Previsão de Preço Mainframe - Projeção SN25
$1.1
5.279%
Add to portfolio
Add to favorites
Sentiment
Altista 64.52%
Baixista 35.48%
SMA 50
$1.17
SMA 200
$1.71
RSI (14)
57.07
Momentum (10)
0.2
MACD (12, 26)
0.04
Hull Moving Average (9)
1.08
Previsão de Preço Mainframe até $1.13 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.380049 | $1.13 |
| 2027 | $0.365864 | $0.961128 |
| 2028 | $0.660277 | $1.61 |
| 2029 | $1.45 | $4.77 |
| 2030 | $1.23 | $3.56 |
| 2031 | $1.45 | $3.25 |
| 2032 | $2.22 | $6.03 |
| 2033 | $5.17 | $16.08 |
| 2034 | $4.15 | $9.31 |
| 2035 | $4.91 | $10.97 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Mainframe hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.43, com um retorno de 39.54% nos próximos 90 dias.
$
≈ $3,954.43
(39.54% ROI)
Previsão de preço de longo prazo de Mainframe para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Mainframe'
'name_with_ticker' => 'Mainframe <small>SN25</small>'
'name_lang' => 'Mainframe'
'name_lang_with_ticker' => 'Mainframe <small>SN25</small>'
'name_with_lang' => 'Mainframe'
'name_with_lang_with_ticker' => 'Mainframe <small>SN25</small>'
'image' => '/uploads/coins/mainframe-2.png?1749250375'
'price_for_sd' => 1.1
'ticker' => 'SN25'
'marketcap' => '$4.12M'
'low24h' => '$1.03'
'high24h' => '$1.12'
'volume24h' => '$73.3K'
'current_supply' => '3.74M'
'max_supply' => '3.74M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$1.1'
'change_24h_pct' => '5.279%'
'ath_price' => '$5.22'
'ath_days' => 210
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '10 de jun. de 2025'
'ath_pct' => '-78.92%'
'fdv' => '$4.12M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$54.23'
'max_price_year' => 2037
'next_week_prediction_price' => '$1.10'
'next_week_prediction_price_date' => '13 de janeiro de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.972201'
'next_month_prediction_price_date' => '5 de fevereiro de 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.380049'
'current_year_max_price_prediction' => '$1.13'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$1.23'
'grand_prediction_max_price' => '$3.56'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 1.1208444214
107 => 1.125029247603
108 => 1.1344578747208
109 => 1.0538912883205
110 => 1.0900633203036
111 => 1.1113110002325
112 => 1.0153132093162
113 => 1.1094134325625
114 => 1.0524888032958
115 => 1.0331677291434
116 => 1.0591810101316
117 => 1.0490436092317
118 => 1.0403280672262
119 => 1.0354646450351
120 => 1.0545659276118
121 => 1.0536748299486
122 => 1.022421424254
123 => 0.98165263057705
124 => 0.99533597592505
125 => 0.99036468827807
126 => 0.97234810053656
127 => 0.98448910534324
128 => 0.93102626459655
129 => 0.83904622584851
130 => 0.89981105687024
131 => 0.89747167697532
201 => 0.89629205554987
202 => 0.94195514664613
203 => 0.93756569406398
204 => 0.92959879464573
205 => 0.97220178218103
206 => 0.9566511186396
207 => 1.0045745994771
208 => 1.0361401034532
209 => 1.0281340706078
210 => 1.0578215796665
211 => 0.99565121256539
212 => 1.0163017146742
213 => 1.0205577545385
214 => 0.97167606792793
215 => 0.9382838627917
216 => 0.93605698340812
217 => 0.87815950143121
218 => 0.90908786897113
219 => 0.93630355250345
220 => 0.92326935211383
221 => 0.91914311365613
222 => 0.94022317106456
223 => 0.94186127206367
224 => 0.90451239568565
225 => 0.91227840976973
226 => 0.94466397949278
227 => 0.91146237650552
228 => 0.84695708535233
301 => 0.83095888129092
302 => 0.82882442596372
303 => 0.7854360277156
304 => 0.83202795778469
305 => 0.81168933172344
306 => 0.87593880775679
307 => 0.83923985162339
308 => 0.83765783297375
309 => 0.83526637975315
310 => 0.79792019302883
311 => 0.80609663444747
312 => 0.83327637103023
313 => 0.84297440724461
314 => 0.84196282261378
315 => 0.83314317549312
316 => 0.83718076478106
317 => 0.82417428289525
318 => 0.81958142343486
319 => 0.80508509561236
320 => 0.78377949842605
321 => 0.78674217238963
322 => 0.74453020945079
323 => 0.72153089168327
324 => 0.71516498365136
325 => 0.70665222538147
326 => 0.71612652234953
327 => 0.74441062826344
328 => 0.71029399572345
329 => 0.65180342223717
330 => 0.65531880536678
331 => 0.66321682753241
401 => 0.64849891547741
402 => 0.63456964689809
403 => 0.64668001581053
404 => 0.62189678875679
405 => 0.66621176211858
406 => 0.66501316628042
407 => 0.68153104793013
408 => 0.69186001830675
409 => 0.66805508563252
410 => 0.66206820944033
411 => 0.66547860620775
412 => 0.60911234439495
413 => 0.67692472180202
414 => 0.67751116605781
415 => 0.67248967429913
416 => 0.70859767179613
417 => 0.78479680888164
418 => 0.75612762840688
419 => 0.74502605519649
420 => 0.72392195640833
421 => 0.75204191500616
422 => 0.74988274092553
423 => 0.7401181368905
424 => 0.73421247390269
425 => 0.74509383903524
426 => 0.73286415234403
427 => 0.73066736456497
428 => 0.71735722075256
429 => 0.71260610498449
430 => 0.70908856801718
501 => 0.70521610544221
502 => 0.71375779292504
503 => 0.69440120533638
504 => 0.67105905825414
505 => 0.66911841128978
506 => 0.6744767081818
507 => 0.67210606068537
508 => 0.66910706154162
509 => 0.66338115544739
510 => 0.66168240142386
511 => 0.66720252788205
512 => 0.66097062695412
513 => 0.67016613624249
514 => 0.66766546652679
515 => 0.65369692877337
516 => 0.63628695891756
517 => 0.63613197366719
518 => 0.63238102421983
519 => 0.62760362613959
520 => 0.62627466328573
521 => 0.64566011431929
522 => 0.68578741780103
523 => 0.67790946796258
524 => 0.68360209408563
525 => 0.71160418041193
526 => 0.72050520160294
527 => 0.7141874675938
528 => 0.70553936362123
529 => 0.70591983630615
530 => 0.73547302553954
531 => 0.73731622170135
601 => 0.74197338376461
602 => 0.74795915312975
603 => 0.71520686999988
604 => 0.7043772067161
605 => 0.69924551144539
606 => 0.68344187622764
607 => 0.7004847419087
608 => 0.69055459392462
609 => 0.69189451014983
610 => 0.69102188795037
611 => 0.69149839867773
612 => 0.66619937518039
613 => 0.67541700966529
614 => 0.66009090454453
615 => 0.63957097022387
616 => 0.63950218020881
617 => 0.64452440506322
618 => 0.64153698920014
619 => 0.63349792992607
620 => 0.63463984035266
621 => 0.62463550344111
622 => 0.63585454798809
623 => 0.63617627004203
624 => 0.63185632678595
625 => 0.6491408128404
626 => 0.6562222808797
627 => 0.6533788016864
628 => 0.65602277479936
629 => 0.67823683234517
630 => 0.68185869299242
701 => 0.68346728424525
702 => 0.68131198506397
703 => 0.65642880699238
704 => 0.6575324817513
705 => 0.64943444867007
706 => 0.64259246406613
707 => 0.6428661075688
708 => 0.64638377705097
709 => 0.66174564598817
710 => 0.69407379353487
711 => 0.69530062310269
712 => 0.69678757632805
713 => 0.69073939027773
714 => 0.6889151994916
715 => 0.69132177800209
716 => 0.70346253048738
717 => 0.73469184206171
718 => 0.72365331761575
719 => 0.71467882541632
720 => 0.72255187458095
721 => 0.72133988037305
722 => 0.71110942955056
723 => 0.71082229486955
724 => 0.6911867888682
725 => 0.68392798937834
726 => 0.67786199321289
727 => 0.67123808375706
728 => 0.66731120819619
729 => 0.67334467379071
730 => 0.67472459875805
731 => 0.66153232078869
801 => 0.65973426204861
802 => 0.67050736101348
803 => 0.66576652182065
804 => 0.67064259249763
805 => 0.67177388272085
806 => 0.67159171893909
807 => 0.66664173833986
808 => 0.66979670836326
809 => 0.66233426371609
810 => 0.65421997598522
811 => 0.64904356595092
812 => 0.64452646164484
813 => 0.6470328136495
814 => 0.63809812639469
815 => 0.63523974012215
816 => 0.66872787550841
817 => 0.69346592117636
818 => 0.69310622019501
819 => 0.6909166329786
820 => 0.68766335051657
821 => 0.70322453261184
822 => 0.69780332792551
823 => 0.70174770729162
824 => 0.70275171738538
825 => 0.70579055355069
826 => 0.706876676283
827 => 0.70359365902523
828 => 0.69257545212139
829 => 0.66511912809669
830 => 0.65233813514626
831 => 0.64812019458834
901 => 0.64827350871661
902 => 0.6440444206345
903 => 0.64529007660911
904 => 0.6436112323214
905 => 0.64043190739653
906 => 0.64683649929449
907 => 0.64757456884783
908 => 0.64607966056967
909 => 0.64643176558565
910 => 0.63405456352618
911 => 0.63499557531689
912 => 0.62975590208822
913 => 0.62877352652304
914 => 0.61552808887149
915 => 0.59206187611487
916 => 0.60506443590243
917 => 0.58935917211564
918 => 0.58341135074601
919 => 0.61156741203386
920 => 0.60874132440813
921 => 0.60390429086365
922 => 0.59674931012525
923 => 0.5940954581702
924 => 0.57797149379873
925 => 0.57701880396566
926 => 0.58501027609182
927 => 0.58132248667536
928 => 0.57614343365959
929 => 0.55738542862865
930 => 0.53629522041183
1001 => 0.53693180122958
1002 => 0.54364020406607
1003 => 0.56314579006456
1004 => 0.55552462016488
1005 => 0.54999537395982
1006 => 0.54895991235415
1007 => 0.5619208822349
1008 => 0.58026337002331
1009 => 0.5888692549036
1010 => 0.58034108435184
1011 => 0.5705443812113
1012 => 0.57114066113791
1013 => 0.57510744435156
1014 => 0.57552429718002
1015 => 0.56914765055288
1016 => 0.570942639227
1017 => 0.56821588729381
1018 => 0.551481815713
1019 => 0.55117914942242
1020 => 0.54707233838314
1021 => 0.54694798577702
1022 => 0.53996127570717
1023 => 0.53898378667155
1024 => 0.52511124976488
1025 => 0.53424219556676
1026 => 0.52811763651903
1027 => 0.51888648139667
1028 => 0.51729502677414
1029 => 0.51724718572645
1030 => 0.5267255179886
1031 => 0.53413143573572
1101 => 0.52822417584582
1102 => 0.52687920727631
1103 => 0.54123995287396
1104 => 0.53941241709556
1105 => 0.5378297828978
1106 => 0.57862100142403
1107 => 0.54633156898204
1108 => 0.53225153342097
1109 => 0.5148248156879
1110 => 0.52049904285493
1111 => 0.52169468589076
1112 => 0.47978657114471
1113 => 0.46278445421156
1114 => 0.45694996839137
1115 => 0.45359213931432
1116 => 0.4551223441897
1117 => 0.43981844480045
1118 => 0.45010291829316
1119 => 0.43685103502848
1120 => 0.4346293136738
1121 => 0.45832532254436
1122 => 0.46162248374862
1123 => 0.44755576970355
1124 => 0.45658887731463
1125 => 0.45331334692526
1126 => 0.43707820053185
1127 => 0.43645813735727
1128 => 0.42831191159004
1129 => 0.41556464568447
1130 => 0.40973880311082
1201 => 0.40670465371617
1202 => 0.4079566028908
1203 => 0.40732357907783
1204 => 0.40319267050442
1205 => 0.40756035792179
1206 => 0.39640272142346
1207 => 0.39195966066663
1208 => 0.389952833201
1209 => 0.38004978859914
1210 => 0.39580993646463
1211 => 0.39891488413524
1212 => 0.40202594951193
1213 => 0.42910564960149
1214 => 0.42775282431146
1215 => 0.43998170608075
1216 => 0.43950651422267
1217 => 0.43601863904731
1218 => 0.42130386741012
1219 => 0.42716891311912
1220 => 0.40911721405729
1221 => 0.42264277439063
1222 => 0.4164702734954
1223 => 0.42055584562898
1224 => 0.41320961855162
1225 => 0.41727532393451
1226 => 0.39965118241391
1227 => 0.38319400704034
1228 => 0.38981685482556
1229 => 0.39701664778261
1230 => 0.41262763338663
1231 => 0.40332985914871
]
'min_raw' => 0.38004978859914
'max_raw' => 1.1344578747208
'avg_raw' => 0.75725383165998
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.380049'
'max' => '$1.13'
'avg' => '$0.757253'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.71995021140086
'max_diff' => 0.034457874720826
'year' => 2026
]
1 => [
'items' => [
101 => 0.40667369035243
102 => 0.39547241557054
103 => 0.37236098620954
104 => 0.37249179438983
105 => 0.3689366044925
106 => 0.36586440135498
107 => 0.40439782036663
108 => 0.39960558058932
109 => 0.39196977369702
110 => 0.40219060465727
111 => 0.40489315458956
112 => 0.4049700923868
113 => 0.41242694681757
114 => 0.41640667136398
115 => 0.4171081150644
116 => 0.42884163662722
117 => 0.43277455828619
118 => 0.44897370599156
119 => 0.41606901954101
120 => 0.41539136917709
121 => 0.40233443270919
122 => 0.39405351717925
123 => 0.40290143408016
124 => 0.41073948059326
125 => 0.40257798266282
126 => 0.40364370199391
127 => 0.39268755784118
128 => 0.39660386384128
129 => 0.39997711415196
130 => 0.3981146036009
131 => 0.39532633515942
201 => 0.41009685016309
202 => 0.40926343982047
203 => 0.42301808296456
204 => 0.43374081089935
205 => 0.45295785627538
206 => 0.43290386761826
207 => 0.43217302056421
208 => 0.43931716774911
209 => 0.43277346455448
210 => 0.43690885909253
211 => 0.45229158028235
212 => 0.45261659294132
213 => 0.44717221214847
214 => 0.44684092108244
215 => 0.44788657396871
216 => 0.45401099558394
217 => 0.45187093448711
218 => 0.45434746736808
219 => 0.45744440965775
220 => 0.47025467604413
221 => 0.47334318790094
222 => 0.4658397052987
223 => 0.46651718576475
224 => 0.46371067729631
225 => 0.46099962528125
226 => 0.46709367429376
227 => 0.47823066864297
228 => 0.47816138597913
301 => 0.48074495219591
302 => 0.48235449254555
303 => 0.47544516710936
304 => 0.47094745031334
305 => 0.47267216113009
306 => 0.47543001128539
307 => 0.47177782749411
308 => 0.4492348572782
309 => 0.45607295439119
310 => 0.45493476066573
311 => 0.45331383439157
312 => 0.46018959391613
313 => 0.45952641013646
314 => 0.43966148119232
315 => 0.44093316949172
316 => 0.43973881676977
317 => 0.44359801475597
318 => 0.43256505519841
319 => 0.4359587192502
320 => 0.43808719352986
321 => 0.43934088123228
322 => 0.44387006087516
323 => 0.44333861391966
324 => 0.44383702538622
325 => 0.4505526031375
326 => 0.48451769089551
327 => 0.48636633568244
328 => 0.47726293264155
329 => 0.4808995625997
330 => 0.47391802832359
331 => 0.47860477905536
401 => 0.48181133487547
402 => 0.46732152570961
403 => 0.46646353324889
404 => 0.45945318369736
405 => 0.46322014845986
406 => 0.45722663666838
407 => 0.45869723481786
408 => 0.45458531418745
409 => 0.46198595264696
410 => 0.47026101638765
411 => 0.47235162428071
412 => 0.46685213497734
413 => 0.4628701422877
414 => 0.45587907487462
415 => 0.46750537578867
416 => 0.47090526048104
417 => 0.46748751764175
418 => 0.46669555194674
419 => 0.46519477838573
420 => 0.46701394815232
421 => 0.47088674397884
422 => 0.46906040498636
423 => 0.47026673406685
424 => 0.46566945157319
425 => 0.47544745438358
426 => 0.490977276051
427 => 0.49102720696705
428 => 0.48920085812992
429 => 0.488453555535
430 => 0.49032750027401
501 => 0.49134403842168
502 => 0.49740403208493
503 => 0.5039066467264
504 => 0.53425151194508
505 => 0.52573079521861
506 => 0.55265456486473
507 => 0.57394777104088
508 => 0.58033267253405
509 => 0.57445886359316
510 => 0.55436488050332
511 => 0.55337897382952
512 => 0.58340786802658
513 => 0.57492333000543
514 => 0.57391412120539
515 => 0.56317784465814
516 => 0.56952431381128
517 => 0.5681362479104
518 => 0.56594511797936
519 => 0.57805373902468
520 => 0.60071999667748
521 => 0.59718724785947
522 => 0.59455021474633
523 => 0.58299550327335
524 => 0.58995402041833
525 => 0.58747622574462
526 => 0.59812240411022
527 => 0.59181584388816
528 => 0.57485905128514
529 => 0.57755947639749
530 => 0.57715131257426
531 => 0.58555129513355
601 => 0.58302982886963
602 => 0.57665895581815
603 => 0.60064252587296
604 => 0.59908516623722
605 => 0.60129314613872
606 => 0.6022651671754
607 => 0.61686354362985
608 => 0.6228440313673
609 => 0.62420170678687
610 => 0.62988270758993
611 => 0.62406035831162
612 => 0.64735390668953
613 => 0.66284275714461
614 => 0.68083385399713
615 => 0.70712368204963
616 => 0.71700890059187
617 => 0.71522322434138
618 => 0.73515587192912
619 => 0.77097439656643
620 => 0.72246317226139
621 => 0.77354560924905
622 => 0.75737349947385
623 => 0.71902971812069
624 => 0.71656083064503
625 => 0.74252768455785
626 => 0.80011966731941
627 => 0.7856935288405
628 => 0.80014326331394
629 => 0.78328688050784
630 => 0.78244981902476
701 => 0.7993245864252
702 => 0.83875340025199
703 => 0.82002224876987
704 => 0.79316655005347
705 => 0.8129963800647
706 => 0.79581794614484
707 => 0.75711012658247
708 => 0.78568249744428
709 => 0.76657696674326
710 => 0.77215297630769
711 => 0.81230996010803
712 => 0.80747816557497
713 => 0.81373095511288
714 => 0.80269494524247
715 => 0.79238557180449
716 => 0.77314236069838
717 => 0.76744539456871
718 => 0.76901983105158
719 => 0.76744461435618
720 => 0.75667821459655
721 => 0.75435321159353
