Previsão de Preço Saga - Projeção SAGA
$0.06592
4.4233%
Add to portfolio
Add to favorites
Sentiment
Altista 50%
Baixista 50%
SMA 50
$0.070597
SMA 200
$0.17609
RSI (14)
53.44
Momentum (10)
0.01
MACD (12, 26)
0
Hull Moving Average (9)
0.065739
Previsão de Preço Saga até $0.067987 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.022776 | $0.067987 |
| 2027 | $0.021925 | $0.057599 |
| 2028 | $0.039569 | $0.096918 |
| 2029 | $0.086923 | $0.285939 |
| 2030 | $0.073924 | $0.213738 |
| 2031 | $0.0874019 | $0.195118 |
| 2032 | $0.133412 | $0.361935 |
| 2033 | $0.310021 | $0.964063 |
| 2034 | $0.249242 | $0.558334 |
| 2035 | $0.294681 | $0.657856 |
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' => 0.06592
'ticker' => 'SAGA'
'marketcap' => '$22.56M'
'low24h' => '$0.06287'
'high24h' => '$0.0666'
'volume24h' => '$5.88M'
'current_supply' => '343.1M'
'max_supply' => '1.09B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.06592'
'change_24h_pct' => '4.4233%'
'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' => '$71.49M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '-96.99%'
'change_30d_pct_is_increased' => false
'max_price' => '$3.25'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.066486'
'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' => '$0.058263'
'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' => '$0.022776'
'current_year_max_price_prediction' => '$0.067987'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.073924'
'grand_prediction_max_price' => '$0.213738'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.067171187225028
107 => 0.067421980054985
108 => 0.067987029106678
109 => 0.063158746826059
110 => 0.065326503819137
111 => 0.066599857961208
112 => 0.06084679762231
113 => 0.066486138455808
114 => 0.063074697173512
115 => 0.061916802764173
116 => 0.06347575504536
117 => 0.06286822982525
118 => 0.062345915316078
119 => 0.062054454845458
120 => 0.063199177345477
121 => 0.063145774672612
122 => 0.061272786481517
123 => 0.058829549739
124 => 0.059649580186301
125 => 0.05935165543697
126 => 0.058271937712337
127 => 0.058999537093125
128 => 0.055795557649758
129 => 0.050283277545805
130 => 0.053924858628182
131 => 0.053784661717788
201 => 0.053713968078144
202 => 0.056450515615642
203 => 0.056187459712805
204 => 0.055710010673305
205 => 0.058263168986307
206 => 0.057331231857236
207 => 0.06020324249703
208 => 0.0620949344544
209 => 0.061615140184186
210 => 0.063394285613434
211 => 0.059668472031578
212 => 0.060906037849775
213 => 0.061161098449713
214 => 0.058231663409041
215 => 0.056230498911777
216 => 0.056097044054755
217 => 0.052627300593953
218 => 0.054480809543923
219 => 0.056111820716484
220 => 0.055330692936407
221 => 0.055083411216763
222 => 0.056346719893562
223 => 0.056444889797256
224 => 0.054206605589445
225 => 0.054672015753491
226 => 0.056612853505567
227 => 0.054623111621816
228 => 0.050757368164179
301 => 0.0497986103386
302 => 0.049670694371255
303 => 0.047070467108243
304 => 0.049862679120984
305 => 0.048643803750793
306 => 0.052494216440857
307 => 0.05029488136247
308 => 0.050200072422996
309 => 0.050056754805534
310 => 0.047818631786224
311 => 0.048308638487315
312 => 0.049937495391868
313 => 0.050518689885799
314 => 0.050458066538496
315 => 0.049929513104416
316 => 0.050171482159906
317 => 0.049392015524564
318 => 0.04911676963243
319 => 0.048248017884507
320 => 0.046971192813856
321 => 0.047148743171154
322 => 0.044619018606741
323 => 0.043240690401404
324 => 0.042859187320241
325 => 0.042349025455998
326 => 0.042916811460296
327 => 0.044611852214893
328 => 0.042567273441892
329 => 0.039061986546108
330 => 0.039272660261263
331 => 0.039745981549628
401 => 0.038863950460093
402 => 0.038029182057106
403 => 0.038754945456602
404 => 0.037269709189477
405 => 0.03992546525671
406 => 0.039853634497762
407 => 0.040843536128773
408 => 0.04146254193347
409 => 0.040035933959152
410 => 0.039677145911569
411 => 0.03988152788948
412 => 0.036503549061095
413 => 0.040567483191484
414 => 0.040602628262602
415 => 0.040301694826497
416 => 0.04246561429104
417 => 0.047032159304632
418 => 0.045314041381671
419 => 0.044648734191512
420 => 0.043383984736682
421 => 0.045069188291851
422 => 0.044939790952085
423 => 0.044354607109178
424 => 0.044000686095103
425 => 0.044652796415346
426 => 0.043919882409839
427 => 0.04378823091532
428 => 0.042990566096773
429 => 0.042705836047989
430 => 0.042495033255299
501 => 0.042262960093601
502 => 0.042774855659277
503 => 0.041614832961986
504 => 0.040215959307481
505 => 0.040099658099132
506 => 0.040420775960691
507 => 0.040278705211364
508 => 0.040098977919043
509 => 0.039755829572185
510 => 0.039654024787876
511 => 0.039984840948219
512 => 0.039611368790972
513 => 0.04016244730307
514 => 0.040012584440345
515 => 0.039175462671453
516 => 0.038132099005239
517 => 0.038122810880081
518 => 0.037898019889654
519 => 0.037611714765795
520 => 0.037532071230111
521 => 0.038693823687415
522 => 0.041098616505709
523 => 0.040626498133663
524 => 0.040967652042103
525 => 0.042645791619195
526 => 0.043179221727335
527 => 0.042800605671562
528 => 0.042282332662399
529 => 0.042305134044522
530 => 0.044076229808743
531 => 0.044186690879087
601 => 0.044465790367755
602 => 0.0448245120842
603 => 0.042861697531029
604 => 0.04221268565558
605 => 0.041905147823185
606 => 0.040958050331526
607 => 0.041979413778278
608 => 0.041384309036999
609 => 0.04146460899827
610 => 0.041412313543149
611 => 0.041440870397848
612 => 0.039924722918765
613 => 0.040477127373777
614 => 0.039558647826713
615 => 0.038328906817362
616 => 0.038324784294296
617 => 0.038625761664161
618 => 0.03844672854732
619 => 0.03796495503326
620 => 0.038033388687026
621 => 0.037433837870768
622 => 0.038106185011337
623 => 0.038125465521555
624 => 0.03786657524944
625 => 0.038902418785513
626 => 0.039326804727411
627 => 0.039156397604337
628 => 0.039314848509385
629 => 0.040646116783508
630 => 0.040863171599497
701 => 0.040959573010923
702 => 0.040830407890352
703 => 0.039339181649592
704 => 0.039405323874554
705 => 0.038920016113844
706 => 0.038509982196516
707 => 0.038526381402864
708 => 0.038737192137049
709 => 0.03965781497712
710 => 0.041595211470369
711 => 0.041668734251069
712 => 0.041757846006089
713 => 0.041395383714444
714 => 0.041286061618987
715 => 0.041430285681322
716 => 0.042157869940718
717 => 0.044029414193083
718 => 0.04336788545806
719 => 0.042830052299177
720 => 0.043301876978296
721 => 0.043229243267229
722 => 0.042616141649847
723 => 0.042598933929446
724 => 0.041422195905245
725 => 0.040987182650726
726 => 0.040623653015073
727 => 0.040226688143121
728 => 0.039991354060645
729 => 0.040352934168756
730 => 0.040435631817571
731 => 0.039645030591847
801 => 0.039537274566153
802 => 0.040182896593392
803 => 0.039898782410419
804 => 0.040191000893299
805 => 0.040258798087931
806 => 0.040247881178093
807 => 0.039951233340764
808 => 0.040140307826112
809 => 0.039693090302447
810 => 0.039206808415362
811 => 0.038896590867833
812 => 0.038625884913228
813 => 0.038776088310366
814 => 0.038240640625628
815 => 0.038069340134848
816 => 0.040076253644787
817 => 0.041558782232535
818 => 0.041537225679723
819 => 0.041406005708378
820 => 0.041211039447957
821 => 0.042143606944398
822 => 0.041818719075914
823 => 0.042055102145526
824 => 0.042115271557708
825 => 0.042297386246517
826 => 0.04236247659448
827 => 0.042165728354783
828 => 0.041505417231587
829 => 0.039859984693082
830 => 0.039094031404647
831 => 0.038841254061502
901 => 0.038850442037833
902 => 0.038596996633697
903 => 0.038671647663842
904 => 0.038571036051901
905 => 0.038380501999449
906 => 0.038764323369538
907 => 0.038808555206897
908 => 0.038718966712794
909 => 0.038740068046306
910 => 0.037998313578885
911 => 0.038054707560037
912 => 0.037740698706781
913 => 0.037681825832229
914 => 0.036888038795078
915 => 0.035481729997495
916 => 0.036260961585054
917 => 0.035319759403825
918 => 0.034963311876253
919 => 0.036650679032814
920 => 0.036481314170575
921 => 0.036191435147558
922 => 0.035762643656433
923 => 0.03560360072136
924 => 0.034637306194727
925 => 0.034580212359113
926 => 0.035059134018659
927 => 0.034838128151467
928 => 0.034527752212461
929 => 0.033403602023689
930 => 0.032139685018172
1001 => 0.032177834727869
1002 => 0.032579863211312
1003 => 0.033748815247851
1004 => 0.033292085464099
1005 => 0.032960722765618
1006 => 0.032898668492918
1007 => 0.033675407635172
1008 => 0.034774656253343
1009 => 0.035290399110687
1010 => 0.034779313602402
1011 => 0.034192206089283
1012 => 0.034227940603212
1013 => 0.03446566631504
1014 => 0.034490647926092
1015 => 0.034108501290679
1016 => 0.034216073330111
1017 => 0.03405266156562
1018 => 0.033049803868575
1019 => 0.033031665352932
1020 => 0.032785547900812
1021 => 0.032778095562175
1022 => 0.032359388379244
1023 => 0.032300808349965
1024 => 0.031469439824546
1025 => 0.032016649105593
1026 => 0.031649609849643
1027 => 0.031096395115119
1028 => 0.031001020686368
1029 => 0.030998153615872
1030 => 0.031566181451677
1031 => 0.032010011369609
1101 => 0.031655994654643
1102 => 0.031575391910971
1103 => 0.032436018339416
1104 => 0.032326495781612
1105 => 0.032231649952899
1106 => 0.03467623059625
1107 => 0.032741154264031
1108 => 0.031897350532888
1109 => 0.030852983181616
1110 => 0.031193034457348
1111 => 0.031264688257537
1112 => 0.028753173039092
1113 => 0.027734251627759
1114 => 0.027384596196632
1115 => 0.027183364552617
1116 => 0.027275068339703
1117 => 0.026357919561941
1118 => 0.026974258708838
1119 => 0.026180085391952
1120 => 0.026046939650913
1121 => 0.027467019920699
1122 => 0.027664615794251
1123 => 0.026821610409452
1124 => 0.027362956336668
1125 => 0.027166656778188
1126 => 0.026193699214055
1127 => 0.026156539391696
1128 => 0.025668343487126
1129 => 0.024904411429829
1130 => 0.02455527398061
1201 => 0.024373440165707
1202 => 0.024448468341606
1203 => 0.024410531799972
1204 => 0.024162970204539
1205 => 0.024424721740837
1206 => 0.023756054728797
1207 => 0.023489786136787
1208 => 0.02336951879116
1209 => 0.022776038330938
1210 => 0.02372052966511
1211 => 0.02390660635633
1212 => 0.024093049676114
1213 => 0.025715911484572
1214 => 0.025634837894782
1215 => 0.02636770366205
1216 => 0.026339225845988
1217 => 0.026130200657524
1218 => 0.025248357770373
1219 => 0.025599844627853
1220 => 0.024518022713713
1221 => 0.025328597248527
1222 => 0.02495868488124
1223 => 0.025203529505049
1224 => 0.02476327679469
1225 => 0.025006930822192
1226 => 0.023950732042809
1227 => 0.022964468483739
1228 => 0.023361369730737
1229 => 0.023792846777387
1230 => 0.02472839895283
1231 => 0.024171191795274
]
'min_raw' => 0.022776038330938
'max_raw' => 0.067987029106678
'avg_raw' => 0.045381533718808
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.022776'
'max' => '$0.067987'
'avg' => '$0.045381'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.043145961669062
'max_diff' => 0.0020650291066784
'year' => 2026
]
1 => [
'items' => [
101 => 0.024371584559467
102 => 0.023700302344765
103 => 0.02231525539355
104 => 0.022323094608879
105 => 0.022110035310322
106 => 0.021925920969203
107 => 0.02423519374019
108 => 0.023947999166918
109 => 0.023490392201504
110 => 0.024102917309288
111 => 0.024264878669866
112 => 0.024269489482111
113 => 0.024716371989189
114 => 0.024954873263324
115 => 0.024996910146614
116 => 0.025700089427036
117 => 0.025935785846675
118 => 0.02690658604216
119 => 0.024934638096529
120 => 0.024894027126265
121 => 0.024111536793687
122 => 0.023615269054082
123 => 0.024145516670393
124 => 0.024615243672426
125 => 0.024126132520999
126 => 0.024190000111675
127 => 0.023533408352733
128 => 0.023768109011041
129 => 0.023970264835569
130 => 0.023858646271435
131 => 0.023691547878526
201 => 0.024576731414956
202 => 0.024526785890768
203 => 0.025351089150172
204 => 0.02599369248737
205 => 0.027145352546714
206 => 0.025943535237392
207 => 0.025899736237849
208 => 0.026327878483961
209 => 0.025935720300327
210 => 0.026183550735543
211 => 0.027105423232157
212 => 0.027124900945343
213 => 0.026798624153865
214 => 0.026778770181451
215 => 0.026841435208332
216 => 0.027208466228077
217 => 0.027080214312054
218 => 0.027228630676217
219 => 0.027414227612234
220 => 0.028181935231074
221 => 0.028367026938914
222 => 0.02791735004791
223 => 0.027957950836349
224 => 0.027789759335207
225 => 0.027627288452537
226 => 0.027992499269812
227 => 0.02865992921662
228 => 0.02865577716956
301 => 0.028810607944235
302 => 0.028907066234171
303 => 0.028492996641985
304 => 0.028223452563233
305 => 0.028326812914562
306 => 0.028492088367232
307 => 0.028273216312788
308 => 0.026922236601358
309 => 0.027332037544887
310 => 0.027263826629642
311 => 0.027166685991601
312 => 0.027578744009217
313 => 0.027539000008196
314 => 0.0263485128756
315 => 0.026424723999303
316 => 0.026353147526452
317 => 0.026584425753403
318 => 0.025923230517082
319 => 0.026126609718556
320 => 0.026254167247159
321 => 0.02632929961145
322 => 0.026600729230011
323 => 0.026568880097102
324 => 0.026598749443191
325 => 0.027001207912755
326 => 0.02903670474474
327 => 0.029147492346234
328 => 0.028601933677815
329 => 0.028819873605179
330 => 0.028401476602862
331 => 0.028682349313534
401 => 0.028874515288782
402 => 0.028006154198026
403 => 0.027954735489849
404 => 0.027534611614271
405 => 0.027760362387974
406 => 0.027401176674957
407 => 0.027489308285148
408 => 0.027242884619878
409 => 0.027686398154903
410 => 0.028182315202097
411 => 0.028307603432576
412 => 0.02797802403816
413 => 0.027739386836263
414 => 0.027320418521713
415 => 0.028017172166128
416 => 0.028220924164937
417 => 0.028016101943618
418 => 0.027968640159484
419 => 0.027878700164313
420 => 0.027987721354634
421 => 0.028219814487794
422 => 0.028110363652283
423 => 0.028182657857413
424 => 0.027907146896916
425 => 0.028493133716249
426 => 0.029423821810758
427 => 0.029426814125165
428 => 0.029317362699673
429 => 0.029272577534526
430 => 0.029384881339148
501 => 0.029445801546213
502 => 0.029808971457366
503 => 0.030198667241361
504 => 0.032017207427676
505 => 0.031506568620365
506 => 0.033120085659103
507 => 0.034396168147779
508 => 0.034778809489809
509 => 0.034426797459808
510 => 0.033222583320491
511 => 0.033163498829809
512 => 0.034963103160044
513 => 0.034454632509653
514 => 0.034394151543729
515 => 0.033750736250503
516 => 0.034131074377334
517 => 0.034047888849772
518 => 0.033916576424941
519 => 0.03464223507635
520 => 0.036000603291793
521 => 0.03578888886672
522 => 0.035630853869552
523 => 0.03493839051526
524 => 0.035355408121833
525 => 0.035206916139579
526 => 0.035844931930686
527 => 0.035466985509814
528 => 0.034450780344381
529 => 0.034612614366432
530 => 0.034588153479564
531 => 0.035091556797994
601 => 0.03494044761704
602 => 0.034558646986767
603 => 0.035995960536906
604 => 0.035902629389718
605 => 0.03603495161796
606 => 0.036093203955033
607 => 0.036968071384697
608 => 0.037326476577996
609 => 0.03740784083164
610 => 0.037748298045221
611 => 0.037399369946017
612 => 0.038795331124352
613 => 0.039723563851352
614 => 0.040801753930181
615 => 0.042377279425523
616 => 0.042969691586198
617 => 0.042862677631848
618 => 0.044057223081192
619 => 0.046203794700411
620 => 0.043296561128923
621 => 0.046357885139014
