17-Transpose-MAB

3 files changed, 718 insertions, 4 deletions

diff --git a/NOTE.md b/NOTE.md
index 6bc55e1..49126bb 100644
--- a/NOTE.md
+++ b/NOTE.md
@@ -8,7 +8,7 @@ M = 自分の点
 | 問題            | m   | M   | m-M |
 |-----------------|-----|-----|-----|
 | Mul 7           |  80 |  80 |   0 |
-| Abs             |  80 |  68 |  12 |
+| Abs             |  94 |  68 |  26 |
 | FAM 8           |  90 |  90 |   0 |
 | FMul 2          | 100 |  85 |  15 |
 | Lesseq          | 100 | 100 |   0 |
@@ -20,9 +20,9 @@ M = 自分の点
 | Matrix Square   | 100 |  92 |   8 |
 | Contains        |  25 |  17 |   8 |
 | Count Up        |  64 |  33 |  31 |
-| Transpose MAB   |  67 |  17 |  50 |
-| Inversion Small |  63 |  28 |  35 |
-| Inversion       |  54 |  19 |  35 |
+| Transpose MAB   |  69 |  51 |  18 |
+| Inversion Small |  55 |  28 |  27 |
+| Inversion       |  52 |  19 |  33 |
 
 # 短縮テクニックメモ
 
diff --git a/problems/17-Transpose-MAB/02.vsm b/problems/17-Transpose-MAB/02.vsm
new file mode 100644
index 0000000..d6ad11c
--- /dev/null
+++ b/problems/17-Transpose-MAB/02.vsm
@@ -0,0 +1,143 @@
+l1bmd $lm0v $lb0
+l1bmd $lm8v $lb256
+l1bmd $lm16v $lb512
+l1bmd $lm24v $lb768
+
+imm i"5" $s1/1000
+nop
+
+# 128.times { |i| puts "l1bmp $llb#{i*8} $llm#{i*4}v" }
+l1bmp $llb0 $llm0v
+l1bmp $llb8 $llm4v
+l1bmp $llb16 $llm8v
+l1bmp $llb24 $llm12v
+l1bmp $llb32 $llm16v
+l1bmp $llb40 $llm20v
+l1bmp $llb48 $llm24v
+l1bmp $llb56 $llm28v
+l1bmp $llb64 $llm32v
+l1bmp $llb72 $llm36v
+l1bmp $llb80 $llm40v
+l1bmp $llb88 $llm44v
+l1bmp $llb96 $llm48v
+l1bmp $llb104 $llm52v
+l1bmp $llb112 $llm56v
+l1bmp $llb120 $llm60v
+l1bmp $llb128 $llm64v
+l1bmp $llb136 $llm68v
+l1bmp $llb144 $llm72v
+l1bmp $llb152 $llm76v
+l1bmp $llb160 $llm80v
+l1bmp $llb168 $llm84v
+l1bmp $llb176 $llm88v
+l1bmp $llb184 $llm92v
+l1bmp $llb192 $llm96v
+l1bmp $llb200 $llm100v
+l1bmp $llb208 $llm104v
+l1bmp $llb216 $llm108v
+l1bmp $llb224 $llm112v
+l1bmp $llb232 $llm116v
+l1bmp $llb240 $llm120v
+l1bmp $llb248 $llm124v
+l1bmp $llb256 $llm128v
+l1bmp $llb264 $llm132v
+l1bmp $llb272 $llm136v
+l1bmp $llb280 $llm140v
+l1bmp $llb288 $llm144v
+l1bmp $llb296 $llm148v
+l1bmp $llb304 $llm152v
+l1bmp $llb312 $llm156v
+l1bmp $llb320 $llm160v
+l1bmp $llb328 $llm164v
+l1bmp $llb336 $llm168v
+l1bmp $llb344 $llm172v
+l1bmp $llb352 $llm176v
+l1bmp $llb360 $llm180v
+l1bmp $llb368 $llm184v
+l1bmp $llb376 $llm188v
+l1bmp $llb384 $llm192v
+l1bmp $llb392 $llm196v
+l1bmp $llb400 $llm200v
+l1bmp $llb408 $llm204v
+l1bmp $llb416 $llm208v
+l1bmp $llb424 $llm212v
+l1bmp $llb432 $llm216v
+l1bmp $llb440 $llm220v
+l1bmp $llb448 $llm224v
+l1bmp $llb456 $llm228v
+l1bmp $llb464 $llm232v
+l1bmp $llb472 $llm236v
+l1bmp $llb480 $llm240v
+l1bmp $llb488 $llm244v
