Previsão de Preço Saga - Projeção SAGA
$0.06579
3.6071%
Add to portfolio
Add to favorites
Sentiment
Altista 50%
Baixista 50%
SMA 50
$0.070594
SMA 200
$0.17609
RSI (14)
53.25
Momentum (10)
0.01
MACD (12, 26)
0
Hull Moving Average (9)
0.0657010
Previsão de Preço Saga até $0.067853 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.022731 | $0.067853 |
| 2027 | $0.021883 | $0.057486 |
| 2028 | $0.039492 | $0.096729 |
| 2029 | $0.086753 | $0.285379 |
| 2030 | $0.07378 | $0.21332 |
| 2031 | $0.08723 | $0.194736 |
| 2032 | $0.133151 | $0.361227 |
| 2033 | $0.309414 | $0.962177 |
| 2034 | $0.248754 | $0.557241 |
| 2035 | $0.2941052 | $0.656569 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Saga hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.52, com um retorno de 39.55% nos próximos 90 dias.
$
≈ $3,954.52
(39.55% ROI)
Previsão de preço de longo prazo de Saga para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Saga'
'name_with_ticker' => 'Saga <small>SAGA</small>'
'name_lang' => 'Saga'
'name_lang_with_ticker' => 'Saga <small>SAGA</small>'
'name_with_lang' => 'Saga'
'name_with_lang_with_ticker' => 'Saga <small>SAGA</small>'
'image' => '/uploads/coins/saga-2.jpg?1717122182'
'price_for_sd' => 0.06579
'ticker' => 'SAGA'
'marketcap' => '$22.59M'
'low24h' => '$0.06287'
'high24h' => '$0.0666'
'volume24h' => '$6.76M'
'current_supply' => '343.1M'
'max_supply' => '1.09B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.06579'
'change_24h_pct' => '3.6071%'
'ath_price' => '$7.6'
'ath_days' => 637
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '9 de abr. de 2024'
'ath_pct' => '-99.13%'
'fdv' => '$71.57M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '-97%'
'change_30d_pct_is_increased' => false
'max_price' => '$3.24'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.066356'
'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' => '$0.058149'
'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' => '$0.022731'
'current_year_max_price_prediction' => '$0.067853'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.07378'
'grand_prediction_max_price' => '$0.21332'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.067039742742882
107 => 0.067290044806857
108 => 0.067853988137734
109 => 0.063035154120429
110 => 0.065198669120665
111 => 0.066469531489363
112 => 0.060727729073218
113 => 0.066356034516898
114 => 0.062951268941126
115 => 0.061795640366846
116 => 0.063351541999626
117 => 0.062745205620168
118 => 0.062223913206376
119 => 0.06193302308254
120 => 0.063075505523057
121 => 0.063022207351645
122 => 0.061152884332673
123 => 0.058714428657778
124 => 0.059532854421852
125 => 0.059235512668981
126 => 0.058157907798729
127 => 0.058884083370771
128 => 0.055686373660546
129 => 0.050184880306592
130 => 0.053819335331513
131 => 0.053679412766579
201 => 0.053608857464357
202 => 0.056340049966626
203 => 0.056077508826865
204 => 0.055600994087388
205 => 0.058149156231851
206 => 0.057219042771505
207 => 0.060085433294
208 => 0.061973423478631
209 => 0.061494568097724
210 => 0.063270231991818
211 => 0.059551709298468
212 => 0.060786853375963
213 => 0.061041414858499
214 => 0.058117712306529
215 => 0.056120463804231
216 => 0.055987270099428
217 => 0.05252431643424
218 => 0.054374198330198
219 => 0.056002017845327
220 => 0.055222418621477
221 => 0.054975620797071
222 => 0.056236457358046
223 => 0.056334435157168
224 => 0.054100530953951
225 => 0.054565030376345
226 => 0.056502070184335
227 => 0.054516221943116
228 => 0.050658043196896
301 => 0.049701161524339
302 => 0.049573495870392
303 => 0.046978356883175
304 => 0.049765104933207
305 => 0.048548614729164
306 => 0.052391492707947
307 => 0.050196461416234
308 => 0.050101838004402
309 => 0.049958800839181
310 => 0.047725057509041
311 => 0.048214105336548
312 => 0.049839774799265
313 => 0.05041983197804
314 => 0.050359327262026
315 => 0.049831808132017
316 => 0.0500733036884
317 => 0.049295362358661
318 => 0.049020655083682
319 => 0.048153603359658
320 => 0.046879276854495
321 => 0.047056479770937
322 => 0.044531705518541
323 => 0.043156074505925
324 => 0.042775317972158
325 => 0.042266154422294
326 => 0.042832829349948
327 => 0.044524553150306
328 => 0.042483975327848
329 => 0.038985547781136
330 => 0.039195809237724
331 => 0.03966820430349
401 => 0.038787899223641
402 => 0.037954764343969
403 => 0.038679107527475
404 => 0.037196777656978
405 => 0.039847336786425
406 => 0.03977564659008
407 => 0.040763611124061
408 => 0.041381405622233
409 => 0.039957589317291
410 => 0.039599503367007
411 => 0.039803485398388
412 => 0.036432116795252
413 => 0.0404880983832
414 => 0.040523174680401
415 => 0.04022283012833
416 => 0.04238251510953
417 => 0.0469401240425
418 => 0.045225368232522
419 => 0.04456136295413
420 => 0.043299088434521
421 => 0.044980994285455
422 => 0.044851850157921
423 => 0.04426781143676
424 => 0.04391458299589
425 => 0.044565417228769
426 => 0.043833937431973
427 => 0.043702543560748
428 => 0.042906439659067
429 => 0.042622266786586
430 => 0.042411876505049
501 => 0.042180257477599
502 => 0.042691151336288
503 => 0.041533398638815
504 => 0.040137262381559
505 => 0.040021188758171
506 => 0.040341678237641
507 => 0.040199885500611
508 => 0.040020509909098
509 => 0.039678033054864
510 => 0.039576427488073
511 => 0.039906596288131
512 => 0.039533854962902
513 => 0.040083855092547
514 => 0.039934285490179
515 => 0.039098801849806
516 => 0.038057479898239
517 => 0.038048209948623
518 => 0.037823858842269
519 => 0.037538113976911
520 => 0.037458626292326
521 => 0.038618105364917
522 => 0.041018192344894
523 => 0.040546997841511
524 => 0.04088748416016
525 => 0.04256233985622
526 => 0.043094726117329
527 => 0.042716850959453
528 => 0.042199592137028
529 => 0.042222348900082
530 => 0.043989978881203
531 => 0.044100223794906
601 => 0.044378777125477
602 => 0.044736796874423
603 => 0.04277782327082
604 => 0.04213008141952
605 => 0.041823145395024
606 => 0.040877901238768
607 => 0.041897266022181
608 => 0.041303325816438
609 => 0.04138346864208
610 => 0.041331275521744
611 => 0.041359776494731
612 => 0.03984659590113
613 => 0.040397919379008
614 => 0.039481237166089
615 => 0.038253902585399
616 => 0.038249788129526
617 => 0.038550176529386
618 => 0.03837149375495
619 => 0.037890663003296
620 => 0.037958962742112
621 => 0.037360585161728
622 => 0.038031616614346
623 => 0.038050859395341
624 => 0.037792475734753
625 => 0.038826292272007
626 => 0.039249847750835
627 => 0.039079774090321
628 => 0.039237914929431
629 => 0.040566578100442
630 => 0.040783208170955
701 => 0.040879420938498
702 => 0.040750508575739
703 => 0.039262200453136
704 => 0.039328213247148
705 => 0.038843855164863
706 => 0.03843462362573
707 => 0.038450990741158
708 => 0.038661388948649
709 => 0.039580210260454
710 => 0.041513815543672
711 => 0.041587194450723
712 => 0.041676131826683
713 => 0.041314378822311
714 => 0.041205270654683
715 => 0.041349212490992
716 => 0.042075372971233
717 => 0.04394325487706
718 => 0.043283020659903
719 => 0.042746239964196
720 => 0.043217141349367
721 => 0.043144649772167
722 => 0.042532747907654
723 => 0.04251557386032
724 => 0.04134113854546
725 => 0.040906976550154
726 => 0.040544158290414
727 => 0.040147970222389
728 => 0.03991309665532
729 => 0.040273969202466
730 => 0.040356505023717
731 => 0.039567450892409
801 => 0.039459905729967
802 => 0.040104264366509
803 => 0.039820706154678
804 => 0.040112352807452
805 => 0.040180017332594
806 => 0.0401691217856
807 => 0.039873054445995
808 => 0.040061758939404
809 => 0.039615416556975
810 => 0.039130086254542
811 => 0.038820475758735
812 => 0.038550299537272
813 => 0.038700209007674
814 => 0.038165809118078
815 => 0.037994843838051
816 => 0.039997830103022
817 => 0.041477457592687
818 => 0.041455943222991
819 => 0.04132498003051
820 => 0.041130395291397
821 => 0.042061137885573
822 => 0.041736885776548
823 => 0.041972806278034
824 => 0.042032857947215
825 => 0.042214616263419
826 => 0.042279579238807
827 => 0.042083216007497
828 => 0.041424197019475
829 => 0.039781984358968
830 => 0.039017529932434
831 => 0.038765247238682
901 => 0.038774417235447
902 => 0.038521467788005
903 => 0.038595972736676
904 => 0.038495558007384
905 => 0.038305396803036
906 => 0.038688467089166
907 => 0.038732612371096
908 => 0.038643199188964
909 => 0.03866425923016
910 => 0.03792395627098
911 => 0.037980239897113
912 => 0.037666845514627
913 => 0.037608087845937
914 => 0.036815854137383
915 => 0.035412297286569
916 => 0.03619000402848
917 => 0.035250643646368
918 => 0.034894893636029
919 => 0.036578958854494
920 => 0.036409925415258
921 => 0.036120613644357
922 => 0.035692661237337
923 => 0.03553392952672
924 => 0.034569525901363
925 => 0.034512543790284
926 => 0.034990528268099
927 => 0.034769954878029
928 => 0.034460186300696
929 => 0.033338235914331
930 => 0.032076792215051
1001 => 0.032114867271179
1002 => 0.032516109041926
1003 => 0.033682773605198
1004 => 0.033226937576826
1005 => 0.032896223308126
1006 => 0.032834290466833
1007 => 0.033609509640801
1008 => 0.034706607185403
1009 => 0.035221340807157
1010 => 0.034711255420692
1011 => 0.034125296793668
1012 => 0.034160961380224
1013 => 0.034398221896566
1014 => 0.03442315462215
1015 => 0.034041755793478
1016 => 0.034149117329693
1017 => 0.033986025338838
1018 => 0.032985130092005
1019 => 0.032967027070863
1020 => 0.032721391235674
1021 => 0.032713953480207
1022 => 0.03229606564782
1023 => 0.032237600251347
1024 => 0.031407858596164
1025 => 0.031953997066294
1026 => 0.031587676054088
1027 => 0.031035543882301
1028 => 0.030940356087774
1029 => 0.030937494627728
1030 => 0.031504410913658
1031 => 0.031947372319419
1101 => 0.031594048364931
1102 => 0.031513603349391
1103 => 0.032372545654033
1104 => 0.032263237416334
1105 => 0.03216857718745
1106 => 0.034608374133355
1107 => 0.032677084470941
1108 => 0.031834931943969
1109 => 0.030792608271413
1110 => 0.031131994115049
1111 => 0.031203507698919
1112 => 0.028696907159385
1113 => 0.027679979632674
1114 => 0.027331008427612
1115 => 0.02713017056537
1116 => 0.027221694901157
1117 => 0.026306340853415
1118 => 0.026921473912056
1119 => 0.026128854679663
1120 => 0.025995969485946
1121 => 0.027413270860146
1122 => 0.027610480066612
1123 => 0.026769124323732
1124 => 0.027309410913783
1125 => 0.027113495485685
1126 => 0.026142441861447
1127 => 0.026105354755588
1128 => 0.025618114181131
1129 => 0.024855677030471
1130 => 0.0245072227937
1201 => 0.024325744801771
1202 => 0.024400626158177
1203 => 0.024362763852971
1204 => 0.024115686700452
1205 => 0.024376926026135
1206 => 0.023709567500558
1207 => 0.0234438199584
1208 => 0.023323787958903
1209 => 0.02273146885573
1210 => 0.023674111954379
1211 => 0.023859824519918
1212 => 0.024045902996581
1213 => 0.025665589094756
1214 => 0.025584674154476
1215 => 0.026316105807428
1216 => 0.026287683718411
1217 => 0.026079067562582
1218 => 0.025198950316831
1219 => 0.025549749364406
1220 => 0.024470044422246
1221 => 0.025279032777712
1222 => 0.024909844276439
1223 => 0.025154209774061
1224 => 0.024714818575788
1225 => 0.02495799580693
1226 => 0.023903863858689
1227 => 0.022919530277459
1228 => 0.023315654845035
1229 => 0.023746287552329
1230 => 0.024680008984915
1231 => 0.024123892202701
]
'min_raw' => 0.02273146885573
'max_raw' => 0.067853988137734
'avg_raw' => 0.045292728496732
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.022731'
'max' => '$0.067853'
'avg' => '$0.045292'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.04306153114427
'max_diff' => 0.0020609881377339
'year' => 2026
]
1 => [
'items' => [
101 => 0.024323892826689
102 => 0.02365392421603
103 => 0.022271587605168
104 => 0.022279411480264
105 => 0.022066769108523
106 => 0.021883015053044
107 => 0.024187768904892
108 => 0.023901136330648
109 => 0.023444424837134
110 => 0.024055751320196
111 => 0.024217395745374
112 => 0.024221997534913
113 => 0.024668005556335
114 => 0.024906040117319
115 => 0.024947994740393
116 => 0.025649797998741
117 => 0.02588503319393
118 => 0.026853933671184
119 => 0.024885844547874
120 => 0.024845313047516
121 => 0.024064353937487
122 => 0.023569057323431
123 => 0.024098267320396
124 => 0.024567075133338
125 => 0.024078921103032
126 => 0.024142663713896
127 => 0.023487356811859
128 => 0.023721598194281
129 => 0.023923358428546
130 => 0.023811958286103
131 => 0.023645186881039
201 => 0.024528638238891
202 => 0.024478790451007
203 => 0.025301480665897
204 => 0.025942826519546
205 => 0.027092232943569
206 => 0.025892767420189
207 => 0.025849054129074
208 => 0.026276358561561
209 => 0.025884967775848
210 => 0.026132313242068
211 => 0.027052381765015
212 => 0.02707182136308
213 => 0.026746183048986
214 => 0.026726367927979
215 => 0.026788910328294
216 => 0.027155223120413
217 => 0.027027222175191
218 => 0.027175348109589
219 => 0.027360581858738
220 => 0.028126787182702
221 => 0.028311516692333
222 => 0.027862719755198
223 => 0.027903241093655
224 => 0.027735378719415
225 => 0.027573225769208
226 => 0.027937721920736
227 => 0.028603845801842
228 => 0.02859970187975
301 => 0.028754229672569
302 => 0.028850499207317
303 => 0.028437239890569
304 => 0.028168223271333
305 => 0.02827138136112
306 => 0.028436333393181
307 => 0.028217889640291
308 => 0.026869553604459
309 => 0.027278552625691
310 => 0.027210475189527
311 => 0.027113524641931
312 => 0.027524776320476
313 => 0.027485110092825
314 => 0.026296952574624
315 => 0.026373014563971
316 => 0.026301578156121
317 => 0.026532403804399
318 => 0.025872502433336
319 => 0.026075483650571
320 => 0.026202791567191
321 => 0.026277776908105
322 => 0.026548675377417
323 => 0.026516888568742
324 => 0.026546699464759
325 => 0.026948370380205
326 => 0.028979884033717
327 => 0.029090454839595
328 => 0.028545963752077
329 => 0.028763477201929
330 => 0.028345898943177
331 => 0.028626222025808
401 => 0.02881801195951
402 => 0.027951350128193
403 => 0.027900032039131
404 => 0.027480730286364
405 => 0.027706039297836
406 => 0.027347556460293
407 => 0.027435515609429
408 => 0.027189574160305
409 => 0.027632219802274
410 => 0.028127166410175
411 => 0.028252209469364
412 => 0.027923275015058
413 => 0.027685104792304
414 => 0.027266956339296
415 => 0.027962346535694
416 => 0.028165699820754
417 => 0.027961278407458
418 => 0.027913909499301
419 => 0.027824145503938
420 => 0.027932953355259
421 => 0.028164592315091
422 => 0.028055355659334
423 => 0.028127508394964
424 => 0.027852536570322
425 => 0.028437376696599
426 => 0.029366243566567
427 => 0.029369230025439
428 => 0.029259992780856
429 => 0.029215295253922
430 => 0.029327379295934
501 => 0.029388180290798
502 => 0.029750639529967
503 => 0.030139572734609
504 => 0.03195455429582
505 => 0.031444914736198
506 => 0.033055274351041
507 => 0.034328859727357
508 => 0.034710752294575
509 => 0.034359429102168
510 => 0.03315757143905
511 => 0.033098602568332
512 => 0.034894685328248
513 => 0.03438720968277
514 => 0.034326847069514
515 => 0.033684690848721
516 => 0.034064284707805
517 => 0.033981261962517
518 => 0.033850206497469
519 => 0.034574445137864
520 => 0.035930155219456
521 => 0.035718855089471
522 => 0.035561129344368
523 => 0.034870021042603
524 => 0.035286222604893
525 => 0.035138021200378
526 => 0.035774788485113
527 => 0.035397581651758
528 => 0.034383365055639
529 => 0.034544882391473
530 => 0.034520469371089
531 => 0.035022887600656
601 => 0.034872074118927
602 => 0.034491020618312
603 => 0.035925521549781
604 => 0.035832373038405
605 => 0.035964436330822
606 => 0.036022574676337
607 => 0.036895730114581
608 => 0.037253433959772
609 => 0.037334638995117
610 => 0.03767442998224
611 => 0.037326184685815
612 => 0.038719414166204
613 => 0.039645830473468
614 => 0.040721910687303
615 => 0.04229435310281
616 => 0.042885605996946
617 => 0.04277880145372
618 => 0.04397100934712
619 => 0.046113380430268
620 => 0.043211835902358
621 => 0.046267169335748
622 => 0.045299886046257
623 => 0.043006474767559
624 => 0.042858806118753
625 => 0.04441193086374
626 => 0.047856612065405
627 => 0.046993758493639
628 => 0.04785802338474
629 => 0.046849812481138
630 => 0.046799746311906
701 => 0.047809056831521
702 => 0.050167365875254
703 => 0.049047021648469
704 => 0.047440733479698