622 => 0.045388705302105
623 => 0.043090797343593
624 => 0.04294283916162
625 => 0.044499009110384
626 => 0.047950444280936
627 => 0.047085898916567
628 => 0.047951858367438
629 => 0.046941670669852
630 => 0.046891506336137
701 => 0.047902795805747
702 => 0.050265728774011
703 => 0.049143187894007
704 => 0.047533750284204
705 => 0.04872213396966
706 => 0.0476926460416
707 => 0.045372921604154
708 => 0.04708523781502
709 => 0.045940260728772
710 => 0.046274425912869
711 => 0.048680997445674
712 => 0.048391432391849
713 => 0.048766156384501
714 => 0.048104778345704
715 => 0.047486946967724
716 => 0.046333718819963
717 => 0.045992304818871
718 => 0.046086659365984
719 => 0.045992258061443
720 => 0.045347037511485
721 => 0.045207702195154
722 => 0.044975470563514
723 => 0.045047448856849
724 => 0.044610785447607
725 => 0.045434859520111
726 => 0.045587814929684
727 => 0.046187507317578
728 => 0.046249769370692
729 => 0.047919904134891
730 => 0.047000021972245
731 => 0.047617158345753
801 => 0.047561955859793
802 => 0.04314059997692
803 => 0.043749823807627
804 => 0.044697584903237
805 => 0.044270619814324
806 => 0.043666991073046
807 => 0.043179528499939
808 => 0.042440972856074
809 => 0.043480475742109
810 => 0.044847311498437
811 => 0.046284434581095
812 => 0.048011043800874
813 => 0.047625684722967
814 => 0.046252156822736
815 => 0.046313772280977
816 => 0.046694654799038
817 => 0.046201377331324
818 => 0.046055900176175
819 => 0.046674668471874
820 => 0.046678929589057
821 => 0.046111354247879
822 => 0.04548059812135
823 => 0.045477955230149
824 => 0.045365718269815
825 => 0.04696163737576
826 => 0.047839231518409
827 => 0.04793984627255
828 => 0.047832459343799
829 => 0.04787378831064
830 => 0.0473631356155
831 => 0.048530336247237
901 => 0.049601474971098
902 => 0.049314386911562
903 => 0.048884001098346
904 => 0.048541178067929
905 => 0.049233628700669
906 => 0.049202794964011
907 => 0.049592119508786
908 => 0.049574457498588
909 => 0.049443542297417
910 => 0.049314391586956
911 => 0.049826459555397
912 => 0.049678992204046
913 => 0.049531295795167
914 => 0.049235068035971
915 => 0.049275330308268
916 => 0.04884501880723
917 => 0.048645937017135
918 => 0.045652224558116
919 => 0.04485220676669
920 => 0.045103908649737
921 => 0.045186775445072
922 => 0.044838606676993
923 => 0.0453377912532
924 => 0.045259993865766
925 => 0.045562657990325
926 => 0.045373566585449
927 => 0.045381326962663
928 => 0.045937404465864
929 => 0.046098836130766
930 => 0.046016730683084
1001 => 0.04607423452423
1002 => 0.047399386272604
1003 => 0.047210992069953
1004 => 0.04711091140463
1005 => 0.047138634432888
1006 => 0.047477239116171
1007 => 0.047572029940361
1008 => 0.047170394557438
1009 => 0.047359808125851
1010 => 0.048166307059991
1011 => 0.048448536043053
1012 => 0.049349275479391
1013 => 0.048966625357468
1014 => 0.049668996216968
1015 => 0.051827844783198
1016 => 0.053552482398861
1017 => 0.051966434373834
1018 => 0.055133511723723
1019 => 0.057599535730875
1020 => 0.057504885622102
1021 => 0.057074877296293
1022 => 0.05426737452679
1023 => 0.051683868620786
1024 => 0.053845081012614
1025 => 0.053850590387458
1026 => 0.053664940326316
1027 => 0.052511883740973
1028 => 0.053624816456541
1029 => 0.053713157013925
1030 => 0.05366370979344
1031 => 0.052779664012942
1101 => 0.051429889505093
1102 => 0.051693632213023
1103 => 0.052125648148818
1104 => 0.051307751854393
1105 => 0.05104638443024
1106 => 0.051532316198927
1107 => 0.053098089605542
1108 => 0.05280208921293
1109 => 0.052794359446447
1110 => 0.054060774649746
1111 => 0.05315429467369
1112 => 0.051696958853191
1113 => 0.051328962338617
1114 => 0.050022822624035
1115 => 0.050924977977207
1116 => 0.050957444942292
1117 => 0.050463343675164
1118 => 0.051737052447871
1119 => 0.051725314997299
1120 => 0.052934511910452
1121 => 0.055246042254781
1122 => 0.054562408988463
1123 => 0.053767417878823
1124 => 0.053853855455153
1125 => 0.054801862321379
1126 => 0.054228675729167
1127 => 0.054434797624125
1128 => 0.054801550331204
1129 => 0.055022821345343
1130 => 0.053822017961386
1201 => 0.05354205325152
1202 => 0.052969343709396
1203 => 0.052819934479985
1204 => 0.053286394452069
1205 => 0.053163498729699
1206 => 0.050954716219595
1207 => 0.050723886157739
1208 => 0.050730965386186
1209 => 0.050150532220279
1210 => 0.049265232322348
1211 => 0.0515917475956
1212 => 0.051404895859597
1213 => 0.051198626004226
1214 => 0.05122389288455
1215 => 0.052233754311749
1216 => 0.051647983684749
1217 => 0.053205350902547
1218 => 0.052885203021312
1219 => 0.052556844554951
1220 => 0.052511455412856
1221 => 0.052385065417535
1222 => 0.051951627095934
1223 => 0.051428224276995
1224 => 0.051082628399556
1225 => 0.04712102448107
1226 => 0.047856275124751
1227 => 0.048702113970101
1228 => 0.04899409415003
1229 => 0.048494641847848
1230 => 0.051971348517022
1231 => 0.052606576327859
]
'min_raw' => 0.021925920969203
'max_raw' => 0.057599535730875
'avg_raw' => 0.039762728350039
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.021925'
'max' => '$0.057599'
'avg' => '$0.039762'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00085011736173549
'max_diff' => -0.010387493375804
'year' => 2027
]
2 => [
'items' => [
101 => 0.050682429853948
102 => 0.050322500611063
103 => 0.051994945418264
104 => 0.050986256751459
105 => 0.051440469196358
106 => 0.05045871033141
107 => 0.05245356854987
108 => 0.052438371072547
109 => 0.051662326169649
110 => 0.052318234007452
111 => 0.052204253879535
112 => 0.051328101095478
113 => 0.05248134415589
114 => 0.05248191615006
115 => 0.051734989803692
116 => 0.050862743354337
117 => 0.050706806290734
118 => 0.050589328660506
119 => 0.051411576900832
120 => 0.052148802102004
121 => 0.053520595427759
122 => 0.053865496862859
123 => 0.055211670125444
124 => 0.054410089491561
125 => 0.054765419804354
126 => 0.055151181123433
127 => 0.055336129285702
128 => 0.05503476618015
129 => 0.057125927363965
130 => 0.057302485439403
131 => 0.057361683834875
201 => 0.056656556049478
202 => 0.057282874560124
203 => 0.056989840870482
204 => 0.057752233123827
205 => 0.057871785963864
206 => 0.057770528961568
207 => 0.057808476920009
208 => 0.056024039755735
209 => 0.055931507275111
210 => 0.054669820336003
211 => 0.055183967089609
212 => 0.054222794377439
213 => 0.054527592145644
214 => 0.054661944097649
215 => 0.054591766262328
216 => 0.055213036175638
217 => 0.054684829832266
218 => 0.053290806446945
219 => 0.051896403260885
220 => 0.05187889766474
221 => 0.051511775919111
222 => 0.051246414138722
223 => 0.05129753223184
224 => 0.051477679059425
225 => 0.051235943677614
226 => 0.051287530177618
227 => 0.052144209796739
228 => 0.052316010784795
229 => 0.051732163900404
301 => 0.049387934410871
302 => 0.048812654614086
303 => 0.049226154323721
304 => 0.049028528095307
305 => 0.03956984869264
306 => 0.041792025115722
307 => 0.040471683343107
308 => 0.041080157577932
309 => 0.039732430528937
310 => 0.040375636517144
311 => 0.040256859857244
312 => 0.043830053786579
313 => 0.04377426327814
314 => 0.043800967242162
315 => 0.042526317462596
316 => 0.044556869171958
317 => 0.045557191960267
318 => 0.04537205883488
319 => 0.045418652854004
320 => 0.044618013232094
321 => 0.043808719183814
322 => 0.04291108753481
323 => 0.044578776188034
324 => 0.04439335767819
325 => 0.044818641028298
326 => 0.04590025632876
327 => 0.04605952829041
328 => 0.046273591422045
329 => 0.046196865027405
330 => 0.048024799028893
331 => 0.047803424160216
401 => 0.048336873899832
402 => 0.047239527312514
403 => 0.045997775487869
404 => 0.046233791913808
405 => 0.046211061634066
406 => 0.045921679084348
407 => 0.04566043745763
408 => 0.045225543753516
409 => 0.046601611785489
410 => 0.046545745936386
411 => 0.047450149096415
412 => 0.047290287052976
413 => 0.046222689202015
414 => 0.046260818668119
415 => 0.046517257652067
416 => 0.047404795903478
417 => 0.047668277684709
418 => 0.04754622242571
419 => 0.047835118170429
420 => 0.048063449587827
421 => 0.047863793081002
422 => 0.050690508179335
423 => 0.049516658992618
424 => 0.050088784918634
425 => 0.050225233580827
426 => 0.049875723201826
427 => 0.049951519488003
428 => 0.050066330208309
429 => 0.050763438419766
430 => 0.052592852076516
501 => 0.053403086931851
502 => 0.055840718470409
503 => 0.053335808206129
504 => 0.053187177197396
505 => 0.05362626824691
506 => 0.055057416009547
507 => 0.056217226850291
508 => 0.056602003017258
509 => 0.056652857539685
510 => 0.057374723208351
511 => 0.057788483147633
512 => 0.057287069729223
513 => 0.056862174357294
514 => 0.055340251874999
515 => 0.055516418546382
516 => 0.056730032216129
517 => 0.058444333006134
518 => 0.059915381426556
519 => 0.059400271540938
520 => 0.063330196357299
521 => 0.063719832350538
522 => 0.063665997254713
523 => 0.064553646032921
524 => 0.062791843974707
525 => 0.062038639461514
526 => 0.056954041559473
527 => 0.058382606171893
528 => 0.060459108732704
529 => 0.060184275832296
530 => 0.058676264167562
531 => 0.059914237464482
601 => 0.059504924777516
602 => 0.059182082878907
603 => 0.060661084202416
604 => 0.059034861493192
605 => 0.060442885917184
606 => 0.058637080029267
607 => 0.059402624519506
608 => 0.058968064441625
609 => 0.059249278069694
610 => 0.057605308946143
611 => 0.058492354780117
612 => 0.057568404923114
613 => 0.05756796685058
614 => 0.057547570606277
615 => 0.05863459351562
616 => 0.058670041293668
617 => 0.057866729721263
618 => 0.057750959973594
619 => 0.058179021408107
620 => 0.05767787357776
621 => 0.057912357493392
622 => 0.057684975856692
623 => 0.057633787460881
624 => 0.057225909614069
625 => 0.057050184622827
626 => 0.057119090919768
627 => 0.056883878204678
628 => 0.05674215403582
629 => 0.057519378101945
630 => 0.057104138636544
701 => 0.0574557366985
702 => 0.057055046331688
703 => 0.055666078947834
704 => 0.054867269117316
705 => 0.052243638486561
706 => 0.05298769687884
707 => 0.053481008362704
708 => 0.05331796892023
709 => 0.053668240730554
710 => 0.053689744574918
711 => 0.053575867638783
712 => 0.053444012735278
713 => 0.053379833060285
714 => 0.05385817577626
715 => 0.054135869823158
716 => 0.053530518769766
717 => 0.053388693487718
718 => 0.054000736825045
719 => 0.054374082907248
720 => 0.057130660613197
721 => 0.056926444433111
722 => 0.057438986969724
723 => 0.057381282545708
724 => 0.057918508778508
725 => 0.058796646620389
726 => 0.057011146856642
727 => 0.057321047877692
728 => 0.05724506730399
729 => 0.05807460328449
730 => 0.058077193005274
731 => 0.057579844746569
801 => 0.057849465306167
802 => 0.057698970506452
803 => 0.057970934950128
804 => 0.056923717001522
805 => 0.058199115422733
806 => 0.058922184142701
807 => 0.058932223952579
808 => 0.059274952787215
809 => 0.059623185132722
810 => 0.060291586795275
811 => 0.059604543773128
812 => 0.058368620258576
813 => 0.058457849944319
814 => 0.057733228439943
815 => 0.057745409458346
816 => 0.057680386227471
817 => 0.057875525838045
818 => 0.05696653917239
819 => 0.057179876525963
820 => 0.056881202981659
821 => 0.057320398619736
822 => 0.056847896714805
823 => 0.057245030663857
824 => 0.057416420511069
825 => 0.058048852737039
826 => 0.056754485960815
827 => 0.054115184483165
828 => 0.054669997652204
829 => 0.053849385395561
830 => 0.053925336184205
831 => 0.054078768864743
901 => 0.05358144334707
902 => 0.053676317383313
903 => 0.05367292781512
904 => 0.053643718347626
905 => 0.053514344772857
906 => 0.053326727493659
907 => 0.05407413698843
908 => 0.054201136425821
909 => 0.05448344044324
910 => 0.055323385710436
911 => 0.05523945537097
912 => 0.055376349236876
913 => 0.05507751069623
914 => 0.053939198447016
915 => 0.054001014278734
916 => 0.053230169866682
917 => 0.05446372821853
918 => 0.054171605318637
919 => 0.053983271784705
920 => 0.053931883235074
921 => 0.054773910564123
922 => 0.055025858338136
923 => 0.054868861392957
924 => 0.054546856078063
925 => 0.055165201474985
926 => 0.055330644617304
927 => 0.05536768123556
928 => 0.056463270722936
929 => 0.055428912517424
930 => 0.055677892818127
1001 => 0.057620366049653
1002 => 0.055858810871642
1003 => 0.056791945936802
1004 => 0.056746273831163
1005 => 0.057223634154931
1006 => 0.056707116351511
1007 => 0.056713519208725
1008 => 0.057137382837041
1009 => 0.056542142815279
1010 => 0.056394753015012
1011 => 0.056191135061568
1012 => 0.056635727413699
1013 => 0.056902240421619
1014 => 0.059050139533217
1015 => 0.060437780315409
1016 => 0.060377539169412
1017 => 0.060928030477126
1018 => 0.060680029101078
1019 => 0.059879167238363
1020 => 0.061246140783318
1021 => 0.060813573157092
1022 => 0.060849233506628
1023 => 0.060847906226637
1024 => 0.06113552588236
1025 => 0.060931720996326
1026 => 0.060530000645811
1027 => 0.060796681361987
1028 => 0.061588627748927
1029 => 0.064046853633871
1030 => 0.065422509406247
1031 => 0.06396403742905
1101 => 0.064970071869203
1102 => 0.064366809691834
1103 => 0.064257179008711
1104 => 0.064889042982488
1105 => 0.065522012950507
1106 => 0.065481695499948
1107 => 0.065022191806535
1108 => 0.0647626298296
1109 => 0.066728120078592
1110 => 0.068176259812796
1111 => 0.068077506391375
1112 => 0.068513371877194
1113 => 0.069793086424368
1114 => 0.069910087484657
1115 => 0.069895348040299
1116 => 0.069605348704575
1117 => 0.070865393868202
1118 => 0.071916545712084
1119 => 0.069538222237242
1120 => 0.070443856681921
1121 => 0.070850425161857
1122 => 0.071447388313836
1123 => 0.072454565213865
1124 => 0.073548626467775
1125 => 0.07370333872485
1126 => 0.073593562974792
1127 => 0.072872000167893
1128 => 0.074069135046787
1129 => 0.074770388582576
1130 => 0.075187969015237
1201 => 0.076246883513705
1202 => 0.070852935990377
1203 => 0.067034831836779
1204 => 0.066438579739102
1205 => 0.067651081826184
1206 => 0.067970808957024
1207 => 0.067841927351486
1208 => 0.063544303999769
1209 => 0.066415953641569
1210 => 0.069505607200987
1211 => 0.069624293377214
1212 => 0.071171038550668
1213 => 0.071674722182371
1214 => 0.072920054783526
1215 => 0.072842158890256
1216 => 0.073145377561067
1217 => 0.073075672839663
1218 => 0.075382389247585
1219 => 0.077927039996223
1220 => 0.077838926832292
1221 => 0.077473103180234
1222 => 0.078016413685742
1223 => 0.080642765959683
1224 => 0.080400973528736
1225 => 0.080635854279571
1226 => 0.083732471625276
1227 => 0.087758514663374
1228 => 0.085888013464065
1229 => 0.089946462844344
1230 => 0.092501041600072
1231 => 0.09691892140973
]
'min_raw' => 0.03956984869264
'max_raw' => 0.09691892140973
'avg_raw' => 0.068244385051185
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.039569'
'max' => '$0.096918'
'avg' => '$0.068244'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.017643927723437
'max_diff' => 0.039319385678855
'year' => 2028
]
3 => [
'items' => [
101 => 0.096365781099044
102 => 0.098085629289044
103 => 0.09537554449905
104 => 0.08915264202272
105 => 0.088167843885527
106 => 0.090139434695248
107 => 0.094986398315929
108 => 0.089986786561954
109 => 0.090998201508275
110 => 0.090706913935693
111 => 0.090691392458842
112 => 0.091283784099814
113 => 0.090424489127515
114 => 0.086923566826154
115 => 0.088528018885803
116 => 0.087908462893456
117 => 0.088595906457924
118 => 0.092305755852063
119 => 0.09066554300315