722 => 0.75047810472779
723 => 0.75167916238182
724 => 0.74439282777172
725 => 0.75814364661452
726 => 0.76069591976354
727 => 0.7707026189942
728 => 0.77174154770428
729 => 0.79961006262522
730 => 0.78426055291814
731 => 0.79455832924256
801 => 0.79363719920167
802 => 0.71986074413113
803 => 0.73002648870467
804 => 0.74584119707473
805 => 0.73871669239035
806 => 0.72864430964399
807 => 0.7205103205293
808 => 0.70818649527746
809 => 0.72553204266132
810 => 0.74833959297778
811 => 0.77231998481849
812 => 0.8011308543576
813 => 0.79470060367196
814 => 0.77178138565288
815 => 0.77280952503072
816 => 0.77916507810657
817 => 0.77093405941046
818 => 0.7685065713084
819 => 0.77883157851797
820 => 0.7789026811681
821 => 0.76943189940637
822 => 0.75890685861299
823 => 0.75886275830776
824 => 0.75698992895841
825 => 0.78362005268857
826 => 0.79826392813097
827 => 0.79994282485065
828 => 0.79815092500498
829 => 0.79884055613762
830 => 0.79031960767347
831 => 0.80979596905375
901 => 0.8276694042688
902 => 0.82287894182092
903 => 0.81569735760718
904 => 0.80997687986897
905 => 0.82153137906519
906 => 0.82101687540446
907 => 0.82751329540464
908 => 0.82721858026829
909 => 0.82503407856494
910 => 0.82287901983635
911 => 0.83142358409843
912 => 0.82896288681245
913 => 0.82649836738393
914 => 0.82155539637098
915 => 0.8222272282257
916 => 0.81504688401373
917 => 0.81172492823107
918 => 0.76177068374637
919 => 0.74842127731803
920 => 0.75262127233261
921 => 0.75400401974423
922 => 0.74819434095889
923 => 0.75652392795304
924 => 0.75522577064322
925 => 0.76027614133911
926 => 0.75712088898992
927 => 0.75725038164693
928 => 0.76652930603517
929 => 0.76922301726044
930 => 0.76785297399035
1001 => 0.76881250533439
1002 => 0.79092450016481
1003 => 0.78778088160171
1004 => 0.78611089689471
1005 => 0.78657349407143
1006 => 0.79222358283712
1007 => 0.7938052992081
1008 => 0.78710345579901
1009 => 0.79026408389363
1010 => 0.80372163717711
1011 => 0.80843101919478
1012 => 0.82346110596357
1013 => 0.8170760579657
1014 => 0.8287960899042
1015 => 0.86481947242981
1016 => 0.89359744301974
1017 => 0.86713203196531
1018 => 0.91997911010126
1019 => 0.96112814089321
1020 => 0.95954877255412
1021 => 0.95237348724131
1022 => 0.90552640968826
1023 => 0.86241703047336
1024 => 0.89847985670755
1025 => 0.89857178826801
1026 => 0.89547395951196
1027 => 0.87623361116275
1028 => 0.89480443709528
1029 => 0.89627852181847
1030 => 0.89545342636425
1031 => 0.88070189639629
1101 => 0.85817903667368
1102 => 0.86257994955137
1103 => 0.86978873462122
1104 => 0.85614100057389
1105 => 0.8517797226004
1106 => 0.8598881681202
1107 => 0.8860152690467
1108 => 0.88107609196054
1109 => 0.88094711008604
1110 => 0.9020790041977
1111 => 0.88695312856192
1112 => 0.86263545915643
1113 => 0.85649492692089
1114 => 0.83470017424288
1115 => 0.84975388754783
1116 => 0.85029564389006
1117 => 0.84205087895816
1118 => 0.86330447639116
1119 => 0.86310862074919
1120 => 0.88328574833132
1121 => 0.9218568380853
1122 => 0.91044946887699
1123 => 0.89718393960597
1124 => 0.89862627045096
1125 => 0.91444507984462
1126 => 0.90488066657692
1127 => 0.90832009627344
1128 => 0.91443987385584
1129 => 0.91813208761683
1130 => 0.8980950177107
1201 => 0.89342341823173
1202 => 0.88386696520638
1203 => 0.88137386499171
1204 => 0.88915739657893
1205 => 0.88710671100193
1206 => 0.85025011136728
1207 => 0.84639839163728
1208 => 0.84651651838241
1209 => 0.83683118598202
1210 => 0.82205872932531
1211 => 0.86087986340159
1212 => 0.85776198303384
1213 => 0.85432008441262
1214 => 0.85474169735452
1215 => 0.87159263588672
1216 => 0.86181824054525
1217 => 0.88780507255244
1218 => 0.88246296112744
1219 => 0.87698384470201
1220 => 0.87622646391405
1221 => 0.87411747154651
1222 => 0.86688495199671
1223 => 0.85815125003329
1224 => 0.85238450349673
1225 => 0.78627964760135
1226 => 0.79854832434128
1227 => 0.81266231860549
1228 => 0.81753441286721
1229 => 0.80920035849388
1230 => 0.86721403126003
1231 => 0.87781368830807
]
'min_raw' => 0.36586440135498
'max_raw' => 0.96112814089321
'avg_raw' => 0.6634962711241
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.365864'
'max' => '$0.961128'
'avg' => '$0.663496'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.014185387244153
'max_diff' => -0.17332973382762
'year' => 2027
]
2 => [
'items' => [
101 => 0.84570663571104
102 => 0.83970071709246
103 => 0.86760777828479
104 => 0.85077640888633
105 => 0.85835557349586
106 => 0.84197356519145
107 => 0.87526054131939
108 => 0.87500695033223
109 => 0.86205756479801
110 => 0.87300229677797
111 => 0.87110038025982
112 => 0.85648055588462
113 => 0.87572401582899
114 => 0.87573356034504
115 => 0.86327005831227
116 => 0.84871541654942
117 => 0.84611339036752
118 => 0.84415311317249
119 => 0.85787346547306
120 => 0.87017509044332
121 => 0.89306536468151
122 => 0.8988205234845
123 => 0.92128329143516
124 => 0.90790780681286
125 => 0.9138369859044
126 => 0.92027394854186
127 => 0.92336006514172
128 => 0.91833140375239
129 => 0.95322532842392
130 => 0.95617144478843
131 => 0.95715925212164
201 => 0.94539321705085
202 => 0.95584421006851
203 => 0.95095453653606
204 => 0.96367610867707
205 => 0.96567101362596
206 => 0.96398140010505
207 => 0.96461461442326
208 => 0.93483880542624
209 => 0.93329477264983
210 => 0.91224177618403
211 => 0.92082102785974
212 => 0.90478252806624
213 => 0.90986850156561
214 => 0.9121103502232
215 => 0.91093933570827
216 => 0.92130608587728
217 => 0.91249223044648
218 => 0.88923101683261
219 => 0.86596346571665
220 => 0.86567136056573
221 => 0.85954542506328
222 => 0.85511749571607
223 => 0.85597047199758
224 => 0.85897647166905
225 => 0.85494278155055
226 => 0.85580357385062
227 => 0.87009846146072
228 => 0.87296519922445
229 => 0.86322290419654
301 => 0.82410618385302
302 => 0.81450684256385
303 => 0.82140665871929
304 => 0.81810899100206
305 => 0.66027780652746
306 => 0.69735790217672
307 => 0.675326168463
308 => 0.68547940498961
309 => 0.66299070995769
310 => 0.67372349396042
311 => 0.67174154065363
312 => 0.73136523717784
313 => 0.73043429516632
314 => 0.73087988784288
315 => 0.70961058840532
316 => 0.74349315993377
317 => 0.76018493304654
318 => 0.75709573008052
319 => 0.75787321591281
320 => 0.74451343338041
321 => 0.73100923974083
322 => 0.71603101071404
323 => 0.74385870888076
324 => 0.74076474387927
325 => 0.74786118641921
326 => 0.76590943784528
327 => 0.7685671114264
328 => 0.7721390516709
329 => 0.77085876536127
330 => 0.8013603794148
331 => 0.79766643269679
401 => 0.8065677814662
402 => 0.78825703170057
403 => 0.76753668026844
404 => 0.77147494167636
405 => 0.77109565543328
406 => 0.76626690623437
407 => 0.76190772736556
408 => 0.75465092274002
409 => 0.77761252638024
410 => 0.77668032720526
411 => 0.79177154828519
412 => 0.78910402837101
413 => 0.77128967753127
414 => 0.77192592055659
415 => 0.77620496066979
416 => 0.79101476735879
417 => 0.79541132631262
418 => 0.79337466503262
419 => 0.79819529121495
420 => 0.8020053175967
421 => 0.7986737718683
422 => 0.84584143377429
423 => 0.82625413203301
424 => 0.83580084661414
425 => 0.83807768178923
426 => 0.83224561636492
427 => 0.83351038252485
428 => 0.83542615862899
429 => 0.84705837598591
430 => 0.87758468013968
501 => 0.89110457244981
502 => 0.93177983552456
503 => 0.88998193359944
504 => 0.88750181907611
505 => 0.89482866223114
506 => 0.91870934756989
507 => 0.93806240003823
508 => 0.94448292404635
509 => 0.94533150228533
510 => 0.95737683215294
511 => 0.96428099060096
512 => 0.95591421228339
513 => 0.94882424369745
514 => 0.92342885626193
515 => 0.92636844150693
516 => 0.9466192687986
517 => 0.97522475511586
518 => 0.99977123826965
519 => 0.9911759154005
520 => 1.0567521615398
521 => 1.0632537784896
522 => 1.0623554652496
523 => 1.0771671162315
524 => 1.0477690053727
525 => 1.035200743419
526 => 0.95035717538029
527 => 0.97419475727499
528 => 1.008844082491
529 => 1.0042581143704
530 => 0.97909484821938
531 => 0.99975214967583
601 => 0.99292219980079
602 => 0.98753513495946
603 => 1.0122143233315
604 => 0.98507854195126
605 => 1.008573382314
606 => 0.97844100652579
607 => 0.99121517811135
608 => 0.98396394050223
609 => 0.98865637991359
610 => 0.96122447499708
611 => 0.97602606501818
612 => 0.96060868018909
613 => 0.96060137034128
614 => 0.96026103071667
615 => 0.97839951559694
616 => 0.97899101093769
617 => 0.96558664320544
618 => 0.96365486439965
619 => 0.97079766313093
620 => 0.96243531651855
621 => 0.9663480058665
622 => 0.96255382789298
623 => 0.96169967851352
624 => 0.95489367093649
625 => 0.95196145573723
626 => 0.95311125287074
627 => 0.94918640249303
628 => 0.94682153817241
629 => 0.95979059968053
630 => 0.95286175328719
701 => 0.9587286545971
702 => 0.95204258009248
703 => 0.92886573287548
704 => 0.91553648295027
705 => 0.87175756705223
706 => 0.88417321329334
707 => 0.89240479959611
708 => 0.88968426037215
709 => 0.89552903133414
710 => 0.89588785280194
711 => 0.89398765818181
712 => 0.89178747624171
713 => 0.89071654935096
714 => 0.89869836100066
715 => 0.90333207131874
716 => 0.89323094940601
717 => 0.89086439787157
718 => 0.90107718982357
719 => 0.90730698701455
720 => 0.95330430925209
721 => 0.94989667905134
722 => 0.95844916214157
723 => 0.95748628379416
724 => 0.96645064859012
725 => 0.9811035964083
726 => 0.95131005646531
727 => 0.95648118481631
728 => 0.95521334356344
729 => 0.96905530191648
730 => 0.96909851499956
731 => 0.96079956950981
801 => 0.96529856249482
802 => 0.962787348034
803 => 0.96732545197569
804 => 0.94985116807248
805 => 0.9711329596342
806 => 0.98319836408135
807 => 0.9833658922338
808 => 0.98908479818477
809 => 0.99489553784766
810 => 1.0060487466218
811 => 0.99458448090836
812 => 0.97396138291366
813 => 0.97545030397667
814 => 0.96335898916807
815 => 0.96356224635448
816 => 0.96247724356389
817 => 0.96573341861366
818 => 0.95056571538529
819 => 0.95412554501622
820 => 0.94914176268659
821 => 0.95647035104684
822 => 0.94858600143026
823 => 0.955212732172
824 => 0.95807260948053
825 => 0.96862561831776
826 => 0.94702731344462
827 => 0.90298690773158
828 => 0.91224473495077
829 => 0.89855168130696
830 => 0.89981902555483
831 => 0.90237926263186
901 => 0.89408069660775
902 => 0.89566380148728
903 => 0.89560724184085
904 => 0.89511984136387
905 => 0.89296106383517
906 => 0.88983040931745
907 => 0.90230197335142
908 => 0.90442113510517
909 => 0.90913176917515
910 => 0.9231474209138
911 => 0.92174692679328
912 => 0.92403119080979
913 => 0.91904465528735
914 => 0.90005033663598
915 => 0.90108181952318
916 => 0.88821921139149
917 => 0.90880284336614
918 => 0.90392836762388
919 => 0.9007857614025
920 => 0.89992827217895
921 => 0.91397866600733
922 => 0.91818276405372
923 => 0.91556305227773
924 => 0.91018994699599
925 => 0.92050789755292
926 => 0.92326854584257
927 => 0.92388655318583
928 => 0.94216798330193
929 => 0.92490828204797
930 => 0.92906286368647
1001 => 0.96147572365247
1002 => 0.93208173233224
1003 => 0.94765238509879
1004 => 0.94689028267164
1005 => 0.95485570174484
1006 => 0.94623688581447
1007 => 0.94634372636749
1008 => 0.95341647888027
1009 => 0.9434840735537
1010 => 0.94102467031511
1011 => 0.93762702235559
1012 => 0.94504566237476
1013 => 0.94949280155002
1014 => 0.98533347723883
1015 => 1.0084881882672
1016 => 1.0074829811952
1017 => 1.016668692164
1018 => 1.0125304452411
1019 => 0.99916695431265
1020 => 1.0219768038235
1021 => 1.0147588130336
1022 => 1.0153538554245
1023 => 1.0153317079169
1024 => 1.0201310407845
1025 => 1.0167302735954
1026 => 1.0100270123842
1027 => 1.0144769500043
1028 => 1.0276916738542
1029 => 1.0687105821616
1030 => 1.0916653066787
1031 => 1.0673286789229
1101 => 1.0841157588684
1102 => 1.0740494927493
1103 => 1.07222015275
1104 => 1.0827636795112
1105 => 1.0933256613203
1106 => 1.0926529087398
1107 => 1.0849854523101
1108 => 1.0806543007275
1109 => 1.1134512315532
1110 => 1.1376154515044
1111 => 1.1359676137028
1112 => 1.1432406338538
1113 => 1.1645944459635
1114 => 1.1665467709281
1115 => 1.1663008228562
1116 => 1.1614617817274
1117 => 1.1824873828922
1118 => 1.2000273092942
1119 => 1.1603416835194
1120 => 1.1754534502915
1121 => 1.1822376092661
1122 => 1.1921987674103
1123 => 1.2090049108833
1124 => 1.2272608403045
1125 => 1.2298424288907
1126 => 1.2280106682484
1127 => 1.2159703920494
1128 => 1.2359462478606
1129 => 1.2476476357033
1130 => 1.2546155443822
1201 => 1.2722850014422
1202 => 1.1822795059224
1203 => 1.11856914263
1204 => 1.1086198494131
1205 => 1.1288521284063
1206 => 1.1341872190274
1207 => 1.1320366506877
1208 => 1.0603248445094
1209 => 1.1082423015947
1210 => 1.1597974564043
1211 => 1.1617778998655
1212 => 1.1875874883307
1213 => 1.1959921483057
1214 => 1.2167722499602
1215 => 1.2154724489439
1216 => 1.2205320730132
1217 => 1.2193689530601
1218 => 1.2578597156085
1219 => 1.3003207426329
1220 => 1.2988504522848
1221 => 1.292746177274
1222 => 1.3018120665986
1223 => 1.345636396888
1224 => 1.3416017548255
1225 => 1.3455210659192
1226 => 1.3971924211614
1227 => 1.4643725331409
1228 => 1.4331606263534
1229 => 1.5008814830979
1230 => 1.5435081726901
1231 => 1.617226624658
]
'min_raw' => 0.66027780652746
'max_raw' => 1.617226624658
'avg_raw' => 1.1387522155927
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.660277'
'max' => '$1.61'
'avg' => '$1.13'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.29441340517248
'max_diff' => 0.65609848376476
'year' => 2028
]
3 => [
'items' => [
101 => 1.6079967114006
102 => 1.6366947637807
103 => 1.5914732403288
104 => 1.4876354817055
105 => 1.4712027589284
106 => 1.504101486071
107 => 1.5849797965402
108 => 1.5015543402529
109 => 1.5184312014062
110 => 1.5135706642587
111 => 1.5133116668901
112 => 1.5231965430326
113 => 1.5088580146274
114 => 1.4504402704525
115 => 1.4772127783499
116 => 1.4668746273293
117 => 1.4783455766469
118 => 1.5402495591346
119 => 1.5128803328701
120 => 1.484049076296
121 => 1.520209870208
122 => 1.5662549870549
123 => 1.5633735663937
124 => 1.5577824059705
125 => 1.5892994845326
126 => 1.6413564646796
127 => 1.6554272572315
128 => 1.6658140286286
129 => 1.6672461889183
130 => 1.681998329985
131 => 1.6026723494509
201 => 1.7285647177943
202 => 1.7503028521007
203 => 1.7462169838044
204 => 1.7703780052055
205 => 1.7632692198033
206 => 1.7529697050899
207 => 1.7912700632072
208 => 1.7473617933052
209 => 1.6850395320769
210 => 1.6508483069724
211 => 1.6958740703174
212 => 1.7233697328096
213 => 1.7415426166643
214 => 1.7470417203384
215 => 1.6088301995076
216 => 1.5343418553422
217 => 1.5820880299416
218 => 1.6403416582179
219 => 1.6023487476045
220 => 1.6038379977704
221 => 1.549670091597
222 => 1.6451343159714
223 => 1.6312259814606
224 => 1.7033824455063
225 => 1.6861617262699
226 => 1.7450025216014
227 => 1.7295077682208
228 => 1.7938256232036
301 => 1.8194837568926
302 => 1.8625677567261
303 => 1.894260522387
304 => 1.9128711205691
305 => 1.9117538100609
306 => 1.9854982718216
307 => 1.9420137391566
308 => 1.8873869176118
309 => 1.8863988907555
310 => 1.9146908957016
311 => 1.973983176536
312 => 1.9893568022888
313 => 1.997948561776
314 => 1.9847899830401
315 => 1.9375906393967
316 => 1.9172102021176
317 => 1.9345749251575
318 => 1.9133393610473
319 => 1.9499979023484
320 => 2.0003379093966
321 => 1.9899428970071
322 => 2.0246918649179
323 => 2.0606533910075
324 => 2.1120799884488
325 => 2.1255248053413
326 => 2.1477485764041
327 => 2.1706241369562
328 => 2.1779711504919
329 => 2.191998878976
330 => 2.1919249459226
331 => 2.2341984498843
401 => 2.2808274338555
402 => 2.2984287958412
403 => 2.3389021571825
404 => 2.2695929442413
405 => 2.322164778424
406 => 2.3695858888152
407 => 2.3130484860639
408 => 2.3909721242313
409 => 2.3939977225225
410 => 2.4396806645651
411 => 2.3933722510122
412 => 2.3658744628663
413 => 2.445259546915
414 => 2.4836714884795
415 => 2.4721014990735
416 => 2.3840533084133
417 => 2.3328054848844
418 => 2.1986800457426
419 => 2.3575574221939
420 => 2.4349419577467
421 => 2.3838529011609
422 => 2.4096192496298