+l1bmp $llb496 $llm248v
+l1bmp $llb504 $llm252v
+l1bmp $llb512 $llm256v
+l1bmp $llb520 $llm260v
+l1bmp $llb528 $llm264v
+l1bmp $llb536 $llm268v
+l1bmp $llb544 $llm272v
+l1bmp $llb552 $llm276v
+l1bmp $llb560 $llm280v
+l1bmp $llb568 $llm284v
+l1bmp $llb576 $llm288v
+l1bmp $llb584 $llm292v
+l1bmp $llb592 $llm296v
+l1bmp $llb600 $llm300v
+l1bmp $llb608 $llm304v
+l1bmp $llb616 $llm308v
+l1bmp $llb624 $llm312v
+l1bmp $llb632 $llm316v
+l1bmp $llb640 $llm320v
+l1bmp $llb648 $llm324v
+l1bmp $llb656 $llm328v
+l1bmp $llb664 $llm332v
+l1bmp $llb672 $llm336v
+l1bmp $llb680 $llm340v
+l1bmp $llb688 $llm344v
+l1bmp $llb696 $llm348v
+l1bmp $llb704 $llm352v
+l1bmp $llb712 $llm356v
+l1bmp $llb720 $llm360v
+l1bmp $llb728 $llm364v
+l1bmp $llb736 $llm368v
+l1bmp $llb744 $llm372v
+l1bmp $llb752 $llm376v
+l1bmp $llb760 $llm380v
+l1bmp $llb768 $llm384v
+l1bmp $llb776 $llm388v
+l1bmp $llb784 $llm392v
+l1bmp $llb792 $llm396v
+l1bmp $llb800 $llm400v
+l1bmp $llb808 $llm404v
+l1bmp $llb816 $llm408v
+l1bmp $llb824 $llm412v
+l1bmp $llb832 $llm416v
+l1bmp $llb840 $llm420v
+l1bmp $llb848 $llm424v
+l1bmp $llb856 $llm428v
+l1bmp $llb864 $llm432v
+l1bmp $llb872 $llm436v
+l1bmp $llb880 $llm440v
+l1bmp $llb888 $llm444v
+l1bmp $llb896 $llm448v
+l1bmp $llb904 $llm452v
+l1bmp $llb912 $llm456v
+l1bmp $llb920 $llm460v
+l1bmp $llb928 $llm464v
+l1bmp $llb936 $llm468v
+l1bmp $llb944 $llm472v
+l1bmp $llb952 $llm476v
+l1bmp $llb960 $llm480v
+l1bmp $llb968 $llm484v
+l1bmp $llb976 $llm488v
+l1bmp $llb984 $llm492v
+l1bmp $llb992 $llm496v
+l1bmp $llb1000 $llm500v
+l1bmp $llb1008 $llm504v
+l1bmp $llb1016 $llm508v
+
+llsl $mabid $ls0 $t # mabid x 32
+nop
+
+lpassa $llmt0v $lln0v
+lpassa $llmt16v $lln16v
diff --git a/problems/17-Transpose-MAB/03.vsm b/problems/17-Transpose-MAB/03.vsm
new file mode 100644
index 0000000..b55ad24
--- /dev/null
+++ b/problems/17-Transpose-MAB/03.vsm
@@ -0,0 +1,571 @@
+# $ls0 = 0b0011 (3)
+# $ls2 = 0b1100 (12)
+# $ls4 = 2
+# $ls6 = 5
+
+ipackbit $subpeid $ln0 $t
+imm i"0b0011" $s1/1000
+
+l1bmd $lmt0v8 $lb0
+
+imm i"0b1100" $s3/1000
+imm i"2" $s5/1000
+imm i"5" $s7/1000
+
+# 32.times { |i| puts "l1bmp $llb#{i*8} $llm#{i*16}v" }
+l1bmp $llb0 $llm0v
+l1bmp $llb8 $llm16v
+l1bmp $llb16 $llm32v
+l1bmp $llb24 $llm48v
+l1bmp $llb32 $llm64v
+l1bmp $llb40 $llm80v
+l1bmp $llb48 $llm96v
+l1bmp $llb56 $llm112v
+l1bmp $llb64 $llm128v
+l1bmp $llb72 $llm144v
+l1bmp $llb80 $llm160v
+l1bmp $llb88 $llm176v
+l1bmp $llb96 $llm192v
+l1bmp $llb104 $llm208v
+l1bmp $llb112 $llm224v
+l1bmp $llb120 $llm240v
+l1bmp $llb128 $llm256v
+l1bmp $llb136 $llm272v
+l1bmp $llb144 $llm288v
+l1bmp $llb152 $llm304v
+l1bmp $llb160 $llm320v
+l1bmp $llb168 $llm336v
+l1bmp $llb176 $llm352v
