Previsão de Preço SuiPad - Projeção SUIP
Previsão de Preço SuiPad até $0.0043045 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.001442 | $0.0043045 |
| 2027 | $0.001388 | $0.003646 |
| 2028 | $0.0025053 | $0.006136 |
| 2029 | $0.0055035 | $0.0181041 |
| 2030 | $0.00468 | $0.013532 |
| 2031 | $0.005533 | $0.012353 |
| 2032 | $0.008446 | $0.022915 |
| 2033 | $0.019628 | $0.061039 |
| 2034 | $0.01578 | $0.03535 |
| 2035 | $0.018657 | $0.041652 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em SuiPad hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,955.21, com um retorno de 39.55% nos próximos 90 dias.
Previsão de preço de longo prazo de SuiPad para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'SuiPad'
'name_with_ticker' => 'SuiPad <small>SUIP</small>'
'name_lang' => 'SuiPad'
'name_lang_with_ticker' => 'SuiPad <small>SUIP</small>'
'name_with_lang' => 'SuiPad'
'name_with_lang_with_ticker' => 'SuiPad <small>SUIP</small>'
'image' => '/uploads/coins/suipad.png?1717200139'
'price_for_sd' => 0.004173
'ticker' => 'SUIP'
'marketcap' => '$288.2K'
'low24h' => '$0.003815'
'high24h' => '$0.005025'
'volume24h' => '$13.01K'
'current_supply' => '69.05M'
'max_supply' => '100M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.004173'
'change_24h_pct' => '-1.2261%'
'ath_price' => '$0.3238'
'ath_days' => 970
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '12 de mai. de 2023'
'ath_pct' => '-98.71%'
'fdv' => '$417.38K'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.205799'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.004209'
'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' => '$0.003688'
'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' => '$0.001442'
'current_year_max_price_prediction' => '$0.0043045'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.00468'
'grand_prediction_max_price' => '$0.013532'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0042529320725602
107 => 0.0042688109771048
108 => 0.0043045869598407
109 => 0.0039988851044034
110 => 0.0041361362625598
111 => 0.0042167584592823
112 => 0.0038525044414293
113 => 0.0042095583285153
114 => 0.0039935635152255
115 => 0.0039202516314616
116 => 0.0040189564248434
117 => 0.0039804910708689
118 => 0.0039474208182831
119 => 0.0039289670491212
120 => 0.0040014449557302
121 => 0.003998063774757
122 => 0.0038794758521892
123 => 0.0037247827414615
124 => 0.00377670282705
125 => 0.0037578397732023
126 => 0.0036894776326759
127 => 0.0037355454613144
128 => 0.0035326860583851
129 => 0.0031836769993596
130 => 0.0034142430741885
131 => 0.0034053665311152
201 => 0.0034008905755784
202 => 0.0035741546084341
203 => 0.0035574992695564
204 => 0.0035272696664038
205 => 0.0036889224423077
206 => 0.0036299170045661
207 => 0.0038117578602561
208 => 0.0039315300085427
209 => 0.0039011519175141
210 => 0.0040137982018867
211 => 0.0037778989609581
212 => 0.0038562552261598
213 => 0.0038724043438207
214 => 0.0036869276721457
215 => 0.0035602242889768
216 => 0.0035517746178438
217 => 0.0033320884122306
218 => 0.0034494430100241
219 => 0.0035527101996191
220 => 0.0035032532296607
221 => 0.0034875966304568
222 => 0.0035675828002874
223 => 0.0035737984107184
224 => 0.0034320818341896
225 => 0.0034615491980303
226 => 0.0035844330037874
227 => 0.0034584528414126
228 => 0.0032136939646609
301 => 0.0031529903791703
302 => 0.0031448914018768
303 => 0.0029802584635641
304 => 0.0031570468830182
305 => 0.0030798740002914
306 => 0.0033236622121523
307 => 0.0031844116929998
308 => 0.0031784088814356
309 => 0.0031693347513353
310 => 0.0030276283804286
311 => 0.0030586530697475
312 => 0.0031617838622371
313 => 0.0031985820908489
314 => 0.0031947437341257
315 => 0.0031612784650911
316 => 0.0031765986938852
317 => 0.0031272468990177
318 => 0.0031098197530813
319 => 0.0030548148867915
320 => 0.0029739729288278
321 => 0.0029852144989152
322 => 0.0028250454267401
323 => 0.002737776815403
324 => 0.0027136220139667
325 => 0.0026813212039875
326 => 0.002717270476403
327 => 0.0028245916878828
328 => 0.0026951395373731
329 => 0.0024732029053367
330 => 0.0024865416750837
331 => 0.002516509930389
401 => 0.0024606642848875
402 => 0.0024078110681901
403 => 0.0024537626519915
404 => 0.0023597251752588
405 => 0.0025278739101828
406 => 0.0025233259581344
407 => 0.0025860014082661
408 => 0.0026251936534631
409 => 0.002534868216924
410 => 0.0025121516139004
411 => 0.0025250920233947
412 => 0.0023112158795722
413 => 0.0025685231644056
414 => 0.0025707483684897
415 => 0.0025516948201606
416 => 0.0026887030058632
417 => 0.0029778330116205
418 => 0.0028690506732271
419 => 0.0028269268638376
420 => 0.0027468494713958
421 => 0.0028535478422994
422 => 0.0028453550721678
423 => 0.0028083042586173
424 => 0.0027858958109764
425 => 0.0028271840628353
426 => 0.0027807797396542
427 => 0.0027724442481053
428 => 0.0027219402384235
429 => 0.0027039126047532
430 => 0.0026905656624844
501 => 0.0026758719904899
502 => 0.0027082825694748
503 => 0.0026348359335284
504 => 0.0025462664906395
505 => 0.0025389028997979
506 => 0.002559234421525
507 => 0.0025502392366646
508 => 0.0025388598343135
509 => 0.0025171334562296
510 => 0.0025106877039627
511 => 0.0025316332717956
512 => 0.0025079869469147
513 => 0.0025428783873585
514 => 0.0025333898461893
515 => 0.0024803876265377
516 => 0.0024143272369168
517 => 0.0024137391608828
518 => 0.0023995065582997
519 => 0.0023813791990241
520 => 0.0023763365823714
521 => 0.0024498927377731
522 => 0.0026021517781042
523 => 0.0025722596852372
524 => 0.0025938597857985
525 => 0.002700110902155
526 => 0.0027338849369622
527 => 0.0027099129270379
528 => 0.0026770985613244
529 => 0.0026785422268801
530 => 0.0027906788481072
531 => 0.0027976726716236
601 => 0.0028153438073565
602 => 0.0028380562106355
603 => 0.0027137809475276
604 => 0.0026726888731636
605 => 0.0026532171686284
606 => 0.0025932518551581
607 => 0.0026579193046984
608 => 0.0026202403511876
609 => 0.0026253245293125
610 => 0.0026220134516389
611 => 0.0026238215239428
612 => 0.0025278269091845
613 => 0.002562802301474
614 => 0.0025046489282038
615 => 0.0024267880894175
616 => 0.0024265270725843
617 => 0.0024455834025719
618 => 0.002434247951821
619 => 0.0024037445453115
620 => 0.0024080774102342
621 => 0.0023701169542569
622 => 0.002412686496886
623 => 0.0024139072390475
624 => 0.0023975156463566
625 => 0.0024630999002416
626 => 0.0024899698225699
627 => 0.0024791805251189
628 => 0.0024892128166987
629 => 0.0025735018366505
630 => 0.0025872446246905
701 => 0.0025933482633402
702 => 0.0025851701961267
703 => 0.0024907534652519
704 => 0.0024949412487571
705 => 0.0024642140720337
706 => 0.0024382528456525
707 => 0.0024392911585591
708 => 0.0024526386036422
709 => 0.0025109276791375
710 => 0.0026335936021887
711 => 0.0026382486843009
712 => 0.0026438907796191
713 => 0.0026209415424698
714 => 0.0026140198329509
715 => 0.0026231513544511
716 => 0.0026692182256813
717 => 0.0027877147255189
718 => 0.0027458301483612
719 => 0.0027117773351597
720 => 0.0027416508329099
721 => 0.0027370520420875
722 => 0.0026982336194866
723 => 0.002697144115653
724 => 0.0026226391516815
725 => 0.0025950963628972
726 => 0.002572079547047
727 => 0.0025469457850078
728 => 0.0025320456483796
729 => 0.0025549390302315
730 => 0.0025601750175275
731 => 0.0025101182380006
801 => 0.0025032956839172
802 => 0.0025441731306296
803 => 0.0025261844903963
804 => 0.002544686252973
805 => 0.002548978820596
806 => 0.0025482876183425
807 => 0.0025295054119568
808 => 0.0025414766302136
809 => 0.0025131611302443
810 => 0.0024823722768783
811 => 0.0024627309066442
812 => 0.0024455912060652
813 => 0.0024551013081117
814 => 0.002421199530792
815 => 0.0024103536699195
816 => 0.0025374210508291
817 => 0.0026312870913116
818 => 0.0026299222419079
819 => 0.002621614072174
820 => 0.0026092698172001
821 => 0.0026683151665424
822 => 0.0026477449474805
823 => 0.0026627115005473
824 => 0.0026665211164471
825 => 0.0026780516763928
826 => 0.0026821728604882
827 => 0.0026697157798053
828 => 0.0026279082955294
829 => 0.0025237280196501
830 => 0.002475231819999
831 => 0.002459227266346
901 => 0.0024598090014743
902 => 0.0024437621496555
903 => 0.0024484886666856
904 => 0.0024421184599203
905 => 0.0024300548294254
906 => 0.002454356412923
907 => 0.0024571569440362
908 => 0.0024514846640656
909 => 0.0024528206913382
910 => 0.0024058566358438
911 => 0.0024094272109824
912 => 0.0023895457948835
913 => 0.002385818269039
914 => 0.002335559780414
915 => 0.0022465195827303
916 => 0.0022958564955882
917 => 0.0022362644426756
918 => 0.0022136960292706
919 => 0.0023205313882213
920 => 0.0023098080813342
921 => 0.002291454441253
922 => 0.0022643055823392
923 => 0.002254235806481
924 => 0.0021930550360699
925 => 0.0021894401497673
926 => 0.0022197629916028
927 => 0.002205770043441
928 => 0.0021861186446779
929 => 0.0021149432703885
930 => 0.0020349185843307
1001 => 0.0020373340265855
1002 => 0.0020627883903083
1003 => 0.002136800385821
1004 => 0.0021078826187536
1005 => 0.0020869024469532
1006 => 0.0020829734914366
1007 => 0.0021321525955521
1008 => 0.0022017513312165
1009 => 0.0022344055008062
1010 => 0.0022020462104646
1011 => 0.0021648736000682
1012 => 0.0021671361246217
1013 => 0.0021821876868476
1014 => 0.0021837693932199
1015 => 0.0021595738452578
1016 => 0.0021663847502829
1017 => 0.0021560383627476
1018 => 0.0020925426015414
1019 => 0.0020913941645684
1020 => 0.002075811280761
1021 => 0.0020753394372323
1022 => 0.0020488290645433
1023 => 0.0020451200801465
1024 => 0.0019924821261079
1025 => 0.0020271285868585
1026 => 0.0020038895600078
1027 => 0.0019688628650115
1028 => 0.0019628242495918
1029 => 0.0019626427215204
1030 => 0.0019986073054559
1031 => 0.0020267083197556
1101 => 0.0020042938128294
1102 => 0.0019991904640892
1103 => 0.002053680877185
1104 => 0.0020467464754274
1105 => 0.0020407413282274
1106 => 0.0021955195278033
1107 => 0.0020730005053455
1108 => 0.0020195752184125
1109 => 0.0019534512806462
1110 => 0.0019749815682087
1111 => 0.0019795183161439
1112 => 0.0018205021655515
1113 => 0.0017559893330604
1114 => 0.0017338509600642
1115 => 0.0017211100134143
1116 => 0.0017269162227934
1117 => 0.0016688471069508
1118 => 0.0017078705131716
1119 => 0.0016575875673121
1120 => 0.0016491574678039
1121 => 0.0017390696038623
1122 => 0.0017515803523358
1123 => 0.0016982056125631
1124 => 0.0017324808360826
1125 => 0.0017200521635732
1126 => 0.001658449524098
1127 => 0.0016560967563884
1128 => 0.0016251867173373
1129 => 0.0015768184915852
1130 => 0.0015547129145237
1201 => 0.0015432001380607
1202 => 0.0015479505340088
1203 => 0.0015455485884529
1204 => 0.001529874268962
1205 => 0.0015464470220984
1206 => 0.0015041104861692
1207 => 0.0014872517364335
1208 => 0.0014796370302979
1209 => 0.0014420609178606
1210 => 0.0015018612229214
1211 => 0.0015136426363628
1212 => 0.0015254472628281
1213 => 0.0016281984768479
1214 => 0.0016230653165674
1215 => 0.0016694665855528
1216 => 0.0016676635175665
1217 => 0.0016544291240011
1218 => 0.001598595394501
1219 => 0.0016208497239392
1220 => 0.001552354357019
1221 => 0.0016036757431478
1222 => 0.0015802548057509
1223 => 0.0015957571006546
1224 => 0.0015678825766322
1225 => 0.0015833094891371
1226 => 0.0015164364465513
1227 => 0.0014539913403139
1228 => 0.0014791210739501
1229 => 0.0015064399683463
1230 => 0.0015656742921222
1231 => 0.0015303948175539
]
'min_raw' => 0.0014420609178606
'max_raw' => 0.0043045869598407
'avg_raw' => 0.0028733239388506
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.001442'
'max' => '$0.0043045'
'avg' => '$0.002873'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0027317790821394
'max_diff' => 0.0001307469598407
'year' => 2026
]
1 => [
'items' => [
101 => 0.0015430826506733
102 => 0.0015005805336409
103 => 0.0014128865260735
104 => 0.0014133828646328
105 => 0.0013998930520863
106 => 0.0013882358845013
107 => 0.0015344470895991
108 => 0.0015162634149881
109 => 0.001487290109316
110 => 0.0015260720303116
111 => 0.0015363265857746
112 => 0.0015366185185525
113 => 0.0015649128070046
114 => 0.0015800134738235
115 => 0.0015826750318004
116 => 0.0016271967060183
117 => 0.0016421197839611
118 => 0.0017035858300144
119 => 0.0015787322877464
120 => 0.0015761610112055
121 => 0.0015266177714717
122 => 0.0014951966655849
123 => 0.0015287692014737
124 => 0.0015585098851631
125 => 0.0015275418974158
126 => 0.0015315856628457
127 => 0.0014900136694726
128 => 0.0015048737009594
129 => 0.0015176731619382
130 => 0.0015106060519032
131 => 0.0015000262461289
201 => 0.0015560714882588
202 => 0.0015529091960548
203 => 0.0016050998140007
204 => 0.0016457861328765
205 => 0.0017187032898513
206 => 0.0016426104352907
207 => 0.0016398373092288
208 => 0.0016669450613072
209 => 0.0016421156339055
210 => 0.0016578069749407
211 => 0.0017161751722233
212 => 0.0017174084002565
213 => 0.0016967502417762
214 => 0.0016954931909552
215 => 0.0016994608162669
216 => 0.0017226993216437
217 => 0.0017145790738179
218 => 0.0017239760301814
219 => 0.0017357270680053
220 => 0.0017843343427819
221 => 0.0017960533921713
222 => 0.0017675821777854
223 => 0.0017701528096658
224 => 0.0017595037939331
225 => 0.0017492169781672
226 => 0.0017723402377403
227 => 0.0018145984490989
228 => 0.0018143355629592
301 => 0.0018241386466122
302 => 0.0018302458865148
303 => 0.0018040291420798
304 => 0.001786963005469
305 => 0.001793507248192
306 => 0.0018039716348213
307 => 0.0017901137886436
308 => 0.0017045767424564
309 => 0.0017305232181419
310 => 0.00172620445587
311 => 0.0017200540132154
312 => 0.0017461433951554
313 => 0.0017436270106218
314 => 0.0016682515242361
315 => 0.0016730768183194
316 => 0.0016685449663512
317 => 0.00168318830719
318 => 0.0016413248454449
319 => 0.001654201764323
320 => 0.0016622780471297
321 => 0.0016670350397478
322 => 0.0016842205589847
323 => 0.0016822040366568
324 => 0.0016840952091255
325 => 0.0017095767973449
326 => 0.0018384539263339
327 => 0.0018454684241134
328 => 0.0018109264716151
329 => 0.0018247253003283
330 => 0.001798234566671
331 => 0.0018160179736476
401 => 0.0018281849290515
402 => 0.0017732047971526
403 => 0.0017699492305596
404 => 0.0017433491602213
405 => 0.0017576425313161
406 => 0.0017349007501745
407 => 0.0017404807877929
408 => 0.0017248785161529
409 => 0.0017529594987236
410 => 0.0017843584005813
411 => 0.0017922910031707
412 => 0.001771423740958
413 => 0.0017563144678964
414 => 0.0017297875617042
415 => 0.0017739023978925
416 => 0.0017868029203693
417 => 0.0017738346369399
418 => 0.0017708296023067
419 => 0.0017651350671068
420 => 0.0017720377248692
421 => 0.0017867326613533
422 => 0.0017798028006803
423 => 0.0017843800957432
424 => 0.0017669361670493
425 => 0.0018040378209131
426 => 0.0018629641762479
427 => 0.0018631536341158
428 => 0.0018562237360882
429 => 0.001853388171122
430 => 0.0018604986670397