423 => 2.5501920921097
424 => 2.6037131291086
425 => 2.5925811275531
426 => 2.5944622525676
427 => 2.6233412326566
428 => 2.7514065343162
429 => 2.6746668370314
430 => 2.733331460224
501 => 2.7644469648344
502 => 2.7933487796024
503 => 2.7223750570445
504 => 2.6300392868078
505 => 2.6007926723818
506 => 2.3787731013387
507 => 2.3672160184838
508 => 2.3607286776619
509 => 2.3198269114322
510 => 2.2876893271124
511 => 2.2621323268693
512 => 2.1950631262651
513 => 2.217697012632
514 => 2.1108027052989
515 => 2.1791898950289
516 => 2.008583999472
517 => 2.1506696588734
518 => 2.0733388943034
519 => 2.1252644229079
520 => 2.1250832596303
521 => 2.0294718984656
522 => 1.974325260704
523 => 2.0094668446249
524 => 2.0471414121306
525 => 2.0532539839559
526 => 2.1021000441338
527 => 2.1157319295869
528 => 2.0744266802521
529 => 2.0050485714944
530 => 2.0211635238126
531 => 1.9739986917096
601 => 1.891344137618
602 => 1.9507080813767
603 => 1.9709775418242
604 => 1.9799296902835
605 => 1.8986484292742
606 => 1.873108092363
607 => 1.8595106312957
608 => 1.9945561813845
609 => 2.0019542814664
610 => 1.9641045554612
611 => 2.1351889060631
612 => 2.0964672484191
613 => 2.1397288270439
614 => 2.0197012607987
615 => 2.0242864754678
616 => 1.9674635020803
617 => 1.9992805702648
618 => 1.976793291984
619 => 1.9967100655779
620 => 2.0086480975502
621 => 2.065461746847
622 => 2.1513183794873
623 => 2.0569756822103
624 => 2.0158692179944
625 => 2.0413714372024
626 => 2.1092872075965
627 => 2.2121830762879
628 => 2.1512666510503
629 => 2.1783003261428
630 => 2.184205981506
701 => 2.1392884647844
702 => 2.2138392491991
703 => 2.2537916202165
704 => 2.294774485902
705 => 2.3303587598629
706 => 2.2784050281147
707 => 2.3340029683602
708 => 2.2892008428799
709 => 2.2490087047655
710 => 2.2490696596485
711 => 2.2238565442959
712 => 2.1750029562432
713 => 2.1659936050578
714 => 2.21286138768
715 => 2.2504449109474
716 => 2.2535404699367
717 => 2.2743486395287
718 => 2.2866626999521
719 => 2.4073572322545
720 => 2.455901571584
721 => 2.5152606708189
722 => 2.5383843852664
723 => 2.6079784754429
724 => 2.5517755954697
725 => 2.5396157488548
726 => 2.3708032501399
727 => 2.3984462873474
728 => 2.442705457073
729 => 2.371533067547
730 => 2.4166755670754
731 => 2.4255876527312
801 => 2.3691146569854
802 => 2.3992793240673
803 => 2.3191709114982
804 => 2.1530645239703
805 => 2.2140241730925
806 => 2.2589109936424
807 => 2.1948519662126
808 => 2.3096752934538
809 => 2.2425978761141
810 => 2.2213375551013
811 => 2.1383934629785
812 => 2.1775398816495
813 => 2.2304859734249
814 => 2.1977714443516
815 => 2.26565900429
816 => 2.3618058941137
817 => 2.4303258934483
818 => 2.435586008181
819 => 2.3915322390922
820 => 2.4621286852044
821 => 2.4626429032424
822 => 2.383009823633
823 => 2.334235005771
824 => 2.3231532645297
825 => 2.3508376268539
826 => 2.3844515535307
827 => 2.4374513471705
828 => 2.4694780124637
829 => 2.5529865699175
830 => 2.5755815911866
831 => 2.6004066691788
901 => 2.633580629147
902 => 2.6734144737176
903 => 2.5862602895392
904 => 2.5897230877524
905 => 2.5085663181773
906 => 2.4218386708283
907 => 2.4876541444123
908 => 2.5736991210579
909 => 2.5539603083442
910 => 2.5517392886865
911 => 2.5554744276912
912 => 2.5405920075144
913 => 2.4732793726229
914 => 2.4394753887798
915 => 2.4830911522535
916 => 2.5062709894254
917 => 2.5422208953848
918 => 2.5377893106649
919 => 2.6303924076784
920 => 2.6663751710055
921 => 2.6571692403572
922 => 2.6588633531496
923 => 2.7240084273926
924 => 2.7964631480571
925 => 2.864326555202
926 => 2.9333601277508
927 => 2.850137461617
928 => 2.8078821242146
929 => 2.8514788464104
930 => 2.828345811945
1001 => 2.9612750896866
1002 => 2.9704788244649
1003 => 3.1033984899068
1004 => 3.2295550801904
1005 => 3.1503183861633
1006 => 3.2250350197318
1007 => 3.3058471506725
1008 => 3.461746862553
1009 => 3.4092453242097
1010 => 3.3690299686427
1011 => 3.331026651951
1012 => 3.4101055211297
1013 => 3.5118392230123
1014 => 3.5337516880045
1015 => 3.5692582524978
1016 => 3.5319274414693
1017 => 3.5768882914992
1018 => 3.7356198489035
1019 => 3.6927291809307
1020 => 3.6318175373903
1021 => 3.7571208572202
1022 => 3.8024676415623
1023 => 4.1207351223705
1024 => 4.5225609638648
1025 => 4.3562024269555
1026 => 4.2529383147394
1027 => 4.2772078305677
1028 => 4.4239410252182
1029 => 4.4710670702612
1030 => 4.3429622345125
1031 => 4.3882110281925
1101 => 4.6375363301325
1102 => 4.77129135531
1103 => 4.5896340654225
1104 => 4.0884488072556
1105 => 3.6263331103382
1106 => 3.7489070025017
1107 => 3.7350109270411
1108 => 4.0028798600108
1109 => 3.6917062526844
1110 => 3.6969456181826
1111 => 3.970353797008
1112 => 3.8974131823002
1113 => 3.7792587280017
1114 => 3.6271957686121
1115 => 3.3460933240592
1116 => 3.0971130497971
1117 => 3.5854207043578
1118 => 3.5643639903633
1119 => 3.5338707480691
1120 => 3.6017301590814
1121 => 3.9312361967276
1122 => 3.9236400160529
1123 => 3.8753169902058
1124 => 3.9119695794112
1125 => 3.7728333519013
1126 => 3.8086919258036
1127 => 3.6262599088508
1128 => 3.7087267995475
1129 => 3.7790052216086
1130 => 3.7931146553272
1201 => 3.8249039299407
1202 => 3.5532680589127
1203 => 3.6752245901941
1204 => 3.7468626265403
1205 => 3.4231993721141
1206 => 3.740464844657
1207 => 3.5485394827333
1208 => 3.4833971322742
1209 => 3.5711027253153
1210 => 3.5369237704107
1211 => 3.5075387120393
1212 => 3.4911413445687
1213 => 3.555542652385
1214 => 3.5525382543992
1215 => 3.4471652150565
1216 => 3.3097103807885
1217 => 3.35584473497
1218 => 3.339083691584
1219 => 3.2783395081355
1220 => 3.3192737534991
1221 => 3.1390200532653
1222 => 2.828902930785
1223 => 3.0337758010398
1224 => 3.0258884183938
1225 => 3.0219112423994
1226 => 3.1758675421256
1227 => 3.1610681962831
1228 => 3.1342072386633
1229 => 3.2778461855842
1230 => 3.2254160377416
1231 => 3.386993399296
]
'min_raw' => 1.4504402704525
'max_raw' => 4.77129135531
'avg_raw' => 3.1108658128812
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$1.45'
'max' => '$4.77'
'avg' => '$3.11'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.79016246392502
'max_diff' => 3.154064730652
'year' => 2029
]
4 => [
'items' => [
101 => 3.4934186997842
102 => 3.4664258010826
103 => 3.5665193105899
104 => 3.356907577312
105 => 3.4265321869439
106 => 3.4408817224934
107 => 3.2760737032757
108 => 3.1634895522895
109 => 3.1559814729721
110 => 2.9607760702138
111 => 3.0650532207243
112 => 3.1568127978919
113 => 3.1128670812594
114 => 3.0989551802146
115 => 3.1700280655297
116 => 3.1755510374168
117 => 3.049626693093
118 => 3.0758103517832
119 => 3.1850005611928
120 => 3.0730590386593
121 => 2.8555749459207
122 => 2.8016358839687
123 => 2.7944394188102
124 => 2.6481524048354
125 => 2.805240350008
126 => 2.736667252245
127 => 2.9532888464466
128 => 2.8295557536036
129 => 2.8242218672733
130 => 2.8161589157741
131 => 2.6902436398056
201 => 2.7178110829094
202 => 2.8094494624268
203 => 2.8421470686188
204 => 2.8387364404094
205 => 2.809000384374
206 => 2.8226133985538
207 => 2.7787611367922
208 => 2.7632759904583
209 => 2.7144006091035
210 => 2.6425673006805
211 => 2.652556162796
212 => 2.5102355826026
213 => 2.4326917769883
214 => 2.4112286736052
215 => 2.3825273147565
216 => 2.4144705684586
217 => 2.5098324062805
218 => 2.3948057977248
219 => 2.1976007455343
220 => 2.209453105192
221 => 2.2360818383457
222 => 2.1864593702805
223 => 2.1394958687549
224 => 2.1803268230621
225 => 2.0967684427407
226 => 2.2461794694027
227 => 2.242138319851
228 => 2.2978295110747
301 => 2.3326543558451
302 => 2.2523943633266
303 => 2.2322091922543
304 => 2.243707583062
305 => 2.0536647959934
306 => 2.2822989609303
307 => 2.284276198683
308 => 2.2673458886292
309 => 2.3890865231702
310 => 2.6459972339079
311 => 2.549337090319
312 => 2.5119073611531
313 => 2.4407534186477
314 => 2.535561822333
315 => 2.5282820161715
316 => 2.4953599719245
317 => 2.4754486168409
318 => 2.5121358990979
319 => 2.470902656569
320 => 2.4634960331971
321 => 2.418619954049
322 => 2.4026012355247
323 => 2.3907416140528
324 => 2.3776853361146
325 => 2.4064842318245
326 => 2.3412221453356
327 => 2.2625224667511
328 => 2.2559794400191
329 => 2.2740453120949
330 => 2.2660525085474
331 => 2.2559411735508
401 => 2.2366358813841
402 => 2.2309084135906
403 => 2.2495199053473
404 => 2.2285086162713
405 => 2.259511917847
406 => 2.2510807353093
407 => 2.2039848350215
408 => 2.1452859061274
409 => 2.144763362535
410 => 2.1321167745903
411 => 2.1160094434155
412 => 2.1115287523685
413 => 2.1768881539771
414 => 2.3121801592647
415 => 2.2856191013634
416 => 2.3048121877838
417 => 2.3992231768761
418 => 2.4292335912711
419 => 2.4079329099692
420 => 2.3787752236343
421 => 2.3800580138553
422 => 2.4796986546934
423 => 2.4859131192408
424 => 2.5016150662898
425 => 2.5217965056174
426 => 2.4113698963537
427 => 2.3748569304894
428 => 2.3575550616007
429 => 2.3042720020895
430 => 2.3617332136281
501 => 2.328253026399
502 => 2.3327706475022
503 => 2.3298285408322
504 => 2.3314351300184
505 => 2.2461377059757
506 => 2.2772156041962
507 => 2.2255425707471
508 => 2.156358179529
509 => 2.1561262491904
510 => 2.1730590309276
511 => 2.1629867497705
512 => 2.1358825001588
513 => 2.1397325308877
514 => 2.1060022105099
515 => 2.1438280024887
516 => 2.1449127108555
517 => 2.1303477205588
518 => 2.1886235720556
519 => 2.2124992359625
520 => 2.2029122473369
521 => 2.2118265872835
522 => 2.2867228332352
523 => 2.2989341892776
524 => 2.3043576669948
525 => 2.2970909253269
526 => 2.2131955531706
527 => 2.2169166696764
528 => 2.1896135857564
529 => 2.1665453569721
530 => 2.1674679651465
531 => 2.1793280334015
601 => 2.2311216470547
602 => 2.3401182535876
603 => 2.34425459513
604 => 2.3492679617451
605 => 2.3288760802055
606 => 2.3227256936092
607 => 2.3308396410792
608 => 2.3717730357237
609 => 2.4770648400574
610 => 2.4398476842027
611 => 2.4095895571733
612 => 2.4361340921106
613 => 2.4320477690199
614 => 2.3975550898046
615 => 2.3965869951805
616 => 2.3303845157897
617 => 2.3059109665164
618 => 2.2854590369303
619 => 2.2631260637334
620 => 2.2498863286142
621 => 2.2702285791092
622 => 2.2748810924799
623 => 2.2304024062508
624 => 2.2243401256721
625 => 2.260662380986
626 => 2.2446783106525
627 => 2.2611183233763
628 => 2.2649325473481
629 => 2.2643183694396
630 => 2.2476291642527
701 => 2.2582663659596
702 => 2.2331062128204
703 => 2.2057483252143
704 => 2.1882956973782
705 => 2.1730659648361
706 => 2.1815163056077
707 => 2.1513923837282
708 => 2.1417551348442
709 => 2.2546627213659
710 => 2.3380687694906
711 => 2.3368560125184
712 => 2.3294736663462
713 => 2.3185049973885
714 => 2.3709706092698
715 => 2.3526926391734
716 => 2.365991389594
717 => 2.3693764797229
718 => 2.379622128019
719 => 2.3832840666416
720 => 2.3722151447441
721 => 2.3350664909012
722 => 2.2424955775126
723 => 2.1994035674398
724 => 2.1851824863615
725 => 2.1856993956491
726 => 2.1714407299147
727 => 2.1756405460021
728 => 2.1699802052729
729 => 2.1592608893153
730 => 2.1808544180536
731 => 2.183342871083
801 => 2.1783026834521
802 => 2.1794898300966
803 => 2.1377592292045
804 => 2.1409319161562
805 => 2.1232659920434
806 => 2.1199538442382
807 => 2.075295926429
808 => 1.9961779517614
809 => 2.0400169898949
810 => 1.9870655965313
811 => 1.9670121015199
812 => 2.0619422279453
813 => 2.0524138762041
814 => 2.0361054798979
815 => 2.0119819627936
816 => 2.0030343156411
817 => 1.9486712440235
818 => 1.9454591837366
819 => 1.9724029899567
820 => 1.9599693504659
821 => 1.9425078116333
822 => 1.8792638880294
823 => 1.8081567785551
824 => 1.8103030552267
825 => 1.8329209037557
826 => 1.8986853487861
827 => 1.8729900423763
828 => 1.8543478027563
829 => 1.8508566716591
830 => 1.8945554865181
831 => 1.9563984647284
901 => 1.9854138064459
902 => 1.9566604840128
903 => 1.9236302153905
904 => 1.925640614794
905 => 1.9390149013508
906 => 1.9404203497657
907 => 1.918921040459
908 => 1.9249729700959
909 => 1.9157795355774
910 => 1.8593594449072
911 => 1.858338984377
912 => 1.8444925842297
913 => 1.8440733207361
914 => 1.8205171399391
915 => 1.8172214674094
916 => 1.770449240679
917 => 1.8012348619523
918 => 1.7805854835198
919 => 1.7494619995261
920 => 1.7440962991544
921 => 1.743934999722
922 => 1.7758918586999
923 => 1.800861427449
924 => 1.7809446882984
925 => 1.7764100328636
926 => 1.8248282892813
927 => 1.81866662481
928 => 1.8133306631162
929 => 1.9508611043294
930 => 1.841995028475
1001 => 1.7945232055442
1002 => 1.7357678100126
1003 => 1.7548988630681
1004 => 1.7589300570405
1005 => 1.6176339222431
1006 => 1.5603100979531
1007 => 1.5406387216595
1008 => 1.5293175664901
1009 => 1.5344767590629
1010 => 1.4828785937879
1011 => 1.5175534142076
1012 => 1.4728737645638
1013 => 1.4653830759009
1014 => 1.5452758242105
1015 => 1.5563924334111
1016 => 1.5089655249015
1017 => 1.5394212778837
1018 => 1.5283775984857
1019 => 1.4736396689186
1020 => 1.4715490826341
1021 => 1.4440835137086
1022 => 1.4011052167222
1023 => 1.3814629817378
1024 => 1.3712331352162
1025 => 1.3754541692668
1026 => 1.373319885285
1027 => 1.359392238619
1028 => 1.3741182016888
1029 => 1.3364994512334
1030 => 1.3215193616872
1031 => 1.3147532027746
1101 => 1.2813643964909
1102 => 1.3345008353578
1103 => 1.3449693832098
1104 => 1.3554585573349
1105 => 1.4467596568312
1106 => 1.4421985119146
1107 => 1.483429040593
1108 => 1.4818268980666
1109 => 1.4700672833973
1110 => 1.4204554034699
1111 => 1.4402298145622
1112 => 1.3793672508459
1113 => 1.4249696218342
1114 => 1.4041586041157
1115 => 1.4179333958096
1116 => 1.3931650783211
1117 => 1.406872887878
1118 => 1.347451864263
1119 => 1.2919653484877
1120 => 1.3142947421881
1121 => 1.3385693468163
1122 => 1.3912028747044
1123 => 1.3598547797114
1124 => 1.3711287400736
1125 => 1.3333628600984
1126 => 1.2554410624193
1127 => 1.2558820913319
1128 => 1.2438955203776
1129 => 1.2335373730051
1130 => 1.3634554855203
1201 => 1.3472981145276
1202 => 1.3215534584752
1203 => 1.3560137036533
1204 => 1.365125539436
1205 => 1.365384940591
1206 => 1.3905262459253
1207 => 1.4039441650891
1208 => 1.4063091314983
1209 => 1.4458695186556
1210 => 1.4591296386166
1211 => 1.5137461960937
1212 => 1.4028057483938
1213 => 1.4005210028798
1214 => 1.3564986299721
1215 => 1.3285789451078
1216 => 1.3584103146811
1217 => 1.3848368357349
1218 => 1.3573197756449
1219 => 1.3609129227758
1220 => 1.3239735178313
1221 => 1.3371776169384
1222 => 1.3485507658737
1223 => 1.3422711815144
1224 => 1.3328703397933
1225 => 1.3826701623726
1226 => 1.3798602612156
1227 => 1.4262350008944
1228 => 1.4623874267635
1229 => 1.5271790369401
1230 => 1.4595656140578
1231 => 1.457101512189
]
'min_raw' => 1.2335373730051
'max_raw' => 3.5665193105899
'avg_raw' => 2.4000283417975
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$1.23'
'max' => '$3.56'
'avg' => '$2.40'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.21690289744738
'max_diff' => -1.2047720447201
'year' => 2030
]
5 => [
'items' => [
101 => 1.4811885032113
102 => 1.4591259510238
103 => 1.4730687224329
104 => 1.5249326409117
105 => 1.526028443783
106 => 1.5076723338254
107 => 1.5065553628663
108 => 1.5100808545775
109 => 1.5307297696467
110 => 1.5235144042445
111 => 1.5318642077586
112 => 1.5423057649099
113 => 1.5854964724158
114 => 1.595909605774
115 => 1.5706110903042
116 => 1.5728952629956
117 => 1.5634329237501
118 => 1.5542924226017
119 => 1.5748389343203
120 => 1.6123880883288
121 => 1.6121544969905
122 => 1.6208651708692
123 => 1.6262918485325
124 => 1.6029965754307
125 => 1.5878322092324
126 => 1.5936471921665
127 => 1.6029454765121
128 => 1.5906318838724
129 => 1.5146266858896
130 => 1.5376818077267
131 => 1.5338443081152
201 => 1.5283792420124
202 => 1.5515613452996
203 => 1.5493253748845
204 => 1.4823493800243
205 => 1.4866369659121
206 => 1.482610122323
207 => 1.4956216777741
208 => 1.4584232843292
209 => 1.4698652596178
210 => 1.477041559257
211 => 1.4812684548754
212 => 1.4965389002586
213 => 1.4947470897437
214 => 1.4964275188012