+l1bmp $llb184 $llm368v
+l1bmp $llb192 $llm384v
+l1bmp $llb200 $llm400v
+l1bmp $llb208 $llm416v
+l1bmp $llb216 $llm432v
+l1bmp $llb224 $llm448v; land $mabid $ls0 $nowrite
+l1bmp $llb232 $llm464v; llsl $aluf $ls4 $lr0v
+l1bmp $llb240 $llm480v; land $mabid $ls2 $nowrite
+l1bmp $llb248 $llm496v; llsl $aluf $ls6 $nowrite
+
+# d getd $lm0n0c0b0m0p0 256
+
+ladd $aluf $lr0 $t
+
+nop
+
+lpassa $llmt0v16 $lln0v
+lpassa $llmt64v16 $lln16v
+
+# expected:
+# mab[0] $lm0 = -0.250919762305275
+# mab[0] $lm2 = -0.39151551408092455
+# mab[0] $lm4 = -0.869896814029441
+# mab[0] $lm6 = 0.0934205586865593
+# mab[0] $lm8 = -0.4381309806252385
+# mab[0] $lm10 = 0.726206851751187
+# mab[0] $lm12 = 0.045465658763988115
+# mab[0] $lm14 = 0.8593953046851461
+# mab[0] $lm16 = -0.9860957389376186
+# mab[0] $lm18 = -0.4303190112450648
+# mab[0] $lm20 = -0.26443373456149355
+# mab[0] $lm22 = 0.3818754762049319
+# mab[0] $lm24 = 0.8008361143266609
+# mab[0] $lm26 = -0.9898768323075626
+# mab[0] $lm28 = -0.4695952646365491
+# mab[0] $lm30 = 0.8809171687058286
+# mab[1] $lm0 = 0.9014286128198323
+# mab[1] $lm2 = 0.04951286326447568
+# mab[1] $lm4 = 0.8977710745066665
+# mab[1] $lm6 = -0.6302910889489459
+# mab[1] $lm8 = 0.08539216631649693
+# mab[1] $lm10 = 0.24659625365511584
+# mab[1] $lm12 = -0.14491796328290074
+# mab[1] $lm14 = 0.6162407591288339
+# mab[1] $lm16 = 0.021494605155131463
+# mab[1] $lm18 = -0.9262261052909344
+# mab[1] $lm20 = 0.26461166118715895
+# mab[1] $lm22 = -0.22652930739892518
+# mab[1] $lm24 = 0.2662029145465359
+# mab[1] $lm26 = -0.6783838971650027
+# mab[1] $lm28 = -0.5120207132418328
+# mab[1] $lm30 = 0.9078571540051747
+# mab[2] $lm0 = 0.4639878836228102
+# mab[2] $lm2 = -0.13610996271576847
+# mab[2] $lm4 = 0.9312640661491187
+# mab[2] $lm6 = 0.9391692555291171
+# mab[2] $lm8 = -0.7181515500504747
+# mab[2] $lm10 = -0.3382039502947016
+# mab[2] $lm12 = -0.9491617465118096
+# mab[2] $lm14 = 0.26680751302084693
+# mab[2] $lm16 = -0.16517799370244202
+# mab[2] $lm18 = 0.2191286679597937
+# mab[2] $lm20 = 0.2670594215217894
+# mab[2] $lm22 = 0.873459977473469
+# mab[2] $lm24 = -0.32194041790259864
+# mab[2] $lm26 = 0.09746757873317224
+# mab[2] $lm28 = 0.9460211095048912
+# mab[2] $lm30 = 0.829728780440897
+# mab[3] $lm0 = 0.1973169683940732
+# mab[3] $lm2 = -0.4175417196039162
+# mab[3] $lm4 = 0.6167946962329223
+# mab[3] $lm6 = 0.5502656467222291
+# mab[3] $lm8 = 0.6043939615080793
+# mab[3] $lm10 = -0.8728832994279527
+# mab[3] $lm12 = -0.7842171460133911
+# mab[3] $lm14 = 0.7429211803754354
+# mab[3] $lm16 = -0.5557843790585395
+# mab[3] $lm18 = 0.005358046457722976
+# mab[3] $lm20 = 0.07154936814951696
+# mab[3] $lm22 = -0.7249581117080135