705 => 0.048626791666906
706 => 0.047599318300643
707 => 0.045284133234764
708 => 0.046993098685774
709 => 0.045850362157218
710 => 0.046183873427466
711 => 0.048585735641261
712 => 0.048296737225158
713 => 0.048670727936128
714 => 0.048010644120307
715 => 0.047394021750666
716 => 0.046243050306753
717 => 0.045902304404417
718 => 0.04599647431307
719 => 0.045902257738487
720 => 0.045258299793591
721 => 0.045119237136703
722 => 0.044887459949414
723 => 0.044959297391442
724 => 0.044523488470532
725 => 0.045345949947008
726 => 0.045498606044548
727 => 0.046097124919532
728 => 0.046159265134643
729 => 0.047826131682092
730 => 0.046908049598312
731 => 0.047523978323505
801 => 0.047468883860978
802 => 0.043056179944199
803 => 0.043664211610315
804 => 0.044610118071943
805 => 0.044183988493126
806 => 0.043581540967642
807 => 0.043095032289622
808 => 0.042357921894355
809 => 0.043395390620742
810 => 0.044759551673443
811 => 0.046193862510148
812 => 0.047917093000681
813 => 0.047532488015809
814 => 0.046161647914782
815 => 0.046223142800315
816 => 0.046603279985332
817 => 0.046110967791629
818 => 0.04596577531463
819 => 0.046583332768575
820 => 0.046587585547357
821 => 0.046021120870585
822 => 0.045391599044295
823 => 0.045388961324857
824 => 0.045276943996328
825 => 0.046869740115036
826 => 0.047745616930473
827 => 0.047846034795817
828 => 0.047738858008048
829 => 0.047780106099966
830 => 0.047270452679691
831 => 0.048435369265412
901 => 0.049504411922779
902 => 0.04921788565384
903 => 0.04878834204459
904 => 0.048446189870199
905 => 0.049137285475306
906 => 0.049106512075896
907 => 0.049495074767779
908 => 0.049477447319629
909 => 0.04934678830093
910 => 0.049217890320085
911 => 0.049728956244171
912 => 0.049581777465501
913 => 0.049434370077537
914 => 0.049138721994033
915 => 0.049178905478776
916 => 0.048749436036286
917 => 0.048550743821006
918 => 0.045562889632477
919 => 0.04476443736235
920 => 0.045015646700527
921 => 0.045098351337302
922 => 0.044750863886098
923 => 0.045249071628922
924 => 0.045171426479936
925 => 0.045473498333749
926 => 0.045284776953922
927 => 0.045292522145179
928 => 0.045847511483611
929 => 0.046008627249651
930 => 0.045926682470679
1001 => 0.045984073784968
1002 => 0.047306632399403
1003 => 0.047118606857474
1004 => 0.047018722035812
1005 => 0.047046390814038
1006 => 0.047384332896002
1007 => 0.047478938227999
1008 => 0.047078088788531
1009 => 0.047267131701467
1010 => 0.048072052431631
1011 => 0.04835372913262
1012 => 0.049252705949692
1013 => 0.048870804619761
1014 => 0.049571801039151
1015 => 0.051726425045068
1016 => 0.053447687789634
1017 => 0.051864743435539
1018 => 0.055025623264447
1019 => 0.057486821612533
1020 => 0.057392356720594
1021 => 0.056963189860061
1022 => 0.054161180975109
1023 => 0.051582730623576
1024 => 0.053739713829418
1025 => 0.053745212423197
1026 => 0.053559925652882
1027 => 0.052409125435664
1028 => 0.053519880299827
1029 => 0.053608047987275
1030 => 0.053558697527984
1031 => 0.052676381699637
1101 => 0.051329248508974
1102 => 0.051592475109848
1103 => 0.052023645651758
1104 => 0.051207349864325
1105 => 0.050946493899135
1106 => 0.051431474768302
1107 => 0.052994184178536
1108 => 0.05269876301669
1109 => 0.052691048376264
1110 => 0.053954985384708
1111 => 0.05305027926134
1112 => 0.051595795240254
1113 => 0.051228518842642
1114 => 0.049924935058147
1115 => 0.050825325021304
1116 => 0.050857728453144
1117 => 0.050364594072086
1118 => 0.051635810377458
1119 => 0.05162409589541
1120 => 0.052830926581784
1121 => 0.055137933589224
1122 => 0.054455638096203
1123 => 0.05366220267136
1124 => 0.053748471101618
1125 => 0.054694622852925
1126 => 0.054122557905541
1127 => 0.054328276449199
1128 => 0.05469431147327
1129 => 0.054915149491431
1130 => 0.053716695909309
1201 => 0.053437279050655
1202 => 0.052865690219839
1203 => 0.052716573363091
1204 => 0.053182120539197
1205 => 0.053059465306318
1206 => 0.05085500507017
1207 => 0.050624626709992
1208 => 0.050631692085394
1209 => 0.050052394744832
1210 => 0.049168827253182
1211 => 0.051490789866164
1212 => 0.051304303772496
1213 => 0.051098437557963
1214 => 0.051123654994587
1215 => 0.052131540266268
1216 => 0.051546915909267
1217 => 0.053101235580402
1218 => 0.052781714183143
1219 => 0.052453998267708
1220 => 0.052408697945724
1221 => 0.05228255527769
1222 => 0.051849965133381
1223 => 0.051327586539491
1224 => 0.050982666944146
1225 => 0.047028815322396
1226 => 0.047762627184896
1227 => 0.048606810843646
1228 => 0.048898219659793
1229 => 0.048399744714898
1230 => 0.051869647962446
1231 => 0.052503632722593
]
'min_raw' => 0.021883015053044
'max_raw' => 0.057486821612533
'avg_raw' => 0.039684918332789
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.021883'
'max' => '$0.057486'
'avg' => '$0.039684'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00084845380268595
'max_diff' => -0.0103671665252
'year' => 2027
]
2 => [
'items' => [
101 => 0.050583251530306
102 => 0.050224026617876
103 => 0.051893198687901
104 => 0.050886483881689
105 => 0.051339807497284
106 => 0.050359969795128
107 => 0.052350924359115
108 => 0.052335756621098
109 => 0.051561230327959
110 => 0.052215854647193
111 => 0.052102097562213
112 => 0.051227659284833
113 => 0.052378645612215
114 => 0.052379216487073
115 => 0.051633751769581
116 => 0.05076321218276
117 => 0.050607580265864
118 => 0.050490332522689
119 => 0.051310971739881
120 => 0.052046754295943
121 => 0.05341586321681
122 => 0.053760089728741
123 => 0.055103628721266
124 => 0.054303616666944
125 => 0.054658251648735
126 => 0.055043258087649
127 => 0.055227844332608
128 => 0.054927070951892
129 => 0.057014140029996
130 => 0.057190352606332
131 => 0.057249435158944
201 => 0.05654568720857
202 => 0.057170780102761
203 => 0.05687831983847
204 => 0.057639220198355
205 => 0.057758539090448
206 => 0.057657480233738
207 => 0.057695353933409
208 => 0.055914408659462
209 => 0.055822057251773
210 => 0.054562839254978
211 => 0.055075979896341
212 => 0.054116688062784
213 => 0.054420889385006
214 => 0.054554978429304
215 => 0.054484937922049
216 => 0.055104992098294
217 => 0.054577819379786
218 => 0.053186523900425
219 => 0.051794849363541
220 => 0.051777378023364
221 => 0.051410974682899
222 => 0.051146132177861
223 => 0.051197150240124
224 => 0.051376944545929
225 => 0.051135682205959
226 => 0.051187167758503
227 => 0.052042170977168
228 => 0.052213635775067
229 => 0.051630931396184
301 => 0.049291289231128
302 => 0.048717135175276
303 => 0.049129825724653
304 => 0.048932586222726
305 => 0.03949241611351
306 => 0.041710244052648
307 => 0.040392486001533
308 => 0.040999769538619
309 => 0.039654679800224
310 => 0.04029662712558
311 => 0.040178082894749
312 => 0.043744284590583
313 => 0.043688603256253
314 => 0.043715254964406
315 => 0.042443099493592
316 => 0.044469677701384
317 => 0.045468042999937
318 => 0.045283272153807
319 => 0.045329774995046
320 => 0.04453070211127
321 => 0.043722991736608
322 => 0.042827116625372
323 => 0.044491541848538
324 => 0.044306486176408
325 => 0.044730937307345
326 => 0.04581043604014
327 => 0.045969396329161
328 => 0.046183040569621
329 => 0.046106464317649
330 => 0.047930821311671
331 => 0.0477098796422
401 => 0.048242285496369
402 => 0.047147086260614
403 => 0.045907764368092
404 => 0.046143318943375
405 => 0.046120633143565
406 => 0.045831816874435
407 => 0.045571086460511
408 => 0.045137043781667
409 => 0.046510419043759
410 => 0.046454662516196
411 => 0.04735729588757
412 => 0.047197746671467
413 => 0.046132237958014
414 => 0.046170292810163
415 => 0.046426229979406
416 => 0.047312031444397
417 => 0.047574997629169
418 => 0.047453181214992
419 => 0.047741511631732
420 => 0.047969396236945
421 => 0.047770130429574
422 => 0.050591314047556
423 => 0.049419761917134
424 => 0.049990768273894
425 => 0.050126949925417
426 => 0.049778123488634
427 => 0.049853771452234
428 => 0.049968357504252
429 => 0.050664101573855
430 => 0.052489935327663
501 => 0.053298584668354
502 => 0.055731446107879
503 => 0.053231437597552
504 => 0.053083097438613
505 => 0.053521329249249
506 => 0.054949676458787
507 => 0.056107217714286
508 => 0.056491240928892
509 => 0.056541995936235
510 => 0.057262449016217
511 => 0.057675399286008
512 => 0.05717496706251
513 => 0.056750903150533
514 => 0.055231958854583
515 => 0.055407780792787
516 => 0.056619019592787
517 => 0.058329965739398
518 => 0.059798135526795
519 => 0.059284033638132
520 => 0.063206268149264
521 => 0.063595141680151
522 => 0.063541411931969
523 => 0.064427323707472
524 => 0.062668969245895
525 => 0.061917238647058
526 => 0.056842590581632
527 => 0.058268359695812
528 => 0.060340798835757
529 => 0.060066503744337
530 => 0.058561443044452
531 => 0.059796993803292
601 => 0.059388482083175
602 => 0.059066271940352
603 => 0.060542379068134
604 => 0.058919338645999
605 => 0.060324607765985
606 => 0.058522335583956
607 => 0.059286382012254
608 => 0.058852672306785
609 => 0.059133335639686
610 => 0.057492583530439
611 => 0.058377893541583
612 => 0.057455751723346
613 => 0.057455314508058
614 => 0.057434958176311
615 => 0.058519853936063
616 => 0.058555232347839
617 => 0.057753492742196
618 => 0.057637949539496
619 => 0.058065173318521
620 => 0.057565006163368
621 => 0.057799031227249
622 => 0.057572094544148
623 => 0.057521006316764
624 => 0.057113926629022
625 => 0.056938545506654
626 => 0.057007316963749
627 => 0.056772564526567
628 => 0.056631117691798
629 => 0.05740682084071
630 => 0.056992393940022
701 => 0.057343303974461
702 => 0.056943397701841
703 => 0.05555714833007
704 => 0.054759901657043
705 => 0.052141405099152
706 => 0.052884007474735
707 => 0.053376353618024
708 => 0.053213633220604
709 => 0.053563219598697
710 => 0.053584681363089
711 => 0.05347102726796
712 => 0.053339430385791
713 => 0.053275376301316
714 => 0.053752782968469
715 => 0.054029933607522
716 => 0.053425767140245
717 => 0.053284219390149
718 => 0.053895065045511
719 => 0.054267680542407
720 => 0.05701886401693
721 => 0.056815047458932
722 => 0.057326587022527
723 => 0.057268995517881
724 => 0.057805170475173
725 => 0.058681589925901
726 => 0.056899584131838
727 => 0.057208878720563
728 => 0.057133046830063
729 => 0.057960959526356
730 => 0.057963544179424
731 => 0.05746716916069
801 => 0.05773626211111
802 => 0.057586061808365
803 => 0.057857494056215
804 => 0.056812325364538
805 => 0.058085228012012
806 => 0.058806881789094
807 => 0.058816901952489
808 => 0.059158960115428
809 => 0.059506511019646
810 => 0.060173604714989
811 => 0.059487906138549
812 => 0.058254401150944
813 => 0.058343456226852
814 => 0.057620252703941
815 => 0.057632409885818
816 => 0.057567513896181
817 => 0.057762271646226
818 => 0.056855063738495
819 => 0.057067983621138
820 => 0.056769894538581
821 => 0.057208230733113
822 => 0.056736653447365
823 => 0.057133010261629
824 => 0.057304064723229
825 => 0.057935259369073
826 => 0.056643425484965
827 => 0.054009288745804
828 => 0.054563016224196
829 => 0.053744009789299
830 => 0.053819811953026
831 => 0.05397294438758
901 => 0.053476592065376
902 => 0.053571280446593
903 => 0.053567897511304
904 => 0.053538745202594
905 => 0.053409624793552
906 => 0.053222374654748
907 => 0.053968321575191
908 => 0.054095072492704
909 => 0.054376824081219
910 => 0.055215125694711
911 => 0.055131359595009
912 => 0.055267985579044
913 => 0.054969731823019
914 => 0.053833647089356
915 => 0.053895341956262
916 => 0.053126005977346
917 => 0.054357150430535
918 => 0.054065599173707
919 => 0.053877634181777
920 => 0.053826346192245
921 => 0.054666725793291
922 => 0.05491818054126
923 => 0.054761490816826
924 => 0.054440115620643
925 => 0.055057251003363
926 => 0.055222370396927
927 => 0.055259334539778
928 => 0.056352780113985
929 => 0.055320446000711
930 => 0.055568939082295
1001 => 0.057507611169333
1002 => 0.05574950310485
1003 => 0.056680812157095
1004 => 0.056635229425286
1005 => 0.057111655622635
1006 => 0.056596148571265
1007 => 0.056602538898996
1008 => 0.057025573086336
1009 => 0.056431497864835
1010 => 0.056284396485493
1011 => 0.056081176983492
1012 => 0.056524899331475
1013 => 0.056790890811255
1014 => 0.058934586789068
1015 => 0.060319512155148
1016 => 0.060259388892526
1017 => 0.060808802966862
1018 => 0.060561286894318
1019 => 0.059761992204629
1020 => 0.061126290776324
1021 => 0.060694569623563
1022 => 0.060730160190855
1023 => 0.060728835508163
1024 => 0.061015892333031
1025 => 0.060812486264241
1026 => 0.06041155202345
1027 => 0.060677710883304
1028 => 0.061468107543538
1029 => 0.063921523029236
1030 => 0.065294486838464
1031 => 0.063838868883976
1101 => 0.06484293465748
1102 => 0.064240852978594
1103 => 0.064131436827161
1104 => 0.0647620643328
1105 => 0.065393795668406
1106 => 0.065353557113378
1107 => 0.064894952603491
1108 => 0.064635898552514
1109 => 0.066597542615982
1110 => 0.068042848546211
1111 => 0.067944288371223
1112 => 0.068379300930132
1113 => 0.069656511257523
1114 => 0.069773283363339
1115 => 0.069758572761982
1116 => 0.069469140913809
1117 => 0.070726720347844
1118 => 0.071775815236721
1119 => 0.069402145803447
1120 => 0.070306008050023
1121 => 0.070711780933134
1122 => 0.07130757591293
1123 => 0.072312781910679
1124 => 0.073404702241958
1125 => 0.073559111749098
1126 => 0.073449550814607
1127 => 0.072729400003735
1128 => 0.073924192259538
1129 => 0.074624073541662
1130 => 0.075040836828668
1201 => 0.076097679181717
1202 => 0.070714286848319
1203 => 0.066903654182779
1204 => 0.066308568865853
1205 => 0.067518698258398
1206 => 0.067837799728611
1207 => 0.067709170326087
1208 => 0.063419956813458
1209 => 0.066285987044382
1210 => 0.06936959459019
1211 => 0.069488048514411
1212 => 0.071031766927036
1213 => 0.071534464921342
1214 => 0.072777360583303
1215 => 0.072699617121243
1216 => 0.073002242436141
1217 => 0.072932674116986
1218 => 0.075234876608208
1219 => 0.077774547836405
1220 => 0.077686607097433
1221 => 0.077321499310353
1222 => 0.077863746634295
1223 => 0.080484959509503
1224 => 0.080243640232034
1225 => 0.080478061354568
1226 => 0.083568619059522
1227 => 0.087586783702669
1228 => 0.085719942808793
1229 => 0.089770450379508
1230 => 0.092320030187093
1231 => 0.096729264832838
]
'min_raw' => 0.03949241611351
'max_raw' => 0.096729264832838
'avg_raw' => 0.068110840473174
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.039492'
'max' => '$0.096729'
'avg' => '$0.06811'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.017609401060466
'max_diff' => 0.039242443220305
'year' => 2028
]
3 => [
'items' => [
101 => 0.096177206939252
102 => 0.097893689630382
103 => 0.095188908091774
104 => 0.088978182952593
105 => 0.087995311925616
106 => 0.089963044611881
107 => 0.094800523412516
108 => 0.089810695189324
109 => 0.09082013094011
110 => 0.090529413375975
111 => 0.090513922272452
112 => 0.09110515468704
113 => 0.090247541233072
114 => 0.086753469739891
115 => 0.088354782114523
116 => 0.087736438505342
117 => 0.088422536840298
118 => 0.092125126585583
119 => 0.090488123400477
120 => 0.088763673524309
121 => 0.090926516355086
122 => 0.093680558512097
123 => 0.0935082155034
124 => 0.093173798032741
125 => 0.09505889180532
126 => 0.098172514436969
127 => 0.099014114122755
128 => 0.099635365805054
129 => 0.099721025915909
130 => 0.10060337829519
131 => 0.095858747170382
201 => 0.10338859861622
202 => 0.10468879595296
203 => 0.10444441274131
204 => 0.10588952736044
205 => 0.10546433798047
206 => 0.10484830527907
207 => 0.10713911933508
208 => 0.10451288587903
209 => 0.10078527812176
210 => 0.098740238782398
211 => 0.10143331155308
212 => 0.10307787711886
213 => 0.10416483034382
214 => 0.10449374173293
215 => 0.096227059378368
216 => 0.09177177608048
217 => 0.094627561594499
218 => 0.098111817017391
219 => 0.095839391955584
220 => 0.095928466715737
221 => 0.0926885857604
222 => 0.098398474591552
223 => 0.097566591816577
224 => 0.10188240112472
225 => 0.1008523985968
226 => 0.10437177354884
227 => 0.10344500417687
228 => 0.10729197202494
301 => 0.10882663165203
302 => 0.11140356401662
303 => 0.11329916595401
304 => 0.11441229966873
305 => 0.11434547129576
306 => 0.11875626163451
307 => 0.11615537267303
308 => 0.11288804315494
309 => 0.11282894747225
310 => 0.11452114372808
