropic.com>
This commit is contained in:
@@ -23,6 +23,11 @@ package com.medithings.vesiscan.managers
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* 기존의 `inward_post` 는 빠진다)
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* · 파이프라인 `scale_recovery`(2) · `missing_outside` 증거 산출(4) ·
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* `channel_confidence`→untrusted(5b) · `CONF_DEMOTE`(6)
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* · 좌표계 교차채널 z 를 프리셋(실리콘 1.897/7.651) 대신 **전역 캘리브레이션**
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* (1.936/6.85)으로 잰다 — 레퍼런스 `cross_channel._z` 가 그렇다.
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* abs 는 값이 같아 표가 안 나고 실리콘에서만 갈린다.
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* · nch=2 clamp `_sibeam_cap_bounds` — 채널이 2개뿐일 때 빔 기하로 cap 상한
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* · 미러 · F83 `mirror_bottom_cap` + 적도-밖 bottom cap 연속 보간(실리콘·supine)
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* · BV 극 cap 의 상한/하한을 관측 증거로 가르는 `si_floor`/`missing_outside`,
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* bottom cap 제한 신설, 중앙 채널 보간 은행가 반올림,
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* `adaptive_large_bladder_relax` 제거(cap 축 폴백을 가로막고 있었다)
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@@ -276,7 +276,7 @@ class AnchorGuide(
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wallsCross.map { r ->
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r?.let { WallWithSpan(it.antRefined, it.postRefined, it.lowStart, it.lowEnd) }
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},
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crossOutcome.missingOutside.ifEmpty { null })
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crossOutcome.missingOutside)
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// ch3 검출률은 trace 단위다. 그 김에 trace 별 nch 통계도 얻는다(진단용).
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val traces = slidingTraces(cycles, traceWin)
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@@ -588,6 +588,63 @@ const val BOTTOM_CAP_SAGITTA_NOISE_MM: Double = 4.0
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/** Python `LUMEN_INSET_FRAC` (config_6ch.py:41). */
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const val LUMEN_INSET_FRAC: Double = 0.15
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/**
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* Python `volume/config_vol.NCH2_SIBEAM_CLAMP_NCH` / `NCH2_SIBEAM_SKIP_SUPINE`.
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*
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* 검출 채널이 **정확히 2개**일 때만 빔 기하로 cap 을 제한한다. 3개 이상이면 위쪽의
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* top/bottom 채널 clamp 가 이미 같은 일을 하므로 중복이다. supine 은 건너뛴다 —
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* 그 자세에서는 적도가 fan 아래로 내려가 "빔이 못 잡았다"가 "방광이 없다"를 뜻하지
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* 않는다(오히려 F83 이 반대 방향으로 채우는 구간이다).
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*/
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const val NCH2_SIBEAM_CLAMP_NCH = 2
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const val NCH2_SIBEAM_SKIP_SUPINE = true
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/** Python `volume/config_vol.MIRROR_*` — 적도 미관측 bottom cap 미러링. */
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const val MIRROR_MIN_NCH = 3
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const val MIRROR_EDGE_MARGIN = 0.02
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/**
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* (상단, 하단) cap 높이 상한 = 끝 채널에서 **미검출 이웃 빔**까지의 SI 거리.
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* Python `bv_estimation._sibeam_cap_bounds`.
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*
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* 빔이 방광을 못 잡았다는 것이 곧 "방광이 거기까지 없다"는 관측이다. 상한이 없으면
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* (미검출 이웃이 없거나 기하가 무효) null 을 돌려 clamp 를 건너뛴다.
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*/
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internal fun sibeamCapBounds(
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validChannels: List<Int>,
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sortedChannels: List<Int>,
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yS: DoubleArray,
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dAnt: List<Double>,
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dPost: List<Double>,
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degreeDeg: DoubleArray,
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sensorZMm: DoubleArray,
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): Pair<Double?, Double?> {
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val det = sortedChannels.toSet()
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val out = arrayOfNulls<Double>(2)
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// (끝 index, 부호) — top 은 위쪽(+), bottom 은 아래쪽(−) 이웃까지의 거리를 본다.
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val ends = listOf(sortedChannels.size - 1 to 1.0, 0 to -1.0)
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for ((k, pair) in ends.withIndex()) {
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val (idx, sign) = pair
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val ch = sortedChannels[idx]
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val yE = yS[idx]
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val i = validChannels.indexOf(ch)
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if (i < 0) continue
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val dMid = (dAnt[i] + dPost[i]) / 2.0
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val z0 = dMid * cos(Math.toRadians(degreeDeg[ch]))
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var best: Double? = null
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for (nb in 0 until minOf(4, degreeDeg.size)) {
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if (nb in det) continue
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val c = cos(Math.toRadians(degreeDeg[nb]))
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if (abs(c) <= 1e-6) continue
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val yB = sensorZMm[nb] + (z0 / c) * sin(Math.toRadians(degreeDeg[nb]))
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val dy = (yB - yE) * sign
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if (dy > 0) best = if (best == null) dy else minOf(best, dy)
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}
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out[k] = best
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}
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return Pair(out[0], out[1])
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}
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/**
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* Python `volume/config_vol.SI_FLOOR_WALK` — span 이 이어지는 가장 바깥 채널까지 하한을
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* 확장할지. 인접 채널에서 멈추지 않고 걸어간다. **레퍼런스 경로 전용**.
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@@ -690,6 +747,8 @@ fun estimateBladderVolume6ch(
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ellipseCapHeight: Boolean = true,
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missingOutside: Set<Int>? = null,
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siFloor: Boolean = true,
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supine: Boolean = false,
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mirrorBottomCap: Boolean = false,
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): BVResult? {
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var centerWalls = PiezoHW.centerCh.map { if (it < allWalls.size) allWalls[it] else null }
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centerWalls = repairCenterWallsFor6ch(centerWalls)
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@@ -708,6 +767,8 @@ fun estimateBladderVolume6ch(
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ellipseCapHeight = ellipseCapHeight,
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missingOutside = missingOutside,
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siFloor = siFloor,
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supine = supine,
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mirrorBottomCap = mirrorBottomCap,
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)
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}
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@@ -789,6 +850,8 @@ fun estimateBv(
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/** [estimateBladderVolume] 참조 — 검출기가 산출한 '진짜 방광 밖' 채널 집합. */
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missingOutside: Set<Int>? = null,
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siFloor: Boolean = true,
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supine: Boolean = false,
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mirrorBottomCap: Boolean = false,
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): BVResult? {
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// ── 레퍼런스 경로: 완화 없이 한 번 계산하고 cap 축 폴백만 건다 ────────────
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// "끝단 단면이 넓고 cap 이 얕으면 urine_inset 0.05 + b_si_floor 0.85 로 재계산"
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@@ -798,8 +861,12 @@ fun estimateBv(
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// 실측 PHANTOM mean: Python 160.03 mL vs 완화가 살아 있는 코틀린 232.49 mL.
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if (AlgoMode.reference) {
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val r = evalOnce(walls, lrRatio, urineInsetFrac, bSiFloorRatio, bSiFloorEdgeMin,
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missingOutside = missingOutside, siFloor = siFloor)
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return capAxisFallback(r, walls, lrRatio, urineInsetFrac, bSiFloorRatio, bSiFloorEdgeMin)
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missingOutside = missingOutside, siFloor = siFloor,
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supine = supine, mirrorBottomCap = mirrorBottomCap)
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// 폴백에는 자세·미러를 **넘긴다**(레퍼런스가 그렇게 부른다). missingOutside·
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// siFloor 는 반대로 넘기지 않는다 — 그쪽도 레퍼런스가 그렇게 부른다.
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return capAxisFallback(r, walls, lrRatio, urineInsetFrac, bSiFloorRatio,
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bSiFloorEdgeMin, supine, mirrorBottomCap)
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}
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val result = evalOnce(walls, lrRatio, urineInsetFrac, bSiFloorRatio, bSiFloorEdgeMin)
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@@ -869,6 +936,8 @@ private fun capAxisFallback(
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urineInsetFrac: Double,
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bSiFloorRatio: Double?,
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bSiFloorEdgeMin: Double,
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supine: Boolean = false,
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mirrorBottomCap: Boolean = false,
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): BVResult? {
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if (result == null) return null
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val bSi = result.capBSiMm
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@@ -882,7 +951,7 @@ private fun capAxisFallback(
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// 떨어진다. 실측 f04 cyc20: 넘기면 249.95 mL, 안 넘기면 278.43 mL 로 후자가
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// 레퍼런스 값이다.
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val fb = evalOnce(walls, lrRatio, urineInsetFrac, bSiFloorRatio, bSiFloorEdgeMin,
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ellipseCapHeight = false)
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ellipseCapHeight = false, supine = supine, mirrorBottomCap = mirrorBottomCap)
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return if (fb != null && fb.volumeMl != 0.0) fb else result
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}
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@@ -896,6 +965,8 @@ private fun evalOnce(
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ellipseCapHeight: Boolean = true,
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missingOutside: Set<Int>? = null,
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siFloor: Boolean = true,
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supine: Boolean = false,
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mirrorBottomCap: Boolean = false,
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): BVResult? {
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val insetWalls: List<Pair<Double, Double>?> = walls.map { w ->
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w?.let {
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@@ -909,7 +980,7 @@ private fun evalOnce(
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com.medithings.vesiscan.managers.GreenZoneConstants.lrRatioOverride = lrRatio
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return try {
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estimateBladderVolume6ch(insetWalls, bSiFloorRatio, bSiFloorEdgeMin, ellipseCapHeight,
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missingOutside, siFloor)
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missingOutside, siFloor, supine, mirrorBottomCap)
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} finally {
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com.medithings.vesiscan.managers.GreenZoneConstants.lrRatioOverride = prevOverride
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}
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@@ -976,6 +1047,14 @@ fun estimateBladderVolume(
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* null 이면 극 cap clamp 를 언제나 상한으로 건다(기존 동작).
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*/
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missingOutside: Set<Int>? = null,
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/** Python `supine`(IMU tilt < 25°). nch=2 빔 clamp 와 F83 이 자세를 본다. */
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supine: Boolean = false,
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/**
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* Python `mirror_bottom_cap`. 적도가 배열 fan 아래에 있어 관측 단면이 하단까지
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* 계속 넓어지는 램프일 때 bottom cap 을 상단 전체 높이로 **미러링**한다.
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* F83 이 base/mirror 두 값을 얻으려고 명시로 켠다 — 기존 경로는 켜지 않는다.
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*/
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mirrorBottomCap: Boolean = false,
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/**
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* Python `COND_CLAMP == 'si'`. 켜져 있으면 미검출 채널에 span 이 있을 때 같은
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* 지점을 **하한**으로 쓴다. 레퍼런스 경로에서만 의미가 있다.
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@@ -1313,9 +1392,9 @@ fun estimateBladderVolume(
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val vCore = vFrustum.sum()
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// 9) Caps — Bottom: spherical cap (shrink 시 R_eff 공유), Top: cone
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val vBottom: Double
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var vBottom: Double
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val vTop: Double
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val bottomKind: String
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var bottomKind: String
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val topKind: String
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if (rEffCap != null) {
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vBottom = sphericalCapVolume(rEffCap, hCapBot, lrRatio)
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@@ -1333,12 +1412,43 @@ fun estimateBladderVolume(
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}
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hCapBot = applyCapDAdaptive(hCapBot, capDAdaptive)
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hCapTop = applyCapDAdaptive(hCapTop, capDAdaptive)
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// nch=2 전용 빔 기하 상한 — 채널이 2개뿐이면 위쪽 top/bottom 채널 clamp 가
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// 성립하지 않아(끝 채널이 곧 서로의 이웃) cap 이 무제한으로 외삽된다.
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// 기존 경로에는 이 제약이 없었으므로 레퍼런스에서만 건다.
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if (AlgoMode.reference && n == NCH2_SIBEAM_CLAMP_NCH &&
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!(NCH2_SIBEAM_SKIP_SUPINE && supine)) {
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val (bt, bb) = sibeamCapBounds(
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validChannels, sortedCh, yS, dAnt, dPost, degreeDeg, sensorZMm)
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if (bt != null) hCapTop = minOf(hCapTop, maxOf(0.0, bt))
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if (bb != null) hCapBot = minOf(hCapBot, maxOf(0.0, bb))
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}
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vBottom = sS[0] * hCapBot / 2.0 + Math.PI * hCapBot * hCapBot * hCapBot / 6.0
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vTop = sS[n - 1] * hCapTop / 3.0
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bottomKind = "$capKind sphere"
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topKind = "$capKind cone"
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}
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// ── 적도 미관측 bottom cap 미러링 ────────────────────────────────────
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// supine 큰 방광은 적도가 배열 fan 아래에 놓여, 관측 단면이 하단 edge 까지 계속
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// 넓어지는 램프가 된다. cap 높이 상한이 천장을 만들어 미관측 caudal 반쪽을 못 채운다.
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// **vTop 은 건드리지 않는다** — 레퍼런스 검증 A/B 가 vTop 고정 조건에서 이뤄졌다.
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// `mirrorBottomCap` 은 F83 만 켜므로 기존 경로에서는 이 블록이 돌지 않는다.
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if (mirrorBottomCap && n >= MIRROR_MIN_NCH && sortedCh[0] == 3) {
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val monotone = (1 until n).all { aCapS[it] - aCapS[it - 1] < 0.0 }
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if (monotone && aCapS[0] > 0 &&
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(aCapS[0] - aCapS[1]) / aCapS[0] >= MIRROR_EDGE_MARGIN) {
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val hMirror = (yS[n - 1] - yS[0]) + hCapTop
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if (hMirror > 1e-6) {
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val aB = aCapS[0]
|
||||
hCapBot = hMirror
|
||||
// 밑면 반경 aB · 높이 h 인 구면캡과 일관된 R (h>aB 면 R>aB → 밑면 아래가 넓어진다)
|
||||
rEffCap = (aB * aB + hCapBot * hCapBot) / (2.0 * hCapBot)
|
||||
vBottom = sphericalCapVolume(rEffCap!!, hCapBot, lrRatio)
|
||||
bottomKind = "mirror sphere"
|
||||
}
|
||||
}
|
||||
}
|
||||
|
||||
// 10) 합산
|
||||
val bvMm3 = vCore + vBottom + vTop
|
||||
|
||||
|
||||
@@ -0,0 +1,226 @@
|
||||
/*
|
||||
* F83 — 적도-밖 bottom cap 연속 보간. Python `volume/f83.py` 1:1.
|
||||
*/
|
||||
package com.medithings.vesiscan.managers
|
||||
|
||||
import com.medithings.vesiscan.walldetect.MethodDResult
|
||||
import com.medithings.vesiscan.walldetect.MethodDRunner
|
||||
import kotlin.math.abs
|
||||
import kotlin.math.cos
|
||||
import kotlin.math.sqrt
|
||||
|
||||
/**
|
||||
* F83 — 적도-밖 bottom cap **연속 보간** (실리콘 · supine 전용).
|
||||
*
|
||||
* ## 문제
|
||||
* supine 큰 방광은 적도가 배열 fan 아래에 놓여, 관측 단면이 하단 edge 까지 계속 넓어지는
|
||||
* 램프가 된다. cap 높이 상한이 천장을 만들어 미관측 caudal 반쪽을 못 채운다.
|
||||
* hard mirror([estimateBv] 의 `mirrorBottomCap`)는 이걸 해결하지만 **측정 안에서 부분
|
||||
* 발동**해 rel 분포를 쪼갰고, 그 결과 선택위치 KPI 를 깎았다.
|
||||
*
|
||||
* ## 해법
|
||||
* trace 내부 5-cycle window 6개로 **합의 강도를 재서 cap 높이를 연속 보간**한다.
|
||||
* 과거 trace 도 정답 BV 도 쓰지 않는다(인과적). gate 통과율이 5/6 이상이면 hard mirror,
|
||||
* 그 외에는 gate·형상·CH3 안정성의 곱으로 weight 를 만들어 base↔mirror 를 보간한다.
|
||||
*
|
||||
* ⚠ demo-final 에서는 **레퍼런스 경로 전용**이다. 미러 블록이 전제인데 기존
|
||||
* 경로는 `mirrorBottomCap` 을 켜지 않으므로 게이트가 통과하지 않는다.
|
||||
*
|
||||
* ⚠ 이 경로는 sub-window 마다 **검출부터 다시 돌린다**. 순수 부피 계산이 아니라
|
||||
* 파이프라인 전체가 필요하므로 `PiezoBVEstimator.kt` 가 아니라 여기에 둔다.
|
||||
*/
|
||||
object PiezoBVF83 {
|
||||
|
||||
/** 현재 10-cycle trace 안에서 쓰는 sub-window 길이. */
|
||||
const val SUB_WIN = 5
|
||||
|
||||
/** 이 비율 이상 gate 를 통과하면 보간 없이 hard mirror. */
|
||||
const val FORCE_RATE = 5.0 / 6.0
|
||||
|
||||
/**
|
||||
* abs(v1/v2) 기기에서는 **순손실**이라 실리콘에서만 건다.
|
||||
* Python `F83_SILICON_ONLY`.
|
||||
*/
|
||||
const val SILICON_ONLY = true
|
||||
|
||||
private fun isSilicon(): Boolean = PiezoHW.activePreset.let {
|
||||
it == PiezoHW.DevicePreset.R100 || it == PiezoHW.DevicePreset.R200 ||
|
||||
it == PiezoHW.DevicePreset.R300
|
||||
}
|
||||
|
||||
private fun ramp(x: Double, lo: Double, hi: Double): Double =
|
||||
((x - lo) / (hi - lo)).coerceIn(0.0, 1.0)
|
||||
|
||||
/** 구면캡 부피(기하) — 보간 가중치를 **높이**가 아니라 부피로 환산할 때 쓴다. */
|
||||
private fun capGeom(a: Double, h: Double): Double =
|
||||
Math.PI * h * (3.0 * a * a + h * h) / 6.0
|
||||
|
||||
/** mirror 가 실제로 발동했는가 = bottom cap 이 미러 구면으로 바뀌었는가. */
|
||||
private fun gateOk(bv: BVResult?): Boolean = bv != null && bv.bottomKind == "mirror sphere"
|
||||
|
||||
/** CH3 단면 직경(mm). 미검출이면 NaN. */
|
||||
private fun ch3D(results: List<MethodDResult?>): Double {
|
||||
val r = results.getOrNull(3) ?: return Double.NaN
|
||||
return (r.post - r.ant) * PiezoHW.distancePerSample *
|
||||
cos(Math.toRadians(PiezoHW.degreeAll[3]))
|
||||
}
|
||||
|
||||
/**
|
||||
* base 와 mirror 의 **bottom cap 만** 높이-기하로 보간한 일관된 결과.
|
||||
*
|
||||
* 높이를 선형 보간한 뒤, 그 높이에 해당하는 **구면캡 부피 비율**로 부피를 섞는다.
|
||||
* 부피를 바로 선형 보간하면 높이와 부피가 서로 안 맞는 결과가 나온다.
|
||||
*/
|
||||
internal fun blend(base: BVResult?, mirror: BVResult?, weight: Double): BVResult? {
|
||||
if (base == null || mirror == null || !gateOk(mirror) || weight <= 0.0) return base
|
||||
if (weight >= 1.0) return mirror
|
||||
val h0 = base.bottomHMm
|
||||
val h1 = mirror.bottomHMm
|
||||
if (h1 <= h0 + 1e-9) return base
|
||||
if (base.sortedYMm.isEmpty()) return base
|
||||
var argmin = 0
|
||||
for (i in base.sortedYMm.indices) if (base.sortedYMm[i] < base.sortedYMm[argmin]) argmin = i
|
||||
val bottomCh = base.sortedChannels[argmin]
|
||||
val vi = base.validChannels.indexOf(bottomCh)
|
||||
if (vi < 0) return base
|
||||
val a = base.dMm[vi] / 2.0
|
||||
val hb = h0 + weight * (h1 - h0)
|
||||
val den = capGeom(a, h1) - capGeom(a, h0)
|
||||
val frac = (if (abs(den) > 1e-9) (capGeom(a, hb) - capGeom(a, h0)) / den else weight)
|
||||
.coerceIn(0.0, 1.0)
|
||||
val vb = base.vBottomMm3 + frac * (mirror.vBottomMm3 - base.vBottomMm3)
|
||||
val total = base.vCoreMm3 + vb + base.vTopMm3
|
||||
return base.copy(
|
||||
volumeMm3 = total,
|
||||
volumeMl = total / 1000.0,
|
||||
vBottomMm3 = vb,
|
||||
bottomHMm = hb,
|
||||
bottomKind = "f83 soft mirror",
|
||||
)
|
||||
}
|
||||
|
||||
/** F83 산출 부산물 — 부피에 영향이 없고 진단·기록용이다. */
|
||||
data class F83Diag(
|
||||
val weight: Double,
|
||||
val gateRate: Double,
|
||||
val shape: Double,
|
||||
val d3Cv: Double,
|
||||
)
|
||||
|
||||
/** [apply] 의 결과 + 진단. */
|
||||
data class F83Result(val bv: BVResult?, val diag: F83Diag?)
|
||||
|
||||
/**
|
||||
* 이미 구한 [walls]·[base] 에 F83 bottom cap 보간을 적용한다.
|
||||
* Python `f83_apply`.
|
||||
*
|
||||
* @param cycleBlock (cycle, channel, sample) — 현재 trace 를 이룬 원본 cycle 들.
|
||||
* sub-window 재검출에 쓴다.
|
||||
*/
|
||||
fun apply(
|
||||
walls: List<WallWithSpan?>,
|
||||
cycleBlock: List<List<DoubleArray>>,
|
||||
supine: Boolean,
|
||||
base: BVResult?,
|
||||
missingOutside: Set<Int>? = null,
|
||||
/**
|
||||
* 호출부 walls 의 `si_floor` 태그. 검출기에서 온 walls 면 true, 합성 wall 이면
|
||||
* false 다. **sub-window 쪽은 여기서 다시 검출하므로 항상 true** 라 따로 받지 않는다.
|
||||
*/
|
||||
siFloor: Boolean = true,
|
||||
): F83Result {
|
||||
val b = base ?: estimateBv(walls, missingOutside = missingOutside,
|
||||
siFloor = siFloor, supine = supine)
|
||||
if (!supine || b == null) return F83Result(b, null)
|
||||
if (SILICON_ONLY && !isSilicon()) return F83Result(b, null) // abs 는 순손실
|
||||
|
||||
val mirror = estimateBv(walls, missingOutside = missingOutside, siFloor = siFloor,
|
||||
supine = supine, mirrorBottomCap = true)
|
||||
if (!gateOk(mirror)) return F83Result(b, null)
|
||||
|
||||
val win = minOf(SUB_WIN, cycleBlock.size)
|
||||
val subGate = ArrayList<Boolean>()
|
||||
val shapes = ArrayList<Double>()
|
||||
val d3s = ArrayList<Double>()
|
||||
for (start in 0..(cycleBlock.size - win)) {
|
||||
val trace = meanOf(cycleBlock.subList(start, start + win))
|
||||
val outcome = MethodDRunner.detectMultichannelWithEvidence(trace, applyCross = true)
|
||||
val subWalls = outcome.walls.map { r ->
|
||||
r?.let { WallWithSpan(it.antRefined, it.postRefined, it.lowStart, it.lowEnd) }
|
||||
}
|
||||
val bv = estimateBv(subWalls,
|
||||
missingOutside = outcome.missingOutside,
|
||||
mirrorBottomCap = true)
|
||||
subGate.add(gateOk(bv))
|
||||
d3s.add(ch3D(outcome.walls))
|
||||
if (bv != null && 3 in bv.validChannels && bv.sortedYMm.size >= 2) {
|
||||
val d3 = bv.dMm[bv.validChannels.indexOf(3)]
|
||||
if (d3 > 0) shapes.add((bv.sortedYMm.max() - bv.sortedYMm.min()) / d3)
|
||||
}
|
||||
}
|
||||
|
||||
val gateRate = if (subGate.isEmpty()) 0.0 else subGate.count { it }.toDouble() / subGate.size
|
||||
val shape = if (shapes.isEmpty()) 0.0 else median(shapes.toDoubleArray())
|
||||
val d3v = d3s.filter { it.isFinite() && it > 0 }.toDoubleArray()
|
||||
val d3Cv = if (d3v.size >= 2) stdPop(d3v) / d3v.average() else 1.0
|
||||
|
||||
var weight = ramp(gateRate, 0.2, 0.8) *
|
||||
ramp(shape, 0.35, 0.65) *
|
||||
(1.0 - ramp(d3Cv, 0.02, 0.06))
|
||||
if (gateRate >= FORCE_RATE) weight = 1.0
|
||||
|
||||
return F83Result(blend(b, mirror, weight), F83Diag(weight, gateRate, shape, d3Cv))
|
||||
}
|
||||
|
||||
/**
|
||||
* 현재 trace 의 cycle 들로 F83_100 BV 를 계산한다. Python `estimate_bv_f83_100`.
|
||||
*
|
||||
* [fullResults] 를 주면 평균 trace 재검출을 건너뛴다.
|
||||
*/
|
||||
fun estimate(
|
||||
cycleBlock: List<List<DoubleArray>>,
|
||||
supine: Boolean,
|
||||
fullResults: List<MethodDResult?>? = null,
|
||||
fullMissingOutside: Set<Int>? = null,
|
||||
): F83Result {
|
||||
require(cycleBlock.isNotEmpty()) { "cycleBlock 이 비어 있다" }
|
||||
var mo = fullMissingOutside
|
||||
val results = fullResults ?: run {
|
||||
val o = MethodDRunner.detectMultichannelWithEvidence(
|
||||
meanOf(cycleBlock), applyCross = true)
|
||||
mo = o.missingOutside
|
||||
o.walls
|
||||
}
|
||||
val walls = results.map { r ->
|
||||
r?.let { WallWithSpan(it.antRefined, it.postRefined, it.lowStart, it.lowEnd) }
|
||||
}
|
||||
val base = estimateBv(walls, missingOutside = mo, supine = supine)
|
||||
return apply(walls, cycleBlock, supine, base, mo)
|
||||
}
|
||||
|
||||
/** cycle 들의 채널별 평균 — Python `block.mean(axis=0)`. */
|
||||
private fun meanOf(cycles: List<List<DoubleArray>>): List<DoubleArray> {
|
||||
val nCh = cycles[0].size
|
||||
return (0 until nCh).map { ch ->
|
||||
val len = cycles[0][ch].size
|
||||
val acc = DoubleArray(len)
|
||||
for (c in cycles) for (i in 0 until minOf(len, c[ch].size)) acc[i] += c[ch][i]
|
||||
DoubleArray(len) { acc[it] / cycles.size }
|
||||
}
|
||||
}
|
||||
|
||||
private fun median(a: DoubleArray): Double {
|
||||
val s = a.sortedArray()
|
||||
val n = s.size
|
||||
if (n == 0) return 0.0
|
||||
return if (n % 2 == 1) s[n / 2] else (s[n / 2 - 1] + s[n / 2]) / 2.0
|
||||
}
|
||||
|
||||
/** 모집단 표준편차 — numpy `std()` 기본(ddof=0)과 같다. */
|
||||
private fun stdPop(a: DoubleArray): Double {
|
||||
val m = a.average()
|
||||
var acc = 0.0
|
||||
for (x in a) acc += (x - m) * (x - m)
|
||||
return sqrt(acc / a.size)
|
||||
}
|
||||
}
|
||||
@@ -146,7 +146,7 @@ fun ClinicalLiveView(appState: AppState) {
|
||||
// `missingOutside` 는 극 cap clamp 의 방향(상한/하한)을 가르는 관측 증거다.
|
||||
// 기존 경로에서는 검출기가 빈 집합을 주므로 null 로 넘겨 종전과 같이 동작한다.
|
||||
bvMethodD = com.medithings.vesiscan.managers.estimateBv(
|
||||
mdWalls, missingOutside = mdOutcome.missingOutside.ifEmpty { null })
|
||||
mdWalls, missingOutside = mdOutcome.missingOutside)
|
||||
?.volumeMl?.takeIf { it.isFinite() && it > 0 }
|
||||
}
|
||||
}
|
||||
|
||||
+2
-2
@@ -374,7 +374,7 @@ fun PiezoMonitoringView(appState: AppState) {
|
||||
.detectMultichannelWithEvidence(signals)
|
||||
val dets = outcome.walls
|
||||
methodDDets = dets // BV wrapper 경로에서 refined+span 재사용
|
||||
methodDMissingOutside = outcome.missingOutside.ifEmpty { null }
|
||||
methodDMissingOutside = outcome.missingOutside
|
||||
for (i in 0..5) {
|
||||
val r = dets.getOrNull(i)
|
||||
if (r != null) allWalls[i] = Pair(r.ant, r.post)
|
||||
@@ -452,7 +452,7 @@ fun PiezoMonitoringView(appState: AppState) {
|
||||
.detectMultichannelWithEvidence(signals)
|
||||
val dets = outcome.walls
|
||||
methodDDets = dets
|
||||
methodDMissingOutside = outcome.missingOutside.ifEmpty { null }
|
||||
methodDMissingOutside = outcome.missingOutside
|
||||
dets.map { r -> r?.let { Pair(it.ant, it.post) } }
|
||||
}
|
||||
} else allWalls
|
||||
|
||||
@@ -49,11 +49,17 @@ data class MethodDResult(
|
||||
/** 초기 ant 후보 [(idx, score), ...] score 내림차순 — 02bed02 cross-channel tie-break 용.
|
||||
* recovery 전 wall_select 결과를 그대로 노출 (Python: detector.py `ant_candidates`). */
|
||||
val antCandidates: List<Pair<Int, Double>> = emptyList(),
|
||||
/**
|
||||
* 초기 post 후보 [(idx, score), ...] score 내림차순 (Python `post_candidates`).