215 => 1.5190695580563
216 => 1.6335852227991
217 => 1.6398180577665
218 => 1.6091252988348
219 => 1.6213864506401
220 => 1.5978477203931
221 => 1.6136494277037
222 => 1.6244605545258
223 => 1.575607151277
224 => 1.5727143697925
225 => 1.5490784868326
226 => 1.5617790715304
227 => 1.5415715280718
228 => 1.5465297524067
301 => 1.5326661249161
302 => 1.5576178941784
303 => 1.5855178493266
304 => 1.5925664797997
305 => 1.5740245676513
306 => 1.5605990012843
307 => 1.5370281294004
308 => 1.5762270146545
309 => 1.5876899632672
310 => 1.5761668046654
311 => 1.5734966370313
312 => 1.5684366741897
313 => 1.5745701320682
314 => 1.5876275335873
315 => 1.5814699041632
316 => 1.5855371268813
317 => 1.5700370679819
318 => 1.6030042871355
319 => 1.6553641651447
320 => 1.6555325107142
321 => 1.6493748480982
322 => 1.6468552652245
323 => 1.6531734007467
324 => 1.656600730084
325 => 1.6770324218149
326 => 1.6989564410766
327 => 1.8012662727722
328 => 1.7725380814315
329 => 1.863313450551
330 => 1.935104981818
331 => 1.9566321229818
401 => 1.9368281660414
402 => 1.8690798991369
403 => 1.8657558459524
404 => 1.9670003592882
405 => 1.9383941469784
406 => 1.9349915290483
407 => 1.8987934230864
408 => 1.9201909869325
409 => 1.9155110258361
410 => 1.9081234782937
411 => 1.948948539545
412 => 2.0253694097289
413 => 2.0134585004404
414 => 2.0045675591877
415 => 1.9656100427323
416 => 1.9890711691147
417 => 1.9807171113782
418 => 2.0166114450303
419 => 1.9953484369317
420 => 1.9381774267851
421 => 1.9472820985891
422 => 1.945905945762
423 => 1.9742270734287
424 => 1.9657257738767
425 => 1.9442459305835
426 => 2.0251082115027
427 => 2.0198574647594
428 => 2.0273018231535
429 => 2.030579059943
430 => 2.0797985053853
501 => 2.0999621373364
502 => 2.1045396348034
503 => 2.1236935256457
504 => 2.1040630685505
505 => 2.1825988932102
506 => 2.2348206339165
507 => 2.2954788730531
508 => 2.3841168638292
509 => 2.4174455683083
510 => 2.4114250361578
511 => 2.4786293491529
512 => 2.5993940057371
513 => 2.4358350260472
514 => 2.6080630288129
515 => 2.5535376316052
516 => 2.4242588956957
517 => 2.4159348691993
518 => 2.5034839301142
519 => 2.6976593209386
520 => 2.6490205878562
521 => 2.6977388764816
522 => 2.6409064049758
523 => 2.6380841937438
524 => 2.694978650193
525 => 2.8279156488419
526 => 2.7647622638527
527 => 2.6742164006254
528 => 2.7410740569828
529 => 2.683155767662
530 => 2.5526496515138
531 => 2.6489833947336
601 => 2.5845677640696
602 => 2.6033676696206
603 => 2.7387597441745
604 => 2.7224690115612
605 => 2.7435507280441
606 => 2.7063420502564
607 => 2.6715832779328
608 => 2.6067034481705
609 => 2.5874957291148
610 => 2.5928040516404
611 => 2.5874930985738
612 => 2.5511934300981
613 => 2.5433545201469
614 => 2.5302893267978
615 => 2.5343387765335
616 => 2.5097723906799
617 => 2.5561342364599
618 => 2.5647394035759
619 => 2.5984776886775
620 => 2.6019805093592
621 => 2.6959411531327
622 => 2.6441892094867
623 => 2.6789088813323
624 => 2.6758032270882
625 => 2.4270607579103
626 => 2.4613352754896
627 => 2.5146556689069
628 => 2.4906349039465
629 => 2.4566751622858
630 => 2.4292508500887
701 => 2.3877002128301
702 => 2.4461819368622
703 => 2.5230791851265
704 => 2.603930750475
705 => 2.7010686086367
706 => 2.6793885695043
707 => 2.6021148257843
708 => 2.6055812694791
709 => 2.6270094604049
710 => 2.5992580061995
711 => 2.5910735605816
712 => 2.6258850432577
713 => 2.6261247708068
714 => 2.5941933688683
715 => 2.5587074589985
716 => 2.5585587717405
717 => 2.5522443968324
718 => 2.6420297182445
719 => 2.6914025667012
720 => 2.6970630842085
721 => 2.6910215687724
722 => 2.6933467082846
723 => 2.664617735624
724 => 2.7302836478138
725 => 2.7905451825247
726 => 2.7743938039223
727 => 2.7501805913435
728 => 2.7308936012581
729 => 2.7698504020075
730 => 2.7681157169938
731 => 2.79001885059
801 => 2.7890251979315
802 => 2.7816599979216
803 => 2.7743940669568
804 => 2.8032026619288
805 => 2.7949062492287
806 => 2.7865969499082
807 => 2.7699313780308
808 => 2.7721965060348
809 => 2.7479874742085
810 => 2.7367872683558
811 => 2.5683630453816
812 => 2.5233545895827
813 => 2.5375151660086
814 => 2.5421771954472
815 => 2.5225894578036
816 => 2.5506732419076
817 => 2.5462964139031
818 => 2.5633240913099
819 => 2.5526859377219
820 => 2.5531225312559
821 => 2.5844070726647
822 => 2.5934891081296
823 => 2.5888699115911
824 => 2.5921050385099
825 => 2.6666571728908
826 => 2.6560582434249
827 => 2.6504277733907
828 => 2.6519874520695
829 => 2.6710371208196
830 => 2.6763699879963
831 => 2.6537742550347
901 => 2.6644305333238
902 => 2.7098036137954
903 => 2.7256816240665
904 => 2.7763566109746
905 => 2.75482897586
906 => 2.7943438818071
907 => 2.9157992310645
908 => 3.0128261681222
909 => 2.9235961869962
910 => 3.1017738005967
911 => 3.2405106308454
912 => 3.2351856802221
913 => 3.2109937048276
914 => 3.053045512099
915 => 2.9076992302752
916 => 3.0292875667499
917 => 3.0295975204244
918 => 3.0191529744899
919 => 2.9542827967123
920 => 3.0168956329175
921 => 3.021865612479
922 => 3.0190837455488
923 => 2.9693479323429
924 => 2.8934105382923
925 => 2.9082485233213
926 => 2.9325534454856
927 => 2.8865391572907
928 => 2.8718348041084
929 => 2.899172994292
930 => 2.9872623392016
1001 => 2.9706095588133
1002 => 2.9701746874182
1003 => 3.0414223437974
1004 => 2.9904243980364
1005 => 2.9084356778304
1006 => 2.88773244468
1007 => 2.814249914365
1008 => 2.8650045597893
1009 => 2.8668311291214
1010 => 2.8390333285224
1011 => 2.9106913161465
1012 => 2.9100309751755
1013 => 2.9780595695406
1014 => 3.1081046915937
1015 => 3.0696439498708
1016 => 3.0249182917639
1017 => 3.0297812109081
1018 => 3.0831154312128
1019 => 3.0508683441147
1020 => 3.0624646214699
1021 => 3.0830978788582
1022 => 3.0955464353355
1023 => 3.0279900552034
1024 => 3.0122394313994
1025 => 2.9800191828142
1026 => 2.9716135213777
1027 => 2.9978562415528
1028 => 2.9909422119557
1029 => 2.8666776130419
1030 => 2.8536912710537
1031 => 2.8540895436222
1101 => 2.821434769226
1102 => 2.7716284002279
1103 => 2.9025165641711
1104 => 2.8920044128278
1105 => 2.8803998113207
1106 => 2.8818213087904
1107 => 2.9386354245466
1108 => 2.9056803682264
1109 => 2.9932967866813
1110 => 2.9752854850376
1111 => 2.9568122614696
1112 => 2.9542586992643
1113 => 2.947148084252
1114 => 2.9227631396315
1115 => 2.8933168536942
1116 => 2.8738738651248
1117 => 2.6509967281799
1118 => 2.6923614283802
1119 => 2.7399477454496
1120 => 2.7563743514118
1121 => 2.728275505227
1122 => 2.9238726533433
1123 => 2.9596101371252
1124 => 2.8513589676515
1125 => 2.8311095937091
1126 => 2.9252001989279
1127 => 2.8684520618723
1128 => 2.8940057445137
1129 => 2.8387726597601
1130 => 2.9510020237979
1201 => 2.9501470240795
1202 => 2.9064872666536
1203 => 2.9433881946609
1204 => 2.9369757503324
1205 => 2.8876839917278
1206 => 2.9525646604657
1207 => 2.952596840468
1208 => 2.9105752731906
1209 => 2.8615032823145
1210 => 2.8527303693745
1211 => 2.8461211579493
1212 => 2.8923802836551
1213 => 2.9338560711143
1214 => 3.0110322288563
1215 => 3.0304361485729
1216 => 3.106170939019
1217 => 3.0610745587684
1218 => 3.0810652000376
1219 => 3.1027678689841
1220 => 3.1131729265664
1221 => 3.0962184436023
1222 => 3.2138657468484
1223 => 3.2237987838626
1224 => 3.227129245253
1225 => 3.1874592365335
1226 => 3.2226954891576
1227 => 3.2062096134568
1228 => 3.2491012821221
1229 => 3.2558272434371
1230 => 3.2501305934863
1231 => 3.2522655197697
]
'min_raw' => 1.4584232843292
'max_raw' => 3.2558272434371
'avg_raw' => 2.3571252638831
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$1.45'
'max' => '$3.25'
'avg' => '$2.35'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.22488591132407
'max_diff' => -0.31069206715284
'year' => 2031
]
6 => [
'items' => [
101 => 3.1518743008557
102 => 3.1466684865491
103 => 3.0756868390914
104 => 3.1046123851002
105 => 3.0505374632742
106 => 3.0676851780186
107 => 3.0752437272886
108 => 3.0712955700938
109 => 3.106247792072
110 => 3.0765312631234
111 => 2.9981044573781
112 => 2.9196562843021
113 => 2.9186714313917
114 => 2.898017412146
115 => 2.8830883392037
116 => 2.8859642082897
117 => 2.8960991460543
118 => 2.8824992781965
119 => 2.8854014995348
120 => 2.9335977111494
121 => 2.9432631176691
122 => 2.9104162897972
123 => 2.7785315361168
124 => 2.7461666867558
125 => 2.7694298986536
126 => 2.7583115817092
127 => 2.2261727238317
128 => 2.3511908551627
129 => 2.2769093267404
130 => 2.3111416725662
131 => 2.2353194671555
201 => 2.2715057977598
202 => 2.2648235038104
203 => 2.4658489594353
204 => 2.4627102234472
205 => 2.4642125702665
206 => 2.3925016422377
207 => 2.5067390977514
208 => 2.5630165761836
209 => 2.5526011127024
210 => 2.5552224604682
211 => 2.51017902091
212 => 2.4646486892215
213 => 2.4141485443111
214 => 2.507971571548
215 => 2.4975400525318
216 => 2.521466204013
217 => 2.5823171437847
218 => 2.5912776758163
219 => 2.6033207217355
220 => 2.5990041470558
221 => 2.701842468392
222 => 2.6893880691291
223 => 2.7193995879775
224 => 2.657663616727
225 => 2.5878035052248
226 => 2.6010816285222
227 => 2.5998028384728
228 => 2.5835223734161
229 => 2.5688250975118
301 => 2.5443582740629
302 => 2.6217749238638
303 => 2.6186319492613
304 => 2.6695130547677
305 => 2.6605193251368
306 => 2.6004569975223
307 => 2.6026021353032
308 => 2.6170292177979
309 => 2.6669615150376
310 => 2.6817848205084
311 => 2.6749180748077
312 => 2.6911711525468
313 => 2.7040169225004
314 => 2.692784383476
315 => 2.8518134487331
316 => 2.7857734933706
317 => 2.8179609081112
318 => 2.8256374168676
319 => 2.8059742011077
320 => 2.8102384485191
321 => 2.8166976214094
322 => 2.8559164543637
323 => 2.9588380200967
324 => 3.004421280949
325 => 3.1415607702617
326 => 3.0006362256848
327 => 2.9922743464134
328 => 3.0169773096544
329 => 3.0974927075702
330 => 3.1627428751542
331 => 3.1843901201143
401 => 3.1872511608928
402 => 3.2278628315195
403 => 3.25114068376
404 => 3.2229315065125
405 => 3.1990271824192
406 => 3.113404860631
407 => 3.1233158775198
408 => 3.1915929556013
409 => 3.2880383498912
410 => 3.3707985316249
411 => 3.3418188004653
412 => 3.5629136927114
413 => 3.5848343481859
414 => 3.581805622379
415 => 3.6317441377809
416 => 3.5326263545099
417 => 3.4902515818449
418 => 3.2041955686138
419 => 3.2845656402586
420 => 3.4013882593631
421 => 3.3859263476623
422 => 3.301086638991
423 => 3.3707341730981
424 => 3.3477065202426
425 => 3.3295436550172
426 => 3.4127512616593
427 => 3.3212610801762
428 => 3.4004755748165
429 => 3.2988821660713
430 => 3.3419511774362
501 => 3.3175031235718
502 => 3.3333240106628
503 => 3.2408354280024
504 => 3.2907400221725
505 => 3.2387592328138
506 => 3.2387345871516
507 => 3.2375871083454
508 => 3.2987422765079
509 => 3.3007365443461
510 => 3.2555427826737
511 => 3.2490296555575
512 => 3.2731121001743
513 => 3.2449178647303
514 => 3.2581097700421
515 => 3.2453174341034
516 => 3.2424376098357
517 => 3.2194906801095
518 => 3.2096045118445
519 => 3.2134811331564
520 => 3.2002482260836
521 => 3.1922749209171
522 => 3.2360010172627
523 => 3.2126399278909
524 => 3.2324205952712
525 => 3.2098780282721
526 => 3.1317356697242
527 => 3.0867951729828
528 => 2.9391915014863
529 => 2.9810517196209
530 => 3.0088050875517
531 => 2.9996325996161
601 => 3.0193386529834
602 => 3.0205484446142
603 => 3.0141418057851
604 => 3.0067237387622
605 => 3.0031130339803
606 => 3.0300242692296
607 => 3.0456471470823
608 => 3.0115905093157
609 => 3.00361151559
610 => 3.0380446566905
611 => 3.0590488528705
612 => 3.2141320362248
613 => 3.2026429730899
614 => 3.2314782669439
615 => 3.2282318553696
616 => 3.2584558371511
617 => 3.3078592737562
618 => 3.2074082737199
619 => 3.224843093992
620 => 3.2205684786901
621 => 3.267237607692
622 => 3.2673833036187
623 => 3.2394028294861
624 => 3.2545714984447
625 => 3.2461047635627
626 => 3.2614052978424
627 => 3.2024895296472
628 => 3.2742425757448
629 => 3.3149219292179
630 => 3.3154867620804
701 => 3.3347684527753
702 => 3.3543597672417
703 => 3.3919635893159
704 => 3.3533110170535
705 => 3.2837788023056
706 => 3.2887988036227
707 => 3.2480320915569
708 => 3.2487173873518
709 => 3.2450592246909
710 => 3.2560376462101
711 => 3.2048986758004
712 => 3.2169008899404
713 => 3.2000977198595
714 => 3.2248065671818
715 => 3.1982239319818
716 => 3.2205664173411
717 => 3.2302086933571
718 => 3.2657888994394
719 => 3.1929687066141
720 => 3.0444834039497
721 => 3.07569681478
722 => 3.0295297284014
723 => 3.0338026680163
724 => 3.0424346860715
725 => 3.0144554913339
726 => 3.0197930399641
727 => 3.0196023451672
728 => 3.0179590404299
729 => 3.0106805712709
730 => 3.000125350989
731 => 3.0421740998664
801 => 3.0493190016743
802 => 3.0652012333272
803 => 3.1124559817056
804 => 3.1077341179989
805 => 3.1154356736128
806 => 3.0986232209501
807 => 3.034582549476
808 => 3.038060266046
809 => 2.9946930846914
810 => 3.0640922369972
811 => 3.0476576017072
812 => 3.037062085422
813 => 3.0341710006368
814 => 3.0815428843964
815 => 3.0957172944806
816 => 3.0868847533254
817 => 3.0687689537297
818 => 3.1035566444087
819 => 3.1128643628596
820 => 3.1149480177653
821 => 3.1765851357704
822 => 3.1183928479588
823 => 3.1324003100167
824 => 3.2416825303856
825 => 3.1425786364266
826 => 3.1950761793373
827 => 3.1925066977958
828 => 3.2193626643289
829 => 3.1903037246732
830 => 3.190663945057
831 => 3.2145102239577
901 => 3.1810224259408
902 => 3.1727303762118
903 => 3.1612749689001
904 => 3.1862874316776
905 => 3.2012812718963
906 => 3.3221206122972
907 => 3.4001883371396
908 => 3.3967992113152
909 => 3.4277694771724
910 => 3.4138170887486
911 => 3.3687611460742
912 => 3.4456661462326
913 => 3.4213301863406
914 => 3.4233364133059
915 => 3.4232617414381
916 => 3.4394430272797
917 => 3.4279771032679
918 => 3.4053765900875
919 => 3.4203798654584
920 => 3.4649342295409
921 => 3.603232342748
922 => 3.6806257991049
923 => 3.5985731594972
924 => 3.65517197157
925 => 3.6212328525451
926 => 3.6150651050169
927 => 3.650613341618
928 => 3.6862238007014
929 => 3.6839555684061
930 => 3.6581042037288
1001 => 3.6435014237767
1002 => 3.7540785658641
1003 => 3.8355499205217
1004 => 3.8299941203249
1005 => 3.8545156155503
1006 => 3.9265114839536
1007 => 3.9330938838787
1008 => 3.9322646527829
1009 => 3.9159494877659
1010 => 3.9868387700538
1011 => 4.0459758565166
1012 => 3.9121729984549
1013 => 3.9631233751968
1014 => 3.9859966408348
1015 => 4.0195813809836
1016 => 4.0762444670705
1017 => 4.1377956077022
1018 => 4.1464996138615
1019 => 4.1403237049664
1020 => 4.0997290731363
1021 => 4.1670790656734
1022 => 4.2065311117499
1023 => 4.2300239023445
1024 => 4.2895977104647
1025 => 3.9861378983364
1026 => 3.7713339603808
1027 => 3.7377892236625
1028 => 3.8060037648607
1029 => 3.8239913953739
1030 => 3.8167406040686
1031 => 3.5749592427799
1101 => 3.7365162948331
1102 => 3.9103380987397
1103 => 3.9170153021393
1104 => 4.0040341316175
1105 => 4.0323710295179
1106 => 4.1024325930665
1107 => 4.0980502231908
1108 => 4.115109098992
1109 => 4.1111875588638
1110 => 4.2409618521349
1111 => 4.3841221692819
1112 => 4.379164982721
1113 => 4.3585839933351
1114 => 4.3891502721533
1115 => 4.536907061441
1116 => 4.5233039840377
1117 => 4.5365182150276
1118 => 4.7107317968055
1119 => 4.9372342347097
1120 => 4.8320011118302
1121 => 5.0603267084633
1122 => 5.2040455685241
1123 => 5.4525924761916
1124 => 5.4214731792323
1125 => 5.5182306664658
1126 => 5.3657631428819
1127 => 5.0156668899627
1128 => 4.9602628178237
1129 => 5.0711831733007
1130 => 5.3438700437908
1201 => 5.0625952933387
1202 => 5.1194968090222
1203 => 5.1031091686774
1204 => 5.1022359409664
1205 => 5.135563491021
1206 => 5.0872201414187
1207 => 4.8902606383364
1208 => 4.9805260179094
1209 => 4.9456702199567
1210 => 4.9843453264571
1211 => 5.1930589254123
1212 => 5.1007816682034
1213 => 5.0035750737295
1214 => 5.12549371507
1215 => 5.2807380412869
1216 => 5.2710231303531
1217 => 5.2521721426238
1218 => 5.3584341734482
1219 => 5.5339479165162
1220 => 5.5813885759961
1221 => 5.6164083009426