311 => 0.11806752284894
312 => 0.11898704735726
313 => 0.11950093611357
314 => 0.11871389759469
315 => 0.11589081903439
316 => 0.11467182802538
317 => 0.11571044368262
318 => 0.11444030598308
319 => 0.11663291999019
320 => 0.11964384733903
321 => 0.11902210274799
322 => 0.12110050169868
323 => 0.12325142595869
324 => 0.12632734425456
325 => 0.12713150319802
326 => 0.12846074735214
327 => 0.12982897622069
328 => 0.13026841445847
329 => 0.13110743840406
330 => 0.13110301633371
331 => 0.13363147146658
401 => 0.13642043577787
402 => 0.13747320524071
403 => 0.13989399057046
404 => 0.1357484805277
405 => 0.13889289751532
406 => 0.14172924034802
407 => 0.13834763549419
408 => 0.14300838997232
409 => 0.1431893565072
410 => 0.14592173633066
411 => 0.14315194591895
412 => 0.14150725321396
413 => 0.14625541942744
414 => 0.1485529074923
415 => 0.14786088538959
416 => 0.14259456301858
417 => 0.13952933751546
418 => 0.13150705113595
419 => 0.14100979588946
420 => 0.14563830566003
421 => 0.14258257629644
422 => 0.14412370844627
423 => 0.15253162574198
424 => 0.15573281627585
425 => 0.15506699102282
426 => 0.15517950453016
427 => 0.15690680883653
428 => 0.16456662737479
429 => 0.15997668655346
430 => 0.16348552432956
501 => 0.16534659923395
502 => 0.16707526932398
503 => 0.16283020193466
504 => 0.15730743163358
505 => 0.15555813844911
506 => 0.14227874423307
507 => 0.14158749409464
508 => 0.14119947444492
509 => 0.13875306543987
510 => 0.13683085808974
511 => 0.13530224743792
512 => 0.13129071660578
513 => 0.1326444905019
514 => 0.12625094762703
515 => 0.13034130978513
516 => 0.12013706097933
517 => 0.12863546260569
518 => 0.12401016897537
519 => 0.12711592925125
520 => 0.12710509354623
521 => 0.12138640419613
522 => 0.118087983525
523 => 0.1201898655531
524 => 0.12244324993482
525 => 0.12280885396946
526 => 0.12573042563972
527 => 0.12654577349392
528 => 0.12407523143075
529 => 0.11992560060394
530 => 0.120889465202
531 => 0.11806845083968
601 => 0.11312473167846
602 => 0.1166753970891
603 => 0.11788775037204
604 => 0.11842319464802
605 => 0.11356161464294
606 => 0.11203400065531
607 => 0.11122071178622
608 => 0.11929803167439
609 => 0.11974052549138
610 => 0.11747666456133
611 => 0.12770953063328
612 => 0.12539351788658
613 => 0.12798107156155
614 => 0.12080200459248
615 => 0.12107625461859
616 => 0.11767756926579
617 => 0.11958060596312
618 => 0.11823560096318
619 => 0.11942685940415
620 => 0.12014089480193
621 => 0.12353902246391
622 => 0.1286742637651
623 => 0.12303145550878
624 => 0.120572803145
625 => 0.12209813724351
626 => 0.126160302954
627 => 0.13231469194383
628 => 0.12867116979323
629 => 0.13028810305265
630 => 0.13064133103747
701 => 0.12795473269414
702 => 0.13241375065687
703 => 0.13480337460809
704 => 0.13725463431905
705 => 0.13938299444333
706 => 0.13627554728614
707 => 0.13960096117938
708 => 0.136921264596
709 => 0.13451729973876
710 => 0.13452094556114
711 => 0.13301290328987
712 => 0.13009088136373
713 => 0.1295520156887
714 => 0.13235526298148
715 => 0.13460320184179
716 => 0.13478835285322
717 => 0.13603292730956
718 => 0.13676945365268
719 => 0.14398841307429
720 => 0.14689193827202
721 => 0.1504423139229
722 => 0.15182538532712
723 => 0.15598793439529
724 => 0.15262633795703
725 => 0.15189903542219
726 => 0.14180205294223
727 => 0.14345543325768
728 => 0.14610265467019
729 => 0.14184570464829
730 => 0.14454575962236
731 => 0.14507880766922
801 => 0.14170105511549
802 => 0.14350525869851
803 => 0.13871382889109
804 => 0.12877870384143
805 => 0.13242481129116
806 => 0.13510957364065
807 => 0.13127808673911
808 => 0.1381458787111
809 => 0.13413385642107
810 => 0.13286223796616
811 => 0.12790120100886
812 => 0.13024261948488
813 => 0.13340942149958
814 => 0.13145270603475
815 => 0.13551318442659
816 => 0.14126390471947
817 => 0.14536221046149
818 => 0.1456768274875
819 => 0.14304189146054
820 => 0.14726439325968
821 => 0.14729514957548
822 => 0.14253215029662
823 => 0.13961483975881
824 => 0.13895202066655
825 => 0.14060787271236
826 => 0.14261838278313
827 => 0.14578839680399
828 => 0.14770396988548
829 => 0.15269876854053
830 => 0.15405021784449
831 => 0.15553505089571
901 => 0.1575192457577
902 => 0.15990178042664
903 => 0.15468893020878
904 => 0.1548960464659
905 => 0.15004191251985
906 => 0.14485457424528
907 => 0.14879111738484
908 => 0.15393762388342
909 => 0.15275700960626
910 => 0.15262416638232
911 => 0.15284757183735
912 => 0.15195742722763
913 => 0.14793133614816
914 => 0.14590945841272
915 => 0.14851819652747
916 => 0.14990462473388
917 => 0.15205485397278
918 => 0.15178979283325
919 => 0.15732855243489
920 => 0.1594807469327
921 => 0.15893012348256
922 => 0.15903145144888
923 => 0.16292789678494
924 => 0.16726154536375
925 => 0.17132057913309
926 => 0.17544960262283
927 => 0.17047190364742
928 => 0.1679445350895
929 => 0.1705521343108
930 => 0.16916850545936
1001 => 0.17711924725068
1002 => 0.17766973936184
1003 => 0.18561990622403
1004 => 0.19316556126451
1005 => 0.18842627052804
1006 => 0.19289520823019
1007 => 0.19772872871291
1008 => 0.2070533739345
1009 => 0.20391316146884
1010 => 0.20150780793355
1011 => 0.19923476046528
1012 => 0.20396461141062
1013 => 0.21004948909059
1014 => 0.21136011346262
1015 => 0.21348382564235
1016 => 0.21125100196053
1017 => 0.21394019214783
1018 => 0.22343421519901
1019 => 0.22086884636452
1020 => 0.21722561021593
1021 => 0.22472022959917
1022 => 0.22743250321937
1023 => 0.24646865991466
1024 => 0.27050259408687
1025 => 0.26055238752426
1026 => 0.25437597321968
1027 => 0.25582757708776
1028 => 0.26460395624744
1029 => 0.26742265068518
1030 => 0.25976046754117
1031 => 0.2624668801617
1101 => 0.27737947978946
1102 => 0.28537961103628
1103 => 0.27451435824213
1104 => 0.24453755670524
1105 => 0.21689757666226
1106 => 0.22422894401418
1107 => 0.22339779447529
1108 => 0.23941952239063
1109 => 0.22080766316624
1110 => 0.22112103914281
1111 => 0.23747407942413
1112 => 0.23311136863916
1113 => 0.22604433590129
1114 => 0.21694917382209
1115 => 0.20013592551803
1116 => 0.185243962623
1117 => 0.21445053127437
1118 => 0.21319109092543
1119 => 0.21136723466155
1120 => 0.21542602941495
1121 => 0.23513438462845
1122 => 0.23468004325106
1123 => 0.2317897552151
1124 => 0.23398201321655
1125 => 0.22566002247422
1126 => 0.22780478897672
1127 => 0.2168931983482
1128 => 0.22182569302057
1129 => 0.226029173223
1130 => 0.22687308410722
1201 => 0.22877445842054
1202 => 0.21252742309095
1203 => 0.21982186496604
1204 => 0.22410666617088
1205 => 0.204747778445
1206 => 0.22372400320411
1207 => 0.21224459835225
1208 => 0.20834831593065
1209 => 0.21359414691516
1210 => 0.21154984147876
1211 => 0.20979226771019
1212 => 0.20881151134837
1213 => 0.21266347066215
1214 => 0.21248377215608
1215 => 0.20618121908565
1216 => 0.1979597955302
1217 => 0.20071917513444
1218 => 0.1997166666549
1219 => 0.19608344659887
1220 => 0.19853179823997
1221 => 0.18775049669498
1222 => 0.16920182775013
1223 => 0.18145564661619
1224 => 0.18098388791944
1225 => 0.18074600579198
1226 => 0.18995441199916
1227 => 0.18906923621641
1228 => 0.18746263350307
1229 => 0.19605394008013
1230 => 0.19291799761012
1231 => 0.20258223338171
]
'min_raw' => 0.086753469739891
'max_raw' => 0.28537961103628
'avg_raw' => 0.18606654038809
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.086753'
'max' => '$0.285379'
'avg' => '$0.186066'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.047261053626381
'max_diff' => 0.18865034620344
'year' => 2029
]
4 => [
'items' => [
101 => 0.20894772410446
102 => 0.20733322975512
103 => 0.21332000454695
104 => 0.20078274566735
105 => 0.20494712015963
106 => 0.20580539197092
107 => 0.19594792469056
108 => 0.18921406192162
109 => 0.18876499004659
110 => 0.17708939998871
111 => 0.18332640595556
112 => 0.18881471310154
113 => 0.18618623988846
114 => 0.1853541437926
115 => 0.18960514228672
116 => 0.18993548127706
117 => 0.1824037172897
118 => 0.18396980952261
119 => 0.19050067447505
120 => 0.18380524848229
121 => 0.17079712946997
122 => 0.1675709361036
123 => 0.16714050243798
124 => 0.15839081015576
125 => 0.16778652577098
126 => 0.16368504411541
127 => 0.17664157552206
128 => 0.16924087426985
129 => 0.16892184483047
130 => 0.16843958504139
131 => 0.16090836344884
201 => 0.16255722234351
202 => 0.16803828043768
203 => 0.16999398371422
204 => 0.16978998783987
205 => 0.16801142026284
206 => 0.16882563939186
207 => 0.16620275588452
208 => 0.16527656112748
209 => 0.16235323570431
210 => 0.15805675492152
211 => 0.15865420692622
212 => 0.15014175426016
213 => 0.14550371825763
214 => 0.14421997102046
215 => 0.14250329056343
216 => 0.144413874646
217 => 0.15011763955129
218 => 0.14323768895428
219 => 0.13144249622813
220 => 0.132151407409
221 => 0.1337441203548
222 => 0.13077611031715
223 => 0.12796713790272
224 => 0.13040931151793
225 => 0.12541153286658
226 => 0.13434807802765
227 => 0.13410636952542
228 => 0.13743736092922
301 => 0.13952029821284
302 => 0.13471980213305
303 => 0.1335124903509
304 => 0.13420023001127
305 => 0.12283342538436
306 => 0.13650845048772
307 => 0.13662671267268
308 => 0.13561408004598
309 => 0.14289560874449
310 => 0.15826190546409
311 => 0.15248048653032
312 => 0.15024174637486
313 => 0.1459858997028
314 => 0.15165656270614
315 => 0.15122114426361
316 => 0.14925201693893
317 => 0.14806108258892
318 => 0.15025541564486
319 => 0.14778918043968
320 => 0.14734617682922
321 => 0.1446620569425
322 => 0.14370394826261
323 => 0.14299460273943
324 => 0.14221368301726
325 => 0.1439361973313
326 => 0.14003275328006
327 => 0.1353255824136
328 => 0.13493423208834
329 => 0.13601478474424
330 => 0.13553672063169
331 => 0.1349319433013
401 => 0.13377725867628
402 => 0.13343468841397
403 => 0.13454787557501
404 => 0.13329115217304
405 => 0.13514551600992
406 => 0.13464123165292
407 => 0.13182434022779
408 => 0.12831345056531
409 => 0.12828219628297
410 => 0.1275257808642
411 => 0.12656237210058
412 => 0.12629437382235
413 => 0.13020363846783
414 => 0.13829569928955
415 => 0.13670703412364
416 => 0.13785500751896
417 => 0.14350190043292
418 => 0.14529687788227
419 => 0.14402284540509
420 => 0.14227887117143
421 => 0.14235559718689
422 => 0.14831528508022
423 => 0.14868698350383
424 => 0.14962614550582
425 => 0.15083323408553
426 => 0.14422841780982
427 => 0.14204451093426
428 => 0.14100965469809
429 => 0.13782269803043
430 => 0.14125955756748
501 => 0.13925704669624
502 => 0.13952725382829
503 => 0.13935128107907
504 => 0.13944737409936
505 => 0.13434558008115
506 => 0.13620440567899
507 => 0.13311374759742
508 => 0.12897570336886
509 => 0.12896183119362
510 => 0.1299746116562
511 => 0.12937217020696
512 => 0.12775101575723
513 => 0.12798129309518
514 => 0.12596382130552
515 => 0.12822625069795
516 => 0.12829112907756
517 => 0.12741997052611
518 => 0.13090555516023
519 => 0.1323336020288
520 => 0.13176018680821
521 => 0.13229336968831
522 => 0.13677305033368
523 => 0.13750343374104
524 => 0.13782782180417
525 => 0.13739318477276
526 => 0.13237525002705
527 => 0.13259781677092
528 => 0.1309647696797
529 => 0.12958501697388
530 => 0.12964019984626
531 => 0.13034957209235
601 => 0.13344744229515
602 => 0.13996672750753
603 => 0.14021412961581
604 => 0.14051398818827
605 => 0.13929431267724
606 => 0.13892644687239
607 => 0.13941175682321
608 => 0.14186005758124
609 => 0.14815775183809
610 => 0.14593172607886
611 => 0.14412193248646
612 => 0.14570960938385
613 => 0.14546519897012
614 => 0.14340212911229
615 => 0.14334422561264
616 => 0.13938453495214
617 => 0.13792072747274
618 => 0.13669746037887
619 => 0.13536168464655
620 => 0.13456979201683
621 => 0.13578649900485
622 => 0.13606477428866
623 => 0.13340442319496
624 => 0.13304182717122
625 => 0.13521432730201
626 => 0.13425829099342
627 => 0.13524159804536
628 => 0.13546973371607
629 => 0.13543299861867
630 => 0.13443478691243
701 => 0.13507101728689
702 => 0.1335661427819
703 => 0.13192981778257
704 => 0.13088594437964
705 => 0.12997502638588
706 => 0.13048045663168
707 => 0.1286786900933
708 => 0.12810226871528
709 => 0.13485547675166
710 => 0.13984414413736
711 => 0.13977160693784
712 => 0.13933005539083
713 => 0.13867399935744
714 => 0.14181206299608
715 => 0.14071882437194
716 => 0.14151424681415
717 => 0.14171671520946
718 => 0.1423295260625
719 => 0.14254855326959
720 => 0.14188650092559
721 => 0.13966457239624
722 => 0.13412773775571
723 => 0.13155032628415
724 => 0.13069973756835
725 => 0.13073065485267
726 => 0.12987781813025
727 => 0.13012901676647
728 => 0.12979046149593
729 => 0.12914931971884
730 => 0.13044086793364
731 => 0.13058970683379
801 => 0.1302882440476
802 => 0.13035924944686
803 => 0.12786326633368
804 => 0.12805303050879
805 => 0.12699639946774
806 => 0.12679829388542
807 => 0.12412722262504
808 => 0.11939503270931
809 => 0.12201712528741
810 => 0.11885000617507
811 => 0.11765057017755
812 => 0.12332851363928
813 => 0.12275860559736
814 => 0.12178317076266
815 => 0.12034029934371
816 => 0.11980512429907
817 => 0.11655357014367
818 => 0.1163614509778
819 => 0.11797300901657
820 => 0.117229330432
821 => 0.11618492404617
822 => 0.11240218998647
823 => 0.10814914448316
824 => 0.10827751719321
825 => 0.10963033183709
826 => 0.11356382286608
827 => 0.11202693987097
828 => 0.11091191362431
829 => 0.11070310272588
830 => 0.11331680829499
831 => 0.11701574926352
901 => 0.11875120960682
902 => 0.11703142111332
903 => 0.11505582069199
904 => 0.11517606633559
905 => 0.11597600673143
906 => 0.11606006915649
907 => 0.1147741563772
908 => 0.11513613329229
909 => 0.11458625725841
910 => 0.11121166905344
911 => 0.11115063345374
912 => 0.11032245508566
913 => 0.11029737817381
914 => 0.10888844017092
915 => 0.10869132000479
916 => 0.10589378808363
917 => 0.10773513206584
918 => 0.10650005519747
919 => 0.10463850303166
920 => 0.10431757073661
921 => 0.10430792312428
922 => 0.10621932096313
923 => 0.10771279626923
924 => 0.10652153988838
925 => 0.106250313902
926 => 0.10914629785153
927 => 0.10877775749648
928 => 0.10845860392582
929 => 0.11668454967013
930 => 0.11017307173496
1001 => 0.10733369569306
1002 => 0.10381942865832
1003 => 0.10496369172531
1004 => 0.10520480476624
1005 => 0.096753626041944
1006 => 0.093324983886024
1007 => 0.092148403103766
1008 => 0.091471264229166
1009 => 0.091779844917296
1010 => 0.088693664837354
1011 => 0.090767628891782
1012 => 0.088095257810861
1013 => 0.087647226102497
1014 => 0.092425756638435
1015 => 0.093090661246741
1016 => 0.09025397161804
1017 => 0.092075585578001
1018 => 0.091415043033791
1019 => 0.088141067942873
1020 => 0.088016026176131
1021 => 0.086373260561297
1022 => 0.083802650476187
1023 => 0.082627812688615
1024 => 0.082015946968438
1025 => 0.082268414689608
1026 => 0.082140759284145
1027 => 0.081307721414052
1028 => 0.082188508039739
1029 => 0.079938462177271
1030 => 0.079042475784985
1031 => 0.078637779518316
1101 => 0.076640734307568
1102 => 0.079818921327904
1103 => 0.080445064208655
1104 => 0.081072440784307
1105 => 0.086533325547176
1106 => 0.086260515176723
1107 => 0.088726588061577
1108 => 0.088630761004089
1109 => 0.087927397069596
1110 => 0.084960020327724
1111 => 0.08614276380863
1112 => 0.082502463213548
1113 => 0.085230023935762
1114 => 0.083985279127803
1115 => 0.084809174464091
1116 => 0.083327736361798
1117 => 0.084147625374687
1118 => 0.080593545914051
1119 => 0.077274796520956
1120 => 0.078610358157072
1121 => 0.080062266395529
1122 => 0.083210373395842
1123 => 0.081335386837774
1124 => 0.082009702905147
1125 => 0.079750856958595
1126 => 0.075090212563414
1127 => 0.075116591304546
1128 => 0.074399652702005
1129 => 0.073780113074659
1130 => 0.081550751598942
1201 => 0.080584349862831
1202 => 0.07904451517587
1203 => 0.081105645094965
1204 => 0.081650640560104
1205 => 0.081666155814823
1206 => 0.083169902998331
1207 => 0.083972453139731
1208 => 0.084113906080604
1209 => 0.086480084764463
1210 => 0.087273196648641
1211 => 0.090539912254174
1212 => 0.083904362367339
1213 => 0.083767707584065
1214 => 0.081134649419776
1215 => 0.079464722304982
1216 => 0.081248990758011
1217 => 0.082829609030463
1218 => 0.081183763635458
1219 => 0.081398676298353
1220 => 0.079189263326068
1221 => 0.079979024501117