501 => 0.0018643558193872
502 => 0.0018873498593431
503 => 0.0019120233803386
504 => 0.0020271639369244
505 => 0.0019948329293775
506 => 0.0020969924809227
507 => 0.0021777874224375
508 => 0.0022020142926632
509 => 0.0021797267120179
510 => 0.0021034821025818
511 => 0.0020997411782987
512 => 0.0022136828144401
513 => 0.0021814890833726
514 => 0.0021776597415017
515 => 0.0021369220137708
516 => 0.0021610030563255
517 => 0.0021557361790712
518 => 0.0021474221556609
519 => 0.0021933671073553
520 => 0.002279371955393
521 => 0.002265967293278
522 => 0.0022559613348335
523 => 0.0022121181376204
524 => 0.0022385215350753
525 => 0.0022291197909654
526 => 0.0022695156501558
527 => 0.0022455860380493
528 => 0.0021812451841964
529 => 0.0021914916772427
530 => 0.0021899429404318
531 => 0.0022218158342547
601 => 0.0022122483826629
602 => 0.0021880747419564
603 => 0.0022790780001724
604 => 0.0022731687547705
605 => 0.0022815467137087
606 => 0.0022852349503303
607 => 0.0023406270299491
608 => 0.0023633193926201
609 => 0.0023684709562321
610 => 0.0023900269456792
611 => 0.0023679346235776
612 => 0.0024563196635427
613 => 0.0025150905577095
614 => 0.0025833559756067
615 => 0.0026831100991691
616 => 0.0027206185724058
617 => 0.0027138430024409
618 => 0.0027894754404479
619 => 0.0029253852503317
620 => 0.0027413142608286
621 => 0.0029351414597346
622 => 0.0028737780064036
623 => 0.0027282863624372
624 => 0.0027189184157995
625 => 0.0028174470462863
626 => 0.0030359740656768
627 => 0.0029812355258324
628 => 0.0030360635983184
629 => 0.0029721037393989
630 => 0.0029689275933076
701 => 0.0030329572107318
702 => 0.0031825659019162
703 => 0.0031114924207324
704 => 0.0030095911575229
705 => 0.0030848334645175
706 => 0.003019651614852
707 => 0.0028727786643045
708 => 0.0029811936683026
709 => 0.0029086996426106
710 => 0.0029298572533019
711 => 0.0030822289126339
712 => 0.0030638951514577
713 => 0.0030876207360803
714 => 0.003045745700228
715 => 0.003006627813655
716 => 0.002933611373434
717 => 0.0029119948051515
718 => 0.0029179688469421
719 => 0.0029119918447131
720 => 0.0028711398174651
721 => 0.0028623178260705
722 => 0.0028476141205791
723 => 0.0028521714137416
724 => 0.002824524145697
725 => 0.0028767002527141
726 => 0.0028863845979508
727 => 0.0029243540175116
728 => 0.0029282961286091
729 => 0.0030340404216251
730 => 0.0029757982419926
731 => 0.003014872124478
801 => 0.0030113769886508
802 => 0.0027314396075312
803 => 0.002770012508741
804 => 0.0028300198381804
805 => 0.0028029866176059
806 => 0.0027647679685131
807 => 0.0027339043602164
808 => 0.0026871428376808
809 => 0.0027529587826741
810 => 0.0028394997515949
811 => 0.0029304909503953
812 => 0.0030398109137745
813 => 0.0030154119705729
814 => 0.0029284472897213
815 => 0.0029323484617766
816 => 0.0029564639723676
817 => 0.002925232195027
818 => 0.0029160213341726
819 => 0.0029551985415286
820 => 0.0029554683334242
821 => 0.0029195323991075
822 => 0.0028795961843211
823 => 0.002879428850123
824 => 0.0028723225864398
825 => 0.0029733679279215
826 => 0.0030289326489001
827 => 0.0030353030546133
828 => 0.0030285038698389
829 => 0.0030311206062086
830 => 0.0029987887193562
831 => 0.0030726898249775
901 => 0.0031405087875575
902 => 0.0031223318568453
903 => 0.0030950820537047
904 => 0.0030733762729748
905 => 0.003117218664725
906 => 0.0031152664320347
907 => 0.0031399164480834
908 => 0.00313879818097
909 => 0.0031305093077068
910 => 0.0031223321528671
911 => 0.0031547536475031
912 => 0.0031454167777212
913 => 0.0031360654052016
914 => 0.0031173097959901
915 => 0.0031198589947796
916 => 0.0030926138967017
917 => 0.00308000906768
918 => 0.0028904626824072
919 => 0.0028398096946555
920 => 0.0028557461557389
921 => 0.0028609928525175
922 => 0.0028389486073344
923 => 0.002870554392225
924 => 0.0028656286641286
925 => 0.0028847917906971
926 => 0.0028728195011834
927 => 0.0028733108481211
928 => 0.0029085187988199
929 => 0.002918739816693
930 => 0.002913541324509
1001 => 0.0029171821702408
1002 => 0.0030010839234254
1003 => 0.0029891557771496
1004 => 0.0029828191871773
1005 => 0.0029845744659046
1006 => 0.0030060131627172
1007 => 0.0030120148273152
1008 => 0.0029865853526838
1009 => 0.002998578039926
1010 => 0.0030496413801048
1011 => 0.0030675106592327
1012 => 0.0031245408204682
1013 => 0.0031003133943451
1014 => 0.0031447838835325
1015 => 0.0032814710061877
1016 => 0.0033906661377941
1017 => 0.0032902457820892
1018 => 0.0034907687353682
1019 => 0.0036469046178052
1020 => 0.0036409118625794
1021 => 0.0036136859599884
1022 => 0.0034359294089211
1023 => 0.0032723551804281
1024 => 0.0034091919682911
1025 => 0.0034095407934041
1026 => 0.0033977863919722
1027 => 0.0033247808141959
1028 => 0.0033952459561143
1029 => 0.003400839223188
1030 => 0.0033977084809965
1031 => 0.0033417352756861
1101 => 0.0032562745367546
1102 => 0.0032729733605777
1103 => 0.0033003263746467
1104 => 0.0032485414125776
1105 => 0.003231992979435
1106 => 0.0032627596651153
1107 => 0.0033618963368708
1108 => 0.0033431551233351
1109 => 0.0033426657145105
1110 => 0.0034228485735278
1111 => 0.0033654549510154
1112 => 0.0032731839862232
1113 => 0.0032498843507086
1114 => 0.0031671863411472
1115 => 0.0032243061509115
1116 => 0.0032263617911765
1117 => 0.0031950778551189
1118 => 0.0032757225052186
1119 => 0.0032749793505707
1120 => 0.0033515394434684
1121 => 0.0034978935864309
1122 => 0.0034546094647069
1123 => 0.0034042747404409
1124 => 0.0034097475205991
1125 => 0.0034697704109624
1126 => 0.0034334792012595
1127 => 0.0034465297733
1128 => 0.0034697506573586
1129 => 0.0034837603932533
1130 => 0.0034077317352015
1201 => 0.0033900058181385
1202 => 0.0033537448127791
1203 => 0.0033442849933246
1204 => 0.0033738188255791
1205 => 0.0033660377042257
1206 => 0.003226189022572
1207 => 0.0032115740572285
1208 => 0.0032120222773502
1209 => 0.0031752722520902
1210 => 0.003119219642552
1211 => 0.003266522553691
1212 => 0.0032546920684236
1213 => 0.0032416321282952
1214 => 0.003243231896442
1215 => 0.0033071710976086
1216 => 0.0032700831319249
1217 => 0.003368687567293
1218 => 0.0033484174597019
1219 => 0.0033276275003373
1220 => 0.0033247536946755
1221 => 0.0033167513340361
1222 => 0.0032893082618563
1223 => 0.0032561691031263
1224 => 0.003234287760068
1225 => 0.0029834594948586
1226 => 0.0030300117618806
1227 => 0.0030835659017167
1228 => 0.0031020525761834
1229 => 0.0030704298402692
1230 => 0.0032905569202131
1231 => 0.0033307762589161
]
'min_raw' => 0.0013882358845013
'max_raw' => 0.0036469046178052
'avg_raw' => 0.0025175702511533
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.001388'
'max' => '$0.003646'
'avg' => '$0.002517'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -5.3825033359213E-5
'max_diff' => -0.0006576823420355
'year' => 2027
]
2 => [
'items' => [
101 => 0.003208949258542
102 => 0.0031861604009356
103 => 0.0032920509539238
104 => 0.0032281860058783
105 => 0.0032569443880727
106 => 0.0031947844957624
107 => 0.0033210885979823
108 => 0.0033201263723406
109 => 0.0032709912238696
110 => 0.0033125199148943
111 => 0.0033053032828579
112 => 0.0032498298212486
113 => 0.0033228472056615
114 => 0.0033228834213732
115 => 0.0032755919092601
116 => 0.0032203657765551
117 => 0.0032104926484105
118 => 0.0032030545726217
119 => 0.003255115077391
120 => 0.0033017923631781
121 => 0.0033886472197475
122 => 0.0034104845943096
123 => 0.0034957173210216
124 => 0.0034449653821707
125 => 0.0034674630593157
126 => 0.0034918874703472
127 => 0.0035035974311737
128 => 0.0034845166783981
129 => 0.0036169181861717
130 => 0.0036280969301052
131 => 0.0036318450662504
201 => 0.0035872000227778
202 => 0.003626855270684
203 => 0.0036083018934324
204 => 0.0036565726267643
205 => 0.0036641420941024
206 => 0.0036577310245586
207 => 0.0036601336929676
208 => 0.0035471523633093
209 => 0.0035412936853425
210 => 0.0034614101955527
211 => 0.003493963308111
212 => 0.0034331068244945
213 => 0.0034524050423406
214 => 0.0034609115128869
215 => 0.0034564682154115
216 => 0.0034958038122527
217 => 0.0034623605192061
218 => 0.0033740981702697
219 => 0.0032858117743153
220 => 0.0032847034105306
221 => 0.0032614591608601
222 => 0.0032446578257451
223 => 0.0032478943589476
224 => 0.003259300324101
225 => 0.0032439948903154
226 => 0.0032472610806188
227 => 0.0033015016021665
228 => 0.0033123791519372
229 => 0.0032754129876833
301 => 0.0031269885040119
302 => 0.0030905647634243
303 => 0.0031167454258445
304 => 0.0031042327554582
305 => 0.0025053581090878
306 => 0.0026460548240194
307 => 0.002562457613616
308 => 0.0026009830542926
309 => 0.0025156519498635
310 => 0.0025563764254834
311 => 0.0025488561018561
312 => 0.0027750922559476
313 => 0.0027715598895791
314 => 0.002773250646431
315 => 0.0026925464166451
316 => 0.0028211104460527
317 => 0.0028844457099518
318 => 0.0028727240382175
319 => 0.0028756741304596
320 => 0.0028249817716186
321 => 0.0027737414592726
322 => 0.0027169080670534
323 => 0.0028224974849771
324 => 0.0028107577441755
325 => 0.0028376844857491
326 => 0.0029061667709601
327 => 0.0029162510475963
328 => 0.0029298044176601
329 => 0.0029249464992868
330 => 0.0030406818236515
331 => 0.0030266655122247
401 => 0.0030604407899954
402 => 0.0029909624810846
403 => 0.0029123411796106
404 => 0.0029272845186968
405 => 0.0029258453549761
406 => 0.0029075231490157
407 => 0.0028909826807159
408 => 0.0028634474612447
409 => 0.0029505729700972
410 => 0.0029470358335476
411 => 0.0030042979628133
412 => 0.002994176325251
413 => 0.0029265815524247
414 => 0.0029289957129599
415 => 0.0029452321027654
416 => 0.0030014264332662
417 => 0.0030181087365606
418 => 0.0030103808289998
419 => 0.003028672212986
420 => 0.0030431289770889
421 => 0.0030304877599771
422 => 0.0032094607363132
423 => 0.003135138678586
424 => 0.0031713627323927
425 => 0.0031800019557811
426 => 0.003157872766735
427 => 0.0031626717954523
428 => 0.0031699410163018
429 => 0.0032140783018409
430 => 0.003329907310322
501 => 0.0033812071897035
502 => 0.0035355454079144
503 => 0.0033769474488497
504 => 0.0033675369023024
505 => 0.0033953378759699
506 => 0.0034859507484192
507 => 0.003559383970705
508 => 0.0035837460070015
509 => 0.0035869658522714
510 => 0.0036326706519211
511 => 0.0036588677907363
512 => 0.0036271208870881
513 => 0.0036002187102856
514 => 0.0035038584522003
515 => 0.0035150124144539
516 => 0.0035918521535294
517 => 0.0037003928108116
518 => 0.0037935319864904
519 => 0.0037609178933957
520 => 0.0040097404017468
521 => 0.004034410137101
522 => 0.0040310015773431
523 => 0.0040872029058288
524 => 0.0039756547139861
525 => 0.0039279657008289
526 => 0.003606035266263
527 => 0.0036964845870042
528 => 0.003827957986604
529 => 0.003810556989167
530 => 0.0037150774920836
531 => 0.00379345955673
601 => 0.0037675439949241
602 => 0.0037471033160902
603 => 0.003840746028449
604 => 0.0037377820195799
605 => 0.0038269308418522
606 => 0.0037125965551615
607 => 0.0037610668718257
608 => 0.0037335527758417
609 => 0.0037513577679441
610 => 0.0036472701479289
611 => 0.003703433301105
612 => 0.0036449335761095
613 => 0.003644905839623
614 => 0.0036436144549513
615 => 0.003712439121981
616 => 0.003714683491902
617 => 0.0036638219589787
618 => 0.003656492017478
619 => 0.003683594652984
620 => 0.003651864564998
621 => 0.0036667108734599
622 => 0.0036523142445571
623 => 0.0036490732601517
624 => 0.0036232485450014
625 => 0.0036121225476494
626 => 0.0036164853378927
627 => 0.0036015928856195
628 => 0.0035926196444414
629 => 0.0036418294514278
630 => 0.0036155386366729
701 => 0.0036378000070032
702 => 0.0036124303659029
703 => 0.0035244881368227
704 => 0.0034739116309065
705 => 0.003307796912423
706 => 0.0033549068405203
707 => 0.0033861407715875
708 => 0.0033758179575561
709 => 0.0033979953564943
710 => 0.0033993568686717
711 => 0.0033921467702051
712 => 0.0033837983998515
713 => 0.0033797348748573
714 => 0.0034100210609809
715 => 0.0034276032114118
716 => 0.0033892755144262
717 => 0.0033802958712839
718 => 0.0034190472890666
719 => 0.003442685631528
720 => 0.0036172178710261
721 => 0.0036042879589924
722 => 0.00363673950083
723 => 0.0036330859552286
724 => 0.0036671003410104
725 => 0.0037226994862116
726 => 0.003609650878252
727 => 0.003629272207667
728 => 0.0036244615108171
729 => 0.0036769834375919
730 => 0.0036771474053143
731 => 0.003645657886548
801 => 0.0036627288655303
802 => 0.0036532003133802
803 => 0.0036704196949765
804 => 0.0036041152721342
805 => 0.003684866902036
806 => 0.0037306478726703
807 => 0.0037312835414919
808 => 0.0037529833582323
809 => 0.0037750316288092
810 => 0.0038173513641818
811 => 0.0037738513543587
812 => 0.0036955990713276
813 => 0.0037012486334091
814 => 0.0036553693484993
815 => 0.0036561405875674
816 => 0.0036520236529788
817 => 0.0036643788835877
818 => 0.003606826550458
819 => 0.0036203339680095
820 => 0.003601423504338
821 => 0.0036292311000121
822 => 0.003599314723827
823 => 0.0036244591909534
824 => 0.0036353107094129
825 => 0.0036753530461449
826 => 0.0035934004381343
827 => 0.0034262935226967
828 => 0.0034614214222972
829 => 0.0034094644995511
830 => 0.0034142733105652
831 => 0.0034239878741303
901 => 0.0033924997952085
902 => 0.0033985067283634
903 => 0.0033982921184409
904 => 0.0033964427260711
905 => 0.0033882514606162
906 => 0.0033763725051141
907 => 0.0034236946076846
908 => 0.0034317355550431
909 => 0.0034496095849582
910 => 0.0035027905739153
911 => 0.0034974765390244
912 => 0.0035061439504087
913 => 0.0034872230400223
914 => 0.0034151509973316
915 => 0.0034190648559987
916 => 0.0033702589757039
917 => 0.0034483615088685
918 => 0.003429865798112
919 => 0.0034179414930656
920 => 0.0034146878359558
921 => 0.0034680006502982
922 => 0.0034839526799254
923 => 0.0034740124455626
924 => 0.0034536247348816
925 => 0.0034927751664748
926 => 0.003503250170345
927 => 0.0035055951374083
928 => 0.0035749621958409
929 => 0.0035094719854028
930 => 0.003525236129972
1001 => 0.0036482234858269
1002 => 0.0035366909251615
1003 => 0.0035957722100189
1004 => 0.0035928804885693
1005 => 0.0036231044747006
1006 => 0.0035904012395344
1007 => 0.0035908066353288
1008 => 0.0036176434874633
1009 => 0.0035799559686922
1010 => 0.0035706240090437
1011 => 0.003557731973626
1012 => 0.0035858812613148
1013 => 0.0036027554862014
1014 => 0.003738749346035
1015 => 0.003826607581561
1016 => 0.0038227934238472
1017 => 0.0038576476855472
1018 => 0.0038419455214229
1019 => 0.0037912390914439
1020 => 0.0038777887844277
1021 => 0.0038504008401747
1022 => 0.0038526586690225
1023 => 0.0038525746325201
1024 => 0.0038707852211527
1025 => 0.0038578813501305
1026 => 0.0038324464957907
1027 => 0.0038493313390964
1028 => 0.0038994732872725
1029 => 0.004055115432954
1030 => 0.0041422148396616
1031 => 0.004049871939305
1101 => 0.0041135688354503
1102 => 0.0040753733952879
1103 => 0.0040684321475944