+# mab[3] $lm24 = -0.3015808507746782
+# mab[3] $lm26 = 0.3837903953853865
+# mab[3] $lm28 = -0.2138045506664792
+# mab[3] $lm30 = -0.2596825994891112
+# mab[4] $lm0 = -0.687962719115127
+# mab[4] $lm2 = 0.22370578944475894
+# mab[4] $lm4 = -0.39077246165325863
+# mab[4] $lm6 = 0.8789978831283782
+# mab[4] $lm8 = -0.8508987126404584
+# mab[4] $lm10 = -0.3780353565686756
+# mab[4] $lm12 = -0.9371416286265315
+# mab[4] $lm14 = 0.6073441537982289
+# mab[4] $lm16 = -0.7602692653326344
+# mab[4] $lm18 = -0.8970424975000213
+# mab[4] $lm20 = -0.8194204598911834
+# mab[4] $lm22 = -0.317867297899483
+# mab[4] $lm24 = 0.45191135774047875
+# mab[4] $lm26 = 0.30392251900520106
+# mab[4] $lm28 = 0.7840931103542266
+# mab[4] $lm30 = -0.9690867669422651
+# mab[5] $lm0 = -0.6880109593275947
+# mab[5] $lm2 = -0.7210122786959163
+# mab[5] $lm4 = -0.8046557719872323
+# mab[5] $lm6 = 0.7896547008552977
+# mab[5] $lm8 = 0.9737738732010346
+# mab[5] $lm10 = -0.3496333559465059
+# mab[5] $lm12 = 0.2728208225275608
+# mab[5] $lm14 = -0.6268598822279283
+# mab[5] $lm16 = -0.3247696571927441
+# mab[5] $lm18 = -0.44270707152677713
+# mab[5] $lm20 = 0.6706049911784759
+# mab[5] $lm22 = -0.7730529575188219
+# mab[5] $lm24 = 0.7942205199051542
+# mab[5] $lm26 = -0.5514613810788804
+# mab[5] $lm28 = 0.2622772519945258
+# mab[5] $lm30 = 0.8566371251754508
+# mab[6] $lm0 = -0.8838327756636011
+# mab[6] $lm2 = -0.4157107029295637
+# mab[6] $lm4 = 0.3684660530243138
+# mab[6] $lm6 = 0.19579995762217028
+# mab[6] $lm8 = 0.5444895385933148
+# mab[6] $lm10 = 0.45921235667612814
+# mab[6] $lm12 = -0.37128803784734665
+# mab[6] $lm14 = 0.7851179969799555
+# mab[6] $lm16 = 0.8858194078250383
+# mab[6] $lm18 = 0.8165317719333074
+# mab[6] $lm20 = -0.35843987005652833
+# mab[6] $lm22 = 0.8493872365571256
+# mab[6] $lm24 = 0.7741728485302346
+# mab[6] $lm26 = 0.4243584426950717
+# mab[6] $lm28 = 0.5896226070832968
+# mab[6] $lm30 = -0.14363170336537134
+# mab[7] $lm0 = 0.7323522915498704
+# mab[7] $lm2 = -0.2672763134126166
+# mab[7] $lm4 = -0.1196950125207974
+# mab[7] $lm6 = 0.8437484700462337
+# mab[7] $lm8 = -0.6025686369316552
+# mab[7] $lm10 = 0.27511494271042625
+# mab[7] $lm12 = 0.01714138232940554
+# mab[7] $lm14 = 0.07868448383130144
+# mab[7] $lm16 = -0.35359413595848954
+# mab[7] $lm18 = -0.5208762186660552
+# mab[7] $lm20 = -0.6269629792002915
+# mab[7] $lm22 = 0.754678706761962
+# mab[7] $lm24 = 0.5597510917152477
+# mab[7] $lm26 = -0.5255018250063999
+# mab[7] $lm28 = 0.005274186210384224
+# mab[7] $lm30 = 0.9333096380873391
+# mab[8] $lm0 = 0.2022300234864176
+# mab[8] $lm2 = -0.08786003156592814
+# mab[8] $lm4 = -0.7559235303104423
+# mab[8] $lm6 = -0.823014995896161