1222 => 0.080659273217388
1223 => 0.080283679859435
1224 => 0.079721398423654
1225 => 0.082700016357255
1226 => 0.082531951060143
1227 => 0.085305708558042
1228 => 0.087468050880956
1229 => 0.091343354888544
1230 => 0.087299273132459
1231 => 0.087151890719499
]
'min_raw' => 0.073780113074659
'max_raw' => 0.21332000454695
'avg_raw' => 0.1435500588108
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.07378'
'max' => '$0.21332'
'avg' => '$0.14355'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.012973356665232
'max_diff' => -0.072059606489333
'year' => 2030
]
5 => [
'items' => [
101 => 0.088592577447073
102 => 0.087272976087009
103 => 0.088106918595479
104 => 0.091208993857728
105 => 0.091274535819833
106 => 0.090176623508524
107 => 0.090109815444602
108 => 0.090320681513834
109 => 0.091555730667605
110 => 0.09112416654405
111 => 0.091623583473695
112 => 0.092248111991559
113 => 0.094831426736049
114 => 0.095454255175175
115 => 0.093941104967621
116 => 0.094077725489338
117 => 0.093511765774811
118 => 0.092965055782032
119 => 0.094193980005217
120 => 0.096439863177652
121 => 0.096425891654997
122 => 0.096946892897272
123 => 0.097271472355001
124 => 0.095878139715741
125 => 0.094971131401844
126 => 0.095318936103831
127 => 0.095875083396508
128 => 0.095138585032381
129 => 0.090592575949758
130 => 0.091971544705241
131 => 0.091742016876201
201 => 0.091415141336111
202 => 0.092801705083
203 => 0.092667967627068
204 => 0.088662011599943
205 => 0.088918459907507
206 => 0.088677607070909
207 => 0.08945585185981
208 => 0.087230948314427
209 => 0.087915313660033
210 => 0.08834454118927
211 => 0.088597359501472
212 => 0.089510712604286
213 => 0.089403541159552
214 => 0.089504050676805
215 => 0.090858312211998
216 => 0.097707702330566
217 => 0.098080499522393
218 => 0.096244709805673
219 => 0.096978071588152
220 => 0.095570177334385
221 => 0.09651530617901
222 => 0.097161939330833
223 => 0.09423992845815
224 => 0.094066905937963
225 => 0.092653200803796
226 => 0.093412845866546
227 => 0.092204195951297
228 => 0.09250075636372
301 => 0.091671547596914
302 => 0.093163958283346
303 => 0.094832705327952
304 => 0.095254296732237
305 => 0.094145271254074
306 => 0.093342263719544
307 => 0.091932447016035
308 => 0.094277003613785
309 => 0.094962623412035
310 => 0.094273402344862
311 => 0.09411369476382
312 => 0.093811049186332
313 => 0.094177902453783
314 => 0.094958889379369
315 => 0.094590590367827
316 => 0.094833858353544
317 => 0.093906771648847
318 => 0.095878600966821
319 => 0.099010340470332
320 => 0.099020409524927
321 => 0.098652108528116
322 => 0.098501407695376
323 => 0.098879306868478
324 => 0.09908430166765
325 => 0.10030635829861
326 => 0.1016176737525
327 => 0.10773701080409
328 => 0.10601872544693
329 => 0.11144816532009
330 => 0.11574214733523
331 => 0.11702972478849
401 => 0.11584521411669
402 => 0.11179306709447
403 => 0.11159424942977
404 => 0.11764986785332
405 => 0.11593887828377
406 => 0.1157353615188
407 => 0.11357028698647
408 => 0.11485011418477
409 => 0.11457019720257
410 => 0.11412833455216
411 => 0.11657015569298
412 => 0.12114102688572
413 => 0.12042861374498
414 => 0.1198968303833
415 => 0.11756671049226
416 => 0.11896996311779
417 => 0.11847029173537
418 => 0.12061719709353
419 => 0.11934541791913
420 => 0.11592591585498
421 => 0.11647048282952
422 => 0.11638817262683
423 => 0.11808211076554
424 => 0.11757363258243
425 => 0.1162888841008
426 => 0.1211254041449
427 => 0.12081134743538
428 => 0.12125660804613
429 => 0.12145262553712
430 => 0.12439653005892
501 => 0.12560255354707
502 => 0.12587634199329
503 => 0.12702197102983
504 => 0.12584783769922
505 => 0.13054520816453
506 => 0.13366868542479
507 => 0.13729676499525
508 => 0.14259836438356
509 => 0.1445918147961
510 => 0.14423171582176
511 => 0.14825132797165
512 => 0.15547448165406
513 => 0.14569172169884
514 => 0.15599299168608
515 => 0.152731728542
516 => 0.14499933229501
517 => 0.14450145713566
518 => 0.1497379256491
519 => 0.16135190882047
520 => 0.15844273776075
521 => 0.16135666718214
522 => 0.15795741372961
523 => 0.15778861214453
524 => 0.16119157302923
525 => 0.16914277662205
526 => 0.16536545784151
527 => 0.15994974513304
528 => 0.16394862311915
529 => 0.1604844249289
530 => 0.15267861683823
531 => 0.15844051317246
601 => 0.15458769718312
602 => 0.15571215371577
603 => 0.16381019986225
604 => 0.16283582152513
605 => 0.16409675731837
606 => 0.16187123864775
607 => 0.1597922532773
608 => 0.15591167269589
609 => 0.15476282409604
610 => 0.1550803245178
611 => 0.1547626667586
612 => 0.15259151758768
613 => 0.15212265813093
614 => 0.15134120516182
615 => 0.15158341011315
616 => 0.15011404990909
617 => 0.15288703619946
618 => 0.15340172689043
619 => 0.15541967506469
620 => 0.15562918513843
621 => 0.16124914208006
622 => 0.15815376423615
623 => 0.16023041093591
624 => 0.16004465610892
625 => 0.14516691676836
626 => 0.14721693798208
627 => 0.15040612765854
628 => 0.14896940203214
629 => 0.14693820813843
630 => 0.14529791016353
701 => 0.14281269100248
702 => 0.14631058924725
703 => 0.15090995347912
704 => 0.15574583260545
705 => 0.1615558245164
706 => 0.16025910195764
707 => 0.15563721884802
708 => 0.15584455314803
709 => 0.15712621220765
710 => 0.15546634727444
711 => 0.15497682070123
712 => 0.15705895877368
713 => 0.15707329731427
714 => 0.15516342210723
715 => 0.15304094531808
716 => 0.15303205206284
717 => 0.1526543778189
718 => 0.1580246011386
719 => 0.16097768097361
720 => 0.16131624681757
721 => 0.16095489279476
722 => 0.16109396361651
723 => 0.15937563152719
724 => 0.16330322912783
725 => 0.16690758108532
726 => 0.16594153776496
727 => 0.1644933014966
728 => 0.16333971155234
729 => 0.16566978863571
730 => 0.16556603397107
731 => 0.16687610021534
801 => 0.16681666804319
802 => 0.16637614203932
803 => 0.16594155349753
804 => 0.16766464794207
805 => 0.1671684244141
806 => 0.16667143011392
807 => 0.16567463195889
808 => 0.16581011338323
809 => 0.16436212717327
810 => 0.16369222249721
811 => 0.15361846349527
812 => 0.15092642592037
813 => 0.15177339574291
814 => 0.15205224020005
815 => 0.15088066199752
816 => 0.15256040418621
817 => 0.15229861814539
818 => 0.1533170744905
819 => 0.15268078718231
820 => 0.15270690063538
821 => 0.15457808593803
822 => 0.15512129899197
823 => 0.15484501644847
824 => 0.15503851527153
825 => 0.15949761397819
826 => 0.15886367273605
827 => 0.15852690408608
828 => 0.15862019130364
829 => 0.15975958662735
830 => 0.16007855510931
831 => 0.15872706323773
901 => 0.15936443461725
902 => 0.16207828105676
903 => 0.16302797372019
904 => 0.1660589368235
905 => 0.16477132982614
906 => 0.16713478819612
907 => 0.17439925346312
908 => 0.18020261098115
909 => 0.17486560357367
910 => 0.18552273060242
911 => 0.19382083266837
912 => 0.19350233768987
913 => 0.19205537165611
914 => 0.18260820307048
915 => 0.17391477768863
916 => 0.18118719716289
917 => 0.18120573605571
918 => 0.18058102877329
919 => 0.17670102549463
920 => 0.18044601306958
921 => 0.18074327658349
922 => 0.18057688806445
923 => 0.17760209864785
924 => 0.17306014504169
925 => 0.17394763190444
926 => 0.17540135348985
927 => 0.17264915525057
928 => 0.17176966115155
929 => 0.17340480801223
930 => 0.17867359189372
1001 => 0.17767755882091
1002 => 0.17765154837209
1003 => 0.18191300024133
1004 => 0.17886272038183
1005 => 0.1739588259559
1006 => 0.17272052793894
1007 => 0.1683254041962
1008 => 0.1713611318202
1009 => 0.17147038225299
1010 => 0.1698077452577
1011 => 0.17409373978475
1012 => 0.17405424359065
1013 => 0.17812315750799
1014 => 0.18590139270366
1015 => 0.18360098581259
1016 => 0.18092586288184
1017 => 0.18121672291752
1018 => 0.18440673960526
1019 => 0.18247798269486
1020 => 0.18317157712761
1021 => 0.18440568976701
1022 => 0.18515026056366
1023 => 0.18110959063818
1024 => 0.18016751719096
1025 => 0.17824036554081
1026 => 0.17773760764728
1027 => 0.17930723245499
1028 => 0.17889369177382
1029 => 0.17146120017715
1030 => 0.1706844634513
1031 => 0.17070828485776
1101 => 0.16875514342881
1102 => 0.165776133942
1103 => 0.17360479300592
1104 => 0.17297604212107
1105 => 0.17228194980566
1106 => 0.17236697215386
1107 => 0.17576512771563
1108 => 0.17379402587884
1109 => 0.1790345231692
1110 => 0.17795723447007
1111 => 0.17685231738079
1112 => 0.17669958418245
1113 => 0.17627428537018
1114 => 0.17481577749616
1115 => 0.17305454159555
1116 => 0.17189162109832
1117 => 0.15856093430649
1118 => 0.16103503223402
1119 => 0.16388125637851
1120 => 0.16486376154767
1121 => 0.16318311846854
1122 => 0.17488213952856
1123 => 0.1770196634108
1124 => 0.17054496414427
1125 => 0.16933381227173
1126 => 0.17496154244369
1127 => 0.17156733318797
1128 => 0.17309574540799
1129 => 0.16979215418509
1130 => 0.17650479650157
1201 => 0.17645365741387
1202 => 0.17384228794086
1203 => 0.17604939953757
1204 => 0.17566585958329
1205 => 0.17271762987977
1206 => 0.17659826064184
1207 => 0.17660018538628
1208 => 0.17408679904457
1209 => 0.17115171404847
1210 => 0.17062699017478
1211 => 0.17023168122269
1212 => 0.17299852363865
1213 => 0.17547926589712
1214 => 0.18009531221195
1215 => 0.18125589593005
1216 => 0.18578573144625
1217 => 0.18308843495004
1218 => 0.18428411155098
1219 => 0.18558218764007
1220 => 0.18620453305235
1221 => 0.18519045459993
1222 => 0.19222715371127
1223 => 0.19282126671516
1224 => 0.1930204676663
1225 => 0.1906477323175
1226 => 0.19275527665286
1227 => 0.19176922645288
1228 => 0.1943346551406
1229 => 0.19473694711587
1230 => 0.19439622012477
1231 => 0.19452391394746
]
'min_raw' => 0.087230948314427
'max_raw' => 0.19473694711587
'avg_raw' => 0.14098394771515
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.08723'
'max' => '$0.194736'
'avg' => '$0.140983'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.013450835239768
'max_diff' => -0.018583057431079
'year' => 2031
]
6 => [
'items' => [
101 => 0.18851933261472
102 => 0.18820796339593
103 => 0.18396242200394
104 => 0.18569251150264
105 => 0.18245819211018
106 => 0.18348382810671
107 => 0.18393591868136
108 => 0.18369977222108
109 => 0.18579032816709
110 => 0.18401292854061
111 => 0.1793220786948
112 => 0.17462995083008
113 => 0.17457104498687
114 => 0.17333569054302
115 => 0.17244275554657
116 => 0.17261476650546
117 => 0.17322095556032
118 => 0.17240752273671
119 => 0.17258110987172
120 => 0.17546381291787
121 => 0.17604191845528
122 => 0.17407728995875
123 => 0.16618902305067
124 => 0.1642532225652
125 => 0.16564463756556
126 => 0.16497963081399
127 => 0.13315143819914
128 => 0.14062899993975
129 => 0.13618608666748
130 => 0.13823358551195
131 => 0.13369852154779
201 => 0.13586289177455
202 => 0.13546321162382
203 => 0.14748690962557
204 => 0.14729917611933
205 => 0.14738903421413
206 => 0.14309987322522
207 => 0.14993262314396
208 => 0.15329868145168
209 => 0.15267571364366
210 => 0.15283250121962
211 => 0.15013837120248
212 => 0.14741511928177
213 => 0.14439461379624
214 => 0.1500063396426
215 => 0.14938241152384
216 => 0.15081347814603
217 => 0.15445308349184
218 => 0.15498902920453
219 => 0.1557093456774
220 => 0.1554511634975
221 => 0.16160211047538
222 => 0.1608571902111
223 => 0.16265223371982
224 => 0.15895969303211
225 => 0.15478123274478
226 => 0.15557542144124
227 => 0.15549893468331
228 => 0.15452517046743
229 => 0.15364609967327
301 => 0.15218269447765
302 => 0.15681312505979
303 => 0.15662513803432
304 => 0.15966842946576
305 => 0.15913049814429
306 => 0.15553806112544
307 => 0.15566636571637
308 => 0.15652927575144
309 => 0.15951581723534
310 => 0.16040242608701
311 => 0.15999171354166
312 => 0.16096383967228
313 => 0.16173216852916
314 => 0.16106032994731
315 => 0.17057214748409
316 => 0.16662217768121
317 => 0.16854736547942
318 => 0.16900651142543
319 => 0.16783041873953
320 => 0.16808547113038
321 => 0.1684718060049
322 => 0.17081755571087
323 => 0.17697348168747
324 => 0.17969989939771
325 => 0.18790246159803
326 => 0.17947350836044
327 => 0.1789733691578
328 => 0.18045089830372
329 => 0.1852666706447
330 => 0.18916940180456
331 => 0.19046416288425
401 => 0.19063528693511
402 => 0.1930643447947
403 => 0.19445663546056
404 => 0.19276939327998
405 => 0.19133963219355
406 => 0.18621840545045
407 => 0.1868112013906
408 => 0.1908949775708
409 => 0.19666355195854
410 => 0.20161358890109
411 => 0.19988025849001
412 => 0.21310434598596
413 => 0.21441546024563
414 => 0.21423430664835
415 => 0.21722122005184
416 => 0.21129280522024
417 => 0.20875829302211
418 => 0.19164876276891
419 => 0.19645584288139
420 => 0.2034432161348
421 => 0.2025184110834
422 => 0.19744399385376
423 => 0.20160973950059
424 => 0.20023241371484
425 => 0.19914605972231
426 => 0.20412285796214
427 => 0.19865066386185
428 => 0.20338862681264
429 => 0.1973121403203
430 => 0.19988817619733
501 => 0.19842589364469
502 => 0.19937216966685
503 => 0.19384025937687
504 => 0.19682514388982
505 => 0.19371607836775
506 => 0.19371460426588
507 => 0.19364597147216
508 => 0.19730377327116
509 => 0.19742305405651
510 => 0.19471993300041
511 => 0.19433037102554
512 => 0.19577078582434
513 => 0.19408443734018
514 => 0.19487346918217
515 => 0.19410833631088
516 => 0.19393608878538
517 => 0.19256359119677
518 => 0.19197228149798
519 => 0.19220414926705
520 => 0.1914126650352
521 => 0.19093576715627
522 => 0.19355110448069
523 => 0.19215383525066
524 => 0.19333695293153
525 => 0.19198864101282
526 => 0.18731480447106
527 => 0.18462683165096
528 => 0.17579838768844
529 => 0.17830212344456
530 => 0.17996210284117
531 => 0.1794134796605
601 => 0.18059213454158
602 => 0.18066449437864
603 => 0.18028130166183
604 => 0.1798376135858
605 => 0.17962165076788
606 => 0.18123126067766
607 => 0.18216569340726
608 => 0.18012870398128
609 => 0.17965146585929
610 => 0.18171097463422
611 => 0.18296727379719
612 => 0.19224308096304
613 => 0.19155589920773
614 => 0.19328059056094
615 => 0.19308641678212
616 => 0.19489416808517
617 => 0.19784907745295
618 => 0.1918409205026
619 => 0.19288372880274
620 => 0.19262805628951
621 => 0.19541942174807
622 => 0.19542813608635
623 => 0.19375457305489
624 => 0.1946618387247
625 => 0.19415542791735
626 => 0.19507058069177
627 => 0.19154672147643
628 => 0.19583840162361
629 => 0.19827150771731
630 => 0.19830529139778
701 => 0.19945856437586
702 => 0.20063035651466
703 => 0.20287950948351
704 => 0.20056762885909
705 => 0.19640878067281
706 => 0.19670903607887
707 => 0.19427070490891
708 => 0.1943116936964
709 => 0.19409289233644
710 => 0.19474953168827
711 => 0.19169081688812
712 => 0.19240869113805
713 => 0.19140366298429
714 => 0.19288154406781
715 => 0.19129158832444
716 => 0.19262793299648
717 => 0.1932046550564
718 => 0.19533277187347
719 => 0.19097726374024
720 => 0.1820960878146
721 => 0.18396301866802
722 => 0.18120168129156
723 => 0.1814572535789
724 => 0.18197355027337
725 => 0.18030006376485
726 => 0.18061931225305
727 => 0.18060790645053
728 => 0.18050961740637
729 => 0.18007427893239
730 => 0.17944295201602
731 => 0.18195796413864
801 => 0.18238531370651
802 => 0.18333525885845
803 => 0.18616165127669
804 => 0.18587922802318
805 => 0.18633987206728
806 => 0.18533428870542
807 => 0.18150389970698
808 => 0.18171190825815
809 => 0.17911803829191
810 => 0.1832689277716
811 => 0.18228594235374
812 => 0.18165220526016
813 => 0.18147928422264
814 => 0.18431268272099
815 => 0.18516047995978
816 => 0.18463218961412
817 => 0.18354865070249
818 => 0.18562936573235
819 => 0.18618607729602
820 => 0.18631070448439
821 => 0.18999733257977
822 => 0.1865167460416
823 => 0.18735455781539
824 => 0.1938909261106
825 => 0.18796334202401
826 => 0.19110331551558
827 => 0.1909496301528
828 => 0.19255593434018
829 => 0.19081786632493
830 => 0.19083941176103
831 => 0.19226570105895
901 => 0.19026273497266
902 => 0.18976677240191
903 => 0.18908160366258
904 => 0.19057764453851
905 => 0.19147445338352
906 => 0.19870207404079
907 => 0.20337144660493
908 => 0.20316873682733
909 => 0.20502112473782
910 => 0.20418660701822
911 => 0.20149172916696
912 => 0.20609155705371
913 => 0.20463597904537
914 => 0.20475597512785
915 => 0.20475150886767
916 => 0.20571934099438
917 => 0.20503354323209
918 => 0.20368176544693
919 => 0.20457913862555
920 => 0.20724401614926
921 => 0.21551587775129