|
||||
* 후벽 near-tie 판정([PostTieLock])에 쓴다.
|
||||
*/
|
||||
val postCandidates: List<Pair<Int, Double>> = emptyList(),
|
||||
)
|
||||
|
||||
object MethodDDetector {
|
||||
|
||||
private fun wallGateOk(antAmp: Double, postAmp: Double, lumenMin: Double, p: MethodDParams): Boolean {
|
||||
/** Python `detector._wall_gate_ok`. [PostTieLock] 이 되돌린 뒤 재검증에 쓴다. */
|
||||
fun wallGateOk(antAmp: Double, postAmp: Double, lumenMin: Double, p: MethodDParams): Boolean {
|
||||
val wallAmp = if (p.wallRatioUsePostOnly) postAmp else kotlin.math.min(antAmp, postAmp)
|
||||
return wallAmp / max(lumenMin, 1.0) >= p.minWallLumenRatio
|
||||
}
|
||||
@@ -98,6 +104,8 @@ object MethodDDetector {
|
||||
// Python: tuple((int(c[0]), float(c[4])) for c in sorted(ant_res['candidates'], key=-x[4]))
|
||||
val antCandidates: List<Pair<Int, Double>> =
|
||||
antRes.candidates.sortedByDescending { it.score }.map { it.idx to it.score }
|
||||
val postCandidates: List<Pair<Int, Double>> =
|
||||
postRes.candidates.sortedByDescending { it.score }.map { it.idx to it.score }
|
||||
|
||||
var antIdx = antRes.best.idx
|
||||
var antProm = antRes.best.prom
|
||||
@@ -215,6 +223,7 @@ object MethodDDetector {
|
||||
sgHeavy = sgHeavy,
|
||||
sgLight = sgLight,
|
||||
antCandidates = antCandidates,
|
||||
postCandidates = postCandidates,
|
||||
)
|
||||
}
|
||||
}
|
||||
|
||||
@@ -45,6 +45,10 @@ object MethodDRunner {
|
||||
/** dominant-pick 보호: raw 픽 score >= 이 배수 × 차순위 → 합의 교정에서 보존. */
|
||||
private const val ANT_DOMINANT_RATIO = 2.0
|
||||
|
||||
// 레퍼런스 경로의 교차채널 z 좌표용 전역 캘리브레이션. [zAt] 주석 참조.
|
||||
private const val CCC_DISTANCE_PER_SAMPLE = 1.936
|
||||
private const val CCC_DELAY_OFFSET_MM = 6.85
|
||||
|
||||
/** neighbor_top_validate: nb-1→nb slope 가 이 이하면 "비증가 추세". */
|
||||
private const val NTV_SLOPE_EPS = 2.0
|
||||
/** neighbor_top_validate: top 이 예측보다 이만큼 깊으면 위반 (FP). */
|
||||
@@ -97,8 +101,9 @@ object MethodDRunner {
|
||||
beamAnglesDeg: DoubleArray? = null,
|
||||
applyTgc: Boolean = true,
|
||||
applyCross: Boolean = true,
|
||||
tieLock: PostTieLock? = null,
|
||||
): List<MethodDResult?> = detectMultichannelWithEvidence(
|
||||
signals, params, beamAnglesDeg, applyTgc, applyCross).walls
|
||||
signals, params, beamAnglesDeg, applyTgc, applyCross, tieLock).walls
|
||||
|
||||
fun detectMultichannelWithEvidence(
|
||||
signals: List<DoubleArray>,
|
||||
@@ -106,6 +111,11 @@ object MethodDRunner {
|
||||
beamAnglesDeg: DoubleArray? = null,
|
||||
applyTgc: Boolean = true,
|
||||
applyCross: Boolean = true,
|
||||
/**
|
||||
* 후벽 near-tie trace lock 상태기. **측정 하나마다** 새로 만들어 trace 를 순서대로
|
||||
* 넘겨야 의미가 있다. null 이면 미적용 — 기존 경로 호출부는 넘기지 않는다.
|
||||
*/
|
||||
tieLock: PostTieLock? = null,
|
||||
): DetectionOutcome {
|
||||
val angles = beamAnglesDeg ?: PiezoHW.degreeAll
|
||||
// 1) per-channel SG denoise (heavy + light)
|
||||
@@ -128,6 +138,11 @@ object MethodDRunner {
|
||||
}
|
||||
val ref = com.medithings.vesiscan.managers.AlgoMode.reference
|
||||
|
||||
// ── 3) 후벽 near-tie trace lock ───────────────────────────────────
|
||||
// 검출 뒤·교차채널 앞. 상태기를 넘겨야 동작하므로 넘기지 않는 기존 호출부는
|
||||
// 아무 영향이 없다.
|
||||
tieLock?.apply(results, params)
|
||||
|
||||
// ── 2) 검출 실패 채널만 SG5 로 재탐색 (레퍼런스 경로 전용) ─────────────
|
||||
// 이미 검출된 채널은 건드리지 않는다 — 얻는 것은 커버리지뿐이고 측정면은 불변.
|
||||
if (ref && SCALE_RECOVERY && applyCross) {
|
||||
@@ -136,9 +151,12 @@ object MethodDRunner {
|
||||
|
||||
// ── 4) 미검출 채널의 span 유무 판정 (레퍼런스 경로 전용) ───────────────
|
||||
// **CCC 앞에서** 계산한다 — CCC 가 복구한 채널은 '방광 밖'이 아니다.
|
||||
val missingOut: Set<Int> =
|
||||
// **null 과 빈 집합은 다르다.** null = 계산 안 함 → cap clamp 를 언제나 상한으로.
|
||||
// 빈 집합 = 계산했고 '방광 밖' 채널이 없다 → 미검출 채널은 전부 span 이 있다는
|
||||
// 뜻이라 하한 쪽으로 간다. 뭉개면 si_floor 가 가장 흔한 경우에 통째로 죽는다.
|
||||
val missingOut: Set<Int>? =
|
||||
if (ref && applyCross) missingOutside(results, lightTgc, heavyTgc, angles, params)
|
||||
else emptySet()
|
||||
else null
|
||||
|
||||
// ── 5) 교차채널 보정 ───────────────────────────────────────────────
|
||||
if (applyCross) {
|
||||
@@ -177,7 +195,7 @@ object MethodDRunner {
|
||||
*/
|
||||
data class DetectionOutcome(
|
||||
val walls: List<MethodDResult?>,
|
||||
val missingOutside: Set<Int>,
|
||||
val missingOutside: Set<Int>?,
|
||||
)
|
||||
|
||||
/**
|
||||
@@ -554,11 +572,12 @@ object MethodDRunner {
|
||||
// 공통 helpers
|
||||
// ─────────────────────────────────────────────────────────────────────────
|
||||
|
||||
/** z(i, idx) = (DELAY_OFFSET_MM + idx * DISTANCE_PER_SAMPLE) * cos(angle_i) — sample_to_ap_depth. */
|
||||
private fun zOf(angles: DoubleArray, ch: Int, idx: Int): Double {
|
||||
val ang = if (ch < angles.size) angles[ch] else 0.0
|
||||
return (PiezoHW.delayOffsetMm + idx * PiezoHW.distancePerSample) * cos(Math.toRadians(ang))
|
||||
}
|
||||
/**
|
||||
* z(i, idx) — `sample_to_ap_depth`. 좌표계 선택은 [zAt] 이 한다(모드에 따라 갈린다).
|
||||
* 여기서 따로 계산하면 `ant_tiebreak` 만 다른 좌표를 쓰게 된다.
|
||||
*/
|
||||
private fun zOf(angles: DoubleArray, ch: Int, idx: Int): Double =
|
||||
zAt(if (ch < angles.size) angles[ch] else 0.0, idx)
|
||||
|
||||
/** numpy.median 동작 매칭 — 짝수 길이면 두 가운데 값의 평균. */
|
||||
private fun median(xs: List<Double>): Double {
|
||||
@@ -580,9 +599,23 @@ object MethodDRunner {
|
||||
|
||||
// ═══ 레퍼런스 경로 전용 ([AlgoMode.reference]) ═══════════════════
|
||||
|
||||
/** z(angle, idx) — angle 을 직접 받는 sample_to_ap_depth. vdipDeepCandidate 재사용. */
|
||||
/**
|
||||
* z(angle, idx) — angle 을 직접 받는 `sample_to_ap_depth`.
|
||||
*
|
||||
* ⚠ 레퍼런스 경로에서는 **프리셋이 아니라 전역 캘리브레이션 상수**를 쓴다.
|
||||
* `wall_correction/cross_channel._z` 가 `sample_to_ap_depth(idx, angle)` 를 인자 없이
|
||||
* 불러 모듈 기본값(1.936 / 6.85)으로 떨어지기 때문이다. BV 쪽은 프리셋 값을 명시로
|
||||
* 넘기므로 두 좌표계가 서로 다르다 — abs(v*)는 값이 같아 표가 안 나지만 실리콘
|
||||
* (r*: 1.897/7.651)에서는 갈린다. 실측 f06/r1 단일 cycle 에서 CH0 전벽이 8 vs 14 로
|
||||
* 갈려 부피가 439.88 vs 416.95 mL 이 됐다.
|
||||
*
|
||||
* 기존 경로는 프리셋 값을 그대로 쓴다 — 오늘 임상이 그 위에서 돌았다.
|
||||
*/
|
||||
private fun zAt(angleDeg: Double, idx: Int): Double =
|
||||
(PiezoHW.delayOffsetMm + idx * PiezoHW.distancePerSample) * cos(Math.toRadians(angleDeg))
|
||||
if (com.medithings.vesiscan.managers.AlgoMode.reference)
|
||||
(CCC_DELAY_OFFSET_MM + idx * CCC_DISTANCE_PER_SAMPLE) * cos(Math.toRadians(angleDeg))
|
||||
else
|
||||
(PiezoHW.delayOffsetMm + idx * PiezoHW.distancePerSample) * cos(Math.toRadians(angleDeg))
|
||||
|
||||
/** numpy.median 동작 매칭 — 짝수 길이면 두 가운데 값의 평균. */
|
||||
/**
|
||||
|
||||
@@ -0,0 +1,115 @@
|
||||
/*
|
||||
* 후벽 near-tie 인과적 trace lock — Python `wall_correction/post_tie_lock.py` 1:1.
|
||||
*/
|
||||
package com.medithings.vesiscan.walldetect
|
||||
|
||||
import com.medithings.vesiscan.walldetect.algo.methodd.MethodDParams
|
||||
import kotlin.math.abs
|
||||
|
||||
/**
|
||||
* 후벽 near-tie 구간에서만 **직전 trace 의 선택을 유지**하는 채널별 상태기.
|
||||
*
|
||||
* ## 무엇이 문제인가
|
||||
* 후벽 후보 score = `prom^γ / (1 + dist_decay·dist)` 의 두 항이 구조적으로 상쇄되는
|
||||
* 형상이 있다. 레퍼런스 실측 p2_2/v2/supine/1cm CH1: 후보 63/65 에서 65 는 prominence 가
|
||||
* 8.8% 크지만(γ=1.5 → +13.5%) span edge 에서 2 sample 더 멀어 거리 패널티가 −13.3% —
|
||||
* 격차가 **0.02%** 까지 붙는다. 그 상태에서 idx 63 진폭이 trace 간 +13 ADC(+1.0%) 흔들린
|
||||
* 것만으로 선택이 뒤집히고, 그 2 sample 이 교차채널 Rule B 의 기울기 부호까지 바꿔
|
||||
* CH0 삭제/유지를 가른다.
|
||||
*
|
||||
* 전 데이터 5773 결정 기준: 상위 1·2위 격차 <5% 인 결정이 8.7%, <10% 가 17.9%
|
||||
* (중앙값 격차 36.4%). **토글 채널의 측정내 최소격차 중앙값 9.2% vs 비토글 49.6%** —
|
||||
* tie 가 토글의 5배 강한 예측자다. 토글 채널 수와 측정 bv_cv 도 함께 움직인다
|
||||
* (0~1개 6.2~6.8% → 3개 10.7%).
|
||||
*
|
||||
* ## 왜 '고정'이지 '보정'이 아닌가
|
||||
* 같은 문제에 방향을 강제한 앞선 시도들은 전부 실패했다 — 깊은-peak 고정은 전역 회귀,
|
||||
* 인접 골 tie-break 는 항상 얕은 쪽을 골라 계통 과소추정을 되살렸다(abs −2.3~−4.8pp).
|
||||
* tie 밴드에서는 **정의상 두 후보의 증거가 거의 같다.** 그러니 어느 쪽이 옳은지 정하지
|
||||
* 말고 직전 선택을 유지하면, 기대값 상 깊은/얕은 어느 쪽으로도 편향되지 않으면서
|
||||
* 토글만 사라진다. 과거만 참조하므로 실시간 경로에도 쓸 수 있다.
|
||||
*
|
||||
* ## 쓰는 법
|
||||
* 측정(위치) 하나마다 인스턴스를 새로 만들고, trace 를 **순서대로** 넘긴다.
|
||||
* 검출 **뒤**·교차채널 **앞**에 걸린다.
|
||||
* ```
|
||||
* val lock = PostTieLock()
|
||||
* for (trace in traces) {
|
||||
* MethodDRunner.detectMultichannelWithEvidence(trace, tieLock = lock)
|
||||
* }
|
||||
* ```
|
||||
*/
|
||||
class PostTieLock(
|
||||
private val tieMargin: Double = TIE_MARGIN,
|
||||
private val maxSep: Int = MAX_LOCK_SEP,
|
||||
) {
|
||||
/** 채널 → 직전 trace 에서 최종 채택된 후벽 index. */
|
||||
private val prev = HashMap<Int, Int>()
|
||||
|
||||
/** 지금까지 되돌린 횟수(진단용). */
|
||||
var nLocked: Int = 0
|
||||
private set
|
||||
|
||||
fun reset() {
|
||||
prev.clear()
|
||||
nLocked = 0
|
||||
}
|
||||
|
||||
/**
|
||||
* 검출 결과(교차채널 前)를 제자리에서 보정한다. tie 인 채널만 직전 선택을 유지한다.
|
||||
*
|
||||
* 되돌린 뒤에도 검출기와 **같은** wall/lumen 게이트를 다시 통과해야 한다 — 고정이
|
||||
* 검출기가 애초에 기각했을 후벽을 되살리면 안 된다.
|
||||
*/
|
||||
fun apply(results: List<MethodDResult?>, params: MethodDParams = MethodDParams.DEFAULT) {
|
||||
for (ch in CENTER_CH) {
|
||||
if (ch >= results.size) continue
|
||||
val r = results[ch] ?: continue
|
||||
val cur = r.post
|
||||
val cands = r.postCandidates
|
||||
val p = prev[ch]
|
||||
if (p != null && p != cur && cands.size >= 2) {
|
||||
// 상위 1·2위 상대격차. 작을수록 두 후보의 증거가 같다는 뜻이다.
|
||||
val gap = cands[0].second / maxOf(cands[1].second, 1e-12) - 1.0
|
||||
val tied = cands.filter { it.second >= cands[0].second / (1.0 + tieMargin) }
|
||||
if (gap <= tieMargin &&
|
||||
tied.any { it.first == p } &&
|
||||
(maxSep <= 0 || abs(p - cur) <= maxSep) &&
|
||||
gateOk(r, p, params)
|
||||
) {
|
||||
r.post = p
|
||||
r.postRefined = p.toDouble()
|
||||
r.urineLen = p - r.ant - 1
|
||||
nLocked++
|
||||
}
|
||||
}
|
||||
prev[ch] = r.post
|
||||
}
|
||||
}
|
||||
|
||||
/** 되돌린 후벽이 검출기와 동일한 wall/lumen 게이트를 통과하는가. */
|
||||
private fun gateOk(r: MethodDResult, newPost: Int, params: MethodDParams): Boolean {
|
||||
val lt = r.sgLight
|
||||
val hv = r.sgHeavy
|
||||
val ls = r.lowStart
|
||||
val le = r.lowEnd
|
||||
if (newPost <= 0 || newPost >= lt.size || le <= ls) return false
|
||||
if ((newPost - r.ant - 1) < params.minUrineLen) return false
|
||||
var lumenMin = Double.MAX_VALUE
|
||||
for (i in ls..le) if (hv[i] < lumenMin) lumenMin = hv[i]
|
||||
return MethodDDetector.wallGateOk(lt[r.ant], lt[newPost], lumenMin, params)
|
||||
}
|
||||
|
||||
companion object {
|
||||
/** Python `config_wc.TIE_MARGIN` — 상위 1·2위 상대격차가 이 이하면 tie. */
|
||||
const val TIE_MARGIN = 0.10
|
||||
|
||||
/** Python `config_wc.MAX_LOCK_SEP` — 되돌릴 수 있는 최대 index 이동. 0 = 무제한. */
|
||||
const val MAX_LOCK_SEP = 2
|
||||
|
||||
/** Python `config_wc.ENABLED`. 호출부가 측정마다 상태기를 만들어 넘긴다. */
|
||||
const val ENABLED = true
|
||||
|
||||
private val CENTER_CH = intArrayOf(0, 1, 2, 3)
|
||||
}
|
||||
}
|
||||
@@ -44,10 +44,10 @@ class AlgoModeSwitchTest {
|
||||
val walls = o.walls.map { r ->
|
||||
r?.let { WallWithSpan(it.antRefined, it.postRefined, it.lowStart, it.lowEnd) }
|
||||
}
|
||||
val bv = estimateBv(walls, missingOutside = o.missingOutside.ifEmpty { null })
|
||||
val bv = estimateBv(walls, missingOutside = o.missingOutside)
|
||||
out.add("$cm/$cyc " + o.walls.joinToString(",") { r ->
|
||||
r?.let { "${it.ant}-${it.post}" } ?: "-"
|
||||
} + " mo=${o.missingOutside.sorted()} bv=${"%.4f".format(bv?.volumeMl ?: -1.0)}")
|
||||
} + " mo=${(o.missingOutside ?: emptySet()).sorted()} bv=${"%.4f".format(bv?.volumeMl ?: -1.0)}")
|
||||
}
|
||||
}
|
||||
return out
|
||||
|
||||
@@ -40,6 +40,10 @@ class LegacyEquivalenceDumpTest {
|
||||
|
||||
@Test
|
||||
fun dump() {
|
||||
// `PiezoHW.activePreset` 은 전역 가변 상태다. 다른 테스트 클래스가 먼저 돌면서
|
||||
// 프리셋을 바꿔 두면 이 덤프가 통째로 달라진다(실제로 한 번 착시를 만들었다).
|
||||
// 기본값으로 못 박아 실행 순서와 무관하게 만든다.
|
||||
PiezoHW.activePreset = PiezoHW.DevicePreset.V0
|
||||
val sb = StringBuilder()
|
||||
for (cm in 0..1) {
|
||||
val cycles = loadCycles("align_cm$cm.csv")
|
||||
|
||||
@@ -0,0 +1,272 @@
|
||||
package com.medithings.vesiscan.managers
|
||||
|
||||
import com.medithings.vesiscan.walldetect.MethodDRunner
|
||||
import com.medithings.vesiscan.walldetect.PostTieLock
|
||||
import org.junit.After
|
||||
import org.junit.Before
|
||||
import org.junit.Assert.assertEquals
|
||||
import org.junit.Assert.assertTrue
|
||||
import org.junit.Test
|
||||
import java.io.File
|
||||
|
||||
/**
|
||||
* 이번에 옮긴 3건의 레퍼런스 대조 — `post_tie_lock` · `_sibeam_cap_bounds` · F83.
|
||||
*
|
||||
* **레퍼런스 경로 전용** — dev 스위치를 켠 상태의 값을 본다. 기대값은
|
||||
* `piezo-phantom-test/vesiscan_test` 를 그대로 돌려 만든 것이다(스크래치의 `dump3.py`). 실데이터(data123)는 abs 인체 0~4cm 라 미러·nch=2 구간에 거의 닿지
|
||||
* 않으므로, 그 경로는 **합성 입력으로 레퍼런스 함수를 직접 호출한** 기대값으로 덮는다.
|
||||
*/
|
||||
class ThreeFeatureParityTest {
|
||||
|
||||
// 이 대조는 **레퍼런스 경로**를 검증한다. 기존 경로는 별도로
|
||||
// `LegacyEquivalenceDumpTest` 가 HEAD 덤프와 대조해 무변경을 증명한다.
|
||||
@Before fun on() { AlgoMode.reference = true }
|
||||
@After fun off() { AlgoMode.reference = false }
|
||||
|
||||
private fun rows(name: String): List<List<String>> {
|
||||
val txt = javaClass.classLoader!!.getResourceAsStream(name)!!
|
||||
.bufferedReader().use { it.readText() }
|
||||
return txt.lineSequence().filter { it.isNotBlank() }.drop(1)
|
||||
.map { it.split("\t") }.toList()
|
||||
}
|
||||
|
||||
private fun d(s: String): Double? =
|
||||
when (s) { "-" -> null; "nan" -> Double.NaN; else -> s.toDouble() }
|
||||
|
||||
/** 세션 파일 → 최대 20 cycle × 6채널. Python 쪽 `load()` 와 같은 규약. */
|
||||
private fun loadBlock(path: String): List<List<DoubleArray>> {
|
||||
val root = com.google.gson.JsonParser.parseReader(File(path).bufferedReader())
|
||||
.asJsonObject
|
||||
val out = ArrayList<List<DoubleArray>>()
|
||||
for (r in root.getAsJsonArray("records")) {
|
||||
if (out.size >= 20) break
|
||||
val chs = r.asJsonObject.getAsJsonArray("channels") ?: continue
|
||||
if (chs.size() != 6) continue
|
||||
val by = HashMap<Int, DoubleArray>()
|
||||
for (ce in chs) {
|
||||
val co = ce.asJsonObject
|
||||
val data = co.getAsJsonArray("data") ?: continue
|
||||
if (data.size() != 100) continue
|
||||
by[co.get("ch").asInt] = DoubleArray(100) { data[it].asDouble }
|
||||
}
|
||||
if (by.size == 6) out.add((0..5).map { by[it]!! })
|
||||
}
|
||||
return out
|
||||
}
|
||||
|
||||
private val dataDir = "c:/Projects/vesiscan-design-archive/data123"
|
||||
|
||||
/** Python `FILES` 는 파일명 정렬 순, 10 cycle 이상만 `f{index}` 로 남는다. */
|
||||
private val blocks: Map<String, List<List<DoubleArray>>> by lazy {
|
||||
val files = File(dataDir).listFiles { f -> f.name.endsWith(".json") }!!
|
||||
.sortedBy { it.name }
|
||||
val m = LinkedHashMap<String, List<List<DoubleArray>>>()
|
||||
files.forEachIndexed { i, f ->
|
||||
val b = loadBlock(f.absolutePath)
|
||||
if (b.size >= 10) m["f%02d".format(i)] = b
|
||||
}
|
||||
m
|
||||
}
|
||||
|
||||
private fun preset(ver: String) {
|
||||
PiezoHW.activePreset =
|
||||
if (ver == "r1") PiezoHW.DevicePreset.R100 else PiezoHW.DevicePreset.V1
|
||||
}
|
||||
|
||||
private fun mean(cycles: List<List<DoubleArray>>): List<DoubleArray> =
|
||||
(0 until 6).map { ch ->
|
||||
val len = cycles[0][ch].size
|
||||
DoubleArray(len) { i -> cycles.sumOf { it[ch][i] } / cycles.size }
|
||||
}
|
||||
|
||||
// ── 1) post_tie_lock ──────────────────────────────────────────────────
|
||||
@Test
|
||||
fun `post_tie_lock 이 레퍼런스와 같은 후벽을 고른다`() {
|
||||
val exp = rows("tie_expect.tsv")
|
||||
assertTrue("기대값이 비었다", exp.size > 500)
|
||||
// (session, ver, win) 별로 trace 를 순서대로 돌려야 상태기가 의미를 갖는다.
|
||||
val groups = exp.groupBy { Triple(it[0], it[1], it[2].toInt()) }
|
||||
var checked = 0
|
||||
var locked = 0
|
||||
for ((key, g) in groups) {
|
||||
val (sid, ver, win) = key
|
||||
val block = blocks[sid] ?: continue
|
||||
preset(ver)
|
||||
val nTrace = block.size - win + 1
|
||||
val baseline = ArrayList<List<Int?>>(nTrace)
|
||||
for (i in 0 until nTrace) {
|
||||
val w = MethodDRunner.detectMultichannel(
|
||||
mean(block.subList(i, i + win)), applyCross = false)
|
||||
baseline.add((0..3).map { w.getOrNull(it)?.post })
|
||||
}
|
||||
val lock = PostTieLock()
|
||||
val after = ArrayList<Pair<List<Int?>, Int>>(nTrace)
|
||||
for (i in 0 until nTrace) {
|
||||
val w = MethodDRunner.detectMultichannel(
|
||||
mean(block.subList(i, i + win)), applyCross = false, tieLock = lock)
|
||||
after.add((0..3).map { w.getOrNull(it)?.post } to lock.nLocked)
|
||||
}
|
||||
for (r in g) {
|
||||
val ti = r[3].toInt(); val ch = r[4].toInt()
|
||||
val eb = if (r[5] == "-") null else r[5].toInt()
|
||||
val ea = if (r[6] == "-") null else r[6].toInt()
|
||||
val en = r[7].toInt()
|
||||
assertEquals("$sid/$ver/win$win/tr$ti/ch$ch base", eb, baseline[ti][ch])
|
||||
assertEquals("$sid/$ver/win$win/tr$ti/ch$ch lock", ea, after[ti].first[ch])
|
||||
assertEquals("$sid/$ver/win$win/tr$ti/ch$ch n_locked", en, after[ti].second)
|
||||
if (eb != ea) locked++
|
||||
checked++
|
||||
}
|
||||
}
|
||||
println("[tie] $checked 행 · 실제 lock 발동 $locked 건")
|
||||
assertTrue("lock 이 한 번도 발동하지 않았다 — 대조가 무의미하다", locked > 0)
|
||||
}
|
||||
|
||||
// ── 2) 실데이터 BV (supine on/off · nch=2 sibeam 포함) ────────────────
|
||||
@Test
|
||||
fun `실데이터 BV 가 레퍼런스와 일치한다`() {
|
||||
val exp = rows("bv3_expect.tsv")
|
||||
var n = 0
|
||||
var nch2 = 0
|
||||
val bad = ArrayList<String>()
|
||||
for (r in exp) {
|
||||
val (sid, ver) = r[0] to r[1]
|
||||
val win = r[2].toInt(); val ti = r[3].toInt(); val sup = r[4] == "1"
|
||||
val block = blocks[sid] ?: continue
|
||||
preset(ver)
|
||||
val o = MethodDRunner.detectMultichannelWithEvidence(
|
||||
mean(block.subList(ti, ti + win)), applyCross = true)
|
||||
val walls = o.walls.map { w ->
|
||||
w?.let { WallWithSpan(it.antRefined, it.postRefined, it.lowStart, it.lowEnd) }
|
||||
}
|
||||
val bv = estimateBv(walls, missingOutside = o.missingOutside, supine = sup)
|
||||
val tag = "$sid/$ver/win$win/tr$ti/sup${r[4]}"
|
||||
val got = bv?.validChannels?.size ?: -1
|
||||
if (got != r[5].toInt()) bad.add("$tag nch ${r[5]} != $got")
|
||||
else if (bv != null) {
|
||||
if (Math.abs(d(r[6])!! - bv.volumeMl) > 1e-6)
|
||||
bad.add("$tag vol ${r[6]} != %.6f".format(bv.volumeMl))
|
||||
else if (Math.abs(d(r[7])!! - bv.topHMm) > 1e-6)
|
||||
bad.add("$tag top ${r[7]} != %.6f".format(bv.topHMm))
|
||||
else if (Math.abs(d(r[8])!! - bv.bottomHMm) > 1e-6)
|
||||
bad.add("$tag bot ${r[8]} != %.6f".format(bv.bottomHMm))
|
||||
else if (r[9] != bv.bottomKind) bad.add("$tag kind ${r[9]} != ${bv.bottomKind}")
|
||||
}
|
||||
if (bv != null && bv.validChannels.size == 2) nch2++
|
||||
n++
|
||||
}
|
||||
println("[bv] $n 행 중 불일치 ${bad.size} (nch=2 $nch2 건)")
|
||||
bad.take(15).forEach { println(" $it") }
|
||||
assertTrue(n > 500)
|
||||
assertTrue("불일치 ${bad.size}건", bad.isEmpty())
|
||||
}
|
||||
|
||||
// ── 3) _sibeam_cap_bounds 직접 대조 ───────────────────────────────────
|
||||
@Test
|
||||
fun `sibeam cap 상한이 레퍼런스와 일치한다`() {
|
||||
val exp = rows("sibeam_expect.tsv")
|
||||
var nonNull = 0
|
||||
for (r in exp) {
|
||||
preset(r[1])
|
||||
val valid = r[2].split(",").map { it.toInt() }
|
||||
val sorted = r[3].split(",").map { it.toInt() }
|
||||
val dant = r[6].split(",").map { it.toDouble() }
|
||||
val dpost = r[7].split(",").map { it.toDouble() }
|
||||
// y 는 정렬된 값이라 양 끝만 기록했다. 가운데는 선형 보간으로 되돌린다
|
||||
// (함수가 쓰는 것은 y_s[0]·y_s[-1] 뿐이다).
|
||||
val n = sorted.size
|
||||
val y0 = d(r[4])!!; val y1 = d(r[5])!!