+# mab[8] $lm8 = -0.9889557657527952
+# mab[8] $lm10 = 0.7744254851526531
+# mab[8] $lm12 = 0.815132947852186
+# mab[8] $lm14 = 0.6148803103281251
+# mab[8] $lm16 = 0.037581243486732197
+# mab[8] $lm18 = -0.7102102558175538
+# mab[8] $lm20 = -0.9184497168904722
+# mab[8] $lm22 = -0.4841167445696888
+# mab[8] $lm24 = 0.2840632923085755
+# mab[8] $lm26 = -0.34920060368146455
+# mab[8] $lm28 = 0.15380776925271822
+# mab[8] $lm30 = 0.9272399541785057
+# mab[9] $lm0 = 0.416145155592091
+# mab[9] $lm2 = 0.5703519227860272
+# mab[9] $lm4 = -0.00964617977745963
+# mab[9] $lm6 = -0.6080342751617096
+# mab[9] $lm8 = 0.6309228569096683
+# mab[9] $lm10 = -0.05557014967610141
+# mab[9] $lm12 = -0.5014155417022501
+# mab[9] $lm14 = 0.7921825998469865
+# mab[9] $lm16 = 0.4060379177903557
+# mab[9] $lm18 = -0.02109447944487397
+# mab[9] $lm20 = 0.18178588637648363
+# mab[9] $lm22 = 0.3199680920683581
+# mab[9] $lm24 = -0.8317200700099023
+# mab[9] $lm26 = 0.4929828102360483
+# mab[9] $lm28 = -0.0149646123622722
+# mab[9] $lm30 = 0.7060189109347201
+# mab[10] $lm0 = -0.9588310114083951
+# mab[10] $lm2 = -0.6006524356832805
+# mab[10] $lm4 = -0.9312229577695632
+# mab[10] $lm6 = -0.9095454221789239
+# mab[10] $lm8 = 0.41371468769523423
+# mab[10] $lm10 = -0.7608115081233966
+# mab[10] $lm12 = -0.17923415392874054
+# mab[10] $lm14 = -0.36399305005627225
+# mab[10] $lm16 = -0.27274079524141204
+# mab[10] $lm18 = 0.9713009082212014
+# mab[10] $lm20 = 0.35512872368456483
+# mab[10] $lm22 = 0.6344444004024317
+# mab[10] $lm24 = -0.6767425718107725
+# mab[10] $lm26 = 0.2992657980944293
+# mab[10] $lm28 = -0.609514024403911
+# mab[10] $lm30 = -0.4111022158608286
+# mab[11] $lm0 = 0.9398197043239886
+# mab[11] $lm2 = 0.02846887682722321
+# mab[11] $lm4 = 0.8186408041575641
+# mab[11] $lm6 = -0.3493393384734713
+# mab[11] $lm8 = 0.4580143360819746
+# mab[11] $lm10 = 0.42648957444599
+# mab[11] $lm12 = 0.5111022770860973
+# mab[11] $lm14 = -0.7798961509446465
+# mab[11] $lm16 = 0.9435641654419213
+# mab[11] $lm18 = -0.5158894569769992
+# mab[11] $lm20 = -0.9668243421442877
+# mab[11] $lm22 = 0.11040162319892466
+# mab[11] $lm24 = 0.7971083770541585
+# mab[11] $lm26 = 0.6984468209883559
+# mab[11] $lm28 = 0.44490423052301065
+# mab[11] $lm30 = -0.22980454279614948
+# mab[12] $lm0 = 0.6648852816008435
+# mab[12] $lm2 = 0.18482913772408494
+# mab[12] $lm4 = -0.48244003679996617
+# mab[12] $lm6 = -0.22264542062103598
+# mab[12] $lm8 = 0.5425406933718915
+# mab[12] $lm10 = 0.5215700972337949
+# mab[12] $lm12 = -0.5424036690167551
+# mab[12] $lm14 = -0.5441296749161166
+# mab[12] $lm16 = 0.9248945898842225
+# mab[12] $lm18 = 0.3442710948117571