922 => 0.22014492109137
923 => 0.21523720352982
924 => 0.21862248138682
925 => 0.21659252097045
926 => 0.21622361677671
927 => 0.21834982144098
928 => 0.22047974774505
929 => 0.2203440806474
930 => 0.21879786352357
1001 => 0.21792444470413
1002 => 0.22453826462173
1003 => 0.22941121447353
1004 => 0.22907891196231
1005 => 0.23054558717628
1006 => 0.23485179096705
1007 => 0.23524549627458
1008 => 0.23519589845504
1009 => 0.23422005877144
1010 => 0.23846007563468
1011 => 0.241997172298
1012 => 0.2339941800794
1013 => 0.23704161474938
1014 => 0.23840970635495
1015 => 0.24041847072641
1016 => 0.24380759292906
1017 => 0.24748907856141
1018 => 0.24800968099526
1019 => 0.24764028865532
1020 => 0.24521224991715
1021 => 0.24924057542532
1022 => 0.25160027403215
1023 => 0.25300542055177
1024 => 0.25656863833146
1025 => 0.23841815522295
1026 => 0.22557034114121
1027 => 0.22356396944766
1028 => 0.22764400518316
1029 => 0.22871987806894
1030 => 0.22828619505771
1031 => 0.21382481223656
1101 => 0.22348783325996
1102 => 0.23388443139126
1103 => 0.23428380706696
1104 => 0.2394885614741
1105 => 0.24118344285916
1106 => 0.24537395235966
1107 => 0.24511183484945
1108 => 0.24613215722725
1109 => 0.24589760278212
1110 => 0.25365963921592
1111 => 0.26222231807597
1112 => 0.26192581973469
1113 => 0.26069483333954
1114 => 0.26252305805071
1115 => 0.27136066026672
1116 => 0.27054703547436
1117 => 0.27133740265574
1118 => 0.28175743373384
1119 => 0.29530495636751
1120 => 0.28901077195513
1121 => 0.30266734102721
1122 => 0.31126342735446
1123 => 0.32612946980552
1124 => 0.32426816807384
1125 => 0.33005540930798
1126 => 0.32093604950875
1127 => 0.29999615608302
1128 => 0.2966823377937
1129 => 0.30331668592816
1130 => 0.31962658344648
1201 => 0.30280302921331
1202 => 0.30620641232363
1203 => 0.3052262377589
1204 => 0.30517400842182
1205 => 0.30716738978613
1206 => 0.30427588614942
1207 => 0.29249538016188
1208 => 0.29789431663301
1209 => 0.29580952798328
1210 => 0.29812275642145
1211 => 0.31060629625423
1212 => 0.30508702572374
1213 => 0.29927292256899
1214 => 0.30656509817782
1215 => 0.31585054359126
1216 => 0.31526947710484
1217 => 0.31414196525423
1218 => 0.32049769052152
1219 => 0.33099548661032
1220 => 0.33383299870956
1221 => 0.33592759213084
1222 => 0.33621640117518
1223 => 0.33919131382579
1224 => 0.32319445872895
1225 => 0.34858187859602
1226 => 0.35296558469374
1227 => 0.35214162963337
1228 => 0.35701393446644
1229 => 0.35558037878611
1230 => 0.3535033815233
1231 => 0.36122702105267
]
'min_raw' => 0.13315143819914
'max_raw' => 0.36122702105267
'avg_raw' => 0.24718922962591
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.133151'
'max' => '$0.361227'
'avg' => '$0.247189'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.045920489884716
'max_diff' => 0.1664900739368
'year' => 2032
]
7 => [
'items' => [
101 => 0.35237249159782
102 => 0.33980460179092
103 => 0.33290960887818
104 => 0.34198949174889
105 => 0.34753425937379
106 => 0.35119899806039
107 => 0.35230794577266
108 => 0.32443624905291
109 => 0.30941495035613
110 => 0.31904343060123
111 => 0.33079084102245
112 => 0.32312920127092
113 => 0.32342952304377
114 => 0.31250603820159
115 => 0.33175732704753
116 => 0.3289525761915
117 => 0.34350362859409
118 => 0.34003090315872
119 => 0.35189672152443
120 => 0.34877205388186
121 => 0.36174237456835
122 => 0.36691658664761
123 => 0.37560489403049
124 => 0.3819960483091
125 => 0.38574905634481
126 => 0.38552373981952
127 => 0.40039502739816
128 => 0.39162594867625
129 => 0.38060991908836
130 => 0.38041067386825
131 => 0.38611603169016
201 => 0.39807289649641
202 => 0.40117313757536
203 => 0.40290574939583
204 => 0.40025219408013
205 => 0.39073398761304
206 => 0.38662407431894
207 => 0.39012583952116
208 => 0.38584348158896
209 => 0.39323603279735
210 => 0.40338758457021
211 => 0.4012913292727
212 => 0.40829879644411
213 => 0.41555078775948
214 => 0.42592146104776
215 => 0.42863273907023
216 => 0.43311437854072
217 => 0.43772745769772
218 => 0.43920905439698
219 => 0.44203788220833
220 => 0.44202297288941
221 => 0.45054783590097
222 => 0.45995102379575
223 => 0.46350050954173
224 => 0.47166235629483
225 => 0.45768547975538
226 => 0.46828710116533
227 => 0.47785002905291
228 => 0.4664487121921
301 => 0.4821627713186
302 => 0.48277291262566
303 => 0.49198532196912
304 => 0.48264678021545
305 => 0.4771015839318
306 => 0.4931103578269
307 => 0.50085649924309
308 => 0.49852329840834
309 => 0.4807675248516
310 => 0.47043290306062
311 => 0.44338520443395
312 => 0.47542437183086
313 => 0.49102971567457
314 => 0.48072711078101
315 => 0.48592314542259
316 => 0.51427102560711
317 => 0.52506406299206
318 => 0.52281918666501
319 => 0.52319853381047
320 => 0.52902226087591
321 => 0.55484787386911
322 => 0.53937256793056
323 => 0.55120285947193
324 => 0.55747760344818
325 => 0.56330593534861
326 => 0.54899339426438
327 => 0.53037298860678
328 => 0.52447512450357
329 => 0.4797027197665
330 => 0.47737212166324
331 => 0.47606388632353
401 => 0.46781564756021
402 => 0.46133479127498
403 => 0.4561809737382
404 => 0.4426558174615
405 => 0.44722016066976
406 => 0.4256638844842
407 => 0.4394548260802
408 => 0.40505048879355
409 => 0.43370344321627
410 => 0.41810894281396
411 => 0.42858023042137
412 => 0.42854369708536
413 => 0.40926273667536
414 => 0.39814188109425
415 => 0.40522852310071
416 => 0.41282596586998
417 => 0.41405862539842
418 => 0.42390890826232
419 => 0.42665791047851
420 => 0.41832830542481
421 => 0.40433753537423
422 => 0.40758727216149
423 => 0.39807602528198
424 => 0.38140793097047
425 => 0.393379247302
426 => 0.39746678103921
427 => 0.39927206879922
428 => 0.38288091238742
429 => 0.37773045517351
430 => 0.37498839496935
501 => 0.40222164291279
502 => 0.40371354171072
503 => 0.39608077652731
504 => 0.43058159892481
505 => 0.42277300025044
506 => 0.43149711812283
507 => 0.40729239261018
508 => 0.40821704572074
509 => 0.39675814076512
510 => 0.40317436185596
511 => 0.39863958359341
512 => 0.40265599459816
513 => 0.40506341479411
514 => 0.41652043945619
515 => 0.43383426403424
516 => 0.41480914202978
517 => 0.40651962392767
518 => 0.4116623943362
519 => 0.42535826964047
520 => 0.44610822180541
521 => 0.43382383249206
522 => 0.43927543586687
523 => 0.44046636867931
524 => 0.43140831479246
525 => 0.44644220517249
526 => 0.45449898916225
527 => 0.46276358241922
528 => 0.46993949717559
529 => 0.45946252213008
530 => 0.47067438724416
531 => 0.46163960312283
601 => 0.45353446776719
602 => 0.45354675991187
603 => 0.44846229010614
604 => 0.43861048917312
605 => 0.43679366592733
606 => 0.44624500989143
607 => 0.45382409270503
608 => 0.45444834226692
609 => 0.45864451193986
610 => 0.46112776192833
611 => 0.48546698762993
612 => 0.49525642555176
613 => 0.50722676493798
614 => 0.51188988674028
615 => 0.5259242115435
616 => 0.51459035445277
617 => 0.51213820317789
618 => 0.47809552179792
619 => 0.48367000896678
620 => 0.49259530078214
621 => 0.47824269657257
622 => 0.48734612042944
623 => 0.48914332913567
624 => 0.47775500057362
625 => 0.48383799891924
626 => 0.46768335879658
627 => 0.43418639104338
628 => 0.44647949687321
629 => 0.45553136057865
630 => 0.44261323498425
701 => 0.46576847511172
702 => 0.45224166185043
703 => 0.44795431144814
704 => 0.43122782897805
705 => 0.43912208484258
706 => 0.44979917893421
707 => 0.443201976131
708 => 0.45689216252265
709 => 0.47628111749257
710 => 0.49009884143637
711 => 0.49115959470542
712 => 0.48227572392516
713 => 0.49651218354662
714 => 0.49661588061267
715 => 0.48055709600201
716 => 0.47072117984367
717 => 0.46848643899755
718 => 0.47406925977791
719 => 0.48084783485083
720 => 0.49153575844548
721 => 0.49799424683075
722 => 0.51483455922197
723 => 0.51939106490544
724 => 0.52439728320537
725 => 0.53108713471462
726 => 0.5391200166942
727 => 0.52154452823511
728 => 0.5222428351564
729 => 0.50587678365249
730 => 0.48838731049137
731 => 0.50165964052706
801 => 0.51901144650464
802 => 0.51503092304134
803 => 0.514583032837
804 => 0.51533625992632
805 => 0.51233507522673
806 => 0.4987608280596
807 => 0.49194392611156
808 => 0.5007394688017
809 => 0.50541390829695
810 => 0.51266355630011
811 => 0.51176988416221
812 => 0.530444198863
813 => 0.53770047287376
814 => 0.53584400746834
815 => 0.53618564178127
816 => 0.54932277927293
817 => 0.56393397802205
818 => 0.57761929376809
819 => 0.59154058474295
820 => 0.57475792511552
821 => 0.56623672556726
822 => 0.57502842839862
823 => 0.57036342712412
824 => 0.59716990817663
825 => 0.59902593076351
826 => 0.62583047340233
827 => 0.65127117619212
828 => 0.63529232658739
829 => 0.65035966206146
830 => 0.66665621383456
831 => 0.69809490622511
901 => 0.6875074606545
902 => 0.67939764327385
903 => 0.67173390503548
904 => 0.68768092772534
905 => 0.70819651765594
906 => 0.71261537923111
907 => 0.71977562311793
908 => 0.7122475021839
909 => 0.72131429465362
910 => 0.75332405622221
911 => 0.74467473608839
912 => 0.73239131105078
913 => 0.757659943559
914 => 0.7668045634344
915 => 0.83098629479459
916 => 0.91201838185191
917 => 0.87847056572481
918 => 0.85764635367346
919 => 0.86254053746244
920 => 0.89213071254652
921 => 0.90163413763831
922 => 0.87580055221174
923 => 0.88492541131756
924 => 0.93520428212702
925 => 0.96217728317699
926 => 0.92554432479379
927 => 0.82447544549872
928 => 0.73128532302201
929 => 0.75600353990874
930 => 0.75320126120936
1001 => 0.80721963547725
1002 => 0.74446845266372
1003 => 0.74552502164792
1004 => 0.80066043868922
1005 => 0.78595125468295
1006 => 0.76212426040274
1007 => 0.73145928644879
1008 => 0.67477224592813
1009 => 0.62456295330391
1010 => 0.72303493864952
1011 => 0.71878864758173
1012 => 0.71263938885049
1013 => 0.72632389873757
1014 => 0.79277199433332
1015 => 0.79124015065834
1016 => 0.78149534275164
1017 => 0.78888669366207
1018 => 0.76082852085148
1019 => 0.76805975085749
1020 => 0.73127056123049
1021 => 0.74790081139417
1022 => 0.76207313837426
1023 => 0.7649184428404
1024 => 0.77132905908746
1025 => 0.71655104514196
1026 => 0.7411447652055
1027 => 0.75559127162289
1028 => 0.69032143006072
1029 => 0.75430109671374
1030 => 0.71559748178925
1031 => 0.70246089357509
1101 => 0.72014757899157
1102 => 0.7132550604839
1103 => 0.70732927781328
1104 => 0.7040225892652
1105 => 0.71700973902682
1106 => 0.71640387296744
1107 => 0.69515437526028
1108 => 0.66743527174163
1109 => 0.67673871273104
1110 => 0.67335868539937
1111 => 0.66110903031716
1112 => 0.66936381881357
1113 => 0.63301390792822
1114 => 0.57047577555392
1115 => 0.61179038139518
1116 => 0.61019981401194
1117 => 0.60939777781081
1118 => 0.64044456224869
1119 => 0.63746013029617
1120 => 0.63204335707871
1121 => 0.66100954702913
1122 => 0.65043649804699
1123 => 0.6830201436863
1124 => 0.70448184008242
1125 => 0.69903845966321
1126 => 0.71922328885714
1127 => 0.67695304522113
1128 => 0.6909935245692
1129 => 0.69388724790357
1130 => 0.66065210874145
1201 => 0.6379484202727
1202 => 0.63643434309283
1203 => 0.597069276049
1204 => 0.61809777712009
1205 => 0.63660198784415
1206 => 0.62773990689209
1207 => 0.6249344368098
1208 => 0.63926697502798
1209 => 0.64038073599742
1210 => 0.61498686786307
1211 => 0.62026705716742
1212 => 0.642286324325
1213 => 0.61971222813067
1214 => 0.57585444668277
1215 => 0.56497711050242
1216 => 0.56352587334689
1217 => 0.53402567493337
1218 => 0.565703986118
1219 => 0.55187555435995
1220 => 0.59555940459358
1221 => 0.57060742362132
1222 => 0.5695317935925
1223 => 0.56790582104332
1224 => 0.54251378163095
1225 => 0.54807302451397
1226 => 0.56655279455372
1227 => 0.57314658469342
1228 => 0.57245879836052
1229 => 0.56646223359893
1230 => 0.5692074302394
1231 => 0.56036419537051
]
'min_raw' => 0.30941495035613
'max_raw' => 0.96217728317699
'avg_raw' => 0.63579611676656
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.309414'
'max' => '$0.962177'
'avg' => '$0.635796'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.17626351215699
'max_diff' => 0.60095026212433
'year' => 2033
]
8 => [
'items' => [
101 => 0.55724146508229
102 => 0.54738526931803
103 => 0.53289938438814
104 => 0.53491373553474
105 => 0.50621340705065
106 => 0.4905759448508
107 => 0.48624770141231
108 => 0.48045979339663
109 => 0.48690146102372
110 => 0.50613210262606
111 => 0.48293586884543
112 => 0.44316755305516
113 => 0.44555769659607
114 => 0.4509276394925
115 => 0.44092078643072
116 => 0.43145013981927
117 => 0.43968409867008
118 => 0.4228337390133
119 => 0.45296392495348
120 => 0.45214898786267
121 => 0.46337965794297
122 => 0.47040242642073
123 => 0.45421721872778
124 => 0.45014668276246
125 => 0.45246544504385
126 => 0.41414146963926
127 => 0.460247771535
128 => 0.4606465007484
129 => 0.45723233914774
130 => 0.48178252153486
131 => 0.53359106376557
201 => 0.51409860618459
202 => 0.50655053744659
203 => 0.49220165325804
204 => 0.51132068948684
205 => 0.5098526458079
206 => 0.50321359555268
207 => 0.49919827724322
208 => 0.50659662434477
209 => 0.49828154016345
210 => 0.49678792256126
211 => 0.48773822496392
212 => 0.48450789465667
213 => 0.48211628670034
214 => 0.47948336133497
215 => 0.48529093860686
216 => 0.47213020445833
217 => 0.45625964923789
218 => 0.45494018429309
219 => 0.45858334301421
220 => 0.45697151648139
221 => 0.45493246748777
222 => 0.451039367657
223 => 0.44988436810013
224 => 0.45363755633384
225 => 0.44940042564245
226 => 0.45565254278605
227 => 0.45395231286841
228 => 0.44445496675953
301 => 0.43261775713997
302 => 0.43251238114497
303 => 0.42996207374935
304 => 0.42671387383975
305 => 0.42581029893364
306 => 0.43899065762204
307 => 0.46627360565209
308 => 0.46091731012818
309 => 0.46478778257945
310 => 0.48382667629233
311 => 0.48987856808414
312 => 0.48558307863723
313 => 0.47970314774803
314 => 0.47996183486601
315 => 0.50005533869049
316 => 0.50130854587683
317 => 0.50447499613675
318 => 0.50854477955949
319 => 0.48627618035236
320 => 0.47891298584593
321 => 0.47542389579431
322 => 0.46467884888309
323 => 0.47626646076614
324 => 0.4695148555529
325 => 0.47042587776384
326 => 0.46983257335383
327 => 0.47015655768076
328 => 0.45295550295245
329 => 0.45922266323463
330 => 0.44880229372978
331 => 0.43485058870417
401 => 0.43480381769683
402 => 0.43821847773648
403 => 0.43618730432923
404 => 0.43072146891658
405 => 0.43149786503893
406 => 0.42469581804473
407 => 0.43232375669906
408 => 0.43254249868559
409 => 0.42960532680705
410 => 0.44135721875673
411 => 0.44617197847714
412 => 0.44423866902637
413 => 0.44603633233227
414 => 0.46113988838942
415 => 0.46360242704109
416 => 0.46469612404399
417 => 0.46323071494719
418 => 0.44631239761101
419 => 0.44706279692711
420 => 0.44155686464333
421 => 0.43690493206439
422 => 0.43709098497138
423 => 0.43948268302586
424 => 0.44992736870101
425 => 0.4719075939565
426 => 0.47274172743761
427 => 0.47375272155011
428 => 0.46964050040966
429 => 0.46840021516504
430 => 0.47003647154747
501 => 0.4782910884881
502 => 0.49952420436602
503 => 0.49201900310264
504 => 0.48591715765009
505 => 0.4912701211577
506 => 0.49044607438361
507 => 0.48349029031901
508 => 0.48329506462727
509 => 0.4699446911086
510 => 0.46500936199204
511 => 0.46088503157926
512 => 0.45638137043688
513 => 0.45371144914759
514 => 0.45781366170547
515 => 0.45875188625341
516 => 0.44978232680121
517 => 0.44855980899153
518 => 0.45588454486159
519 => 0.45266120169885
520 => 0.45597649007679
521 => 0.45674566541849
522 => 0.45662181047286
523 => 0.45325627001236
524 => 0.45540136514003
525 => 0.45032757567947
526 => 0.44481059169966
527 => 0.44129109964078
528 => 0.43821987602654
529 => 0.43992396938828
530 => 0.43384918770881
531 => 0.43190574278834
601 => 0.45467465517694
602 => 0.47149429556546
603 => 0.4712497313329
604 => 0.46976100946402
605 => 0.46754907074307
606 => 0.47812927139335
607 => 0.47444334104458
608 => 0.47712516334309
609 => 0.47780779967379
610 => 0.47987393424991
611 => 0.48061239977061
612 => 0.47838024406978
613 => 0.47088885690297
614 => 0.45222103234299
615 => 0.44353110961749
616 => 0.44066329037597
617 => 0.44076753015863
618 => 0.43789213160584
619 => 0.43873906534596
620 => 0.43759760261416
621 => 0.43543594834962
622 => 0.43979049332883
623 => 0.44029231407229