|
||||
val ys = DoubleArray(n) { if (n == 1) y0 else y0 + (y1 - y0) * it / (n - 1) }
|
||||
val (bt, bb) = sibeamCapBounds(valid, sorted, ys, dant, dpost,
|
||||
PiezoHW.degreeAll, PiezoHW.sensorZMmAll)
|
||||
val tag = "case${r[0]}/${r[1]}"
|
||||
assertEquals("$tag top null 여부", r[8] == "-", bt == null)
|
||||
assertEquals("$tag bot null 여부", r[9] == "-", bb == null)
|
||||
if (bt != null) assertEquals("$tag top", d(r[8])!!, bt, 1e-6)
|
||||
if (bb != null) assertEquals("$tag bot", d(r[9])!!, bb, 1e-6)
|
||||
if (bt != null || bb != null) nonNull++
|
||||
}
|
||||
println("[sibeam] ${exp.size} 행 일치 (상한 산출 $nonNull 건)")
|
||||
assertTrue(nonNull > 50)
|
||||
}
|
||||
|
||||
/** `"a,b,ls,le;..."` → walls. 합성 케이스의 입력 형식. */
|
||||
private fun parseWalls(s: String): List<WallWithSpan?> =
|
||||
s.split(";").map { t ->
|
||||
if (t == "-") null else t.split(",").let {
|
||||
WallWithSpan(it[0].toDouble(), it[1].toDouble(), it[2].toInt(), it[3].toInt())
|
||||
}
|
||||
}
|
||||
|
||||
// ── 4) 합성 wall → BV (mirror 블록 포함) ──────────────────────────────
|
||||
@Test
|
||||
fun `합성 wall BV 가 레퍼런스와 일치한다 - mirror 포함`() {
|
||||
val exp = rows("bvsynth_expect.tsv")
|
||||
var mirrored = 0
|
||||
for (r in exp) {
|
||||
preset(r[1])
|
||||
val walls = parseWalls(r[4])
|
||||
// Python 은 태그 없는 순수 리스트를 넘긴다 → missing_outside=None, si_floor=False.
|
||||
val bv = estimateBv(walls, missingOutside = null, siFloor = false,
|
||||
supine = r[2] == "1", mirrorBottomCap = r[3] == "1")
|
||||
val tag = "case${r[0]}/${r[1]}/sup${r[2]}/mir${r[3]}"
|
||||
assertEquals("$tag nch", r[5].toInt(), bv?.validChannels?.size ?: -1)
|
||||
if (bv == null) continue
|
||||
assertEquals("$tag vol", d(r[6])!!, bv.volumeMl, 1e-6)
|
||||
assertEquals("$tag top_h", d(r[7])!!, bv.topHMm, 1e-6)
|
||||
assertEquals("$tag bot_h", d(r[8])!!, bv.bottomHMm, 1e-6)
|
||||
assertEquals("$tag kind", r[9], bv.bottomKind)
|
||||
if (bv.bottomKind == "mirror sphere") mirrored++
|
||||
}
|
||||
println("[bvsynth] ${exp.size} 행 일치 (mirror sphere $mirrored 건)")
|
||||
assertTrue("미러 블록을 한 번도 안 밟았다", mirrored > 50)
|
||||
}
|
||||
|
||||
// ── 5) F83 blend ──────────────────────────────────────────────────────
|
||||
@Test
|
||||
fun `F83 보간이 레퍼런스와 일치한다`() {
|
||||
val exp = rows("f83blend_expect.tsv")
|
||||
val kinds = HashSet<String>()
|
||||
for (r in exp) {
|
||||
preset(r[1])
|
||||
val walls = parseWalls(r[3])
|
||||
val base = estimateBv(walls, missingOutside = null, siFloor = false,
|
||||
supine = true, mirrorBottomCap = false)
|
||||
val mirror = estimateBv(walls, missingOutside = null, siFloor = false,
|
||||
supine = true, mirrorBottomCap = true)
|
||||
val out = PiezoBVF83.blend(base, mirror, d(r[2])!!)
|
||||
val tag = "case${r[0]}/${r[1]}/w${r[2]}"
|
||||
assertEquals("$tag vol", d(r[4])!!, out!!.volumeMl, 1e-6)
|
||||
assertEquals("$tag bot_h", d(r[5])!!, out.bottomHMm, 1e-6)
|
||||
assertEquals("$tag kind", r[6], out.bottomKind)
|
||||
kinds.add(out.bottomKind)
|
||||
}
|
||||
println("[f83blend] ${exp.size} 행 일치 · bottom_kind ${kinds.sorted()}")
|
||||
assertTrue("보간 구간을 안 밟았다", "f83 soft mirror" in kinds)
|
||||
}
|
||||
|
||||
// ── 6) f83_apply — sub-window 재검출 루프 ─────────────────────────────
|
||||
@Test
|
||||
fun `F83 sub-window 합의 산식이 레퍼런스와 일치한다`() {
|
||||
val exp = rows("f83apply_expect.tsv")
|
||||
assertTrue("기대값이 비었다", exp.isNotEmpty())
|
||||
val synth = rows("bvsynth_expect.tsv").associateBy { it[0] }
|
||||
for (r in exp) {
|
||||
preset("r1")
|
||||
val walls = parseWalls(synth[r[0]]!![4])
|
||||
val block = blocks[r[1]]!!.subList(0, 10)
|
||||
val base = estimateBv(walls, missingOutside = null, siFloor = false, supine = true)
|
||||
val out = PiezoBVF83.apply(walls, block, supine = true, base = base,
|
||||
missingOutside = null, siFloor = false)
|
||||
val tag = "case${r[0]}/${r[1]}"
|
||||
assertEquals("$tag vol", d(r[2])!!, out.bv!!.volumeMl, 1e-6)
|
||||
assertEquals("$tag kind", r[3], out.bv!!.bottomKind)
|
||||
// 기대값이 %.6f 로 반올림돼 있으므로 표기 정밀도(5e-7)보다 느슨하게 본다.
|
||||
assertEquals("$tag weight", d(r[4])!!, out.diag!!.weight, 1e-6)
|
||||
assertEquals("$tag gate_rate", d(r[5])!!, out.diag!!.gateRate, 1e-6)
|
||||
assertEquals("$tag shape", d(r[6])!!, out.diag!!.shape, 1e-6)
|
||||
assertEquals("$tag d3_cv", d(r[7])!!, out.diag!!.d3Cv, 1e-6)
|
||||
}
|
||||
println("[f83apply] ${exp.size} 행 일치")
|
||||
}
|
||||
}
|
||||
@@ -0,0 +1,785 @@
|
||||
session ver win trace supine nch vol_ml top_h bot_h bottom_kind
|
||||
f00 v1 1 0 0 4 339.192413 23.885641 10.512293 shrink sphere
|
||||
f00 v1 1 0 1 4 339.192413 23.885641 10.512293 shrink sphere
|
||||
f00 v1 1 1 0 4 206.581181 24.794042 0.000000 shrink sphere
|
||||
f00 v1 1 1 1 4 206.581181 24.794042 0.000000 shrink sphere
|
||||
f00 v1 1 2 0 4 382.995553 20.355190 0.883455 shrink sphere
|
||||
f00 v1 1 2 1 4 382.995553 20.355190 0.883455 shrink sphere
|
||||
f00 v1 1 3 0 4 230.847041 13.570179 1.179278 shrink sphere
|
||||
f00 v1 1 3 1 4 230.847041 13.570179 1.179278 shrink sphere
|
||||
f00 v1 1 4 0 4 391.338317 20.365652 1.393223 shrink sphere
|
||||
f00 v1 1 4 1 4 391.338317 20.365652 1.393223 shrink sphere
|
||||
f00 v1 1 5 0 3 426.036997 26.523068 18.064689 shrink sphere
|
||||
f00 v1 1 5 1 3 426.036997 26.523068 18.064689 shrink sphere
|
||||
f00 v1 1 6 0 4 352.108318 13.040574 0.987162 shrink sphere
|
||||
f00 v1 1 6 1 4 352.108318 13.040574 0.987162 shrink sphere
|
||||
f00 v1 1 7 0 4 357.033240 26.551108 1.128339 shrink sphere
|
||||
f00 v1 1 7 1 4 357.033240 26.551108 1.128339 shrink sphere
|
||||
f00 v1 1 8 0 4 364.168927 27.859327 1.172735 shrink sphere
|
||||
f00 v1 1 8 1 4 364.168927 27.859327 1.172735 shrink sphere
|
||||
f00 v1 1 9 0 4 373.897301 19.207273 3.213243 shrink sphere
|
||||
f00 v1 1 9 1 4 373.897301 19.207273 3.213243 shrink sphere
|
||||
f00 v1 1 10 0 4 402.985477 29.961249 1.585325 shrink sphere
|
||||
f00 v1 1 10 1 4 402.985477 29.961249 1.585325 shrink sphere
|
||||
f00 v1 1 11 0 4 403.447754 27.652709 1.043799 shrink sphere
|
||||
f00 v1 1 11 1 4 403.447754 27.652709 1.043799 shrink sphere
|
||||
f00 v1 1 12 0 4 333.801659 36.365973 1.502992 shrink sphere
|
||||
f00 v1 1 12 1 4 333.801659 36.365973 1.502992 shrink sphere
|
||||
f00 v1 1 13 0 4 318.189418 24.696205 0.000000 shrink sphere
|
||||
f00 v1 1 13 1 4 318.189418 24.696205 0.000000 shrink sphere
|
||||
f00 v1 1 14 0 4 358.326315 26.643661 3.161123 shrink sphere
|
||||
f00 v1 1 14 1 4 358.326315 26.643661 3.161123 shrink sphere
|
||||
f00 v1 1 15 0 4 316.405123 27.009630 2.032688 shrink sphere
|
||||
f00 v1 1 15 1 4 316.405123 27.009630 2.032688 shrink sphere
|
||||
f00 v1 1 16 0 4 306.425763 29.983493 0.000000 shrink sphere
|
||||
f00 v1 1 16 1 4 306.425763 29.983493 0.000000 shrink sphere
|
||||
f00 v1 1 17 0 4 295.715720 29.406887 0.000000 shrink sphere
|
||||
f00 v1 1 17 1 4 295.715720 29.406887 0.000000 shrink sphere
|
||||
f00 v1 1 18 0 4 397.861178 18.718561 1.489744 shrink sphere
|
||||
f00 v1 1 18 1 4 397.861178 18.718561 1.489744 shrink sphere
|
||||
f00 v1 1 19 0 4 354.571531 12.604093 1.110433 shrink sphere
|
||||
f00 v1 1 19 1 4 354.571531 12.604093 1.110433 shrink sphere
|
||||
f00 v1 3 0 0 4 235.601690 30.139079 0.000000 shrink sphere
|
||||
f00 v1 3 0 1 4 235.601690 30.139079 0.000000 shrink sphere
|
||||
f00 v1 3 1 0 4 224.697137 24.914542 0.000000 shrink sphere
|
||||
f00 v1 3 1 1 4 224.697137 24.914542 0.000000 shrink sphere
|
||||
f00 v1 3 2 0 4 367.275422 18.432458 1.408502 shrink sphere
|
||||
f00 v1 3 2 1 4 367.275422 18.432458 1.408502 shrink sphere
|
||||
f00 v1 3 3 0 4 387.991257 14.926068 1.187709 shrink sphere
|
||||
f00 v1 3 3 1 4 387.991257 14.926068 1.187709 shrink sphere
|
||||
f00 v1 3 4 0 4 408.484849 37.433017 2.760857 shrink sphere
|
||||
f00 v1 3 4 1 4 408.484849 37.433017 2.760857 shrink sphere
|
||||
f00 v1 3 5 0 4 411.402489 41.261918 2.157801 shrink sphere
|
||||
f00 v1 3 5 1 4 411.402489 41.261918 2.157801 shrink sphere
|
||||
f00 v1 3 6 0 4 371.997775 27.747449 1.333123 shrink sphere
|
||||
f00 v1 3 6 1 4 371.997775 27.747449 1.333123 shrink sphere
|
||||
f00 v1 3 7 0 4 357.710492 26.761840 1.309889 shrink sphere
|
||||
f00 v1 3 7 1 4 357.710492 26.761840 1.309889 shrink sphere
|
||||
f00 v1 3 8 0 4 373.124156 27.101464 3.806531 shrink sphere
|
||||
f00 v1 3 8 1 4 373.124156 27.101464 3.806531 shrink sphere
|
||||
f00 v1 3 9 0 4 408.573164 28.114642 3.676831 shrink sphere
|
||||
f00 v1 3 9 1 4 408.573164 28.114642 3.676831 shrink sphere
|
||||
f00 v1 3 10 0 4 401.853726 29.983493 1.477999 shrink sphere
|
||||
f00 v1 3 10 1 4 401.853726 29.983493 1.477999 shrink sphere
|
||||
f00 v1 3 11 0 4 273.595324 28.253676 0.000000 shrink sphere
|
||||
f00 v1 3 11 1 4 273.595324 28.253676 0.000000 shrink sphere
|
||||
f00 v1 3 12 0 4 381.463943 40.171503 1.618377 shrink sphere
|
||||
f00 v1 3 12 1 4 381.463943 40.171503 1.618377 shrink sphere
|
||||
f00 v1 3 13 0 4 388.961446 18.532069 2.423337 shrink sphere
|
||||
f00 v1 3 13 1 4 388.961446 18.532069 2.423337 shrink sphere
|
||||
f00 v1 3 14 0 4 338.847229 26.475863 3.367583 shrink sphere
|
||||
f00 v1 3 14 1 4 338.847229 26.475863 3.367583 shrink sphere
|
||||
f00 v1 3 15 0 4 303.068503 28.830282 0.000000 shrink sphere
|
||||
f00 v1 3 15 1 4 303.068503 28.830282 0.000000 shrink sphere
|
||||
f00 v1 3 16 0 4 362.699188 26.976904 2.024928 shrink sphere
|
||||
f00 v1 3 16 1 4 362.699188 26.976904 2.024928 shrink sphere
|
||||
f00 v1 3 17 0 4 363.692065 27.069257 2.013390 shrink sphere
|
||||
f00 v1 3 17 1 4 363.692065 27.069257 2.013390 shrink sphere
|
||||
f00 v1 10 0 0 4 224.062512 11.781783 1.098623 shrink sphere
|
||||
f00 v1 10 0 1 4 224.062512 11.781783 1.098623 shrink sphere
|
||||
f00 v1 10 1 0 4 397.342544 38.968551 2.292482 shrink sphere
|
||||
f00 v1 10 1 1 4 397.342544 38.968551 2.292482 shrink sphere
|
||||
f00 v1 10 2 0 4 427.602223 42.882856 1.780373 shrink sphere
|
||||
f00 v1 10 2 1 4 427.602223 42.882856 1.780373 shrink sphere
|
||||
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f06 r1 10 7 1 3 415.491314 29.593200 31.180539 shrink sphere
|
||||
f06 r1 10 8 0 3 413.998817 29.024100 29.926162 shrink sphere
|
||||
f06 r1 10 8 1 3 413.998817 29.024100 29.926162 shrink sphere
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||||
f06 r1 10 9 0 3 385.957136 29.593200 27.845582 shrink sphere
|
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f06 r1 10 9 1 3 385.957136 29.593200 27.845582 shrink sphere
|
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f06 r1 10 10 0 3 373.703845 28.455000 28.028467 shrink sphere
|
||||
f06 r1 10 10 1 3 373.703845 28.455000 28.028467 shrink sphere
|
||||
f07 v1 1 0 0 3 297.453069 27.047466 17.479714 shrink sphere
|
||||
f07 v1 1 0 1 3 297.453069 27.047466 17.479714 shrink sphere
|
||||
f07 v1 1 1 0 4 320.861011 16.197410 22.952753 shrink sphere
|
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f07 v1 1 1 1 4 320.861011 16.197410 22.952753 shrink sphere
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f07 v1 1 2 0 4 489.751956 16.306762 42.842528 shrink sphere
|
||||
f07 v1 1 2 1 4 489.751956 16.306762 42.842528 shrink sphere
|
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f07 v1 1 3 0 3 275.262469 28.027967 17.175925 shrink sphere
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||||
f07 v1 1 3 1 3 275.262469 28.027967 17.175925 shrink sphere
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f07 v1 1 4 0 4 354.111250 7.908203 9.883936 shrink sphere
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f07 v1 1 4 1 4 354.111250 7.908203 9.883936 shrink sphere
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f07 v1 1 5 0 4 458.474510 18.069512 40.339844 shrink sphere
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f07 v1 1 5 1 4 458.474510 18.069512 40.339844 shrink sphere
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||||
f07 v1 1 6 0 3 297.607329 30.163672 17.257104 shrink sphere
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f07 v1 1 6 1 3 297.607329 30.163672 17.257104 shrink sphere
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f07 v1 1 7 0 4 370.059264 29.748862 29.748862 shrink sphere
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f07 v1 1 7 1 4 370.059264 29.748862 29.748862 shrink sphere
|
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f07 v1 1 8 0 4 453.407730 16.515714 40.578928 shrink sphere
|
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f07 v1 1 8 1 4 453.407730 16.515714 40.578928 shrink sphere
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f07 v1 1 9 0 3 293.885133 28.051074 17.265385 shrink sphere
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f07 v1 1 9 1 3 293.885133 28.051074 17.265385 shrink sphere
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f07 v1 1 10 0 4 495.066392 40.089615 33.274037 shrink sphere
|
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f07 v1 1 10 1 4 495.066392 40.089615 33.274037 shrink sphere
|
||||
f07 v1 1 11 0 4 536.257995 30.884853 30.884853 shrink sphere
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f07 v1 1 11 1 4 536.257995 30.884853 30.884853 shrink sphere
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f07 v1 1 12 0 4 484.340751 11.666316 41.329583 shrink sphere
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f07 v1 1 12 1 4 484.340751 11.666316 41.329583 shrink sphere
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f07 v1 1 13 0 4 495.414425 15.925661 43.482088 shrink sphere
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f07 v1 1 13 1 4 495.414425 15.925661 43.482088 shrink sphere
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f07 v1 1 14 0 4 341.224420 29.421673 29.421673 shrink sphere
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f07 v1 1 14 1 4 341.224420 29.421673 29.421673 shrink sphere
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f07 v1 1 15 0 4 567.453406 29.514348 19.319412 shrink sphere
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f07 v1 1 15 1 4 567.453406 29.514348 19.319412 shrink sphere
|
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f07 v1 1 16 0 4 341.363572 29.889429 29.889429 shrink sphere
|
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f07 v1 1 16 1 4 341.363572 29.889429 29.889429 shrink sphere
|
||||
f07 v1 1 17 0 4 332.992154 29.989643 29.989643 shrink sphere
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f07 v1 1 17 1 4 332.992154 29.989643 29.989643 shrink sphere
|
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f07 v1 1 18 0 4 394.741864 29.637975 32.829853 shrink sphere
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f07 v1 1 18 1 4 394.741864 29.637975 32.829853 shrink sphere
|
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f07 v1 1 19 0 4 536.993079 34.457321 11.112504 shrink sphere
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f07 v1 1 19 1 4 536.993079 34.457321 11.112504 shrink sphere
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f07 v1 3 0 0 4 332.575760 30.320289 17.082739 shrink sphere
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f07 v1 3 0 1 4 332.575760 30.320289 17.082739 shrink sphere
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f07 v1 3 1 0 4 351.512522 33.272046 21.292056 shrink sphere
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f07 v1 3 1 1 4 351.512522 33.272046 21.292056 shrink sphere
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f07 v1 3 2 0 4 377.456984 16.296702 24.161407 shrink sphere
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f07 v1 3 2 1 4 377.456984 16.296702 24.161407 shrink sphere
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f07 v1 3 3 0 4 353.221066 8.252984 10.695283 shrink sphere
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f07 v1 3 3 1 4 353.221066 8.252984 10.695283 shrink sphere
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f07 v1 3 4 0 4 375.788328 6.594451 9.067783 shrink sphere
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f07 v1 3 4 1 4 375.788328 6.594451 9.067783 shrink sphere
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f07 v1 3 5 0 4 348.858971 7.534398 10.424726 shrink sphere
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f07 v1 3 5 1 4 348.858971 7.534398 10.424726 shrink sphere
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f07 v1 3 6 0 4 463.509079 16.508752 40.589078 shrink sphere
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f07 v1 3 6 1 4 463.509079 16.508752 40.589078 shrink sphere
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f07 v1 3 7 0 4 383.680192 8.205226 16.956679 shrink sphere
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f07 v1 3 7 1 4 383.680192 8.205226 16.956679 shrink sphere
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f07 v1 3 8 0 4 439.677304 18.927993 37.665908 shrink sphere
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f07 v1 3 8 1 4 439.677304 18.927993 37.665908 shrink sphere
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f07 v1 3 9 0 3 418.661076 30.068566 30.561164 shrink sphere
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f07 v1 3 9 1 3 418.661076 30.068566 30.561164 shrink sphere
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f07 v1 3 10 0 4 463.911274 14.659109 41.633618 shrink sphere
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f07 v1 3 10 1 4 463.911274 14.659109 41.633618 shrink sphere
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f07 v1 3 11 0 4 392.037516 15.295830 28.077917 shrink sphere
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f07 v1 3 11 1 4 392.037516 15.295830 28.077917 shrink sphere
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f07 v1 3 12 0 4 498.779230 13.120898 44.886105 shrink sphere
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f07 v1 3 12 1 4 498.779230 13.120898 44.886105 shrink sphere
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f07 v1 3 13 0 4 487.804666 15.136002 42.835277 shrink sphere
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f07 v1 3 13 1 4 487.804666 15.136002 42.835277 shrink sphere
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f07 v1 3 14 0 4 591.555252 9.570643 31.637853 shrink sphere
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f07 v1 3 14 1 4 591.555252 9.570643 31.637853 shrink sphere
|
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f07 v1 3 15 0 4 353.226345 29.834722 29.834722 shrink sphere
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f07 v1 3 15 1 4 353.226345 29.834722 29.834722 shrink sphere
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f07 v1 3 16 0 4 354.722763 29.536403 29.536403 shrink sphere
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f07 v1 3 16 1 4 354.722763 29.536403 29.536403 shrink sphere
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f07 v1 3 17 0 4 340.966184 29.345598 26.043302 shrink sphere
|
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f07 v1 3 17 1 4 340.966184 29.345598 26.043302 shrink sphere
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f07 v1 10 0 0 4 475.516228 10.482687 28.381955 shrink sphere
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f07 v1 10 0 1 4 475.516228 10.482687 28.381955 shrink sphere
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f07 v1 10 1 0 4 458.845175 16.512201 40.584048 shrink sphere
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f07 v1 10 1 1 4 458.845175 16.512201 40.584048 shrink sphere
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f07 v1 10 2 0 4 445.896226 17.640876 39.080022 shrink sphere
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f07 v1 10 2 1 4 445.896226 17.640876 39.080022 shrink sphere
|
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f07 v1 10 3 0 4 497.922326 15.501835 42.185911 shrink sphere
|
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f07 v1 10 3 1 4 497.922326 15.501835 42.185911 shrink sphere
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f07 v1 10 4 0 4 478.480194 15.520462 42.153897 shrink sphere
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f07 v1 10 4 1 4 478.480194 15.520462 42.153897 shrink sphere
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f07 v1 10 5 0 4 490.801787 19.479605 42.192334 shrink sphere
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f07 v1 10 5 1 4 490.801787 19.479605 42.192334 shrink sphere
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f07 v1 10 6 0 4 496.233516 15.500657 42.187937 shrink sphere
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f07 v1 10 6 1 4 496.233516 15.500657 42.187937 shrink sphere
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f07 v1 10 7 0 4 496.233516 15.500657 42.187937 shrink sphere
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f07 v1 10 7 1 4 496.233516 15.500657 42.187937 shrink sphere
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f07 v1 10 8 0 4 461.272834 16.505120 40.594377 shrink sphere
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f07 v1 10 8 1 4 461.272834 16.505120 40.594377 shrink sphere
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f07 v1 10 9 0 4 476.204988 16.491693 40.613995 shrink sphere
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f07 v1 10 9 1 4 476.204988 16.491693 40.613995 shrink sphere
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f07 v1 10 10 0 4 354.176971 30.236312 30.236312 shrink sphere
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f07 v1 10 10 1 4 354.176971 30.236312 30.236312 shrink sphere
|
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f07 r1 1 0 0 4 378.756696 24.564648 23.121481 shrink sphere
|
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f07 r1 1 0 1 4 378.756696 24.564648 23.121481 shrink sphere
|
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f07 r1 1 1 0 4 291.756538 16.216237 17.582983 shrink sphere
|
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f07 r1 1 1 1 4 291.756538 16.216237 17.582983 shrink sphere
|
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f07 r1 1 2 0 3 280.200619 30.408387 17.983785 shrink sphere
|
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f07 r1 1 2 1 3 280.200619 30.408387 17.983785 shrink sphere
|
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f07 r1 1 3 0 3 269.652924 28.231134 17.967698 shrink sphere
|
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f07 r1 1 3 1 3 269.652924 28.231134 17.967698 shrink sphere
|
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f07 r1 1 4 0 3 274.042455 6.904229 16.828621 shrink sphere
|
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f07 r1 1 4 1 3 274.042455 6.904229 16.828621 shrink sphere
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f07 r1 1 5 0 3 268.881199 28.230807 17.952502 shrink sphere
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f07 r1 1 5 1 3 268.881199 28.230807 17.952502 shrink sphere
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f07 r1 1 6 0 3 290.510211 30.365186 18.178455 shrink sphere
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f07 r1 1 6 1 3 290.510211 30.365186 18.178455 shrink sphere
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f07 r1 1 7 0 4 315.814552 29.677094 14.801219 shrink sphere
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f07 r1 1 7 1 4 315.814552 29.677094 14.801219 shrink sphere
|
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f07 r1 1 8 0 4 304.344680 30.195067 17.616898 shrink sphere
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f07 r1 1 8 1 4 304.344680 30.195067 17.616898 shrink sphere
|
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f07 r1 1 9 0 3 397.299125 23.577756 21.492341 shrink sphere
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f07 r1 1 9 1 3 397.299125 23.577756 21.492341 shrink sphere
|
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f07 r1 1 10 0 4 359.925090 26.402898 12.776483 shrink sphere
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f07 r1 1 10 1 4 359.925090 26.402898 12.776483 shrink sphere
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f07 r1 1 11 0 4 488.193347 29.636656 29.636656 shrink sphere
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f07 r1 1 11 1 4 488.193347 29.636656 29.636656 shrink sphere
|
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f07 r1 1 12 0 4 289.187972 25.928388 16.917711 shrink sphere
|
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f07 r1 1 12 1 4 289.187972 25.928388 16.917711 shrink sphere
|
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f07 r1 1 13 0 4 452.524889 16.625104 41.457428 shrink sphere
|
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f07 r1 1 13 1 4 452.524889 16.625104 41.457428 shrink sphere
|
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f07 r1 1 14 0 4 327.129185 29.699967 29.699967 shrink sphere
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f07 r1 1 14 1 4 327.129185 29.699967 29.699967 shrink sphere
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f07 r1 1 15 0 4 483.185358 29.297931 12.264144 shrink sphere
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f07 r1 1 15 1 4 483.185358 29.297931 12.264144 shrink sphere
|
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f07 r1 1 16 0 4 325.162293 29.848951 29.848951 shrink sphere
|
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f07 r1 1 16 1 4 325.162293 29.848951 29.848951 shrink sphere
|
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f07 r1 1 17 0 4 318.590416 29.947960 29.947960 shrink sphere
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f07 r1 1 17 1 4 318.590416 29.947960 29.947960 shrink sphere
|
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f07 r1 1 18 0 4 292.751881 28.995395 15.530824 shrink sphere
|
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f07 r1 1 18 1 4 292.751881 28.995395 15.530824 shrink sphere
|
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f07 r1 1 19 0 4 459.766187 35.284200 8.319650 shrink sphere
|