1104 => 0.0041084385055373
1105 => 0.0041485148893138
1106 => 0.0041459621969222
1107 => 0.0041168688002455
1108 => 0.0041004346786805
1109 => 0.0042248793530055
1110 => 0.0043165680691885
1111 => 0.0043103155134337
1112 => 0.004337912261095
1113 => 0.0044189371657638
1114 => 0.0044263450676096
1115 => 0.0044254118422457
1116 => 0.0044070505845864
1117 => 0.0044868301256463
1118 => 0.0045533836223859
1119 => 0.004402800483946
1120 => 0.0044601405717859
1121 => 0.0044858823845995
1122 => 0.0045236790030615
1123 => 0.0045874482338557
1124 => 0.0046567185324514
1125 => 0.004666514112183
1126 => 0.0046595636796018
1127 => 0.0046138780555924
1128 => 0.0046896744428822
1129 => 0.0047340741889127
1130 => 0.0047605132216036
1201 => 0.0048275582094724
1202 => 0.0044860413572718
1203 => 0.0042442987547954
1204 => 0.0042065471566132
1205 => 0.004283316516025
1206 => 0.0043035599838777
1207 => 0.0042953998673694
1208 => 0.0040232965900063
1209 => 0.0042051145891709
1210 => 0.0044007354685805
1211 => 0.0044082500632498
1212 => 0.0045061819657219
1213 => 0.0045380726075311
1214 => 0.0046169206252491
1215 => 0.0046119886602728
1216 => 0.0046311868978412
1217 => 0.0046267735554913
1218 => 0.0047728229049049
1219 => 0.0049339370258462
1220 => 0.0049283581561496
1221 => 0.0049051960950485
1222 => 0.0049395957055019
1223 => 0.0051058827443519
1224 => 0.0050905736985101
1225 => 0.005105445132524
1226 => 0.0053015069228549
1227 => 0.0055564151397496
1228 => 0.0054379846806355
1229 => 0.0056949446994666
1230 => 0.0058566874104555
1231 => 0.0061364047046022
]
'min_raw' => 0.0025053581090878
'max_raw' => 0.0061364047046022
'avg_raw' => 0.004320881406845
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.0025053'
'max' => '$0.006136'
'avg' => '$0.00432'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0011171222245865
'max_diff' => 0.002489500086797
'year' => 2028
]
3 => [
'items' => [
101 => 0.0061013827217383
102 => 0.0062102746116893
103 => 0.0060386860631036
104 => 0.0056446840717835
105 => 0.005582331748478
106 => 0.0057071626787478
107 => 0.0060140473399921
108 => 0.0056974977886555
109 => 0.0057615353506158
110 => 0.0057430925284632
111 => 0.0057421097888476
112 => 0.0057796169628829
113 => 0.0057252108507021
114 => 0.0055035505622049
115 => 0.0056051361661709
116 => 0.0055659090859383
117 => 0.0056094344560289
118 => 0.0058443229271802
119 => 0.0057404731350425
120 => 0.0056310758150974
121 => 0.0057682843315172
122 => 0.0059429979228813
123 => 0.0059320646603243
124 => 0.0059108495612143
125 => 0.0060304379641104
126 => 0.0062279629695803
127 => 0.0062813531848391
128 => 0.0063207647502282
129 => 0.0063261989392315
130 => 0.0063821744632952
131 => 0.0060811799627564
201 => 0.0065588659651986
202 => 0.0066413491420108
203 => 0.0066258457233475
204 => 0.0067175223029517
205 => 0.0066905487276218
206 => 0.0066514682489931
207 => 0.0067967951278334
208 => 0.0066301895885174
209 => 0.0063937140005125
210 => 0.0062639788159762
211 => 0.0064348245724124
212 => 0.0065391541141727
213 => 0.0066081093046712
214 => 0.0066289751036522
215 => 0.0061045453090117
216 => 0.0058219067359104
217 => 0.0060030748208105
218 => 0.006224112387942
219 => 0.0060799520879105
220 => 0.0060856028987402
221 => 0.0058800681955556
222 => 0.0062422976485219
223 => 0.006189523864054
224 => 0.0064633143512289
225 => 0.0063979720541587
226 => 0.0066212375679644
227 => 0.0065624442757372
228 => 0.0068064919446836
301 => 0.0069038491671533
302 => 0.0070673270961215
303 => 0.0071875821261454
304 => 0.0072581981798876
305 => 0.0072539586568951
306 => 0.0075337746426
307 => 0.0073687769318557
308 => 0.0071615009201863
309 => 0.0071577519510826
310 => 0.00726510313465
311 => 0.0074900817650483
312 => 0.0075484154506046
313 => 0.0075810160228029
314 => 0.0075310871116472
315 => 0.0073519939221268
316 => 0.0072746623909149
317 => 0.0073405510960176
318 => 0.007259974871558
319 => 0.0073990720406707
320 => 0.0075900821634146
321 => 0.0075506393284039
322 => 0.0076824908122445
323 => 0.0078189432268388
324 => 0.0080140763081701
325 => 0.0080650913213872
326 => 0.0081494171983079
327 => 0.0082362162252668
328 => 0.0082640937334266
329 => 0.0083173205463865
330 => 0.0083170400148087
331 => 0.008477442598241
401 => 0.0086543716150214
402 => 0.0087211582229398
403 => 0.0088747303452132
404 => 0.008611743467629
405 => 0.0088112220352521
406 => 0.0089911566965205
407 => 0.008776631175521
408 => 0.0090723046281831
409 => 0.0090837849583395
410 => 0.0092571243136257
411 => 0.0090814116692408
412 => 0.0089770740618997
413 => 0.0092782928248144
414 => 0.0094240430958867
415 => 0.0093801419280846
416 => 0.0090460518734433
417 => 0.0088515971318455
418 => 0.0083426715655657
419 => 0.0089455158827725
420 => 0.0092391437644741
421 => 0.009045291448165
422 => 0.0091430592807954
423 => 0.0096764488743012
424 => 0.0098795290970895
425 => 0.0098372898303874
426 => 0.0098444275711426
427 => 0.0099540059731924
428 => 0.010439936953809
429 => 0.010148755846432
430 => 0.010371352892674
501 => 0.010489417563368
502 => 0.010599082609323
503 => 0.01032977991645
504 => 0.0099794210698634
505 => 0.0098684477160856
506 => 0.0090260166557196
507 => 0.0089821644605349
508 => 0.0089575488945202
509 => 0.0088023512327385
510 => 0.0086804083827954
511 => 0.008583434901073
512 => 0.0083289475263002
513 => 0.0084148295447308
514 => 0.008009229784986
515 => 0.0082687181376978
516 => 0.0076213711275966
517 => 0.0081605009536292
518 => 0.0078670771005449
519 => 0.0080641033262817
520 => 0.0080634159203411
521 => 0.0077006281715378
522 => 0.0074913797692151
523 => 0.0076247209952448
524 => 0.0077676733741882
525 => 0.0077908669167223
526 => 0.0079762084074613
527 => 0.0080279332336246
528 => 0.0078712045955487
529 => 0.0076079562996784
530 => 0.0076691028747547
531 => 0.0074901406358229
601 => 0.0071765161957779
602 => 0.0074017667439756
603 => 0.0074786771846978
604 => 0.0075126452168118
605 => 0.0072042316000379
606 => 0.0071073213456622
607 => 0.0070557271393883
608 => 0.0075681439746452
609 => 0.0075962153255962
610 => 0.007452598325242
611 => 0.0081017607851659
612 => 0.0079548353274013
613 => 0.0081189870613355
614 => 0.0076635544639746
615 => 0.0076809526025151
616 => 0.0074653435122933
617 => 0.0075860701958129
618 => 0.0075007444671039
619 => 0.0075763166728289
620 => 0.0076216143413445
621 => 0.0078371880522362
622 => 0.0081629624591267
623 => 0.0078049885285787
624 => 0.0076490141607578
625 => 0.0077457797813208
626 => 0.0080034793805042
627 => 0.0083939074646669
628 => 0.0081627661807451
629 => 0.0082653427575161
630 => 0.0082877511762263
701 => 0.0081173161507778
702 => 0.0084001916471612
703 => 0.0085517869237495
704 => 0.0087072923093066
705 => 0.0088423132784239
706 => 0.0086451800386784
707 => 0.008856140863146
708 => 0.0086861436782236
709 => 0.0085336386293624
710 => 0.0085338699165701
711 => 0.0084382012716762
712 => 0.0082528312171692
713 => 0.0082186461350312
714 => 0.0083964812494129
715 => 0.008539088170099
716 => 0.0085508339591278
717 => 0.0086297884778278
718 => 0.0086765129486982
719 => 0.0091344762820663
720 => 0.0093186729232184
721 => 0.0095439050893551
722 => 0.0096316457114547
723 => 0.0098957135272206
724 => 0.0096824573194503
725 => 0.0096363179974547
726 => 0.008995775852331
727 => 0.0091006645927112
728 => 0.0092686015863179
729 => 0.0089985450715005
730 => 0.009169833771711
731 => 0.0092036497895233
801 => 0.0089893686544654
802 => 0.0091038254672411
803 => 0.0087998621065888
804 => 0.0081695880297529
805 => 0.0084008933223821
806 => 0.0085712118742768
807 => 0.0083281463005971
808 => 0.0087638319334812
809 => 0.0085093133811273
810 => 0.0084286432190762
811 => 0.0081139201559256
812 => 0.0082624573269311
813 => 0.0084633559775634
814 => 0.0083392239684475
815 => 0.0085968165258778
816 => 0.0089616362846249
817 => 0.0092216285701003
818 => 0.009241587549442
819 => 0.0090744299280116
820 => 0.0093423010831395
821 => 0.009344252232063
822 => 0.009042092474793
823 => 0.0088570213058977
824 => 0.0088149727469316
825 => 0.0089200182913344
826 => 0.0090475629747168
827 => 0.0092486653917039
828 => 0.0093701873704923
829 => 0.0096870522408951
830 => 0.0097727867895983
831 => 0.0098669830655322
901 => 0.0099928583392354
902 => 0.010144003879074
903 => 0.0098133060426277
904 => 0.0098264452841676
905 => 0.009518504037692
906 => 0.009189424652591
907 => 0.0094391548855582
908 => 0.0097656439449421
909 => 0.0096907469939811
910 => 0.0096823195569921
911 => 0.0096964921684315
912 => 0.0096400223133126
913 => 0.0093846112514805
914 => 0.0092563454151862
915 => 0.0094218410681106
916 => 0.0095097946422758
917 => 0.0096462029654483
918 => 0.0096293877603869
919 => 0.0099807609516948
920 => 0.010117293948863
921 => 0.010082362965611
922 => 0.010088791107191
923 => 0.010335977576898
924 => 0.010610899768988
925 => 0.010868400681058
926 => 0.011130341668738
927 => 0.010814561584359
928 => 0.01065422793212
929 => 0.01081965133482
930 => 0.010731875348844
1001 => 0.011236262200307
1002 => 0.01127118485155
1003 => 0.011775535230102
1004 => 0.012254223796274
1005 => 0.011953568084458
1006 => 0.01223707287887
1007 => 0.012543706428512
1008 => 0.013135252295271
1009 => 0.012936040458181
1010 => 0.012783447313018
1011 => 0.012639247528163
1012 => 0.012939304389375
1013 => 0.013325322747798
1014 => 0.013408467404964
1015 => 0.013543193513278
1016 => 0.013401545483911
1017 => 0.013572144933265
1018 => 0.01417443595468
1019 => 0.014011691604123
1020 => 0.013780568463874
1021 => 0.014256019380636
1022 => 0.014428083219144
1023 => 0.015635717348323
1024 => 0.017160405321289
1025 => 0.01652917448884
1026 => 0.016137349141447
1027 => 0.016229437392306
1028 => 0.016786201826088
1029 => 0.016965016891399
1030 => 0.016478935902634
1031 => 0.016650627925374
1101 => 0.017596667851055
1102 => 0.018104187918588
1103 => 0.017414907497839
1104 => 0.015513210154251
1105 => 0.013759758353867
1106 => 0.014224852730293
1107 => 0.014172125461565
1108 => 0.015188527340825
1109 => 0.014007810205186
1110 => 0.014027690453632
1111 => 0.015065110447367
1112 => 0.01478834457892
1113 => 0.01434001931753
1114 => 0.013763031624422
1115 => 0.01269641650881
1116 => 0.01175168575615
1117 => 0.013604520320615
1118 => 0.013524622725034
1119 => 0.013408919166473
1120 => 0.013666404915619
1121 => 0.014916682624863
1122 => 0.014887859676911
1123 => 0.014704502787637
1124 => 0.014843577372118
1125 => 0.014315638870454
1126 => 0.014451700643269
1127 => 0.013759480598143
1128 => 0.014072392968203
1129 => 0.014339057412872
1130 => 0.014392594248174
1201 => 0.014513215471767
1202 => 0.013482520322738
1203 => 0.013945272185032
1204 => 0.014217095550145
1205 => 0.01298898769755
1206 => 0.014192819806567
1207 => 0.013464578213283
1208 => 0.013217402078701
1209 => 0.013550192180937
1210 => 0.013420503554447
1211 => 0.013309004888962
1212 => 0.013246786717831
1213 => 0.01349115104021
1214 => 0.013479751152492
1215 => 0.01307992369201
1216 => 0.012558365068864
1217 => 0.01273341726237
1218 => 0.012669819159346
1219 => 0.012439331429669
1220 => 0.012594652330277
1221 => 0.01191069769011
1222 => 0.010733989280571
1223 => 0.011511358899466
1224 => 0.011481431014754
1225 => 0.01146634001816
1226 => 0.012050511801842
1227 => 0.011994357163977
1228 => 0.011892435946384
1229 => 0.012437459566581
1230 => 0.012238518613607
1231 => 0.012851607754289
]
'min_raw' => 0.0055035505622049
'max_raw' => 0.018104187918588
'avg_raw' => 0.011803869240397
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.0055035'
'max' => '$0.0181041'
'avg' => '$0.0118038'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0029981924531171
'max_diff' => 0.011967783213986
'year' => 2029
]
4 => [
'items' => [
101 => 0.013255427914461
102 => 0.013153006059628
103 => 0.013532800872102
104 => 0.012737450111353
105 => 0.01300163373014
106 => 0.013056081607829
107 => 0.012430734059709
108 => 0.012003544757207
109 => 0.011975056101045
110 => 0.011234368720819
111 => 0.011630037940716
112 => 0.011978210480321
113 => 0.011811462853131
114 => 0.011758675535806
115 => 0.012028354491846
116 => 0.012049310856374
117 => 0.011571503524272
118 => 0.011670854798806
119 => 0.01208516612939
120 => 0.011660415216289
121 => 0.010835193574802
122 => 0.010630527198131
123 => 0.010603220930733
124 => 0.010048149484908
125 => 0.010644203984071
126 => 0.010384010221918
127 => 0.011205959198957
128 => 0.010736466351473
129 => 0.010716227453182
130 => 0.010685633390013
131 => 0.010207860466878
201 => 0.010312462372992
202 => 0.010660175040232
203 => 0.010784242837167
204 => 0.01077130154949
205 => 0.010658471058469
206 => 0.010710124279472
207 => 0.010543731257444
208 => 0.010484974418195
209 => 0.010299521671182
210 => 0.010026957365702
211 => 0.010064859104113
212 => 0.0095248378946272
213 => 0.0092306056786044
214 => 0.0091491660791276
215 => 0.009040261643112
216 => 0.0091614671249592
217 => 0.0095233080823909
218 => 0.0090868511188868
219 => 0.0083385762688555
220 => 0.0083835488623407
221 => 0.008484588927419
222 => 0.0082963014345924
223 => 0.0081181031244034
224 => 0.0082730320974269
225 => 0.0079559781791355
226 => 0.0085229033787015
227 => 0.0085075696408428
228 => 0.0087188842968218
301 => 0.0088510236878188
302 => 0.0085464851722066
303 => 0.0084698945590899
304 => 0.0085135240531705
305 => 0.0077924257019174
306 => 0.0086599551773541
307 => 0.0086674576082826
308 => 0.0086032172398147
309 => 0.0090651499035171
310 => 0.01003997190434
311 => 0.0096732046555064
312 => 0.0095311812911592
313 => 0.0092611947717167
314 => 0.0096209357786605
315 => 0.0095933132821612
316 => 0.0094683938774703
317 => 0.009392842231741
318 => 0.0095320484555372
319 => 0.0093755930400856
320 => 0.0093474893483632
321 => 0.0091772115536437
322 => 0.0091164301280748
323 => 0.0090714299803619
324 => 0.0090218892393532
325 => 0.0091311637692349
326 => 0.0088835333082612
327 => 0.0085849152478404
328 => 0.0085600883872086
329 => 0.0086286375322129
330 => 0.0085983096384322
331 => 0.0085599431889212
401 => 0.0084866911883239
402 => 0.008464958884528
403 => 0.0085355783288496
404 => 0.0084558530935799
405 => 0.0085734920210787
406 => 0.0085415007420578
407 => 0.0083628000580057
408 => 0.0081400728422098
409 => 0.008138090102803
410 => 0.0080901038895056
411 => 0.0080289862320959
412 => 0.0080119846979871
413 => 0.0082599844114509
414 => 0.0087733363963139
415 => 0.0086725531182134
416 => 0.0087453793653268
417 => 0.0091036124223388
418 => 0.009217483938719
419 => 0.009136660633587
420 => 0.009026024708558
421 => 0.0090308921277724
422 => 0.0094089685753687
423 => 0.0094325487396473
424 => 0.0094921282075299
425 => 0.0095687046609147
426 => 0.0091497019347244
427 => 0.0090111571370491
428 => 0.0089455069257379
429 => 0.0087433296847284
430 => 0.0089613605057905
501 => 0.0088343232833682
502 => 0.0088514649448825