624 => 0.43927591124121
625 => 0.43951531090225
626 => 0.43109992957219
627 => 0.43173973273747
628 => 0.42817722741095
629 => 0.42750930060887
630 => 0.41850359736626
701 => 0.40254868867442
702 => 0.41138925687016
703 => 0.40071109366171
704 => 0.3966671114541
705 => 0.41581069425668
706 => 0.41388920950364
707 => 0.41060046285577
708 => 0.40573572112871
709 => 0.40393134110098
710 => 0.39296849924979
711 => 0.39232075606874
712 => 0.39775423651182
713 => 0.39524687224198
714 => 0.39172558319403
715 => 0.37897183120968
716 => 0.36463239135711
717 => 0.36506520891176
718 => 0.36962631793409
719 => 0.3828883575659
720 => 0.37770664924614
721 => 0.3739472604069
722 => 0.37324323988412
723 => 0.38205553069346
724 => 0.39452676842068
725 => 0.40037799413407
726 => 0.39457960715647
727 => 0.38791873240392
728 => 0.38832414898659
729 => 0.39102120388123
730 => 0.39130462621636
731 => 0.38696908150144
801 => 0.38818951194309
802 => 0.38633556650372
803 => 0.37495790676444
804 => 0.37475212097871
805 => 0.37195985978914
806 => 0.37187531123003
807 => 0.36712497838438
808 => 0.36646037398178
809 => 0.35702829979214
810 => 0.36323651958671
811 => 0.35907237169468
812 => 0.35279601859821
813 => 0.35171397295868
814 => 0.35168144536015
815 => 0.35812585662335
816 => 0.36316121288898
817 => 0.35914480883009
818 => 0.3582303514806
819 => 0.36799436355761
820 => 0.36675180401987
821 => 0.36567575547383
822 => 0.39341010586794
823 => 0.37145620339265
824 => 0.36188304882848
825 => 0.35003445216258
826 => 0.35389241498281
827 => 0.3547053444343
828 => 0.32621160532287
829 => 0.31465169891403
830 => 0.3106847746604
831 => 0.30840175366836
901 => 0.30944215500281
902 => 0.29903688339307
903 => 0.30602939800212
904 => 0.2970193123238
905 => 0.29550874213848
906 => 0.31161989146675
907 => 0.3138616637758
908 => 0.30429756664129
909 => 0.31043926528833
910 => 0.30821219998292
911 => 0.29717376438225
912 => 0.29675217733554
913 => 0.29121347837089
914 => 0.28254648699468
915 => 0.27858543936932
916 => 0.27652249137465
917 => 0.2773737039233
918 => 0.27694330481117
919 => 0.27413465947131
920 => 0.27710429307437
921 => 0.26951810635587
922 => 0.26649722567851
923 => 0.26513276396044
924 => 0.25839958660316
925 => 0.26911506603615
926 => 0.27122615047451
927 => 0.27334139440135
928 => 0.29175314864616
929 => 0.29083334943517
930 => 0.29914788634217
1001 => 0.29882479872741
1002 => 0.29645335811497
1003 => 0.28644864025412
1004 => 0.2904363424765
1005 => 0.27816281486252
1006 => 0.28735897626967
1007 => 0.28316223224433
1008 => 0.28594005289316
1009 => 0.28094528090057
1010 => 0.28370959395035
1011 => 0.27172676691091
1012 => 0.26053737162441
1013 => 0.26504031092651
1014 => 0.26993552092146
1015 => 0.28054958346683
1016 => 0.27422793537892
1017 => 0.27650143907931
1018 => 0.26888558226293
1019 => 0.25317189428877
1020 => 0.25326083205621
1021 => 0.25084362350268
1022 => 0.24875480239421
1023 => 0.27495405270749
1024 => 0.27169576178217
1025 => 0.26650410162726
1026 => 0.27345334505299
1027 => 0.27529083531407
1028 => 0.2753431460786
1029 => 0.28041313469607
1030 => 0.28311898853006
1031 => 0.28359590699614
1101 => 0.29157364363009
1102 => 0.2942476757209
1103 => 0.30526163545976
1104 => 0.282889415737
1105 => 0.28242867459425
1106 => 0.2735511351591
1107 => 0.26792085930099
1108 => 0.27393664496402
1109 => 0.27926580982483
1110 => 0.27371672716632
1111 => 0.27444132021399
1112 => 0.26699213012165
1113 => 0.26965486506269
1114 => 0.27194837110305
1115 => 0.27068203187362
1116 => 0.26878626075564
1117 => 0.27882887907924
1118 => 0.27826223519609
1119 => 0.28761415225782
1120 => 0.29490464036944
1121 => 0.30797049839611
1122 => 0.2943355944067
1123 => 0.29383868431149
1124 => 0.29869606019904
1125 => 0.29424693208196
1126 => 0.29705862747327
1127 => 0.30751749079993
1128 => 0.30773847010116
1129 => 0.30403678208979
1130 => 0.30381153403789
1201 => 0.3045224837125
1202 => 0.30868653816282
1203 => 0.30723148958941
1204 => 0.30891530863588
1205 => 0.31102095013705
1206 => 0.31973077615937
1207 => 0.32183068572638
1208 => 0.31672899415684
1209 => 0.31718961978435
1210 => 0.31528144709277
1211 => 0.31343817618205
1212 => 0.31758158000126
1213 => 0.32515373191968
1214 => 0.32510662595559
1215 => 0.32686321801907
1216 => 0.32795756032222
1217 => 0.32325984204957
1218 => 0.32020180019397
1219 => 0.32137444802967
1220 => 0.32324953745589
1221 => 0.32076638180056
1222 => 0.30543919478628
1223 => 0.31008848422192
1224 => 0.30931461512119
1225 => 0.30821253141605
1226 => 0.31288742789548
1227 => 0.31243652272555
1228 => 0.29893016229318
1229 => 0.29979479566678
1230 => 0.29898274351238
1231 => 0.30160665015348
]
'min_raw' => 0.24875480239421
'max_raw' => 0.55724146508229
'avg_raw' => 0.40299813373825
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.248754'
'max' => '$0.557241'
'avg' => '$0.402998'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.060660147961921
'max_diff' => -0.4049358180947
'year' => 2034
]
9 => [
'items' => [
101 => 0.29410523251242
102 => 0.29641261805599
103 => 0.29785978863852
104 => 0.29871218322932
105 => 0.30179161698373
106 => 0.30143028097534
107 => 0.30176915583011
108 => 0.30633514314754
109 => 0.32942834014144
110 => 0.33068525190155
111 => 0.32449575870088
112 => 0.32696833915219
113 => 0.32222152537958
114 => 0.32540809326603
115 => 0.32758826208388
116 => 0.31773649841835
117 => 0.31715314091149
118 => 0.3123867353499
119 => 0.31494793171569
120 => 0.31087288414119
121 => 0.31187275827686
122 => 0.30907702302606
123 => 0.31410878985216
124 => 0.31973508702124
125 => 0.32115651187536
126 => 0.31741735504605
127 => 0.31470995907918
128 => 0.30995666363304
129 => 0.31786149989407
130 => 0.32017311491232
131 => 0.31784935796447
201 => 0.31731089270456
202 => 0.31629050201001
203 => 0.3175273734141
204 => 0.32016052536048
205 => 0.31891877952925
206 => 0.31973897452753
207 => 0.31661323697551
208 => 0.32326139718979
209 => 0.33382027557695
210 => 0.33385422409751
211 => 0.33261247157281
212 => 0.33210437319363
213 => 0.33337848663982
214 => 0.33406964091751
215 => 0.33818989017005
216 => 0.34261108177599
217 => 0.36324285388389
218 => 0.35744953483536
219 => 0.37575527043911
220 => 0.39023273059941
221 => 0.39457388787887
222 => 0.390580227449
223 => 0.37691813085169
224 => 0.37624780321416
225 => 0.39666474351893
226 => 0.39089602272772
227 => 0.39020985174553
228 => 0.38291015179913
301 => 0.38722517855288
302 => 0.38628141890421
303 => 0.38479164812848
304 => 0.39302441858727
305 => 0.40843542994162
306 => 0.4060334792985
307 => 0.40424053456669
308 => 0.39638437267026
309 => 0.4011155368692
310 => 0.39943085991744
311 => 0.40666930122461
312 => 0.40238140894535
313 => 0.39085231899404
314 => 0.39268836456916
315 => 0.39241084997409
316 => 0.39812208067571
317 => 0.39640771098055
318 => 0.39207609177646
319 => 0.40838275678021
320 => 0.4073238926573
321 => 0.40882511989354
322 => 0.40948600654993
323 => 0.41941158618204
324 => 0.4234777785742
325 => 0.42440087543593
326 => 0.42826344371787
327 => 0.42430477121836
328 => 0.44014228370207
329 => 0.45067330535927
330 => 0.46290562893552
331 => 0.48078034141904
401 => 0.48750139866318
402 => 0.48628729982988
403 => 0.49983970283361
404 => 0.52419306977833
405 => 0.49120981157882
406 => 0.52594126255251
407 => 0.51494568616812
408 => 0.48887537236271
409 => 0.48719675150245
410 => 0.50485187069404
411 => 0.54400922581874
412 => 0.53420075247905
413 => 0.54402526896734
414 => 0.53256444862383
415 => 0.5319953222944
416 => 0.54346864250428
417 => 0.5702766805528
418 => 0.55754118656023
419 => 0.53928173305064
420 => 0.55276422937356
421 => 0.54108444331251
422 => 0.5147666163507
423 => 0.53419325212434
424 => 0.52120321402124
425 => 0.52499439772813
426 => 0.55229752569851
427 => 0.549012341106
428 => 0.55326367416861
429 => 0.54576018258986
430 => 0.53875073826328
501 => 0.52566708989957
502 => 0.52179366663514
503 => 0.52286414147426
504 => 0.52179313616097
505 => 0.51447295514641
506 => 0.51289216275327
507 => 0.51025743950861
508 => 0.51107405041223
509 => 0.50611999989679
510 => 0.51546931677848
511 => 0.51720463237762
512 => 0.52400828553579
513 => 0.52471466337693
514 => 0.5436627405785
515 => 0.53322645806537
516 => 0.54022801740046
517 => 0.5396017320323
518 => 0.48944039511498
519 => 0.49635218476496
520 => 0.50710476042126
521 => 0.50226073966287
522 => 0.4954124276368
523 => 0.48988204849249
524 => 0.48150295857855
525 => 0.49329636672625
526 => 0.50880344435133
527 => 0.52510794845608
528 => 0.5446967418245
529 => 0.54032475118336
530 => 0.52474174958973
531 => 0.52544079165783
601 => 0.52976199465991
602 => 0.52416564414953
603 => 0.52251517113027
604 => 0.52953524501181
605 => 0.52958358840246
606 => 0.52314431079871
607 => 0.5159882321175
608 => 0.51595824788654
609 => 0.51468489280474
610 => 0.53279097566411
611 => 0.54274749050531
612 => 0.54388898888613
613 => 0.5426706585693
614 => 0.54313954555445
615 => 0.53734606894519
616 => 0.55058823847184
617 => 0.56274056274433
618 => 0.55948348024276
619 => 0.55460065055135
620 => 0.5507112415132
621 => 0.55856725908057
622 => 0.55821744298481
623 => 0.56263442279327
624 => 0.56243404307544
625 => 0.56094877889687
626 => 0.55948353328622
627 => 0.5652930665086
628 => 0.5636200142388
629 => 0.56194436325672
630 => 0.55858358868283
701 => 0.55904037376398
702 => 0.55415838716196
703 => 0.55189975677536
704 => 0.51793537497291
705 => 0.5088589823371
706 => 0.51171460022734
707 => 0.51265474378289
708 => 0.50870468607607
709 => 0.51436805414107
710 => 0.51348542422713
711 => 0.51691922090105
712 => 0.51477393381731
713 => 0.51486197714753
714 => 0.52117080903737
715 => 0.52300228977469
716 => 0.52207078388983
717 => 0.52272317868143
718 => 0.53775734129526
719 => 0.53561996413703
720 => 0.53448452512123
721 => 0.53479904948833
722 => 0.53864060037225
723 => 0.53971602487885
724 => 0.53515937567567
725 => 0.53730831778156
726 => 0.5464582405271
727 => 0.54966019564726
728 => 0.55987929936517
729 => 0.55553804247572
730 => 0.56350660738151
731 => 0.58799925921794
801 => 0.60756568426747
802 => 0.58957159117521
803 => 0.62550283900947
804 => 0.65348046947982
805 => 0.65240664142318
806 => 0.64752809441643
807 => 0.61567630594972
808 => 0.58636581531925
809 => 0.61088528532081
810 => 0.61094779049232
811 => 0.60884154627395
812 => 0.59575984432678
813 => 0.60838633140242
814 => 0.60938857609382
815 => 0.60882758558501
816 => 0.59879787537379
817 => 0.58348436168155
818 => 0.58647658560164
819 => 0.59137790942247
820 => 0.58209868090639
821 => 0.57913340514722
822 => 0.58464641695031
823 => 0.6024104896615
824 => 0.59905229461572
825 => 0.59896459857154
826 => 0.61333238107373
827 => 0.60304814956369
828 => 0.5865143271277
829 => 0.58233931890829
830 => 0.56752085235191
831 => 0.57775601998397
901 => 0.57812436544573
902 => 0.57251866873453
903 => 0.58696919852106
904 => 0.58683603434511
905 => 0.60055466169991
906 => 0.62677952472114
907 => 0.61902354227863
908 => 0.61000417854648
909 => 0.61098483346399
910 => 0.62174019744654
911 => 0.61523725886161
912 => 0.61757576091685
913 => 0.6217366578436
914 => 0.62424703026877
915 => 0.61062362950445
916 => 0.6074473631037
917 => 0.60094983676578
918 => 0.59925475342629
919 => 0.60454685305319
920 => 0.60315257177414
921 => 0.57809340743597
922 => 0.57547458533476
923 => 0.57555490086979
924 => 0.56896974817809
925 => 0.55892580970551
926 => 0.58532068031904
927 => 0.5832008028128
928 => 0.58086062211139
929 => 0.58114728089443
930 => 0.5926043996226
1001 => 0.5859586921619
1002 => 0.60362739465621
1003 => 0.59999524059319
1004 => 0.59626993548383
1005 => 0.59575498484215
1006 => 0.59432106020314
1007 => 0.58940359907612
1008 => 0.58346546927165
1009 => 0.57954460162274
1010 => 0.53459926038525
1011 => 0.54294085428391
1012 => 0.5525370977041
1013 => 0.55584968247822
1014 => 0.5501832769982
1015 => 0.58962734330162
1016 => 0.59683415430774
1017 => 0.57500425368156
1018 => 0.57092077058338
1019 => 0.58989505577371
1020 => 0.57845124229191
1021 => 0.58360439080205
1022 => 0.57246610234466
1023 => 0.59509824457643
1024 => 0.59492582557183
1025 => 0.58612141107356
1026 => 0.59356284191747
1027 => 0.59226971018372
1028 => 0.58232954789948
1029 => 0.59541336545078
1030 => 0.59541985486105
1031 => 0.58694579733094
1101 => 0.5770499533455
1102 => 0.57528081017031
1103 => 0.57394799843874
1104 => 0.58327660081893
1105 => 0.59164059654323
1106 => 0.60720391897576
1107 => 0.61111690801071
1108 => 0.62638956471659
1109 => 0.6172954412604
1110 => 0.62132674839991
1111 => 0.62570330256306
1112 => 0.62780158357133
1113 => 0.62438254726833
1114 => 0.64810726960884
1115 => 0.65011036308109
1116 => 0.65078198299564
1117 => 0.64278214010807
1118 => 0.64988787297878
1119 => 0.64656333588571
1120 => 0.65521285781887
1121 => 0.65656921330062
1122 => 0.65542042846132
1123 => 0.65585095709985
1124 => 0.63560609191003
1125 => 0.63455628884977
1126 => 0.62024214963245
1127 => 0.62607526716828
1128 => 0.61517053352364
1129 => 0.61862853689356
1130 => 0.62015279182996
1201 => 0.61935660755189
1202 => 0.62640506288182
1203 => 0.62041243594709
1204 => 0.60459690818725
1205 => 0.58877707149744
1206 => 0.58857846633436
1207 => 0.58441338257725
1208 => 0.581402789894
1209 => 0.58198273685131
1210 => 0.58402654557253
1211 => 0.58128400001568
1212 => 0.58186926116082
1213 => 0.59158849574481
1214 => 0.59353761892621
1215 => 0.5869137367842
1216 => 0.56031789416238
1217 => 0.55379120767237
1218 => 0.55848246049157
1219 => 0.55624034379937
1220 => 0.44892937022496
1221 => 0.47414049170009
1222 => 0.45916089940836
1223 => 0.46606418471429
1224 => 0.45077389993105
1225 => 0.4580712252621
1226 => 0.45672367572911
1227 => 0.49726241300981
1228 => 0.49662945638638
1229 => 0.4969324192267
1230 => 0.48247121349294
1231 => 0.50550830689134
]
'min_raw' => 0.29410523251242
'max_raw' => 0.65656921330062
'avg_raw' => 0.47533722290652
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.2941052'
'max' => '$0.656569'
'avg' => '$0.475337'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.045350430118204
'max_diff' => 0.099327748218331
'year' => 2035
]
10 => [
'items' => [
101 => 0.51685720748648
102 => 0.51475682802753
103 => 0.51528544828645
104 => 0.50620200083551
105 => 0.49702036685346
106 => 0.48683652172402
107 => 0.50575684721321
108 => 0.50365322999954
109 => 0.50847817103012
110 => 0.52074935456267
111 => 0.52255633295153
112 => 0.52498493023072
113 => 0.52411445098545
114 => 0.54485279816679
115 => 0.54234124748711
116 => 0.5483933620027
117 => 0.53594370326911
118 => 0.52185573267959
119 => 0.5245333953182
120 => 0.5242755148737
121 => 0.52099240083381
122 => 0.51802855227654
123 => 0.51309457948784
124 => 0.52870639948186
125 => 0.52807258810064
126 => 0.53833325763756
127 => 0.53651958463008
128 => 0.52440743240508
129 => 0.52484002029133
130 => 0.52774938172101
131 => 0.53781871484764
201 => 0.54080797849211
202 => 0.53942323247043
203 => 0.54270082359151
204 => 0.54529129797547
205 => 0.54302614729049
206 => 0.57509590420963
207 => 0.56177830524115
208 => 0.56826921031513
209 => 0.56981725292864
210 => 0.56585197432597
211 => 0.5667119012689
212 => 0.56801445627139
213 => 0.57592331518008
214 => 0.59667844940323
215 => 0.60587075706569
216 => 0.63352626820867
217 => 0.60510746387743
218 => 0.60342120963711
219 => 0.60840280231039
220 => 0.62463951498448
221 => 0.63779784556995
222 => 0.64216322294746
223 => 0.64274017963242
224 => 0.65092991779742
225 => 0.65562412298402
226 => 0.64993546817269
227 => 0.64511492884707
228 => 0.62784835533008
229 => 0.62984700822999
301 => 0.64361574474166
302 => 0.66306489603893
303 => 0.6797542911913
304 => 0.67391024669308
305 => 0.71849618096199
306 => 0.72291669422754
307 => 0.72230592222655
308 => 0.73237650930605
309 => 0.71238844479263
310 => 0.70384315996263
311 => 0.64615718416472
312 => 0.66236459038356
313 => 0.68592300715023
314 => 0.68280496235163
315 => 0.66569621037739
316 => 0.67974131266874
317 => 0.67509756262026
318 => 0.67143484428766
319 => 0.68821446702219
320 => 0.66976458255667
321 => 0.68573895543926
322 => 0.66525165698361
323 => 0.67393694179608
324 => 0.66900675407656