1222 => 5.6212369293497
1223 => 5.6709748029178
1224 => 5.4035217211838
1225 => 5.827976630578
1226 => 5.9012682681002
1227 => 5.8874924778731
1228 => 5.9689530483954
1229 => 5.9449852820926
1230 => 5.910259749147
1231 => 6.0393920805851
]
'min_raw' => 2.2261727238317
'max_raw' => 6.0393920805851
'avg_raw' => 4.1327824022084
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$2.22'
'max' => '$6.03'
'avg' => '$4.13'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.76774943950249
'max_diff' => 2.783564837148
'year' => 2032
]
7 => [
'items' => [
101 => 5.8913522830331
102 => 5.6812284281004
103 => 5.5659503255057
104 => 5.7177578302217
105 => 5.8104613759999
106 => 5.8717325227065
107 => 5.8902731346788
108 => 5.4242833425775
109 => 5.1731406896136
110 => 5.3341202508071
111 => 5.530526425679
112 => 5.4024306749655
113 => 5.4074517858762
114 => 5.2248209083299
115 => 5.5466852059076
116 => 5.4997922850554
117 => 5.7430728413889
118 => 5.6850119841714
119 => 5.8833978337646
120 => 5.8311561909329
121 => 6.0480083295364
122 => 6.1345165186626
123 => 6.2797772321301
124 => 6.3866316042742
125 => 6.4493785353957
126 => 6.4456114450089
127 => 6.6942460465091
128 => 6.5476349086358
129 => 6.3634567658748
130 => 6.3601255643468
131 => 6.4555140343072
201 => 6.6554220987955
202 => 6.7072553513732
203 => 6.7362230683418
204 => 6.6918580014309
205 => 6.5327221189844
206 => 6.4640080517812
207 => 6.5225544278765
208 => 6.4509572408594
209 => 6.5745540722735
210 => 6.7442789206637
211 => 6.7092314106359
212 => 6.8263899820425
213 => 6.9476367780071
214 => 7.1210251417709
215 => 7.1663552806113
216 => 7.2412842763636
217 => 7.3184108258857
218 => 7.3431817949733
219 => 7.390477260942
220 => 7.3902279904907
221 => 7.5327560605394
222 => 7.68996893553
223 => 7.7493131563526
224 => 7.8857719198746
225 => 7.6520910694286
226 => 7.829340678824
227 => 7.9892242633442
228 => 7.7986044626527
301 => 8.0613294491886
302 => 8.0715304650682
303 => 8.2255536936457
304 => 8.0694216442021
305 => 7.9767109316337
306 => 8.2443632849937
307 => 8.3738718278145
308 => 8.3348628007414
309 => 8.0380021786019
310 => 7.8652165635657
311 => 7.4130032811598
312 => 7.9486694483296
313 => 8.2095768127616
314 => 8.0373264915586
315 => 8.1241995343706
316 => 8.598150687274
317 => 8.778600600235
318 => 8.7410682797792
319 => 8.7474106241017
320 => 8.8447781217378
321 => 9.2765592275169
322 => 9.0178259803264
323 => 9.2156178532537
324 => 9.3205259494627
325 => 9.4179704358134
326 => 9.1786775749824
327 => 8.8673610789515
328 => 8.7687540764811
329 => 8.0201995917977
330 => 7.9812340800626
331 => 7.9593615575499
401 => 7.8214583970366
402 => 7.7131042877279
403 => 7.6269370770754
404 => 7.4008085846161
405 => 7.4771203127496
406 => 7.1167186924538
407 => 7.3472908772699
408 => 6.7720811890764
409 => 7.2511329098521
410 => 6.9904068380429
411 => 7.1654773830576
412 => 7.1648665784187
413 => 6.8425061988798
414 => 6.6565754594512
415 => 6.7750577631477
416 => 6.9020801978474
417 => 6.9226891605226
418 => 7.0873770627354
419 => 7.1333379162884
420 => 6.9940743843158
421 => 6.7601612468143
422 => 6.8144939336653
423 => 6.6554744092864
424 => 6.3767988094101
425 => 6.5769484904504
426 => 6.6452883915178
427 => 6.6754711850675
428 => 6.401425738698
429 => 6.3153147096327
430 => 6.2694699202998
501 => 6.7247854210033
502 => 6.7497286319485
503 => 6.6221156381384
504 => 7.1989384709207
505 => 7.0683856987139
506 => 7.2142451314746
507 => 6.8095638118218
508 => 6.8250231832082
509 => 6.6334405611787
510 => 6.7407140279598
511 => 6.6648965992242
512 => 6.7320473919409
513 => 6.7722973002223
514 => 6.9638484854287
515 => 7.2533201166943
516 => 6.9352371260279
517 => 6.7966438119623
518 => 6.8826263245302
519 => 7.1116090861417
520 => 7.4585296913949
521 => 7.2531457106572
522 => 7.3442916336624
523 => 7.3642029630392
524 => 7.2127604193714
525 => 7.4641135939953
526 => 7.5988158022659
527 => 7.7369923952569
528 => 7.8569672593308
529 => 7.6818016254479
530 => 7.8692539627099
531 => 7.7182004686686
601 => 7.5826898688905
602 => 7.582895382534
603 => 7.4978876037992
604 => 7.333174320831
605 => 7.3027986642966
606 => 7.4608166656114
607 => 7.5875321383055
608 => 7.5979690315628
609 => 7.6681252281223
610 => 7.7096429425799
611 => 8.1165729848605
612 => 8.2802436141676
613 => 8.4803769615579
614 => 8.5583401792639
615 => 8.7929815131983
616 => 8.6034895794088
617 => 8.5624918075734
618 => 7.9933286820439
619 => 8.0865291119642
620 => 8.2357519927706
621 => 7.9957893123862
622 => 8.1479904012948
623 => 8.1780381203052
624 => 7.9876354723296
625 => 8.0893377534261
626 => 7.8192466474585
627 => 7.2592073647306
628 => 7.4647370778127
629 => 7.6160761271946
630 => 7.4000966437565
701 => 7.787231508259
702 => 7.5610753125024
703 => 7.4893946558594
704 => 7.2097428582959
705 => 7.341727741961
706 => 7.5202391869596
707 => 7.4099398681334
708 => 7.6388275162239
709 => 7.9629934680259
710 => 8.1940134296963
711 => 8.2117482737671
712 => 8.0632179155484
713 => 8.3012387625019
714 => 8.3029724845187
715 => 8.0344839968114
716 => 7.8700362930409
717 => 7.8326734287433
718 => 7.9260131891797
719 => 8.0393448898198
720 => 8.218037394404
721 => 8.3260175324703
722 => 8.6075724643072
723 => 8.6837531560498
724 => 8.7674526397323
725 => 8.879300961897
726 => 9.0136035499768
727 => 8.7197571331087
728 => 8.7314321990491
729 => 8.4578064842421
730 => 8.1653981660741
731 => 8.3872996303522
801 => 8.6774062765811
802 => 8.6108554913969
803 => 8.6033671685545
804 => 8.6159604504878
805 => 8.5657833318043
806 => 8.3388340836497
807 => 8.2248615920039
808 => 8.3719151837106
809 => 8.4500676231004
810 => 8.5712752409849
811 => 8.5563338436982
812 => 8.8685516506209
813 => 8.9898700494147
814 => 8.9588316114962
815 => 8.964543431055
816 => 9.184184597149
817 => 9.4284707464967
818 => 9.6572769617573
819 => 9.890028471376
820 => 9.6094374420846
821 => 9.4669706218592
822 => 9.6139600145681
823 => 9.5359653737713
824 => 9.9841457145029
825 => 10.015176748892
826 => 10.463324681084
827 => 10.888670433197
828 => 10.621518387156
829 => 10.87343073378
830 => 11.14589447537
831 => 11.671521238545
901 => 11.49450863648
902 => 11.35891975744
903 => 11.230788921907
904 => 11.497408850453
905 => 11.840411129171
906 => 11.914290534771
907 => 12.03400339595
908 => 11.908139960213
909 => 12.059728605155
910 => 12.594903133227
911 => 12.450294251626
912 => 12.244926392714
913 => 12.667395283919
914 => 12.82028513334
915 => 13.893346165611
916 => 15.248130044793
917 => 14.687240622821
918 => 14.339078458815
919 => 14.420904825873
920 => 14.915626036222
921 => 15.07451478732
922 => 14.642600389599
923 => 14.795159856661
924 => 15.635777519489
925 => 16.086741925352
926 => 15.47427168959
927 => 13.784490600042
928 => 12.226435263998
929 => 12.639701699263
930 => 12.592850110655
1001 => 13.495988920174
1002 => 12.446845377625
1003 => 12.464510264203
1004 => 13.386325027862
1005 => 13.140400652824
1006 => 12.742034660876
1007 => 12.229343776597
1008 => 11.281587258841
1009 => 10.442132880919
1010 => 12.088496230822
1011 => 12.017502049457
1012 => 11.914691954091
1013 => 12.143484696112
1014 => 13.254437307413
1015 => 13.22882625392
1016 => 13.065901798471
1017 => 13.189478561979
1018 => 12.720371056748
1019 => 12.841270742225
1020 => 12.226188460072
1021 => 12.504231339711
1022 => 12.741179946372
1023 => 12.788750887244
1024 => 12.89593064606
1025 => 11.980091341878
1026 => 12.391276301826
1027 => 12.632808942975
1028 => 11.541555683231
1029 => 12.611238374677
1030 => 11.96414861715
1031 => 11.744516634484
1101 => 12.040222164831
1102 => 11.924985432072
1103 => 11.825911656173
1104 => 11.770626786918
1105 => 11.987760292577
1106 => 11.977630755007
1107 => 11.622358195953
1108 => 11.158919625428
1109 => 11.314464821549
1110 => 11.257953793554
1111 => 11.053150538034
1112 => 11.191163204215
1113 => 10.583425268965
1114 => 9.5378437388371
1115 => 10.228586924668
1116 => 10.201994063398
1117 => 10.188584736855
1118 => 10.707659150268
1119 => 10.657762122502
1120 => 10.567198528515
1121 => 11.05148726661
1122 => 10.874715362602
1123 => 11.419484718054
1124 => 11.778305049027
1125 => 11.687296606471
1126 => 12.02476886208
1127 => 11.31804826871
1128 => 11.552792501119
1129 => 11.601172962077
1130 => 11.045511218756
1201 => 10.665925893332
1202 => 10.640611879715
1203 => 9.9824632355098
1204 => 10.334040928854
1205 => 10.643414749724
1206 => 10.495248697905
1207 => 10.448343752235
1208 => 10.687970947225
1209 => 10.706592032544
1210 => 10.282029313899
1211 => 10.370309347258
1212 => 10.738451761699
1213 => 10.36103310297
1214 => 9.6277703000478
1215 => 9.4459109867716
1216 => 9.4216476020484
1217 => 8.9284307209993
1218 => 9.4580636956789
1219 => 9.22686470895
1220 => 9.9572195378374
1221 => 9.5400447765484
1222 => 9.5220612063859
1223 => 9.494876402469
1224 => 9.0703442584173
1225 => 9.1632898175394
1226 => 9.4722550120696
1227 => 9.58249727422
1228 => 9.5709981030895
1229 => 9.470740914061
1230 => 9.5166381417984
1231 => 9.3687871796021
]
'min_raw' => 5.1731406896136
'max_raw' => 16.086741925352
'avg_raw' => 10.629941307483
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$5.17'
'max' => '$16.08'
'avg' => '$10.62'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 2.9469679657819
'max_diff' => 10.047349844767
'year' => 2033
]
8 => [
'items' => [
101 => 9.316577927599
102 => 9.1517911669909
103 => 8.9096001524015
104 => 8.943278298424
105 => 8.4634345257962
106 => 8.2019901712321
107 => 8.12962581967
108 => 8.0328571844466
109 => 8.1405560945099
110 => 8.4620751886776
111 => 8.0742549470304
112 => 7.4093643451533
113 => 7.4493254032446
114 => 7.5391060362311
115 => 7.3718004206191
116 => 7.2134596963384
117 => 7.3511241095115
118 => 7.0694011963982
119 => 7.5731509043337
120 => 7.5595258864763
121 => 7.7472926259216
122 => 7.8647070214582
123 => 7.5941048531084
124 => 7.5260491395545
125 => 7.5648167669545
126 => 6.9240742419891
127 => 7.6949302918016
128 => 7.7015966869308
129 => 7.6445149645481
130 => 8.0549720135628
131 => 8.9211644117479
201 => 8.5952679890422
202 => 8.469071043899
203 => 8.2291705589324
204 => 8.5488237112691
205 => 8.5242793365356
206 => 8.4132803658131
207 => 8.3461478419823
208 => 8.4698415755361
209 => 8.330820819537
210 => 8.3058488717247
211 => 8.154546037729
212 => 8.1005378098329
213 => 8.0605522680281
214 => 8.0165321153993
215 => 8.11362960296
216 => 7.8935939219091
217 => 7.6282524609256
218 => 7.6061921894792
219 => 7.6671025385015
220 => 7.6401542433013
221 => 7.6060631714095
222 => 7.540974031017
223 => 7.521663473472
224 => 7.5844134173426
225 => 7.5135723892618
226 => 7.6181021851056
227 => 7.5896758645335
228 => 7.4308887485823
301 => 7.2329812115874
302 => 7.231219419383
303 => 7.1885805651709
304 => 7.1342735735371
305 => 7.1191666108402
306 => 7.3395303966113
307 => 7.7956768382245
308 => 7.7061243770766
309 => 7.7708352079613
310 => 8.0891484492508
311 => 8.1903306566437
312 => 8.1185139224682
313 => 8.0202067472655
314 => 8.0245317640571
315 => 8.3604771413303
316 => 8.3814296424318
317 => 8.4343698531824
318 => 8.5024129848986
319 => 8.1301019620263
320 => 8.0069959483611
321 => 7.948661489425
322 => 7.7690139341784
323 => 7.9627484206945
324 => 7.8498676319394
325 => 7.8650991068993
326 => 7.85517958885
327 => 7.8605963164598
328 => 7.5730100960239
329 => 7.677791399664
330 => 7.5035721596942
331 => 7.2703121544022
401 => 7.269530185073
402 => 7.326620240909
403 => 7.2926608417636
404 => 7.2012769718395
405 => 7.2142576192425
406 => 7.1005334891129
407 => 7.2280657876821
408 => 7.2317229576725
409 => 7.1826160759922
410 => 7.3790971780038
411 => 7.4595956458112
412 => 7.4272724443179
413 => 7.4573277638274
414 => 7.7098456861424
415 => 7.7510171256091
416 => 7.7693027593876
417 => 7.7448024325066
418 => 7.4619433278936
419 => 7.474489331993
420 => 7.3824350783163
421 => 7.3046589343978
422 => 7.3077695722724
423 => 7.3477566204375
424 => 7.5223824049839
425 => 7.8898720738096
426 => 7.9038180381101
427 => 7.9207209536747
428 => 7.8519683013485
429 => 7.8312318435327
430 => 7.8585885839257
501 => 7.9965983818477
502 => 8.351597051398
503 => 8.226116812015
504 => 8.1240994241803
505 => 8.2135961770016
506 => 8.1998188534035
507 => 8.0835243772271
508 => 8.0802603786117
509 => 7.8570540972361
510 => 7.7745398171727
511 => 7.7055847086649
512 => 7.6302875302931
513 => 7.58564883897
514 => 7.6542341567646
515 => 7.6699204304219
516 => 7.5199574343977
517 => 7.4995180321719
518 => 7.6219810519014
519 => 7.5680896428
520 => 7.6235182935034
521 => 7.6363782159247
522 => 7.6343074722258
523 => 7.578038651735
524 => 7.6139027199554
525 => 7.5290735070208
526 => 7.4368344788902
527 => 7.3779917256374
528 => 7.3266436190657
529 => 7.3551345329611
530 => 7.2535696271592
531 => 7.2210769696955
601 => 7.6017527806094
602 => 7.8829620950862
603 => 7.8788732002826
604 => 7.853983104744
605 => 7.8170014715452
606 => 7.9938929450349
607 => 7.9322674927277
608 => 7.97710515826
609 => 7.9885182259689
610 => 8.0230621445276
611 => 8.0354086262622
612 => 7.9980889832773
613 => 7.8728397032096
614 => 7.5607304056251
615 => 7.4154426850766
616 => 7.3674953173372
617 => 7.3692381130895
618 => 7.3211640260579
619 => 7.3353239992181
620 => 7.3162397652573
621 => 7.2800988431076
622 => 7.3529029328608
623 => 7.3612929259879
624 => 7.3442995814954
625 => 7.3483021292914
626 => 7.2076044948461
627 => 7.2183014304137
628 => 7.158739533872
629 => 7.1475723962999
630 => 6.9970051084901
701 => 6.7302533330577
702 => 6.8780597108686
703 => 6.6995303911948
704 => 6.6319186326738
705 => 6.9519821817268
706 => 6.9198566785828
707 => 6.8648717818209
708 => 6.7835376596535
709 => 6.7533700425741
710 => 6.5700811511068
711 => 6.5592514655907
712 => 6.6500943894183
713 => 6.608173505786
714 => 6.5493007084861
715 => 6.3360694045058
716 => 6.0963268203733
717 => 6.1035631420201
718 => 6.1798207974633
719 => 6.4015502154103
720 => 6.3149166958605
721 => 6.2520630834221
722 => 6.240292491185
723 => 6.3876260964359
724 => 6.5961340152106
725 => 6.6939612655979
726 => 6.5970174315218
727 => 6.4856535747619
728 => 6.4924317767125
729 => 6.5375241176015
730 => 6.5422626850576
731 => 6.4697762626964
801 => 6.4901807659994
802 => 6.4591844596552
803 => 6.2689601848355
804 => 6.2655196309117
805 => 6.2188355260902
806 => 6.2174219499496
807 => 6.1380006417525
808 => 6.1268890517221
809 => 5.9691932237678
810 => 6.0729890952743
811 => 6.0033682741956
812 => 5.8984332749386
813 => 5.8803424415143
814 => 5.8797986092162
815 => 5.9875433904167
816 => 6.0717300347739
817 => 6.0045793581855
818 => 5.9892904507875
819 => 6.1525359827546
820 => 6.1317615007958
821 => 6.1137709334004
822 => 6.5774644180192
823 => 6.2104148424896
824 => 6.0503602771014
825 => 5.8522623588959
826 => 5.91676403996
827 => 5.930355491887
828 => 5.4539657084364
829 => 5.260694432621
830 => 5.1943710140356
831 => 5.1562009489642
901 => 5.1735955269267
902 => 4.9996287102333
903 => 5.1165372881968
904 => 4.9658967299893
905 => 4.940641350179
906 => 5.2100053290383
907 => 5.2474857530951
908 => 5.087582619814
909 => 5.1902663173462
910 => 5.1530317812109
911 => 4.9684790299951
912 => 4.9614304723768
913 => 4.8688283891596
914 => 4.7239240602214
915 => 4.6576988935944
916 => 4.6232082518218
917 => 4.6374397628264
918 => 4.630243875371
919 => 4.5832858422391
920 => 4.632935454863
921 => 4.5061012112453
922 => 4.4555947934637
923 => 4.4327822162918
924 => 4.3202095247743
925 => 4.4993627382817
926 => 4.5346581782554
927 => 4.5700231611492
928 => 4.8778511925399
929 => 4.8624729740046
930 => 5.0014845800675
1001 => 4.9960828446819
1002 => 4.956434482794
1003 => 4.7891645658281
1004 => 4.8558353734311
1005 => 4.650632990573
1006 => 4.804384568216
1007 => 4.7342187689991
1008 => 4.7806614409203
1009 => 4.6971533292391
1010 => 4.7433701662089
1011 => 4.5430280364477
1012 => 4.3559513745664
1013 => 4.4312364844157
1014 => 4.5130800087184
1015 => 4.6905376227488
1016 => 4.5848453318258
1017 => 4.6228562763097