120 => 0.088937712006893
121 => 0.091104795512592
122 => 0.093864237506033
123 => 0.093691556585278
124 => 0.093356483423987
125 => 0.095245273290325
126 => 0.098365000786009
127 => 0.099208250592012
128 => 0.09983072035932
129 => 0.099916548423519
130 => 0.10080063082661
131 => 0.096046696927727
201 => 0.10359131211494
202 => 0.10489405874198
203 => 0.10464919636941
204 => 0.10609714441741
205 => 0.1056711213708
206 => 0.10505388081721
207 => 0.10734918646068
208 => 0.10471780376206
209 => 0.10098288730325
210 => 0.09893383826567
211 => 0.10163219133042
212 => 0.10327998138752
213 => 0.10436906579613
214 => 0.10469862208014
215 => 0.096415731283583
216 => 0.091951712534425
217 => 0.094813097372556
218 => 0.09830418435731
219 => 0.096027303763258
220 => 0.096116553171839
221 => 0.092870319798415
222 => 0.098591403979516
223 => 0.097757890136221
224 => 0.10208216142969
225 => 0.10105013938106
226 => 0.10457641475364
227 => 0.10364782826969
228 => 0.10750233884802
301 => 0.10904000747443
302 => 0.11162199241718
303 => 0.11352131105163
304 => 0.11463662728196
305 => 0.11456966787894
306 => 0.11898910643184
307 => 0.11638311792062
308 => 0.11310938216619
309 => 0.11305017061489
310 => 0.11474568475131
311 => 0.11829901723964
312 => 0.11922034465498
313 => 0.11973524099036
314 => 0.11894665932906
315 => 0.11611804557301
316 => 0.11489666449454
317 => 0.11593731656021
318 => 0.11466468850815
319 => 0.11686160156237
320 => 0.11987843242113
321 => 0.11925546877864
322 => 0.12133794283556
323 => 0.12349308440181
324 => 0.12657503363502
325 => 0.12738076928883
326 => 0.12871261968519
327 => 0.13008353123312
328 => 0.13052383107521
329 => 0.13136450009078
330 => 0.1313600693501
331 => 0.13389348201207
401 => 0.13668791463148
402 => 0.13774274825404
403 => 0.14016828000526
404 => 0.13601464188207
405 => 0.13916522411206
406 => 0.14200712814771
407 => 0.13861889299846
408 => 0.14328878579416
409 => 0.14347010714921
410 => 0.14620784433587
411 => 0.14343262321021
412 => 0.14178470576461
413 => 0.14654218168339
414 => 0.14884417442141
415 => 0.14815079547448
416 => 0.14287414745202
417 => 0.13980291197687
418 => 0.13176489634131
419 => 0.14128627307806
420 => 0.14592385794416
421 => 0.14286213722757
422 => 0.14440629106736
423 => 0.15283069372369
424 => 0.15603816081554
425 => 0.15537103008232
426 => 0.15548376419433
427 => 0.15721445521745
428 => 0.1648892923229
429 => 0.16029035202798
430 => 0.16380606956444
501 => 0.16567079346892
502 => 0.16740285295359
503 => 0.16314946228226
504 => 0.15761586351358
505 => 0.15586314049887
506 => 0.14255770944223
507 => 0.14186510397317
508 => 0.1414763235353
509 => 0.13902511786858
510 => 0.13709914165628
511 => 0.13556753386535
512 => 0.13154813764513
513 => 0.13290456587884
514 => 0.12649848721701
515 => 0.13059686932736
516 => 0.1203726131029
517 => 0.12888767750205
518 => 0.12425331508206
519 => 0.1273651648063
520 => 0.12735430785577
521 => 0.12162440590059
522 => 0.11831951803284
523 => 0.12042552121033
524 => 0.12268332379134
525 => 0.12304964466395
526 => 0.1259769446449
527 => 0.12679389114748
528 => 0.12431850510507
529 => 0.12016073811823
530 => 0.12112649256071
531 => 0.11829994704989
601 => 0.11334653476369
602 => 0.11690416194592
603 => 0.11811889228376
604 => 0.11865538640261
605 => 0.11378427432237
606 => 0.11225366514978
607 => 0.11143878166934
608 => 0.11953193871748
609 => 0.11997530012985
610 => 0.11770700045919
611 => 0.12795993005954
612 => 0.12563937631844
613 => 0.12823200339672
614 => 0.12103886046761
615 => 0.12131364821435
616 => 0.11790829907649
617 => 0.11981506704818
618 => 0.11846742490379
619 => 0.11966101903912
620 => 0.12037645444246
621 => 0.12378124479604
622 => 0.12892655473869
623 => 0.12327268265697
624 => 0.12080920962602
625 => 0.12233753443932
626 => 0.12640766481743
627 => 0.13257412068641
628 => 0.12892345470049
629 => 0.13054355827271
630 => 0.13089747882985
701 => 0.12820561288683
702 => 0.13267337362337
703 => 0.1350676828981
704 => 0.13752374878148
705 => 0.13965628197062
706 => 0.13654274205762
707 => 0.13987467607295
708 => 0.13718972542212
709 => 0.13478104712323
710 => 0.13478470009395
711 => 0.13327370101188
712 => 0.13034594989224
713 => 0.12980602766602
714 => 0.13261477127149
715 => 0.13486711765407
716 => 0.13505263169015
717 => 0.13629964637728
718 => 0.13703761682386
719 => 0.14427073042244
720 => 0.14717994854724
721 => 0.15073728540157
722 => 0.15212306858685
723 => 0.15629377914377
724 => 0.1529255916405
725 => 0.15219686308728
726 => 0.14208008350521
727 => 0.14373670559502
728 => 0.14638911740106
729 => 0.14212382079894
730 => 0.14482916975704
731 => 0.1453632629485
801 => 0.14197888765254
802 => 0.14378662872833
803 => 0.1389858043889
804 => 0.12903119959016
805 => 0.13268445594418
806 => 0.13537448229354
807 => 0.13153548301515
808 => 0.13841674063188
809 => 0.13439685199018
810 => 0.13312274027944
811 => 0.12815197624224
812 => 0.13049798552555
813 => 0.13367099667283
814 => 0.13171044468595
815 => 0.13577888443709
816 => 0.14154088013796
817 => 0.14564722140718
818 => 0.14596245530119
819 => 0.14332235296858
820 => 0.14755313380549
821 => 0.14758395042504
822 => 0.14281161235776
823 => 0.13988858186404
824 => 0.13922446318575
825 => 0.14088356185224
826 => 0.14289801391986
827 => 0.14607424337107
828 => 0.14799357230694
829 => 0.15299816423828
830 => 0.154352263322
831 => 0.15584000767782
901 => 0.15782809294057
902 => 0.1602152990331
903 => 0.15499222800637
904 => 0.15519975035528
905 => 0.15033609893353
906 => 0.14513858987122
907 => 0.14908285137086
908 => 0.15423944859853
909 => 0.15305651949697
910 => 0.15292341580799
911 => 0.15314725929296
912 => 0.15225536938124
913 => 0.1482213843655
914 => 0.14619554234468
915 => 0.14880939539896
916 => 0.15019854196809
917 => 0.15235298715051
918 => 0.15208740630696
919 => 0.15763702572634
920 => 0.15979344002093
921 => 0.15924173696621
922 => 0.15934326360575
923 => 0.16324734868234
924 => 0.16758949422384
925 => 0.17165648652002
926 => 0.17579360576508
927 => 0.17080614704065
928 => 0.16827382308407
929 => 0.17088653501188
930 => 0.1695001932864
1001 => 0.17746652405666
1002 => 0.17801809551489
1003 => 0.18598385022876
1004 => 0.19354429999665
1005 => 0.18879571695696
1006 => 0.19327341688251
1007 => 0.19811641442421
1008 => 0.2074593424302
1009 => 0.20431297296596
1010 => 0.20190290326624
1011 => 0.19962539904538
1012 => 0.20436452378538
1013 => 0.21046133205402
1014 => 0.21177452616058
1015 => 0.21390240229197
1016 => 0.21166520072413
1017 => 0.21435966359292
1018 => 0.22387230152674
1019 => 0.22130190278665
1020 => 0.21765152336349
1021 => 0.22516083740879
1022 => 0.22787842897006
1023 => 0.24695190976083
1024 => 0.27103296714536
1025 => 0.26106325126342
1026 => 0.25487472689477
1027 => 0.25632917691516
1028 => 0.26512276387676
1029 => 0.26794698491433
1030 => 0.26026977856685
1031 => 0.26298149763683
1101 => 0.27792333632273
1102 => 0.28593915338613
1103 => 0.27505259714617
1104 => 0.24501702024718
1105 => 0.2173228466361
1106 => 0.22466858856265
1107 => 0.22383580939309
1108 => 0.23988895102876
1109 => 0.22124059962678
1110 => 0.22155459003803
1111 => 0.23793969364214
1112 => 0.23356842891236
1113 => 0.22648753987939
1114 => 0.21737454496223
1115 => 0.20052833100785
1116 => 0.18560716951702
1117 => 0.21487100333879
1118 => 0.21360909361157
1119 => 0.21178166132201
1120 => 0.21584841413361
1121 => 0.2355954114188
1122 => 0.23514017921658
1123 => 0.23224422420759
1124 => 0.23444078055813
1125 => 0.22610247293094
1126 => 0.22825144466621
1127 => 0.21731845973751
1128 => 0.22226062552706
1129 => 0.22647234747171
1130 => 0.22731791300771
1201 => 0.22922301533596
1202 => 0.21294412452695
1203 => 0.22025286857707
1204 => 0.22454607096981
1205 => 0.20514922637137
1206 => 0.22416265771771
1207 => 0.21266074525522
1208 => 0.20875682341253
1209 => 0.21401293987113
1210 => 0.21196462617547
1211 => 0.21020360634096
1212 => 0.20922092701514
1213 => 0.21308043884593
1214 => 0.21290038800591
1215 => 0.20658547755178
1216 => 0.19834793429304
1217 => 0.20111272419881
1218 => 0.200108250106
1219 => 0.19646790641392
1220 => 0.19892105852561
1221 => 0.18811861813759
1222 => 0.16953358091201
1223 => 0.18181142577832
1224 => 0.18133874210669
1225 => 0.18110039356496
1226 => 0.19032685464728
1227 => 0.18943994330489
1228 => 0.18783019053379
1229 => 0.19643834204189
1230 => 0.19329625094546
1231 => 0.2029794353349
]
'min_raw' => 0.086923566826154
'max_raw' => 0.28593915338613
'avg_raw' => 0.18643136010614
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.086923'
'max' => '$0.285939'
'avg' => '$0.186431'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.047353718133514
'max_diff' => 0.1890202319764
'year' => 2029
]
4 => [
'items' => [
101 => 0.20935740684289
102 => 0.2077397469627
103 => 0.21373825999337
104 => 0.20117641937415
105 => 0.20534895893429
106 => 0.20620891355474
107 => 0.19633211878849
108 => 0.18958505296912
109 => 0.18913510060115
110 => 0.1774366182733
111 => 0.18368585310599
112 => 0.18918492114784
113 => 0.18655129430071
114 => 0.18571756671828
115 => 0.1899769001235
116 => 0.19030788680781
117 => 0.18276135532916
118 => 0.18433051819114
119 => 0.19087418817723
120 => 0.18416563449682
121 => 0.17113201053181
122 => 0.16789949158453
123 => 0.16746821396982
124 => 0.15870136621051
125 => 0.16811550395748
126 => 0.16400598054772
127 => 0.1769879157595
128 => 0.16957270399005
129 => 0.16925304903126
130 => 0.16876984367787
131 => 0.16122385565751
201 => 0.16287594746141
202 => 0.16836775223827
203 => 0.17032729005226
204 => 0.17012289420425
205 => 0.16834083939882
206 => 0.16915665496315
207 => 0.16652862878147
208 => 0.16560061803909
209 => 0.16267156086665
210 => 0.15836665599587
211 => 0.15896527942167
212 => 0.15043613643302
213 => 0.14578900665693
214 => 0.14450274238309
215 => 0.14278269603943
216 => 0.14469702619448
217 => 0.15041197444257
218 => 0.14351853436147
219 => 0.13170021486101
220 => 0.13241051600043
221 => 0.13400635177039
222 => 0.13103252237057
223 => 0.12821804241823
224 => 0.13066500439082
225 => 0.12565742662032
226 => 0.13461149361997
227 => 0.13436931120111
228 => 0.13770683366279
301 => 0.13979385495093
302 => 0.13498394656293
303 => 0.13377426761072
304 => 0.13446335571874
305 => 0.12307426425589
306 => 0.13677610191132
307 => 0.13689459597234
308 => 0.13587997788201
309 => 0.14317578343675
310 => 0.15857220877607
311 => 0.15277945424364
312 => 0.15053632460176
313 => 0.14627213351281
314 => 0.15195391495622
315 => 0.15151764279096
316 => 0.14954465460837
317 => 0.14835138519944
318 => 0.15055002067303
319 => 0.14807894993304
320 => 0.14763507772766
321 => 0.14494569510075
322 => 0.14398570786205
323 => 0.14327497152872
324 => 0.14249252066122
325 => 0.1442184123003
326 => 0.14030731478619
327 => 0.13559091459379
328 => 0.13519879694995
329 => 0.13628146823993
330 => 0.13580246678951
331 => 0.13519650367529
401 => 0.134039555066
402 => 0.13369631312792
403 => 0.13481168290937
404 => 0.13355249545622
405 => 0.13541049513483
406 => 0.13490522203006
407 => 0.13208280754026
408 => 0.1285650340943
409 => 0.12853371853185
410 => 0.12777582001322
411 => 0.12681052229894
412 => 0.12654199855785
413 => 0.13045892807862
414 => 0.13856685496277
415 => 0.13697507490916
416 => 0.13812529913008
417 => 0.14378326387821
418 => 0.1455817607307
419 => 0.14430523026453
420 => 0.14255783662947
421 => 0.14263471308124
422 => 0.14860608610427
423 => 0.14897851331508
424 => 0.14991951672723
425 => 0.15112897203937
426 => 0.14451120573402
427 => 0.14232301688339
428 => 0.14128613160986
429 => 0.13809292629249
430 => 0.14153652446254
501 => 0.13953008727843
502 => 0.13980082420422
503 => 0.13962450642613
504 => 0.13972078785552
505 => 0.13460899077576
506 => 0.13647146096348
507 => 0.13337474304436
508 => 0.12922858537355
509 => 0.12921468599921
510 => 0.13022945221528
511 => 0.12962582956216
512 => 0.12800149652315
513 => 0.12823222536471
514 => 0.12621079792839
515 => 0.1284776632546
516 => 0.12854266884092
517 => 0.12766980221334
518 => 0.1311622210155
519 => 0.13259306784829
520 => 0.1320185283354
521 => 0.13255275662446
522 => 0.13704122055685
523 => 0.13777303602324
524 => 0.13809806011239
525 => 0.13766257089037
526 => 0.13263479750555
527 => 0.13285780063491
528 => 0.13122155163657
529 => 0.12983909365665
530 => 0.12989438472581
531 => 0.13060514783445
601 => 0.13370909201558
602 => 0.14024115955727
603 => 0.1404890467456
604 => 0.14078949324923
605 => 0.13956742632664
606 => 0.13919883924919
607 => 0.13968510074475
608 => 0.14213820187362
609 => 0.14844824398751
610 => 0.14621785367092
611 => 0.14440451162543
612 => 0.14599530147283
613 => 0.14575041184485
614 => 0.14368329693645
615 => 0.14362527990572
616 => 0.1396578254999
617 => 0.13819114794063
618 => 0.1369654823932
619 => 0.13562708761221
620 => 0.13483364232264
621 => 0.13605273490185
622 => 0.1363315557986
623 => 0.13366598856806
624 => 0.13330268160414
625 => 0.13547944134487
626 => 0.13452153054076
627 => 0.13550676555783
628 => 0.13573534853298
629 => 0.13569854140927
630 => 0.13469837251442
701 => 0.13533585034253
702 => 0.13382802523777
703 => 0.13218849190434
704 => 0.13114257178415
705 => 0.13022986775812
706 => 0.13073628899843
707 => 0.12893098974557
708 => 0.12835343818109
709 => 0.13511988719808
710 => 0.14011833583851
711 => 0.14004565641567
712 => 0.1396032391208
713 => 0.13894589676168
714 => 0.14209011318571
715 => 0.14099473105417
716 => 0.14179171307711
717 => 0.14199457845118
718 => 0.14260859083934
719 => 0.14282804749195
720 => 0.14216469706529
721 => 0.13993841201199
722 => 0.13439072132799
723 => 0.13180825633888
724 => 0.13095599987811
725 => 0.1309869777818
726 => 0.13013246890676
727 => 0.13038416006686
728 => 0.13004494099273
729 => 0.12940254213222
730 => 0.13069662267903
731 => 0.13084575340685
801 => 0.13054369954412
802 => 0.1306148441633
803 => 0.12811396718874
804 => 0.1283041034335
805 => 0.12724540066135
806 => 0.12704690665443
807 => 0.12437059823823
808 => 0.11962912994183
809 => 0.1222563636435
810 => 0.11908303477685
811 => 0.11788124705127
812 => 0.12357032322783
813 => 0.12299929777011
814 => 0.1220219504053
815 => 0.12057624995571
816 => 0.12004002559609
817 => 0.11678209613502
818 => 0.11658960028208
819 => 0.11820431809448
820 => 0.1174591813831
821 => 0.11641272723499
822 => 0.11262257638788
823 => 0.10836119195992
824 => 0.10848981636969
825 => 0.10984528347035
826 => 0.11378648687516
827 => 0.11224659052139
828 => 0.11112937804846
829 => 0.11092015773556
830 => 0.11353898798386
831 => 0.11724518144711
901 => 0.11898404449866
902 => 0.11726088402463
903 => 0.11528141005361
904 => 0.11540189146223
905 => 0.11620340029713
906 => 0.11628762754296
907 => 0.11499919348104
908 => 0.11536188012242
909 => 0.1148109259494
910 => 0.11142972120652
911 => 0.11136856593464
912 => 0.11053876376144
913 => 0.11051363768142
914 => 0.10910193718097
915 => 0.10890443052233
916 => 0.10610141349458
917 => 0.10794636779056
918 => 0.10670886931327
919 => 0.1048436672116
920 => 0.10452210566624
921 => 0.10451243913789
922 => 0.10642758464474
923 => 0.10792398820026
924 => 0.1067303961291
925 => 0.1064586383513
926 => 0.10936030044182
927 => 0.10899103749157
928 => 0.10867125815814
929 => 0.11691333247236