+# mab[12] $lm20 = 0.024186116598561958
+# mab[12] $lm22 = 0.05930115671201297
+# mab[12] $lm24 = 0.21285811931917986
+# mab[12] $lm26 = 0.31522578460068673
+# mab[12] $lm28 = -0.4384552751182884
+# mab[12] $lm30 = 0.7022733430337138
+# mab[13] $lm0 = -0.5753217786434477
+# mab[13] $lm2 = -0.9070991745600046
+# mab[13] $lm4 = 0.32504456870796394
+# mab[13] $lm6 = -0.4573019364522082
+# mab[13] $lm8 = -0.8519106965318193
+# mab[13] $lm10 = 0.12255439513899247
+# mab[13] $lm12 = -0.846040180342414
+# mab[13] $lm14 = -0.14578442274748737
+# mab[13] $lm16 = -0.4964354083492717
+# mab[13] $lm18 = 0.5232392306574352
+# mab[13] $lm20 = -0.5470084496041241
+# mab[13] $lm22 = -0.5162954181990966
+# mab[13] $lm24 = -0.9816058967667407
+# mab[13] $lm26 = 0.13661720667094324
+# mab[13] $lm28 = -0.9513680671370923
+# mab[13] $lm30 = -0.36615598968744467
+# mab[14] $lm0 = -0.6363500655857988
+# mab[14] $lm2 = 0.21508970380287673
+# mab[14] $lm4 = -0.3765778478211781
+# mab[14] $lm6 = 0.6574750183038587
+# mab[14] $lm8 = -0.2830685429114548
+# mab[14] $lm10 = 0.541934359909122
+# mab[14] $lm12 = -0.42049709417246395
+# mab[14] $lm14 = 0.6360295318449862
+# mab[14] $lm16 = -0.005502988215229099
+# mab[14] $lm18 = -0.5247249120152007
+# mab[14] $lm20 = 0.2903455808188997
+# mab[14] $lm22 = -0.8137944643882016
+# mab[14] $lm24 = -0.7970569142679358
+# mab[14] $lm26 = -0.812650464343815
+# mab[14] $lm28 = 0.29094459181433563
+# mab[14] $lm30 = -0.661014506627815
+# mab[15] $lm0 = -0.6331909802931324
+# mab[15] $lm2 = -0.6589517526254169
+# mab[15] $lm4 = 0.040136042355621626
+# mab[15] $lm6 = -0.28649334661282144
+# mab[15] $lm8 = -0.7682618809497406
+# mab[15] $lm10 = -0.012408807271218514
+# mab[15] $lm12 = -0.6775574254919912
+# mab[15] $lm14 = 0.7214611665126869
+# mab[15] $lm16 = -0.3982433803664607
+# mab[15] $lm18 = 0.45643269722371915
+# mab[15] $lm20 = -0.6512671419900171
+# mab[15] $lm22 = 0.7944315159066535
+# mab[15] $lm24 = 0.3270035382161116
+# mab[15] $lm26 = -0.26456839388113296
+# mab[15] $lm28 = -0.6457786411859021
+# mab[15] $lm30 = 0.11360252491670031
+
+# $lm0:  (-0.25092)
+# $lm2:  (-0.391516)
+# $lm4:  (0.901429)
+# $lm6:  (0.0495129)
+# $lm8:  (0.463988)
+# $lm10:  (-0.13611)
+# $lm12:  (0.197317)
+# $lm14:  (-0.417542)
+# $lm16:  (-0.869897)
+# $lm18:  (0.0934206)
+# $lm20:  (0.897771)
+# $lm22:  (-0.630291)
+# $lm24:  (0.931264)
+# $lm26:  (0.939169)
+# $lm28:  (0.616795)
+# $lm30:  (0.550266)
+# $lm32:  (-0.438131)
+# $lm34:  (0.726207)
+# $lm36:  (0.0853922)
+# $lm38:  (0.246596)
+# $lm40:  (-0.718152)
+# $lm42:  (-0.338204)
+# $lm44:  (0.604394)
+# $lm46:  (-0.872883)
+# $lm48:  (0.0454657)
+# $lm50:  (0.859395)
+# $lm52:  (-0.144918)