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f07 r1 1 19 1 4 459.766187 35.284200 8.319650 shrink sphere
|
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f07 r1 3 0 0 4 309.447930 29.734519 13.321179 shrink sphere
|
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f07 r1 3 0 1 4 309.447930 29.734519 13.321179 shrink sphere
|
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f07 r1 3 1 0 4 325.075822 29.944723 17.251605 shrink sphere
|
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f07 r1 3 1 1 4 325.075822 29.944723 17.251605 shrink sphere
|
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f07 r1 3 2 0 4 334.547914 17.810926 18.506897 shrink sphere
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f07 r1 3 2 1 4 334.547914 17.810926 18.506897 shrink sphere
|
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f07 r1 3 3 0 4 355.263365 19.107827 18.379414 shrink sphere
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f07 r1 3 3 1 4 355.263365 19.107827 18.379414 shrink sphere
|
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f07 r1 3 4 0 3 298.074515 6.229597 18.160202 shrink sphere
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f07 r1 3 4 1 3 298.074515 6.229597 18.160202 shrink sphere
|
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f07 r1 3 5 0 3 293.018600 30.383007 18.371621 shrink sphere
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f07 r1 3 5 1 3 293.018600 30.383007 18.371621 shrink sphere
|
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f07 r1 3 6 0 4 339.759160 16.818823 18.971201 shrink sphere
|
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f07 r1 3 6 1 4 339.759160 16.818823 18.971201 shrink sphere
|
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f07 r1 3 7 0 4 369.876943 16.270152 21.305485 shrink sphere
|
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f07 r1 3 7 1 4 369.876943 16.270152 21.305485 shrink sphere
|
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f07 r1 3 8 0 4 329.808043 17.975850 14.868729 shrink sphere
|
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f07 r1 3 8 1 4 329.808043 17.975850 14.868729 shrink sphere
|
||||
f07 r1 3 9 0 3 389.696006 29.950247 29.950247 shrink sphere
|
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f07 r1 3 9 1 3 389.696006 29.950247 29.950247 shrink sphere
|
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f07 r1 3 10 0 4 415.989314 15.782743 38.929110 shrink sphere
|
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f07 r1 3 10 1 4 415.989314 15.782743 38.929110 shrink sphere
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f07 r1 3 11 0 4 445.681388 14.657324 40.749541 shrink sphere
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f07 r1 3 11 1 4 445.681388 14.657324 40.749541 shrink sphere
|
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f07 r1 3 12 0 4 323.656566 29.839162 29.839162 shrink sphere
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f07 r1 3 12 1 4 323.656566 29.839162 29.839162 shrink sphere
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f07 r1 3 13 0 4 432.376890 16.450284 39.835478 shrink sphere
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f07 r1 3 13 1 4 432.376890 16.450284 39.835478 shrink sphere
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f07 r1 3 14 0 4 335.593877 29.727092 29.727092 shrink sphere
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f07 r1 3 14 1 4 335.593877 29.727092 29.727092 shrink sphere
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f07 r1 3 15 0 4 335.593877 29.727092 29.727092 shrink sphere
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f07 r1 3 15 1 4 335.593877 29.727092 29.727092 shrink sphere
|
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f07 r1 3 16 0 4 335.810048 29.435789 29.435789 shrink sphere
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f07 r1 3 16 1 4 335.810048 29.435789 29.435789 shrink sphere
|
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f07 r1 3 17 0 4 309.108393 29.256832 19.136036 shrink sphere
|
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f07 r1 3 17 1 4 309.108393 29.256832 19.136036 shrink sphere
|
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f07 r1 10 0 0 4 436.887420 17.814066 39.839724 shrink sphere
|
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f07 r1 10 0 1 4 436.887420 17.814066 39.839724 shrink sphere
|
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f07 r1 10 1 0 4 335.659417 16.823876 18.977503 shrink sphere
|
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f07 r1 10 1 1 4 335.659417 16.823876 18.977503 shrink sphere
|
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f07 r1 10 2 0 4 339.759160 16.818823 18.971201 shrink sphere
|
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f07 r1 10 2 1 4 339.759160 16.818823 18.971201 shrink sphere
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f07 r1 10 3 0 4 444.706332 16.809419 39.339687 shrink sphere
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f07 r1 10 3 1 4 444.706332 16.809419 39.339687 shrink sphere
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f07 r1 10 4 0 4 427.652857 16.829937 39.312233 shrink sphere
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f07 r1 10 4 1 4 427.652857 16.829937 39.312233 shrink sphere
|
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f07 r1 10 5 0 4 442.949156 21.561628 39.341364 shrink sphere
|
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f07 r1 10 5 1 4 442.949156 21.561628 39.341364 shrink sphere
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f07 r1 10 6 0 4 440.341280 16.815906 39.330997 shrink sphere
|
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f07 r1 10 6 1 4 440.341280 16.815906 39.330997 shrink sphere
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f07 r1 10 7 0 4 440.341280 16.815906 39.330997 shrink sphere
|
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f07 r1 10 7 1 4 440.341280 16.815906 39.330997 shrink sphere
|
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f07 r1 10 8 0 4 334.974649 29.705090 29.705090 shrink sphere
|
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f07 r1 10 8 1 4 334.974649 29.705090 29.705090 shrink sphere
|
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f07 r1 10 9 0 4 345.116055 29.711289 29.711289 shrink sphere
|
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f07 r1 10 9 1 4 345.116055 29.711289 29.711289 shrink sphere
|
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f07 r1 10 10 0 4 330.597448 29.703343 29.703343 shrink sphere
|
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f07 r1 10 10 1 4 330.597448 29.703343 29.703343 shrink sphere
|
||||
|
@@ -0,0 +1,641 @@
|
||||
case ver supine mirror walls nch vol_ml top_h bot_h bottom_kind
|
||||
0 v1 0 0 18.2095,52.5703,22,48;21.0852,59.8120,25,55;21.4882,65.1360,25,61;18.7447,67.9386,22,63;-;- 4 362.793573 13.637789 29.840936 shrink sphere
|
||||
0 v1 0 1 18.2095,52.5703,22,48;21.0852,59.8120,25,55;21.4882,65.1360,25,61;18.7447,67.9386,22,63;-;- 4 596.308004 13.637789 64.081923 mirror sphere
|
||||
0 v1 1 0 18.2095,52.5703,22,48;21.0852,59.8120,25,55;21.4882,65.1360,25,61;18.7447,67.9386,22,63;-;- 4 362.793573 13.637789 29.840936 shrink sphere
|
||||
0 v1 1 1 18.2095,52.5703,22,48;21.0852,59.8120,25,55;21.4882,65.1360,25,61;18.7447,67.9386,22,63;-;- 4 596.308004 13.637789 64.081923 mirror sphere
|
||||
1 r1 0 0 28.4650,55.5189,32,51;27.1106,57.2661,31,53;28.3568,61.9695,32,57;27.2910,64.7573,31,60;-;- 4 169.226195 12.407045 14.957204 shrink sphere
|
||||
1 r1 0 1 28.4650,55.5189,32,51;27.1106,57.2661,31,53;28.3568,61.9695,32,57;27.2910,64.7573,31,60;-;- 4 397.136328 12.407045 65.720822 mirror sphere
|
||||
1 r1 1 0 28.4650,55.5189,32,51;27.1106,57.2661,31,53;28.3568,61.9695,32,57;27.2910,64.7573,31,60;-;- 4 169.226195 12.407045 14.957204 shrink sphere
|
||||
1 r1 1 1 28.4650,55.5189,32,51;27.1106,57.2661,31,53;28.3568,61.9695,32,57;27.2910,64.7573,31,60;-;- 4 397.136328 12.407045 65.720822 mirror sphere
|
||||
2 v1 0 0 25.3211,58.9783,29,54;24.9482,60.4700,28,56;23.8777,61.3673,27,57;26.5696,66.1363,30,62;-;- 4 269.787850 14.322307 23.273608 shrink sphere
|
||||
2 v1 0 1 25.3211,58.9783,29,54;24.9482,60.4700,28,56;23.8777,61.3673,27,57;26.5696,66.1363,30,62;-;- 4 521.210348 14.322307 67.876282 mirror sphere
|
||||
2 v1 1 0 25.3211,58.9783,29,54;24.9482,60.4700,28,56;23.8777,61.3673,27,57;26.5696,66.1363,30,62;-;- 4 269.787850 14.322307 23.273608 shrink sphere
|
||||
2 v1 1 1 25.3211,58.9783,29,54;24.9482,60.4700,28,56;23.8777,61.3673,27,57;26.5696,66.1363,30,62;-;- 4 521.210348 14.322307 67.876282 mirror sphere
|
||||
3 r1 0 0 20.1818,46.6622,24,42;20.8145,50.2333,24,46;19.2657,51.9489,23,47;19.7826,56.0925,23,52;-;- 4 151.340327 12.346396 17.006783 shrink sphere
|
||||
3 r1 0 1 20.1818,46.6622,24,42;20.8145,50.2333,24,46;19.2657,51.9489,23,47;19.7826,56.0925,23,52;-;- 4 325.884309 12.346396 59.881670 mirror sphere
|
||||
3 r1 1 0 20.1818,46.6622,24,42;20.8145,50.2333,24,46;19.2657,51.9489,23,47;19.7826,56.0925,23,52;-;- 4 151.340327 12.346396 17.006783 shrink sphere
|
||||
3 r1 1 1 20.1818,46.6622,24,42;20.8145,50.2333,24,46;19.2657,51.9489,23,47;19.7826,56.0925,23,52;-;- 4 325.884309 12.346396 59.881670 mirror sphere
|
||||
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4 v1 0 1 22.6381,54.8342,26,50;24.5676,62.3917,28,58;23.0411,67.4769,27,63;23.2016,75.4048,27,71;-;- 4 655.695997 11.234976 65.347694 mirror sphere
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4 v1 1 1 22.6381,54.8342,26,50;24.5676,62.3917,28,58;23.0411,67.4769,27,63;23.2016,75.4048,27,71;-;- 4 655.695997 11.234976 65.347694 mirror sphere
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5 r1 0 1 25.5504,57.1221,29,53;23.4463,56.7910,27,52;25.3126,60.5298,29,56;22.7438,59.9387,26,55;-;- 4 203.804742 18.116577 21.608684 shrink sphere
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5 r1 1 0 25.5504,57.1221,29,53;23.4463,56.7910,27,52;25.3126,60.5298,29,56;22.7438,59.9387,26,55;-;- 4 203.804742 18.116577 21.608684 shrink sphere
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5 r1 1 1 25.5504,57.1221,29,53;23.4463,56.7910,27,52;25.3126,60.5298,29,56;22.7438,59.9387,26,55;-;- 4 203.804742 18.116577 21.608684 shrink sphere
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6 v1 0 0 17.4630,60.6777,21,56;19.2769,63.4067,23,59;16.1237,61.1881,20,57;17.8035,63.8222,21,59;-;- 4 437.104912 29.527492 33.135142 shrink sphere
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6 v1 0 1 17.4630,60.6777,21,56;19.2769,63.4067,23,59;16.1237,61.1881,20,57;17.8035,63.8222,21,59;-;- 4 437.104912 29.527492 33.135142 shrink sphere
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6 v1 1 0 17.4630,60.6777,21,56;19.2769,63.4067,23,59;16.1237,61.1881,20,57;17.8035,63.8222,21,59;-;- 4 437.104912 29.527492 33.135142 shrink sphere
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6 v1 1 1 17.4630,60.6777,21,56;19.2769,63.4067,23,59;16.1237,61.1881,20,57;17.8035,63.8222,21,59;-;- 4 437.104912 29.527492 33.135142 shrink sphere
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7 r1 0 0 20.0475,44.5402,24,40;21.3806,48.4797,25,44;18.3151,48.2981,22,44;19.2514,52.4251,23,48;-;- 4 121.175457 11.350332 14.673018 shrink sphere
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7 r1 0 1 20.0475,44.5402,24,40;21.3806,48.4797,25,44;18.3151,48.2981,22,44;19.2514,52.4251,23,48;-;- 4 275.451233 11.350332 57.865870 mirror sphere
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7 r1 1 1 20.0475,44.5402,24,40;21.3806,48.4797,25,44;18.3151,48.2981,22,44;19.2514,52.4251,23,48;-;- 4 275.451233 11.350332 57.865870 mirror sphere
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8 v1 0 1 16.2021,49.3316,20,45;18.6618,58.5037,22,54;16.4990,64.4132,20,60;17.6374,75.2594,21,71;-;- 4 698.560614 9.421460 60.885189 mirror sphere
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8 v1 1 1 16.2021,49.3316,20,45;18.6618,58.5037,22,54;16.4990,64.4132,20,60;17.6374,75.2594,21,71;-;- 4 698.560614 9.421460 60.885189 mirror sphere
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9 r1 0 1 23.8957,60.9432,27,56;23.8010,66.9805,27,62;25.6821,76.0085,29,72;26.1341,84.7902,30,80;-;- 4 841.356792 11.918225 71.690330 mirror sphere
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9 r1 1 1 23.8957,60.9432,27,56;23.8010,66.9805,27,62;25.6821,76.0085,29,72;26.1341,84.7902,30,80;-;- 4 841.356792 11.918225 71.690330 mirror sphere
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10 v1 0 1 17.3402,57.5057,21,53;18.5488,64.4041,22,60;18.0179,70.3689,22,66;20.6044,80.3714,24,76;-;- 4 855.553310 10.961020 65.298693 mirror sphere
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10 v1 1 1 17.3402,57.5057,21,53;18.5488,64.4041,22,60;18.0179,70.3689,22,66;20.6044,80.3714,24,76;-;- 4 855.553310 10.961020 65.298693 mirror sphere
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11 r1 0 1 23.4385,64.2391,27,60;24.6870,69.1847,28,65;23.1934,71.7233,27,67;22.0364,74.9638,26,70;-;- 4 847.611243 23.514144 78.527481 mirror sphere
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11 r1 1 1 23.4385,64.2391,27,60;24.6870,69.1847,28,65;23.1934,71.7233,27,67;22.0364,74.9638,26,70;-;- 4 847.611243 23.514144 78.527481 mirror sphere
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12 v1 0 1 21.0504,64.5378,25,60;22.9264,67.6238,26,63;22.4888,68.4297,26,64;20.6953,67.9144,24,63;-;- 4 467.199872 28.567871 33.697199 shrink sphere
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12 v1 1 0 21.0504,64.5378,25,60;22.9264,67.6238,26,63;22.4888,68.4297,26,64;20.6953,67.9144,24,63;-;- 4 467.199872 28.567871 33.697199 shrink sphere
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12 v1 1 1 21.0504,64.5378,25,60;22.9264,67.6238,26,63;22.4888,68.4297,26,64;20.6953,67.9144,24,63;-;- 4 467.199872 28.567871 33.697199 shrink sphere
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13 r1 0 0 19.7107,52.2698,23,48;18.1333,52.1285,22,48;16.1169,51.6114,20,47;16.0879,53.1479,20,49;-;- 4 184.743315 15.156729 17.277773 shrink sphere
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13 r1 0 1 19.7107,52.2698,23,48;18.1333,52.1285,22,48;16.1169,51.6114,20,47;16.0879,53.1479,20,49;-;- 4 184.743315 15.156729 17.277773 shrink sphere
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13 r1 1 0 19.7107,52.2698,23,48;18.1333,52.1285,22,48;16.1169,51.6114,20,47;16.0879,53.1479,20,49;-;- 4 184.743315 15.156729 17.277773 shrink sphere
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13 r1 1 1 19.7107,52.2698,23,48;18.1333,52.1285,22,48;16.1169,51.6114,20,47;16.0879,53.1479,20,49;-;- 4 184.743315 15.156729 17.277773 shrink sphere
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14 v1 0 0 19.3930,73.9832,23,69;20.7240,76.0673,24,72;20.9855,77.0924,24,73;20.0520,76.9330,24,72;-;- 4 766.228499 38.026054 38.026054 shrink sphere
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14 v1 0 1 19.3930,73.9832,23,69;20.7240,76.0673,24,72;20.9855,77.0924,24,73;20.0520,76.9330,24,72;-;- 4 766.228499 38.026054 38.026054 shrink sphere
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14 v1 1 1 19.3930,73.9832,23,69;20.7240,76.0673,24,72;20.9855,77.0924,24,73;20.0520,76.9330,24,72;-;- 4 766.228499 38.026054 38.026054 shrink sphere
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15 r1 0 0 25.3050,53.1785,29,49;24.2479,55.5170,28,51;25.4315,60.5097,29,56;24.9586,64.3101,28,60;-;- 4 197.738585 11.506831 19.842453 shrink sphere
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15 r1 0 1 25.3050,53.1785,29,49;24.2479,55.5170,28,51;25.4315,60.5097,29,56;24.9586,64.3101,28,60;-;- 4 411.980160 11.506831 63.800872 mirror sphere
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15 r1 1 1 25.3050,53.1785,29,49;24.2479,55.5170,28,51;25.4315,60.5097,29,56;24.9586,64.3101,28,60;-;- 4 411.980160 11.506831 63.800872 mirror sphere
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16 v1 0 1 27.0204,54.3380,31,50;26.9942,57.8355,30,53;27.4110,62.2305,31,58;25.3051,64.6161,29,60;-;- 4 434.693973 11.800897 64.436814 mirror sphere
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16 v1 1 1 27.0204,54.3380,31,50;26.9942,57.8355,30,53;27.4110,62.2305,31,58;25.3051,64.6161,29,60;-;- 4 434.693973 11.800897 64.436814 mirror sphere
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17 r1 0 1 17.4995,51.5765,21,47;17.7736,56.0398,21,52;20.1031,63.0733,24,59;19.5538,67.8063,23,63;-;- 4 572.365642 15.338843 66.953060 mirror sphere
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17 r1 1 1 17.4995,51.5765,21,47;17.7736,56.0398,21,52;20.1031,63.0733,24,59;19.5538,67.8063,23,63;-;- 4 572.365642 15.338843 66.953060 mirror sphere
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18 v1 0 1 24.6136,44.9676,28,40;21.4016,44.9951,25,40;21.3956,48.7444,25,44;21.9909,53.6925,25,49;-;- 4 245.933352 7.192370 54.889625 mirror sphere
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18 v1 1 1 24.6136,44.9676,28,40;21.4016,44.9951,25,40;21.3956,48.7444,25,44;21.9909,53.6925,25,49;-;- 4 245.933352 7.192370 54.889625 mirror sphere
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19 r1 0 1 25.2362,63.5294,29,59;23.4285,61.7510,27,57;23.6580,62.0097,27,58;24.9552,63.3361,28,59;-;- 4 258.471456 21.056700 19.275880 shrink sphere
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19 r1 1 0 25.2362,63.5294,29,59;23.4285,61.7510,27,57;23.6580,62.0097,27,58;24.9552,63.3361,28,59;-;- 4 258.471456 21.056700 19.275880 shrink sphere
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19 r1 1 1 25.2362,63.5294,29,59;23.4285,61.7510,27,57;23.6580,62.0097,27,58;24.9552,63.3361,28,59;-;- 4 258.471456 21.056700 19.275880 shrink sphere
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20 v1 0 0 22.9679,43.9698,26,39;22.6782,46.8444,26,42;22.3139,50.1213,26,46;20.2961,52.2932,24,48;-;- 4 111.494454 8.170171 14.595701 shrink sphere
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20 v1 0 1 22.9679,43.9698,26,39;22.6782,46.8444,26,42;22.3139,50.1213,26,46;20.2961,52.2932,24,48;-;- 4 251.320252 8.170171 55.061846 mirror sphere
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20 v1 1 1 22.9679,43.9698,26,39;22.6782,46.8444,26,42;22.3139,50.1213,26,46;20.2961,52.2932,24,48;-;- 4 251.320252 8.170171 55.061846 mirror sphere
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21 r1 0 1 28.2134,53.4376,32,49;28.0974,56.7849,32,52;29.0307,61.6571,33,57;30.1080,67.2141,34,63;-;- 4 327.484749 2.769465 58.122715 mirror sphere
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21 r1 1 1 28.2134,53.4376,32,49;28.0974,56.7849,32,52;29.0307,61.6571,33,57;30.1080,67.2141,34,63;-;- 4 327.484749 2.769465 58.122715 mirror sphere
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22 v1 0 1 29.4921,53.8325,33,49;27.3874,53.9163,31,49;30.4077,59.3218,34,55;27.8414,59.3554,31,55;-;- 4 330.059205 11.161335 63.227568 mirror sphere
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22 v1 1 1 29.4921,53.8325,33,49;27.3874,53.9163,31,49;30.4077,59.3218,34,55;27.8414,59.3554,31,55;-;- 4 330.059205 11.161335 63.227568 mirror sphere
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23 r1 0 1 28.1479,65.8772,32,61;27.3386,67.7832,31,63;29.6177,72.9731,33,68;30.2234,76.6991,34,72;-;- 4 733.757146 20.172562 78.585019 mirror sphere
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23 r1 1 1 28.1479,65.8772,32,61;27.3386,67.7832,31,63;29.6177,72.9731,33,68;30.2234,76.6991,34,72;-;- 4 733.757146 20.172562 78.585019 mirror sphere
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24 v1 0 1 20.4806,42.7210,24,38;18.6484,45.3359,22,41;18.6055,50.6292,22,46;20.1961,58.6230,24,54;-;- 4 307.062907 6.208629 54.123546 mirror sphere
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24 v1 1 1 20.4806,42.7210,24,38;18.6484,45.3359,22,41;18.6055,50.6292,22,46;20.1961,58.6230,24,54;-;- 4 307.062907 6.208629 54.123546 mirror sphere
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25 r1 0 1 27.9876,69.0987,31,65;30.6648,76.7054,34,72;28.9935,80.5545,32,76;30.9583,88.7017,34,84;-;- 4 1046.588302 19.804267 82.295669 mirror sphere
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25 r1 1 1 27.9876,69.0987,31,65;30.6648,76.7054,34,72;28.9935,80.5545,32,76;30.9583,88.7017,34,84;-;- 4 1046.588302 19.804267 82.295669 mirror sphere
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26 v1 0 1 27.3982,47.4093,31,43;28.4784,52.5944,32,48;27.1432,56.2060,31,52;29.2493,64.2736,33,60;-;- 4 301.296697 4.960421 57.697875 mirror sphere
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27 r1 0 1 21.8661,51.4475,25,47;20.7921,52.8879,24,48;22.2089,57.0329,26,53;22.2534,60.0374,26,56;-;- 4 409.371696 16.225828 66.140485 mirror sphere
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27 r1 1 1 21.8661,51.4475,25,47;20.7921,52.8879,24,48;22.2089,57.0329,26,53;22.2534,60.0374,26,56;-;- 4 409.371696 16.225828 66.140485 mirror sphere
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28 v1 0 1 21.9200,49.5977,25,45;20.0409,52.6238,24,48;20.2300,58.5875,24,54;22.0201,67.1755,26,63;-;- 4 465.747478 8.852324 60.210869 mirror sphere
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28 v1 1 1 21.9200,49.5977,25,45;20.0409,52.6238,24,48;20.2300,58.5875,24,54;22.0201,67.1755,26,63;-;- 4 465.747478 8.852324 60.210869 mirror sphere
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29 r1 0 1 26.9613,68.9307,30,64;28.9964,75.7261,32,71;26.7975,78.8273,30,74;28.8500,86.7811,32,82;-;- 4 1047.975381 21.113893 82.245646 mirror sphere
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29 r1 1 1 26.9613,68.9307,30,64;28.9964,75.7261,32,71;26.7975,78.8273,30,74;28.8500,86.7811,32,82;-;- 4 1047.975381 21.113893 82.245646 mirror sphere
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30 v1 0 1 20.4092,53.1480,24,49;21.8474,58.8770,25,54;21.4575,63.3401,25,59;22.5065,69.8783,26,65;-;- 4 550.045561 10.165090 62.329214 mirror sphere
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30 v1 1 1 20.4092,53.1480,24,49;21.8474,58.8770,25,54;21.4575,63.3401,25,59;22.5065,69.8783,26,65;-;- 4 550.045561 10.165090 62.329214 mirror sphere
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31 r1 0 1 22.4369,69.0826,26,65;22.1923,72.3927,26,68;20.3030,74.3290,24,70;22.4517,80.5950,26,76;-;- 4 1078.577436 25.711556 82.764365 mirror sphere
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32 v1 0 1 19.0278,55.4690,23,51;20.2170,62.9058,24,58;19.0185,69.0259,23,65;20.6185,79.1992,24,75;-;- 4 731.045904 5.763580 59.872651 mirror sphere
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33 r1 0 1 29.7291,56.7539,33,52;28.1701,56.5879,32,52;30.9878,60.8704,34,56;29.9252,61.3480,33,57;-;- 4 334.378124 11.164927 64.138793 mirror sphere
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33 r1 1 1 29.7291,56.7539,33,52;28.1701,56.5879,32,52;30.9878,60.8704,34,56;29.9252,61.3480,33,57;-;- 4 334.378124 11.164927 64.138793 mirror sphere
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34 v1 0 1 18.2199,50.7118,22,46;20.7444,56.2776,24,52;18.0758,56.9349,22,52;20.5947,63.0910,24,59;-;- 4 498.356045 15.558599 65.084676 mirror sphere
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34 v1 1 1 18.2199,50.7118,22,46;20.7444,56.2776,24,52;18.0758,56.9349,22,52;20.5947,63.0910,24,59;-;- 4 498.356045 15.558599 65.084676 mirror sphere
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35 r1 0 1 24.9991,62.8716,28,58;22.8529,66.8871,26,62;23.7075,74.9059,27,70;22.0474,81.5756,26,77;-;- 4 836.711237 13.013487 70.406208 mirror sphere
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35 r1 1 1 24.9991,62.8716,28,58;22.8529,66.8871,26,62;23.7075,74.9059,27,70;22.0474,81.5756,26,77;-;- 4 836.711237 13.013487 70.406208 mirror sphere
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36 v1 1 1 17.8942,66.4815,21,62;17.4615,66.8132,21,62;17.7132,67.8413,21,63;17.9351,68.8518,21,64;-;- 4 539.688039 29.771829 29.771829 shrink sphere
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38 v1 0 1 18.0371,61.1665,22,57;21.7971,65.2170,25,61;19.7984,63.5106,23,59;21.1948,65.2014,25,61;-;- 4 412.978535 29.161773 29.350888 shrink sphere
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38 v1 1 0 18.0371,61.1665,22,57;21.7971,65.2170,25,61;19.7984,63.5106,23,59;21.1948,65.2014,25,61;-;- 4 412.978535 29.161773 29.350888 shrink sphere
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39 r1 0 1 29.6742,54.9732,33,50;26.4367,52.7539,30,48;28.1474,55.5238,32,51;27.0845,55.5627,31,51;-;- 4 103.292921 10.239128 10.239128 shrink sphere
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39 r1 1 0 29.6742,54.9732,33,50;26.4367,52.7539,30,48;28.1474,55.5238,32,51;27.0845,55.5627,31,51;-;- 4 103.292921 10.239128 10.239128 shrink sphere
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39 r1 1 1 29.6742,54.9732,33,50;26.4367,52.7539,30,48;28.1474,55.5238,32,51;27.0845,55.5627,31,51;-;- 4 103.292921 10.239128 10.239128 shrink sphere
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40 v1 0 1 17.9107,58.7538,21,54;16.3742,60.9657,20,56;19.8583,68.5421,23,64;19.0889,72.2406,23,68;-;- 4 822.299156 20.092151 72.488525 mirror sphere
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45 r1 0 1 16.0408,68.1523,20,64;17.1652,69.8090,21,65;19.0978,72.2792,23,68;17.9642,71.6887,21,67;-;- 4 597.508132 29.024100 36.230669 shrink sphere
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45 r1 1 0 16.0408,68.1523,20,64;17.1652,69.8090,21,65;19.0978,72.2792,23,68;17.9642,71.6887,21,67;-;- 4 597.508132 29.024100 36.230669 shrink sphere
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45 r1 1 1 16.0408,68.1523,20,64;17.1652,69.8090,21,65;19.0978,72.2792,23,68;17.9642,71.6887,21,67;-;- 4 597.508132 29.024100 36.230669 shrink sphere
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46 v1 0 1 29.8878,56.5808,33,52;28.4617,57.3221,32,53;26.9808,58.1845,30,54;28.0538,61.7911,32,57;-;- 4 167.911335 10.780843 17.741498 shrink sphere