503 => 0.0088403014153337
504 => 0.0088463974573419
505 => 0.0085227449115543
506 => 0.0086406668885623
507 => 0.0084445987304429
508 => 0.0081820854764047
509 => 0.0081812054399281
510 => 0.0082454551869517
511 => 0.0082072369233292
512 => 0.0081043925586026
513 => 0.0081190011152003
514 => 0.0079910147875587
515 => 0.0081345409726432
516 => 0.0081386567900701
517 => 0.0080833913908884
518 => 0.008304513281808
519 => 0.008395107100936
520 => 0.0083587302312951
521 => 0.0083925548027887
522 => 0.0086767411184277
523 => 0.0087230758877951
524 => 0.0087436547316451
525 => 0.0087160818070605
526 => 0.0083977492069504
527 => 0.00841186861142
528 => 0.008308269789794
529 => 0.0082207397024949
530 => 0.008224240446952
531 => 0.0082692422899386
601 => 0.0084657679775844
602 => 0.0088793447014127
603 => 0.0088950396357614
604 => 0.0089140623540455
605 => 0.0088366873987319
606 => 0.0088133503718307
607 => 0.0088441379341111
608 => 0.00899945560675
609 => 0.0093989748291139
610 => 0.0092577580529388
611 => 0.0091429466157384
612 => 0.0092436671991044
613 => 0.0092281620547692
614 => 0.0090972830327546
615 => 0.0090936096945128
616 => 0.0088424110067124
617 => 0.00874954857135
618 => 0.0086719457697283
619 => 0.0085872055362299
620 => 0.0085369686852937
621 => 0.0086141553205721
622 => 0.0086318088173058
623 => 0.0084630388902779
624 => 0.0084400361728503
625 => 0.0085778573384132
626 => 0.0085172073819399
627 => 0.0085795873662192
628 => 0.0085940600576576
629 => 0.0085917296210017
630 => 0.0085284041008404
701 => 0.008568765898997
702 => 0.0084732982139256
703 => 0.0083694914451931
704 => 0.008303269194132
705 => 0.0082454814969742
706 => 0.008277545469998
707 => 0.0081632432608183
708 => 0.0081266756836528
709 => 0.0085550922299508
710 => 0.0088715681389551
711 => 0.0088669664539
712 => 0.0088389548795841
713 => 0.0087973353620911
714 => 0.0089964108798134
715 => 0.0089270569500796
716 => 0.0089775177286757
717 => 0.0089903621146606
718 => 0.0090292382025553
719 => 0.0090431330624651
720 => 0.0090011331452172
721 => 0.0088601762930755
722 => 0.0085089252193137
723 => 0.0083454168962935
724 => 0.0082914564262503
725 => 0.0082934177868508
726 => 0.0082393147055884
727 => 0.0082552504877502
728 => 0.0082337728908874
729 => 0.008193099518418
730 => 0.0082750340038626
731 => 0.0082844761900375
801 => 0.0082653517020906
802 => 0.0082698562113186
803 => 0.0081115136192935
804 => 0.0081235520626632
805 => 0.0080565204802096
806 => 0.0080439528665773
807 => 0.0078745028632423
808 => 0.0075742976201636
809 => 0.0077406404664573
810 => 0.0075397216994783
811 => 0.0074636307180072
812 => 0.0078238335897158
813 => 0.0077876792118687
814 => 0.0077257986329248
815 => 0.0076342643596241
816 => 0.0076003134072687
817 => 0.0073940381683228
818 => 0.0073818503267702
819 => 0.0074840859050918
820 => 0.0074369077034079
821 => 0.0073706516404614
822 => 0.0071306788967387
823 => 0.0068608700805494
824 => 0.0068690139127524
825 => 0.0069548350772107
826 => 0.0072043716874342
827 => 0.0071068734167927
828 => 0.0070361373027785
829 => 0.0070228905549435
830 => 0.0071887013380444
831 => 0.0074233583345653
901 => 0.0075334541471785
902 => 0.0074243525405384
903 => 0.0072990224892778
904 => 0.0073066507487745
905 => 0.0073573981416855
906 => 0.007362730975151
907 => 0.0072811539959178
908 => 0.0073041174377321
909 => 0.0072692338697951
910 => 0.0070551534777559
911 => 0.0070512814423202
912 => 0.0069987426616011
913 => 0.0069971518082012
914 => 0.006907770235785
915 => 0.0068952651359383
916 => 0.0067177925988323
917 => 0.0068346055601918
918 => 0.0067562535586676
919 => 0.0066381586110019
920 => 0.0066177989975117
921 => 0.0066171869629452
922 => 0.0067384440686508
923 => 0.0068331886003123
924 => 0.0067576165252795
925 => 0.0067404102286977
926 => 0.0069241284608491
927 => 0.006900748641179
928 => 0.0068805018681283
929 => 0.0074023473742673
930 => 0.0069892659360456
1001 => 0.0068091388511168
1002 => 0.0065861973783117
1003 => 0.0066587882460255
1004 => 0.0066740842084346
1005 => 0.0061379501545592
1006 => 0.0059204406356732
1007 => 0.0058457995654648
1008 => 0.00580284257429
1009 => 0.0058224186145883
1010 => 0.005626634536269
1011 => 0.0057582046748693
1012 => 0.0055886722122609
1013 => 0.0055602495431983
1014 => 0.0058633945873842
1015 => 0.005905575449335
1016 => 0.0057256187876862
1017 => 0.0058411800968019
1018 => 0.0057992759596942
1019 => 0.0055915783597447
1020 => 0.0055836458391468
1021 => 0.0054794304844157
1022 => 0.0053163536343309
1023 => 0.005241823137906
1024 => 0.0052030070082645
1025 => 0.0052190232998659
1026 => 0.0052109249727256
1027 => 0.0051580779102158
1028 => 0.0052139541044881
1029 => 0.00507121351776
1030 => 0.0050143730659858
1031 => 0.0049886995526078
1101 => 0.004862009066045
1102 => 0.0050636299696816
1103 => 0.0051033518276512
1104 => 0.0051431519499517
1105 => 0.0054895848418802
1106 => 0.0054722780336087
1107 => 0.0056287231516261
1108 => 0.005622643982024
1109 => 0.0055780233001226
1110 => 0.0053897759829263
1111 => 0.0054648080083749
1112 => 0.0052338710966096
1113 => 0.0054069047330878
1114 => 0.0053279394074566
1115 => 0.0053802064770599
1116 => 0.0052862255731814
1117 => 0.0053382384857642
1118 => 0.0051127713537596
1119 => 0.0049022333183018
1120 => 0.0049869599697584
1121 => 0.0050790675295596
1122 => 0.0052787801877784
1123 => 0.0051598329761369
1124 => 0.0052026108913352
1125 => 0.0050593120363574
1126 => 0.0047636455672439
1127 => 0.0047653190073498
1128 => 0.0047198371625209
1129 => 0.0046805342081306
1130 => 0.0051734954942582
1201 => 0.0051121879657635
1202 => 0.0050145024428382
1203 => 0.0051452583971421
1204 => 0.0051798323468361
1205 => 0.0051808166185786
1206 => 0.005276212787539
1207 => 0.0053271257400139
1208 => 0.005336099368557
1209 => 0.0054862073015869
1210 => 0.005536521500767
1211 => 0.0057437585664579
1212 => 0.0053228061317054
1213 => 0.0053141368933272
1214 => 0.0051470984015661
1215 => 0.0050411599493172
1216 => 0.0051543520980259
1217 => 0.0052546248895127
1218 => 0.0051502141567069
1219 => 0.0051638479941805
1220 => 0.0050236851160591
1221 => 0.0050737867497111
1222 => 0.0051169410260311
1223 => 0.0050931137711383
1224 => 0.0050574432173117
1225 => 0.0052464036641066
1226 => 0.0052357417751565
1227 => 0.0054117060873938
1228 => 0.0055488828521115
1229 => 0.0057947281377654
1230 => 0.005538175765981
1231 => 0.0055288259778498
]
'min_raw' => 0.0046805342081306
'max_raw' => 0.013532800872102
'avg_raw' => 0.0091066675401165
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.00468'
'max' => '$0.013532'
'avg' => '$0.0091066'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.00082301635407433
'max_diff' => -0.0045713870464858
'year' => 2030
]
5 => [
'items' => [
101 => 0.005620221656585
102 => 0.0055365075085648
103 => 0.0055894119603994
104 => 0.0057862044126752
105 => 0.0057903623270903
106 => 0.0057207119034672
107 => 0.0057164736688599
108 => 0.0057298507946089
109 => 0.0058082010379475
110 => 0.0057808230554652
111 => 0.0058125055499194
112 => 0.005852124994374
113 => 0.0060160078149346
114 => 0.0060555194081491
115 => 0.0059595267210502
116 => 0.0059681937859107
117 => 0.0059322898858775
118 => 0.00589760716832
119 => 0.0059755688523851
120 => 0.0061180453623548
121 => 0.0061171590233808
122 => 0.0061502108043462
123 => 0.0061708017900719
124 => 0.0060824102058145
125 => 0.0060248705347115
126 => 0.0060469349059568
127 => 0.0060822163160775
128 => 0.0060354936201656
129 => 0.0057470994969395
130 => 0.0058345798512383
131 => 0.0058200188427122
201 => 0.0057992821958919
202 => 0.005887244368605
203 => 0.0058787602024617
204 => 0.0056246264875641
205 => 0.005640895303457
206 => 0.0056256158481426
207 => 0.0056749868941461
208 => 0.0055338413100586
209 => 0.0055772567410939
210 => 0.0056044864924449
211 => 0.0056205250251794
212 => 0.0056784672031413
213 => 0.0056716683573235
214 => 0.0056780445773392
215 => 0.0057639575310889
216 => 0.006198475769389
217 => 0.0062221256383893
218 => 0.006105665033899
219 => 0.006152188748309
220 => 0.0060628733902596
221 => 0.0061228313884791
222 => 0.0061638531280928
223 => 0.0059784837748053
224 => 0.0059675074047408
225 => 0.0058778234104375
226 => 0.005926014509015
227 => 0.0058493390061156
228 => 0.0058681524925319
301 => 0.0058155483443817
302 => 0.0059102253376706
303 => 0.006016088927485
304 => 0.006042834250952
305 => 0.0059724788194961
306 => 0.0059215368504732
307 => 0.0058320995341968
308 => 0.0059808357844051
309 => 0.0060243307966211
310 => 0.0059806073236223
311 => 0.0059704756395517
312 => 0.0059512761165455
313 => 0.0059745489091195
314 => 0.0060240939134435
315 => 0.0060007294043569
316 => 0.0060161620742383
317 => 0.0059573486507504
318 => 0.0060824394671068
319 => 0.0062811137882251
320 => 0.006281752558654
321 => 0.006258387923624
322 => 0.0062488276183677
323 => 0.0062728011517932
324 => 0.0062858058102307
325 => 0.0063633318213344
326 => 0.0064465203200212
327 => 0.006834724745407
328 => 0.0067257184961838
329 => 0.0070701565567707
330 => 0.0073425623430104
331 => 0.0074242449274423
401 => 0.0073491007932275
402 => 0.0070920367692851
403 => 0.0070794239818818
404 => 0.0074635861632833
405 => 0.0073550427512948
406 => 0.007342131857821
407 => 0.007204781764559
408 => 0.0072859726808168
409 => 0.0072682150364324
410 => 0.0072401837260378
411 => 0.0073950903384495
412 => 0.0076850616882755
413 => 0.007639866934071
414 => 0.0076061311465817
415 => 0.0074583107461435
416 => 0.007547331644089
417 => 0.0075156330074136
418 => 0.0076518304670231
419 => 0.0075711501090936
420 => 0.0073542204281935
421 => 0.0073887671948865
422 => 0.0073835455205993
423 => 0.0074910072074177
424 => 0.0074587498763979
425 => 0.007377246759006
426 => 0.0076840705977257
427 => 0.0076641471642831
428 => 0.0076923940377737
429 => 0.0077048291850479
430 => 0.0078915874488341
501 => 0.0079680963339095
502 => 0.0079854651902981
503 => 0.0080581427137101
504 => 0.0079836569073079
505 => 0.0082816532403968
506 => 0.0084798034133328
507 => 0.0087099650359126
508 => 0.0090462930281137
509 => 0.0091727554643891
510 => 0.0091499111571973
511 => 0.0094049112024259
512 => 0.0098631406153691
513 => 0.0092425324228335
514 => 0.0098960343565279
515 => 0.0096891431893629
516 => 0.0091986079538278
517 => 0.0091670232676899
518 => 0.0094992194244254
519 => 0.01023599852737
520 => 0.010051443718562
521 => 0.010236300392922
522 => 0.01002065526304
523 => 0.010009946664742
524 => 0.010225826990292
525 => 0.010730243137966
526 => 0.010490613933963
527 => 0.010147046710533
528 => 0.010400731401815
529 => 0.010180966244817
530 => 0.0096857738377041
531 => 0.010051302592977
601 => 0.0098068839239857
602 => 0.0098782182856086
603 => 0.010391949973296
604 => 0.010330136417468
605 => 0.01041012888249
606 => 0.010268944275493
607 => 0.010137055589788
608 => 0.009890875563738
609 => 0.0098179937945531
610 => 0.0098381356935445
611 => 0.0098179838132283
612 => 0.0096802483511644
613 => 0.0096505043912456
614 => 0.0096009298216015
615 => 0.0096162950536787
616 => 0.0095230803591959
617 => 0.0096989957468236
618 => 0.0097316471929283
619 => 0.0098596637419179
620 => 0.0098729548447126
621 => 0.010229479111447
622 => 0.010033111536477
623 => 0.010164851859327
624 => 0.010153067764864
625 => 0.0092092393398148
626 => 0.0093392905693178
627 => 0.0095416094701005
628 => 0.0094504650795347
629 => 0.0093216082357774
630 => 0.0092175494255766
701 => 0.0090598896875626
702 => 0.0092817927412301
703 => 0.009573571660044
704 => 0.0098803548396022
705 => 0.010248934728611
706 => 0.010166671988127
707 => 0.009873464494956
708 => 0.0098866175689115
709 => 0.0099679246965603
710 => 0.0098626245787236
711 => 0.009831569518271
712 => 0.009963658208137
713 => 0.0099645678303494
714 => 0.0098434073188339
715 => 0.009708759582424
716 => 0.0097081954034921
717 => 0.0096842361393408
718 => 0.010024917562907
719 => 0.010212257899091
720 => 0.010233736166721
721 => 0.01021081224055
722 => 0.010219634749915
723 => 0.010110625536052
724 => 0.010359788273265
725 => 0.010588444640572
726 => 0.010527159849603
727 => 0.010435285235794
728 => 0.010362102680614
729 => 0.010509920365377
730 => 0.010503338276562
731 => 0.010586447526679
801 => 0.010582677211031
802 => 0.010554730696114
803 => 0.010527160847661
804 => 0.010636472180423
805 => 0.010604992272073
806 => 0.010573463466732
807 => 0.0105102276208
808 => 0.010518822422499
809 => 0.010426963672137
810 => 0.010384465611049
811 => 0.009745396739396
812 => 0.0095746166547125
813 => 0.0096283475459031
814 => 0.009646037150405
815 => 0.0095717134386901
816 => 0.0096782745490943
817 => 0.0096616671129139
818 => 0.0097262769320664
819 => 0.0096859115220922
820 => 0.0096875681325975
821 => 0.0098062741965189
822 => 0.009840735071887
823 => 0.0098232079925415
824 => 0.009835483358122
825 => 0.010118363976817
826 => 0.010078147398852
827 => 0.010056783143354
828 => 0.010062701188132
829 => 0.010134983251238
830 => 0.010155218282453
831 => 0.010069481033304
901 => 0.010109915215644
902 => 0.010282078832185
903 => 0.010342326354358
904 => 0.010534607524682
905 => 0.010452923066003
906 => 0.010602858425129
907 => 0.011063708602351
908 => 0.011431867612323
909 => 0.011093293371938
910 => 0.011769370508984
911 => 0.01229579353768
912 => 0.012275588545035
913 => 0.012183794513598
914 => 0.011584475891108
915 => 0.011032973959356
916 => 0.011494328743276
917 => 0.011495504831499
918 => 0.011455874046405
919 => 0.011209730643845
920 => 0.011447308789542
921 => 0.011466166879991
922 => 0.01145561136411
923 => 0.011266893794482
924 => 0.010978756946496
925 => 0.011035058196891
926 => 0.011127280793551
927 => 0.010952684178424
928 => 0.010896889980709
929 => 0.011000622009541
930 => 0.011334868219867
1001 => 0.011271680909961
1002 => 0.01127003083394
1003 => 0.011540372941305
1004 => 0.01134686633591
1005 => 0.01103576833596
1006 => 0.010957211988094
1007 => 0.010678389875067
1008 => 0.010870973301665
1009 => 0.010877904036338
1010 => 0.010772428061745
1011 => 0.011044327129986
1012 => 0.011041821532206
1013 => 0.011299949230665
1014 => 0.011793392441783
1015 => 0.01164745700339
1016 => 0.011477749966269
1017 => 0.01149620182667
1018 => 0.011698573192194
1019 => 0.011576214844909
1020 => 0.011620215759705
1021 => 0.011698506591539
1022 => 0.011745741394237
1023 => 0.011489405465464
1024 => 0.011429641298502
1025 => 0.01130738478727
1026 => 0.011275490345516
1027 => 0.011375065722948
1028 => 0.011348831129045
1029 => 0.010877321534926
1030 => 0.010828046158886
1031 => 0.01082955736432
1101 => 0.010705652088351
1102 => 0.010516666801825
1103 => 0.011013308851091
1104 => 0.010973421544034
1105 => 0.010929389044075
1106 => 0.010934782774074
1107 => 0.0111503582549
1108 => 0.011025313589198
1109 => 0.011357765327384
1110 => 0.011289423244427
1111 => 0.01121932844492
1112 => 0.011209639208489