930 => 0.11038908751557
1001 => 0.10754414432353
1002 => 0.10402298688332
1003 => 0.10516949350107
1004 => 0.10541107929111
1005 => 0.096943330383735
1006 => 0.093507965706603
1007 => 0.092329078008397
1008 => 0.091650611471055
1009 => 0.091959797191768
1010 => 0.088867566054262
1011 => 0.090945596519449
1012 => 0.08826798573416
1013 => 0.087819075572307
1014 => 0.092606975348729
1015 => 0.093273183632114
1016 => 0.090430932120506
1017 => 0.09225611770968
1018 => 0.091594280043068
1019 => 0.088313885685865
1020 => 0.088188598750367
1021 => 0.086542612173359
1022 => 0.083966961906148
1023 => 0.08278982062011
1024 => 0.082176755217931
1025 => 0.082429717951277
1026 => 0.08230181225251
1027 => 0.081467141049309
1028 => 0.082349654628846
1029 => 0.080095197112916
1030 => 0.079197453964674
1031 => 0.078791964212096
1101 => 0.076791003404974
1102 => 0.079975421880414
1103 => 0.080602792436323
1104 => 0.081231399106031
1105 => 0.086702990997841
1106 => 0.086429645729484
1107 => 0.088900553830883
1108 => 0.088804538885771
1109 => 0.088099795869195
1110 => 0.085126601006858
1111 => 0.086311663486883
1112 => 0.082664225372966
1113 => 0.085397134009596
1114 => 0.084149948636831
1115 => 0.084975459380509
1116 => 0.083491116630074
1117 => 0.084312613195174
1118 => 0.080751565269042
1119 => 0.077426308820916
1120 => 0.078764489085929
1121 => 0.080219244073474
1122 => 0.083373523551149
1123 => 0.081494860716486
1124 => 0.082170498911938
1125 => 0.079907224057644
1126 => 0.075237441560734
1127 => 0.07526387202253
1128 => 0.074545527722122
1129 => 0.073924773366584
1130 => 0.081710647742244
1201 => 0.080742351187171
1202 => 0.079199497354182
1203 => 0.081264668520212
1204 => 0.081810732555183
1205 => 0.081826278230584
1206 => 0.083332973803536
1207 => 0.08413709750091
1208 => 0.084278827787844
1209 => 0.086649645826196
1210 => 0.087444312760806
1211 => 0.090717433398989
1212 => 0.084068873223288
1213 => 0.083931950501675
1214 => 0.081293729713655
1215 => 0.079620528381272
1216 => 0.081408295240369
1217 => 0.082992012623017
1218 => 0.081342940227329
1219 => 0.081558274268388
1220 => 0.079344529311341
1221 => 0.080135838967104
1222 => 0.080817421443568
1223 => 0.080441091661631
1224 => 0.079877707763503
1225 => 0.082862165858115
1226 => 0.082693771036231
1227 => 0.085472967026329
1228 => 0.087639549042822
1229 => 0.09152245133924
1230 => 0.087470440372654
1231 => 0.087322768987747
]
'min_raw' => 0.073924773366584
'max_raw' => 0.21373825999337
'avg_raw' => 0.14383151667998
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.073924'
'max' => '$0.213738'
'avg' => '$0.143831'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.012998793459569
'max_diff' => -0.07220089339276
'year' => 2030
]
5 => [
'items' => [
101 => 0.08876628046245
102 => 0.08744409176672
103 => 0.088279669382019
104 => 0.091387826867435
105 => 0.091453497337332
106 => 0.090353432354945
107 => 0.090286493300793
108 => 0.090497772814053
109 => 0.09173524352241
110 => 0.091302833233276
111 => 0.091803229367151
112 => 0.092428982394899
113 => 0.095017362231451
114 => 0.095641411847125
115 => 0.094125294813666
116 => 0.094262183206544
117 => 0.093695113817688
118 => 0.09314733189341
119 => 0.09437866566206
120 => 0.096628952326192
121 => 0.096614953409645
122 => 0.097136976176401
123 => 0.09746219203542
124 => 0.096066127495951
125 => 0.095157340815472
126 => 0.095505827456367
127 => 0.096063065184209
128 => 0.09532512277149
129 => 0.090770200352012
130 => 0.092151872844511
131 => 0.091921894981426
201 => 0.091594378538129
202 => 0.092983660913494
203 => 0.092849661239214
204 => 0.088835850754509
205 => 0.089092801878964
206 => 0.088851476803436
207 => 0.089631247492931
208 => 0.087401981590498
209 => 0.088087688767752
210 => 0.088517757881219
211 => 0.088771071892999
212 => 0.089686215802589
213 => 0.08957883422735
214 => 0.089679540813101
215 => 0.091036457641989
216 => 0.097899277324877
217 => 0.098272805458258
218 => 0.096433416317992
219 => 0.097168215999182
220 => 0.095757561294322
221 => 0.09670454324826
222 => 0.09735244425041
223 => 0.094424704205891
224 => 0.09425134244133
225 => 0.092834865462706
226 => 0.093595999957662
227 => 0.09238498024868
228 => 0.092682122125593
301 => 0.091851287533382
302 => 0.093346624381846
303 => 0.095018643330282
304 => 0.095441061346687
305 => 0.094329861407917
306 => 0.093525279420604
307 => 0.092112698496665
308 => 0.094461852054595
309 => 0.095148816144091
310 => 0.094458243724682
311 => 0.0942982230058
312 => 0.093994984032669
313 => 0.094362556587453
314 => 0.095145074790127
315 => 0.094776053656588
316 => 0.095019798616606
317 => 0.094090894177729
318 => 0.096066589651404
319 => 0.099204469540609
320 => 0.099214558337547
321 => 0.098845535214847
322 => 0.098694538903752
323 => 0.099073179021838
324 => 0.099278575753269
325 => 0.10050302846444
326 => 0.10181691500787
327 => 0.10794825021245
328 => 0.10622659582194
329 => 0.1116666811702
330 => 0.11596908237401
331 => 0.11725918437383
401 => 0.11607235123798
402 => 0.11201225919173
403 => 0.11181305170625
404 => 0.11788054335
405 => 0.11616619905192
406 => 0.11596228325266
407 => 0.11379296366973
408 => 0.1150753002187
409 => 0.1147948344047
410 => 0.11435210539644
411 => 0.11679871420353
412 => 0.12137854748014
413 => 0.12066473751457
414 => 0.12013191148797
415 => 0.11779722294273
416 => 0.11920322691853
417 => 0.11870257583298
418 => 0.12085369061754
419 => 0.11957941787219
420 => 0.11615321120775
421 => 0.11669884591199
422 => 0.11661637432411
423 => 0.11831363375869
424 => 0.117804158605
425 => 0.11651689112357
426 => 0.12136289410789
427 => 0.12104822162897
428 => 0.12149435525993
429 => 0.12169075708142
430 => 0.12464043370183
501 => 0.12584882183409
502 => 0.12612314709592
503 => 0.12727102236147
504 => 0.12609458691362
505 => 0.13080116748927
506 => 0.13393076893549
507 => 0.13756596206309
508 => 0.14287795627032
509 => 0.14487531523093
510 => 0.14451451021236
511 => 0.14854200359533
512 => 0.15577931967837
513 => 0.14597737871553
514 => 0.15629884635037
515 => 0.15303118886425
516 => 0.14528363174732
517 => 0.14478478040669
518 => 0.15003151603726
519 => 0.16166827068629
520 => 0.15875339562969
521 => 0.16167303837766
522 => 0.15826712002619
523 => 0.15809798747271
524 => 0.16150762052548
525 => 0.16947441400269
526 => 0.16568968905245
527 => 0.16026335778366
528 => 0.16427007634947
529 => 0.16079908592347
530 => 0.15297797302463
531 => 0.15875116667967
601 => 0.15489079649363
602 => 0.15601745774248
603 => 0.16413138168679
604 => 0.16315509289104
605 => 0.16441850099466
606 => 0.16218861876091
607 => 0.16010555713444
608 => 0.15621736791845
609 => 0.155066266777
610 => 0.15538438972022
611 => 0.15506610913107
612 => 0.15289070299903
613 => 0.15242092425193
614 => 0.15163793909197
615 => 0.15188061893331
616 => 0.15040837776218
617 => 0.15318680103265
618 => 0.15370250087503
619 => 0.15572440563
620 => 0.15593432648907
621 => 0.16156530245165
622 => 0.15846385551617
623 => 0.16054457388654
624 => 0.16035845485101
625 => 0.14545154480269
626 => 0.14750558548257
627 => 0.15070102818698
628 => 0.14926148557997
629 => 0.14722630913473
630 => 0.14558279503595
701 => 0.14309270311835
702 => 0.14659745967439
703 => 0.15120584185628
704 => 0.15605120266619
705 => 0.16187258619868
706 => 0.1605733211626
707 => 0.15594237595032
708 => 0.15615011676964
709 => 0.15743428877165
710 => 0.15577116934971
711 => 0.15528068296424
712 => 0.15736690347421
713 => 0.1573812701283
714 => 0.15546765023867
715 => 0.15334101192009
716 => 0.15333210122789
717 => 0.15295368647999
718 => 0.15833443916919
719 => 0.1612933090928
720 => 0.16163253876108
721 => 0.16127047623328
722 => 0.16140981973049
723 => 0.15968811851619
724 => 0.16362341693744
725 => 0.16723483592945
726 => 0.16626689849288
727 => 0.16481582267504
728 => 0.16365997089285
729 => 0.16599461654649
730 => 0.16589065845061
731 => 0.16720329333509
801 => 0.16714374463458
802 => 0.16670235489363
803 => 0.1662669142563
804 => 0.16799338716334
805 => 0.16749619069241
806 => 0.16699822193804
807 => 0.16599946936595
808 => 0.16613521642802
809 => 0.16468439115889
810 => 0.16401317300413
811 => 0.15391966243422
812 => 0.15122234659497
813 => 0.15207097706693
814 => 0.15235036825298
815 => 0.15117649294303
816 => 0.15285952859367
817 => 0.15259722927029
818 => 0.15361768249758
819 => 0.1529801476241
820 => 0.15300631227769
821 => 0.15488116640382
822 => 0.15542544453284
823 => 0.15514862028356
824 => 0.15534249849877
825 => 0.15981034013756
826 => 0.15917515593005
827 => 0.15883772697951
828 => 0.15893119710484
829 => 0.16007282643515
830 => 0.16039242031699
831 => 0.15903827858218
901 => 0.15967689965252
902 => 0.16239606711693
903 => 0.16334762183792
904 => 0.16638452773515
905 => 0.16509439613331
906 => 0.16746248852408
907 => 0.17474119719112
908 => 0.18055593332268
909 => 0.17520846167197
910 => 0.1858864840754
911 => 0.19420085618781
912 => 0.19388173673782
913 => 0.19243193364513
914 => 0.18296624204417
915 => 0.17425577150746
916 => 0.18154244997753
917 => 0.18156102521947
918 => 0.18093509307666
919 => 0.17704748229534
920 => 0.18079981264835
921 => 0.18109765900531
922 => 0.18093094424915
923 => 0.1779503221781
924 => 0.17339946318664
925 => 0.17428869014035
926 => 0.17574526203028
927 => 0.17298766756993
928 => 0.1721064490513
929 => 0.17374480193611
930 => 0.17902391629532
1001 => 0.17802593030554
1002 => 0.17799986885816
1003 => 0.18226967613437
1004 => 0.17921341560669
1005 => 0.17429990613994
1006 => 0.17305918019836
1007 => 0.16865543895888
1008 => 0.17169711871858
1009 => 0.17180658335813
1010 => 0.17014068643896
1011 => 0.17443508449365
1012 => 0.17439551085956
1013 => 0.17847240267569
1014 => 0.18626588861749
1015 => 0.18396097133035
1016 => 0.18128060329969
1017 => 0.18157203362317
1018 => 0.18476830496037
1019 => 0.18283576634612
1020 => 0.18353072070594
1021 => 0.18476725306372
1022 => 0.18551328373653
1023 => 0.18146469129011
1024 => 0.18052077072428
1025 => 0.17858984051771
1026 => 0.17808609686933
1027 => 0.17965879923241
1028 => 0.17924444772413
1029 => 0.17179738327904
1030 => 0.17101912360946
1031 => 0.17104299172242
1101 => 0.16908602077902
1102 => 0.16610117036348
1103 => 0.17394517903935
1104 => 0.17331519536585
1105 => 0.17261974214717
1106 => 0.17270493119825
1107 => 0.17610974950633
1108 => 0.1741347829402
1109 => 0.17938555524691
1110 => 0.17830615431332
1111 => 0.17719907081873
1112 => 0.17704603815718
1113 => 0.17661990546369
1114 => 0.17515853790072
1115 => 0.17339384875385
1116 => 0.17222864812433
1117 => 0.1588718239228
1118 => 0.16135077280153
1119 => 0.16420257752321
1120 => 0.16518700908524
1121 => 0.16350307077779
1122 => 0.17522503004882
1123 => 0.17736674496325
1124 => 0.17087935078684
1125 => 0.16966582421499
1126 => 0.17530458864884
1127 => 0.17190372438431
1128 => 0.17343513335439
1129 => 0.170125064797
1130 => 0.17685086855709
1201 => 0.17679962920124
1202 => 0.1741831396294
1203 => 0.17639457869858
1204 => 0.17601028673946
1205 => 0.17305627645698
1206 => 0.17694451595202
1207 => 0.1769464444703
1208 => 0.17442813014479
1209 => 0.17148729034249
1210 => 0.17096153764537
1211 => 0.17056545361303
1212 => 0.17333772096283
1213 => 0.1758233272
1214 => 0.18044842417333
1215 => 0.18161128344202
1216 => 0.18615000058365
1217 => 0.18344741551194
1218 => 0.18464543646989
1219 => 0.18594605769016
1220 => 0.18656962333192
1221 => 0.18555355658105
1222 => 0.19260405251249
1223 => 0.19319933039072
1224 => 0.19339892191416
1225 => 0.19102153435524
1226 => 0.19313321094204
1227 => 0.19214522739846
1228 => 0.19471568610914
1229 => 0.19511876685624
1230 => 0.19477737180346
1231 => 0.19490531599478
]
'min_raw' => 0.087401981590498
'max_raw' => 0.19511876685624
'avg_raw' => 0.14126037422337
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.0874019'
'max' => '$0.195118'
'avg' => '$0.14126'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.013477208223914
'max_diff' => -0.018619493137136
'year' => 2031
]
6 => [
'items' => [
101 => 0.18888896151001
102 => 0.18857698179117
103 => 0.1843231161878
104 => 0.18605659786416
105 => 0.18281593695815
106 => 0.18384358391395
107 => 0.18429656090029
108 => 0.18405995142884
109 => 0.18615460631725
110 => 0.18437372175238
111 => 0.17967367458117
112 => 0.17497234688524
113 => 0.17491332554564
114 => 0.17367554894863
115 => 0.17278086317908
116 => 0.17295321139898
117 => 0.17356058900563
118 => 0.17274556128843
119 => 0.17291948877485
120 => 0.17580784392218
121 => 0.17638708294817
122 => 0.17441860241455
123 => 0.16651486902172
124 => 0.1645752730221
125 => 0.16596941616277
126 => 0.16530310553585
127 => 0.13341250754585
128 => 0.14090473050367
129 => 0.13645310603398
130 => 0.13850461939901
131 => 0.13396066355803
201 => 0.13612927745447
202 => 0.1357288136529
203 => 0.14777608645809
204 => 0.14758798486372
205 => 0.14767801914283
206 => 0.14338044841781
207 => 0.15022659527452
208 => 0.15359925339561
209 => 0.15297506413779
210 => 0.15313215912635
211 => 0.15043274674221
212 => 0.14770415535533
213 => 0.14467772758007
214 => 0.15030045630872
215 => 0.14967530485727
216 => 0.1511091773645
217 => 0.15475591886597
218 => 0.15529291540469
219 => 0.15601464419841
220 => 0.15575595580201
221 => 0.16191896291031
222 => 0.16117258208466
223 => 0.16297114512605
224 => 0.15927136449261
225 => 0.15508471151948
226 => 0.15588045737768
227 => 0.15580382065255
228 => 0.15482814718213
229 => 0.15394735279834
301 => 0.15248107831161
302 => 0.15712058775541
303 => 0.15693223214473
304 => 0.15998149054218
305 => 0.15944250450151
306 => 0.1558430238097
307 => 0.15597157996678
308 => 0.15683618190516
309 => 0.15982857908574
310 => 0.16071692630687
311 => 0.16030540847952
312 => 0.1612794406529
313 => 0.16204927596825
314 => 0.16137612011592
315 => 0.17090658742489
316 => 0.16694887293634
317 => 0.16887783544046
318 => 0.16933788163159
319 => 0.16815948298675
320 => 0.16841503545752
321 => 0.16880212781686
322 => 0.17115247682233
323 => 0.17732047269165
324 => 0.1800522360752
325 => 0.18827088099745
326 => 0.17982540115418
327 => 0.17932428133115
328 => 0.18080470746094
329 => 0.18562992206222
330 => 0.18954030528719
331 => 0.19083760499834
401 => 0.19100906457125
402 => 0.19344288507221
403 => 0.1948379055953
404 => 0.19314735524756
405 => 0.19171479083585
406 => 0.18658352292956
407 => 0.18717748116169
408 => 0.19126926438104
409 => 0.19704914918321
410 => 0.20200889163798
411 => 0.20027216269479
412 => 0.21352217859175
413 => 0.21483586354647
414 => 0.21465435476224
415 => 0.21764712459163
416 => 0.21170708594727
417 => 0.20916760434398
418 => 0.19202452752196
419 => 0.19684103285193
420 => 0.20384210621249
421 => 0.20291548790054
422 => 0.19783112128688
423 => 0.20200503468998
424 => 0.20062500838857
425 => 0.19953652438731
426 => 0.2045230806101
427 => 0.1990401572067
428 => 0.20378740985732
429 => 0.19769900922887
430 => 0.20028009592632
501 => 0.19881494628373
502 => 0.19976307766447
503 => 0.19422032098616
504 => 0.19721105794696
505 => 0.19409589649596
506 => 0.19409441950382
507 => 0.19402565214214
508 => 0.1976906257745
509 => 0.19781014043308
510 => 0.19510171938129
511 => 0.19471139359424
512 => 0.19615463260699
513 => 0.19446497770795
514 => 0.19525555660065
515 => 0.19448892353724