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46 v1 1 0 29.8878,56.5808,33,52;28.4617,57.3221,32,53;26.9808,58.1845,30,54;28.0538,61.7911,32,57;-;- 4 167.911335 10.780843 17.741498 shrink sphere
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46 v1 1 1 29.8878,56.5808,33,52;28.4617,57.3221,32,53;26.9808,58.1845,30,54;28.0538,61.7911,32,57;-;- 4 167.911335 10.780843 17.741498 shrink sphere
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48 v1 0 1 22.8371,64.9150,26,60;22.4794,69.1675,26,65;20.4594,72.2629,24,68;21.5462,79.0257,25,75;-;- 4 953.359784 18.941802 74.444370 mirror sphere
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48 v1 1 1 22.8371,64.9150,26,60;22.4794,69.1675,26,65;20.4594,72.2629,24,68;21.5462,79.0257,25,75;-;- 4 953.359784 18.941802 74.444370 mirror sphere
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72 v1 0 0 17.6006,49.0419,21,45;18.2518,54.9351,22,50;19.2868,62.0861,23,58;19.9517,69.8868,23,65;-;- 4 295.881350 6.665993 18.673394 shrink sphere
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72 v1 0 1 17.6006,49.0419,21,45;18.2518,54.9351,22,50;19.2868,62.0861,23,58;19.9517,69.8868,23,65;-;- 4 519.151395 6.665993 57.215311 mirror sphere
|
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72 v1 1 1 17.6006,49.0419,21,45;18.2518,54.9351,22,50;19.2868,62.0861,23,58;19.9517,69.8868,23,65;-;- 4 519.151395 6.665993 57.215311 mirror sphere
|
||||
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73 r1 0 1 18.5553,43.5624,22,39;19.1314,45.5013,23,41;20.6186,48.4256,24,44;20.3345,49.6568,24,45;-;- 4 102.167917 11.801944 11.801944 shrink sphere
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73 r1 1 0 18.5553,43.5624,22,39;19.1314,45.5013,23,41;20.6186,48.4256,24,44;20.3345,49.6568,24,45;-;- 4 102.167917 11.801944 11.801944 shrink sphere
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73 r1 1 1 18.5553,43.5624,22,39;19.1314,45.5013,23,41;20.6186,48.4256,24,44;20.3345,49.6568,24,45;-;- 4 102.167917 11.801944 11.801944 shrink sphere
|
||||
74 v1 0 0 20.6477,60.8916,24,56;19.5703,63.1930,23,59;22.3680,69.6531,26,65;19.6993,70.9544,23,66;-;- 4 476.591287 22.743275 34.447467 shrink sphere
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74 v1 0 1 20.6477,60.8916,24,56;19.5703,63.1930,23,59;22.3680,69.6531,26,65;19.6993,70.9544,23,66;-;- 4 820.226576 22.743275 75.263067 mirror sphere
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74 v1 1 1 20.6477,60.8916,24,56;19.5703,63.1930,23,59;22.3680,69.6531,26,65;19.6993,70.9544,23,66;-;- 4 820.226576 22.743275 75.263067 mirror sphere
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75 r1 0 1 25.3836,82.1924,29,78;24.3423,81.8860,28,77;26.4988,84.7868,30,80;26.5671,85.6090,30,81;-;- 4 787.142076 31.869600 35.917488 shrink sphere
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75 r1 1 0 25.3836,82.1924,29,78;24.3423,81.8860,28,77;26.4988,84.7868,30,80;26.5671,85.6090,30,81;-;- 4 787.142076 31.869600 35.917488 shrink sphere
|
||||
75 r1 1 1 25.3836,82.1924,29,78;24.3423,81.8860,28,77;26.4988,84.7868,30,80;26.5671,85.6090,30,81;-;- 4 787.142076 31.869600 35.917488 shrink sphere
|
||||
76 v1 0 0 18.3937,39.8874,22,35;20.5535,45.7918,24,41;19.0216,48.6569,23,44;19.4594,54.2576,23,50;-;- 4 137.731859 6.740170 21.351212 shrink sphere
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||||
76 v1 0 1 18.3937,39.8874,22,35;20.5535,45.7918,24,41;19.0216,48.6569,23,44;19.4594,54.2576,23,50;-;- 4 261.021718 6.740170 52.931450 mirror sphere
|
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|
||||
76 v1 1 1 18.3937,39.8874,22,35;20.5535,45.7918,24,41;19.0216,48.6569,23,44;19.4594,54.2576,23,50;-;- 4 261.021718 6.740170 52.931450 mirror sphere
|
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||||
77 r1 0 1 24.5708,83.9203,28,79;24.3998,84.2017,28,80;25.5527,85.8105,29,81;27.6028,88.3198,31,84;-;- 4 861.538628 34.669743 34.669743 shrink sphere
|
||||
77 r1 1 0 24.5708,83.9203,28,79;24.3998,84.2017,28,80;25.5527,85.8105,29,81;27.6028,88.3198,31,84;-;- 4 861.538628 34.669743 34.669743 shrink sphere
|
||||
77 r1 1 1 24.5708,83.9203,28,79;24.3998,84.2017,28,80;25.5527,85.8105,29,81;27.6028,88.3198,31,84;-;- 4 861.538628 34.669743 34.669743 shrink sphere
|
||||
78 v1 0 0 18.6604,41.2392,22,37;18.5874,44.5621,22,40;19.3234,49.2048,23,45;17.2136,51.5893,21,47;-;- 4 133.362660 9.449882 18.287907 shrink sphere
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78 v1 0 1 18.6604,41.2392,22,37;18.5874,44.5621,22,40;19.3234,49.2048,23,45;17.2136,51.5893,21,47;-;- 4 271.153946 9.449882 54.730397 mirror sphere
|
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||||
78 v1 1 1 18.6604,41.2392,22,37;18.5874,44.5621,22,40;19.3234,49.2048,23,45;17.2136,51.5893,21,47;-;- 4 271.153946 9.449882 54.730397 mirror sphere
|
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79 r1 0 1 21.3578,50.6420,25,46;19.1882,52.7446,23,48;19.5067,57.9585,23,53;21.7198,65.7814,25,61;-;- 4 455.185869 11.351347 62.965564 mirror sphere
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79 r1 1 1 21.3578,50.6420,25,46;19.1882,52.7446,23,48;19.5067,57.9585,23,53;21.7198,65.7814,25,61;-;- 4 455.185869 11.351347 62.965564 mirror sphere
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80 v1 0 1 28.1961,66.6300,32,62;26.0068,68.3694,30,64;28.3791,75.0721,32,71;26.2286,77.6946,30,73;-;- 4 827.564281 18.485470 75.831446 mirror sphere
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80 v1 1 1 28.1961,66.6300,32,62;26.0068,68.3694,30,64;28.3791,75.0721,32,71;26.2286,77.6946,30,73;-;- 4 827.564281 18.485470 75.831446 mirror sphere
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||||
81 r1 0 1 23.1602,52.8331,27,48;23.1687,58.3370,27,54;24.5317,66.2131,28,62;25.4188,74.8196,29,70;-;- 4 552.382520 8.600361 64.633434 mirror sphere
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||||
81 r1 1 1 23.1602,52.8331,27,48;23.1687,58.3370,27,54;24.5317,66.2131,28,62;25.4188,74.8196,29,70;-;- 4 552.382520 8.600361 64.633434 mirror sphere
|
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||||
82 v1 0 1 20.2570,66.9294,24,62;22.2721,72.6983,26,68;20.8976,75.3796,24,71;22.3380,81.2019,26,77;-;- 4 1125.802142 23.592603 80.009581 mirror sphere
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||||
82 v1 1 1 20.2570,66.9294,24,62;22.2721,72.6983,26,68;20.8976,75.3796,24,71;22.3380,81.2019,26,77;-;- 4 1125.802142 23.592603 80.009581 mirror sphere
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83 r1 0 1 18.5255,48.3996,22,44;19.3077,51.7815,23,47;21.3990,56.6988,25,52;20.2440,58.6157,24,54;-;- 4 406.601073 16.055051 64.949972 mirror sphere
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83 r1 1 1 18.5255,48.3996,22,44;19.3077,51.7815,23,47;21.3990,56.6988,25,52;20.2440,58.6157,24,54;-;- 4 406.601073 16.055051 64.949972 mirror sphere
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84 v1 0 1 29.9052,62.1760,33,58;29.8621,65.1420,33,61;29.0660,67.6357,33,63;26.2749,68.4413,30,64;-;- 4 589.689543 17.135966 72.076143 mirror sphere
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85 r1 0 1 19.3289,53.3343,23,49;17.2174,53.2902,21,49;17.8083,56.0742,21,52;16.1469,56.7393,20,52;-;- 4 231.409388 17.270414 23.275137 shrink sphere
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85 r1 1 0 19.3289,53.3343,23,49;17.2174,53.2902,21,49;17.8083,56.0742,21,52;16.1469,56.7393,20,52;-;- 4 231.409388 17.270414 23.275137 shrink sphere
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85 r1 1 1 19.3289,53.3343,23,49;17.2174,53.2902,21,49;17.8083,56.0742,21,52;16.1469,56.7393,20,52;-;- 4 231.409388 17.270414 23.275137 shrink sphere
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86 v1 0 0 26.6327,50.4531,30,46;25.5774,53.6991,29,49;27.6246,60.8244,31,56;27.0063,66.2010,31,62;-;- 4 177.695594 5.483044 16.059489 shrink sphere
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86 v1 0 1 26.6327,50.4531,30,46;25.5774,53.6991,29,49;27.6246,60.8244,31,56;27.0063,66.2010,31,62;-;- 4 365.175354 5.483044 58.452748 mirror sphere
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86 v1 1 1 26.6327,50.4531,30,46;25.5774,53.6991,29,49;27.6246,60.8244,31,56;27.0063,66.2010,31,62;-;- 4 365.175354 5.483044 58.452748 mirror sphere
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87 r1 1 0 18.7241,67.2950,22,63;18.5903,67.7403,22,63;20.9355,70.6715,24,66;20.1236,70.4525,24,66;-;- 4 510.340325 27.316800 32.760949 shrink sphere
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87 r1 1 1 18.7241,67.2950,22,63;18.5903,67.7403,22,63;20.9355,70.6715,24,66;20.1236,70.4525,24,66;-;- 4 510.340325 27.316800 32.760949 shrink sphere
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88 v1 1 0 21.8778,52.0195,25,48;19.4384,49.6271,23,45;20.9945,51.2302,24,47;19.0764,49.3592,23,45;-;- 4 153.931567 17.468732 17.468732 shrink sphere
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88 v1 1 1 21.8778,52.0195,25,48;19.4384,49.6271,23,45;20.9945,51.2302,24,47;19.0764,49.3592,23,45;-;- 4 153.931567 17.468732 17.468732 shrink sphere
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89 r1 0 0 27.6938,59.7504,31,55;27.4540,61.3281,31,57;25.8132,61.6079,29,57;27.0071,64.8312,31,60;-;- 4 207.737720 16.388241 16.388241 shrink sphere
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89 r1 0 1 27.6938,59.7504,31,55;27.4540,61.3281,31,57;25.8132,61.6079,29,57;27.0071,64.8312,31,60;-;- 4 207.737720 16.388241 16.388241 shrink sphere
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89 r1 1 0 27.6938,59.7504,31,55;27.4540,61.3281,31,57;25.8132,61.6079,29,57;27.0071,64.8312,31,60;-;- 4 207.737720 16.388241 16.388241 shrink sphere
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89 r1 1 1 27.6938,59.7504,31,55;27.4540,61.3281,31,57;25.8132,61.6079,29,57;27.0071,64.8312,31,60;-;- 4 207.737720 16.388241 16.388241 shrink sphere
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90 v1 0 0 16.1244,44.6236,20,40;16.9375,51.5266,20,47;18.6209,60.6014,22,56;18.3958,69.3472,22,65;-;- 4 310.713646 6.255669 23.732216 shrink sphere
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90 v1 0 1 16.1244,44.6236,20,40;16.9375,51.5266,20,47;18.6209,60.6014,22,56;18.3958,69.3472,22,65;-;- 4 507.744952 6.255669 55.995761 mirror sphere
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90 v1 1 1 16.1244,44.6236,20,40;16.9375,51.5266,20,47;18.6209,60.6014,22,56;18.3958,69.3472,22,65;-;- 4 507.744952 6.255669 55.995761 mirror sphere
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91 r1 0 1 24.0646,68.8664,28,64;23.2405,71.3909,27,67;22.8814,74.6308,26,70;22.5980,78.2153,26,74;-;- 4 948.633432 22.044002 78.416987 mirror sphere
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||||
91 r1 1 1 24.0646,68.8664,28,64;23.2405,71.3909,27,67;22.8814,74.6308,26,70;22.5980,78.2153,26,74;-;- 4 948.633432 22.044002 78.416987 mirror sphere
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92 v1 0 1 19.3128,64.3535,23,60;18.2544,63.6971,22,59;17.5839,63.4322,21,59;18.2401,64.4977,22,60;-;- 4 375.428525 16.860267 16.901513 shrink sphere
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92 v1 1 0 19.3128,64.3535,23,60;18.2544,63.6971,22,59;17.5839,63.4322,21,59;18.2401,64.4977,22,60;-;- 4 375.428525 16.860267 16.901513 shrink sphere
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92 v1 1 1 19.3128,64.3535,23,60;18.2544,63.6971,22,59;17.5839,63.4322,21,59;18.2401,64.4977,22,60;-;- 4 375.428525 16.860267 16.901513 shrink sphere
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93 r1 0 0 19.2131,43.0128,23,39;22.4284,50.4050,26,46;19.6792,52.5659,23,48;19.2257,57.8842,23,53;-;- 4 171.990322 8.653813 25.940157 shrink sphere
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93 r1 0 1 19.2131,43.0128,23,39;22.4284,50.4050,26,46;19.6792,52.5659,23,48;19.2257,57.8842,23,53;-;- 4 311.301446 8.653813 56.868910 mirror sphere
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||||
93 r1 1 1 19.2131,43.0128,23,39;22.4284,50.4050,26,46;19.6792,52.5659,23,48;19.2257,57.8842,23,53;-;- 4 311.301446 8.653813 56.868910 mirror sphere
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|
||||
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|
||||
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||||
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|
||||
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||||
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|
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|
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97 r1 0 1 28.4503,70.2724,32,66;29.2563,75.2538,33,71;27.6325,78.2224,31,74;27.9154,83.5561,31,79;-;- 4 996.860503 22.217667 81.989772 mirror sphere
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97 r1 1 1 28.4503,70.2724,32,66;29.2563,75.2538,33,71;27.6325,78.2224,31,74;27.9154,83.5561,31,79;-;- 4 996.860503 22.217667 81.989772 mirror sphere
|
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98 v1 1 1 25.8864,70.2760,29,66;23.1338,70.7313,27,66;24.0612,75.0984,28,71;24.5955,79.3211,28,75;-;- 4 1034.364925 23.481315 80.943416 mirror sphere
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99 r1 0 1 20.1767,62.6902,24,58;21.0315,65.5658,25,61;22.7665,69.4177,26,65;21.9924,70.8612,25,66;-;- 4 432.591924 26.982996 31.443508 shrink sphere
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99 r1 1 0 20.1767,62.6902,24,58;21.0315,65.5658,25,61;22.7665,69.4177,26,65;21.9924,70.8612,25,66;-;- 4 432.591924 26.982996 31.443508 shrink sphere
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99 r1 1 1 20.1767,62.6902,24,58;21.0315,65.5658,25,61;22.7665,69.4177,26,65;21.9924,70.8612,25,66;-;- 4 432.591924 26.982996 31.443508 shrink sphere
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100 v1 0 0 24.4906,56.0380,28,52;24.5478,58.9317,28,54;25.4000,62.8756,29,58;24.1400,64.9852,28,60;-;- 4 247.633744 15.615322 22.440640 shrink sphere
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100 v1 0 1 24.4906,56.0380,28,52;24.5478,58.9317,28,54;25.4000,62.8756,29,58;24.1400,64.9852,28,60;-;- 4 500.698275 15.615322 67.790386 mirror sphere
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100 v1 1 1 24.4906,56.0380,28,52;24.5478,58.9317,28,54;25.4000,62.8756,29,58;24.1400,64.9852,28,60;-;- 4 500.698275 15.615322 67.790386 mirror sphere
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101 r1 0 1 27.3940,47.7010,31,43;28.5681,52.7889,32,48;26.1276,55.0166,30,51;25.5085,59.9653,29,55;-;- 4 272.651069 7.146780 58.081174 mirror sphere
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101 r1 1 1 27.3940,47.7010,31,43;28.5681,52.7889,32,48;26.1276,55.0166,30,51;25.5085,59.9653,29,55;-;- 4 272.651069 7.146780 58.081174 mirror sphere
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102 v1 0 1 25.4721,48.1316,29,44;26.7538,51.6918,30,47;24.7849,52.2306,28,48;25.8333,56.0389,29,52;-;- 4 285.197125 10.760482 60.409977 mirror sphere
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102 v1 1 1 25.4721,48.1316,29,44;26.7538,51.6918,30,47;24.7849,52.2306,28,48;25.8333,56.0389,29,52;-;- 4 285.197125 10.760482 60.409977 mirror sphere
|
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103 r1 0 1 25.8509,62.5989,29,58;28.2927,67.2315,32,63;25.0783,66.3385,29,62;27.6483,71.3683,31,67;-;- 4 680.734712 22.076219 77.769380 mirror sphere
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||||
103 r1 1 1 25.8509,62.5989,29,58;28.2927,67.2315,32,63;25.0783,66.3385,29,62;27.6483,71.3683,31,67;-;- 4 680.734712 22.076219 77.769380 mirror sphere
|
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104 v1 0 1 22.7607,42.0562,26,38;25.3246,48.0222,29,44;25.8896,52.5891,29,48;22.9996,54.4066,26,50;-;- 4 237.126811 6.448030 54.021866 mirror sphere
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104 v1 1 1 22.7607,42.0562,26,38;25.3246,48.0222,29,44;25.8896,52.5891,29,48;22.9996,54.4066,26,50;-;- 4 237.126811 6.448030 54.021866 mirror sphere
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105 r1 0 1 27.2004,61.7075,31,57;28.5598,64.1819,32,60;27.9315,64.7047,31,60;27.8278,65.7892,31,61;-;- 4 239.578006 20.250492 20.250492 shrink sphere
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105 r1 1 0 27.2004,61.7075,31,57;28.5598,64.1819,32,60;27.9315,64.7047,31,60;27.8278,65.7892,31,61;-;- 4 239.578006 20.250492 20.250492 shrink sphere
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105 r1 1 1 27.2004,61.7075,31,57;28.5598,64.1819,32,60;27.9315,64.7047,31,60;27.8278,65.7892,31,61;-;- 4 239.578006 20.250492 20.250492 shrink sphere
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106 v1 0 0 20.1748,55.0104,24,51;19.1079,54.1793,23,50;20.1203,55.4292,24,51;20.0710,55.6188,24,51;-;- 4 216.350753 19.357258 19.357258 shrink sphere
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106 v1 0 1 20.1748,55.0104,24,51;19.1079,54.1793,23,50;20.1203,55.4292,24,51;20.0710,55.6188,24,51;-;- 4 216.350753 19.357258 19.357258 shrink sphere
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106 v1 1 0 20.1748,55.0104,24,51;19.1079,54.1793,23,50;20.1203,55.4292,24,51;20.0710,55.6188,24,51;-;- 4 216.350753 19.357258 19.357258 shrink sphere
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106 v1 1 1 20.1748,55.0104,24,51;19.1079,54.1793,23,50;20.1203,55.4292,24,51;20.0710,55.6188,24,51;-;- 4 216.350753 19.357258 19.357258 shrink sphere
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107 r1 0 0 30.1910,47.8714,34,43;27.1810,48.4212,31,44;30.8834,56.4000,34,52;30.7176,61.3717,34,57;-;- 4 90.883610 4.899303 11.225768 shrink sphere
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107 r1 0 1 30.1910,47.8714,34,43;27.1810,48.4212,31,44;30.8834,56.4000,34,52;30.7176,61.3717,34,57;-;- 4 245.519413 4.899303 58.213080 mirror sphere
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107 r1 1 1 30.1910,47.8714,34,43;27.1810,48.4212,31,44;30.8834,56.4000,34,52;30.7176,61.3717,34,57;-;- 4 245.519413 4.899303 58.213080 mirror sphere
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108 v1 0 1 24.7302,73.4849,28,69;21.8694,74.3421,25,70;24.6341,81.1084,28,77;23.8747,84.6557,27,80;-;- 4 1271.639804 25.063387 83.672148 mirror sphere
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108 v1 1 1 24.7302,73.4849,28,69;21.8694,74.3421,25,70;24.6341,81.1084,28,77;23.8747,84.6557,27,80;-;- 4 1271.639804 25.063387 83.672148 mirror sphere
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109 r1 0 1 25.8358,74.3182,29,70;24.6390,73.3280,28,69;25.5432,74.4397,29,70;24.9260,74.0309,28,70;-;- 4 495.799633 27.316800 28.358372 shrink sphere
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109 r1 1 0 25.8358,74.3182,29,70;24.6390,73.3280,28,69;25.5432,74.4397,29,70;24.9260,74.0309,28,70;-;- 4 495.799633 27.316800 28.358372 shrink sphere
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109 r1 1 1 25.8358,74.3182,29,70;24.6390,73.3280,28,69;25.5432,74.4397,29,70;24.9260,74.0309,28,70;-;- 4 495.799633 27.316800 28.358372 shrink sphere
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110 v1 0 0 16.5240,55.1385,20,51;17.0462,58.8642,21,54;18.1091,63.3964,22,59;16.4723,65.5167,20,61;-;- 4 410.952035 21.256686 32.591931 shrink sphere
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110 v1 0 1 16.5240,55.1385,20,51;17.0462,58.8642,21,54;18.1091,63.3964,22,59;16.4723,65.5167,20,61;-;- 4 702.129012 21.256686 70.902534 mirror sphere
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110 v1 1 1 16.5240,55.1385,20,51;17.0462,58.8642,21,54;18.1091,63.3964,22,59;16.4723,65.5167,20,61;-;- 4 702.129012 21.256686 70.902534 mirror sphere
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111 r1 0 1 31.5307,65.0395,35,61;31.7370,66.0090,35,62;30.6855,65.7381,34,61;30.2264,66.0774,34,62;-;- 4 206.447454 16.882415 16.882415 shrink sphere
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111 r1 1 0 31.5307,65.0395,35,61;31.7370,66.0090,35,62;30.6855,65.7381,34,61;30.2264,66.0774,34,62;-;- 4 206.447454 16.882415 16.882415 shrink sphere
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111 r1 1 1 31.5307,65.0395,35,61;31.7370,66.0090,35,62;30.6855,65.7381,34,61;30.2264,66.0774,34,62;-;- 4 206.447454 16.882415 16.882415 shrink sphere
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112 v1 0 0 28.0455,54.9019,32,50;28.9276,59.7819,32,55;28.7983,64.2455,32,60;28.3488,69.0727,32,65;-;- 4 224.534458 9.918176 21.552048 shrink sphere
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112 v1 0 1 28.0455,54.9019,32,50;28.9276,59.7819,32,55;28.7983,64.2455,32,60;28.3488,69.0727,32,65;-;- 4 448.599313 9.918176 64.270436 mirror sphere
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112 v1 1 1 28.0455,54.9019,32,50;28.9276,59.7819,32,55;28.7983,64.2455,32,60;28.3488,69.0727,32,65;-;- 4 448.599313 9.918176 64.270436 mirror sphere
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113 r1 0 1 19.4884,56.3879,23,52;17.8631,59.4036,21,55;18.3763,65.1414,22,61;17.9134,70.5603,21,66;-;- 4 670.143714 15.179446 67.133576 mirror sphere
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113 r1 1 1 19.4884,56.3879,23,52;17.8631,59.4036,21,55;18.3763,65.1414,22,61;17.9134,70.5603,21,66;-;- 4 670.143714 15.179446 67.133576 mirror sphere
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114 v1 0 1 23.5332,44.5840,27,40;22.7622,46.7549,26,42;24.4336,51.7793,28,47;22.4521,53.6194,26,49;-;- 4 251.982072 8.437495 56.247228 mirror sphere
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114 v1 1 1 23.5332,44.5840,27,40;22.7622,46.7549,26,42;24.4336,51.7793,28,47;22.4521,53.6194,26,49;-;- 4 251.982072 8.437495 56.247228 mirror sphere
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115 r1 0 1 24.3769,40.9702,28,36;23.2478,43.3460,27,39;22.6616,47.0050,26,43;25.3562,54.8416,29,50;-;- 4 195.305502 4.351366 53.586199 mirror sphere
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115 r1 1 1 24.3769,40.9702,28,36;23.2478,43.3460,27,39;22.6616,47.0050,26,43;25.3562,54.8416,29,50;-;- 4 195.305502 4.351366 53.586199 mirror sphere
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116 v1 0 1 26.7733,50.3841,30,46;26.1254,54.4118,30,50;26.7815,60.6694,30,56;26.4865,67.0851,30,63;-;- 4 371.206673 5.086282 57.827383 mirror sphere
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116 v1 1 0 26.7733,50.3841,30,46;26.1254,54.4118,30,50;26.7815,60.6694,30,56;26.4865,67.0851,30,63;-;- 4 182.633776 5.086282 15.581251 shrink sphere
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116 v1 1 1 26.7733,50.3841,30,46;26.1254,54.4118,30,50;26.7815,60.6694,30,56;26.4865,67.0851,30,63;-;- 4 371.206673 5.086282 57.827383 mirror sphere
|
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117 r1 0 1 16.2852,52.0631,20,48;19.8388,61.7833,23,57;18.4126,67.5864,22,63;19.6245,77.2737,23,73;-;- 4 760.032848 13.146463 68.159800 mirror sphere
|
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117 r1 1 1 16.2852,52.0631,20,48;19.8388,61.7833,23,57;18.4126,67.5864,22,63;19.6245,77.2737,23,73;-;- 4 760.032848 13.146463 68.159800 mirror sphere
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118 v1 0 1 21.1332,61.3916,25,57;21.1739,64.6623,25,60;22.5662,69.5437,26,65;19.6857,70.4323,23,66;-;- 4 807.172328 21.822165 74.574207 mirror sphere
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118 v1 1 1 21.1332,61.3916,25,57;21.1739,64.6623,25,60;22.5662,69.5437,26,65;19.6857,70.4323,23,66;-;- 4 807.172328 21.822165 74.574207 mirror sphere
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119 r1 0 1 29.3445,68.2698,33,64;28.2319,72.0456,32,68;26.9034,76.2195,30,72;26.1926,81.7020,30,77;-;- 4 825.889543 14.799622 73.551991 mirror sphere
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119 r1 1 1 29.3445,68.2698,33,64;28.2319,72.0456,32,68;26.9034,76.2195,30,72;26.1926,81.7020,30,77;-;- 4 825.889543 14.799622 73.551991 mirror sphere
|
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120 v1 0 1 19.0331,41.0017,23,37;19.6902,44.1696,23,40;19.3725,46.6496,23,42;19.7049,50.0994,23,46;-;- 4 231.409604 8.851025 54.131541 mirror sphere
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120 v1 1 1 19.0331,41.0017,23,37;19.6902,44.1696,23,40;19.3725,46.6496,23,42;19.7049,50.0994,23,46;-;- 4 231.409604 8.851025 54.131541 mirror sphere
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121 r1 0 1 29.6205,60.0852,33,56;28.1547,60.7778,32,56;31.6024,66.5367,35,62;31.3524,68.7618,35,64;-;- 4 198.494337 15.369999 15.369999 shrink sphere
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121 r1 1 0 29.6205,60.0852,33,56;28.1547,60.7778,32,56;31.6024,66.5367,35,62;31.3524,68.7618,35,64;-;- 4 198.494337 15.369999 15.369999 shrink sphere
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121 r1 1 1 29.6205,60.0852,33,56;28.1547,60.7778,32,56;31.6024,66.5367,35,62;31.3524,68.7618,35,64;-;- 4 198.494337 15.369999 15.369999 shrink sphere
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122 v1 0 0 22.1559,56.7826,26,52;25.9437,61.7321,29,57;24.0829,61.0720,28,57;22.3429,60.5730,26,56;-;- 4 252.663451 18.588988 24.178153 shrink sphere
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122 v1 0 1 22.1559,56.7826,26,52;25.9437,61.7321,29,57;24.0829,61.0720,28,57;22.3429,60.5730,26,56;-;- 4 252.663451 18.588988 24.178153 shrink sphere
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122 v1 1 0 22.1559,56.7826,26,52;25.9437,61.7321,29,57;24.0829,61.0720,28,57;22.3429,60.5730,26,56;-;- 4 252.663451 18.588988 24.178153 shrink sphere
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122 v1 1 1 22.1559,56.7826,26,52;25.9437,61.7321,29,57;24.0829,61.0720,28,57;22.3429,60.5730,26,56;-;- 4 252.663451 18.588988 24.178153 shrink sphere
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123 r1 0 0 19.6830,43.0634,23,39;18.0414,46.3830,22,42;21.9911,56.3468,25,52;18.4006,60.0465,22,56;-;- 4 188.638302 6.850889 25.616689 shrink sphere