1113 => 0.011182658690886
1114 => 0.011090132457018
1115 => 0.010978401469657
1116 => 0.01090462699383
1117 => 0.010058941985406
1118 => 0.010215896203846
1119 => 0.010396457725334
1120 => 0.010458786838997
1121 => 0.010352168577033
1122 => 0.011094342395846
1123 => 0.011229944704308
1124 => 0.010819196466857
1125 => 0.01074236224237
1126 => 0.011099379634812
1127 => 0.010884054503568
1128 => 0.010981015396983
1129 => 0.010771438980194
1130 => 0.011197282079099
1201 => 0.011194037868167
1202 => 0.011028375284591
1203 => 0.011168392165821
1204 => 0.011144060787061
1205 => 0.010957028138212
1206 => 0.011203211347671
1207 => 0.011203333451472
1208 => 0.011043886816594
1209 => 0.010857688054414
1210 => 0.010824400113555
1211 => 0.010799322121723
1212 => 0.010974847748301
1213 => 0.011132223476236
1214 => 0.011425060689173
1215 => 0.011498686922145
1216 => 0.011786055011014
1217 => 0.011614941305791
1218 => 0.011690793795023
1219 => 0.011773142402073
1220 => 0.011812623352563
1221 => 0.011748291262405
1222 => 0.012194692189842
1223 => 0.012232382105488
1224 => 0.012245019208188
1225 => 0.012094495327103
1226 => 0.01222819576406
1227 => 0.012165641757301
1228 => 0.012328389904884
1229 => 0.012353910892498
1230 => 0.012332295523924
1231 => 0.012340396288214
]
'min_raw' => 0.0055338413100586
'max_raw' => 0.012353910892498
'avg_raw' => 0.0089438761012782
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.005533'
'max' => '$0.012353'
'avg' => '$0.008943'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.00085330710192806
'max_diff' => -0.0011788899796047
'year' => 2031
]
6 => [
'items' => [
101 => 0.011959471847167
102 => 0.011939718905362
103 => 0.011670386142248
104 => 0.011780141234024
105 => 0.011574959350648
106 => 0.011640024639474
107 => 0.011668704798824
108 => 0.011653723911164
109 => 0.011786346622238
110 => 0.011673590224795
111 => 0.011376007553076
112 => 0.011078343805156
113 => 0.011074606879273
114 => 0.010996237268647
115 => 0.010939590394275
116 => 0.010950502591935
117 => 0.010988958599788
118 => 0.010937355261189
119 => 0.010948367449835
120 => 0.011131243155185
121 => 0.011167917573684
122 => 0.011043283570006
123 => 0.010542860060642
124 => 0.010420054876226
125 => 0.010508324807451
126 => 0.010466137465637
127 => 0.0084469897833069
128 => 0.0089213585808295
129 => 0.0086395047493838
130 => 0.0087693959623853
131 => 0.008481696186175
201 => 0.0086190015990197
202 => 0.0085936463028582
203 => 0.0093564172916814
204 => 0.0093445076718481
205 => 0.0093502081766192
206 => 0.0090781082313067
207 => 0.0095115708325081
208 => 0.0097251100966709
209 => 0.0096855896620379
210 => 0.0096955361040007
211 => 0.009524623276941
212 => 0.0093518629863821
213 => 0.0091602452365341
214 => 0.0095162473310819
215 => 0.0094766659753266
216 => 0.009567451364507
217 => 0.0097983441703765
218 => 0.0098323440131173
219 => 0.0098780401465532
220 => 0.0098616613355887
221 => 0.010251871062067
222 => 0.010204614089504
223 => 0.010318489796622
224 => 0.010084238827309
225 => 0.009819161620225
226 => 0.0098695441312648
227 => 0.0098646918903011
228 => 0.0098029172936903
229 => 0.0097471499499988
301 => 0.0096543130351042
302 => 0.0099480627711089
303 => 0.0099361370682771
304 => 0.010129200335011
305 => 0.010095074527299
306 => 0.0098671740313988
307 => 0.0098753135421947
308 => 0.0099300556640125
309 => 0.010119518772659
310 => 0.010175764322937
311 => 0.01014970914305
312 => 0.010211379821224
313 => 0.010260121810736
314 => 0.010217501064662
315 => 0.010820920949873
316 => 0.010570338943245
317 => 0.010692470869737
318 => 0.010721598614562
319 => 0.010646988508683
320 => 0.010663168769061
321 => 0.010687677454676
322 => 0.010836489394438
323 => 0.011227014983455
324 => 0.011399976108433
325 => 0.011920338186681
326 => 0.011385614094739
327 => 0.011353885780031
328 => 0.011447618703753
329 => 0.011753126329604
330 => 0.012000711565485
331 => 0.012082849871762
401 => 0.012093705804892
402 => 0.012247802727918
403 => 0.012336128210459
404 => 0.012229091308311
405 => 0.012138388740971
406 => 0.011813503403178
407 => 0.011851109765661
408 => 0.012110180310734
409 => 0.012476132714827
410 => 0.012790157948398
411 => 0.012680197256486
412 => 0.013519119715624
413 => 0.013602295450757
414 => 0.013590803253555
415 => 0.013780289956396
416 => 0.013404197439552
417 => 0.013243410602152
418 => 0.012157999665548
419 => 0.012462955865397
420 => 0.012906227611327
421 => 0.01284755893357
422 => 0.012525643142987
423 => 0.012789913746404
424 => 0.012702537620408
425 => 0.012633620444597
426 => 0.01294934338724
427 => 0.012602193042621
428 => 0.012902764521084
429 => 0.012517278490941
430 => 0.012680699547664
501 => 0.012587933852081
502 => 0.012647964626059
503 => 0.012297025948012
504 => 0.012486383940132
505 => 0.012289148032989
506 => 0.012289054517488
507 => 0.012284700523906
508 => 0.012516747693981
509 => 0.012524314743867
510 => 0.012352831534577
511 => 0.012328118125047
512 => 0.012419496552901
513 => 0.012312516345933
514 => 0.012362571711448
515 => 0.012314032471962
516 => 0.012303105266761
517 => 0.012216035436608
518 => 0.012178523359743
519 => 0.012193232811649
520 => 0.012143021869052
521 => 0.012112767959928
522 => 0.012278682259901
523 => 0.012190040942389
524 => 0.012265096706697
525 => 0.012179561190476
526 => 0.011883057825202
527 => 0.011712535604366
528 => 0.01115246823324
529 => 0.01131130264493
530 => 0.011416610024206
531 => 0.011381805935984
601 => 0.01145657858488
602 => 0.011461169018244
603 => 0.011436859667871
604 => 0.011408712554359
605 => 0.011395012096135
606 => 0.011497124087165
607 => 0.011556403534889
608 => 0.011427179028548
609 => 0.011396903534755
610 => 0.011527556645347
611 => 0.011607254967332
612 => 0.012195702598252
613 => 0.012152108497092
614 => 0.012261521136092
615 => 0.012249202952014
616 => 0.012363884828486
617 => 0.012551341228341
618 => 0.012170189953803
619 => 0.012236344635843
620 => 0.012220125035542
621 => 0.012397206378627
622 => 0.012397759207251
623 => 0.012291590096202
624 => 0.012349146093699
625 => 0.012317019914862
626 => 0.012375076262133
627 => 0.012151526271293
628 => 0.012423786029406
629 => 0.012578139768225
630 => 0.012580282970038
701 => 0.012653445417211
702 => 0.012727782700822
703 => 0.0128704666433
704 => 0.012723803323108
705 => 0.012459970287469
706 => 0.012479018180466
707 => 0.012324332968204
708 => 0.012326933254568
709 => 0.012313052722167
710 => 0.01235470924478
711 => 0.012160667535457
712 => 0.01220620873679
713 => 0.012142450788235
714 => 0.012236206038515
715 => 0.012135340887512
716 => 0.012220117213959
717 => 0.012256703866074
718 => 0.012391709400033
719 => 0.012115400460377
720 => 0.011551987827947
721 => 0.011670423994001
722 => 0.011495247601446
723 => 0.011511460843521
724 => 0.01154421417283
725 => 0.011438049916317
726 => 0.01145830271084
727 => 0.011457579138503
728 => 0.011451343783007
729 => 0.01142372635963
730 => 0.011383675631793
731 => 0.011543225404533
801 => 0.011570336019953
802 => 0.011630599559737
803 => 0.011809902976984
804 => 0.011791986337335
805 => 0.011821209119956
806 => 0.011757415949573
807 => 0.011514420025732
808 => 0.011527615873485
809 => 0.011363063440553
810 => 0.011626391584062
811 => 0.011564032003918
812 => 0.011523828376925
813 => 0.011512858444817
814 => 0.011692606320554
815 => 0.011746389702177
816 => 0.011712875508018
817 => 0.011644136918032
818 => 0.011776135331545
819 => 0.011811452538435
820 => 0.011819358758609
821 => 0.012053234639167
822 => 0.011832429822295
823 => 0.011885579736327
824 => 0.012300240193295
825 => 0.011924200378057
826 => 0.012123397054877
827 => 0.012113647414116
828 => 0.01221554969353
829 => 0.0121052884529
830 => 0.012106655273124
831 => 0.012197137593785
901 => 0.01207007149299
902 => 0.012038608139498
903 => 0.011995141741994
904 => 0.012090049030758
905 => 0.012146941658084
906 => 0.012605454451301
907 => 0.012901674626443
908 => 0.012888814927415
909 => 0.013006328504183
910 => 0.012953387561548
911 => 0.012782427292664
912 => 0.013074235625265
913 => 0.012981895259051
914 => 0.012989507686648
915 => 0.012989224351713
916 => 0.01305062262271
917 => 0.01300711632064
918 => 0.012921360933428
919 => 0.012978289361495
920 => 0.01314734644057
921 => 0.013672104801323
922 => 0.013965766532124
923 => 0.013654425996396
924 => 0.013869184528925
925 => 0.013740405935697
926 => 0.013717003034476
927 => 0.013851887263435
928 => 0.013987007589382
929 => 0.01397840100876
930 => 0.013880310590629
1001 => 0.013824901802378
1002 => 0.014244475710315
1003 => 0.014553610618427
1004 => 0.014532529690161
1005 => 0.014625574051644
1006 => 0.014898755174713
1007 => 0.01492373143299
1008 => 0.01492058499852
1009 => 0.014858678736379
1010 => 0.015127661029092
1011 => 0.015352050789967
1012 => 0.014844349225337
1013 => 0.015037675334847
1014 => 0.015124465653984
1015 => 0.015251899592004
1016 => 0.015466902005852
1017 => 0.015700451653865
1018 => 0.015733478134836
1019 => 0.015710044266125
1020 => 0.015556011995109
1021 => 0.015811564806791
1022 => 0.015961261650424
1023 => 0.016050402695056
1024 => 0.016276449552587
1025 => 0.015125001641448
1026 => 0.014309949579269
1027 => 0.014182667430265
1028 => 0.014441500685387
1029 => 0.014509752950607
1030 => 0.014482240548078
1031 => 0.013564825350804
1101 => 0.014177837429115
1102 => 0.014837386881858
1103 => 0.014862722862438
1104 => 0.015192907109009
1105 => 0.015300428634403
1106 => 0.015566270231132
1107 => 0.015549641766875
1108 => 0.015614369965215
1109 => 0.015599490073353
1110 => 0.016091905651741
1111 => 0.016635113159123
1112 => 0.016616303610437
1113 => 0.016538211104311
1114 => 0.016654191792659
1115 => 0.017214840153932
1116 => 0.017163224637033
1117 => 0.017213364715101
1118 => 0.017874400729799
1119 => 0.018733841580183
1120 => 0.018334545018729
1121 => 0.019200903662593
1122 => 0.019746230505208
1123 => 0.020689316891661
1124 => 0.020571237831279
1125 => 0.020938374440838
1126 => 0.020359851669351
1127 => 0.019031446447275
1128 => 0.01882122123595
1129 => 0.019242097432772
1130 => 0.02027678049416
1201 => 0.019209511581045
1202 => 0.019425418692154
1203 => 0.01936323742963
1204 => 0.019359924054403
1205 => 0.01948638211033
1206 => 0.019302948104599
1207 => 0.018555604966104
1208 => 0.018898107922355
1209 => 0.018765851082604
1210 => 0.018912599906709
1211 => 0.019704542786585
1212 => 0.019354405961831
1213 => 0.018985565259759
1214 => 0.019448173352462
1215 => 0.020037232423859
1216 => 0.020000370165812
1217 => 0.019928841977972
1218 => 0.020332042627732
1219 => 0.020998011974429
1220 => 0.02117802081276
1221 => 0.021310899657097
1222 => 0.021329221404724
1223 => 0.021517946792191
1224 => 0.02050312281886
1225 => 0.022113674527065
1226 => 0.022391772316479
1227 => 0.022339501458042
1228 => 0.022648595446832
1229 => 0.022557652154372
1230 => 0.022425889592164
1231 => 0.022915869310572
]
'min_raw' => 0.0084469897833069
'max_raw' => 0.022915869310572
'avg_raw' => 0.01568142954694
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.008446'
'max' => '$0.022915'
'avg' => '$0.015681'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0029131484732483
'max_diff' => 0.010561958418074
'year' => 2032
]
7 => [
'items' => [
101 => 0.022354147102741
102 => 0.021556853147584
103 => 0.021119441915099
104 => 0.021695460310993
105 => 0.022047214645094
106 => 0.022279701884158
107 => 0.022350052382225
108 => 0.020581900715076
109 => 0.01962896503267
110 => 0.020239785879662
111 => 0.020985029469596
112 => 0.020498982953089
113 => 0.020518035056329
114 => 0.019825060454567
115 => 0.021046342345296
116 => 0.020868411846414
117 => 0.021791515589366
118 => 0.02157120947274
119 => 0.022323964740437
120 => 0.022125739050876
121 => 0.022948562805593
122 => 0.023276809478414
123 => 0.023827986729594
124 => 0.024233434959258
125 => 0.024471521914705
126 => 0.024457228066942
127 => 0.025400647198874
128 => 0.024844345897328
129 => 0.024145500352435
130 => 0.024132860441358
131 => 0.024494802451775
201 => 0.02525333361167
202 => 0.025450009705251
203 => 0.025559924810516
204 => 0.02539158600063
205 => 0.024787760808274
206 => 0.024527032151679
207 => 0.024749180521135
208 => 0.024477512154717
209 => 0.024946487971835
210 => 0.025590491936567
211 => 0.025457507664517
212 => 0.025902054147862
213 => 0.02636211299047
214 => 0.027020017797936
215 => 0.027192018476752
216 => 0.027476329058234
217 => 0.027768978037741
218 => 0.027862969002847
219 => 0.028042426918919
220 => 0.028041481087118
221 => 0.028582289596111
222 => 0.029178818128975
223 => 0.029403993840464
224 => 0.029921772972772
225 => 0.02903509435384
226 => 0.02970765027173
227 => 0.030314312544833
228 => 0.02959102477309
301 => 0.030587908462001
302 => 0.030626615196655
303 => 0.031211040935169
304 => 0.030618613486761
305 => 0.030266831958991
306 => 0.03128241204858
307 => 0.031773819263459
308 => 0.031625803411133
309 => 0.030499395466487
310 => 0.029843777728794
311 => 0.028127899650033
312 => 0.030160431354742
313 => 0.031150418258343
314 => 0.03049683163957
315 => 0.030826462713216
316 => 0.032624822967793
317 => 0.033309522117532
318 => 0.033167109480794
319 => 0.033191174872092
320 => 0.033560626105122
321 => 0.03519897633289
322 => 0.034217238899751
323 => 0.034967740382386
324 => 0.035365803662642
325 => 0.03573554702165
326 => 0.034827574190513
327 => 0.033646314877974
328 => 0.0332721604678
329 => 0.030431845331118
330 => 0.03028399459339
331 => 0.030201001493967
401 => 0.029677741741716
402 => 0.029266602909355
403 => 0.028939650045255
404 => 0.028081628093468
405 => 0.028371185314697
406 => 0.027003677406647
407 => 0.027878560504713
408 => 0.025695984863832
409 => 0.027513698713143
410 => 0.02652439970627
411 => 0.027188687382274
412 => 0.027186369745152
413 => 0.02596320552103
414 => 0.025257709923342
415 => 0.025707279176488
416 => 0.026189253102712
417 => 0.026267451750687
418 => 0.026892343526843
419 => 0.027066737389565
420 => 0.026538315843848
421 => 0.025650755834912
422 => 0.0258569157819
423 => 0.025253532098596
424 => 0.024196125402426
425 => 0.024955573352165
426 => 0.025214882272775
427 => 0.02532940786462
428 => 0.024289569822916
429 => 0.02396283013423
430 => 0.023788876665586
501 => 0.025516525801455
502 => 0.025611170321066
503 => 0.025126955577352
504 => 0.027315652134062
505 => 0.0268202826952
506 => 0.027373731726867
507 => 0.025838208927577
508 => 0.025896867966365
509 => 0.025169926865337
510 => 0.025576965307691
511 => 0.025289283656096
512 => 0.025544080623981
513 => 0.025696804875964
514 => 0.026423626693111
515 => 0.027521997850785
516 => 0.026315063751001
517 => 0.02578918528011
518 => 0.026115437325798
519 => 0.026984289516456
520 => 0.028300645061029
521 => 0.027521336084518
522 => 0.027867180174769
523 => 0.027942731722956
524 => 0.027368098135263