325 => 0.67219718975217
326 => 0.65354596798386
327 => 0.66360971451723
328 => 0.65312728304155
329 => 0.65312231300418
330 => 0.65289091274836
331 => 0.66522344689328
401 => 0.665625610389
402 => 0.65651184902247
403 => 0.65519841362585
404 => 0.66005487268653
405 => 0.65436923103511
406 => 0.65702950697881
407 => 0.65444980808338
408 => 0.65386906352525
409 => 0.64924159208051
410 => 0.64724795014714
411 => 0.64802970851904
412 => 0.64536116417168
413 => 0.64375326967693
414 => 0.65257106206324
415 => 0.64786007129996
416 => 0.65184903516365
417 => 0.64730310739361
418 => 0.63154494117619
419 => 0.62248225314498
420 => 0.59271653794306
421 => 0.60115805785007
422 => 0.6067547942818
423 => 0.6049050729245
424 => 0.60887899014712
425 => 0.60912295638977
426 => 0.60783099539141
427 => 0.60633507006576
428 => 0.60560693634709
429 => 0.61103384853728
430 => 0.61418435372515
501 => 0.6073165016574
502 => 0.60570746000939
503 => 0.61265123763439
504 => 0.61688693797435
505 => 0.64816096945018
506 => 0.64584408818466
507 => 0.65165900549613
508 => 0.65100433504404
509 => 0.65709929477543
510 => 0.66706197801409
511 => 0.64680505737985
512 => 0.65032095837034
513 => 0.64945894064148
514 => 0.65887022417196
515 => 0.65889960517187
516 => 0.65325707056687
517 => 0.65631598011591
518 => 0.65460858072243
519 => 0.65769408219532
520 => 0.64581314482282
521 => 0.66028284407458
522 => 0.66848623114351
523 => 0.66860013518092
524 => 0.67248847554548
525 => 0.67643925455337
526 => 0.68402243081867
527 => 0.6762277638831
528 => 0.66220591686155
529 => 0.66321824892622
530 => 0.65499724514788
531 => 0.65513544170664
601 => 0.65439773764532
602 => 0.65661164306511
603 => 0.64629897256376
604 => 0.64871933571776
605 => 0.64533081312854
606 => 0.650313592384
607 => 0.64495294558804
608 => 0.64945852495044
609 => 0.65140298364092
610 => 0.65857807807003
611 => 0.64389317830697
612 => 0.61394967360978
613 => 0.62024416132704
614 => 0.61093411957188
615 => 0.61179579938215
616 => 0.61353652973422
617 => 0.60789425313164
618 => 0.60897062169884
619 => 0.60893216623933
620 => 0.6086007778646
621 => 0.60713300380521
622 => 0.60500444102884
623 => 0.61348397999281
624 => 0.61492481889745
625 => 0.61812762530028
626 => 0.62765700467079
627 => 0.62670479495344
628 => 0.62825788850924
629 => 0.62486749399717
630 => 0.61195307005968
701 => 0.61265438541265
702 => 0.60390897172326
703 => 0.61790398540988
704 => 0.61458978144373
705 => 0.61245309258658
706 => 0.61187007723563
707 => 0.6214230780944
708 => 0.62428148567629
709 => 0.62250031789185
710 => 0.61884709080101
711 => 0.62586236679506
712 => 0.62773935870034
713 => 0.62815954796713
714 => 0.64058927198284
715 => 0.6288542314626
716 => 0.63167897235209
717 => 0.65371679441407
718 => 0.63373153081542
719 => 0.64431817066819
720 => 0.64380000973761
721 => 0.64921577645392
722 => 0.64335575879249
723 => 0.64342840073457
724 => 0.64823723468284
725 => 0.64148409468026
726 => 0.639811922246
727 => 0.6375018280044
728 => 0.64254583426784
729 => 0.64556948790198
730 => 0.66993791556433
731 => 0.68568103116951
801 => 0.68499758100158
802 => 0.6912430361714
803 => 0.68842940141558
804 => 0.6793434325897
805 => 0.69485207345962
806 => 0.68994449057928
807 => 0.69034906574922
808 => 0.69033400744119
809 => 0.69359712102827
810 => 0.69128490599186
811 => 0.68672729281108
812 => 0.68975284913538
813 => 0.69873766976238
814 => 0.72662682867655
815 => 0.74223397148713
816 => 0.72568725908245
817 => 0.73710095972989
818 => 0.7302568064588
819 => 0.72901302021352
820 => 0.73618166768596
821 => 0.74336286292684
822 => 0.74290545183515
823 => 0.73769227284874
824 => 0.73474748031883
825 => 0.75704643593317
826 => 0.77347592657701
827 => 0.77235554545981
828 => 0.7773005433437
829 => 0.79181921007385
830 => 0.7931466150058
831 => 0.79297939249442
901 => 0.78968928087021
902 => 0.80398479375315
903 => 0.81591036210572
904 => 0.78892771508966
905 => 0.79920235384459
906 => 0.80381497020987
907 => 0.81058765953569
908 => 0.82201432166289
909 => 0.83442670750547
910 => 0.8361819549585
911 => 0.83493652289425
912 => 0.82675022076823
913 => 0.84033200146774
914 => 0.84828789006957
915 => 0.85302543966468
916 => 0.8650390771848
917 => 0.80384345615822
918 => 0.76052615397589
919 => 0.75376153173069
920 => 0.76751765707193
921 => 0.77114503762137
922 => 0.76968284507024
923 => 0.72092528322722
924 => 0.7535048332582
925 => 0.78855768972516
926 => 0.78990421269931
927 => 0.80745240556734
928 => 0.8131668164899
929 => 0.82729541184287
930 => 0.82641166435674
1001 => 0.82985175249014
1002 => 0.82906093580229
1003 => 0.85523118356693
1004 => 0.88410085317073
1005 => 0.88310118831228
1006 => 0.87895083173631
1007 => 0.88511481899258
1008 => 0.91491141188552
1009 => 0.91216821909261
1010 => 0.91483299722631
1011 => 0.94996485950947
1012 => 0.99564127792671
1013 => 0.97441999573447
1014 => 1.0204640718322
1015 => 1.0494463770441
1016 => 1.0995682770818
1017 => 1.0932927683415
1018 => 1.1128048562147
1019 => 1.0820582979582
1020 => 1.0114579852967
1021 => 1.0002852155708
1022 => 1.0226533835015
1023 => 1.0776433417052
1024 => 1.020921554025
1025 => 1.0323962977981
1026 => 1.0290915708195
1027 => 1.028915475963
1028 => 1.0356363004062
1029 => 1.0258873940167
1030 => 0.98616859559108
1031 => 1.0043714868452
1101 => 0.99734247635736
1102 => 1.0051416875411
1103 => 1.0472308136602
1104 => 1.0286222077235
1105 => 1.0090195530096
1106 => 1.0336056321982
1107 => 1.0649121596987
1108 => 1.0629530534709
1109 => 1.0591515685462
1110 => 1.0805803400275
1111 => 1.1159743924736
1112 => 1.1255412626249
1113 => 1.1326033305846
1114 => 1.1335770704417
1115 => 1.143607196145
1116 => 1.0896726823212
1117 => 1.1752681408961
1118 => 1.1900481120651
1119 => 1.1872700900524
1120 => 1.2036974059705
1121 => 1.1988640729066
1122 => 1.1918613316238
1123 => 1.2179021215443
1124 => 1.1880484572838
1125 => 1.1456749393378
1126 => 1.1224279893394
1127 => 1.1530414483752
1128 => 1.1717360195459
1129 => 1.1840919418916
1130 => 1.1878308365278
1201 => 1.0938594650974
1202 => 1.0432141077877
1203 => 1.075677201173
1204 => 1.1152844155862
1205 => 1.0894526622453
1206 => 1.0904652180703
1207 => 1.0536359262715
1208 => 1.1185429906976
1209 => 1.1090865773651
1210 => 1.1581464664625
1211 => 1.1464379301992
1212 => 1.1864443652641
1213 => 1.1759093301499
1214 => 1.2196396719033
1215 => 1.2370848891804
1216 => 1.2663781241201
1217 => 1.2879263469866
1218 => 1.3005798756056
1219 => 1.2998202052095
1220 => 1.349959789561
1221 => 1.3203942284126
1222 => 1.2832529155424
1223 => 1.2825811463719
1224 => 1.3018171586038
1225 => 1.3421305630998
1226 => 1.3525832423494
1227 => 1.3584248640692
1228 => 1.349478217057
1229 => 1.3173869194132
1230 => 1.3035300597972
1231 => 1.3153365056619
]
'min_raw' => 0.48683652172402
'max_raw' => 1.3584248640692
'avg_raw' => 0.92263069289659
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.486836'
'max' => '$1.35'
'avg' => '$0.92263'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.1927312892116
'max_diff' => 0.70185565076855
'year' => 2036
]
11 => [
'items' => [
101 => 1.3008982369088
102 => 1.3258227394394
103 => 1.3600494050002
104 => 1.3529817339088
105 => 1.376607898723
106 => 1.4010584937606
107 => 1.4360239428093
108 => 1.4451652059575
109 => 1.4602753663303
110 => 1.475828684783
111 => 1.4808239914964
112 => 1.4903615819648
113 => 1.4903113141551
114 => 1.5190534849855
115 => 1.5507569894824
116 => 1.5627243284921
117 => 1.5902425646621
118 => 1.543118549575
119 => 1.5788626563403
120 => 1.6111047353755
121 => 1.5726643995648
122 => 1.6256454470304
123 => 1.6277025810458
124 => 1.6587628623372
125 => 1.6272773168185
126 => 1.6085813003949
127 => 1.6625559992792
128 => 1.6886726558822
129 => 1.6808061063689
130 => 1.6209412761538
131 => 1.5860973772453
201 => 1.4949041729155
202 => 1.6029264626974
203 => 1.6555409689968
204 => 1.6208050172933
205 => 1.6383238108629
206 => 1.7339006680908
207 => 1.7702901471799
208 => 1.7627213899111
209 => 1.7640003852971
210 => 1.7836354876979
211 => 1.8707083449912
212 => 1.818532270568
213 => 1.8584189244643
214 => 1.8795746618689
215 => 1.8992252897923
216 => 1.8509695582571
217 => 1.7881895605473
218 => 1.7683044999476
219 => 1.6173512114671
220 => 1.6094934372448
221 => 1.6050826304589
222 => 1.5772731175947
223 => 1.5554224581502
224 => 1.5380460024969
225 => 1.4924449938137
226 => 1.5078339956126
227 => 1.4351555054418
228 => 1.4816526278856
301 => 1.3656560026895
302 => 1.4622614390111
303 => 1.4096834921315
304 => 1.4449881693818
305 => 1.4448649946888
306 => 1.3798578905128
307 => 1.3423631494877
308 => 1.366256257786
309 => 1.3918715665191
310 => 1.3960275641808
311 => 1.4292384805813
312 => 1.4385069334824
313 => 1.4104230884893
314 => 1.3632522304594
315 => 1.3742089449271
316 => 1.3421411120188
317 => 1.2859434683183
318 => 1.3263055971407
319 => 1.3400870025182
320 => 1.3461736562422
321 => 1.2909097280058
322 => 1.2735446019157
323 => 1.2642995544928
324 => 1.3561183512988
325 => 1.3611483922571
326 => 1.3354139915386
327 => 1.4517359230222
328 => 1.4254086874127
329 => 1.4548226599179
330 => 1.373214737932
331 => 1.3763322704515
401 => 1.3376977723584
402 => 1.3593305097324
403 => 1.3440411882121
404 => 1.3575827983315
405 => 1.3656995836029
406 => 1.404327742155
407 => 1.4627025105325
408 => 1.3985579834029
409 => 1.3706092943659
410 => 1.387948503855
411 => 1.4341251036589
412 => 1.5040850160984
413 => 1.4626673398597
414 => 1.4810478012567
415 => 1.4850631143821
416 => 1.4545232532895
417 => 1.5052110643384
418 => 1.5323750740666
419 => 1.560239727248
420 => 1.5844338248554
421 => 1.5491099720105
422 => 1.58691155803
423 => 1.5564501525765
424 => 1.5291231228424
425 => 1.5291645666664
426 => 1.5120219217301
427 => 1.4788058870536
428 => 1.4726803406339
429 => 1.5045462066806
430 => 1.5300996135413
501 => 1.532204314523
502 => 1.5463519935425
503 => 1.5547244442536
504 => 1.636785843017
505 => 1.6697916164472
506 => 1.7101504514302
507 => 1.7258724921555
508 => 1.7731901980748
509 => 1.7349773075888
510 => 1.7267097083617
511 => 1.6119324313051
512 => 1.6307272039932
513 => 1.6608194484926
514 => 1.6124286413332
515 => 1.6431214704474
516 => 1.6491808850776
517 => 1.6107843402229
518 => 1.6312935938466
519 => 1.5768270967921
520 => 1.4638897313285
521 => 1.5053367959111
522 => 1.5358557863749
523 => 1.4923014240186
524 => 1.5703709327556
525 => 1.5247643374332
526 => 1.5103092362187
527 => 1.4539147327651
528 => 1.4805307675717
529 => 1.5165293357525
530 => 1.4942864058995
531 => 1.5404438251372
601 => 1.6058150405119
602 => 1.6524024615111
603 => 1.6559788652171
604 => 1.6260262746295
605 => 1.6740254922011
606 => 1.6743751140992
607 => 1.6202318005958
608 => 1.5870693225462
609 => 1.5795347377589
610 => 1.5983576078
611 => 1.6212120469233
612 => 1.6572471275297
613 => 1.6790223720379
614 => 1.7358006610179
615 => 1.7511632380548
616 => 1.7680420525761
617 => 1.79059735401
618 => 1.8176807764421
619 => 1.7584237900208
620 => 1.7607781805602
621 => 1.7055988952735
622 => 1.6466319154348
623 => 1.6913805027946
624 => 1.7498833281124
625 => 1.7364627153446
626 => 1.73495262225
627 => 1.7374921799703
628 => 1.7273734762196
629 => 1.681606954172
630 => 1.6586232933132
701 => 1.6882780795782
702 => 1.7040382786954
703 => 1.7284809730923
704 => 1.7254678950852
705 => 1.7884296508979
706 => 1.8128946853421
707 => 1.8066354826134
708 => 1.8077873265516
709 => 1.8520801028104
710 => 1.9013427795144
711 => 1.9474837770304
712 => 1.9944203815056
713 => 1.9378364728439
714 => 1.9091066536357
715 => 1.9387484935488
716 => 1.9230201160518
717 => 2.0134000384891
718 => 2.0196577482241
719 => 2.1100311351643
720 => 2.1958062408332
721 => 2.1419324337832
722 => 2.1927330073018
723 => 2.2476779693937
724 => 2.3536757157679
725 => 2.3179794038347
726 => 2.2906365883265
727 => 2.2647977597907
728 => 2.3185642601751
729 => 2.3877340039789
730 => 2.4026325042946
731 => 2.4267737664713
801 => 2.4013921811456
802 => 2.4319615049805
803 => 2.5398846509592
804 => 2.5107228642518
805 => 2.4693084391361
806 => 2.5545033978372
807 => 2.5853351222041
808 => 2.8017283105103
809 => 3.0749336495037
810 => 2.9618248451975
811 => 2.8916145603663
812 => 2.9081156427119
813 => 3.0078809839279
814 => 3.0399224451328
815 => 2.9528227082238
816 => 2.9835878077764
817 => 3.1531065310691
818 => 3.2440478873039
819 => 3.1205373104835
820 => 2.7797765275363
821 => 2.4655795232795
822 => 2.5489187172839
823 => 2.5394706390001
824 => 2.7215973592868
825 => 2.5100273652833
826 => 2.5135896613808
827 => 2.6994825693674
828 => 2.6498895285278
829 => 2.5695551537645
830 => 2.4661660531186
831 => 2.2750417382405
901 => 2.105757602657
902 => 2.4377627763442
903 => 2.4234461095426
904 => 2.4027134544027
905 => 2.4488517349089
906 => 2.6728861284679
907 => 2.6677214105678
908 => 2.6348661103496
909 => 2.6597865659918
910 => 2.5651864774018
911 => 2.5895670742354
912 => 2.4655297528688
913 => 2.5215998023826
914 => 2.5693827922763
915 => 2.5789759349367
916 => 2.6005897751886
917 => 2.4159018766925
918 => 2.4988213209654
919 => 2.5475287259745
920 => 2.3274668981528
921 => 2.5431788111912
922 => 2.4126868712732
923 => 2.3683959469418
924 => 2.4280278416684
925 => 2.4047892342996
926 => 2.3848100443006
927 => 2.3736613129951
928 => 2.4174483951503
929 => 2.4154056754309
930 => 2.3437615103186
1001 => 2.2503046175195
1002 => 2.2816718183608
1003 => 2.2702758202261
1004 => 2.2289752528728
1005 => 2.2568068486194
1006 => 2.1342505861997
1007 => 1.9233989066268
1008 => 2.0626939847143
1009 => 2.0573312757318
1010 => 2.0546271546833
1011 => 2.1593035560329
1012 => 2.1492413353386
1013 => 2.1309783062489
1014 => 2.2286398380215
1015 => 2.1929920651916
1016 => 2.302850101382
1017 => 2.3752097091893
1018 => 2.3568569720612
1019 => 2.4249115329483
1020 => 2.2823944553154
1021 => 2.3297329117123
1022 => 2.3394893019675
1023 => 2.2274347098791
1024 => 2.1508876390858
1025 => 2.1457828221643
1026 => 2.0130607502449
1027 => 2.0839598097691
1028 => 2.146348048148
1029 => 2.1164689234874
1030 => 2.1070100852333
1031 => 2.1553332385018
1101 => 2.1590883613705
1102 => 2.0734711620123
1103 => 2.091273688903
1104 => 2.1655131854609
1105 => 2.0894030440686
1106 => 1.9415334718645
1107 => 1.9048597735011
1108 => 1.8999668261091
1109 => 1.8005048475198
1110 => 1.9073104853879
1111 => 1.8606869622453
1112 => 2.0079701132171
1113 => 1.9238427672774
1114 => 1.9202162055371
1115 => 1.9147341255658
1116 => 1.8291230918714
1117 => 1.8478664673855
1118 => 1.9101723022908
1119 => 1.9324037261105
1120 => 1.9300848064695
1121 => 1.909866969709
1122 => 1.9191225918458
1123 => 1.8893070080704
1124 => 1.8787785048816
1125 => 1.8455476527248
1126 => 1.7967074803115
1127 => 1.8034990058398
1128 => 1.7067338445627
1129 => 1.6540110489832
1130 => 1.639418074042
1201 => 1.6199037380683
1202 => 1.6416222702159
1203 => 1.7064597210187
1204 => 1.628251999318
1205 => 1.494170346096
1206 => 1.5022288819186
1207 => 1.5203340193114
1208 => 1.4865952155574
1209 => 1.4546642692875
1210 => 1.4824256364296
1211 => 1.4256134723923
1212 => 1.527199497912
1213 => 1.5244518806132
1214 => 1.5623168688893
1215 => 1.5859946231261
1216 => 1.5314250653742
1217 => 1.5177009691714
1218 => 1.5255188380939
1219 => 1.3963068793228
1220 => 1.5517574952035
1221 => 1.5531018385849
1222 => 1.5415907543791
1223 => 1.6243634083363
1224 => 1.799039525624
1225 => 1.7333193439698
1226 => 1.7078705032303
1227 => 1.6594922383815
1228 => 1.7239534038754
1229 => 1.7190037921163
1230 => 1.6966197706571
1231 => 1.6830818446362
]
'min_raw' => 1.2642995544928
'max_raw' => 3.2440478873039
'avg_raw' => 2.2541737208984
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.26'
'max' => '$3.24'
'avg' => '$2.25'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.77746303276882
'max_diff' => 1.8856230232348
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.039684918332789
]
1 => [
'year' => 2028
'avg' => 0.068110840473174
]
2 => [
'year' => 2029
'avg' => 0.18606654038809
]
3 => [
'year' => 2030
'avg' => 0.1435500588108
]
4 => [
'year' => 2031
'avg' => 0.14098394771515
]
5 => [
'year' => 2032
'avg' => 0.24718922962591