516 => 0.1943163382869
517 => 0.19294114964925
518 => 0.19234868057256
519 => 0.19258100296358
520 => 0.19178796687262
521 => 0.19131013394245
522 => 0.19393059914544
523 => 0.19253059029675
524 => 0.19371602771043
525 => 0.19236507216341
526 => 0.18768207165414
527 => 0.18498882853943
528 => 0.1761430746918
529 => 0.17865171950986
530 => 0.18031495361962
531 => 0.17976525475627
601 => 0.18094622061997
602 => 0.1810187223326
603 => 0.18063477829179
604 => 0.1801902202788
605 => 0.17997383402368
606 => 0.18158659988741
607 => 0.18252286475451
608 => 0.18048188141374
609 => 0.18000370757339
610 => 0.18206725441669
611 => 0.18332601679903
612 => 0.19262001099274
613 => 0.19193148188366
614 => 0.19365955483043
615 => 0.19346500033607
616 => 0.19527629608789
617 => 0.19823699913142
618 => 0.19221706201833
619 => 0.1932619149474
620 => 0.19300574113837
621 => 0.19580257961298
622 => 0.19581131103741
623 => 0.19413446665944
624 => 0.19504351120043
625 => 0.19453610747598
626 => 0.19545305458579
627 => 0.19192228615764
628 => 0.19622238098022
629 => 0.19866025765264
630 => 0.1986941075726
701 => 0.19984964176714
702 => 0.20102373143282
703 => 0.20327729430444
704 => 0.20096088078746
705 => 0.19679387836872
706 => 0.19709472248402
707 => 0.19465161049056
708 => 0.19469267964455
709 => 0.19447344928188
710 => 0.19513137610315
711 => 0.19206666409647
712 => 0.19278594587878
713 => 0.19177894717144
714 => 0.19325972592887
715 => 0.19166665276737
716 => 0.1930056176036
717 => 0.19358347043953
718 => 0.1957157598444
719 => 0.19135171188856
720 => 0.18245312268652
721 => 0.18432371402175
722 => 0.18155696250516
723 => 0.18181303589179
724 => 0.18233034488655
725 => 0.18065357718156
726 => 0.18097345161865
727 => 0.18096202345283
728 => 0.18086354169384
729 => 0.18042734965393
730 => 0.17979478489809
731 => 0.18231472819217
801 => 0.18274291566216
802 => 0.18369472336672
803 => 0.18652665747818
804 => 0.18624368047884
805 => 0.18670522770537
806 => 0.18569767270134
807 => 0.18185977347869
808 => 0.18206818987117
809 => 0.1794692341173
810 => 0.18362826222485
811 => 0.18264334947249
812 => 0.18200836981381
813 => 0.18183510973089
814 => 0.18467406365925
815 => 0.18552352316977
816 => 0.18499419700792
817 => 0.18390853360707
818 => 0.18599332828429
819 => 0.18655113138948
820 => 0.18667600293375
821 => 0.19036985938205
822 => 0.18688244847558
823 => 0.18772190294265
824 => 0.19427108706189
825 => 0.18833188079137
826 => 0.19147801081297
827 => 0.19132402412009
828 => 0.1929334777799
829 => 0.19119200194355
830 => 0.19121358962368
831 => 0.19264267543976
901 => 0.19063578214806
902 => 0.19013884714603
903 => 0.18945233499985
904 => 0.1909513091555
905 => 0.19184987636905
906 => 0.19909166818533
907 => 0.20377019596447
908 => 0.20356708873484
909 => 0.20542310861287
910 => 0.20458695465863
911 => 0.20188679297409
912 => 0.20649563971995
913 => 0.20503720776722
914 => 0.20515743912541
915 => 0.20515296410826
916 => 0.20612269385849
917 => 0.20543555145602
918 => 0.20408112324704
919 => 0.20498025590068
920 => 0.20765035843618
921 => 0.21593843863512
922 => 0.22057655811691
923 => 0.21565921801852
924 => 0.21905113337258
925 => 0.21701719282316
926 => 0.21664756532084
927 => 0.21877793882377
928 => 0.22091204126349
929 => 0.22077610816406
930 => 0.21922685938019
1001 => 0.21835172805292
1002 => 0.22497851565354
1003 => 0.2298610198733
1004 => 0.22952806581824
1005 => 0.23099761673483
1006 => 0.23531226367744
1007 => 0.23570674092096
1008 => 0.23565704585523
1009 => 0.23467929284773
1010 => 0.23892762309044
1011 => 0.24247165492117
1012 => 0.2344529712765
1013 => 0.23750638103611
1014 => 0.23887715505192
1015 => 0.24088985799745
1016 => 0.24428562523475
1017 => 0.24797432913722
1018 => 0.24849595231361
1019 => 0.248125835708
1020 => 0.24569303632663
1021 => 0.24972926015211
1022 => 0.25209358540798
1023 => 0.25350148699123
1024 => 0.25707169115387
1025 => 0.23888562048558
1026 => 0.2260126157602
1027 => 0.22400231018389
1028 => 0.22809034562468
1029 => 0.22916832796894
1030 => 0.22873379463764
1031 => 0.21424405745685
1101 => 0.22392602471636
1102 => 0.23434300740465
1103 => 0.23474316613421
1104 => 0.23995812547681
1105 => 0.24165633000716
1106 => 0.2458550558183
1107 => 0.24559242437563
1108 => 0.24661474729432
1109 => 0.24637973295948
1110 => 0.25415698837858
1111 => 0.26273645603946
1112 => 0.2624393763554
1113 => 0.26120597637149
1114 => 0.26303778567354
1115 => 0.27189271573119
1116 => 0.27107749566885
1117 => 0.27186941251914
1118 => 0.2823098740991
1119 => 0.2958839592914
1120 => 0.2895774339037
1121 => 0.3032607793412
1122 => 0.31187371997113
1123 => 0.32676891019591
1124 => 0.32490395901941
1125 => 0.33070254726796
1126 => 0.32156530718642
1127 => 0.3005843570183
1128 => 0.29726404134234
1129 => 0.30391139740939
1130 => 0.32025327366071
1201 => 0.30339673357043
1202 => 0.30680678967669
1203 => 0.30582469328868
1204 => 0.30577236154581
1205 => 0.30776965132281
1206 => 0.30487247832964
1207 => 0.29306887436401
1208 => 0.29847839650238
1209 => 0.29638952021817
1210 => 0.29870728419155
1211 => 0.3112153004373
1212 => 0.30568520830119
1213 => 0.299859705464
1214 => 0.3071661788044
1215 => 0.31646983014338
1216 => 0.31588762436285
1217 => 0.3147579018055
1218 => 0.32112608871095
1219 => 0.33164446777507
1220 => 0.33448754336983
1221 => 0.33658624364977
1222 => 0.33687561896054
1223 => 0.33985636450723
1224 => 0.32382814445807
1225 => 0.34926534130997
1226 => 0.35365764251791
1227 => 0.35283207193305
1228 => 0.35771392986939
1229 => 0.35627756342373
1230 => 0.35419649380297
1231 => 0.36193527703303
]
'min_raw' => 0.13341250754585
'max_raw' => 0.36193527703303
'avg_raw' => 0.24767389228944
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.133412'
'max' => '$0.361935'
'avg' => '$0.247673'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.046010525955348
'max_diff' => 0.16681651017679
'year' => 2032
]
7 => [
'items' => [
101 => 0.35306338654737
102 => 0.34047085494294
103 => 0.33356234305272
104 => 0.34266002880352
105 => 0.34821566802606
106 => 0.35188759214714
107 => 0.35299871416754
108 => 0.32507236955399
109 => 0.31002161867337
110 => 0.31966897743064
111 => 0.33143942093965
112 => 0.32376275905007
113 => 0.3240636696623
114 => 0.31311876719902
115 => 0.33240780194895
116 => 0.3295975518322
117 => 0.34417713440913
118 => 0.34069760001868
119 => 0.35258668363403
120 => 0.34945588947153
121 => 0.36245164099973
122 => 0.36763599813025
123 => 0.37634134063316
124 => 0.38274502601542
125 => 0.38650539255487
126 => 0.38627963425262
127 => 0.40118007988907
128 => 0.39239380767917
129 => 0.38135617901818
130 => 0.38115654313898
131 => 0.38687308742691
201 => 0.39885339599709
202 => 0.40195971570293
203 => 0.40369572464657
204 => 0.40103696651848
205 => 0.39150009775244
206 => 0.38738212617229
207 => 0.3908907572677
208 => 0.38660000293812
209 => 0.39400704868401
210 => 0.40417850455272
211 => 0.40207813913813
212 => 0.40909934581473
213 => 0.41636555607253
214 => 0.42675656308711
215 => 0.4294731570986
216 => 0.43396358369677
217 => 0.43858570769458
218 => 0.44007020935294
219 => 0.44290458363257
220 => 0.44288964508103
221 => 0.45143122274807
222 => 0.46085284742547
223 => 0.46440929263007
224 => 0.47258714227452
225 => 0.45858286134443
226 => 0.46920526929949
227 => 0.47878694717107
228 => 0.46736327580636
301 => 0.48310814540856
302 => 0.48371948301657
303 => 0.4929499550841
304 => 0.48359310329918
305 => 0.47803703457742
306 => 0.49407719679396
307 => 0.50183852603017
308 => 0.49950075050043
309 => 0.4817101632889
310 => 0.47135527845762
311 => 0.44425454754602
312 => 0.47635653397526
313 => 0.49199247513716
314 => 0.48166966997866
315 => 0.48687589245889
316 => 0.51527935418771
317 => 0.52609355342609
318 => 0.52384427558146
319 => 0.52422436651094
320 => 0.53005951212837
321 => 0.55593576126943
322 => 0.54043011297735
323 => 0.55228360011109
324 => 0.55857064694589
325 => 0.56441040642699
326 => 0.55006980281636
327 => 0.53141288822422
328 => 0.5255034602089
329 => 0.4806432704459
330 => 0.47830810275081
331 => 0.47699730236073
401 => 0.46873289131768
402 => 0.46223932805054
403 => 0.45707540544997
404 => 0.44352373046824
405 => 0.44809702296098
406 => 0.42649848149449
407 => 0.44031646291944
408 => 0.40584466922391
409 => 0.43455380334843
410 => 0.4189287268886
411 => 0.42942054549629
412 => 0.42938394052956
413 => 0.41006517603869
414 => 0.39892251585268
415 => 0.40602305260202
416 => 0.41363539163863
417 => 0.41487046803634
418 => 0.42474006429968
419 => 0.42749445647051
420 => 0.41914851960261
421 => 0.40513031792045
422 => 0.40838642645007
423 => 0.39885653091725
424 => 0.38215575555812
425 => 0.39415054398861
426 => 0.3982460921324
427 => 0.40005491951093
428 => 0.38363162504223
429 => 0.3784710693531
430 => 0.37572363280546
501 => 0.40301027683944
502 => 0.40450510079574
503 => 0.39685737008851
504 => 0.43142583807276
505 => 0.42360192911875
506 => 0.43234315232461
507 => 0.40809096872993
508 => 0.40901743480314
509 => 0.39753606243093
510 => 0.40396486377379
511 => 0.3994211941946
512 => 0.40344548015594
513 => 0.40585762056841
514 => 0.41733710896039
515 => 0.43468488066611
516 => 0.41562245620183
517 => 0.4073166848838
518 => 0.41246953869608
519 => 0.4261922674333
520 => 0.44698290392376
521 => 0.43467442867086
522 => 0.44013672097663
523 => 0.44132998884497
524 => 0.432254174878
525 => 0.44731754213033
526 => 0.45539012301543
527 => 0.4636709206183
528 => 0.47086090515419
529 => 0.46036338795707
530 => 0.47159723611796
531 => 0.46254473754143
601 => 0.45442371048818
602 => 0.45443602673401
603 => 0.44934158783423
604 => 0.43947047052529
605 => 0.43765008504342
606 => 0.44711996020949
607 => 0.45471390329216
608 => 0.45533937681698
609 => 0.45954377389843
610 => 0.4620318927825
611 => 0.48641884027998
612 => 0.49622747230287
613 => 0.50822128187257
614 => 0.51289354663403
615 => 0.52695538846642
616 => 0.51559930913981
617 => 0.51314234994441
618 => 0.47903292125245
619 => 0.48461833828991
620 => 0.49356112987947
621 => 0.47918038459193
622 => 0.4883016574856
623 => 0.49010238996978
624 => 0.47869173236992
625 => 0.48478665761942
626 => 0.46860034317615
627 => 0.43503769808888
628 => 0.4473549069487
629 => 0.4564245185972
630 => 0.44348106449974
701 => 0.46668170498859
702 => 0.45312836977344
703 => 0.44883261318506
704 => 0.43207333518598
705 => 0.43998306927778
706 => 0.45068109789341
707 => 0.44407095998827
708 => 0.45778798865864
709 => 0.47721495945382
710 => 0.49105977573858
711 => 0.49212260882116
712 => 0.48322131948071
713 => 0.49748569245604
714 => 0.4975895928404
715 => 0.48149932185255
716 => 0.47164412046349
717 => 0.46940499797238
718 => 0.474998764961
719 => 0.48179063075155
720 => 0.49249951010355
721 => 0.4989706616141
722 => 0.51584399272006
723 => 0.52040943232101
724 => 0.52542546628767
725 => 0.5321284345547
726 => 0.54017706656506
727 => 0.52256711793527
728 => 0.52326679402338
729 => 0.50686865368565
730 => 0.48934488900358
731 => 0.50264324202916
801 => 0.52002906960435
802 => 0.51604074154897
803 => 0.51559197316859
804 => 0.51634667710642
805 => 0.51333960799928
806 => 0.49973874587487
807 => 0.49290847806189
808 => 0.50172126612779
809 => 0.50640487077275
810 => 0.51366873312382
811 => 0.51277330876752
812 => 0.53148423810203
813 => 0.53875473945229
814 => 0.5368946340846
815 => 0.53723693823819
816 => 0.55039983364842
817 => 0.5650396805005
818 => 0.57875182897542
819 => 0.59270041535459
820 => 0.57588485005191
821 => 0.5673469430311
822 => 0.57615588370942
823 => 0.57148173579068
824 => 0.59834077617406
825 => 0.60020043785497
826 => 0.62705753602402
827 => 0.6525481202702
828 => 0.63653794101642
829 => 0.65163481893842
830 => 0.66796332327758
831 => 0.69946365735217
901 => 0.68885545303096
902 => 0.68072973477267
903 => 0.67305097028177
904 => 0.6890292602178
905 => 0.70958507496108
906 => 0.71401260057564
907 => 0.72118688351618
908 => 0.71364400223378
909 => 0.72272857191731
910 => 0.75480109486237
911 => 0.74613481605063
912 => 0.73382730696411
913 => 0.75914548355139
914 => 0.7683080332364
915 => 0.83261560539038
916 => 0.91380657164807
917 => 0.88019297848876
918 => 0.8593279365109
919 => 0.86423171630111
920 => 0.89387990869076
921 => 0.90340196709973
922 => 0.87751772989379
923 => 0.88666048006439
924 => 0.93703793239976
925 => 0.96406381927551
926 => 0.92735903483738
927 => 0.82609199030545
928 => 0.73271915043024
929 => 0.75748583219893
930 => 0.75467805908597
1001 => 0.80880234690516
1002 => 0.7459281281671
1003 => 0.74698676876072
1004 => 0.8022302895334
1005 => 0.78749226530496
1006 => 0.76361855355842
1007 => 0.73289345494622
1008 => 0.67609526843394
1009 => 0.6257875307054
1010 => 0.72445258957113
1011 => 0.72019797282207
1012 => 0.71403665727056
1013 => 0.72774799830648
1014 => 0.79432637834482
1015 => 0.79279153119175
1016 => 0.78302761668982
1017 => 0.79043345978434
1018 => 0.76232027345723
1019 => 0.76956568169908
1020 => 0.73270435969535
1021 => 0.74936721670582
1022 => 0.76356733129524
1023 => 0.76641821453536
1024 => 0.77284140004504
1025 => 0.7179559831266
1026 => 0.7425979239718
1027 => 0.75707275558074
1028 => 0.69167493977266
1029 => 0.75578005103223
1030 => 0.71700055012708
1031 => 0.70383820507132
1101 => 0.7215595686818
1102 => 0.71465353604821
1103 => 0.70871613472568
1104 => 0.70540296277021
1105 => 0.71841557637022
1106 => 0.71780852239234
1107 => 0.69651736090326
1108 => 0.66874390867952
1109 => 0.6780655908783
1110 => 0.67467893634424
1111 => 0.66240526342571
1112 => 0.67067623704388
1113 => 0.63425505507339
1114 => 0.57159430450147
1115 => 0.61298991567998
1116 => 0.61139622967937
1117 => 0.61059262092995
1118 => 0.64170027863994
1119 => 0.6387099951269
1120 => 0.63328260126978
1121 => 0.66230558508131
1122 => 0.65171180557588
1123 => 0.68435933780323
1124 => 0.70586311403817
1125 => 0.7004090608107
1126 => 0.72063346629642
1127 => 0.67828034360901
1128 => 0.69234835205342
1129 => 0.69524774909639
1130 => 0.66194744596619
1201 => 0.63919924249109
1202 => 0.63768219666781
1203 => 0.59823994673753
1204 => 0.61930967828357
1205 => 0.63785017011935
1206 => 0.6289707133303
1207 => 0.62615974257711
1208 => 0.64052038252997
1209 => 0.64163632724487
1210 => 0.61619266948261
1211 => 0.62148321162723
1212 => 0.64354565184978
1213 => 0.62092729474002
1214 => 0.57698352156341
1215 => 0.56608485824542
1216 => 0.56463077565658
1217 => 0.53507273635429
1218 => 0.56681315904231
1219 => 0.55295761394855
1220 => 0.59672711488484
1221 => 0.57172621069057
1222 => 0.57064847167943
1223 => 0.56901931109415
1224 => 0.54357748563944
1225 => 0.54914762850166
1226 => 0.56766363173241
1227 => 0.57427035028285
1228 => 0.57358121541079
1229 => 0.56757289321521
1230 => 0.57032347234876
1231 => 0.5614628985943
]
'min_raw' => 0.31002161867337
'max_raw' => 0.96406381927551
'avg_raw' => 0.63704271897444
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.310021'
'max' => '$0.964063'
'avg' => '$0.637042'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.17660911112752
'max_diff' => 0.60212854224248
'year' => 2033
]
8 => [
'items' => [
101 => 0.55833404558471
102 => 0.54845852482761
103 => 0.53394423749692
104 => 0.53596253817155
105 => 0.50720593709958
106 => 0.49153781460724
107 => 0.48720108480389
108 => 0.48140182846645