525 => 0.028321832621056
526 => 0.028832946680118
527 => 0.029357243944563
528 => 0.029812476568805
529 => 0.0291478280876
530 => 0.029859097236106
531 => 0.029285939858316
601 => 0.028771758438518
602 => 0.028772538239487
603 => 0.028449984723856
604 => 0.027824996642961
605 => 0.027709739251807
606 => 0.028309322755996
607 => 0.028790131945586
608 => 0.028829733693362
609 => 0.029095934365587
610 => 0.029253469181325
611 => 0.030797524533755
612 => 0.031418556369598
613 => 0.032177942342936
614 => 0.032473765976199
615 => 0.03336408905368
616 => 0.032645080860109
617 => 0.032489518914656
618 => 0.030329886351147
619 => 0.030683526062437
620 => 0.031249737361369
621 => 0.030339222966918
622 => 0.030916734778673
623 => 0.031030747843686
624 => 0.030308284036207
625 => 0.0306941831716
626 => 0.029669349479117
627 => 0.027544336424734
628 => 0.028324198368053
629 => 0.028898439257027
630 => 0.02807892670507
701 => 0.029547871234938
702 => 0.028689744165759
703 => 0.028417759082193
704 => 0.027356648301518
705 => 0.027857451744097
706 => 0.028534795571
707 => 0.028116275835646
708 => 0.02898476712756
709 => 0.030214782415078
710 => 0.03109136455764
711 => 0.031158657649982
712 => 0.030595074058757
713 => 0.031498220360437
714 => 0.031504798795258
715 => 0.030486046077501
716 => 0.029862065710314
717 => 0.029720296058024
718 => 0.030074464445024
719 => 0.030504490249932
720 => 0.031182521089327
721 => 0.031592240925206
722 => 0.032660572958568
723 => 0.032949632975316
724 => 0.0332672222962
725 => 0.033691619569822
726 => 0.034201217310032
727 => 0.033086246465868
728 => 0.033130546336072
729 => 0.032092300923809
730 => 0.030982786801352
731 => 0.031824769717409
801 => 0.03292555037586
802 => 0.032673030076556
803 => 0.032644616384363
804 => 0.032692400333331
805 => 0.032502008274198
806 => 0.031640872047001
807 => 0.0312084148247
808 => 0.031766394973072
809 => 0.032062936589092
810 => 0.032522846774393
811 => 0.032466153136529
812 => 0.033650832383116
813 => 0.034111162915499
814 => 0.033993390666661
815 => 0.034015063594795
816 => 0.034848470035422
817 => 0.035775389400507
818 => 0.036643571703692
819 => 0.037526724031789
820 => 0.036462049430246
821 => 0.035921473327583
822 => 0.036479209879277
823 => 0.036183267014238
824 => 0.03788384249911
825 => 0.038001586655996
826 => 0.039702039169905
827 => 0.041315971091723
828 => 0.040302289368223
829 => 0.041258145576256
830 => 0.042291981997344
831 => 0.044286420187537
901 => 0.043614763570261
902 => 0.043100285127629
903 => 0.042614105485284
904 => 0.04362576814216
905 => 0.044927255988525
906 => 0.045207584005137
907 => 0.045661822485592
908 => 0.045184246265032
909 => 0.045759434219401
910 => 0.047790100448718
911 => 0.04724139650837
912 => 0.046462148704516
913 => 0.048065164665304
914 => 0.048645289909946
915 => 0.052716912690795
916 => 0.057857504641965
917 => 0.055729265819234
918 => 0.054408199304127
919 => 0.054718681271294
920 => 0.056595851431842
921 => 0.057198738909007
922 => 0.055559882918296
923 => 0.056138754560116
924 => 0.059328394219948
925 => 0.061039533561556
926 => 0.058715576498979
927 => 0.052303871132801
928 => 0.046391985965714
929 => 0.047960084127684
930 => 0.047782310459868
1001 => 0.051209180358707
1002 => 0.047228310100861
1003 => 0.047295337746492
1004 => 0.050793071685721
1005 => 0.049859936237075
1006 => 0.048348376317228
1007 => 0.046403022025921
1008 => 0.042806854694947
1009 => 0.039621629003359
1010 => 0.045868590098231
1011 => 0.045599209776458
1012 => 0.045209107150605
1013 => 0.046077238330929
1014 => 0.050292636919249
1015 => 0.050195458337875
1016 => 0.049577257784118
1017 => 0.050046157455573
1018 => 0.048266175937725
1019 => 0.0487249177043
1020 => 0.046391049492898
1021 => 0.047446055395398
1022 => 0.048345133188516
1023 => 0.048525636366559
1024 => 0.048932319243409
1025 => 0.045457258587621
1026 => 0.047017458799649
1027 => 0.047933930253226
1028 => 0.04379327888445
1029 => 0.047852082888874
1030 => 0.045396765512916
1031 => 0.044563393917886
1101 => 0.045685418982235
1102 => 0.045248164723453
1103 => 0.044872239188184
1104 => 0.044662466280283
1105 => 0.045486357654153
1106 => 0.045447922136799
1107 => 0.044099875938723
1108 => 0.042341404626724
1109 => 0.042931605318884
1110 => 0.042717179874262
1111 => 0.041940074401516
1112 => 0.042463749662074
1113 => 0.040157748840562
1114 => 0.036190394282644
1115 => 0.038811350226961
1116 => 0.038710446274157
1117 => 0.038659565925522
1118 => 0.040629141879775
1119 => 0.040439812597622
1120 => 0.040096178096597
1121 => 0.041933763284424
1122 => 0.041263019971858
1123 => 0.043330092814184
1124 => 0.04469160067803
1125 => 0.044346278243593
1126 => 0.045626782970278
1127 => 0.042945202350794
1128 => 0.043835915866246
1129 => 0.044019490687305
1130 => 0.041911087768447
1201 => 0.040470789209657
1202 => 0.040374737716392
1203 => 0.037877458500819
1204 => 0.039211484900444
1205 => 0.040385372926352
1206 => 0.039823171659333
1207 => 0.03964519553348
1208 => 0.040554436962151
1209 => 0.040625092808285
1210 => 0.03901413202866
1211 => 0.039349101787237
1212 => 0.040745981364593
1213 => 0.039313904005911
1214 => 0.036531611626502
1215 => 0.035841564648206
1216 => 0.035749499661213
1217 => 0.03387803752776
1218 => 0.035887676886884
1219 => 0.03501041545164
1220 => 0.03778167381437
1221 => 0.036198745900136
1222 => 0.036130509041511
1223 => 0.036027359021529
1224 => 0.034416514254139
1225 => 0.034769186883672
1226 => 0.035941524417797
1227 => 0.036359827657301
1228 => 0.036316195202363
1229 => 0.035935779324313
1230 => 0.03610993176524
1231 => 0.035548926074283
]
'min_raw' => 0.01962896503267
'max_raw' => 0.061039533561556
'avg_raw' => 0.040334249297113
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.019628'
'max' => '$0.061039'
'avg' => '$0.040334'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.011181975249363
'max_diff' => 0.038123664250984
'year' => 2033
]
8 => [
'items' => [
101 => 0.035350823288482
102 => 0.03472555640403
103 => 0.033806586818272
104 => 0.03393437517554
105 => 0.032113655964681
106 => 0.031121631505723
107 => 0.030847052210156
108 => 0.030479873300664
109 => 0.030888526045009
110 => 0.032108498095918
111 => 0.030636952971012
112 => 0.02811409207125
113 => 0.028265720310072
114 => 0.028606383943875
115 => 0.027971559515997
116 => 0.027370751471787
117 => 0.02789310532113
118 => 0.026824135899614
119 => 0.028735563791404
120 => 0.028683865023646
121 => 0.029396327139797
122 => 0.029841844322221
123 => 0.028815071454635
124 => 0.028556840855126
125 => 0.028703940740532
126 => 0.026272707303804
127 => 0.029197643499212
128 => 0.02922293846889
129 => 0.029006347581482
130 => 0.030563785808263
131 => 0.033850466243936
201 => 0.032613884857622
202 => 0.032135043168971
203 => 0.031224764768813
204 => 0.03243765669004
205 => 0.032344525514551
206 => 0.031923351020041
207 => 0.031668623371618
208 => 0.032137966874214
209 => 0.031610466517651
210 => 0.031515712958872
211 => 0.030941609485559
212 => 0.03073668066563
213 => 0.030584959525806
214 => 0.030417929458671
215 => 0.030786356165471
216 => 0.029951452777292
217 => 0.028944641137736
218 => 0.02886093564376
219 => 0.02909205387209
220 => 0.028989801260783
221 => 0.028860446097596
222 => 0.028613471863291
223 => 0.028540199883742
224 => 0.028778298270765
225 => 0.028509499073815
226 => 0.028906126931165
227 => 0.028798266100386
228 => 0.028195764267621
301 => 0.027444823909247
302 => 0.027438138964907
303 => 0.027276350096484
304 => 0.027070287647429
305 => 0.027012965788172
306 => 0.027849114136902
307 => 0.029579916194959
308 => 0.029240118336379
309 => 0.029485657113088
310 => 0.030693464875837
311 => 0.031077390643569
312 => 0.030804889227413
313 => 0.030431872481824
314 => 0.030448283325538
315 => 0.031722994465064
316 => 0.031802496635243
317 => 0.032003372970915
318 => 0.0322615558299
319 => 0.030848858884713
320 => 0.030381745426462
321 => 0.030160401155474
322 => 0.029478746471847
323 => 0.030213852607483
324 => 0.029785537742631
325 => 0.029843332051219
326 => 0.029805693431933
327 => 0.029826246663175
328 => 0.028735029508353
329 => 0.029132611686885
330 => 0.028471554202744
331 => 0.027586472438664
401 => 0.027583505334241
402 => 0.027800127842105
403 => 0.027671272297988
404 => 0.027324525341948
405 => 0.027373779110454
406 => 0.02694226427109
407 => 0.027426172824781
408 => 0.027440049590593
409 => 0.027253718438745
410 => 0.027999246332218
411 => 0.028304689718466
412 => 0.02818204256272
413 => 0.028296084467067
414 => 0.029254238471499
415 => 0.029410459381411
416 => 0.02947984239022
417 => 0.029386878349903
418 => 0.02831359776336
419 => 0.028361202321314
420 => 0.028011911661164
421 => 0.027716797860679
422 => 0.02772860086503
423 => 0.027880327720588
424 => 0.028542927797471
425 => 0.029937330596863
426 => 0.029990247163805
427 => 0.030054383586623
428 => 0.029793508522637
429 => 0.0297148261071
430 => 0.029818628522848
501 => 0.030342292900083
502 => 0.031689299851825
503 => 0.03121317763151
504 => 0.03082608285511
505 => 0.031165669334015
506 => 0.031113392657354
507 => 0.030672124896951
508 => 0.030659739980604
509 => 0.029812806066553
510 => 0.02949971388228
511 => 0.029238070618558
512 => 0.028952363004944
513 => 0.028782985954588
514 => 0.029043226084428
515 => 0.029102746081193
516 => 0.028533726489079
517 => 0.028456171221273
518 => 0.028920844903335
519 => 0.02871635934064
520 => 0.028926677812869
521 => 0.028975473502505
522 => 0.028967616272614
523 => 0.028754109860143
524 => 0.028890192480599
525 => 0.02856831651504
526 => 0.028218324746701
527 => 0.027995051803758
528 => 0.027800216548183
529 => 0.027908322471868
530 => 0.027522944593293
531 => 0.027399654453813
601 => 0.028844090750744
602 => 0.029911111373595
603 => 0.029895596471152
604 => 0.029801153492641
605 => 0.029660830383631
606 => 0.03033202739064
607 => 0.030098195774406
608 => 0.030268327812502
609 => 0.030311633556616
610 => 0.030442707001195
611 => 0.030489554491489
612 => 0.030347948838147
613 => 0.029872702969859
614 => 0.028688435451104
615 => 0.028137155724255
616 => 0.027955224232104
617 => 0.027961837096307
618 => 0.027779424780474
619 => 0.027833153382633
620 => 0.027760740165293
621 => 0.027623607050288
622 => 0.027899854888447
623 => 0.027931689878368
624 => 0.027867210332026
625 => 0.027882397599383
626 => 0.027348534495244
627 => 0.027389122947562
628 => 0.027163121287324
629 => 0.02712074870052
630 => 0.026549436183655
701 => 0.025537273246954
702 => 0.02609810976692
703 => 0.02542069811635
704 => 0.025164152059817
705 => 0.026378601190344
706 => 0.026256704181215
707 => 0.026048069488941
708 => 0.025739455295789
709 => 0.025624987289543
710 => 0.02492951591976
711 => 0.024888423761037
712 => 0.025233118151209
713 => 0.025074053550354
714 => 0.02485066660828
715 => 0.024041581748457
716 => 0.023131902487225
717 => 0.023159359986081
718 => 0.023448712033895
719 => 0.024290042137353
720 => 0.023961319910773
721 => 0.023722828163737
722 => 0.023678165828553
723 => 0.024237208460317
724 => 0.025028370907315
725 => 0.025399566626185
726 => 0.025031722942166
727 => 0.024609163924077
728 => 0.024634883133558
729 => 0.024805981511827
730 => 0.024823961532183
731 => 0.024548919051175
801 => 0.024626341898508
802 => 0.024508729513716
803 => 0.02378694252534
804 => 0.023773887687532
805 => 0.023596749520197
806 => 0.023591385846889
807 => 0.023290029635066
808 => 0.023247867817854
809 => 0.022649506768265
810 => 0.023043349823109
811 => 0.022779180579608
812 => 0.022381015218427
813 => 0.022312371360082
814 => 0.02231030784281
815 => 0.022719134640597
816 => 0.023038572443946
817 => 0.022783775916699
818 => 0.022725763686468
819 => 0.023345182532964
820 => 0.023266355838619
821 => 0.023198092429695
822 => 0.024957530987732
823 => 0.023564798078343
824 => 0.022957487035434
825 => 0.022205824294595
826 => 0.022450569473224
827 => 0.022502140878416
828 => 0.020694527484091
829 => 0.019961178955137
830 => 0.019709521375657
831 => 0.01956468888075
901 => 0.019630690867371
902 => 0.018970591178109
903 => 0.019414189086334
904 => 0.018842598552271
905 => 0.018746769539119
906 => 0.019768844220503
907 => 0.019911059941544
908 => 0.019304323492622
909 => 0.019693946514539
910 => 0.019552663790627
911 => 0.018852396831414
912 => 0.018825651784387
913 => 0.018474282439827
914 => 0.017924457454104
915 => 0.017673172681855
916 => 0.017542301390713
917 => 0.017596301436068
918 => 0.017568997360708
919 => 0.017390819799792
920 => 0.017579210289932
921 => 0.017097950435949
922 => 0.016906308884319
923 => 0.016819748841498
924 => 0.016392603020804
925 => 0.017072381974136
926 => 0.017206306991572
927 => 0.017340495882664
928 => 0.018508518564974
929 => 0.018450167452563
930 => 0.018977633090608
1001 => 0.018957136745861
1002 => 0.018806695001514
1003 => 0.018172006028578
1004 => 0.018424981740947
1005 => 0.01764636181943
1006 => 0.018229756805639
1007 => 0.01796351969709
1008 => 0.018139741771428
1009 => 0.017822878592465
1010 => 0.017998243758663
1011 => 0.017238065581497
1012 => 0.016528221895655
1013 => 0.016813883716467
1014 => 0.017124430785081
1015 => 0.017797775955758
1016 => 0.01739673712708
1017 => 0.01754096585483
1018 => 0.017057823760465
1019 => 0.016060963617076
1020 => 0.016066605737228
1021 => 0.015913260521947
1022 => 0.015780747867175
1023 => 0.017442801260812
1024 => 0.017236098648138
1025 => 0.016906745087409
1026 => 0.017347597916434
1027 => 0.017464166401704
1028 => 0.017467484942603
1029 => 0.017789119786601
1030 => 0.017960776360499
1031 => 0.017991031575651
1101 => 0.018497130952062
1102 => 0.018666768787423
1103 => 0.01936548302323
1104 => 0.017946212499502
1105 => 0.017916983557042
1106 => 0.017353801619815
1107 => 0.016996622731671
1108 => 0.017378257963866
1109 => 0.017716334681186
1110 => 0.017364306605807
1111 => 0.017410274040733
1112 => 0.016937705111287
1113 => 0.01710662626713
1114 => 0.017252123922678
1115 => 0.017171788669241
1116 => 0.017051522906576
1117 => 0.017688616245742
1118 => 0.017652668942757
1119 => 0.018245944906902
1120 => 0.018708445946523
1121 => 0.019537330491475
1122 => 0.018672346258089
1123 => 0.018640822794624
1124 => 0.018948969706522
1125 => 0.018666721611736
1126 => 0.018845092664768
1127 => 0.019508592157226
1128 => 0.019522610855973
1129 => 0.01928777958989
1130 => 0.019273490086008
1201 => 0.019318591999431
1202 => 0.019582755315087
1203 => 0.019490448535678
1204 => 0.019597268277732
1205 => 0.019730848000851
1206 => 0.020283390372305
1207 => 0.020416606467439
1208 => 0.020092960420889
1209 => 0.020122182035182
1210 => 0.02000112952949
1211 => 0.019884194325774
1212 => 0.020147047586711
1213 => 0.020627417087466
1214 => 0.020624428733733
1215 => 0.020735865120859
1216 => 0.02080528906685
1217 => 0.020507270669223
1218 => 0.020313271650808
1219 => 0.020387663218946