+# $lm54:  (0.616241)
+# $lm56:  (-0.949162)
+# $lm58:  (0.266808)
+# $lm60:  (-0.784217)
+# $lm62:  (0.742921)
+# $lm64:  (-0.986096)
+# $lm66:  (-0.430319)
+# $lm68:  (0.0214946)
+# $lm70:  (-0.926226)
+# $lm72:  (-0.165178)
+# $lm74:  (0.219129)
+# $lm76:  (-0.555784)
+# $lm78:  (0.00535805)
+# $lm80:  (-0.264434)
+# $lm82:  (0.381875)
+# $lm84:  (0.264612)
+# $lm86:  (-0.226529)
+# $lm88:  (0.267059)
+# $lm90:  (0.87346)
+# $lm92:  (0.0715494)
+# $lm94:  (-0.724958)
+# $lm96:  (0.800836)
+# $lm98:  (-0.989877)
+# $lm100:  (0.266203)
+# $lm102:  (-0.678384)
+# $lm104:  (-0.32194)
+# $lm106:  (0.0974676)
+# $lm108:  (-0.301581)
+# $lm110:  (0.38379)
+# $lm112:  (-0.469595)
+# $lm114:  (0.880917)
+# $lm116:  (-0.512021)
+# $lm118:  (0.907857)
+# $lm120:  (0.946021)
+# $lm122:  (0.829729)
+# $lm124:  (-0.213805)
+# $lm126:  (-0.259683)
+# $lm128:  (-0.687963)
+# $lm130:  (0.223706)
+# $lm132:  (-0.688011)
+# $lm134:  (-0.721012)
+# $lm136:  (-0.883833)
+# $lm138:  (-0.415711)
+# $lm140:  (0.732352)
+# $lm142:  (-0.267276)
+# $lm144:  (-0.390772)
+# $lm146:  (0.878998)
+# $lm148:  (-0.804656)
+# $lm150:  (0.789655)
+# $lm152:  (0.368466)
+# $lm154:  (0.1958)
+# $lm156:  (-0.119695)
+# $lm158:  (0.843748)
+# $lm160:  (-0.850899)
+# $lm162:  (-0.378035)
+# $lm164:  (0.973774)
+# $lm166:  (-0.349633)
+# $lm168:  (0.54449)
+# $lm170:  (0.459212)
+# $lm172:  (-0.602569)
+# $lm174:  (0.275115)
+# $lm176:  (-0.937142)
+# $lm178:  (0.607344)
+# $lm180:  (0.272821)
+# $lm182:  (-0.62686)
+# $lm184:  (-0.371288)
+# $lm186:  (0.785118)
+# $lm188:  (0.0171414)
+# $lm190:  (0.0786845)
+# $lm192:  (-0.760269)
+# $lm194:  (-0.897042)
+# $lm196:  (-0.32477)
+# $lm198:  (-0.442707)
+# $lm200:  (0.885819)
+# $lm202:  (0.816532)
+# $lm204:  (-0.353594)
+# $lm206:  (-0.520876)
+# $lm208:  (-0.81942)
+# $lm210:  (-0.317867)
+# $lm212:  (0.670605)
+# $lm214:  (-0.773053)
+# $lm216:  (-0.35844)
+# $lm218:  (0.849387)
+# $lm220:  (-0.626963)
+# $lm222:  (0.754679)
+# $lm224:  (0.451911)
+# $lm226:  (0.303923)
+# $lm228:  (0.794221)
+# $lm230:  (-0.551461)
+# $lm232:  (0.774173)
+# $lm234:  (0.424358)
+# $lm236:  (0.559751)
+# $lm238:  (-0.525502)
+# $lm240:  (0.784093)
+# $lm242:  (-0.969087)
+# $lm244:  (0.262277)
+# $lm246:  (0.856637)
+# $lm248:  (0.589623)
+# $lm250:  (-0.143632)
+# $lm252:  (0.00527419)
+# $lm254:  (0.93331)
+# $lm256:  (0.20223)
+# $lm258:  (-0.08786)
+# $lm260:  (0.416145)
+# $lm262:  (0.570352)
+# $lm264:  (-0.958831)
+# $lm266:  (-0.600652)
+# $lm268:  (0.93982)
+# $lm270:  (0.0284689)
+# $lm272:  (-0.755924)
+# $lm274:  (-0.823015)
+# $lm276:  (-0.00964618)
+# $lm278:  (-0.608034)
+# $lm280:  (-0.931223)
+# $lm282:  (-0.909545)