109 => 0.48785612623844
110 => 0.50712447326182
111 => 0.48388275874376
112 => 0.44403646941927
113 => 0.44643129930245
114 => 0.45181177101857
115 => 0.44178529757096
116 => 0.43229608191093
117 => 0.44054618504292
118 => 0.42366278697179
119 => 0.45385204901408
120 => 0.45303551408026
121 => 0.46428820407819
122 => 0.47132474206233
123 => 0.4551078001151
124 => 0.45102928307064
125 => 0.45335259173743
126 => 0.41495347470946
127 => 0.46115017699649
128 => 0.46154968799623
129 => 0.45812883226631
130 => 0.48272715007099
131 => 0.53463727304659
201 => 0.51510659670331
202 => 0.50754372850537
203 => 0.49316671053268
204 => 0.51232323335844
205 => 0.51085231129373
206 => 0.50420024388648
207 => 0.50017705276287
208 => 0.5075899057659
209 => 0.49925851824138
210 => 0.49776197211076
211 => 0.48869453081743
212 => 0.48545786681801
213 => 0.48306156964814
214 => 0.48042348191941
215 => 0.48624244607848
216 => 0.47305590774554
217 => 0.4571542352083
218 => 0.45583218319531
219 => 0.45948248503918
220 => 0.45786749820628
221 => 0.45582445125969
222 => 0.45192371824791
223 => 0.45076645408929
224 => 0.45452700118005
225 => 0.4502815627681
226 => 0.45654593840594
227 => 0.45484237485616
228 => 0.44532640734913
301 => 0.43346598857297
302 => 0.43336040596779
303 => 0.43080509819745
304 => 0.42755052955883
305 => 0.42664518301801
306 => 0.43985138436856
307 => 0.46718782593585
308 => 0.46182102835058
309 => 0.46569908961748
310 => 0.48477531279228
311 => 0.49083907049751
312 => 0.48653515890631
313 => 0.48064369926658
314 => 0.48090289359106
315 => 0.50103579464616
316 => 0.50229145898945
317 => 0.50546411769226
318 => 0.50954188071863
319 => 0.48722961958245
320 => 0.47985198809806
321 => 0.47635605700534
322 => 0.46558994233537
323 => 0.47720027399002
324 => 0.47043543093883
325 => 0.47134823938638
326 => 0.47075377168743
327 => 0.47107839124878
328 => 0.45384361050008
329 => 0.4601230587715
330 => 0.44968225810124
331 => 0.43570319803864
401 => 0.43565633532762
402 => 0.43907769047382
403 => 0.43704253455522
404 => 0.43156598230691
405 => 0.43234390070518
406 => 0.42552851697209
407 => 0.43317141168689
408 => 0.43339058255972
409 => 0.43044765178323
410 => 0.4422225856076
411 => 0.44704678560288
412 => 0.44510968552211
413 => 0.4469108734973
414 => 0.46204404301989
415 => 0.46451140995855
416 => 0.46560725136759
417 => 0.46413896905064
418 => 0.44718748005582
419 => 0.44793935067604
420 => 0.44242262293888
421 => 0.43776156933943
422 => 0.4379479870394
423 => 0.44034437448407
424 => 0.45080953900123
425 => 0.47283286077243
426 => 0.47366862973481
427 => 0.47468160609831
428 => 0.47056132214681
429 => 0.46931860508124
430 => 0.47095806966322
501 => 0.47922887138924
502 => 0.50050361892932
503 => 0.49298370225605
504 => 0.4868698929462
505 => 0.49223335198209
506 => 0.49140768950369
507 => 0.4844382672687
508 => 0.48424265879894
509 => 0.47086610927091
510 => 0.46592110347969
511 => 0.46178868651328
512 => 0.45727619506543
513 => 0.45460103887507
514 => 0.45871129462021
515 => 0.45965135874025
516 => 0.45066421271851
517 => 0.44943929792439
518 => 0.45677839536676
519 => 0.45354873221151
520 => 0.45687052085848
521 => 0.45764120431835
522 => 0.45751710653097
523 => 0.45414496727243
524 => 0.45629426827718
525 => 0.45121053066348
526 => 0.44568272956127
527 => 0.44215633685224
528 => 0.4390790915055
529 => 0.44078652607442
530 => 0.43469983360145
531 => 0.43275257817842
601 => 0.45556613345758
602 => 0.47241875202934
603 => 0.47217370828093
604 => 0.47068206748267
605 => 0.46846579182473
606 => 0.47906673702054
607 => 0.47537357968691
608 => 0.47806066022074
609 => 0.47874463499302
610 => 0.48081482062868
611 => 0.48155473405496
612 => 0.47931820177782
613 => 0.47181212628635
614 => 0.45310769981783
615 => 0.44440073880511
616 => 0.441527296645
617 => 0.44163174081008
618 => 0.43875070447799
619 => 0.43959929879678
620 => 0.43845559800481
621 => 0.43628970539576
622 => 0.44065278830914
623 => 0.44115559296997
624 => 0.44013719728303
625 => 0.44037706633377
626 => 0.4319451850084
627 => 0.43258624263248
628 => 0.42901675231992
629 => 0.42834751591716
630 => 0.41932415523807
701 => 0.40333796383803
702 => 0.4121958656908
703 => 0.40149676586213
704 => 0.3974448546392
705 => 0.41662597216708
706 => 0.41470071996867
707 => 0.411405525092
708 => 0.40653124509062
709 => 0.40472332722416
710 => 0.39373899058478
711 => 0.39308997737697
712 => 0.39853411121748
713 => 0.39602183077129
714 => 0.39249363754984
715 => 0.37971487934894
716 => 0.36534732422968
717 => 0.3657809904075
718 => 0.37035104237307
719 => 0.38363908481843
720 => 0.37844721674956
721 => 0.37468045689577
722 => 0.37397505600354
723 => 0.38280462502659
724 => 0.3953003150461
725 => 0.40116301322795
726 => 0.39535325738253
727 => 0.38867932268678
728 => 0.38908553416767
729 => 0.39178787716412
730 => 0.39207185520397
731 => 0.38772780980861
801 => 0.38895063314201
802 => 0.38709305268126
803 => 0.37569308482248
804 => 0.3754868955536
805 => 0.37268915959174
806 => 0.37260444525871
807 => 0.36784479845964
808 => 0.36717889097057
809 => 0.35772832336111
810 => 0.36394871558061
811 => 0.35977640306502
812 => 0.353487743955
813 => 0.35240357675409
814 => 0.35237098537886
815 => 0.35882803216641
816 => 0.36387326122942
817 => 0.35984898222755
818 => 0.3589327319062
819 => 0.36871588823195
820 => 0.36747089241405
821 => 0.36639273406511
822 => 0.39418146305878
823 => 0.37218451567873
824 => 0.36259259107916
825 => 0.35072076293012
826 => 0.3545862900384
827 => 0.35540081339652
828 => 0.32685120675595
829 => 0.31526863489749
830 => 0.31129393271568
831 => 0.30900643541601
901 => 0.31004887666006
902 => 0.29962320348727
903 => 0.3066294282841
904 => 0.29760167657668
905 => 0.29608814462409
906 => 0.31223088300079
907 => 0.31447705074139
908 => 0.30489420133034
909 => 0.31104794197463
910 => 0.30881651007362
911 => 0.29775643146849
912 => 0.2973340178182
913 => 0.29178445915471
914 => 0.28310047445265
915 => 0.27913166042139
916 => 0.27706466761509
917 => 0.27791754913185
918 => 0.27748630613837
919 => 0.2746721539019
920 => 0.27764761005044
921 => 0.27004654913428
922 => 0.26701974543156
923 => 0.26565260842035
924 => 0.25890622935652
925 => 0.26964271857546
926 => 0.27175794220632
927 => 0.27387733348116
928 => 0.29232518755874
929 => 0.29140358490212
930 => 0.29973442407928
1001 => 0.29941070298829
1002 => 0.29703461270431
1003 => 0.28701027864411
1004 => 0.29100579953393
1005 => 0.27870820727686
1006 => 0.28792239955085
1007 => 0.28371742699087
1008 => 0.2865006940985
1009 => 0.28149612888191
1010 => 0.2842658619062
1011 => 0.27225954019882
1012 => 0.26104820592197
1013 => 0.26555997411423
1014 => 0.27046478212248
1015 => 0.28109965560622
1016 => 0.27476561269511
1017 => 0.27704357404263
1018 => 0.26941278485457
1019 => 0.25366828713244
1020 => 0.2537573992797
1021 => 0.25133545131767
1022 => 0.2492425346683
1023 => 0.27549315371822
1024 => 0.27222847427849
1025 => 0.26702663486195
1026 => 0.27398950363386
1027 => 0.27583059665274
1028 => 0.27588300998272
1029 => 0.28096293930105
1030 => 0.28367409848888
1031 => 0.28415195204657
1101 => 0.2921453305881
1102 => 0.29482460564001
1103 => 0.30586016039363
1104 => 0.2834440755736
1105 => 0.28298243105805
1106 => 0.27408748547655
1107 => 0.26844617036523
1108 => 0.27447375114857
1109 => 0.27981336487579
1110 => 0.27425340215917
1111 => 0.27497941591274
1112 => 0.26751562023132
1113 => 0.2701835759832
1114 => 0.27248157888917
1115 => 0.27121275675486
1116 => 0.26931326860811
1117 => 0.27937557744231
1118 => 0.27880782254338
1119 => 0.28817807586126
1120 => 0.29548285839579
1121 => 0.30857433458374
1122 => 0.29491269670753
1123 => 0.29441481232323
1124 => 0.29928171204294
1125 => 0.29482386054302
1126 => 0.29764106881117
1127 => 0.30812043877787
1128 => 0.3083418513521
1129 => 0.3046329054599
1130 => 0.30440721576529
1201 => 0.30511955939531
1202 => 0.30929177828598
1203 => 0.30783387680624
1204 => 0.30952099730814
1205 => 0.31163076732987
1206 => 0.32035767066372
1207 => 0.32246169751272
1208 => 0.3173500030825
1209 => 0.31781153185633
1210 => 0.31589961782028
1211 => 0.31405273281767
1212 => 0.31820426058765
1213 => 0.32579125918577
1214 => 0.32574406086125
1215 => 0.32750409706584
1216 => 0.32860058504037
1217 => 0.32389365597543
1218 => 0.32082961823274
1219 => 0.32200456527308
1220 => 0.32388333117759
1221 => 0.32139530681162
1222 => 0.30603806785982
1223 => 0.31069647313357
1224 => 0.30992108671164
1225 => 0.3088168421566
1226 => 0.31350090468174
1227 => 0.31304911542434
1228 => 0.29951627313986
1229 => 0.30038260179571
1230 => 0.29956895745479
1231 => 0.30219800877628
]
'min_raw' => 0.2492425346683
'max_raw' => 0.55833404558471
'avg_raw' => 0.4037882901265
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.249242'
'max' => '$0.558334'
'avg' => '$0.403788'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.060779084005074
'max_diff' => -0.4057297736908
'year' => 2034
]
9 => [
'items' => [
101 => 0.29468188314385
102 => 0.29699379276651
103 => 0.29844380080903
104 => 0.29929786668556
105 => 0.30238333827005
106 => 0.30202129379199
107 => 0.30236083307696
108 => 0.30693577290247
109 => 0.33007424861009
110 => 0.33133362479069
111 => 0.32513199588223
112 => 0.32760942430944
113 => 0.32285330348324
114 => 0.32604611925711
115 => 0.32823056272086
116 => 0.31835948275248
117 => 0.31777498145953
118 => 0.31299923043084
119 => 0.31556544852129
120 => 0.31148241102177
121 => 0.31248424560556
122 => 0.3096830287709
123 => 0.31472466135658
124 => 0.32036198997787
125 => 0.32178620181246
126 => 0.3180397136374
127 => 0.31532700929305
128 => 0.31056439408474
129 => 0.31848472931797
130 => 0.32080087670801
131 => 0.31847256358174
201 => 0.31793304255574
202 => 0.31691065118636
203 => 0.31814994771791
204 => 0.3207882624719
205 => 0.31954408195594
206 => 0.32036588510637
207 => 0.31723401893666
208 => 0.32389521416481
209 => 0.33447479529104
210 => 0.3345088103743
211 => 0.33326462315174
212 => 0.33275552854666
213 => 0.3340321401406
214 => 0.33472464956096
215 => 0.33885297736522
216 => 0.34328283757902
217 => 0.36395506229742
218 => 0.35815038431774
219 => 0.37649201188405
220 => 0.39099785792674
221 => 0.39534752689117
222 => 0.39134603611163
223 => 0.37765715231112
224 => 0.37698551036559
225 => 0.39744248206123
226 => 0.39166245056855
227 => 0.39097493421441
228 => 0.3836609217835
301 => 0.38798440898823
302 => 0.38703879891482
303 => 0.38554610715313
304 => 0.39379501956302
305 => 0.40923624720885
306 => 0.40682958707333
307 => 0.40503312692392
308 => 0.39716156149087
309 => 0.40190200205935
310 => 0.40021402197008
311 => 0.40746665565225
312 => 0.40317035612444
313 => 0.39161866114518
314 => 0.39345830664551
315 => 0.39318024792899
316 => 0.39890267661156
317 => 0.39718494556046
318 => 0.39284483337266
319 => 0.40918347077143
320 => 0.40812253053903
321 => 0.40962670122387
322 => 0.41028888367736
323 => 0.4202339243429
324 => 0.42430808929777
325 => 0.42523299607082
326 => 0.42910313767072
327 => 0.4251367034222
328 => 0.44100526843597
329 => 0.4515569382137
330 => 0.46381324564448
331 => 0.48172300498573
401 => 0.48845724017258
402 => 0.48724076086187
403 => 0.50081973599315
404 => 0.5252208524604
405 => 0.49217292415452
406 => 0.52697247290725
407 => 0.51595533755225
408 => 0.48983390781534
409 => 0.48815199569171
410 => 0.50584173118558
411 => 0.54507586193703
412 => 0.53524815717362
413 => 0.54509193654134
414 => 0.53360864502577
415 => 0.53303840281324
416 => 0.54453421870362
417 => 0.5713948191358
418 => 0.55863435472502
419 => 0.54033909999793
420 => 0.55384803138272
421 => 0.54214534482464
422 => 0.51577591663355
423 => 0.535240642113
424 => 0.52222513450835
425 => 0.52602375156983
426 => 0.55338041264416
427 => 0.55008878680695
428 => 0.55434845543664
429 => 0.54683025180017
430 => 0.5398070640918
501 => 0.52669776268538
502 => 0.52281674481968
503 => 0.52388931853337
504 => 0.52281621330542
505 => 0.51548167964922
506 => 0.51389778780449
507 => 0.51125789867139
508 => 0.51207611069984
509 => 0.50711234680279
510 => 0.51647999484248
511 => 0.51821871286607
512 => 0.52503570591234
513 => 0.52574346874491
514 => 0.54472869734494
515 => 0.53427195246585
516 => 0.54128723972266
517 => 0.54065972639996
518 => 0.49040003840484
519 => 0.49732537996559
520 => 0.50809903814221
521 => 0.50324551973699
522 => 0.49638378026041
523 => 0.49084255772987
524 => 0.48244703897702
525 => 0.4942635704
526 => 0.50980105267321
527 => 0.52613752493611
528 => 0.54576472595192
529 => 0.541384163171
530 => 0.52577060806551
531 => 0.52647102074184
601 => 0.53080069630463
602 => 0.5251933730583
603 => 0.52353966396501
604 => 0.53057350206965
605 => 0.53062194024694
606 => 0.52417003718439
607 => 0.51699992761616
608 => 0.51696988459526
609 => 0.51569403285264
610 => 0.53383561621646
611 => 0.5438116527456
612 => 0.54495538925648
613 => 0.5437346701656
614 => 0.54420447649507
615 => 0.53839964064573
616 => 0.55166777402673
617 => 0.56384392529952
618 => 0.56058045665288
619 => 0.55568805322217
620 => 0.55179101823953
621 => 0.55966243906053
622 => 0.55931193708213
623 => 0.5637375772404
624 => 0.56353680463908
625 => 0.5620486283106
626 => 0.56058050980035
627 => 0.56640143374492
628 => 0.56472510113007
629 => 0.56304616470764
630 => 0.55967880068016
701 => 0.56013648137749
702 => 0.5552449226892
703 => 0.5529818638175
704 => 0.51895088822464
705 => 0.50985669955202
706 => 0.51271791643771
707 => 0.51365990332794
708 => 0.5097021007631
709 => 0.51537657296502
710 => 0.51449221248311
711 => 0.51793274178467
712 => 0.51578324844747
713 => 0.5158714644038
714 => 0.5221926659882
715 => 0.52402773770047
716 => 0.52309440541676
717 => 0.52374807935551
718 => 0.53881171937541
719 => 0.53667015147267
720 => 0.53553248620737
721 => 0.5358476272608
722 => 0.53969671025397
723 => 0.54077424333992
724 => 0.53620865993785
725 => 0.53836181546359
726 => 0.54752967841605
727 => 0.55073791159331
728 => 0.56097705185583
729 => 0.55662728308611
730 => 0.56461147191652
731 => 0.58915214637066
801 => 0.60875693521013
802 => 0.59072756119119
803 => 0.62672925924007
804 => 0.65476174530799
805 => 0.65368581180215
806 => 0.64879769945313
807 => 0.61688345934701
808 => 0.58751549978684
809 => 0.61208304498835
810 => 0.61214567271343
811 => 0.61003529879274
812 => 0.5969279476192
813 => 0.60957919138373
814 => 0.61058340117119
815 => 0.61002131073115
816 => 0.59997193531821
817 => 0.58462839649767
818 => 0.58762648725596
819 => 0.59253742107744
820 => 0.58323999882527
821 => 0.58026890906502
822 => 0.58579273020227
823 => 0.60359163284035
824 => 0.60022685339865
825 => 0.60013898540928
826 => 0.61453493874945
827 => 0.60423054299906
828 => 0.58766430278164
829 => 0.58348110864488
830 => 0.56863358759659
831 => 0.5788888232697
901 => 0.57925789094453
902 => 0.57364120317234
903 => 0.58812006603902
904 => 0.58798664076875
905 => 0.60173216616633
906 => 0.62800844814292
907 => 0.62023725858513
908 => 0.61120021063245
909 => 0.61218278831506
910 => 0.622959240285
911 => 0.61644355142151
912 => 0.61878663856581
913 => 0.62295569374198
914 => 0.62547098824158
915 => 0.61182087614476
916 => 0.60863838205465
917 => 0.60212811604994
918 => 0.60042970916918
919 => 0.60573218498886
920 => 0.60433516994961