1220 => 0.020506616956438
1221 => 0.020349088125096
1222 => 0.019376747203605
1223 => 0.019671693325807
1224 => 0.019622599868944
1225 => 0.019552684816403
1226 => 0.019849255423028
1227 => 0.01982065046453
1228 => 0.018963820901703
1229 => 0.019018672350339
1230 => 0.018967156599969
1231 => 0.019133614528546
]
'min_raw' => 0.015780747867175
'max_raw' => 0.035350823288482
'avg_raw' => 0.025565785577828
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.01578'
'max' => '$0.03535'
'avg' => '$0.025565'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0038482171654946
'max_diff' => -0.025688710273075
'year' => 2034
]
9 => [
'items' => [
101 => 0.018657732337325
102 => 0.018804110494229
103 => 0.018895917502029
104 => 0.018949992534918
105 => 0.01914534863331
106 => 0.019122425849956
107 => 0.019143923720912
108 => 0.01943358524273
109 => 0.020898593820254
110 => 0.020978331004769
111 => 0.02058567594571
112 => 0.020742533897025
113 => 0.020441400931563
114 => 0.020643553508693
115 => 0.020781861167847
116 => 0.020156875451164
117 => 0.020119867853146
118 => 0.019817492004816
119 => 0.019979971658265
120 => 0.019721454846927
121 => 0.019784885829895
122 => 0.019607527271702
123 => 0.019926737364712
124 => 0.020283663848931
125 => 0.020373837574299
126 => 0.020136629325086
127 => 0.019964874919871
128 => 0.019663330763731
129 => 0.020164805415742
130 => 0.020311451886153
131 => 0.020164035144262
201 => 0.020129875464046
202 => 0.020065142931763
203 => 0.020143608776781
204 => 0.020310653217981
205 => 0.020231878144337
206 => 0.020283910468317
207 => 0.020085616904806
208 => 0.020507369325713
209 => 0.021177213670361
210 => 0.02117936732946
211 => 0.02110059183119
212 => 0.021068358594539
213 => 0.021149187036262
214 => 0.02119303315014
215 => 0.021454417509269
216 => 0.021734893340627
217 => 0.023043751664383
218 => 0.022676229484554
219 => 0.02383752645372
220 => 0.024755961580792
221 => 0.0250313601171
222 => 0.024778006422199
223 => 0.02391129711784
224 => 0.023868772224513
225 => 0.025164001840455
226 => 0.024798040148677
227 => 0.02475451016992
228 => 0.02429142474101
301 => 0.024565165583742
302 => 0.024505294445901
303 => 0.024410784925822
304 => 0.024933063384802
305 => 0.025910722035894
306 => 0.025758344766696
307 => 0.025644602203819
308 => 0.02514621540325
309 => 0.025446355575914
310 => 0.025339481409235
311 => 0.025798680653311
312 => 0.025526661193629
313 => 0.024795267628928
314 => 0.024911744464812
315 => 0.024894139225387
316 => 0.02525645380523
317 => 0.025147695961562
318 => 0.024872902510909
319 => 0.025907380504909
320 => 0.025840207258048
321 => 0.025935443564155
322 => 0.025977369531384
323 => 0.026607038056785
324 => 0.026864993104496
325 => 0.026923553416466
326 => 0.027168590760832
327 => 0.026917456664114
328 => 0.027922172106563
329 => 0.02859024924902
330 => 0.029366255228919
331 => 0.030500208536295
401 => 0.030926585469523
402 => 0.030849564292888
403 => 0.03170931474891
404 => 0.033254267207204
405 => 0.03116184335659
406 => 0.033365170752089
407 => 0.032667622737312
408 => 0.031013748942629
409 => 0.030907258968143
410 => 0.032027281503771
411 => 0.034511383689622
412 => 0.03388914426652
413 => 0.034512401450407
414 => 0.033785338839149
415 => 0.033749234052335
416 => 0.034477089642212
417 => 0.036177763901304
418 => 0.035369837309631
419 => 0.03421147642874
420 => 0.035066792077098
421 => 0.034325838506764
422 => 0.032656262732954
423 => 0.03388866845176
424 => 0.033064593844488
425 => 0.033305102625106
426 => 0.035037184877745
427 => 0.034828776158586
428 => 0.035098476339305
429 => 0.034622462579619
430 => 0.034177790667591
501 => 0.033347777522022
502 => 0.033102051548773
503 => 0.033169961367485
504 => 0.033102017896039
505 => 0.032637633169308
506 => 0.032537349331785
507 => 0.032370205209044
508 => 0.032422010161758
509 => 0.032107730311267
510 => 0.032700841322674
511 => 0.032810927952868
512 => 0.033242544685616
513 => 0.033287356566643
514 => 0.034489403023667
515 => 0.033827336034709
516 => 0.034271507731016
517 => 0.034231776833792
518 => 0.031049593402744
519 => 0.0314880702029
520 => 0.032170202502343
521 => 0.031862902826053
522 => 0.031428452980827
523 => 0.031077611437081
524 => 0.030546050622916
525 => 0.031294212261132
526 => 0.032277965257267
527 => 0.033312306166065
528 => 0.034554998995285
529 => 0.034277644422342
530 => 0.033289074888022
531 => 0.033333421395181
601 => 0.033607554052731
602 => 0.033252527353625
603 => 0.033147823049114
604 => 0.033593169289135
605 => 0.033596236143932
606 => 0.033187735020201
607 => 0.03273376077609
608 => 0.032731858607432
609 => 0.032651078275563
610 => 0.033799709480733
611 => 0.034431340503864
612 => 0.034503755982741
613 => 0.034426466365159
614 => 0.034456212071451
615 => 0.034088679896132
616 => 0.034928749460631
617 => 0.035699680367285
618 => 0.035493054415765
619 => 0.035183292740827
620 => 0.034936552646596
621 => 0.035434930291077
622 => 0.035412738319088
623 => 0.035692946958361
624 => 0.03568023507592
625 => 0.035586011449712
626 => 0.035493057780788
627 => 0.035861608571068
628 => 0.035755471862212
629 => 0.035649170293731
630 => 0.035435966224187
701 => 0.035464944198183
702 => 0.035155236007965
703 => 0.035011950827888
704 => 0.032857285508746
705 => 0.032281488529751
706 => 0.032462645980771
707 => 0.032522287717398
708 => 0.032271700134235
709 => 0.032630978357822
710 => 0.032574985227246
711 => 0.032792821743432
712 => 0.032656726945481
713 => 0.032662312323461
714 => 0.033062538105764
715 => 0.033178725353049
716 => 0.033119631581334
717 => 0.033161018833427
718 => 0.034114770589452
719 => 0.03397917758901
720 => 0.033907146509993
721 => 0.03392709961115
722 => 0.034170803633483
723 => 0.034239027453989
724 => 0.033949958332499
725 => 0.034086285001283
726 => 0.034666746654532
727 => 0.034869875381885
728 => 0.035518164772276
729 => 0.035242759916813
730 => 0.035748277448258
731 => 0.037302065996294
801 => 0.038543339802455
802 => 0.0374018131125
803 => 0.039681254382249
804 => 0.041456126377178
805 => 0.041388003833808
806 => 0.041078513847963
807 => 0.03905786926915
808 => 0.037198442001613
809 => 0.03875393186636
810 => 0.038757897129915
811 => 0.038624279171037
812 => 0.037794389504125
813 => 0.038595400809519
814 => 0.038658982178095
815 => 0.038623393519343
816 => 0.037987119057501
817 => 0.037015645557444
818 => 0.037205469153976
819 => 0.037516404077392
820 => 0.036927739399546
821 => 0.036739625366523
822 => 0.037089365144071
823 => 0.038216299578508
824 => 0.038003259151564
825 => 0.037997695805053
826 => 0.038909173094718
827 => 0.038256752064428
828 => 0.037207863437428
829 => 0.036943005225969
830 => 0.03600293700516
831 => 0.036652245473681
901 => 0.036675612929522
902 => 0.036319993317084
903 => 0.037236720009046
904 => 0.037228272211193
905 => 0.038098567768449
906 => 0.039762246005838
907 => 0.039270214486408
908 => 0.038698035362188
909 => 0.038760247097797
910 => 0.039442556285779
911 => 0.039030016575121
912 => 0.039178368731403
913 => 0.039442331737023
914 => 0.039601587172146
915 => 0.038737332691484
916 => 0.038535833629972
917 => 0.038123637266677
918 => 0.038016102929503
919 => 0.038351828266647
920 => 0.038263376501661
921 => 0.036673648985341
922 => 0.036507513614726
923 => 0.036512608749356
924 => 0.036094853460636
925 => 0.035457676372581
926 => 0.037132139716122
927 => 0.036997656875537
928 => 0.036849198227675
929 => 0.036867383564945
930 => 0.037594211349548
1001 => 0.037172614528795
1002 => 0.038293498775126
1003 => 0.038063078670945
1004 => 0.037826749160546
1005 => 0.037794081223436
1006 => 0.037703114524619
1007 => 0.037391155867157
1008 => 0.037014447042463
1009 => 0.036765711246441
1010 => 0.033914425196698
1011 => 0.034443607302362
1012 => 0.035052383078463
1013 => 0.035262530036857
1014 => 0.034903059122797
1015 => 0.037405349969845
1016 => 0.037862542620276
1017 => 0.036477676260184
1018 => 0.036218624307931
1019 => 0.037422333372708
1020 => 0.036696349659199
1021 => 0.037023260080939
1022 => 0.036316658559577
1023 => 0.037752418298951
1024 => 0.037741480215292
1025 => 0.037182937248571
1026 => 0.037655013939307
1027 => 0.037572978997054
1028 => 0.036942385363257
1029 => 0.037772409241912
1030 => 0.0377728209234
1031 => 0.037235235461702
1101 => 0.03660745333503
1102 => 0.036495220718332
1103 => 0.036410668517982
1104 => 0.037002465422797
1105 => 0.037533068677154
1106 => 0.03852038978581
1107 => 0.038768625770697
1108 => 0.039737507345716
1109 => 0.039160585541779
1110 => 0.039416327505076
1111 => 0.039693971583144
1112 => 0.039827084364193
1113 => 0.0396101842307
1114 => 0.041115256124271
1115 => 0.0412423303063
1116 => 0.041284937180347
1117 => 0.040777435406026
1118 => 0.041228215763892
1119 => 0.041017310562723
1120 => 0.041566027305013
1121 => 0.041652073096571
1122 => 0.041579195372289
1123 => 0.04160650766467
1124 => 0.040322194316383
1125 => 0.040255595893981
1126 => 0.039347521678931
1127 => 0.03971756863371
1128 => 0.039025783588563
1129 => 0.039245155752555
1130 => 0.039341852912187
1201 => 0.039291343803511
1202 => 0.039738490533319
1203 => 0.03935832446694
1204 => 0.038355003712678
1205 => 0.037351409604348
1206 => 0.037338810297828
1207 => 0.037074581684012
1208 => 0.036883592792108
1209 => 0.036920384028384
1210 => 0.037050041143776
1211 => 0.036876056884858
1212 => 0.036913185247724
1213 => 0.037529763456287
1214 => 0.03765341381878
1215 => 0.037233201573714
1216 => 0.035545988773437
1217 => 0.035131942520196
1218 => 0.035429550756131
1219 => 0.035287313187779
1220 => 0.028479615804413
1221 => 0.030078983324632
1222 => 0.029128693453507
1223 => 0.029566630746856
1224 => 0.028596630864806
1225 => 0.02905956565057
1226 => 0.028974078499311
1227 => 0.031545814143098
1228 => 0.031505660028327
1229 => 0.03152487967816
1230 => 0.030607475715127
1231 => 0.03206892513847
]
'min_raw' => 0.018657732337325
'max_raw' => 0.041652073096571
'avg_raw' => 0.030154902716948
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.018657'
'max' => '$0.041652'
'avg' => '$0.030154'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0028769844701498
'max_diff' => 0.0063012498080889
'year' => 2035
]
10 => [
'items' => [
101 => 0.03278888767643
102 => 0.032655641771836
103 => 0.032689176895352
104 => 0.032112932366168
105 => 0.03153045898481
106 => 0.030884406362874
107 => 0.032084692279914
108 => 0.031951240975503
109 => 0.032257330253558
110 => 0.033035801468968
111 => 0.033150434312562
112 => 0.033304502016844
113 => 0.033249279712145
114 => 0.034564899048538
115 => 0.034405568866165
116 => 0.034789508763262
117 => 0.033999715265343
118 => 0.03310598895456
119 => 0.033275857108126
120 => 0.033259497438944
121 => 0.033051220073506
122 => 0.032863196580699
123 => 0.032550190440465
124 => 0.033540588184357
125 => 0.033500379844633
126 => 0.034151306127672
127 => 0.034036248584384
128 => 0.033267866150952
129 => 0.033295309079883
130 => 0.033479875965565
131 => 0.034118664064257
201 => 0.03430829986396
202 => 0.034220453005857
203 => 0.034428380003028
204 => 0.034592717023725
205 => 0.03444901820265
206 => 0.036483490475071
207 => 0.03563863574465
208 => 0.036050412061795
209 => 0.036148618287108
210 => 0.035897065106025
211 => 0.035951617983558
212 => 0.036034250728251
213 => 0.036535980572876
214 => 0.037852664861873
215 => 0.038435815370496
216 => 0.04019025244783
217 => 0.038387392838602
218 => 0.038280418610365
219 => 0.038596445706917
220 => 0.039626485997337
221 => 0.040461236905958
222 => 0.040738171940283
223 => 0.040774773476768
224 => 0.041294322011454
225 => 0.041592117542529
226 => 0.04123123515386
227 => 0.040925425115424
228 => 0.039830051516284
229 => 0.039956843992988
301 => 0.040830318423427
302 => 0.04206415250381
303 => 0.043122910503334
304 => 0.042752170353342
305 => 0.045580655996024
306 => 0.045861088794168
307 => 0.045822342048942
308 => 0.04646120969711
309 => 0.04519318751863
310 => 0.044651083470558
311 => 0.040991544716825
312 => 0.042019725835978
313 => 0.043514247475627
314 => 0.043316441932451
315 => 0.04223108036906
316 => 0.043122087159262
317 => 0.042827492450062
318 => 0.042595133380171
319 => 0.043659615324364
320 => 0.042489173700216
321 => 0.043502571425085
322 => 0.042202878360683
323 => 0.042753863863119
324 => 0.042441097843766
325 => 0.042643495789449
326 => 0.041460281534658
327 => 0.042098715225641
328 => 0.041433720594138
329 => 0.041433405300098
330 => 0.04141872550675
331 => 0.042201088741676
401 => 0.042226601578679
402 => 0.041648433965984
403 => 0.041565110980319
404 => 0.041873199729667
405 => 0.041512508492751
406 => 0.04168127365234
407 => 0.041517620217512
408 => 0.041480778382263
409 => 0.04118721637088
410 => 0.041060741784721
411 => 0.041110335728802
412 => 0.040941046030221
413 => 0.04083904286335
414 => 0.041398434509477
415 => 0.041099574118746
416 => 0.041352629868336
417 => 0.041064240903496
418 => 0.04006455910627
419 => 0.039489631533242
420 => 0.037601325288834
421 => 0.038136846597312
422 => 0.038491897778869
423 => 0.038374553365483
424 => 0.038626654571697
425 => 0.038642131538277
426 => 0.03856017086627
427 => 0.038465270907897
428 => 0.038419078856458
429 => 0.038763356563446
430 => 0.038963221360208
501 => 0.038527531914911
502 => 0.038425455973821
503 => 0.03886596205809
504 => 0.039134670515022
505 => 0.04111866278677
506 => 0.040971682231068
507 => 0.041340574582402
508 => 0.041299042964756
509 => 0.041685700918114
510 => 0.042317723258011
511 => 0.041032645124775
512 => 0.041255690254046
513 => 0.041201004739213
514 => 0.041798046850849
515 => 0.041799910751152
516 => 0.041441954180761
517 => 0.041636008244752
518 => 0.041527692589827
519 => 0.041723433618015
520 => 0.040969719216137
521 => 0.041887661999183
522 => 0.042408076406244
523 => 0.042415302360791
524 => 0.042661974659474
525 => 0.042912608001231
526 => 0.043393676875172
527 => 0.042899191251438
528 => 0.042009659751545
529 => 0.042073881052668
530 => 0.041552349059748
531 => 0.041561116106772
601 => 0.041514316922675
602 => 0.041654764797028
603 => 0.041000539626488
604 => 0.041154084966367
605 => 0.040939120591376
606 => 0.041255222963477
607 => 0.040915149064691
608 => 0.041200978368202
609 => 0.041324332820206
610 => 0.041779513403733
611 => 0.040847918522408
612 => 0.038948333495956
613 => 0.039347649298759
614 => 0.038757029860835
615 => 0.038811693938461
616 => 0.038922124074991
617 => 0.038564183872007
618 => 0.038632467582744
619 => 0.038630028008092
620 => 0.0386090050717
621 => 0.038515891000598
622 => 0.038380857175441
623 => 0.038918790373644
624 => 0.039010195706335
625 => 0.039213378438182
626 => 0.039817912427996
627 => 0.03975750522652
628 => 0.039856031878397
629 => 0.039640948750553
630 => 0.038821671027889
701 => 0.038866161749894
702 => 0.038311361733579
703 => 0.039199190954405
704 => 0.03898894127614