1018 => 4.4955259752439
1019 => 4.2328071940427
1020 => 4.2342941538131
1021 => 4.1938805929651
1022 => 4.1589573759159
1023 => 4.5969853628537
1024 => 4.5425096584803
1025 => 4.455709753165
1026 => 4.5718948757206
1027 => 4.6026160662301
1028 => 4.603490655335
1029 => 4.6882563215794
1030 => 4.7334957728492
1031 => 4.7414694222145
1101 => 4.8748500295336
1102 => 4.9195574497742
1103 => 5.1037009865143
1104 => 4.7296575214794
1105 => 4.7219543424632
1106 => 4.5735298386609
1107 => 4.4793966718509
1108 => 4.5799752171268
1109 => 4.6690740779006
1110 => 4.5762983886272
1111 => 4.5884129350446
1112 => 4.4638691522474
1113 => 4.5083876942678
1114 => 4.5467330599509
1115 => 4.5255610028571
1116 => 4.4938654086485
1117 => 4.6617689873872
1118 => 4.6522952094553
1119 => 4.8086508820634
1120 => 4.9305413099629
1121 => 5.1489907472789
1122 => 4.9210273714129
1123 => 4.912719479924
1124 => 4.9939304518558
1125 => 4.9195450167975
1126 => 4.9665540440564
1127 => 5.1414168662307
1128 => 5.1451114421181
1129 => 5.0832225358133
1130 => 5.0794565902402
1201 => 5.0913430316865
1202 => 5.1609622905036
1203 => 5.1366351822891
1204 => 5.1647871278019
1205 => 5.1999915667435
1206 => 5.3456120525787
1207 => 5.3807206587177
1208 => 5.2954249475251
1209 => 5.3031261952302
1210 => 5.2712232578246
1211 => 5.2404054200333
1212 => 5.3096794188042
1213 => 5.436279013142
1214 => 5.4354914436361
1215 => 5.464860088778
1216 => 5.4831565113984
1217 => 5.4046148717117
1218 => 5.3534871523318
1219 => 5.3730927732834
1220 => 5.4044425881398
1221 => 5.3629264508477
1222 => 5.106669619335
1223 => 5.1844015722662
1224 => 5.1714631744001
1225 => 5.1530373224759
1226 => 5.2311974022316
1227 => 5.2236586718664
1228 => 4.9978444290806
1229 => 5.0123003242512
1230 => 4.9987235399453
1231 => 5.0425929075864
]
'min_raw' => 4.1589573759159
'max_raw' => 9.316577927599
'avg_raw' => 6.7377676517574
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$4.15'
'max' => '$9.31'
'avg' => '$6.73'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -1.0141833136977
'max_diff' => -6.7701639977531
'year' => 2034
]
9 => [
'items' => [
101 => 4.9171759269779
102 => 4.9557533455168
103 => 4.9799487407836
104 => 4.9942000144735
105 => 5.0456853872313
106 => 5.0396441729801
107 => 5.0453098568712
108 => 5.1216490730365
109 => 5.5077466319454
110 => 5.5287610702005
111 => 5.4252782905624
112 => 5.4666176199203
113 => 5.3872551474707
114 => 5.4405317069085
115 => 5.4769821757979
116 => 5.3122695159087
117 => 5.3025163011664
118 => 5.2228262715622
119 => 5.2656471795975
120 => 5.1975160359811
121 => 5.2142330354983
122 => 5.1674908474863
123 => 5.2516174796311
124 => 5.345684126326
125 => 5.3694490760856
126 => 5.3069337247223
127 => 5.2616684903729
128 => 5.1821976501504
129 => 5.3143594285635
130 => 5.3530075601287
131 => 5.3141564263814
201 => 5.3051537697781
202 => 5.2880937517824
203 => 5.3087731332439
204 => 5.3527970741041
205 => 5.332036196589
206 => 5.3457491219473
207 => 5.2934895911885
208 => 5.4046408722626
209 => 5.5811758566207
210 => 5.5817434454618
211 => 5.5609824560377
212 => 5.5524875064672
213 => 5.5737895414984
214 => 5.5853450216476
215 => 5.6542318968135
216 => 5.7281502584407
217 => 6.0730949990468
218 => 5.9762358962032
219 => 6.2822913909234
220 => 6.5243415509149
221 => 6.5969218103257
222 => 6.5301513868329
223 => 6.3017333749314
224 => 6.2905260975419
225 => 6.6318790429198
226 => 6.5354312008952
227 => 6.5239590369808
228 => 6.4019145954591
301 => 6.4740579758966
302 => 6.4582791603154
303 => 6.4333715279943
304 => 6.5710160723176
305 => 6.8286743716776
306 => 6.7885159094182
307 => 6.7585394802389
308 => 6.6271914935828
309 => 6.7062923191847
310 => 6.6781260302643
311 => 6.7991462822347
312 => 6.7274565658943
313 => 6.5347005136328
314 => 6.5653975502877
315 => 6.5607577549511
316 => 6.6562444141973
317 => 6.6275816892162
318 => 6.5551608978783
319 => 6.8277937236215
320 => 6.8100904643812
321 => 6.8351896384554
322 => 6.8462390711006
323 => 7.0121858678013
324 => 7.0801689607043
325 => 7.0956023130048
326 => 7.1601809932616
327 => 7.0939955366102
328 => 7.3587845526467
329 => 7.5348537974435
330 => 7.7393672857154
331 => 8.0382164601242
401 => 8.1505865142113
402 => 8.1302878697258
403 => 8.356871903044
404 => 8.7640383742368
405 => 8.2125878548888
406 => 8.7932665907887
407 => 8.6094304072612
408 => 8.1735581231892
409 => 8.1454930866916
410 => 8.4406708580464
411 => 9.0953467451038
412 => 8.9313578606684
413 => 9.0956149721714
414 => 8.904000326573
415 => 8.894485044364
416 => 9.0863086765266
417 => 9.5345150488362
418 => 9.3215890021165
419 => 9.0163073025352
420 => 9.2417225587967
421 => 9.0464470026259
422 => 8.6064365203862
423 => 8.9312324614591
424 => 8.7140506653195
425 => 8.7774358594523
426 => 9.2339196915836
427 => 9.1789943491951
428 => 9.2500728281956
429 => 9.1246211732075
430 => 9.0074295455385
501 => 8.7886826697297
502 => 8.7239225038933
503 => 8.7418198839038
504 => 8.7239136348406
505 => 8.6015267682131
506 => 8.5750973360175
507 => 8.5310471244581
508 => 8.5447001269656
509 => 8.46187284189
510 => 8.618185041818
511 => 8.647197963543
512 => 8.7609489472949
513 => 8.7727589517824
514 => 9.0895538223876
515 => 8.9150685311798
516 => 9.0321283288572
517 => 9.0216573987434
518 => 8.1830047972654
519 => 8.2985637262545
520 => 8.4783371553719
521 => 8.3973494692317
522 => 8.2828518292292
523 => 8.1903888459522
524 => 8.0502979714621
525 => 8.2474731871
526 => 8.5067376284173
527 => 8.7793343258657
528 => 9.1068413966068
529 => 9.03374563102
530 => 8.7732118089874
531 => 8.7848991659237
601 => 8.8571458076985
602 => 8.7635798423005
603 => 8.7359854124801
604 => 8.8533547567824
605 => 8.8541630149516
606 => 8.7465040639366
607 => 8.6268608412635
608 => 8.626359531792
609 => 8.6050701759337
610 => 8.9077876556856
611 => 9.0742516613598
612 => 9.0933364913402
613 => 9.0729671002422
614 => 9.0808064704436
615 => 8.9839447333258
616 => 9.2053419409211
617 => 9.4085179125251
618 => 9.3540624119137
619 => 9.2724258751917
620 => 9.2073984415443
621 => 9.3387440151479
622 => 9.3328954035125
623 => 9.40674334766
624 => 9.403393178347
625 => 9.3785608922919
626 => 9.3540632987528
627 => 9.4511934880528
628 => 9.4232215533975
629 => 9.3952061706017
630 => 9.3390170314641
701 => 9.3466540686757
702 => 9.2650316276527
703 => 9.2272693516467
704 => 8.6594153248856
705 => 8.5076661737694
706 => 8.5554095458494
707 => 8.5711279035942
708 => 8.5050864785566
709 => 8.5997729174104
710 => 8.5850161362128
711 => 8.6424261394244
712 => 8.6065588618704
713 => 8.6080308674522
714 => 8.7135088830288
715 => 8.7441295996862
716 => 8.7285556560547
717 => 8.7394631123307
718 => 8.9908208384598
719 => 8.9550858077719
720 => 8.9361022849445
721 => 8.9413608505034
722 => 9.0055881386998
723 => 9.0235682727149
724 => 8.9473851814514
725 => 8.9833135677005
726 => 9.1362920763578
727 => 9.1898258965542
728 => 9.3606801529295
729 => 9.288098228129
730 => 9.4213254923725
731 => 9.8308206821354
801 => 10.15795377463
802 => 9.8571086634251
803 => 10.457846927643
804 => 10.925607837122
805 => 10.90765439432
806 => 10.826089460248
807 => 10.293556100872
808 => 9.8035109639502
809 => 10.213454529401
810 => 10.214499559855
811 => 10.179285044022
812 => 9.9605707105537
813 => 10.171674259308
814 => 10.188430892393
815 => 10.179051633814
816 => 10.011363867146
817 => 9.7553356413252
818 => 9.8053629438057
819 => 9.8873086857981
820 => 9.7321683005339
821 => 9.6825915471545
822 => 9.77476416405
823 => 10.071763540615
824 => 10.015617528875
825 => 10.014151329605
826 => 10.25436777744
827 => 10.082424642744
828 => 9.8059939482996
829 => 9.7361915522794
830 => 9.4884400709361
831 => 9.6595629015605
901 => 9.6657213075905
902 => 9.5719990820905
903 => 9.8135989903662
904 => 9.8113726046787
905 => 10.040735760186
906 => 10.479191968648
907 => 10.349518892686
908 => 10.198723213733
909 => 10.215118885146
910 => 10.394938932579
911 => 10.286215627009
912 => 10.325313285738
913 => 10.39487975359
914 => 10.436850930884
915 => 10.209079878633
916 => 10.155975550804
917 => 10.047342733153
918 => 10.019002458756
919 => 10.107481622034
920 => 10.084170488525
921 => 9.6652037174102
922 => 9.6214193587196
923 => 9.622762162491
924 => 9.5126643107306
925 => 9.3447386602839
926 => 9.7860372433382
927 => 9.7505947911492
928 => 9.7114690669605
929 => 9.7162617449253
930 => 9.9078145028325
1001 => 9.7967042296002
1002 => 10.092109101604
1003 => 10.031382740603
1004 => 9.9690989775844
1005 => 9.9604894643254
1006 => 9.9365155293641
1007 => 9.8542999860735
1008 => 9.7550197771619
1009 => 9.6894663837341
1010 => 8.9380205557396
1011 => 9.0774845304561
1012 => 9.2379251208261
1013 => 9.2933085696965
1014 => 9.1985713479857
1015 => 9.8580407890168
1016 => 9.9785322106989
1017 => 9.613555834963
1018 => 9.54528365695
1019 => 9.8625167016413
1020 => 9.67118639553
1021 => 9.7573424206566
1022 => 9.571120219159
1023 => 9.9495093556164
1024 => 9.9466266643717
1025 => 9.7994247439836
1026 => 9.9238387991004
1027 => 9.9022187953443
1028 => 9.7360281897684
1029 => 9.9547778942419
1030 => 9.9548863913662
1031 => 9.8132077434383
1101 => 9.6477581001027
1102 => 9.6181796116204
1103 => 9.5958961938598
1104 => 9.7518620658858
1105 => 9.8917005790517
1106 => 10.151905383146
1107 => 10.217327053209
1108 => 10.472672186832
1109 => 10.320626592288
1110 => 10.38802643503
1111 => 10.461198498615
1112 => 10.496279876711
1113 => 10.439116653674
1114 => 10.83577275044
1115 => 10.869262678236
1116 => 10.880491561339
1117 => 10.74674135727
1118 => 10.865542843109
1119 => 10.809959562177
1120 => 10.954571817682
1121 => 10.977248865847
1122 => 10.958042212811
1123 => 10.965240265831
1124 => 10.626764262171
1125 => 10.609212495778
1126 => 10.369892915594
1127 => 10.46741741348
1128 => 10.285100039153
1129 => 10.342914756629
1130 => 10.368398933214
1201 => 10.355087445581
1202 => 10.472931302266
1203 => 10.372739950174
1204 => 10.108318499019
1205 => 9.8438250064169
1206 => 9.840504506069
1207 => 9.7708680381648
1208 => 9.7205336264253
1209 => 9.7302298198355
1210 => 9.7644004701075
1211 => 9.7185475661126
1212 => 9.7283326079812
1213 => 9.8908295003919
1214 => 9.9234170932901
1215 => 9.8126717198277
1216 => 9.3680130648948
1217 => 9.2588927156325
1218 => 9.3373262587316
1219 => 9.2998400768974
1220 => 7.5056967648147
1221 => 7.9272041230846
1222 => 7.676758763838
1223 => 7.7921755078158
1224 => 7.5365356485364
1225 => 7.6585403886175
1226 => 7.6360105680242
1227 => 8.3137819268128
1228 => 8.3031994592893
1229 => 8.3082647264811
1230 => 8.0664863259348
1231 => 8.4516458830039
]
'min_raw' => 4.9171759269779
'max_raw' => 10.977248865847
'avg_raw' => 7.9472123964126
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$4.91'
'max' => '$10.97'
'avg' => '$7.94'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.75821855106204
'max_diff' => 1.6606709382482
'year' => 2035
]
10 => [
'items' => [
101 => 8.6413893307059
102 => 8.6062728683946
103 => 8.6151109254039
104 => 8.4632438241008
105 => 8.3097351319867
106 => 8.1394703676138
107 => 8.4558012544577
108 => 8.420630659789
109 => 8.5012993499785
110 => 8.7064625418955
111 => 8.7366736012445
112 => 8.7772775713798
113 => 8.7627239384737
114 => 9.109450518801
115 => 9.0674596421477
116 => 9.1686455732823
117 => 8.9604984359433
118 => 8.7249601925365
119 => 8.7697283122828
120 => 8.7654167823487
121 => 8.7105260577446
122 => 8.660973165902
123 => 8.5784815624249
124 => 8.8394972022867
125 => 8.8289004439788
126 => 9.000449643599
127 => 8.9701266562261
128 => 8.7676223252563
129 => 8.7748548070534
130 => 8.823496722951
131 => 8.9918469492561
201 => 9.041824758581
202 => 9.0186730460304
203 => 9.0734714323814
204 => 9.116781842643
205 => 9.0789105530914
206 => 9.6150881496602
207 => 9.3924298293933
208 => 9.5009519454448
209 => 9.5268338306736
210 => 9.4605379258973
211 => 9.4749151337649
212 => 9.4966926861297
213 => 9.6289217196067
214 => 9.9759289642296
215 => 10.129616110715
216 => 10.591991473706
217 => 10.116854532628
218 => 10.088661872856
219 => 10.171949638129
220 => 10.443412923608
221 => 10.663408419238
222 => 10.736393616984
223 => 10.74603981572
224 => 10.882964898654
225 => 10.961447802691
226 => 10.866338592099
227 => 10.785743494472
228 => 10.497061858603
229 => 10.530477544009
301 => 10.760678479714
302 => 11.085850860165
303 => 11.364882591012
304 => 11.267175404107
305 => 12.012612269667
306 => 12.086519290051
307 => 12.076307729534
308 => 12.244678920807
309 => 11.910496394326
310 => 11.767626889774
311 => 10.803169069372
312 => 11.074142377182
313 => 11.468017993787
314 => 11.415887078972
315 => 11.129844077867
316 => 11.364665601745
317 => 11.287026262403
318 => 11.225788894205
319 => 11.506329149369
320 => 11.197863614858
321 => 11.464940814117
322 => 11.122411543507
323 => 11.267621722306
324 => 11.185193401794
325 => 11.2385346272
326 => 10.926702913414
327 => 11.094959736886
328 => 10.919702876381
329 => 10.91961978181
330 => 10.9157509769
331 => 11.121939896077
401 => 11.128663709329
402 => 10.976289786523
403 => 10.954330323719
404 => 11.035525967127
405 => 10.940467133869
406 => 10.984944563657
407 => 10.941814309907
408 => 10.932104781326
409 => 10.85473760565
410 => 10.821405699115
411 => 10.834475998525
412 => 10.789860328437
413 => 10.76297777339
414 => 10.910403360077
415 => 10.831639816241
416 => 10.898331717356
417 => 10.822327878847
418 => 10.558865461277
419 => 10.407345438868
420 => 9.9096893550586
421 => 10.050824003087
422 => 10.144396420744
423 => 10.113470737266
424 => 10.179911072026
425 => 10.183989968975
426 => 10.162389538865
427 => 10.137379007985
428 => 10.125205264721
429 => 10.215938373246
430 => 10.268611996681
501 => 10.153787664693
502 => 10.126885930271
503 => 10.242979669537
504 => 10.313796783423
505 => 10.836670563665
506 => 10.797934385164
507 => 10.895154591609
508 => 10.884209088329
509 => 10.986111353077
510 => 11.152678488829
511 => 10.814000928941
512 => 10.872783642749
513 => 10.858371478814
514 => 11.015719705579
515 => 11.016210929568
516 => 10.921872807496
517 => 10.973015033932
518 => 10.944468846149
519 => 10.996055665722
520 => 10.797417039884
521 => 11.03933744444
522 => 11.176490724817
523 => 11.178395098248
524 => 11.24340466463
525 => 11.309458149176
526 => 11.436242060714
527 => 11.305922214695
528 => 11.071489498088
529 => 11.088414783014
530 => 10.950966967043
531 => 10.953277489662
601 => 10.940943738845
602 => 10.977958253486
603 => 10.805539644341
604 => 10.846005947282
605 => 10.789352886194
606 => 10.872660490058
607 => 10.783035279541
608 => 10.858364528833
609 => 10.890874135623
610 => 11.01083528456
611 => 10.765316920306
612 => 10.26468835546
613 => 10.369926549325
614 => 10.214270994317
615 => 10.228677508555
616 => 10.257780960097
617 => 10.163447151594
618 => 10.181443069456
619 => 10.180800128635
620 => 10.175259611981
621 => 10.150719745045
622 => 10.115132082923
623 => 10.256902375512
624 => 10.280991910799
625 => 10.334539963679
626 => 10.493862647058
627 => 10.477942553901
628 => 10.503908886358
629 => 10.447224528398
630 => 10.231306933346
701 => 10.243032297568
702 => 10.096816817831
703 => 10.330800905125
704 => 10.275390384815
705 => 10.239666861904
706 => 10.229919367702
707 => 10.389636981196
708 => 10.437426994421
709 => 10.407647465248
710 => 10.346568782106
711 => 10.463857910029
712 => 10.495239532631
713 => 10.502264720621
714 => 10.710078567342
715 => 10.513879206129
716 => 10.561106342427
717 => 10.929558978242
718 => 10.595423280546
719 => 10.772422411731
720 => 10.763759225318
721 => 10.854305991508
722 => 10.756331747629
723 => 10.757546255803
724 => 10.83794565001
725 => 10.725039200953
726 => 10.697081976359
727 => 10.658459270817
728 => 10.742790535386
729 => 10.79334331452
730 => 11.200761587414
731 => 11.463972372235
801 => 11.452545697897
802 => 11.556964111509
803 => 11.509922659814
804 => 11.358013403381
805 => 11.617303980751
806 => 11.535253592893
807 => 11.542017727177
808 => 11.541765965761
809 => 11.596322300717
810 => 11.557664137386