921 => 0.57922687223556
922 => 0.57660291542319
923 => 0.57668338843248
924 => 0.57008532426544
925 => 0.56002169269385
926 => 0.58646831559576
927 => 0.58434428165649
928 => 0.5819995125747
929 => 0.58228673340815
930 => 0.59376631605066
1001 => 0.58710757838518
1002 => 0.60481092381448
1003 => 0.60117164820549
1004 => 0.59743903890938
1005 => 0.5969230786066
1006 => 0.59548634247885
1007 => 0.59055923971085
1008 => 0.58460946704552
1009 => 0.58068091177138
1010 => 0.53564744643224
1011 => 0.54400539565157
1012 => 0.55362045437736
1013 => 0.55693953411958
1014 => 0.55126201854719
1015 => 0.59078342263051
1016 => 0.59800436399426
1017 => 0.57613166159312
1018 => 0.57204017203042
1019 => 0.59105166000509
1020 => 0.57958540869648
1021 => 0.58474866095866
1022 => 0.57358853371582
1023 => 0.59626505067358
1024 => 0.59609229360792
1025 => 0.58727061633899
1026 => 0.59472663755845
1027 => 0.5934309703879
1028 => 0.5834713184781
1029 => 0.59658078940383
1030 => 0.59658729153786
1031 => 0.58809661896631
1101 => 0.57818137224997
1102 => 0.57640876032476
1103 => 0.57507333535602
1104 => 0.58442022827939
1105 => 0.5928006232475
1106 => 0.60839446060705
1107 => 0.61231512181968
1108 => 0.62761772354577
1109 => 0.61850576928804
1110 => 0.62254498059093
1111 => 0.62693011584154
1112 => 0.62903251093869
1113 => 0.62560677094862
1114 => 0.64937801023139
1115 => 0.65138503115881
1116 => 0.65205796791511
1117 => 0.64404243977633
1118 => 0.65116210482129
1119 => 0.64783104932527
1120 => 0.65649753033203
1121 => 0.65785654521307
1122 => 0.65670550795718
1123 => 0.65713688073102
1124 => 0.63685232153714
1125 => 0.63580046013336
1126 => 0.62145825525619
1127 => 0.62730280975586
1128 => 0.6163766952555
1129 => 0.61984147871502
1130 => 0.6213687222503
1201 => 0.62057097689778
1202 => 0.62763325209817
1203 => 0.62162887545033
1204 => 0.60578233826577
1205 => 0.58993148370274
1206 => 0.58973248913553
1207 => 0.5855592389199
1208 => 0.58254274338291
1209 => 0.58312382743927
1210 => 0.58517164344584
1211 => 0.58242372059388
1212 => 0.58301012925757
1213 => 0.5927484202953
1214 => 0.59470136511261
1215 => 0.58806449555861
1216 => 0.56141650660363
1217 => 0.55487702327266
1218 => 0.55957747420737
1219 => 0.55733096140839
1220 => 0.44980958375465
1221 => 0.47507013654725
1222 => 0.46006117384521
1223 => 0.46697799438748
1224 => 0.45165773002074
1225 => 0.4589693631804
1226 => 0.4576191715139
1227 => 0.49823739289032
1228 => 0.49760319523206
1229 => 0.49790675209007
1230 => 0.48341719234389
1231 => 0.50649945445398
]
'min_raw' => 0.29468188314385
'max_raw' => 0.65785654521307
'avg_raw' => 0.47626921417846
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.294681'
'max' => '$0.657856'
'avg' => '$0.476269'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.045439348475556
'max_diff' => 0.099522499628361
'year' => 2035
]
10 => [
'items' => [
101 => 0.51787060678072
102 => 0.51576610911846
103 => 0.51629576584043
104 => 0.50719450852034
105 => 0.4979948721553
106 => 0.48779105961258
107 => 0.5067484820876
108 => 0.50464074032237
109 => 0.50947514159026
110 => 0.52177038516985
111 => 0.52358090649203
112 => 0.52601426550954
113 => 0.52514207952006
114 => 0.54592108827309
115 => 0.54340461320878
116 => 0.54946859407447
117 => 0.53699452535841
118 => 0.52287893255672
119 => 0.52556184527482
120 => 0.52530345920545
121 => 0.52201390798058
122 => 0.51904424822054
123 => 0.51410060141652
124 => 0.52974303142649
125 => 0.52910797733452
126 => 0.53938876491394
127 => 0.53757153584703
128 => 0.52543563538686
129 => 0.52586907144597
130 => 0.52878413724579
131 => 0.5388732132626
201 => 0.54186833794107
202 => 0.54048087685492
203 => 0.54376489433222
204 => 0.5463604478461
205 => 0.54409085589172
206 => 0.57622349181991
207 => 0.56287978110296
208 => 0.56938341286146
209 => 0.57093449071424
210 => 0.56696143741
211 => 0.56782305040732
212 => 0.56912815932276
213 => 0.57705252509083
214 => 0.59784835379995
215 => 0.60705868477322
216 => 0.63476841993604
217 => 0.60629389499989
218 => 0.60460433452947
219 => 0.60959569458613
220 => 0.62586424250006
221 => 0.6390483725573
222 => 0.64342230910799
223 => 0.64400039702899
224 => 0.6522061927719
225 => 0.6569096018627
226 => 0.65120979333486
227 => 0.64637980240233
228 => 0.62907937440258
229 => 0.63108194605106
301 => 0.64487767885428
302 => 0.66436496400344
303 => 0.68108708196788
304 => 0.67523157908138
305 => 0.71990493276452
306 => 0.72433411330792
307 => 0.72372214376937
308 => 0.73381247619767
309 => 0.71378522118796
310 => 0.70522318166152
311 => 0.64742410126467
312 => 0.66366328526233
313 => 0.68726789289677
314 => 0.68414373456362
315 => 0.66700143754652
316 => 0.6810740779984
317 => 0.67642122297285
318 => 0.67275132316707
319 => 0.68956384562244
320 => 0.67107778656241
321 => 0.68708348031655
322 => 0.66655601251916
323 => 0.67525832652533
324 => 0.67031847221186
325 => 0.67351516335845
326 => 0.65482737223462
327 => 0.66491085070455
328 => 0.65440786637887
329 => 0.65440288659677
330 => 0.65417103263565
331 => 0.66652774711746
401 => 0.66693069913309
402 => 0.65779906846107
403 => 0.65648305781835
404 => 0.66134903891358
405 => 0.65565224945354
406 => 0.65831774138673
407 => 0.65573298448882
408 => 0.65515110126779
409 => 0.65051455676335
410 => 0.64851700590639
411 => 0.64930029706795
412 => 0.64662652051928
413 => 0.64501547343399
414 => 0.65385055482092
415 => 0.64913032724205
416 => 0.65312711224686
417 => 0.6485722712994
418 => 0.63278320812574
419 => 0.62370275092826
420 => 0.59387867424015
421 => 0.60233674539225
422 => 0.60794445531659
423 => 0.60609110722005
424 => 0.61007281608193
425 => 0.61031726066795
426 => 0.60902276652824
427 => 0.60752390814942
428 => 0.60679434678267
429 => 0.61223189949195
430 => 0.6153885818593
501 => 0.60850726402898
502 => 0.60689506754121
503 => 0.61385245979563
504 => 0.61809646505167
505 => 0.64943181536173
506 => 0.64711039139892
507 => 0.65293670998914
508 => 0.65228075592803
509 => 0.65838766601593
510 => 0.66836988303687
511 => 0.64807324476152
512 => 0.65159603936117
513 => 0.65073233147854
514 => 0.66016206766471
515 => 0.66019150627179
516 => 0.65453790837793
517 => 0.65760281551534
518 => 0.65589206843257
519 => 0.65898361963247
520 => 0.64707938736659
521 => 0.66157745728397
522 => 0.66979692869214
523 => 0.66991105606062
524 => 0.67380702027433
525 => 0.6777655455545
526 => 0.68536359011488
527 => 0.67755364021555
528 => 0.66350430062996
529 => 0.66451861756895
530 => 0.65628149491038
531 => 0.65641996243042
601 => 0.65568081195651
602 => 0.65789905816938
603 => 0.6475661676675
604 => 0.64999127641521
605 => 0.64659610996701
606 => 0.65158865893238
607 => 0.64621750154355
608 => 0.65073191497245
609 => 0.65268018615319
610 => 0.65986934875339
611 => 0.64515565638217
612 => 0.61515344160783
613 => 0.62146027089509
614 => 0.61213197498849
615 => 0.61299534428997
616 => 0.61473948768317
617 => 0.6090861482976
618 => 0.61016462729517
619 => 0.61012609643623
620 => 0.60979405831
621 => 0.60832340639349
622 => 0.60619067015493
623 => 0.61468683490775
624 => 0.61613049885789
625 => 0.61933958498693
626 => 0.62888764856303
627 => 0.62793357185294
628 => 0.62948971055137
629 => 0.62609266851004
630 => 0.61315292332731
701 => 0.61385561374573
702 => 0.60509305296825
703 => 0.61911550660693
704 => 0.61579480449795
705 => 0.61365392624584
706 => 0.61306976777965
707 => 0.62264149915856
708 => 0.62550551120563
709 => 0.62372085109459
710 => 0.62006046114
711 => 0.62708949194996
712 => 0.62897016406371
713 => 0.62939117719346
714 => 0.64184527210573
715 => 0.63008722275132
716 => 0.63291750209588
717 => 0.65499853360333
718 => 0.63497408500014
719 => 0.64558148202374
720 => 0.64506230513767
721 => 0.6504886905202
722 => 0.64461718315198
723 => 0.64468996752274
724 => 0.64950823012725
725 => 0.64274184927746
726 => 0.64106639822323
727 => 0.63875177459161
728 => 0.64380567061244
729 => 0.64683525270886
730 => 0.67125145942321
731 => 0.68702544247498
801 => 0.68634065226978
802 => 0.69259835287174
803 => 0.68977920143659
804 => 0.68067541779791
805 => 0.69621446638099
806 => 0.6912972612279
807 => 0.69170262964632
808 => 0.69168754181354
809 => 0.69495705337081
810 => 0.69264030478615
811 => 0.68807375551642
812 => 0.6911052440336
813 => 0.70010768115264
814 => 0.72805152219864
815 => 0.74368926585464
816 => 0.72711011039522
817 => 0.73854618982739
818 => 0.73168861725984
819 => 0.7304423923292
820 => 0.73762509533224
821 => 0.74482037070604
822 => 0.74436206277076
823 => 0.73913866233086
824 => 0.73618809596124
825 => 0.75853077302427
826 => 0.77499247688675
827 => 0.77386989904399
828 => 0.77882459256005
829 => 0.7933717259661
830 => 0.79470173353414
831 => 0.79453418315044
901 => 0.79123762062112
902 => 0.80556116264337
903 => 0.81751011339707
904 => 0.79047456164243
905 => 0.80076934582924
906 => 0.80539100612793
907 => 0.81217697463122
908 => 0.82362604095665
909 => 0.83606276370093
910 => 0.8378214526587
911 => 0.83657357868215
912 => 0.82837122571525
913 => 0.841979636143
914 => 0.84995112381508
915 => 0.85469796229956
916 => 0.86673515489757
917 => 0.80541954792853
918 => 0.76201731373244
919 => 0.75523942812686
920 => 0.76902252503299
921 => 0.772657017769
922 => 0.77119195830438
923 => 0.72233879775819
924 => 0.75498222634698
925 => 0.79010381077108
926 => 0.79145297386597
927 => 0.80903557338637
928 => 0.81476118852532
929 => 0.82891748574325
930 => 0.82803200549793
1001 => 0.8314788385946
1002 => 0.83068647135651
1003 => 0.85690803099265
1004 => 0.8858343052106
1005 => 0.88483268031435
1006 => 0.88067418615538
1007 => 0.88685025911007
1008 => 0.91670527403093
1009 => 0.91395670267388
1010 => 0.9166267056245
1011 => 0.9518274507711
1012 => 0.99759342670929
1013 => 0.97633053605714
1014 => 1.0224648905403
1015 => 1.0515040212105
1016 => 1.1017241950023
1017 => 1.095436381904
1018 => 1.1149867270285
1019 => 1.0841798841518
1020 => 1.0134411458168
1021 => 1.0022464696983
1022 => 1.0246584947819
1023 => 1.0797562715166
1024 => 1.0229232697162
1025 => 1.034420511961
1026 => 1.031109305421
1027 => 1.0309328652962
1028 => 1.0376668672257
1029 => 1.0278988462051
1030 => 0.98810217133366
1031 => 1.006340752904
1101 => 0.99929796067104
1102 => 1.0071124637284
1103 => 1.0492841137828
1104 => 1.0306390220472
1105 => 1.0109979325079
1106 => 1.0356322174968
1107 => 1.0670001275463
1108 => 1.065037180109
1109 => 1.0612282416322
1110 => 1.0826990283965
1111 => 1.118162477781
1112 => 1.1277481056459
1113 => 1.1348240201663
1114 => 1.1357996692301
1115 => 1.1458494609498
1116 => 1.0918091979994
1117 => 1.177572483154
1118 => 1.1923814333372
1119 => 1.1895979644709
1120 => 1.2060574893437
1121 => 1.2012146795882
1122 => 1.1941982080662
1123 => 1.2202900560309
1124 => 1.1903778578429
1125 => 1.1479212583561
1126 => 1.1246287281813
1127 => 1.1553022108703
1128 => 1.1740334363914
1129 => 1.1864135849312
1130 => 1.1901598103991
1201 => 1.0960041897794
1202 => 1.0452595323755
1203 => 1.0777862759827
1204 => 1.1174711480594
1205 => 1.0915887465313
1206 => 1.0926032876693
1207 => 1.0557017848657
1208 => 1.1207361122425
1209 => 1.1112611577685
1210 => 1.1604172383405
1211 => 1.1486857452098
1212 => 1.1887706206883
1213 => 1.1782149295843
1214 => 1.222031013196
1215 => 1.2395104352219
1216 => 1.268861105258
1217 => 1.2904515776154
1218 => 1.3031299159435
1219 => 1.3023687560655
1220 => 1.3526066488447
1221 => 1.3229831186511
1222 => 1.285768982998
1223 => 1.2850958966931
1224 => 1.3043696248762
1225 => 1.344762071659
1226 => 1.3552352454236
1227 => 1.3610883207814
1228 => 1.3521241321239
1229 => 1.3199699132363
1230 => 1.3060858845462
1231 => 1.3179154792492
]
'min_raw' => 0.48779105961258
'max_raw' => 1.3610883207814
'avg_raw' => 0.92443969019697
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.487791'
'max' => '$1.36'
'avg' => '$0.924439'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.19310917646873
'max_diff' => 0.70323177556828
'year' => 2036
]
11 => [
'items' => [
101 => 1.3034489014561
102 => 1.3284222733318
103 => 1.3627160469415
104 => 1.3556345183034
105 => 1.3793070068186
106 => 1.4038055420134
107 => 1.4388395476399
108 => 1.4479987340162
109 => 1.4631385208035
110 => 1.4787223345685
111 => 1.4837274355543
112 => 1.4932837263277
113 => 1.4932333599582
114 => 1.5220318854166
115 => 1.5537975508133
116 => 1.5657883541237
117 => 1.5933605451592
118 => 1.5461441342557
119 => 1.581958324309
120 => 1.6142636202244
121 => 1.575747914643
122 => 1.6288328417785
123 => 1.6308940092062
124 => 1.6620151902329
125 => 1.6304679111654
126 => 1.6117352375577
127 => 1.6658157643591
128 => 1.6919836277577
129 => 1.6841016543409
130 => 1.6241194474581
131 => 1.5892072302945
201 => 1.4978352239134
202 => 1.6060693124487
203 => 1.6587869797426
204 => 1.6239829214355
205 => 1.6415360640144
206 => 1.7373003182995
207 => 1.773761146055
208 => 1.7661775487623
209 => 1.7674590518681
210 => 1.7871326527141
211 => 1.8743762333152
212 => 1.8220978575287
213 => 1.8620627169841
214 => 1.8832599343353
215 => 1.9029490911448
216 => 1.8545987448426
217 => 1.791695654711
218 => 1.7717716055743
219 => 1.6205223437499
220 => 1.6126491628297
221 => 1.6082297077974
222 => 1.580365668963
223 => 1.5584721670417
224 => 1.5410616414603
225 => 1.4953712231117
226 => 1.510790398048
227 => 1.4379694075318
228 => 1.4845576966466
301 => 1.3683336374584
302 => 1.4651284875669
303 => 1.4124474513746
304 => 1.4478213503258
305 => 1.4476979341248
306 => 1.3825633708508
307 => 1.3449951140779
308 => 1.368935069472
309 => 1.3946006020105
310 => 1.3987647483156
311 => 1.4320407811907
312 => 1.4413274067002
313 => 1.4131884978553
314 => 1.3659251521643
315 => 1.3769033494062
316 => 1.3447726412612
317 => 1.288464811127
318 => 1.3289060777698
319 => 1.3427145042786
320 => 1.3488130920736
321 => 1.2934408081346
322 => 1.2760416343302
323 => 1.2667784601899
324 => 1.3587772856432
325 => 1.3638171889771
326 => 1.3380323309502
327 => 1.4545823342524
328 => 1.4282034789661
329 => 1.4576751232974
330 => 1.3759071930745
331 => 1.3790308381241
401 => 1.3403205895674
402 => 1.3619957421394
403 => 1.3466764429243
404 => 1.3602446040097
405 => 1.3683773038206
406 => 1.4070812004064
407 => 1.465570423895
408 => 1.4013001289177
409 => 1.3732966410285
410 => 1.3906698474174
411 => 1.4369369854453
412 => 1.5070340679287
413 => 1.4655351842633
414 => 1.4839516841373
415 => 1.4879748700667
416 => 1.4573751296239
417 => 1.5081623240059
418 => 1.5353795940696
419 => 1.5632988813345
420 => 1.5875404161859
421 => 1.5521473040426
422 => 1.5900230074393
423 => 1.5595018764632
424 => 1.5321212667612
425 => 1.5321627918439
426 => 1.5149865354109
427 => 1.4817053742245
428 => 1.475567817477
429 => 1.507496162765
430 => 1.5330996720604
501 => 1.5352084997185
502 => 1.5493839180203
503 => 1.5577727845528
504 => 1.6399950806829
505 => 1.6730655683649
506 => 1.7135035347101
507 => 1.7292564015605
508 => 1.7766668830649
509 => 1.7383790687591
510 => 1.7300952592924
511 => 1.6150929390132
512 => 1.6339245625163
513 => 1.6640758087263
514 => 1.6155901219578
515 => 1.6463431303457
516 => 1.6524144256393
517 => 1.6139425968747
518 => 1.6344920628874
519 => 1.5799187736496
520 => 1.4667599724688
521 => 1.5082883020997
522 => 1.5388671309927
523 => 1.49522737182