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123 r1 0 1 19.6830,43.0634,23,39;18.0414,46.3830,22,42;21.9911,56.3468,25,52;18.4006,60.0465,22,56;-;- 4 327.598540 6.850889 55.405898 mirror sphere
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123 r1 1 1 19.6830,43.0634,23,39;18.0414,46.3830,22,42;21.9911,56.3468,25,52;18.4006,60.0465,22,56;-;- 4 327.598540 6.850889 55.405898 mirror sphere
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124 v1 0 1 24.9579,61.7901,28,57;23.1157,62.8902,27,58;23.9433,66.8951,27,62;24.9517,71.3345,28,67;-;- 4 697.071192 18.298508 72.770540 mirror sphere
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124 v1 1 1 24.9579,61.7901,28,57;23.1157,62.8902,27,58;23.9433,66.8951,27,62;24.9517,71.3345,28,67;-;- 4 697.071192 18.298508 72.770540 mirror sphere
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125 r1 0 1 20.3360,60.4021,24,56;20.5589,63.2479,24,59;20.7515,66.2349,24,62;17.5270,65.9879,21,61;-;- 4 398.103497 23.422828 33.504444 shrink sphere
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125 r1 1 0 20.3360,60.4021,24,56;20.5589,63.2479,24,59;20.7515,66.2349,24,62;17.5270,65.9879,21,61;-;- 4 398.103497 23.422828 33.504444 shrink sphere
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125 r1 1 1 20.3360,60.4021,24,56;20.5589,63.2479,24,59;20.7515,66.2349,24,62;17.5270,65.9879,21,61;-;- 4 398.103497 23.422828 33.504444 shrink sphere
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126 v1 0 0 29.9387,62.3473,33,58;28.3375,63.7990,32,59;29.0132,67.8152,33,63;26.0104,68.4676,30,64;-;- 4 282.858222 17.135966 23.383253 shrink sphere
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126 v1 0 1 29.9387,62.3473,33,58;28.3375,63.7990,32,59;29.0132,67.8152,33,63;26.0104,68.4676,30,64;-;- 4 585.974432 17.135966 72.076143 mirror sphere
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126 v1 1 1 29.9387,62.3473,33,58;28.3375,63.7990,32,59;29.0132,67.8152,33,63;26.0104,68.4676,30,64;-;- 4 585.974432 17.135966 72.076143 mirror sphere
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127 r1 0 1 19.4877,66.4398,23,62;17.8608,65.3418,21,61;17.4759,65.4919,21,61;16.4728,65.0298,20,61;-;- 4 427.934046 29.033443 25.153287 shrink sphere
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127 r1 1 0 19.4877,66.4398,23,62;17.8608,65.3418,21,61;17.4759,65.4919,21,61;16.4728,65.0298,20,61;-;- 4 427.934046 29.033443 25.153287 shrink sphere
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127 r1 1 1 19.4877,66.4398,23,62;17.8608,65.3418,21,61;17.4759,65.4919,21,61;16.4728,65.0298,20,61;-;- 4 427.934046 29.033443 25.153287 shrink sphere
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128 v1 0 0 24.1237,55.1036,28,51;23.1875,58.4298,27,54;24.5615,64.6528,28,60;24.1295,69.7369,28,65;-;- 4 310.821073 10.701180 29.567505 shrink sphere
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128 v1 0 1 24.1237,55.1036,28,51;23.1875,58.4298,27,54;24.5615,64.6528,28,60;24.1295,69.7369,28,65;-;- 4 526.306826 10.701180 63.903134 mirror sphere
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128 v1 1 1 24.1237,55.1036,28,51;23.1875,58.4298,27,54;24.5615,64.6528,28,60;24.1295,69.7369,28,65;-;- 4 526.306826 10.701180 63.903134 mirror sphere
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129 r1 0 1 18.4537,41.4945,22,37;19.5669,47.5145,23,43;17.8777,51.7770,21,47;16.5415,57.6599,20,53;-;- 4 317.692103 7.557324 54.752685 mirror sphere
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129 r1 1 1 18.4537,41.4945,22,37;19.5669,47.5145,23,43;17.8777,51.7770,21,47;16.5415,57.6599,20,53;-;- 4 317.692103 7.557324 54.752685 mirror sphere
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130 v1 0 1 21.4432,40.5864,25,36;24.1329,47.3392,28,43;21.6586,49.7904,25,45;23.8080,57.9107,27,53;-;- 4 255.018706 5.540989 53.796986 mirror sphere
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130 v1 1 1 21.4432,40.5864,25,36;24.1329,47.3392,28,43;21.6586,49.7904,25,45;23.8080,57.9107,27,53;-;- 4 255.018706 5.540989 53.796986 mirror sphere
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131 r1 0 1 30.4123,61.1642,34,57;28.2692,59.8083,32,55;28.2104,60.5570,32,56;29.0035,62.1782,33,58;-;- 4 172.220205 16.526511 16.526511 shrink sphere
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131 r1 1 0 30.4123,61.1642,34,57;28.2692,59.8083,32,55;28.2104,60.5570,32,56;29.0035,62.1782,33,58;-;- 4 172.220205 16.526511 16.526511 shrink sphere
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131 r1 1 1 30.4123,61.1642,34,57;28.2692,59.8083,32,55;28.2104,60.5570,32,56;29.0035,62.1782,33,58;-;- 4 172.220205 16.526511 16.526511 shrink sphere
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132 v1 0 0 31.7675,64.0202,35,60;31.6760,65.5693,35,61;30.8943,66.5116,34,62;31.1243,68.5533,35,64;-;- 4 234.464426 16.463588 16.463588 shrink sphere
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132 v1 0 1 31.7675,64.0202,35,60;31.6760,65.5693,35,61;30.8943,66.5116,34,62;31.1243,68.5533,35,64;-;- 4 234.464426 16.463588 16.463588 shrink sphere
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132 v1 1 0 31.7675,64.0202,35,60;31.6760,65.5693,35,61;30.8943,66.5116,34,62;31.1243,68.5533,35,64;-;- 4 234.464426 16.463588 16.463588 shrink sphere
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132 v1 1 1 31.7675,64.0202,35,60;31.6760,65.5693,35,61;30.8943,66.5116,34,62;31.1243,68.5533,35,64;-;- 4 234.464426 16.463588 16.463588 shrink sphere
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133 r1 0 0 21.6318,70.3878,25,66;22.3703,72.1592,26,68;22.6940,73.5377,26,69;20.9977,72.9186,24,68;-;- 4 562.416123 35.370401 34.398718 shrink sphere
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133 r1 0 1 21.6318,70.3878,25,66;22.3703,72.1592,26,68;22.6940,73.5377,26,69;20.9977,72.9186,24,68;-;- 4 562.416123 35.370401 34.398718 shrink sphere
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133 r1 1 0 21.6318,70.3878,25,66;22.3703,72.1592,26,68;22.6940,73.5377,26,69;20.9977,72.9186,24,68;-;- 4 562.416123 35.370401 34.398718 shrink sphere
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133 r1 1 1 21.6318,70.3878,25,66;22.3703,72.1592,26,68;22.6940,73.5377,26,69;20.9977,72.9186,24,68;-;- 4 562.416123 35.370401 34.398718 shrink sphere
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134 v1 0 0 22.2484,49.4664,26,45;22.4511,52.8584,26,48;22.3898,56.3602,26,52;21.5663,59.5171,25,55;-;- 4 193.037415 11.327296 21.133429 shrink sphere
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134 v1 0 1 22.2484,49.4664,26,45;22.4511,52.8584,26,48;22.3898,56.3602,26,52;21.5663,59.5171,25,55;-;- 4 380.820163 11.327296 60.744541 mirror sphere
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134 v1 1 1 22.2484,49.4664,26,45;22.4511,52.8584,26,48;22.3898,56.3602,26,52;21.5663,59.5171,25,55;-;- 4 380.820163 11.327296 60.744541 mirror sphere
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135 r1 0 1 25.0645,46.1389,29,42;23.8451,47.6641,27,43;23.8459,50.7669,27,46;24.0939,54.5210,28,50;-;- 4 241.663407 8.513161 57.408082 mirror sphere
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135 r1 1 1 25.0645,46.1389,29,42;23.8451,47.6641,27,43;23.8459,50.7669,27,46;24.0939,54.5210,28,50;-;- 4 241.663407 8.513161 57.408082 mirror sphere
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136 v1 0 1 16.1837,43.8419,20,39;19.1940,51.7000,23,47;16.7322,54.9357,20,50;18.5944,63.4940,22,59;-;- 4 436.516867 9.797681 58.050033 mirror sphere
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136 v1 1 1 16.1837,43.8419,20,39;19.1940,51.7000,23,47;16.7322,54.9357,20,50;18.5944,63.4940,22,59;-;- 4 436.516867 9.797681 58.050033 mirror sphere
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137 r1 0 1 25.1216,47.7103,29,43;25.8629,50.5502,29,46;24.9655,51.9463,28,47;25.6958,55.1832,29,51;-;- 4 252.000539 8.766567 58.341313 mirror sphere
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137 r1 1 1 25.1216,47.7103,29,43;25.8629,50.5502,29,46;24.9655,51.9463,28,47;25.6958,55.1832,29,51;-;- 4 252.000539 8.766567 58.341313 mirror sphere
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138 v1 0 1 30.7005,57.6539,34,53;29.8610,60.5068,33,56;29.9681,64.8121,33,60;31.2349,70.8522,35,66;-;- 4 456.222904 9.691975 65.767872 mirror sphere
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138 v1 1 0 30.7005,57.6539,34,53;29.8610,60.5068,33,56;29.9681,64.8121,33,60;31.2349,70.8522,35,66;-;- 4 220.272615 9.691975 20.249712 shrink sphere
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138 v1 1 1 30.7005,57.6539,34,53;29.8610,60.5068,33,56;29.9681,64.8121,33,60;31.2349,70.8522,35,66;-;- 4 456.222904 9.691975 65.767872 mirror sphere
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139 r1 0 1 24.6511,55.2798,28,51;26.2780,60.4400,30,56;24.3563,62.4592,28,58;26.6734,69.1720,30,65;-;- 4 520.068730 14.323935 68.997360 mirror sphere
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|
||||
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|
||||
140 v1 0 1 29.0239,56.6328,33,52;28.7088,58.6197,32,54;26.2860,58.6908,30,54;26.1589,61.2655,30,57;-;- 4 397.199094 12.730458 65.373668 mirror sphere
|
||||
140 v1 1 0 29.0239,56.6328,33,52;28.7088,58.6197,32,54;26.2860,58.6908,30,54;26.1589,61.2655,30,57;-;- 4 173.155141 12.730458 15.711320 shrink sphere
|
||||
140 v1 1 1 29.0239,56.6328,33,52;28.7088,58.6197,32,54;26.2860,58.6908,30,54;26.1589,61.2655,30,57;-;- 4 397.199094 12.730458 65.373668 mirror sphere
|
||||
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|
||||
141 r1 0 1 25.8369,49.3452,29,45;24.9593,51.8685,28,47;23.2389,54.0410,27,50;25.5837,60.8420,29,56;-;- 4 318.446003 9.621505 60.895810 mirror sphere
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|
||||
141 r1 1 1 25.8369,49.3452,29,45;24.9593,51.8685,28,47;23.2389,54.0410,27,50;25.5837,60.8420,29,56;-;- 4 318.446003 9.621505 60.895810 mirror sphere
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|
||||
142 v1 0 1 20.1640,74.7636,24,70;22.2808,76.9072,26,72;20.6211,75.2742,24,71;21.4496,76.1297,25,72;-;- 4 756.292774 38.734422 38.734422 shrink sphere
|
||||
142 v1 1 0 20.1640,74.7636,24,70;22.2808,76.9072,26,72;20.6211,75.2742,24,71;21.4496,76.1297,25,72;-;- 4 756.292774 38.734422 38.734422 shrink sphere
|
||||
142 v1 1 1 20.1640,74.7636,24,70;22.2808,76.9072,26,72;20.6211,75.2742,24,71;21.4496,76.1297,25,72;-;- 4 756.292774 38.734422 38.734422 shrink sphere
|
||||
143 r1 0 0 25.5544,71.7918,29,67;24.6985,70.9892,28,66;24.3488,70.6930,28,66;24.9417,71.3394,28,67;-;- 4 373.114878 16.683796 14.958623 shrink sphere
|
||||
143 r1 0 1 25.5544,71.7918,29,67;24.6985,70.9892,28,66;24.3488,70.6930,28,66;24.9417,71.3394,28,67;-;- 4 373.114878 16.683796 14.958623 shrink sphere
|
||||
143 r1 1 0 25.5544,71.7918,29,67;24.6985,70.9892,28,66;24.3488,70.6930,28,66;24.9417,71.3394,28,67;-;- 4 373.114878 16.683796 14.958623 shrink sphere
|
||||
143 r1 1 1 25.5544,71.7918,29,67;24.6985,70.9892,28,66;24.3488,70.6930,28,66;24.9417,71.3394,28,67;-;- 4 373.114878 16.683796 14.958623 shrink sphere
|
||||
144 v1 0 0 24.4447,49.8862,28,45;25.9187,55.4676,29,51;25.8931,60.2124,29,56;24.9794,64.8393,28,60;-;- 4 212.877551 9.079853 23.504593 shrink sphere
|
||||
144 v1 0 1 24.4447,49.8862,28,45;25.9187,55.4676,29,51;25.8931,60.2124,29,56;24.9794,64.8393,28,60;-;- 4 400.687727 9.079853 60.558169 mirror sphere
|
||||
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|
||||
144 v1 1 1 24.4447,49.8862,28,45;25.9187,55.4676,29,51;25.8931,60.2124,29,56;24.9794,64.8393,28,60;-;- 4 400.687727 9.079853 60.558169 mirror sphere
|
||||
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|
||||
145 r1 0 1 23.7890,69.0889,27,65;21.0650,66.4991,25,62;23.3990,68.9678,27,64;22.1087,67.8124,26,63;-;- 4 390.706074 25.040400 25.693032 shrink sphere
|
||||
145 r1 1 0 23.7890,69.0889,27,65;21.0650,66.4991,25,62;23.3990,68.9678,27,64;22.1087,67.8124,26,63;-;- 4 390.706074 25.040400 25.693032 shrink sphere
|
||||
145 r1 1 1 23.7890,69.0889,27,65;21.0650,66.4991,25,62;23.3990,68.9678,27,64;22.1087,67.8124,26,63;-;- 4 390.706074 25.040400 25.693032 shrink sphere
|
||||
146 v1 0 0 26.4202,58.0826,30,54;27.8100,63.5364,31,59;25.2282,65.5402,29,61;25.1578,70.6438,29,66;-;- 4 313.735574 13.716654 27.249753 shrink sphere
|
||||
146 v1 0 1 26.4202,58.0826,30,54;27.8100,63.5364,31,59;25.2282,65.5402,29,61;25.1578,70.6438,29,66;-;- 4 576.987321 13.716654 67.956436 mirror sphere
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||||
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|
||||
146 v1 1 1 26.4202,58.0826,30,54;27.8100,63.5364,31,59;25.2282,65.5402,29,61;25.1578,70.6438,29,66;-;- 4 576.987321 13.716654 67.956436 mirror sphere
|
||||
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|
||||
147 r1 0 1 19.4452,37.1081,23,33;21.3266,42.2325,25,38;22.8666,47.6109,26,43;21.5117,50.7992,25,46;-;- 4 187.985992 5.650437 52.165975 mirror sphere
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|
||||
147 r1 1 1 19.4452,37.1081,23,33;21.3266,42.2325,25,38;22.8666,47.6109,26,43;21.5117,50.7992,25,46;-;- 4 187.985992 5.650437 52.165975 mirror sphere
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||||
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|
||||
148 v1 0 1 20.3975,45.0414,24,41;20.8963,49.6397,24,45;18.5537,52.0786,22,48;18.1960,57.2977,22,53;-;- 4 333.346294 8.081893 55.543252 mirror sphere
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|
||||
148 v1 1 1 20.3975,45.0414,24,41;20.8963,49.6397,24,45;18.5537,52.0786,22,48;18.1960,57.2977,22,53;-;- 4 333.346294 8.081893 55.543252 mirror sphere
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|
||||
149 r1 0 1 22.6917,62.7275,26,58;21.4121,64.0511,25,60;21.4976,66.9090,25,62;21.0500,69.4142,25,65;-;- 4 706.580886 21.251702 74.225567 mirror sphere
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|
||||
149 r1 1 1 22.6917,62.7275,26,58;21.4121,64.0511,25,60;21.4976,66.9090,25,62;21.0500,69.4142,25,65;-;- 4 706.580886 21.251702 74.225567 mirror sphere
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150 v1 0 0 28.1640,51.7890,32,47;31.0321,56.0771,35,52;30.0520,56.6024,34,52;31.2202,59.3665,35,55;-;- 4 105.393850 10.387324 10.387324 shrink sphere
|
||||
150 v1 0 1 28.1640,51.7890,32,47;31.0321,56.0771,35,52;30.0520,56.6024,34,52;31.2202,59.3665,35,55;-;- 4 289.178091 10.387324 63.019594 mirror sphere
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150 v1 1 1 28.1640,51.7890,32,47;31.0321,56.0771,35,52;30.0520,56.6024,34,52;31.2202,59.3665,35,55;-;- 4 289.178091 10.387324 63.019594 mirror sphere
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|
||||
151 r1 0 1 24.9329,46.5762,28,42;23.8952,48.6446,27,44;24.1080,52.4092,28,48;24.2374,56.6001,28,52;-;- 4 257.232260 7.539913 57.114658 mirror sphere
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||||
151 r1 1 1 24.9329,46.5762,28,42;23.8952,48.6446,27,44;24.1080,52.4092,28,48;24.2374,56.6001,28,52;-;- 4 257.232260 7.539913 57.114658 mirror sphere
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|
||||
152 v1 0 1 18.3546,55.7494,22,51;20.4660,60.6581,24,56;19.5417,62.7403,23,58;20.3678,66.7978,24,62;-;- 4 651.231883 19.582123 70.603234 mirror sphere
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|
||||
152 v1 1 1 18.3546,55.7494,22,51;20.4660,60.6581,24,56;19.5417,62.7403,23,58;20.3678,66.7978,24,62;-;- 4 651.231883 19.582123 70.603234 mirror sphere
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153 r1 0 1 26.4011,54.1382,30,50;28.9458,58.6653,32,54;26.0868,57.9305,30,53;26.9336,61.0533,30,57;-;- 4 379.353686 15.286331 66.900549 mirror sphere
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||||
153 r1 1 1 26.4011,54.1382,30,50;28.9458,58.6653,32,54;26.0868,57.9305,30,53;26.9336,61.0533,30,57;-;- 4 379.353686 15.286331 66.900549 mirror sphere
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|
||||
154 v1 0 1 27.6988,54.0421,31,50;28.5171,59.1035,32,55;29.8768,65.3898,33,61;28.5471,69.7802,32,65;-;- 4 452.923169 9.717899 64.066513 mirror sphere
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|
||||
154 v1 1 1 27.6988,54.0421,31,50;28.5171,59.1035,32,55;29.8768,65.3898,33,61;28.5471,69.7802,32,65;-;- 4 452.923169 9.717899 64.066513 mirror sphere
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|
||||
155 r1 0 1 20.5388,50.2958,24,46;17.2869,47.8132,21,43;20.3382,51.6537,24,47;20.9807,53.1058,24,49;-;- 4 141.575986 14.626805 14.626805 shrink sphere
|
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155 r1 1 0 20.5388,50.2958,24,46;17.2869,47.8132,21,43;20.3382,51.6537,24,47;20.9807,53.1058,24,49;-;- 4 141.575986 14.626805 14.626805 shrink sphere
|
||||
155 r1 1 1 20.5388,50.2958,24,46;17.2869,47.8132,21,43;20.3382,51.6537,24,47;20.9807,53.1058,24,49;-;- 4 141.575986 14.626805 14.626805 shrink sphere
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156 v1 0 0 20.8018,45.9862,24,41;20.5962,47.0116,24,43;20.8361,48.5426,24,44;18.0366,47.0975,22,43;-;- 4 112.034276 13.612879 15.400327 shrink sphere
|
||||
156 v1 0 1 20.8018,45.9862,24,41;20.5962,47.0116,24,43;20.8361,48.5426,24,44;18.0366,47.0975,22,43;-;- 4 112.034276 13.612879 15.400327 shrink sphere
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156 v1 1 0 20.8018,45.9862,24,41;20.5962,47.0116,24,43;20.8361,48.5426,24,44;18.0366,47.0975,22,43;-;- 4 112.034276 13.612879 15.400327 shrink sphere
|
||||
156 v1 1 1 20.8018,45.9862,24,41;20.5962,47.0116,24,43;20.8361,48.5426,24,44;18.0366,47.0975,22,43;-;- 4 112.034276 13.612879 15.400327 shrink sphere
|
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|
||||
157 r1 0 1 22.5214,63.9443,26,59;19.7224,62.2428,23,58;22.4517,66.0985,26,62;22.9945,67.7977,26,63;-;- 4 361.580930 26.231442 26.231442 shrink sphere
|
||||
157 r1 1 0 22.5214,63.9443,26,59;19.7224,62.2428,23,58;22.4517,66.0985,26,62;22.9945,67.7977,26,63;-;- 4 361.580930 26.231442 26.231442 shrink sphere
|
||||
157 r1 1 1 22.5214,63.9443,26,59;19.7224,62.2428,23,58;22.4517,66.0985,26,62;22.9945,67.7977,26,63;-;- 4 361.580930 26.231442 26.231442 shrink sphere
|
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158 v1 0 0 22.1073,49.2089,26,45;20.2542,52.7223,24,48;20.7448,59.6419,24,55;19.0338,65.6330,23,61;-;- 4 227.693567 4.692381 14.416312 shrink sphere
|
||||
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|
||||
158 v1 1 1 22.1073,49.2089,26,45;20.2542,52.7223,24,48;20.7448,59.6419,24,55;19.0338,65.6330,23,61;-;- 4 427.635739 4.692381 55.024037 mirror sphere
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||||
159 r1 0 1 29.0830,47.5305,33,43;31.3335,52.6125,35,48;28.1962,52.7413,32,48;31.9703,60.2828,35,56;-;- 4 241.546393 6.460006 59.773784 mirror sphere
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159 r1 1 0 29.0830,47.5305,33,43;31.3335,52.6125,35,48;28.1962,52.7413,32,48;31.9703,60.2828,35,56;-;- 4 78.713256 6.460006 6.779407 shrink sphere
|
||||
159 r1 1 1 29.0830,47.5305,33,43;31.3335,52.6125,35,48;28.1962,52.7413,32,48;31.9703,60.2828,35,56;-;- 4 241.546393 6.460006 59.773784 mirror sphere
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0 f00 336.070634 shrink sphere 0.000000 0.000000 2.273652 0.060507
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8 f00 474.724153 shrink sphere 0.000000 0.000000 2.273652 0.060507
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11 f07 466.311418 shrink sphere 0.000000 0.000000 0.782102 0.081770
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17 f04 325.811704 shrink sphere 0.000000 0.166667 0.454220 0.013283
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case ver weight walls vol_ml bot_h bottom_kind
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||||
0 v1 0.500000 18.2095,52.5703,22,48;21.0852,59.8120,25,55;21.4882,65.1360,25,61;18.7447,67.9386,22,63;-;- 457.928895 46.961429 f83 soft mirror
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||||
0 v1 0.600000 18.2095,52.5703,22,48;21.0852,59.8120,25,55;21.4882,65.1360,25,61;18.7447,67.9386,22,63;-;- 481.640728 50.385528 f83 soft mirror
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||||
0 v1 0.700000 18.2095,52.5703,22,48;21.0852,59.8120,25,55;21.4882,65.1360,25,61;18.7447,67.9386,22,63;-;- 507.208434 53.809627 f83 soft mirror
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||||
0 v1 0.800000 18.2095,52.5703,22,48;21.0852,59.8120,25,55;21.4882,65.1360,25,61;18.7447,67.9386,22,63;-;- 534.758135 57.233725 f83 soft mirror
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||||
0 v1 0.900000 18.2095,52.5703,22,48;21.0852,59.8120,25,55;21.4882,65.1360,25,61;18.7447,67.9386,22,63;-;- 564.415951 60.657824 f83 soft mirror
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||||
0 v1 1.000000 18.2095,52.5703,22,48;21.0852,59.8120,25,55;21.4882,65.1360,25,61;18.7447,67.9386,22,63;-;- 596.308004 64.081923 mirror sphere
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1 r1 0.000000 28.4650,55.5189,32,51;27.1106,57.2661,31,53;28.3568,61.9695,32,57;27.2910,64.7573,31,60;-;- 169.226195 14.957204 shrink sphere
|
||||
1 r1 0.100000 28.4650,55.5189,32,51;27.1106,57.2661,31,53;28.3568,61.9695,32,57;27.2910,64.7573,31,60;-;- 179.787229 20.033566 f83 soft mirror
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||||
1 r1 0.200000 28.4650,55.5189,32,51;27.1106,57.2661,31,53;28.3568,61.9695,32,57;27.2910,64.7573,31,60;-;- 191.970122 25.109928 f83 soft mirror
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||||
1 r1 0.300000 28.4650,55.5189,32,51;27.1106,57.2661,31,53;28.3568,61.9695,32,57;27.2910,64.7573,31,60;-;- 206.185843 30.186290 f83 soft mirror
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||||
1 r1 0.400000 28.4650,55.5189,32,51;27.1106,57.2661,31,53;28.3568,61.9695,32,57;27.2910,64.7573,31,60;-;- 222.845359 35.262651 f83 soft mirror
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||||
1 r1 0.500000 28.4650,55.5189,32,51;27.1106,57.2661,31,53;28.3568,61.9695,32,57;27.2910,64.7573,31,60;-;- 242.359637 40.339013 f83 soft mirror
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||||
1 r1 0.600000 28.4650,55.5189,32,51;27.1106,57.2661,31,53;28.3568,61.9695,32,57;27.2910,64.7573,31,60;-;- 265.139644 45.415375 f83 soft mirror
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||||
1 r1 0.700000 28.4650,55.5189,32,51;27.1106,57.2661,31,53;28.3568,61.9695,32,57;27.2910,64.7573,31,60;-;- 291.596350 50.491737 f83 soft mirror
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||||
1 r1 0.800000 28.4650,55.5189,32,51;27.1106,57.2661,31,53;28.3568,61.9695,32,57;27.2910,64.7573,31,60;-;- 322.140721 55.568098 f83 soft mirror
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||||
1 r1 0.900000 28.4650,55.5189,32,51;27.1106,57.2661,31,53;28.3568,61.9695,32,57;27.2910,64.7573,31,60;-;- 357.183724 60.644460 f83 soft mirror
|
||||
1 r1 1.000000 28.4650,55.5189,32,51;27.1106,57.2661,31,53;28.3568,61.9695,32,57;27.2910,64.7573,31,60;-;- 397.136328 65.720822 mirror sphere
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2 v1 0.000000 25.3211,58.9783,29,54;24.9482,60.4700,28,56;23.8777,61.3673,27,57;26.5696,66.1363,30,62;-;- 269.787850 23.273608 shrink sphere
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||||
2 v1 0.100000 25.3211,58.9783,29,54;24.9482,60.4700,28,56;23.8777,61.3673,27,57;26.5696,66.1363,30,62;-;- 283.784961 27.733876 f83 soft mirror
|
||||
2 v1 0.200000 25.3211,58.9783,29,54;24.9482,60.4700,28,56;23.8777,61.3673,27,57;26.5696,66.1363,30,62;-;- 299.515406 32.194143 f83 soft mirror
|
||||
2 v1 0.300000 25.3211,58.9783,29,54;24.9482,60.4700,28,56;23.8777,61.3673,27,57;26.5696,66.1363,30,62;-;- 317.257947 36.654410 f83 soft mirror
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||||
2 v1 0.400000 25.3211,58.9783,29,54;24.9482,60.4700,28,56;23.8777,61.3673,27,57;26.5696,66.1363,30,62;-;- 337.291344 41.114678 f83 soft mirror
|
||||
2 v1 0.500000 25.3211,58.9783,29,54;24.9482,60.4700,28,56;23.8777,61.3673,27,57;26.5696,66.1363,30,62;-;- 359.894359 45.574945 f83 soft mirror
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||||
2 v1 0.600000 25.3211,58.9783,29,54;24.9482,60.4700,28,56;23.8777,61.3673,27,57;26.5696,66.1363,30,62;-;- 385.345753 50.035212 f83 soft mirror
|
||||
2 v1 0.700000 25.3211,58.9783,29,54;24.9482,60.4700,28,56;23.8777,61.3673,27,57;26.5696,66.1363,30,62;-;- 413.924287 54.495480 f83 soft mirror
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||||
2 v1 0.800000 25.3211,58.9783,29,54;24.9482,60.4700,28,56;23.8777,61.3673,27,57;26.5696,66.1363,30,62;-;- 445.908724 58.955747 f83 soft mirror
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||||
2 v1 0.900000 25.3211,58.9783,29,54;24.9482,60.4700,28,56;23.8777,61.3673,27,57;26.5696,66.1363,30,62;-;- 481.577824 63.416014 f83 soft mirror
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||||
2 v1 1.000000 25.3211,58.9783,29,54;24.9482,60.4700,28,56;23.8777,61.3673,27,57;26.5696,66.1363,30,62;-;- 521.210348 67.876282 mirror sphere
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3 r1 0.000000 20.1818,46.6622,24,42;20.8145,50.2333,24,46;19.2657,51.9489,23,47;19.7826,56.0925,23,52;-;- 151.340327 17.006783 shrink sphere
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||||
3 r1 0.100000 20.1818,46.6622,24,42;20.8145,50.2333,24,46;19.2657,51.9489,23,47;19.7826,56.0925,23,52;-;- 160.289571 21.294271 f83 soft mirror
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||||
3 r1 0.200000 20.1818,46.6622,24,42;20.8145,50.2333,24,46;19.2657,51.9489,23,47;19.7826,56.0925,23,52;-;- 170.468570 25.581760 f83 soft mirror
|
||||
3 r1 0.300000 20.1818,46.6622,24,42;20.8145,50.2333,24,46;19.2657,51.9489,23,47;19.7826,56.0925,23,52;-;- 182.124929 29.869249 f83 soft mirror
|
||||
3 r1 0.400000 20.1818,46.6622,24,42;20.8145,50.2333,24,46;19.2657,51.9489,23,47;19.7826,56.0925,23,52;-;- 195.506253 34.156737 f83 soft mirror
|
||||
3 r1 0.500000 20.1818,46.6622,24,42;20.8145,50.2333,24,46;19.2657,51.9489,23,47;19.7826,56.0925,23,52;-;- 210.860146 38.444226 f83 soft mirror