+# $lm284:  (0.818641)
+# $lm286:  (-0.349339)
+# $lm288:  (-0.988956)
+# $lm290:  (0.774425)
+# $lm292:  (0.630923)
+# $lm294:  (-0.0555701)
+# $lm296:  (0.413715)
+# $lm298:  (-0.760812)
+# $lm300:  (0.458014)
+# $lm302:  (0.42649)
+# $lm304:  (0.815133)
+# $lm306:  (0.61488)
+# $lm308:  (-0.501416)
+# $lm310:  (0.792183)
+# $lm312:  (-0.179234)
+# $lm314:  (-0.363993)
+# $lm316:  (0.511102)
+# $lm318:  (-0.779896)
+# $lm320:  (0.0375812)
+# $lm322:  (-0.71021)
+# $lm324:  (0.406038)
+# $lm326:  (-0.0210945)
+# $lm328:  (-0.272741)
+# $lm330:  (0.971301)
+# $lm332:  (0.943564)
+# $lm334:  (-0.515889)
+# $lm336:  (-0.91845)
+# $lm338:  (-0.484117)
+# $lm340:  (0.181786)
+# $lm342:  (0.319968)
+# $lm344:  (0.355129)
+# $lm346:  (0.634444)
+# $lm348:  (-0.966824)
+# $lm350:  (0.110402)
+# $lm352:  (0.284063)
+# $lm354:  (-0.349201)
+# $lm356:  (-0.83172)
+# $lm358:  (0.492983)
+# $lm360:  (-0.676743)
+# $lm362:  (0.299266)
+# $lm364:  (0.797108)
+# $lm366:  (0.698447)
+# $lm368:  (0.153808)
+# $lm370:  (0.92724)
+# $lm372:  (-0.0149646)
+# $lm374:  (0.706019)
+# $lm376:  (-0.609514)
+# $lm378:  (-0.411102)
+# $lm380:  (0.444904)
+# $lm382:  (-0.229805)
+# $lm384:  (0.664885)
+# $lm386:  (0.184829)
+# $lm388:  (-0.575322)
+# $lm390:  (-0.907099)
+# $lm392:  (-0.63635)
+# $lm394:  (0.21509)
+# $lm396:  (-0.633191)
+# $lm398:  (-0.658952)
+# $lm400:  (-0.48244)
+# $lm402:  (-0.222645)
+# $lm404:  (0.325045)
+# $lm406:  (-0.457302)
+# $lm408:  (-0.376578)
+# $lm410:  (0.657475)
+# $lm412:  (0.040136)
+# $lm414:  (-0.286493)
+# $lm416:  (0.542541)
+# $lm418:  (0.52157)
+# $lm420:  (-0.851911)
+# $lm422:  (0.122554)
+# $lm424:  (-0.283069)
+# $lm426:  (0.541934)
+# $lm428:  (-0.768262)
+# $lm430:  (-0.0124088)
+# $lm432:  (-0.542404)
+# $lm434:  (-0.54413)
+# $lm436:  (-0.84604)
+# $lm438:  (-0.145784)
+# $lm440:  (-0.420497)
+# $lm442:  (0.63603)
+# $lm444:  (-0.677557)
+# $lm446:  (0.721461)
+# $lm448:  (0.924895)
+# $lm450:  (0.344271)
+# $lm452:  (-0.496435)
+# $lm454:  (0.523239)
+# $lm456:  (-0.00550299)
+# $lm458:  (-0.524725)
+# $lm460:  (-0.398243)
+# $lm462:  (0.456433)
+# $lm464:  (0.0241861)
+# $lm466:  (0.0593012)
+# $lm468:  (-0.547008)
+# $lm470:  (-0.516295)
+# $lm472:  (0.290346)
+# $lm474:  (-0.813794)
+# $lm476:  (-0.651267)
+# $lm478:  (0.794432)
+# $lm480:  (0.212858)
+# $lm482:  (0.315226)
+# $lm484:  (-0.981606)
+# $lm486:  (0.136617)
+# $lm488:  (-0.797057)
+# $lm490:  (-0.81265)
+# $lm492:  (0.327004)
+# $lm494:  (-0.264568)
+# $lm496:  (-0.438455)
+# $lm498:  (0.702273)
+# $lm500:  (-0.951368)
+# $lm502:  (-0.366156)
+# $lm504:  (0.290945)
+# $lm506:  (-0.661015)
+# $lm508:  (-0.645779)
+# $lm510:  (0.113603)