524 => 1.5734499510452
525 => 1.5277539351036
526 => 1.5132704918458
527 => 1.4567654159765
528 => 1.483433636707
529 => 1.5195027870971
530 => 1.4972162456448
531 => 1.5434641654993
601 => 1.6089635538831
602 => 1.6556423186013
603 => 1.6592257345439
604 => 1.6292144160644
605 => 1.6773077454574
606 => 1.6776580528574
607 => 1.623408580835
608 => 1.5901810812836
609 => 1.5826317234743
610 => 1.6014914994208
611 => 1.6243907491265
612 => 1.6604964835319
613 => 1.682314422651
614 => 1.7392040365331
615 => 1.7545967348966
616 => 1.7715086436235
617 => 1.7941081691221
618 => 1.8212446938825
619 => 1.7618715225898
620 => 1.7642305293707
621 => 1.7089430543405
622 => 1.6498604582447
623 => 1.6946967839318
624 => 1.7533143154413
625 => 1.7398673889464
626 => 1.7383543350199
627 => 1.7408988720381
628 => 1.7307603285965
629 => 1.6849040723622
630 => 1.6618753475566
701 => 1.69158827781
702 => 1.7073793778693
703 => 1.7318699969327
704 => 1.7288510111989
705 => 1.7919362158055
706 => 1.8164492187181
707 => 1.8101777436025
708 => 1.8113318459553
709 => 1.8557114668349
710 => 1.9050707326181
711 => 1.951302198553
712 => 1.9983308313895
713 => 1.9416359789463
714 => 1.912849829328
715 => 1.9425497878455
716 => 1.9267905717989
717 => 2.0173477016898
718 => 2.0236176808844
719 => 2.1141682624641
720 => 2.2001115469458
721 => 2.1461321097967
722 => 2.1970322877411
723 => 2.2520849801403
724 => 2.3582905557559
725 => 2.3225242542458
726 => 2.2951278278184
727 => 2.2692383372231
728 => 2.323110257311
729 => 2.3924156218792
730 => 2.4073433336086
731 => 2.4315319294351
801 => 2.4061005785643
802 => 2.4367298395167
803 => 2.5448645898581
804 => 2.515645625784
805 => 2.474149999616
806 => 2.5595119996386
807 => 2.5904041756104
808 => 2.8072216449389
809 => 3.0809626562489
810 => 2.9676320800862
811 => 2.8972841343071
812 => 2.9138175702408
813 => 3.0137785208532
814 => 3.0458828055879
815 => 2.9586122926683
816 => 2.9894377131949
817 => 3.1592888109851
818 => 3.2504084754738
819 => 3.1266557320944
820 => 2.7852268212158
821 => 2.470413772493
822 => 2.5539163692306
823 => 2.5444497661478
824 => 2.7269335813673
825 => 2.5149487631542
826 => 2.5185180438275
827 => 2.704775431092
828 => 2.6550851534299
829 => 2.5745932674671
830 => 2.4710014523382
831 => 2.2795024009893
901 => 2.1098863508634
902 => 2.4425424854037
903 => 2.4281977479864
904 => 2.4074244424351
905 => 2.453653186033
906 => 2.6781268426863
907 => 2.6729519983501
908 => 2.6400322789121
909 => 2.6650015959647
910 => 2.5702160254629
911 => 2.5946444252085
912 => 2.4703639044977
913 => 2.526543890272
914 => 2.5744205680306
915 => 2.5840325199169
916 => 2.6056887383153
917 => 2.4206387231973
918 => 2.5037207472023
919 => 2.5525236525723
920 => 2.3320303506457
921 => 2.5481652089333
922 => 2.4174174141333
923 => 2.3730396488122
924 => 2.432788463491
925 => 2.4095042923031
926 => 2.389485929208
927 => 2.3783153386419
928 => 2.422188273906
929 => 2.4201415490364
930 => 2.3483569115746
1001 => 2.2547167783217
1002 => 2.2861454806739
1003 => 2.2747271384637
1004 => 2.2333455932984
1005 => 2.261231758313
1006 => 2.1384352004538
1007 => 1.9271701050667
1008 => 2.0667382983043
1009 => 2.0613650746856
1010 => 2.0586556516808
1011 => 2.1635372915173
1012 => 2.1534553418782
1013 => 2.1351565045603
1014 => 2.2330095208009
1015 => 2.1972918535643
1016 => 2.3073652878468
1017 => 2.3798667707685
1018 => 2.3614780495223
1019 => 2.4296660446403
1020 => 2.2868695344991
1021 => 2.3343008071664
1022 => 2.3440763267262
1023 => 2.2318020297698
1024 => 2.1551048735247
1025 => 2.1499900476147
1026 => 2.0170077482048
1027 => 2.088045819154
1028 => 2.1505563818341
1029 => 2.120618673326
1030 => 2.1111412891759
1031 => 2.1595591894048
1101 => 2.1633216749239
1102 => 2.077536606359
1103 => 2.0953740385734
1104 => 2.1697590961341
1105 => 2.0934997259753
1106 => 1.9453402266541
1107 => 1.9085946223571
1108 => 1.903692081388
1109 => 1.804035088204
1110 => 1.9110501393422
1111 => 1.8643352016953
1112 => 2.0119071299909
1113 => 1.9276148359926
1114 => 1.9239811636712
1115 => 1.9184883350136
1116 => 1.8327094442015
1117 => 1.8514895697564
1118 => 1.9139175673949
1119 => 1.9361925802541
1120 => 1.9338691139191
1121 => 1.913611636149
1122 => 1.9228854057371
1123 => 1.8930113626985
1124 => 1.8824622163271
1125 => 1.8491662086077
1126 => 1.8002302755171
1127 => 1.8070351171548
1128 => 1.7100802289189
1129 => 1.6572540600226
1130 => 1.6426324727098
1201 => 1.623079875077
1202 => 1.6448409906399
1203 => 1.7098055679023
1204 => 1.63144450472
1205 => 1.4970999582834
1206 => 1.5051742944362
1207 => 1.5233149304796
1208 => 1.489509975225
1209 => 1.4575164221113
1210 => 1.4853322208246
1211 => 1.4284086654666
1212 => 1.5301938701891
1213 => 1.5274408656511
1214 => 1.5653800956169
1215 => 1.5891042747058
1216 => 1.5344277227
1217 => 1.5206767177316
1218 => 1.5285099151099
1219 => 1.3990446111094
1220 => 1.5548000182209
1221 => 1.5561469974495
1222 => 1.5446133435195
1223 => 1.6275482893977
1224 => 1.802566893259
1225 => 1.7367178543793
1226 => 1.7112191162274
1227 => 1.6627459963611
1228 => 1.7273335505339
1229 => 1.7223742340962
1230 => 1.6999463244002
1231 => 1.6863818546367
]
'min_raw' => 1.2667784601899
'max_raw' => 3.2504084754738
'avg_raw' => 2.2585934678319
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.26'
'max' => '$3.25'
'avg' => '$2.25'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.77898740057736
'max_diff' => 1.8893201546925
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.039762728350039
]
1 => [
'year' => 2028
'avg' => 0.068244385051185
]
2 => [
'year' => 2029
'avg' => 0.18643136010614
]
3 => [
'year' => 2030
'avg' => 0.14383151667998
]
4 => [
'year' => 2031
'avg' => 0.14126037422337
]
5 => [
'year' => 2032
'avg' => 0.24767389228944
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.039762728350039
'min' => '$0.039762'
'max_raw' => 0.24767389228944
'max' => '$0.247673'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.24767389228944
]
1 => [
'year' => 2033
'avg' => 0.63704271897444
]
2 => [
'year' => 2034
'avg' => 0.4037882901265
]
3 => [
'year' => 2035
'avg' => 0.47626921417846
]
4 => [
'year' => 2036
'avg' => 0.92443969019697
]
5 => [
'year' => 2037
'avg' => 2.2585934678319
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.24767389228944
'min' => '$0.247673'
'max_raw' => 2.2585934678319
'max' => '$2.25'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 2.2585934678319
]
]
]
]
'prediction_2025_max_price' => '$0.067987'
'last_price' => 0.065922
'sma_50day_nextmonth' => '$0.060223'
'sma_200day_nextmonth' => '$0.149291'
'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' => '$0.06413'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.063324'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.060574'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.059756'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.070597'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.101055'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.17609'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.064468'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.063288'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.061775'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.062436'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.074083'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.107437'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.214512'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.138778'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.270135'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.064547'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.066943'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.082673'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.14029'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.464974'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$1.00'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.500313'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '53.44'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 105.29
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.01
'momentum_10_action' => 'SELL'
'vwma_10' => '0.060570'
'vwma_10_action' => 'BUY'
'hma_9' => '0.065739'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 198.14
'cci_20_action' => 'SELL'
'adx_14' => 20.39
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000461'
'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' => 74.15
'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' => 1767713164
'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 $0.022776 na extremidade inferior e $0.067987 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 $0.039762 na extremidade inferior e $0.247673 na extremidade superior. Considerando a volatilidade de preços no mercado, se Saga atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Saga | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.021925 | $0.039762 | $0.057599 |
| 2028 | $0.039569 | $0.068244 | $0.096918 |
| 2029 | $0.086923 | $0.186431 | $0.285939 |
| 2030 | $0.073924 | $0.143831 | $0.213738 |
| 2031 | $0.0874019 | $0.14126 | $0.195118 |
| 2032 | $0.133412 | $0.247673 | $0.361935 |
Previsão de preço de Saga 2032-2037
A previsão de preço de Saga para 2032-2037 é atualmente estimada entre $0.247673 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 | $0.133412 | $0.247673 | $0.361935 |
| 2033 | $0.310021 | $0.637042 | $0.964063 |
| 2034 | $0.249242 | $0.403788 | $0.558334 |
| 2035 | $0.294681 | $0.476269 | $0.657856 |
| 2036 | $0.487791 | $0.924439 | $1.36 |
| 2037 | $1.26 | $2.25 | $3.25 |
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 $0.149291 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Saga é esperado para alcançar $0.060223 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 53.44, 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 | $0.06413 | BUY |
| SMA 5 | $0.063324 | BUY |
| SMA 10 | $0.060574 | BUY |
| SMA 21 | $0.059756 | BUY |
| SMA 50 | $0.070597 | SELL |
| SMA 100 | $0.101055 | SELL |
| SMA 200 | $0.17609 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.064468 | BUY |
| EMA 5 | $0.063288 | BUY |
| EMA 10 | $0.061775 | BUY |
| EMA 21 | $0.062436 | BUY |
| EMA 50 | $0.074083 | SELL |
| EMA 100 | $0.107437 | SELL |
| EMA 200 | $0.214512 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.138778 | SELL |
| SMA 50 | $0.270135 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.14029 | SELL |
| EMA 50 | $0.464974 | SELL |
| EMA 100 | $1.00 | SELL |
| EMA 200 | $0.500313 | SELL |
Osciladores de Saga
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 53.44 | NEUTRAL |
| Stoch RSI (14) | 105.29 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 198.14 | SELL |
| Índice Direcional Médio (14) | 20.39 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.000461 | NEUTRAL |
| Momentum (10) | 0.01 | SELL |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 74.15 | SELL |
| VWMA (10) | 0.060570 | BUY |
| Média Móvel de Hull (9) | 0.065739 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.014084 | SELL |
Previsão do preço de Saga com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Saga
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Saga por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.092631 | $0.130162 | $0.18290021 | $0.2570053 | $0.361135 | $0.507455 |
| Amazon.com stock | $0.13755 | $0.2870066 | $0.598856 | $1.24 | $2.60 | $5.44 |
| Apple stock | $0.0935053 | $0.13263 | $0.188125 | $0.266842 | $0.378495 | $0.536866 |
| Netflix stock | $0.104014 | $0.164118 | $0.258953 | $0.408588 | $0.644688 | $1.01 |
| Google stock | $0.085368 | $0.110552 | $0.143164 | $0.185397 | $0.240088 | $0.310913 |
| Tesla stock | $0.14944 | $0.338769 | $0.767965 | $1.74 | $3.94 | $8.94 |
| Kodak stock | $0.049434 | $0.03707 | $0.027799 | $0.020846 | $0.015632 | $0.011722 |
| Nokia stock | $0.04367 | $0.028929 | $0.019164 | $0.012695 | $0.00841 | $0.005571 |
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 $0.06592 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 | $0.067635 | $0.069393 | $0.071197 | $0.073047 |
| Se Saga tiver 2% da média anterior do crescimento anual do Bitcoin | $0.069349 | $0.072954 | $0.076746 | $0.080736 |
| Se Saga tiver 5% da média anterior do crescimento anual do Bitcoin | $0.074489 | $0.08417 | $0.09511 | $0.107471 |
| Se Saga tiver 10% da média anterior do crescimento anual do Bitcoin | $0.083057 | $0.104646 | $0.131847 | $0.166118 |
| Se Saga tiver 20% da média anterior do crescimento anual do Bitcoin | $0.100192 | $0.152278 | $0.231443 | $0.351762 |
| Se Saga tiver 50% da média anterior do crescimento anual do Bitcoin | $0.151598 | $0.348624 | $0.801717 | $1.84 |
| Se Saga tiver 100% da média anterior do crescimento anual do Bitcoin | $0.237274 | $0.854026 | $3.07 | $11.06 |
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 4.4233% nas últimas 24 horas, e Saga registrou um declínio de -96.99% 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 $0.067987 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 $0.213738. 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 $0.066486 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 $0.058263 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 $0.022776 e $0.067987. 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 $0.213738 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 $0.213738, enquanto seu pico mais baixo está previsto para cerca de $0.073924.
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 $0.067987 se o melhor cenário ocorrer. O preço ficará entre $0.067987 e $0.022776 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 $0.057599 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.057599 e $0.021925 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 $0.096918 no melhor cenário. O preço é esperado para variar entre $0.096918 e $0.039569 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 $0.285939 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.285939 e $0.086923.
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 $0.213738 no melhor cenário. O preço está previsto para variar entre $0.213738 e $0.073924 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 $0.195118 sob condições ideais. O preço provavelmente oscilará entre $0.195118 e $0.0874019 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 $0.361935 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.361935 e $0.133412 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 $0.964063. Ao longo do ano, o preço de SAGA poderia variar entre $0.964063 e $0.310021.
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 $0.558334 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.558334 e $0.249242.
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 $0.657856 em 2035. A faixa de preço esperada para o ano está entre $0.657856 e $0.294681.
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 $1.36 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $1.36 e $0.487791.
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 $3.25 sob condições favoráveis. O preço é esperado para cair entre $3.25 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