|
||||
3 r1 0.600000 20.1818,46.6622,24,42;20.8145,50.2333,24,46;19.2657,51.9489,23,47;19.7826,56.0925,23,52;-;- 228.434212 42.731715 f83 soft mirror
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||||
3 r1 0.700000 20.1818,46.6622,24,42;20.8145,50.2333,24,46;19.2657,51.9489,23,47;19.7826,56.0925,23,52;-;- 248.476057 47.019203 f83 soft mirror
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||||
3 r1 0.800000 20.1818,46.6622,24,42;20.8145,50.2333,24,46;19.2657,51.9489,23,47;19.7826,56.0925,23,52;-;- 271.233285 51.306692 f83 soft mirror
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||||
3 r1 0.900000 20.1818,46.6622,24,42;20.8145,50.2333,24,46;19.2657,51.9489,23,47;19.7826,56.0925,23,52;-;- 296.953501 55.594181 f83 soft mirror
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||||
3 r1 1.000000 20.1818,46.6622,24,42;20.8145,50.2333,24,46;19.2657,51.9489,23,47;19.7826,56.0925,23,52;-;- 325.884309 59.881670 mirror sphere
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4 v1 0.000000 22.6381,54.8342,26,50;24.5676,62.3917,28,58;23.0411,67.4769,27,63;23.2016,75.4048,27,71;-;- 429.907588 36.349661 shrink sphere
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||||
4 v1 0.100000 22.6381,54.8342,26,50;24.5676,62.3917,28,58;23.0411,67.4769,27,63;23.2016,75.4048,27,71;-;- 446.901297 39.249465 f83 soft mirror
|
||||
4 v1 0.200000 22.6381,54.8342,26,50;24.5676,62.3917,28,58;23.0411,67.4769,27,63;23.2016,75.4048,27,71;-;- 464.931866 42.149268 f83 soft mirror
|
||||
4 v1 0.300000 22.6381,54.8342,26,50;24.5676,62.3917,28,58;23.0411,67.4769,27,63;23.2016,75.4048,27,71;-;- 484.075902 45.049071 f83 soft mirror
|
||||
4 v1 0.400000 22.6381,54.8342,26,50;24.5676,62.3917,28,58;23.0411,67.4769,27,63;23.2016,75.4048,27,71;-;- 504.410009 47.948874 f83 soft mirror
|
||||
4 v1 0.500000 22.6381,54.8342,26,50;24.5676,62.3917,28,58;23.0411,67.4769,27,63;23.2016,75.4048,27,71;-;- 526.010791 50.848678 f83 soft mirror
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||||
4 v1 0.600000 22.6381,54.8342,26,50;24.5676,62.3917,28,58;23.0411,67.4769,27,63;23.2016,75.4048,27,71;-;- 548.954853 53.748481 f83 soft mirror
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||||
4 v1 0.700000 22.6381,54.8342,26,50;24.5676,62.3917,28,58;23.0411,67.4769,27,63;23.2016,75.4048,27,71;-;- 573.318800 56.648284 f83 soft mirror
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||||
4 v1 0.800000 22.6381,54.8342,26,50;24.5676,62.3917,28,58;23.0411,67.4769,27,63;23.2016,75.4048,27,71;-;- 599.179236 59.548087 f83 soft mirror
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||||
4 v1 0.900000 22.6381,54.8342,26,50;24.5676,62.3917,28,58;23.0411,67.4769,27,63;23.2016,75.4048,27,71;-;- 626.612767 62.447891 f83 soft mirror
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||||
4 v1 1.000000 22.6381,54.8342,26,50;24.5676,62.3917,28,58;23.0411,67.4769,27,63;23.2016,75.4048,27,71;-;- 655.695997 65.347694 mirror sphere
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||||
7 r1 0.000000 20.0475,44.5402,24,40;21.3806,48.4797,25,44;18.3151,48.2981,22,44;19.2514,52.4251,23,48;-;- 121.175457 14.673018 shrink sphere
|
||||
7 r1 0.100000 20.0475,44.5402,24,40;21.3806,48.4797,25,44;18.3151,48.2981,22,44;19.2514,52.4251,23,48;-;- 128.556035 18.992303 f83 soft mirror
|
||||
7 r1 0.200000 20.0475,44.5402,24,40;21.3806,48.4797,25,44;18.3151,48.2981,22,44;19.2514,52.4251,23,48;-;- 137.049756 23.311588 f83 soft mirror
|
||||
7 r1 0.300000 20.0475,44.5402,24,40;21.3806,48.4797,25,44;18.3151,48.2981,22,44;19.2514,52.4251,23,48;-;- 146.909776 27.630874 f83 soft mirror
|
||||
7 r1 0.400000 20.0475,44.5402,24,40;21.3806,48.4797,25,44;18.3151,48.2981,22,44;19.2514,52.4251,23,48;-;- 158.389248 31.950159 f83 soft mirror
|
||||
7 r1 0.500000 20.0475,44.5402,24,40;21.3806,48.4797,25,44;18.3151,48.2981,22,44;19.2514,52.4251,23,48;-;- 171.741327 36.269444 f83 soft mirror
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||||
7 r1 0.600000 20.0475,44.5402,24,40;21.3806,48.4797,25,44;18.3151,48.2981,22,44;19.2514,52.4251,23,48;-;- 187.219168 40.588729 f83 soft mirror
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||||
7 r1 0.700000 20.0475,44.5402,24,40;21.3806,48.4797,25,44;18.3151,48.2981,22,44;19.2514,52.4251,23,48;-;- 205.075924 44.908014 f83 soft mirror
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||||
7 r1 0.800000 20.0475,44.5402,24,40;21.3806,48.4797,25,44;18.3151,48.2981,22,44;19.2514,52.4251,23,48;-;- 225.564751 49.227299 f83 soft mirror
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||||
7 r1 0.900000 20.0475,44.5402,24,40;21.3806,48.4797,25,44;18.3151,48.2981,22,44;19.2514,52.4251,23,48;-;- 248.938802 53.546584 f83 soft mirror
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||||
7 r1 1.000000 20.0475,44.5402,24,40;21.3806,48.4797,25,44;18.3151,48.2981,22,44;19.2514,52.4251,23,48;-;- 275.451233 57.865870 mirror sphere
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8 v1 0.000000 16.2021,49.3316,20,45;18.6618,58.5037,22,54;16.4990,64.4132,20,60;17.6374,75.2594,21,71;-;- 490.843753 35.754974 shrink sphere
|
||||
8 v1 0.100000 16.2021,49.3316,20,45;18.6618,58.5037,22,54;16.4990,64.4132,20,60;17.6374,75.2594,21,71;-;- 507.600566 38.267995 f83 soft mirror
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||||
8 v1 0.200000 16.2021,49.3316,20,45;18.6618,58.5037,22,54;16.4990,64.4132,20,60;17.6374,75.2594,21,71;-;- 525.116618 40.781017 f83 soft mirror
|
||||
8 v1 0.300000 16.2021,49.3316,20,45;18.6618,58.5037,22,54;16.4990,64.4132,20,60;17.6374,75.2594,21,71;-;- 543.441766 43.294038 f83 soft mirror
|
||||
8 v1 0.400000 16.2021,49.3316,20,45;18.6618,58.5037,22,54;16.4990,64.4132,20,60;17.6374,75.2594,21,71;-;- 562.625869 45.807060 f83 soft mirror
|
||||
8 v1 0.500000 16.2021,49.3316,20,45;18.6618,58.5037,22,54;16.4990,64.4132,20,60;17.6374,75.2594,21,71;-;- 582.718786 48.320081 f83 soft mirror
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||||
8 v1 0.600000 16.2021,49.3316,20,45;18.6618,58.5037,22,54;16.4990,64.4132,20,60;17.6374,75.2594,21,71;-;- 603.770374 50.833103 f83 soft mirror
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||||
8 v1 0.700000 16.2021,49.3316,20,45;18.6618,58.5037,22,54;16.4990,64.4132,20,60;17.6374,75.2594,21,71;-;- 625.830493 53.346124 f83 soft mirror
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||||
8 v1 0.800000 16.2021,49.3316,20,45;18.6618,58.5037,22,54;16.4990,64.4132,20,60;17.6374,75.2594,21,71;-;- 648.949000 55.859146 f83 soft mirror
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||||
8 v1 0.900000 16.2021,49.3316,20,45;18.6618,58.5037,22,54;16.4990,64.4132,20,60;17.6374,75.2594,21,71;-;- 673.175754 58.372167 f83 soft mirror
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||||
8 v1 1.000000 16.2021,49.3316,20,45;18.6618,58.5037,22,54;16.4990,64.4132,20,60;17.6374,75.2594,21,71;-;- 698.560614 60.885189 mirror sphere
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9 r1 0.000000 23.8957,60.9432,27,56;23.8010,66.9805,27,62;25.6821,76.0085,29,72;26.1341,84.7902,30,80;-;- 502.964096 31.318781 shrink sphere
|
||||
9 r1 0.100000 23.8957,60.9432,27,56;23.8010,66.9805,27,62;25.6821,76.0085,29,72;26.1341,84.7902,30,80;-;- 526.176178 35.355936 f83 soft mirror
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||||
9 r1 0.200000 23.8957,60.9432,27,56;23.8010,66.9805,27,62;25.6821,76.0085,29,72;26.1341,84.7902,30,80;-;- 551.198612 39.393091 f83 soft mirror
|
||||
9 r1 0.300000 23.8957,60.9432,27,56;23.8010,66.9805,27,62;25.6821,76.0085,29,72;26.1341,84.7902,30,80;-;- 578.238114 43.430246 f83 soft mirror
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||||
9 r1 0.400000 23.8957,60.9432,27,56;23.8010,66.9805,27,62;25.6821,76.0085,29,72;26.1341,84.7902,30,80;-;- 607.501403 47.467401 f83 soft mirror
|
||||
9 r1 0.500000 23.8957,60.9432,27,56;23.8010,66.9805,27,62;25.6821,76.0085,29,72;26.1341,84.7902,30,80;-;- 639.195195 51.504555 f83 soft mirror
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||||
9 r1 0.600000 23.8957,60.9432,27,56;23.8010,66.9805,27,62;25.6821,76.0085,29,72;26.1341,84.7902,30,80;-;- 673.526207 55.541710 f83 soft mirror
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||||
9 r1 0.700000 23.8957,60.9432,27,56;23.8010,66.9805,27,62;25.6821,76.0085,29,72;26.1341,84.7902,30,80;-;- 710.701155 59.578865 f83 soft mirror
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9 r1 0.800000 23.8957,60.9432,27,56;23.8010,66.9805,27,62;25.6821,76.0085,29,72;26.1341,84.7902,30,80;-;- 750.926758 63.616020 f83 soft mirror
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||||
9 r1 0.900000 23.8957,60.9432,27,56;23.8010,66.9805,27,62;25.6821,76.0085,29,72;26.1341,84.7902,30,80;-;- 794.409731 67.653175 f83 soft mirror
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||||
9 r1 1.000000 23.8957,60.9432,27,56;23.8010,66.9805,27,62;25.6821,76.0085,29,72;26.1341,84.7902,30,80;-;- 841.356792 71.690330 mirror sphere
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10 v1 0.000000 17.3402,57.5057,21,53;18.5488,64.4041,22,60;18.0179,70.3689,22,66;20.6044,80.3714,24,76;-;- 535.015023 27.037349 shrink sphere
|
||||
10 v1 0.100000 17.3402,57.5057,21,53;18.5488,64.4041,22,60;18.0179,70.3689,22,66;20.6044,80.3714,24,76;-;- 558.569797 30.863483 f83 soft mirror
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||||
10 v1 0.200000 17.3402,57.5057,21,53;18.5488,64.4041,22,60;18.0179,70.3689,22,66;20.6044,80.3714,24,76;-;- 583.544005 34.689618 f83 soft mirror
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||||
10 v1 0.300000 17.3402,57.5057,21,53;18.5488,64.4041,22,60;18.0179,70.3689,22,66;20.6044,80.3714,24,76;-;- 610.113615 38.515752 f83 soft mirror
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||||
10 v1 0.400000 17.3402,57.5057,21,53;18.5488,64.4041,22,60;18.0179,70.3689,22,66;20.6044,80.3714,24,76;-;- 638.454592 42.341886 f83 soft mirror
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||||
10 v1 0.500000 17.3402,57.5057,21,53;18.5488,64.4041,22,60;18.0179,70.3689,22,66;20.6044,80.3714,24,76;-;- 668.742903 46.168021 f83 soft mirror
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||||
10 v1 0.600000 17.3402,57.5057,21,53;18.5488,64.4041,22,60;18.0179,70.3689,22,66;20.6044,80.3714,24,76;-;- 701.154515 49.994155 f83 soft mirror
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10 v1 0.700000 17.3402,57.5057,21,53;18.5488,64.4041,22,60;18.0179,70.3689,22,66;20.6044,80.3714,24,76;-;- 735.865395 53.820290 f83 soft mirror
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10 v1 0.800000 17.3402,57.5057,21,53;18.5488,64.4041,22,60;18.0179,70.3689,22,66;20.6044,80.3714,24,76;-;- 773.051510 57.646424 f83 soft mirror
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||||
10 v1 0.900000 17.3402,57.5057,21,53;18.5488,64.4041,22,60;18.0179,70.3689,22,66;20.6044,80.3714,24,76;-;- 812.888826 61.472559 f83 soft mirror
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||||
10 v1 1.000000 17.3402,57.5057,21,53;18.5488,64.4041,22,60;18.0179,70.3689,22,66;20.6044,80.3714,24,76;-;- 855.553310 65.298693 mirror sphere
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||||
11 r1 0.000000 23.4385,64.2391,27,60;24.6870,69.1847,28,65;23.1934,71.7233,27,67;22.0364,74.9638,26,70;-;- 466.311418 32.854377 shrink sphere
|
||||
11 r1 0.100000 23.4385,64.2391,27,60;24.6870,69.1847,28,65;23.1934,71.7233,27,67;22.0364,74.9638,26,70;-;- 489.813720 37.421687 f83 soft mirror
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||||
11 r1 0.200000 23.4385,64.2391,27,60;24.6870,69.1847,28,65;23.1934,71.7233,27,67;22.0364,74.9638,26,70;-;- 515.768439 41.988998 f83 soft mirror
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||||
11 r1 0.300000 23.4385,64.2391,27,60;24.6870,69.1847,28,65;23.1934,71.7233,27,67;22.0364,74.9638,26,70;-;- 544.474892 46.556308 f83 soft mirror
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||||
11 r1 0.400000 23.4385,64.2391,27,60;24.6870,69.1847,28,65;23.1934,71.7233,27,67;22.0364,74.9638,26,70;-;- 576.232396 51.123619 f83 soft mirror
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||||
11 r1 0.500000 23.4385,64.2391,27,60;24.6870,69.1847,28,65;23.1934,71.7233,27,67;22.0364,74.9638,26,70;-;- 611.340268 55.690929 f83 soft mirror
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||||
11 r1 0.600000 23.4385,64.2391,27,60;24.6870,69.1847,28,65;23.1934,71.7233,27,67;22.0364,74.9638,26,70;-;- 650.097824 60.258239 f83 soft mirror
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||||
11 r1 0.700000 23.4385,64.2391,27,60;24.6870,69.1847,28,65;23.1934,71.7233,27,67;22.0364,74.9638,26,70;-;- 692.804383 64.825550 f83 soft mirror
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||||
11 r1 0.800000 23.4385,64.2391,27,60;24.6870,69.1847,28,65;23.1934,71.7233,27,67;22.0364,74.9638,26,70;-;- 739.759261 69.392860 f83 soft mirror
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||||
11 r1 0.900000 23.4385,64.2391,27,60;24.6870,69.1847,28,65;23.1934,71.7233,27,67;22.0364,74.9638,26,70;-;- 791.261776 73.960171 f83 soft mirror
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||||
11 r1 1.000000 23.4385,64.2391,27,60;24.6870,69.1847,28,65;23.1934,71.7233,27,67;22.0364,74.9638,26,70;-;- 847.611243 78.527481 mirror sphere
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15 r1 0.000000 25.3050,53.1785,29,49;24.2479,55.5170,28,51;25.4315,60.5097,29,56;24.9586,64.3101,28,60;-;- 197.738585 19.842453 shrink sphere
|
||||
15 r1 0.100000 25.3050,53.1785,29,49;24.2479,55.5170,28,51;25.4315,60.5097,29,56;24.9586,64.3101,28,60;-;- 209.339097 24.238295 f83 soft mirror
|
||||
15 r1 0.200000 25.3050,53.1785,29,49;24.2479,55.5170,28,51;25.4315,60.5097,29,56;24.9586,64.3101,28,60;-;- 222.411026 28.634137 f83 soft mirror
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||||
15 r1 0.300000 25.3050,53.1785,29,49;24.2479,55.5170,28,51;25.4315,60.5097,29,56;24.9586,64.3101,28,60;-;- 237.221228 33.029979 f83 soft mirror
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||||
15 r1 0.400000 25.3050,53.1785,29,49;24.2479,55.5170,28,51;25.4315,60.5097,29,56;24.9586,64.3101,28,60;-;- 254.036560 37.425821 f83 soft mirror
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||||
15 r1 0.500000 25.3050,53.1785,29,49;24.2479,55.5170,28,51;25.4315,60.5097,29,56;24.9586,64.3101,28,60;-;- 273.123876 41.821663 f83 soft mirror
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||||
15 r1 0.600000 25.3050,53.1785,29,49;24.2479,55.5170,28,51;25.4315,60.5097,29,56;24.9586,64.3101,28,60;-;- 294.750031 46.217504 f83 soft mirror
|
||||
15 r1 0.700000 25.3050,53.1785,29,49;24.2479,55.5170,28,51;25.4315,60.5097,29,56;24.9586,64.3101,28,60;-;- 319.181882 50.613346 f83 soft mirror
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||||
15 r1 0.800000 25.3050,53.1785,29,49;24.2479,55.5170,28,51;25.4315,60.5097,29,56;24.9586,64.3101,28,60;-;- 346.686284 55.009188 f83 soft mirror
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||||
15 r1 0.900000 25.3050,53.1785,29,49;24.2479,55.5170,28,51;25.4315,60.5097,29,56;24.9586,64.3101,28,60;-;- 377.530091 59.405030 f83 soft mirror
|
||||
15 r1 1.000000 25.3050,53.1785,29,49;24.2479,55.5170,28,51;25.4315,60.5097,29,56;24.9586,64.3101,28,60;-;- 411.980160 63.800872 mirror sphere
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16 v1 0.000000 27.0204,54.3380,31,50;26.9942,57.8355,30,53;27.4110,62.2305,31,58;25.3051,64.6161,29,60;-;- 210.834916 20.459720 shrink sphere
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||||
16 v1 0.100000 27.0204,54.3380,31,50;26.9942,57.8355,30,53;27.4110,62.2305,31,58;25.3051,64.6161,29,60;-;- 223.218187 24.857429 f83 soft mirror
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||||
16 v1 0.200000 27.0204,54.3380,31,50;26.9942,57.8355,30,53;27.4110,62.2305,31,58;25.3051,64.6161,29,60;-;- 237.111744 29.255139 f83 soft mirror
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||||
16 v1 0.300000 27.0204,54.3380,31,50;26.9942,57.8355,30,53;27.4110,62.2305,31,58;25.3051,64.6161,29,60;-;- 252.782782 33.652848 f83 soft mirror
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||||
16 v1 0.400000 27.0204,54.3380,31,50;26.9942,57.8355,30,53;27.4110,62.2305,31,58;25.3051,64.6161,29,60;-;- 270.498498 38.050557 f83 soft mirror
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||||
16 v1 0.500000 27.0204,54.3380,31,50;26.9942,57.8355,30,53;27.4110,62.2305,31,58;25.3051,64.6161,29,60;-;- 290.526087 42.448267 f83 soft mirror
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||||
16 v1 0.600000 27.0204,54.3380,31,50;26.9942,57.8355,30,53;27.4110,62.2305,31,58;25.3051,64.6161,29,60;-;- 313.132744 46.845976 f83 soft mirror
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||||
16 v1 0.700000 27.0204,54.3380,31,50;26.9942,57.8355,30,53;27.4110,62.2305,31,58;25.3051,64.6161,29,60;-;- 338.585665 51.243686 f83 soft mirror
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||||
16 v1 0.800000 27.0204,54.3380,31,50;26.9942,57.8355,30,53;27.4110,62.2305,31,58;25.3051,64.6161,29,60;-;- 367.152047 55.641395 f83 soft mirror
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16 v1 0.900000 27.0204,54.3380,31,50;26.9942,57.8355,30,53;27.4110,62.2305,31,58;25.3051,64.6161,29,60;-;- 399.099084 60.039105 f83 soft mirror
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16 v1 1.000000 27.0204,54.3380,31,50;26.9942,57.8355,30,53;27.4110,62.2305,31,58;25.3051,64.6161,29,60;-;- 434.693973 64.436814 mirror sphere
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17 r1 0.000000 17.4995,51.5765,21,47;17.7736,56.0398,21,52;20.1031,63.0733,24,59;19.5538,67.8063,23,63;-;- 325.811704 29.267977 shrink sphere
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||||
17 r1 0.100000 17.4995,51.5765,21,47;17.7736,56.0398,21,52;20.1031,63.0733,24,59;19.5538,67.8063,23,63;-;- 341.816704 33.036485 f83 soft mirror
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||||
17 r1 0.200000 17.4995,51.5765,21,47;17.7736,56.0398,21,52;20.1031,63.0733,24,59;19.5538,67.8063,23,63;-;- 359.295653 36.804994 f83 soft mirror
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||||
17 r1 0.300000 17.4995,51.5765,21,47;17.7736,56.0398,21,52;20.1031,63.0733,24,59;19.5538,67.8063,23,63;-;- 378.416686 40.573502 f83 soft mirror
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||||
17 r1 0.400000 17.4995,51.5765,21,47;17.7736,56.0398,21,52;20.1031,63.0733,24,59;19.5538,67.8063,23,63;-;- 399.347940 44.342010 f83 soft mirror
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||||
17 r1 0.500000 17.4995,51.5765,21,47;17.7736,56.0398,21,52;20.1031,63.0733,24,59;19.5538,67.8063,23,63;-;- 422.257548 48.110519 f83 soft mirror
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17 r1 0.600000 17.4995,51.5765,21,47;17.7736,56.0398,21,52;20.1031,63.0733,24,59;19.5538,67.8063,23,63;-;- 447.313647 51.879027 f83 soft mirror
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||||
17 r1 0.700000 17.4995,51.5765,21,47;17.7736,56.0398,21,52;20.1031,63.0733,24,59;19.5538,67.8063,23,63;-;- 474.684370 55.647535 f83 soft mirror
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17 r1 0.800000 17.4995,51.5765,21,47;17.7736,56.0398,21,52;20.1031,63.0733,24,59;19.5538,67.8063,23,63;-;- 504.537854 59.416044 f83 soft mirror
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17 r1 0.900000 17.4995,51.5765,21,47;17.7736,56.0398,21,52;20.1031,63.0733,24,59;19.5538,67.8063,23,63;-;- 537.042233 63.184552 f83 soft mirror
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17 r1 1.000000 17.4995,51.5765,21,47;17.7736,56.0398,21,52;20.1031,63.0733,24,59;19.5538,67.8063,23,63;-;- 572.365642 66.953060 mirror sphere
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18 v1 0.000000 24.6136,44.9676,28,40;21.4016,44.9951,25,40;21.3956,48.7444,25,44;21.9909,53.6925,25,49;-;- 107.648322 14.889759 shrink sphere
|
||||
18 v1 0.100000 24.6136,44.9676,28,40;21.4016,44.9951,25,40;21.3956,48.7444,25,44;21.9909,53.6925,25,49;-;- 114.791375 18.889746 f83 soft mirror
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||||
18 v1 0.200000 24.6136,44.9676,28,40;21.4016,44.9951,25,40;21.3956,48.7444,25,44;21.9909,53.6925,25,49;-;- 122.883924 22.889732 f83 soft mirror
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||||
18 v1 0.300000 24.6136,44.9676,28,40;21.4016,44.9951,25,40;21.3956,48.7444,25,44;21.9909,53.6925,25,49;-;- 132.127029 26.889719 f83 soft mirror
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||||
18 v1 0.400000 24.6136,44.9676,28,40;21.4016,44.9951,25,40;21.3956,48.7444,25,44;21.9909,53.6925,25,49;-;- 142.721749 30.889706 f83 soft mirror
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||||
18 v1 0.500000 24.6136,44.9676,28,40;21.4016,44.9951,25,40;21.3956,48.7444,25,44;21.9909,53.6925,25,49;-;- 154.869145 34.889692 f83 soft mirror
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||||
18 v1 0.600000 24.6136,44.9676,28,40;21.4016,44.9951,25,40;21.3956,48.7444,25,44;21.9909,53.6925,25,49;-;- 168.770276 38.889679 f83 soft mirror
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||||
18 v1 0.700000 24.6136,44.9676,28,40;21.4016,44.9951,25,40;21.3956,48.7444,25,44;21.9909,53.6925,25,49;-;- 184.626202 42.889665 f83 soft mirror
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||||
18 v1 0.800000 24.6136,44.9676,28,40;21.4016,44.9951,25,40;21.3956,48.7444,25,44;21.9909,53.6925,25,49;-;- 202.637984 46.889652 f83 soft mirror
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||||
18 v1 0.900000 24.6136,44.9676,28,40;21.4016,44.9951,25,40;21.3956,48.7444,25,44;21.9909,53.6925,25,49;-;- 223.006681 50.889638 f83 soft mirror
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||||
18 v1 1.000000 24.6136,44.9676,28,40;21.4016,44.9951,25,40;21.3956,48.7444,25,44;21.9909,53.6925,25,49;-;- 245.933352 54.889625 mirror sphere
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20 v1 0.000000 22.9679,43.9698,26,39;22.6782,46.8444,26,42;22.3139,50.1213,26,46;20.2961,52.2932,24,48;-;- 111.494454 14.595701 shrink sphere
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||||
20 v1 0.100000 22.9679,43.9698,26,39;22.6782,46.8444,26,42;22.3139,50.1213,26,46;20.2961,52.2932,24,48;-;- 118.663305 18.642316 f83 soft mirror
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||||
20 v1 0.200000 22.9679,43.9698,26,39;22.6782,46.8444,26,42;22.3139,50.1213,26,46;20.2961,52.2932,24,48;-;- 126.791189 22.688930 f83 soft mirror
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||||
20 v1 0.300000 22.9679,43.9698,26,39;22.6782,46.8444,26,42;22.3139,50.1213,26,46;20.2961,52.2932,24,48;-;- 136.086280 26.735545 f83 soft mirror
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||||
20 v1 0.400000 22.9679,43.9698,26,39;22.6782,46.8444,26,42;22.3139,50.1213,26,46;20.2961,52.2932,24,48;-;- 146.756749 30.782159 f83 soft mirror
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||||
20 v1 0.500000 22.9679,43.9698,26,39;22.6782,46.8444,26,42;22.3139,50.1213,26,46;20.2961,52.2932,24,48;-;- 159.010772 34.828774 f83 soft mirror
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||||
20 v1 0.600000 22.9679,43.9698,26,39;22.6782,46.8444,26,42;22.3139,50.1213,26,46;20.2961,52.2932,24,48;-;- 173.056521 38.875388 f83 soft mirror
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||||
20 v1 0.700000 22.9679,43.9698,26,39;22.6782,46.8444,26,42;22.3139,50.1213,26,46;20.2961,52.2932,24,48;-;- 189.102171 42.922003 f83 soft mirror
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20 v1 0.800000 22.9679,43.9698,26,39;22.6782,46.8444,26,42;22.3139,50.1213,26,46;20.2961,52.2932,24,48;-;- 207.355893 46.968617 f83 soft mirror
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||||
20 v1 0.900000 22.9679,43.9698,26,39;22.6782,46.8444,26,42;22.3139,50.1213,26,46;20.2961,52.2932,24,48;-;- 228.025863 51.015232 f83 soft mirror
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20 v1 1.000000 22.9679,43.9698,26,39;22.6782,46.8444,26,42;22.3139,50.1213,26,46;20.2961,52.2932,24,48;-;- 251.320252 55.061846 mirror sphere
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21 r1 0.000000 28.2134,53.4376,32,49;28.0974,56.7849,32,52;29.0307,61.6571,33,57;30.1080,67.2141,34,63;-;- 140.780649 5.511208 shrink sphere
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||||
21 r1 0.100000 28.2134,53.4376,32,49;28.0974,56.7849,32,52;29.0307,61.6571,33,57;30.1080,67.2141,34,63;-;- 149.745687 10.772358 f83 soft mirror
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||||
21 r1 0.200000 28.2134,53.4376,32,49;28.0974,56.7849,32,52;29.0307,61.6571,33,57;30.1080,67.2141,34,63;-;- 159.647471 16.033509 f83 soft mirror
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21 r1 0.300000 28.2134,53.4376,32,49;28.0974,56.7849,32,52;29.0307,61.6571,33,57;30.1080,67.2141,34,63;-;- 170.943503 21.294660 f83 soft mirror
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21 r1 0.400000 28.2134,53.4376,32,49;28.0974,56.7849,32,52;29.0307,61.6571,33,57;30.1080,67.2141,34,63;-;- 184.091283 26.555810 f83 soft mirror
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21 r1 0.500000 28.2134,53.4376,32,49;28.0974,56.7849,32,52;29.0307,61.6571,33,57;30.1080,67.2141,34,63;-;- 199.548313 31.816961 f83 soft mirror
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21 r1 0.600000 28.2134,53.4376,32,49;28.0974,56.7849,32,52;29.0307,61.6571,33,57;30.1080,67.2141,34,63;-;- 217.772095 37.078112 f83 soft mirror
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21 r1 0.700000 28.2134,53.4376,32,49;28.0974,56.7849,32,52;29.0307,61.6571,33,57;30.1080,67.2141,34,63;-;- 239.220128 42.339262 f83 soft mirror
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21 r1 0.800000 28.2134,53.4376,32,49;28.0974,56.7849,32,52;29.0307,61.6571,33,57;30.1080,67.2141,34,63;-;- 264.349914 47.600413 f83 soft mirror
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21 r1 0.900000 28.2134,53.4376,32,49;28.0974,56.7849,32,52;29.0307,61.6571,33,57;30.1080,67.2141,34,63;-;- 293.618954 52.861564 f83 soft mirror