811 => 11.481464929281
812 => 11.532049519689
813 => 11.68226766888
814 => 12.148549413223
815 => 12.409486854769
816 => 12.1328406516
817 => 12.323667498106
818 => 12.20923938876
819 => 12.18844439735
820 => 12.308297758949
821 => 12.428360907992
822 => 12.420713404445
823 => 12.333553723551
824 => 12.284319431409
825 => 12.657137986206
826 => 12.931824346583
827 => 12.913092578326
828 => 12.995768511514
829 => 13.238507608427
830 => 13.260700629343
831 => 13.257904818808
901 => 13.202897100865
902 => 13.44190526543
903 => 13.641290081259
904 => 13.190164403487
905 => 13.361947155914
906 => 13.439065967973
907 => 13.552299264196
908 => 13.743342815029
909 => 13.950866783032
910 => 13.980212947492
911 => 13.959390439464
912 => 13.822522804023
913 => 14.049598006088
914 => 14.182613333888
915 => 14.261820917592
916 => 14.46267817098
917 => 13.439542227502
918 => 12.715315753552
919 => 12.602217331688
920 => 12.832207419925
921 => 12.892853972056
922 => 12.868407422937
923 => 12.053224682716
924 => 12.597925563267
925 => 13.183977910989
926 => 13.206490568438
927 => 13.499880627484
928 => 13.595420457175
929 => 13.831637910221
930 => 13.816862444218
1001 => 13.874377634994
1002 => 13.861155888659
1003 => 14.298698978974
1004 => 14.781373983369
1005 => 14.764660482779
1006 => 14.695270240146
1007 => 14.798326583251
1008 => 15.296498914384
1009 => 15.250635189182
1010 => 15.295187891553
1011 => 15.882561145721
1012 => 16.64622992901
1013 => 16.29142910808
1014 => 17.061244798313
1015 => 17.545802969138
1016 => 18.38379622133
1017 => 18.278875338952
1018 => 18.605099962551
1019 => 18.091045061846
1020 => 16.910671102189
1021 => 16.723872404783
1022 => 17.097848127486
1023 => 18.017230949733
1024 => 17.068893490608
1025 => 17.260740923471
1026 => 17.2054888499
1027 => 17.202544701706
1028 => 17.31491086357
1029 => 17.151917885161
1030 => 16.487855169246
1031 => 16.792191198604
1101 => 16.674672442252
1102 => 16.805068264028
1103 => 17.508760734824
1104 => 17.197641519552
1105 => 16.869902699535
1106 => 17.280959910902
1107 => 17.804376995555
1108 => 17.771622495069
1109 => 17.708065073805
1110 => 18.066334929708
1111 => 18.65809176844
1112 => 18.818041264077
1113 => 18.936112711734
1114 => 18.952392769532
1115 => 19.120087482854
1116 => 18.21835074481
1117 => 19.649430106328
1118 => 19.896537979293
1119 => 19.850091940748
1120 => 20.124741941659
1121 => 20.043932944193
1122 => 19.926853385408
1123 => 20.362232056583
1124 => 19.863105543328
1125 => 19.154658296043
1126 => 18.765990124685
1127 => 19.277819725696
1128 => 19.590376202642
1129 => 19.796956151578
1130 => 19.859467119307
1201 => 18.288350000869
1202 => 17.441605012181
1203 => 17.984358841979
1204 => 18.646555973201
1205 => 18.214672206311
1206 => 18.231601232309
1207 => 17.615848477781
1208 => 18.701036428912
1209 => 18.5429336723
1210 => 19.363171053284
1211 => 19.167414819496
1212 => 19.836286562257
1213 => 19.660150216055
1214 => 20.391282341489
1215 => 20.682950740937
1216 => 21.172707378172
1217 => 21.53297435419
1218 => 21.744530013317
1219 => 21.731829005068
1220 => 22.570117923139
1221 => 22.075808235737
1222 => 21.454838768511
1223 => 21.443607389982
1224 => 21.765216276264
1225 => 22.439220272821
1226 => 22.613979702769
1227 => 22.71164638299
1228 => 22.56206646243
1229 => 22.025528724249
1230 => 21.793854449211
1231 => 21.991247643793
]
'min_raw' => 8.1394703676138
'max_raw' => 22.71164638299
'avg_raw' => 15.425558375302
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$8.13'
'max' => '$22.71'
'avg' => '$15.42'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 3.2222944406359
'max_diff' => 11.734397517143
'year' => 2036
]
11 => [
'items' => [
101 => 21.749852729009
102 => 22.166568075377
103 => 22.738807251535
104 => 22.620642124538
105 => 23.015650427785
106 => 23.424442465561
107 => 24.009033439579
108 => 24.161867167529
109 => 24.414495508083
110 => 24.674533054601
111 => 24.758050106334
112 => 24.917510071911
113 => 24.916669639181
114 => 25.397212978342
115 => 25.927267162626
116 => 26.12735034641
117 => 26.587430594871
118 => 25.799559292516
119 => 26.397168725765
120 => 26.936227393691
121 => 26.29353942701
122 => 27.179335061988
123 => 27.213728499239
124 => 27.733028567946
125 => 27.206618462456
126 => 26.894037822176
127 => 27.79644641842
128 => 28.233093512538
129 => 28.101571854237
130 => 27.100685540547
131 => 26.518126775946
201 => 24.993458121792
202 => 26.799494003422
203 => 27.679161398575
204 => 27.098407414506
205 => 27.391305943629
206 => 28.989265345855
207 => 29.597664826014
208 => 29.471121987174
209 => 29.492505643866
210 => 29.820786960128
211 => 31.276567104256
212 => 30.404229897175
213 => 31.071099006137
214 => 31.424803976955
215 => 31.753344866043
216 => 30.946552278857
217 => 29.896926977065
218 => 29.564466583715
219 => 27.0406628762
220 => 26.9092879329
221 => 26.835543196158
222 => 26.370593062396
223 => 26.005269617819
224 => 25.714750851102
225 => 24.952342850988
226 => 25.209633170305
227 => 23.99451394504
228 => 24.771904164183
301 => 22.832544540581
302 => 24.4477008635
303 => 23.568644709082
304 => 24.158907274634
305 => 24.156847904149
306 => 23.06998737805
307 => 22.443108908797
308 => 22.84258026788
309 => 23.270845274893
310 => 23.340329831425
311 => 23.895586591877
312 => 24.050546818516
313 => 23.581010097401
314 => 22.792355623021
315 => 22.975542070126
316 => 22.439396641294
317 => 21.499822399802
318 => 22.174641023434
319 => 22.405053771222
320 => 22.50681716697
321 => 21.582853811293
322 => 21.292524464719
323 => 21.137955556702
324 => 22.673083556438
325 => 22.757181333619
326 => 22.326925215333
327 => 24.271723668543
328 => 23.831555882144
329 => 24.323331143277
330 => 22.95891982012
331 => 23.011042170088
401 => 22.365107984044
402 => 22.726787966891
403 => 22.471164212505
404 => 22.697567798468
405 => 22.833273174398
406 => 23.479101368998
407 => 24.455075184074
408 => 23.382636173197
409 => 22.915359138548
410 => 23.205255182779
411 => 23.977286550617
412 => 25.146953592452
413 => 24.454487161943
414 => 24.76179200496
415 => 24.828924442119
416 => 24.318325332762
417 => 25.165780109925
418 => 25.619938009717
419 => 26.085810040168
420 => 26.49031367077
421 => 25.89973050646
422 => 26.531739149043
423 => 26.022451747665
424 => 25.565568299465
425 => 25.566261203063
426 => 25.279651542005
427 => 24.724309208563
428 => 24.621895561797
429 => 25.154664285694
430 => 25.581894348874
501 => 25.617083063172
502 => 25.853619578021
503 => 25.993599450989
504 => 27.365592499487
505 => 27.917419453314
506 => 28.592183006905
507 => 28.855041438618
508 => 29.646151078113
509 => 29.007265793437
510 => 28.869038943321
511 => 26.950065727898
512 => 27.264297484421
513 => 27.767412845468
514 => 26.958361914893
515 => 27.471518512489
516 => 27.572826494997
517 => 26.930870673859
518 => 27.273767015203
519 => 26.363135994274
520 => 24.474924451863
521 => 25.167882229145
522 => 25.678132400291
523 => 24.949942492674
524 => 26.255194717237
525 => 25.492693313522
526 => 25.251016975067
527 => 24.308151414916
528 => 24.753147665084
529 => 25.355011465168
530 => 24.983129610893
531 => 25.754840296855
601 => 26.8477884359
602 => 27.62668836597
603 => 27.686482630962
604 => 27.185702158169
605 => 27.988206061758
606 => 27.994051426582
607 => 27.088823745009
608 => 26.534376830375
609 => 26.408405324803
610 => 26.723106843889
611 => 27.105212585164
612 => 27.707686840282
613 => 28.071749414705
614 => 29.02103152493
615 => 29.277880045906
616 => 29.560078698853
617 => 29.937183126032
618 => 30.38999367845
619 => 29.399269968278
620 => 29.438633268223
621 => 28.516085066814
622 => 27.530210006814
623 => 28.278366286293
624 => 29.256481098653
625 => 29.032100479977
626 => 29.006853076695
627 => 29.049312205969
628 => 28.880136547073
629 => 28.114961311829
630 => 27.73069509894
701 => 28.226496550333
702 => 28.489992956164
703 => 28.898652902308
704 => 28.848276938181
705 => 29.900941072572
706 => 30.309974524285
707 => 30.205326263809
708 => 30.224584062237
709 => 30.96511958858
710 => 31.78874739662
711 => 32.560183526111
712 => 33.344921490982
713 => 32.398889245486
714 => 31.91855241438
715 => 32.41413741437
716 => 32.151173037511
717 => 33.66224434724
718 => 33.766867646201
719 => 35.277829688275
720 => 36.711912588217
721 => 35.811190813027
722 => 36.660530877631
723 => 37.579161405212
724 => 39.351348735346
725 => 38.754538388859
726 => 38.29739101666
727 => 37.865388958852
728 => 38.764316662755
729 => 39.920772793105
730 => 40.169862367184
731 => 40.573482636731
801 => 40.14912527564
802 => 40.660216975644
803 => 42.464595261732
804 => 41.977036321143
805 => 41.284624246497
806 => 42.70900760903
807 => 43.224486410781
808 => 46.842386599811
809 => 51.410135036465
810 => 49.519057190237
811 => 48.345204146382
812 => 48.621087455855
813 => 50.289074556878
814 => 50.824779074462
815 => 49.368549527247
816 => 49.882914421808
817 => 52.717115562082
818 => 54.23757354178
819 => 52.1725873806
820 => 46.475372460444
821 => 41.222280115019
822 => 42.615636754857
823 => 42.45767335279
824 => 45.502668904221
825 => 41.965408201657
826 => 42.024966600077
827 => 45.132929434806
828 => 44.303778234472
829 => 42.960659479594
830 => 41.232086368314
831 => 38.036659098453
901 => 35.206380054455
902 => 40.757209034071
903 => 40.517847194943
904 => 40.171215780447
905 => 40.94260648397
906 => 44.688260777205
907 => 44.601911322247
908 => 44.052600145677
909 => 44.469247831699
910 => 42.887619125773
911 => 43.295240856306
912 => 41.221447998353
913 => 42.158888979388
914 => 42.957777749972
915 => 43.118166498417
916 => 43.479530538316
917 => 40.391714382408
918 => 41.778053182891
919 => 42.592397345796
920 => 38.913160791697
921 => 42.519670668769
922 => 40.337962372904
923 => 39.597457809129
924 => 40.594449650195
925 => 40.205920960125
926 => 39.871886807573
927 => 39.685490011014
928 => 40.417570785119
929 => 40.383418341981
930 => 39.185592104791
1001 => 37.62307660802
1002 => 38.147508096559
1003 => 37.956977220201
1004 => 37.266468745309
1005 => 37.731788085075
1006 => 35.682757205473
1007 => 32.157506076474
1008 => 34.486394953653
1009 => 34.396735265225
1010 => 34.351524784577
1011 => 36.101620410016
1012 => 35.933389097206
1013 => 35.628047617129
1014 => 37.260860909575
1015 => 36.664862093395
1016 => 38.501590009882
1017 => 39.711377807794
1018 => 39.404536489708
1019 => 40.542347761056
1020 => 38.159589938852
1021 => 38.951046507737
1022 => 39.114164609673
1023 => 37.240712247002
1024 => 35.960913820533
1025 => 35.875565856258
1026 => 33.656571751848
1027 => 34.841940491329
1028 => 35.885015928181
1029 => 35.385463739853
1030 => 35.227320440725
1031 => 36.035240258871
1101 => 36.098022548107
1102 => 34.666579700174
1103 => 34.964221996159
1104 => 36.20543984933
1105 => 34.932946490896
1106 => 32.460699756068
1107 => 31.847548384346
1108 => 31.765742688736
1109 => 30.102827538976
1110 => 31.888522090901
1111 => 31.109018565347
1112 => 33.571460862687
1113 => 32.164927028789
1114 => 32.104294166414
1115 => 32.012638702026
1116 => 30.581298938467
1117 => 30.894671380299
1118 => 31.936369104919
1119 => 32.308058588628
1120 => 32.269288330315
1121 => 31.931264217772
1122 => 32.086009925531
1123 => 31.587520083861
1124 => 31.411492945599
1125 => 30.855902877165
1126 => 30.03933896224
1127 => 30.152887182888
1128 => 28.535060401851
1129 => 27.653582506976
1130 => 27.409601043367
1201 => 27.083338833541
1202 => 27.446453228117
1203 => 28.53047730185
1204 => 27.222914280392
1205 => 24.981189194984
1206 => 25.11592069233
1207 => 25.418622364728
1208 => 24.854539800787
1209 => 24.320682993878
1210 => 24.784828174314
1211 => 23.834979703487
1212 => 25.533407014472
1213 => 25.487469315498
1214 => 26.120537986993
1215 => 26.516408819156
1216 => 25.604054715724
1217 => 25.374600125979
1218 => 25.505307888428
1219 => 23.344999730292
1220 => 25.943994721686
1221 => 25.966470938297
1222 => 25.774015925965
1223 => 27.157900523914
1224 => 30.078328670017
1225 => 28.979546127503
1226 => 28.554064316164
1227 => 27.745223081782
1228 => 28.822956002355
1229 => 28.740202929308
1230 => 28.365962149816
1231 => 28.139620158677
]
'min_raw' => 21.137955556702
'max_raw' => 54.23757354178
'avg_raw' => 37.687764549241
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$21.13'
'max' => '$54.23'
'avg' => '$37.68'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 12.998485189089
'max_diff' => 31.525927158789
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.6634962711241
]
1 => [
'year' => 2028
'avg' => 1.1387522155927
]
2 => [
'year' => 2029
'avg' => 3.1108658128812
]
3 => [
'year' => 2030
'avg' => 2.4000283417975
]
4 => [
'year' => 2031
'avg' => 2.3571252638831
]
5 => [
'year' => 2032
'avg' => 4.1327824022084
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.6634962711241
'min' => '$0.663496'
'max_raw' => 4.1327824022084
'max' => '$4.13'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 4.1327824022084
]
1 => [
'year' => 2033
'avg' => 10.629941307483
]
2 => [
'year' => 2034
'avg' => 6.7377676517574
]
3 => [
'year' => 2035
'avg' => 7.9472123964126
]
4 => [
'year' => 2036
'avg' => 15.425558375302
]
5 => [
'year' => 2037
'avg' => 37.687764549241
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 4.1327824022084
'min' => '$4.13'
'max_raw' => 37.687764549241
'max' => '$37.68'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 37.687764549241
]
]
]
]
'prediction_2025_max_price' => '$1.13'
'last_price' => 1.1
'sma_50day_nextmonth' => '$0.980543'
'sma_200day_nextmonth' => '$1.42'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '$1.05'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$1.01'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.952421'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.942542'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$1.17'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$1.37'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$1.71'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$1.05'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$1.02'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.986325'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$1.00'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$1.15'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$1.39'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$1.81'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$1.31'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$1.03'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$1.05'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$1.17'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$1.52'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$1.21'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.607991'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.303995'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '57.07'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 118.61
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.2
'momentum_10_action' => 'BUY'
'vwma_10' => '1.00'
'vwma_10_action' => 'BUY'
'hma_9' => '1.08'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 243.93
'cci_20_action' => 'SELL'
'adx_14' => 28.15
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.022448'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0.04
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 81.9
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.575230'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 11
'buy_signals' => 20
'sell_pct' => 35.48
'buy_pct' => 64.52
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767691232
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Mainframe para 2026
A previsão de preço para Mainframe em 2026 sugere que o preço médio poderia variar entre $0.380049 na extremidade inferior e $1.13 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Mainframe poderia potencialmente ganhar 3.13% até 2026 se SN25 atingir a meta de preço prevista.