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.039684918332789
'min' => '$0.039684'
'max_raw' => 0.24718922962591
'max' => '$0.247189'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.24718922962591
]
1 => [
'year' => 2033
'avg' => 0.63579611676656
]
2 => [
'year' => 2034
'avg' => 0.40299813373825
]
3 => [
'year' => 2035
'avg' => 0.47533722290652
]
4 => [
'year' => 2036
'avg' => 0.92263069289659
]
5 => [
'year' => 2037
'avg' => 2.2541737208984
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.24718922962591
'min' => '$0.247189'
'max_raw' => 2.2541737208984
'max' => '$2.25'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 2.2541737208984
]
]
]
]
'prediction_2025_max_price' => '$0.067853'
'last_price' => 0.065793
'sma_50day_nextmonth' => '$0.060149'
'sma_200day_nextmonth' => '$0.149272'
'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' => '$0.064087'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.063299'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.060561'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.059749'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.070594'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.101054'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.17609'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.0644039'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.063245'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.061751'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.062424'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.074078'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.107434'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.214511'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.138772'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.270132'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.064483'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.06690047'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.082649'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.140278'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.464969'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$1.00'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.500312'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '53.25'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 104.92
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.01
'momentum_10_action' => 'SELL'
'vwma_10' => '0.060625'
'vwma_10_action' => 'BUY'
'hma_9' => '0.0657010'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 195.02
'cci_20_action' => 'SELL'
'adx_14' => 20.36
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000483'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 74
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.014084'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 16
'buy_signals' => 16
'sell_pct' => 50
'buy_pct' => 50
'overall_action' => 'neutral'
'overall_action_label' => 'Neutro'
'overall_action_dir' => 0
'last_updated' => 1767713971
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Saga para 2026
A previsão de preço para Saga em 2026 sugere que o preço médio poderia variar entre $0.022731 na extremidade inferior e $0.067853 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Saga poderia potencialmente ganhar 3.13% até 2026 se SAGA atingir a meta de preço prevista.
Previsão de preço de Saga 2027-2032
A previsão de preço de SAGA para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.039684 na extremidade inferior e $0.247189 na extremidade superior. Considerando a volatilidade de preços no mercado, se Saga atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Saga | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.021883 | $0.039684 | $0.057486 |
| 2028 | $0.039492 | $0.06811 | $0.096729 |
| 2029 | $0.086753 | $0.186066 | $0.285379 |
| 2030 | $0.07378 | $0.14355 | $0.21332 |
| 2031 | $0.08723 | $0.140983 | $0.194736 |
| 2032 | $0.133151 | $0.247189 | $0.361227 |
Previsão de preço de Saga 2032-2037
A previsão de preço de Saga para 2032-2037 é atualmente estimada entre $0.247189 na extremidade inferior e $2.25 na extremidade superior. Comparado ao preço atual, Saga poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Saga | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.133151 | $0.247189 | $0.361227 |
| 2033 | $0.309414 | $0.635796 | $0.962177 |
| 2034 | $0.248754 | $0.402998 | $0.557241 |
| 2035 | $0.2941052 | $0.475337 | $0.656569 |
| 2036 | $0.486836 | $0.92263 | $1.35 |
| 2037 | $1.26 | $2.25 | $3.24 |
Saga Histograma de preços potenciais
Previsão de preço de Saga baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 50%
Baixista 50%
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Saga é Neutro, com 16 indicadores técnicos mostrando sinais de alta e 16 indicando sinais de baixa. A previsão de preço de SAGA 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 Saga
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Saga está projetado para aumentar no próximo mês, alcançando $0.149272 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Saga é esperado para alcançar $0.060149 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 53.25, sugerindo que o mercado de SAGA está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de SAGA 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 | $0.064087 | BUY |
| SMA 5 | $0.063299 | BUY |
| SMA 10 | $0.060561 | BUY |
| SMA 21 | $0.059749 | BUY |
| SMA 50 | $0.070594 | SELL |
| SMA 100 | $0.101054 | SELL |
| SMA 200 | $0.17609 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.0644039 | BUY |
| EMA 5 | $0.063245 | BUY |
| EMA 10 | $0.061751 | BUY |
| EMA 21 | $0.062424 | BUY |
| EMA 50 | $0.074078 | SELL |
| EMA 100 | $0.107434 | SELL |
| EMA 200 | $0.214511 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.138772 | SELL |
| SMA 50 | $0.270132 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.140278 | SELL |
| EMA 50 | $0.464969 | SELL |
| EMA 100 | $1.00 | SELL |
| EMA 200 | $0.500312 | SELL |
Osciladores de Saga
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 53.25 | NEUTRAL |
| Stoch RSI (14) | 104.92 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 195.02 | SELL |
| Índice Direcional Médio (14) | 20.36 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.000483 | NEUTRAL |
| Momentum (10) | 0.01 | SELL |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 74 | SELL |
| VWMA (10) | 0.060625 | BUY |
| Média Móvel de Hull (9) | 0.0657010 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.014084 | SELL |
Previsão do preço de Saga com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Saga
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Saga por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.09245 | $0.1299079 | $0.182542 | $0.2565024 | $0.360428 | $0.506462 |
| Amazon.com stock | $0.137281 | $0.286444 | $0.597684 | $1.24 | $2.60 | $5.42 |
| Apple stock | $0.093322 | $0.13237 | $0.187757 | $0.266319 | $0.377754 | $0.535815 |
| Netflix stock | $0.103811 | $0.163797 | $0.258446 | $0.407788 | $0.643426 | $1.01 |
| Google stock | $0.0852016 | $0.110335 | $0.142884 | $0.185034 | $0.239618 | $0.3103053 |
| Tesla stock | $0.149147 | $0.3381066 | $0.766462 | $1.73 | $3.93 | $8.92 |
| Kodak stock | $0.049337 | $0.036998 | $0.027744 | $0.0208055 | $0.0156019 | $0.011699 |
| Nokia stock | $0.043585 | $0.028873 | $0.019127 | $0.012671 | $0.008394 | $0.00556 |
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 Saga
Você pode fazer perguntas como: 'Devo investir em Saga agora?', 'Devo comprar SAGA hoje?', 'Saga será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Saga regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Saga, 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 Saga para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Saga é de $0.06579 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão de curto prazo para Saga
com base no histórico de preços de 4 horas
Previsão de longo prazo para Saga
com base no histórico de preços de 1 mês
Previsão do preço de Saga com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Saga tiver 1% da média anterior do crescimento anual do Bitcoin | $0.0675031 | $0.069257 | $0.071058 | $0.072905 |
| Se Saga tiver 2% da média anterior do crescimento anual do Bitcoin | $0.069213 | $0.072811 | $0.076596 | $0.080578 |
| Se Saga tiver 5% da média anterior do crescimento anual do Bitcoin | $0.074343 | $0.084006 | $0.094923 | $0.10726 |
| Se Saga tiver 10% da média anterior do crescimento anual do Bitcoin | $0.082894 | $0.104441 | $0.131589 | $0.165793 |
| Se Saga tiver 20% da média anterior do crescimento anual do Bitcoin | $0.099996 | $0.15198 | $0.23099 | $0.351074 |
| Se Saga tiver 50% da média anterior do crescimento anual do Bitcoin | $0.1513015 | $0.347942 | $0.800149 | $1.84 |
| Se Saga tiver 100% da média anterior do crescimento anual do Bitcoin | $0.23681 | $0.852355 | $3.06 | $11.04 |
Perguntas Frequentes sobre Saga
SAGA é um bom investimento?
A decisão de adquirir Saga depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Saga experimentou uma escalada de 3.6071% nas últimas 24 horas, e Saga registrou um declínio de -97% durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Saga dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Saga pode subir?
Parece que o valor médio de Saga pode potencialmente subir para $0.067853 até o final deste ano. Observando as perspectivas de Saga em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.21332. 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 Saga na próxima semana?
Com base na nossa nova previsão experimental de Saga, o preço de Saga aumentará 0.86% na próxima semana e atingirá $0.066356 até 13 de janeiro de 2026.
Qual será o preço de Saga no próximo mês?
Com base na nossa nova previsão experimental de Saga, o preço de Saga diminuirá -11.62% no próximo mês e atingirá $0.058149 até 5 de fevereiro de 2026.
Até onde o preço de Saga pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Saga em 2026, espera-se que SAGA fluctue dentro do intervalo de $0.022731 e $0.067853. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Saga não considera flutuações repentinas e extremas de preço.
Onde estará Saga em 5 anos?
O futuro de Saga parece seguir uma tendência de alta, com um preço máximo de $0.21332 projetada após um período de cinco anos. Com base na previsão de Saga para 2030, o valor de Saga pode potencialmente atingir seu pico mais alto de aproximadamente $0.21332, enquanto seu pico mais baixo está previsto para cerca de $0.07378.
Quanto será Saga em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Saga, espera-se que o valor de SAGA em 2026 aumente 3.13% para $0.067853 se o melhor cenário ocorrer. O preço ficará entre $0.067853 e $0.022731 durante 2026.
Quanto será Saga em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Saga, o valor de SAGA pode diminuir -12.62% para $0.057486 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.057486 e $0.021883 ao longo do ano.
Quanto será Saga em 2028?
Nosso novo modelo experimental de previsão de preços de Saga sugere que o valor de SAGA em 2028 pode aumentar 47.02%, alcançando $0.096729 no melhor cenário. O preço é esperado para variar entre $0.096729 e $0.039492 durante o ano.
Quanto será Saga em 2029?
Com base no nosso modelo de previsão experimental, o valor de Saga pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.285379 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.285379 e $0.086753.
Quanto será Saga em 2030?
Usando nossa nova simulação experimental para previsões de preços de Saga, espera-se que o valor de SAGA em 2030 aumente 224.23%, alcançando $0.21332 no melhor cenário. O preço está previsto para variar entre $0.21332 e $0.07378 ao longo de 2030.
Quanto será Saga em 2031?
Nossa simulação experimental indica que o preço de Saga poderia aumentar 195.98% em 2031, potencialmente atingindo $0.194736 sob condições ideais. O preço provavelmente oscilará entre $0.194736 e $0.08723 durante o ano.
Quanto será Saga em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Saga, SAGA poderia ver um 449.04% aumento em valor, atingindo $0.361227 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.361227 e $0.133151 ao longo do ano.
Quanto será Saga em 2033?
De acordo com nossa previsão experimental de preços de Saga, espera-se que o valor de SAGA seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.962177. Ao longo do ano, o preço de SAGA poderia variar entre $0.962177 e $0.309414.
Quanto será Saga em 2034?
Os resultados da nossa nova simulação de previsão de preços de Saga sugerem que SAGA pode aumentar 746.96% em 2034, atingindo potencialmente $0.557241 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.557241 e $0.248754.
Quanto será Saga em 2035?
Com base em nossa previsão experimental para o preço de Saga, SAGA poderia aumentar 897.93%, com o valor potencialmente atingindo $0.656569 em 2035. A faixa de preço esperada para o ano está entre $0.656569 e $0.2941052.
Quanto será Saga em 2036?
Nossa recente simulação de previsão de preços de Saga sugere que o valor de SAGA pode aumentar 1964.7% em 2036, possivelmente atingindo $1.35 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $1.35 e $0.486836.
Quanto será Saga em 2037?
De acordo com a simulação experimental, o valor de Saga poderia aumentar 4830.69% em 2037, com um pico de $3.24 sob condições favoráveis. O preço é esperado para cair entre $3.24 e $1.26 ao longo do ano.
Previsões relacionadas
Previsão de Preço do Golem- Previsão de Preço do APENFT
- Previsão de Preço do Qtum
- Previsão de Preço do Jeo Boden
- Previsão de Preço do Polymesh
- Previsão de Preço do Trust Wallet Token
- Previsão de Preço do AMP Token
- Previsão de Preço do Raydium
- Previsão de Preço do TON Crystal
- Previsão de Preço do SuperFarm
- Previsão de Preço do Livepeer
- Previsão de Preço do Pixels
- Previsão de Preço do Compound Governance Token
- Previsão de Preço do Metis Token
- Previsão de Preço do Basic Attention Token
- Previsão de Preço do Compound Wrapped BTC
- Previsão de Preço do GAL (migrated to Gravity - G)
- Previsão de Preço do OriginTrail
- Previsão de Preço do Mask Network
- Previsão de Preço do Reserve Rights Token
- Previsão de Preço do Threshold Network
- Previsão de Preço do aelf
- Previsão de Preço do Stader ETHx
- Previsão de Preço do PAX Gold
- Previsão de Preço do Degen
Previsão de Preço do Golem
Previsão de Preço do APENFT
Previsão de Preço do Qtum
Previsão de Preço do Jeo Boden
Previsão de Preço do Polymesh
Previsão de Preço do Trust Wallet Token
Previsão de Preço do AMP Token
Previsão de Preço do Raydium
Previsão de Preço do TON Crystal
Previsão de Preço do SuperFarm
Previsão de Preço do Livepeer
Previsão de Preço do Pixels
Previsão de Preço do Compound Governance Token
Previsão de Preço do Metis Token
Previsão de Preço do Basic Attention Token
Previsão de Preço do Compound Wrapped BTC
Previsão de Preço do GAL (migrated to Gravity - G)
Previsão de Preço do OriginTrail
Previsão de Preço do Mask Network
Previsão de Preço do Reserve Rights Token
Previsão de Preço do Threshold Network
Previsão de Preço do aelf
Previsão de Preço do Stader ETHx
Previsão de Preço do PAX Gold
Previsão de Preço do DegenComo ler e prever os movimentos de preço de Saga?
Traders de Saga 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 Saga
Médias móveis são ferramentas populares para a previsão de preço de Saga. Uma média móvel simples (SMA) calcula o preço médio de fechamento de SAGA 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 SAGA 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 SAGA.
Como ler gráficos de Saga 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 Saga 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 SAGA 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 Saga?
A ação de preço de Saga 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 SAGA. A capitalização de mercado de Saga pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de SAGA, grandes detentores de Saga, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Saga.
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