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21 r1 1.000000 28.2134,53.4376,32,49;28.0974,56.7849,32,52;29.0307,61.6571,33,57;30.1080,67.2141,34,63;-;- 327.484749 58.122715 mirror sphere
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22 v1 0.000000 29.4921,53.8325,33,49;27.3874,53.9163,31,49;30.4077,59.3218,34,55;27.8414,59.3554,31,55;-;- 133.558818 14.096378 shrink sphere
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||||
22 v1 0.100000 29.4921,53.8325,33,49;27.3874,53.9163,31,49;30.4077,59.3218,34,55;27.8414,59.3554,31,55;-;- 142.250819 19.009497 f83 soft mirror
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22 v1 0.200000 29.4921,53.8325,33,49;27.3874,53.9163,31,49;30.4077,59.3218,34,55;27.8414,59.3554,31,55;-;- 152.384388 23.922616 f83 soft mirror
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22 v1 0.300000 29.4921,53.8325,33,49;27.3874,53.9163,31,49;30.4077,59.3218,34,55;27.8414,59.3554,31,55;-;- 164.332107 28.835735 f83 soft mirror
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22 v1 0.400000 29.4921,53.8325,33,49;27.3874,53.9163,31,49;30.4077,59.3218,34,55;27.8414,59.3554,31,55;-;- 178.466557 33.748854 f83 soft mirror
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22 v1 0.500000 29.4921,53.8325,33,49;27.3874,53.9163,31,49;30.4077,59.3218,34,55;27.8414,59.3554,31,55;-;- 195.160321 38.661973 f83 soft mirror
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22 v1 0.600000 29.4921,53.8325,33,49;27.3874,53.9163,31,49;30.4077,59.3218,34,55;27.8414,59.3554,31,55;-;- 214.785980 43.575092 f83 soft mirror
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||||
22 v1 0.700000 29.4921,53.8325,33,49;27.3874,53.9163,31,49;30.4077,59.3218,34,55;27.8414,59.3554,31,55;-;- 237.716116 48.488211 f83 soft mirror
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22 v1 0.800000 29.4921,53.8325,33,49;27.3874,53.9163,31,49;30.4077,59.3218,34,55;27.8414,59.3554,31,55;-;- 264.323311 53.401330 f83 soft mirror
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22 v1 0.900000 29.4921,53.8325,33,49;27.3874,53.9163,31,49;30.4077,59.3218,34,55;27.8414,59.3554,31,55;-;- 294.980147 58.314449 f83 soft mirror
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22 v1 1.000000 29.4921,53.8325,33,49;27.3874,53.9163,31,49;30.4077,59.3218,34,55;27.8414,59.3554,31,55;-;- 330.059205 63.227568 mirror sphere
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23 r1 0.100000 28.1479,65.8772,32,61;27.3386,67.7832,31,63;29.6177,72.9731,33,68;30.2234,76.6991,34,72;-;- 367.133644 28.575021 f83 soft mirror
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23 r1 0.200000 28.1479,65.8772,32,61;27.3386,67.7832,31,63;29.6177,72.9731,33,68;30.2234,76.6991,34,72;-;- 389.595573 34.131687 f83 soft mirror
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||||
32 v1 0.100000 19.0278,55.4690,23,51;20.2170,62.9058,24,58;19.0185,69.0259,23,65;20.6185,79.1992,24,75;-;- 438.131981 20.318077 f83 soft mirror
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||||
32 v1 0.200000 19.0278,55.4690,23,51;20.2170,62.9058,24,58;19.0185,69.0259,23,65;20.6185,79.1992,24,75;-;- 462.190311 24.713029 f83 soft mirror
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32 v1 0.400000 19.0278,55.4690,23,51;20.2170,62.9058,24,58;19.0185,69.0259,23,65;20.6185,79.1992,24,75;-;- 515.072555 33.502935 f83 soft mirror
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32 v1 0.500000 19.0278,55.4690,23,51;20.2170,62.9058,24,58;19.0185,69.0259,23,65;20.6185,79.1992,24,75;-;- 544.429857 37.897888 f83 soft mirror
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32 v1 0.600000 19.0278,55.4690,23,51;20.2170,62.9058,24,58;19.0185,69.0259,23,65;20.6185,79.1992,24,75;-;- 576.086870 42.292840 f83 soft mirror
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32 v1 0.700000 19.0278,55.4690,23,51;20.2170,62.9058,24,58;19.0185,69.0259,23,65;20.6185,79.1992,24,75;-;- 610.310287 46.687793 f83 soft mirror
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32 v1 0.800000 19.0278,55.4690,23,51;20.2170,62.9058,24,58;19.0185,69.0259,23,65;20.6185,79.1992,24,75;-;- 647.366803 51.082746 f83 soft mirror
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32 v1 0.900000 19.0278,55.4690,23,51;20.2170,62.9058,24,58;19.0185,69.0259,23,65;20.6185,79.1992,24,75;-;- 687.523111 55.477698 f83 soft mirror
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32 v1 1.000000 19.0278,55.4690,23,51;20.2170,62.9058,24,58;19.0185,69.0259,23,65;20.6185,79.1992,24,75;-;- 731.045904 59.872651 mirror sphere
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33 r1 0.100000 29.7291,56.7539,33,52;28.1701,56.5879,32,52;30.9878,60.8704,34,56;29.9252,61.3480,33,57;-;- 142.128892 16.462314 f83 soft mirror
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33 r1 0.200000 29.7291,56.7539,33,52;28.1701,56.5879,32,52;30.9878,60.8704,34,56;29.9252,61.3480,33,57;-;- 151.457702 21.759701 f83 soft mirror
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33 r1 0.300000 29.7291,56.7539,33,52;28.1701,56.5879,32,52;30.9878,60.8704,34,56;29.9252,61.3480,33,57;-;- 162.704853 27.057087 f83 soft mirror
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33 r1 0.400000 29.7291,56.7539,33,52;28.1701,56.5879,32,52;30.9878,60.8704,34,56;29.9252,61.3480,33,57;-;- 176.337366 32.354474 f83 soft mirror
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33 r1 0.500000 29.7291,56.7539,33,52;28.1701,56.5879,32,52;30.9878,60.8704,34,56;29.9252,61.3480,33,57;-;- 192.822261 37.651860 f83 soft mirror
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33 r1 0.600000 29.7291,56.7539,33,52;28.1701,56.5879,32,52;30.9878,60.8704,34,56;29.9252,61.3480,33,57;-;- 212.626555 42.949247 f83 soft mirror
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33 r1 0.700000 29.7291,56.7539,33,52;28.1701,56.5879,32,52;30.9878,60.8704,34,56;29.9252,61.3480,33,57;-;- 236.217270 48.246633 f83 soft mirror
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33 r1 0.800000 29.7291,56.7539,33,52;28.1701,56.5879,32,52;30.9878,60.8704,34,56;29.9252,61.3480,33,57;-;- 264.061423 53.544020 f83 soft mirror
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33 r1 0.900000 29.7291,56.7539,33,52;28.1701,56.5879,32,52;30.9878,60.8704,34,56;29.9252,61.3480,33,57;-;- 296.626035 58.841406 f83 soft mirror
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33 r1 1.000000 29.7291,56.7539,33,52;28.1701,56.5879,32,52;30.9878,60.8704,34,56;29.9252,61.3480,33,57;-;- 334.378124 64.138793 mirror sphere
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34 v1 0.100000 18.2199,50.7118,22,46;20.7444,56.2776,24,52;18.0758,56.9349,22,52;20.5947,63.0910,24,59;-;- 293.219728 31.836349 f83 soft mirror
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34 v1 0.200000 18.2199,50.7118,22,46;20.7444,56.2776,24,52;18.0758,56.9349,22,52;20.5947,63.0910,24,59;-;- 308.440829 35.530607 f83 soft mirror
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34 v1 0.300000 18.2199,50.7118,22,46;20.7444,56.2776,24,52;18.0758,56.9349,22,52;20.5947,63.0910,24,59;-;- 325.185305 39.224866 f83 soft mirror
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34 v1 0.400000 18.2199,50.7118,22,46;20.7444,56.2776,24,52;18.0758,56.9349,22,52;20.5947,63.0910,24,59;-;- 343.611549 42.919125 f83 soft mirror
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34 v1 0.500000 18.2199,50.7118,22,46;20.7444,56.2776,24,52;18.0758,56.9349,22,52;20.5947,63.0910,24,59;-;- 363.877951 46.613383 f83 soft mirror
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34 v1 0.600000 18.2199,50.7118,22,46;20.7444,56.2776,24,52;18.0758,56.9349,22,52;20.5947,63.0910,24,59;-;- 386.142904 50.307642 f83 soft mirror
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34 v1 0.700000 18.2199,50.7118,22,46;20.7444,56.2776,24,52;18.0758,56.9349,22,52;20.5947,63.0910,24,59;-;- 410.564798 54.001900 f83 soft mirror
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34 v1 0.800000 18.2199,50.7118,22,46;20.7444,56.2776,24,52;18.0758,56.9349,22,52;20.5947,63.0910,24,59;-;- 437.302025 57.696159 f83 soft mirror
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34 v1 0.900000 18.2199,50.7118,22,46;20.7444,56.2776,24,52;18.0758,56.9349,22,52;20.5947,63.0910,24,59;-;- 466.512977 61.390417 f83 soft mirror
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34 v1 1.000000 18.2199,50.7118,22,46;20.7444,56.2776,24,52;18.0758,56.9349,22,52;20.5947,63.0910,24,59;-;- 498.356045 65.084676 mirror sphere
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35 r1 0.100000 24.9991,62.8716,28,58;22.8529,66.8871,26,62;23.7075,74.9059,27,70;22.0474,81.5756,26,77;-;- 550.548089 38.329023 f83 soft mirror
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35 r1 0.200000 24.9991,62.8716,28,58;22.8529,66.8871,26,62;23.7075,74.9059,27,70;22.0474,81.5756,26,77;-;- 574.329006 41.893154 f83 soft mirror
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35 r1 0.300000 24.9991,62.8716,28,58;22.8529,66.8871,26,62;23.7075,74.9059,27,70;22.0474,81.5756,26,77;-;- 599.781784 45.457286 f83 soft mirror
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35 r1 0.400000 24.9991,62.8716,28,58;22.8529,66.8871,26,62;23.7075,74.9059,27,70;22.0474,81.5756,26,77;-;- 627.048661 49.021418 f83 soft mirror
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35 r1 0.500000 24.9991,62.8716,28,58;22.8529,66.8871,26,62;23.7075,74.9059,27,70;22.0474,81.5756,26,77;-;- 656.271873 52.585550 f83 soft mirror
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35 r1 0.600000 24.9991,62.8716,28,58;22.8529,66.8871,26,62;23.7075,74.9059,27,70;22.0474,81.5756,26,77;-;- 687.593657 56.149681 f83 soft mirror
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35 r1 0.800000 24.9991,62.8716,28,58;22.8529,66.8871,26,62;23.7075,74.9059,27,70;22.0474,81.5756,26,77;-;- 757.101885 63.277945 f83 soft mirror
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35 r1 0.900000 24.9991,62.8716,28,58;22.8529,66.8871,26,62;23.7075,74.9059,27,70;22.0474,81.5756,26,77;-;- 795.572802 66.842076 f83 soft mirror
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35 r1 1.000000 24.9991,62.8716,28,58;22.8529,66.8871,26,62;23.7075,74.9059,27,70;22.0474,81.5756,26,77;-;- 836.711237 70.406208 mirror sphere
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37 r1 0.100000 22.9248,67.2168,26,63;22.6076,70.6681,26,66;20.1101,72.2596,24,68;19.0388,75.6253,23,71;-;- 571.508815 38.440563 f83 soft mirror
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37 r1 0.200000 22.9248,67.2168,26,63;22.6076,70.6681,26,66;20.1101,72.2596,24,68;19.0388,75.6253,23,71;-;- 599.858255 42.920574 f83 soft mirror
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37 r1 0.300000 22.9248,67.2168,26,63;22.6076,70.6681,26,66;20.1101,72.2596,24,68;19.0388,75.6253,23,71;-;- 630.913979 47.400584 f83 soft mirror
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37 r1 0.400000 22.9248,67.2168,26,63;22.6076,70.6681,26,66;20.1101,72.2596,24,68;19.0388,75.6253,23,71;-;- 664.958469 51.880595 f83 soft mirror
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37 r1 0.500000 22.9248,67.2168,26,63;22.6076,70.6681,26,66;20.1101,72.2596,24,68;19.0388,75.6253,23,71;-;- 702.274202 56.360606 f83 soft mirror
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37 r1 0.600000 22.9248,67.2168,26,63;22.6076,70.6681,26,66;20.1101,72.2596,24,68;19.0388,75.6253,23,71;-;- 743.143658 60.840617 f83 soft mirror
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37 r1 0.700000 22.9248,67.2168,26,63;22.6076,70.6681,26,66;20.1101,72.2596,24,68;19.0388,75.6253,23,71;-;- 787.849318 65.320627 f83 soft mirror
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37 r1 0.800000 22.9248,67.2168,26,63;22.6076,70.6681,26,66;20.1101,72.2596,24,68;19.0388,75.6253,23,71;-;- 836.673661 69.800638 f83 soft mirror
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37 r1 0.900000 22.9248,67.2168,26,63;22.6076,70.6681,26,66;20.1101,72.2596,24,68;19.0388,75.6253,23,71;-;- 889.899166 74.280649 f83 soft mirror
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37 r1 1.000000 22.9248,67.2168,26,63;22.6076,70.6681,26,66;20.1101,72.2596,24,68;19.0388,75.6253,23,71;-;- 947.808312 78.760660 mirror sphere
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||||
40 v1 0.100000 17.9107,58.7538,21,54;16.3742,60.9657,20,56;19.8583,68.5421,23,64;19.0889,72.2406,23,68;-;- 527.975191 38.984247 f83 soft mirror
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40 v1 0.200000 17.9107,58.7538,21,54;16.3742,60.9657,20,56;19.8583,68.5421,23,64;19.0889,72.2406,23,68;-;- 551.727682 42.706945 f83 soft mirror
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40 v1 0.300000 17.9107,58.7538,21,54;16.3742,60.9657,20,56;19.8583,68.5421,23,64;19.0889,72.2406,23,68;-;- 577.339535 46.429642 f83 soft mirror
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40 v1 0.400000 17.9107,58.7538,21,54;16.3742,60.9657,20,56;19.8583,68.5421,23,64;19.0889,72.2406,23,68;-;- 604.972827 50.152340 f83 soft mirror
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40 v1 0.500000 17.9107,58.7538,21,54;16.3742,60.9657,20,56;19.8583,68.5421,23,64;19.0889,72.2406,23,68;-;- 634.789637 53.875038 f83 soft mirror
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40 v1 0.600000 17.9107,58.7538,21,54;16.3742,60.9657,20,56;19.8583,68.5421,23,64;19.0889,72.2406,23,68;-;- 666.952041 57.597735 f83 soft mirror
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40 v1 0.700000 17.9107,58.7538,21,54;16.3742,60.9657,20,56;19.8583,68.5421,23,64;19.0889,72.2406,23,68;-;- 701.622117 61.320433 f83 soft mirror
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40 v1 0.800000 17.9107,58.7538,21,54;16.3742,60.9657,20,56;19.8583,68.5421,23,64;19.0889,72.2406,23,68;-;- 738.961943 65.043130 f83 soft mirror
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40 v1 0.900000 17.9107,58.7538,21,54;16.3742,60.9657,20,56;19.8583,68.5421,23,64;19.0889,72.2406,23,68;-;- 779.133597 68.765828 f83 soft mirror
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40 v1 1.000000 17.9107,58.7538,21,54;16.3742,60.9657,20,56;19.8583,68.5421,23,64;19.0889,72.2406,23,68;-;- 822.299156 72.488525 mirror sphere
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41 r1 0.100000 26.9891,48.1657,30,44;29.7433,55.1440,33,51;28.6555,59.1230,32,55;29.3094,65.8543,33,61;-;- 152.777942 20.172194 f83 soft mirror
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41 r1 0.200000 26.9891,48.1657,30,44;29.7433,55.1440,33,51;28.6555,59.1230,32,55;29.3094,65.8543,33,61;-;- 163.583450 24.854301 f83 soft mirror
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41 r1 0.300000 26.9891,48.1657,30,44;29.7433,55.1440,33,51;28.6555,59.1230,32,55;29.3094,65.8543,33,61;-;- 176.100684 29.536408 f83 soft mirror
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41 r1 0.400000 26.9891,48.1657,30,44;29.7433,55.1440,33,51;28.6555,59.1230,32,55;29.3094,65.8543,33,61;-;- 190.652102 34.218515 f83 soft mirror
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41 r1 0.500000 26.9891,48.1657,30,44;29.7433,55.1440,33,51;28.6555,59.1230,32,55;29.3094,65.8543,33,61;-;- 207.560162 38.900622 f83 soft mirror
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41 r1 0.600000 26.9891,48.1657,30,44;29.7433,55.1440,33,51;28.6555,59.1230,32,55;29.3094,65.8543,33,61;-;- 227.147322 43.582728 f83 soft mirror
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41 r1 0.700000 26.9891,48.1657,30,44;29.7433,55.1440,33,51;28.6555,59.1230,32,55;29.3094,65.8543,33,61;-;- 249.736042 48.264835 f83 soft mirror
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41 r1 0.800000 26.9891,48.1657,30,44;29.7433,55.1440,33,51;28.6555,59.1230,32,55;29.3094,65.8543,33,61;-;- 275.648779 52.946942 f83 soft mirror
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41 r1 0.900000 26.9891,48.1657,30,44;29.7433,55.1440,33,51;28.6555,59.1230,32,55;29.3094,65.8543,33,61;-;- 305.207993 57.629049 f83 soft mirror
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42 v1 0.100000 28.4903,51.7290,32,47;27.7622,53.1562,31,49;29.1309,56.8801,33,52;29.6401,59.9630,33,55;-;- 125.084848 16.732748 f83 soft mirror
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42 v1 0.200000 28.4903,51.7290,32,47;27.7622,53.1562,31,49;29.1309,56.8801,33,52;29.6401,59.9630,33,55;-;- 133.809173 21.711145 f83 soft mirror
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42 v1 0.300000 28.4903,51.7290,32,47;27.7622,53.1562,31,49;29.1309,56.8801,33,52;29.6401,59.9630,33,55;-;- 144.223984 26.689542 f83 soft mirror
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42 v1 0.400000 28.4903,51.7290,32,47;27.7622,53.1562,31,49;29.1309,56.8801,33,52;29.6401,59.9630,33,55;-;- 156.716912 31.667939 f83 soft mirror
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42 v1 0.500000 28.4903,51.7290,32,47;27.7622,53.1562,31,49;29.1309,56.8801,33,52;29.6401,59.9630,33,55;-;- 171.675588 36.646335 f83 soft mirror
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42 v1 0.600000 28.4903,51.7290,32,47;27.7622,53.1562,31,49;29.1309,56.8801,33,52;29.6401,59.9630,33,55;-;- 189.487642 41.624732 f83 soft mirror
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42 v1 0.700000 28.4903,51.7290,32,47;27.7622,53.1562,31,49;29.1309,56.8801,33,52;29.6401,59.9630,33,55;-;- 210.540707 46.603129 f83 soft mirror
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42 v1 0.800000 28.4903,51.7290,32,47;27.7622,53.1562,31,49;29.1309,56.8801,33,52;29.6401,59.9630,33,55;-;- 235.222412 51.581526 f83 soft mirror
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42 v1 0.900000 28.4903,51.7290,32,47;27.7622,53.1562,31,49;29.1309,56.8801,33,52;29.6401,59.9630,33,55;-;- 263.920388 56.559922 f83 soft mirror
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42 v1 1.000000 28.4903,51.7290,32,47;27.7622,53.1562,31,49;29.1309,56.8801,33,52;29.6401,59.9630,33,55;-;- 297.022268 61.538319 mirror sphere
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47 r1 0.100000 31.9717,49.2334,35,45;28.2982,48.6891,32,44;31.6846,55.7721,35,51;28.1467,56.6009,32,52;-;- 76.791181 12.209729 f83 soft mirror
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case ver valid sorted y0 y1 dant dpost bt bb
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|
||||
45 r1 0,1 0,1 3.921000 8.108000 38.933000,47.619000 102.884000,90.498000 - 14.900475
|
||||
46 v1 0,3 0,3 -18.253000 20.849000 38.756000,40.108000 96.994000,72.475000 - -
|
||||
47 r1 0,2,3 0,2,3 -16.961000 24.797000 25.920000,41.997000,39.186000 95.426000,115.915000,93.094000 - -
|
||||
48 v1 0,1 0,1 9.529000 12.940000 42.241000,58.584000 119.338000,136.635000 - 12.220797
|
||||
49 r1 0,1,3 0,1,3 -13.448000 21.665000 28.705000,34.974000,58.263000 71.022000,104.940000,91.153000 - -
|
||||
50 v1 0,1,2 0,1,2 -18.596000 13.635000 21.383000,58.886000,32.324000 81.406000,148.089000,74.752000 - -
|
||||
51 r1 1,2 1,2 -19.047000 -13.283000 24.020000,43.662000 68.071000,101.618000 32.583000 -
|
||||
52 v1 2,3 2,3 -13.644000 4.945000 49.598000,51.672000 116.038000,136.928000 7.855000 -
|
||||
53 r1 0,2 0,2 13.245000 22.423000 50.997000,20.311000 135.004000,91.192000 - 11.664026
|
||||
54 v1 0,2 0,2 -16.231000 14.532000 39.795000,35.431000 127.626000,124.729000 - 3.966595
|
||||
55 r1 1,3 1,3 -14.028000 15.350000 27.787000,48.298000 82.134000,133.011000 3.950000 -
|
||||
56 v1 2,3 2,3 -11.313000 -8.952000 54.412000,58.090000 132.635000,137.174000 21.752000 -
|
||||
57 r1 0,1 0,1 -19.192000 -7.555000 34.089000,21.529000 109.178000,105.089000 - 8.305524
|
||||
58 v1 1,2 1,2 -4.520000 23.300000 53.882000,28.675000 90.465000,63.496000 2.328581 13.020631
|
||||
59 r1 0,2,3 0,2,3 -4.002000 13.398000 33.621000,41.137000,24.107000 108.922000,124.638000,59.391000 - -
|
||||
60 v1 0,3 0,3 5.767000 16.352000 38.384000,38.265000 125.316000,73.113000 - 8.586018
|
||||
61 r1 1,2 1,2 -3.169000 -2.345000 23.650000,29.741000 66.703000,83.965000 21.645000 14.043372
|
||||
62 v1 1,2 1,2 -12.279000 -5.678000 36.298000,35.711000 118.449000,117.957000 34.995281 6.525409
|
||||
63 r1 2,3 2,3 -15.968000 10.940000 24.537000,36.215000 70.904000,98.006000 8.360000 -
|
||||
64 v1 2,3 2,3 -4.819000 19.890000 31.223000,22.728000 85.027000,81.505000 6.329429 -
|
||||
65 r1 2,3 2,3 -19.462000 17.152000 59.570000,45.940000 140.354000,77.700000 2.148000 -
|
||||
66 v1 0,1 0,1 -9.880000 10.946000 56.770000,56.927000 107.017000,142.919000 - 9.879191
|
||||
67 r1 0,3 0,3 -10.414000 3.713000 33.980000,52.225000 87.537000,112.596000 - -
|
||||
68 v1 1,2,3 1,2,3 -16.057000 7.587000 34.842000,49.531000,35.668000 115.450000,104.257000,108.834000 20.996587 -
|
||||
69 r1 0,3 0,3 7.185000 23.863000 54.073000,26.751000 89.028000,103.491000 - 2.970297
|
||||
70 v1 0,1 0,1 -12.003000 20.291000 22.238000,55.277000 97.895000,98.710000 - 2.489792
|
||||
71 r1 0,3 0,3 -11.568000 23.945000 52.335000,28.388000 119.419000,118.374000 - 3.143541
|
||||
72 v1 0,2 0,2 -14.783000 14.793000 34.188000,31.664000 120.950000,84.276000 - 3.932779
|
||||
73 r1 0,1 0,1 0.783000 14.085000 25.734000,55.080000 75.771000,117.110000 - 6.737019
|
||||
74 v1 0,3 0,3 -5.146000 2.978000 39.342000,51.471000 80.900000,109.855000 9.822000 -
|
||||
75 r1 0,1,3 0,1,3 -1.029000 18.590000 41.003000,59.886000,58.367000 123.427000,111.124000,105.826000 - 12.769502
|
||||
76 v1 1,2 1,2 3.578000 19.278000 49.727000,52.393000 86.838000,95.966000 9.720838 20.172985
|
||||
77 r1 0,3 0,3 17.318000 21.609000 21.042000,32.496000 90.725000,72.700000 - 11.179631
|
||||
78 v1 1,3 1,3 -5.306000 15.661000 56.249000,20.402000 131.544000,70.158000 9.755699 -
|
||||
79 r1 0,2 0,2 -5.343000 4.974000 41.696000,27.336000 107.078000,114.504000 - 23.211494
|
||||
80 v1 0,1 0,1 -18.831000 -4.790000 59.910000,43.060000 110.876000,94.125000 3.501542 1.772547
|
||||
81 r1 0,2,3 0,2,3 -1.998000 18.024000 32.063000,42.814000,54.719000 89.571000,116.922000,110.792000 - -
|
||||
82 v1 0,2,3 0,2,3 -9.004000 13.044000 39.234000,34.809000,51.947000 124.627000,106.066000,108.358000 - -
|
||||
83 r1 0,1 0,1 -8.570000 21.665000 32.806000,33.065000 103.167000,111.273000 - 1.680938
|
||||
84 v1 1,2 1,2 -16.566000 -8.901000 44.072000,36.483000 119.745000,108.797000 37.715154 3.340569
|
||||
85 r1 1,3 1,3 -9.281000 9.627000 25.034000,42.862000 107.897000,79.519000 9.673000 0.467187
|
||||
86 v1 0,1 0,1 -4.936000 13.098000 21.687000,43.674000 76.739000,93.917000 - 6.938069
|
||||
87 r1 1,2 1,2 5.449000 15.975000 35.806000,28.323000 83.680000,81.584000 3.325000 28.211249
|
||||
88 v1 0,2,3 0,2,3 -4.829000 11.545000 32.798000,33.483000,44.396000 112.448000,119.954000,121.600000 1.255000 -
|
||||
89 r1 2,3 2,3 -18.020000 17.363000 56.292000,48.912000 104.162000,81.181000 1.937000 -
|
||||
90 v1 0,2 0,2 -11.299000 -6.145000 41.646000,36.182000 88.673000,118.420000 18.945000 4.422626
|
||||
91 r1 1,2 1,2 -19.990000 15.861000 34.341000,25.182000 117.433000,77.676000 3.439000 8.923157
|
||||
92 v1 1,3 1,3 -18.094000 24.628000 58.084000,48.273000 107.690000,111.537000 4.854307 -
|
||||
93 r1 1,3 1,3 -17.254000 -15.088000 46.113000,57.339000 88.411000,123.861000 0.699242 -
|
||||
94 v1 0,1,2 0,1,2 -17.566000 -4.813000 43.954000,46.555000,25.596000 96.107000,107.318000,87.838000 - -
|
||||
95 r1 0,1,3 0,1,3 -14.142000 12.422000 39.907000,52.401000,45.024000 128.613000,99.823000,79.082000 - 0.166378
|
||||
96 v1 0,1 0,1 20.236000 23.512000 33.907000,38.738000 112.382000,115.346000 - 22.010675
|
||||
97 r1 1,2 1,2 -1.491000 -0.350000 51.317000,31.901000 129.600000,79.655000 19.650000 32.973939
|
||||
98 v1 0,2,3 0,2,3 -13.154000 -8.153000 48.502000,53.851000,20.457000 125.445000,123.582000,54.708000 20.953000 -
|
||||
99 r1 1,3 1,3 -4.098000 22.724000 26.257000,26.655000 58.450000,86.237000 - -
|
||||
100 v1 2,3 2,3 -16.513000 14.577000 54.111000,40.140000 115.730000,88.030000 13.047750 -
|
||||
101 r1 2,3 2,3 17.880000 21.302000 34.514000,56.772000 92.826000,141.175000 - 12.465474
|
||||
102 v1 1,3 1,3 5.844000 20.374000 58.776000,57.095000 138.651000,143.276000 11.489608 10.772165
|
||||
103 r1 0,1 0,1 -18.507000 -16.176000 24.167000,29.953000 104.062000,107.827000 5.827823 6.104251
|
||||
104 v1 0,1 0,1 -15.032000 4.623000 43.531000,20.640000 104.818000,73.851000 - 2.864757
|
||||
105 r1 1,3 1,3 -4.912000 3.556000 41.594000,55.948000 82.520000,126.511000 15.744000 3.745218
|
||||
106 v1 0,2,3 0,2,3 -16.560000 8.497000 59.560000,57.134000,46.600000 127.655000,109.698000,81.134000 4.303000 -
|
||||
107 r1 1,3 1,3 -16.468000 22.070000 54.778000,51.963000 116.407000,84.067000 - -
|
||||
108 v1 1,2,3 1,2,3 -10.318000 11.231000 58.356000,20.604000,47.133000 91.548000,98.401000,129.832000 19.258462 -
|
||||
109 r1 1,2 1,2 -17.550000 19.257000 41.840000,38.907000 87.497000,82.092000 0.043000 7.088878
|
||||
110 v1 0,2,3 0,2,3 8.702000 23.266000 52.136000,37.757000,45.881000 133.447000,71.776000,109.855000 - -
|
||||
111 r1 0,2 0,2 -15.439000 8.990000 39.740000,46.693000 94.463000,113.001000 - 10.318853
|
||||
112 v1 1,2 1,2 -8.762000 13.737000 40.655000,27.599000 114.900000,111.306000 14.694770 10.140595
|
||||
113 r1 0,1,3 0,1,3 -17.209000 7.929000 59.773000,48.684000,54.920000 91.990000,133.472000,90.988000 - -
|
||||
114 v1 0,1 0,1 -0.539000 0.625000 42.714000,49.409000 96.720000,97.920000 - 0.824500
|
||||
115 r1 2,3 2,3 -13.180000 9.094000 58.414000,57.052000 103.870000,92.037000 10.206000 -
|
||||
116 v1 2,3 2,3 0.559000 1.598000 45.585000,28.618000 100.884000,101.956000 11.202000 -
|
||||
117 r1 1,3 1,3 -17.902000 -15.732000 33.253000,34.201000 117.315000,90.860000 7.876917 -
|
||||
118 v1 0,1,2 0,1,2 -5.652000 21.841000 32.030000,53.030000,36.882000 96.745000,101.844000,92.900000 - 9.883359
|
||||
119 r1 0,1 0,1 -19.133000 -10.566000 25.674000,20.435000 71.046000,62.200000 7.041177 -
|
||||
|
File diff suppressed because it is too large
Load Diff
Reference in New Issue
Block a user