Previsão de preço de Mainframe 2027-2032
A previsão de preço de SN25 para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.663496 na extremidade inferior e $4.13 na extremidade superior. Considerando a volatilidade de preços no mercado, se Mainframe atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Mainframe | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.365864 | $0.663496 | $0.961128 |
| 2028 | $0.660277 | $1.13 | $1.61 |
| 2029 | $1.45 | $3.11 | $4.77 |
| 2030 | $1.23 | $2.40 | $3.56 |
| 2031 | $1.45 | $2.35 | $3.25 |
| 2032 | $2.22 | $4.13 | $6.03 |
Previsão de preço de Mainframe 2032-2037
A previsão de preço de Mainframe para 2032-2037 é atualmente estimada entre $4.13 na extremidade inferior e $37.68 na extremidade superior. Comparado ao preço atual, Mainframe poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Mainframe | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $2.22 | $4.13 | $6.03 |
| 2033 | $5.17 | $10.62 | $16.08 |
| 2034 | $4.15 | $6.73 | $9.31 |
| 2035 | $4.91 | $7.94 | $10.97 |
| 2036 | $8.13 | $15.42 | $22.71 |
| 2037 | $21.13 | $37.68 | $54.23 |
Mainframe Histograma de preços potenciais
Previsão de preço de Mainframe baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 64.52%
Baixista 35.48%
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Mainframe é Altista, com 20 indicadores técnicos mostrando sinais de alta e 11 indicando sinais de baixa. A previsão de preço de SN25 foi atualizada pela última vez em 6 de janeiro de 2026.
Médias Móveis Simples de 50 e 200 dias e Índice de Força Relativa de 14 dias - RSI (14) de Mainframe
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Mainframe está projetado para aumentar no próximo mês, alcançando $1.42 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Mainframe é esperado para alcançar $0.980543 até 4 de fev. de 2026.
O oscilador de momentum Índice de Força Relativa (RSI) é uma ferramenta comumente usada para identificar se uma criptomoeda está sobrevendida (abaixo de 30) ou sobrecomprada (acima de 70). No momento, o RSI está em 57.07, sugerindo que o mercado de SN25 está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de SN25 para Sábado, 19 de Outubro de 2024
Médias móveis (MA) são indicadores amplamente utilizados nos mercados financeiros, projetados para suavizar movimentos de preços ao longo de um período definido. Como indicadores atrasados, eles se baseiam em dados históricos de preços. A tabela abaixo destaca dois tipos: a média móvel simples (SMA) e a média móvel exponencial (EMA).
Média Móvel Simples Diária (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 3 | $1.05 | BUY |
| SMA 5 | $1.01 | BUY |
| SMA 10 | $0.952421 | BUY |
| SMA 21 | $0.942542 | BUY |
| SMA 50 | $1.17 | SELL |
| SMA 100 | $1.37 | SELL |
| SMA 200 | $1.71 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $1.05 | BUY |
| EMA 5 | $1.02 | BUY |
| EMA 10 | $0.986325 | BUY |
| EMA 21 | $1.00 | BUY |
| EMA 50 | $1.15 | SELL |
| EMA 100 | $1.39 | SELL |
| EMA 200 | $1.81 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $1.31 | SELL |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $1.52 | SELL |
| EMA 50 | $1.21 | SELL |
| EMA 100 | $0.607991 | BUY |
| EMA 200 | $0.303995 | BUY |
Osciladores de Mainframe
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 57.07 | NEUTRAL |
| Stoch RSI (14) | 118.61 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 243.93 | SELL |
| Índice Direcional Médio (14) | 28.15 | SELL |
| Oscilador Impressionante (5, 34) | -0.022448 | NEUTRAL |
| Momentum (10) | 0.2 | BUY |
| MACD (12, 26) | 0.04 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 81.9 | SELL |
| VWMA (10) | 1.00 | BUY |
| Média Móvel de Hull (9) | 1.08 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.575230 | SELL |
Previsão do preço de Mainframe com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Mainframe
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Mainframe por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $1.54 | $2.17 | $3.05 | $4.28 | $6.02 | $8.46 |
| Amazon.com stock | $2.29 | $4.78 | $9.99 | $20.85 | $43.50 | $90.77 |
| Apple stock | $1.56 | $2.21 | $3.13 | $4.45 | $6.31 | $8.95 |
| Netflix stock | $1.73 | $2.73 | $4.32 | $6.81 | $10.75 | $16.97 |
| Google stock | $1.42 | $1.84 | $2.38 | $3.09 | $4.00 | $5.18 |
| Tesla stock | $2.49 | $5.65 | $12.81 | $29.04 | $65.85 | $149.28 |
| Kodak stock | $0.824883 | $0.618574 | $0.463865 | $0.347849 | $0.26085 | $0.1956098 |
| Nokia stock | $0.7287041 | $0.482736 | $0.319792 | $0.211849 | $0.140341 | $0.09297 |
Este cálculo mostra quanto a criptomoeda pode custar, se assumirmos que sua capitalização se comportará da mesma forma que a de algumas empresas de Internet ou nichos tecnológicos. Se você extrapolar os dados, poderá obter uma imagem em potencial do preço futuro para 2024, 2025, 2026, 2027, 2028, 2029 e 2030.
Visão geral da previsão para Mainframe
Você pode fazer perguntas como: 'Devo investir em Mainframe agora?', 'Devo comprar SN25 hoje?', 'Mainframe será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Mainframe regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Mainframe, com métodos de análise técnica.
Se você estiver tentando encontrar criptomoedas com bom retorno, você deve explorar o máximo de fontes de informações disponíveis sobre Mainframe para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Mainframe é de $1.1 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão do preço de Mainframe com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Mainframe tiver 1% da média anterior do crescimento anual do Bitcoin | $1.12 | $1.15 | $1.18 | $1.21 |
| Se Mainframe tiver 2% da média anterior do crescimento anual do Bitcoin | $1.15 | $1.21 | $1.28 | $1.34 |
| Se Mainframe tiver 5% da média anterior do crescimento anual do Bitcoin | $1.24 | $1.40 | $1.58 | $1.79 |
| Se Mainframe tiver 10% da média anterior do crescimento anual do Bitcoin | $1.38 | $1.74 | $2.20 | $2.77 |
| Se Mainframe tiver 20% da média anterior do crescimento anual do Bitcoin | $1.67 | $2.54 | $3.86 | $5.86 |
| Se Mainframe tiver 50% da média anterior do crescimento anual do Bitcoin | $2.52 | $5.81 | $13.37 | $30.76 |
| Se Mainframe tiver 100% da média anterior do crescimento anual do Bitcoin | $3.95 | $14.25 | $51.29 | $184.61 |
Perguntas Frequentes sobre Mainframe
SN25 é um bom investimento?
A decisão de adquirir Mainframe depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Mainframe experimentou uma escalada de 5.279% nas últimas 24 horas, e Mainframe registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Mainframe dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Mainframe pode subir?
Parece que o valor médio de Mainframe pode potencialmente subir para $1.13 até o final deste ano. Observando as perspectivas de Mainframe em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $3.56. No entanto, dada a imprevisibilidade do mercado, é vital conduzir uma pesquisa aprofundada antes de investir quaisquer fundos em um projeto, rede ou ativo específico.
Qual será o preço de Mainframe na próxima semana?
Com base na nossa nova previsão experimental de Mainframe, o preço de Mainframe aumentará 0.86% na próxima semana e atingirá $1.10 até 13 de janeiro de 2026.
Qual será o preço de Mainframe no próximo mês?
Com base na nossa nova previsão experimental de Mainframe, o preço de Mainframe diminuirá -11.62% no próximo mês e atingirá $0.972201 até 5 de fevereiro de 2026.
Até onde o preço de Mainframe pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Mainframe em 2026, espera-se que SN25 fluctue dentro do intervalo de $0.380049 e $1.13. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Mainframe não considera flutuações repentinas e extremas de preço.
Onde estará Mainframe em 5 anos?
O futuro de Mainframe parece seguir uma tendência de alta, com um preço máximo de $3.56 projetada após um período de cinco anos. Com base na previsão de Mainframe para 2030, o valor de Mainframe pode potencialmente atingir seu pico mais alto de aproximadamente $3.56, enquanto seu pico mais baixo está previsto para cerca de $1.23.
Quanto será Mainframe em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Mainframe, espera-se que o valor de SN25 em 2026 aumente 3.13% para $1.13 se o melhor cenário ocorrer. O preço ficará entre $1.13 e $0.380049 durante 2026.
Quanto será Mainframe em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Mainframe, o valor de SN25 pode diminuir -12.62% para $0.961128 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.961128 e $0.365864 ao longo do ano.
Quanto será Mainframe em 2028?
Nosso novo modelo experimental de previsão de preços de Mainframe sugere que o valor de SN25 em 2028 pode aumentar 47.02%, alcançando $1.61 no melhor cenário. O preço é esperado para variar entre $1.61 e $0.660277 durante o ano.
Quanto será Mainframe em 2029?
Com base no nosso modelo de previsão experimental, o valor de Mainframe pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $4.77 sob condições ótimas. A faixa de preço prevista para 2029 está entre $4.77 e $1.45.
Quanto será Mainframe em 2030?
Usando nossa nova simulação experimental para previsões de preços de Mainframe, espera-se que o valor de SN25 em 2030 aumente 224.23%, alcançando $3.56 no melhor cenário. O preço está previsto para variar entre $3.56 e $1.23 ao longo de 2030.
Quanto será Mainframe em 2031?
Nossa simulação experimental indica que o preço de Mainframe poderia aumentar 195.98% em 2031, potencialmente atingindo $3.25 sob condições ideais. O preço provavelmente oscilará entre $3.25 e $1.45 durante o ano.
Quanto será Mainframe em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Mainframe, SN25 poderia ver um 449.04% aumento em valor, atingindo $6.03 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $6.03 e $2.22 ao longo do ano.
Quanto será Mainframe em 2033?
De acordo com nossa previsão experimental de preços de Mainframe, espera-se que o valor de SN25 seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $16.08. Ao longo do ano, o preço de SN25 poderia variar entre $16.08 e $5.17.
Quanto será Mainframe em 2034?
Os resultados da nossa nova simulação de previsão de preços de Mainframe sugerem que SN25 pode aumentar 746.96% em 2034, atingindo potencialmente $9.31 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $9.31 e $4.15.
Quanto será Mainframe em 2035?
Com base em nossa previsão experimental para o preço de Mainframe, SN25 poderia aumentar 897.93%, com o valor potencialmente atingindo $10.97 em 2035. A faixa de preço esperada para o ano está entre $10.97 e $4.91.
Quanto será Mainframe em 2036?
Nossa recente simulação de previsão de preços de Mainframe sugere que o valor de SN25 pode aumentar 1964.7% em 2036, possivelmente atingindo $22.71 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $22.71 e $8.13.
Quanto será Mainframe em 2037?
De acordo com a simulação experimental, o valor de Mainframe poderia aumentar 4830.69% em 2037, com um pico de $54.23 sob condições favoráveis. O preço é esperado para cair entre $54.23 e $21.13 ao longo do ano.
Previsões relacionadas
Como ler e prever os movimentos de preço de Mainframe?
Traders de Mainframe utilizam indicadores e padrões de gráfico para prever a direção do mercado. Eles também identificam níveis-chave de suporte e resistência para avaliar quando uma tendência de baixa pode desacelerar ou uma tendência de alta pode estagnar.
Indicadores de Previsão de Preço de Mainframe
Médias móveis são ferramentas populares para a previsão de preço de Mainframe. Uma média móvel simples (SMA) calcula o preço médio de fechamento de SN25 em um período específico, como uma SMA de 12 dias. Uma média móvel exponencial (EMA) dá mais peso aos preços recentes, reagindo mais rapidamente às mudanças de preço.
Médias móveis comumente usadas no mercado de criptomoedas incluem as de 50 dias, 100 dias e 200 dias, que ajudam a identificar níveis-chave de resistência e suporte. Um movimento de preço de SN25 acima dessas médias é visto como altista, enquanto uma queda abaixo indica fraqueza.
Traders também usam RSI e níveis de retração de Fibonacci para avaliar a direção futura de SN25.
Como ler gráficos de Mainframe e prever movimentos de preço?
A maioria dos traders prefere gráficos de velas em vez de gráficos de linha simples porque eles fornecem informações mais detalhadas. Velas podem representar a ação de preço de Mainframe em diferentes períodos de tempo, como 5 minutos para tendências de curto prazo e semanal para tendências de longo prazo. Opções populares incluem gráficos de 1 hora, 4 horas e 1 dia.
Por exemplo, um gráfico de velas de 1 hora mostra os preços de abertura, fechamento, máximo e mínimo de SN25 dentro de cada hora. A cor da vela é crucial: verde indica que o preço fechou mais alto do que abriu, enquanto vermelho significa o oposto. Alguns gráficos usam velas vazias e preenchidas para transmitir a mesma informação.
O que afeta o preço de Mainframe?
A ação de preço de Mainframe é impulsionada pela oferta e demanda, influenciada por fatores como reduções pela metade das recompensas de bloco, hard forks e atualizações de protocolo. Eventos do mundo real, como regulamentações, adoção por empresas e governos e hacks de exchanges de criptomoedas, também impactam o preço de SN25. A capitalização de mercado de Mainframe pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de SN25, grandes detentores de Mainframe, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Mainframe.
Padrões de previsão de preço altistas e baixistas
Traders frequentemente identificam padrões de velas para ganhar vantagem em previsões de preço de criptomoedas. Certas formações indicam tendências altistas, enquanto outras sugerem movimentos baixistas.
Padrões de velas altistas comumente seguidos:
- Martelo
- Engolfo de Alta
- Linha de Perfuração
- Estrela da Manhã
- Três Soldados Brancos
Padrões de velas baixistas comuns:
- Harami de Baixa
- Nuvem Negra
- Estrela da Noite
- Estrela Cadente
- Homem Enforcado