705 => 0.038853391940808
706 => 0.038816406048807
707 => 0.039422438561451
708 => 0.03960377298763
709 => 0.039490777542136
710 => 0.039259020586824
711 => 0.039704062453816
712 => 0.039823136882614
713 => 0.039849793255926
714 => 0.040638322115922
715 => 0.039893863259737
716 => 0.040073061905705
717 => 0.041471118587041
718 => 0.040203274095704
719 => 0.040874879599071
720 => 0.040842008004548
721 => 0.04118557865418
722 => 0.040813825183202
723 => 0.040818433513018
724 => 0.041123500974399
725 => 0.040695088744095
726 => 0.040589007851097
727 => 0.040442457857187
728 => 0.040762444407467
729 => 0.040954261872613
730 => 0.042500169767285
731 => 0.043498896769209
801 => 0.0434555393961
802 => 0.043851744624711
803 => 0.043673250540398
804 => 0.04309684605779
805 => 0.044080698224563
806 => 0.043769366232873
807 => 0.043795032064
808 => 0.043794076780483
809 => 0.044001085337842
810 => 0.043854400802898
811 => 0.043565270527664
812 => 0.043757208697509
813 => 0.044327196442798
814 => 0.046096455893535
815 => 0.047086556921737
816 => 0.046036850568429
817 => 0.046760923954813
818 => 0.04632673793671
819 => 0.046247833421306
820 => 0.046702605016558
821 => 0.047158172629285
822 => 0.047129154941827
823 => 0.046798436248643
824 => 0.046611621650539
825 => 0.048026244374862
826 => 0.049068514300673
827 => 0.048997438479199
828 => 0.04931114404009
829 => 0.050232193269415
830 => 0.05031640246798
831 => 0.050305794044487
901 => 0.050097072759523
902 => 0.051003965339149
903 => 0.05176051108433
904 => 0.050048759812592
905 => 0.0507005722884
906 => 0.050993191908877
907 => 0.051422844328066
908 => 0.052147739977345
909 => 0.052935168921536
910 => 0.053046520007964
911 => 0.052967511083503
912 => 0.052448180527583
913 => 0.053309794674298
914 => 0.053814508034106
915 => 0.054115053289712
916 => 0.054877186051966
917 => 0.050994999028033
918 => 0.048246994095279
919 => 0.047817853443358
920 => 0.048690527834163
921 => 0.048920645111571
922 => 0.04882788512559
923 => 0.045734755736098
924 => 0.04780156875726
925 => 0.050025285785455
926 => 0.050110707812881
927 => 0.051223947052926
928 => 0.051586463382703
929 => 0.052482766886542
930 => 0.05242670285834
1001 => 0.052644938498221
1002 => 0.052594769903927
1003 => 0.054254983405818
1004 => 0.056086445442496
1005 => 0.056023027735858
1006 => 0.055759733399211
1007 => 0.056150770387488
1008 => 0.058041035480739
1009 => 0.057867010161833
1010 => 0.058036060935709
1011 => 0.060264790011323
1012 => 0.063162454842637
1013 => 0.061816198607699
1014 => 0.064737187262718
1015 => 0.066575794786096
1016 => 0.069755476382214
1017 => 0.069357364586118
1018 => 0.070595191297905
1019 => 0.068644661382667
1020 => 0.064165850430146
1021 => 0.06345706145271
1022 => 0.064876074934932
1023 => 0.068364581115666
1024 => 0.064766209460762
1025 => 0.065494155360019
1026 => 0.065284506892062
1027 => 0.065273335616153
1028 => 0.065699697780731
1029 => 0.065081237223455
1030 => 0.062561517654186
1031 => 0.063716290283982
1101 => 0.063270377114881
1102 => 0.063765151021027
1103 => 0.066435241732215
1104 => 0.065254730981786
1105 => 0.064011158803116
1106 => 0.065570874285927
1107 => 0.067556928071934
1108 => 0.067432644395288
1109 => 0.067191482116047
1110 => 0.068550901257282
1111 => 0.070796263406167
1112 => 0.071403175772415
1113 => 0.071851186073402
1114 => 0.071912959124712
1115 => 0.072549259944943
1116 => 0.069127710066108
1117 => 0.074557797595452
1118 => 0.075495423708629
1119 => 0.075319188859973
1120 => 0.076361320823431
1121 => 0.076054699163445
1122 => 0.075610452485591
1123 => 0.077262453315497
1124 => 0.075368567673602
1125 => 0.072680435438505
1126 => 0.071205672929103
1127 => 0.073147759167181
1128 => 0.074333723463306
1129 => 0.075117570421549
1130 => 0.075354762037499
1201 => 0.069393315243298
1202 => 0.066180426058221
1203 => 0.068239851190006
1204 => 0.070752491984714
1205 => 0.069113752219627
1206 => 0.069177987715874
1207 => 0.066841575464093
1208 => 0.070959212625864
1209 => 0.070359307526173
1210 => 0.07347161624458
1211 => 0.072728838791095
1212 => 0.075266805731827
1213 => 0.074598473979798
1214 => 0.077372681716547
1215 => 0.078479388291412
1216 => 0.080337720875735
1217 => 0.081704717889538
1218 => 0.082507444682528
1219 => 0.08245925197683
1220 => 0.08564005544756
1221 => 0.083764446769679
1222 => 0.081408240223237
1223 => 0.081365623880548
1224 => 0.082585936638655
1225 => 0.085143377403193
1226 => 0.085806484584188
1227 => 0.086177071035619
1228 => 0.085609504985045
1229 => 0.083573666191291
1230 => 0.082694601322085
1231 => 0.083443590059609
]
'min_raw' => 0.030884406362874
'max_raw' => 0.086177071035619
'avg_raw' => 0.058530738699246
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.030884'
'max' => '$0.086177'
'avg' => '$0.05853'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.012226674025549
'max_diff' => 0.044524997939048
'year' => 2036
]
11 => [
'items' => [
101 => 0.082527641194952
102 => 0.084108825905211
103 => 0.086280130235225
104 => 0.085831764477345
105 => 0.087330583983188
106 => 0.088881704491324
107 => 0.09109987648314
108 => 0.091679788780471
109 => 0.092638361755871
110 => 0.093625048222377
111 => 0.093941945323472
112 => 0.094547000216859
113 => 0.094543811278908
114 => 0.096367184925021
115 => 0.098378422521866
116 => 0.099137618154417
117 => 0.10088334664918
118 => 0.097893847779523
119 => 0.10016141701304
120 => 0.10220682122262
121 => 0.099768206001846
122 => 0.10312926895921
123 => 0.10325977141751
124 => 0.10523020359821
125 => 0.10323279309394
126 => 0.10204673711246
127 => 0.10547083629005
128 => 0.10712765002397
129 => 0.10662860424372
130 => 0.10283084121505
131 => 0.10062038023865
201 => 0.094835177497327
202 => 0.10168800004658
203 => 0.10502581001075
204 => 0.1028221970936
205 => 0.1039335712725
206 => 0.10999686842831
207 => 0.11230537941583
208 => 0.11182522526813
209 => 0.11190636341508
210 => 0.11315199404151
211 => 0.11867580622039
212 => 0.11536580992184
213 => 0.11789617806889
214 => 0.11923827621016
215 => 0.12048489175971
216 => 0.1174235979669
217 => 0.11344089972178
218 => 0.11217941200525
219 => 0.10260309121745
220 => 0.1021046021326
221 => 0.1018247851035
222 => 0.10006057831595
223 => 0.098674395037853
224 => 0.097572050629421
225 => 0.09467916971379
226 => 0.095655432101405
227 => 0.091044783713061
228 => 0.093994513160577
301 => 0.086635807004781
302 => 0.092764356156462
303 => 0.089428865484139
304 => 0.09166855776287
305 => 0.091660743687501
306 => 0.087536760107274
307 => 0.08515813244354
308 => 0.086673886568445
309 => 0.088298895311055
310 => 0.088562547512358
311 => 0.09066941376422
312 => 0.091257394848176
313 => 0.089475784713577
314 => 0.086483314175989
315 => 0.087178396830885
316 => 0.085144046615724
317 => 0.081578926113807
318 => 0.084139457899316
319 => 0.085013736029524
320 => 0.085399867058351
321 => 0.081893980501571
322 => 0.080792354828931
323 => 0.080205858564352
324 => 0.086030748246547
325 => 0.086349848852283
326 => 0.08471728503706
327 => 0.092096628287919
328 => 0.090426455639208
329 => 0.092292447690051
330 => 0.087115325365464
331 => 0.087313098410183
401 => 0.084862165734658
402 => 0.086234524261572
403 => 0.085264585487929
404 => 0.086123651254508
405 => 0.086638571732935
406 => 0.089089102234525
407 => 0.092792337278449
408 => 0.088723074695578
409 => 0.086950038715308
410 => 0.088050020265535
411 => 0.090979416087663
412 => 0.095417600711199
413 => 0.092790106087276
414 => 0.093956143583621
415 => 0.094210870903175
416 => 0.092273453642632
417 => 0.095489036049099
418 => 0.097212292784069
419 => 0.098979997616412
420 => 0.10051484619237
421 => 0.098273937433712
422 => 0.10067203102713
423 => 0.09873959091134
424 => 0.09700599235549
425 => 0.0970086215089
426 => 0.095921109810982
427 => 0.093813918860972
428 => 0.093425320519681
429 => 0.095446858165638
430 => 0.097067939917368
501 => 0.097201459974898
502 => 0.098098974126844
503 => 0.098630113756834
504 => 0.10383600418005
505 => 0.10592985637366
506 => 0.1084901792014
507 => 0.10948756923469
508 => 0.11248935565079
509 => 0.11006516932662
510 => 0.10954068136654
511 => 0.10225932939794
512 => 0.10345165037489
513 => 0.10536067130084
514 => 0.10229080844987
515 => 0.10423792984379
516 => 0.10462233285262
517 => 0.10218649568489
518 => 0.10348758156248
519 => 0.10003228321667
520 => 0.092867653340147
521 => 0.095497012330269
522 => 0.097433105579666
523 => 0.094670061794201
524 => 0.099622710835085
525 => 0.096729475508829
526 => 0.095812458810193
527 => 0.092234849728759
528 => 0.093923343500394
529 => 0.096207055503432
530 => 0.094795986995571
531 => 0.097724166022386
601 => 0.10187124844118
602 => 0.10482670633584
603 => 0.10505358969492
604 => 0.10315342826896
605 => 0.10619844908073
606 => 0.10622062873302
607 => 0.10278583281806
608 => 0.10068203944517
609 => 0.10020405316443
610 => 0.10139815660845
611 => 0.10284801863314
612 => 0.10513404694676
613 => 0.10651544597916
614 => 0.1101174020182
615 => 0.11109198804619
616 => 0.11216276261493
617 => 0.11359364765342
618 => 0.11531179201351
619 => 0.11155258996763
620 => 0.11170195007295
621 => 0.10820143317752
622 => 0.10446062884985
623 => 0.10729943303671
624 => 0.11101079188073
625 => 0.11015940206122
626 => 0.11006360331421
627 => 0.11022471023433
628 => 0.10958279011421
629 => 0.1066794092016
630 => 0.10522134948342
701 => 0.10710261851058
702 => 0.10810242927287
703 => 0.10965304857252
704 => 0.10946190201423
705 => 0.11345613080577
706 => 0.11500816733495
707 => 0.1146110899754
708 => 0.11468416176575
709 => 0.11749404976691
710 => 0.12061922312173
711 => 0.12354636037147
712 => 0.12652397010538
713 => 0.12293434535307
714 => 0.12111175528112
715 => 0.12299220300508
716 => 0.12199441097353
717 => 0.12772801995117
718 => 0.12812500259675
719 => 0.13385819696919
720 => 0.13929968112473
721 => 0.13588198242095
722 => 0.13910471836208
723 => 0.14259037003594
724 => 0.1493147576414
725 => 0.14705022046269
726 => 0.14531562047362
727 => 0.14367643186547
728 => 0.14708732314516
729 => 0.15147538028616
730 => 0.15242052576604
731 => 0.15395202251681
801 => 0.15234184094589
802 => 0.15428112729239
803 => 0.16112766026111
804 => 0.15927766661695
805 => 0.15665037824091
806 => 0.1620550584717
807 => 0.16401099123707
808 => 0.17773875171432
809 => 0.19507061638236
810 => 0.18789511060263
811 => 0.18344104261303
812 => 0.18448785424249
813 => 0.19081686449862
814 => 0.19284954172014
815 => 0.18732402432619
816 => 0.18927573048211
817 => 0.20002982328876
818 => 0.20579904904693
819 => 0.19796366555695
820 => 0.17634615326391
821 => 0.15641381966843
822 => 0.16170077210263
823 => 0.16110139576983
824 => 0.17265532689018
825 => 0.15923354488037
826 => 0.15945953326733
827 => 0.17125238744743
828 => 0.16810625613288
829 => 0.16300992632937
830 => 0.15645102851593
831 => 0.14432629928317
901 => 0.13358708847862
902 => 0.15464915395888
903 => 0.15374091939649
904 => 0.15242566115733
905 => 0.15535262604278
906 => 0.16956513669303
907 => 0.16923749232113
908 => 0.16715318599276
909 => 0.1687341139726
910 => 0.16273278201083
911 => 0.16427946190517
912 => 0.15641066228495
913 => 0.15996768834339
914 => 0.16299899189449
915 => 0.16360757096159
916 => 0.16497873067459
917 => 0.15326232105261
918 => 0.15852264499716
919 => 0.16161259248889
920 => 0.14765209730802
921 => 0.16133663838558
922 => 0.15305836442775
923 => 0.15024859391096
924 => 0.1540315797527
925 => 0.1525573464911
926 => 0.15128988730266
927 => 0.15058262329779
928 => 0.15336043058705
929 => 0.15323084255681
930 => 0.14868581068242
1001 => 0.14275700188147
1002 => 0.14474690472158
1003 => 0.14402395436433
1004 => 0.1414038890072
1005 => 0.14316949671001
1006 => 0.13539465394045
1007 => 0.12201844105657
1008 => 0.13085517701214
1009 => 0.13051497229037
1010 => 0.1303434256426
1011 => 0.13698398848376
1012 => 0.13634565159044
1013 => 0.13518706387844
1014 => 0.14138261063529
1015 => 0.13912115272718
1016 => 0.1460904331335
1017 => 0.15068085195389
1018 => 0.14951657325655
1019 => 0.15383388434455
1020 => 0.14479274806398
1021 => 0.14779585086896
1022 => 0.14841478619494
1023 => 0.14130615855002
1024 => 0.13645009140063
1025 => 0.13612624708498
1026 => 0.12770649585521
1027 => 0.1322042590003
1028 => 0.13616210443789
1029 => 0.1342666036145
1030 => 0.13366654468029
1031 => 0.13673211563826
1101 => 0.13697033675654
1102 => 0.13153887001434
1103 => 0.13266824394222
1104 => 0.1373779209643
1105 => 0.13254957216505
1106 => 0.12316887915442
1107 => 0.12084233758956
1108 => 0.12053193405814
1109 => 0.11422216881389
1110 => 0.12099780822172
1111 => 0.11804006004435
1112 => 0.12738355109738
1113 => 0.12204659911804
1114 => 0.12181653378504
1115 => 0.12146875629097
1116 => 0.11603768069212
1117 => 0.11722674108541
1118 => 0.1211793589317
1119 => 0.12258969750869
1120 => 0.12244258764055
1121 => 0.12115998894791
1122 => 0.12174715606143
1123 => 0.1198556862062
1124 => 0.11918776883278
1125 => 0.11707963787711
1126 => 0.11398126775832
1127 => 0.11441211512675
1128 => 0.10827343318878
1129 => 0.10492875346447
1130 => 0.10400299019895
1201 => 0.10276502086999
1202 => 0.10414282212877
1203 => 0.10825604307414
1204 => 0.10329462594552
1205 => 0.094788624281446
1206 => 0.095299849474978
1207 => 0.096448420700723
1208 => 0.094308065820106
1209 => 0.092282399551971
1210 => 0.094043552024616
1211 => 0.090439446986909
1212 => 0.096883959575714
1213 => 0.096709653570725
1214 => 0.099111769337846
1215 => 0.1006138616234
1216 => 0.097152025213344
1217 => 0.096281382718015
1218 => 0.09677734025185
1219 => 0.088580266976621
1220 => 0.098441893571964
1221 => 0.098527177328274
1222 => 0.097796926029482
1223 => 0.10304793774794
1224 => 0.11412921030551
1225 => 0.1099599898262
1226 => 0.10834554164125
1227 => 0.10527647446151
1228 => 0.10936582425534
1229 => 0.10905182599497
1230 => 0.10763180678126
1231 => 0.10677297473009
]
'min_raw' => 0.080205858564352
'max_raw' => 0.20579904904693
'avg_raw' => 0.14300245380564
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.0802058'
'max' => '$0.205799'
'avg' => '$0.1430024'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.049321452201478
'max_diff' => 0.11962197801131
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0025175702511533
]
1 => [
'year' => 2028
'avg' => 0.004320881406845
]
2 => [
'year' => 2029
'avg' => 0.011803869240397
]
3 => [
'year' => 2030
'avg' => 0.0091066675401165
]
4 => [
'year' => 2031
'avg' => 0.0089438761012782
]
5 => [
'year' => 2032
'avg' => 0.01568142954694
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0025175702511533
'min' => '$0.002517'
'max_raw' => 0.01568142954694
'max' => '$0.015681'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.01568142954694
]
1 => [
'year' => 2033
'avg' => 0.040334249297113
]
2 => [
'year' => 2034
'avg' => 0.025565785577828
]
3 => [
'year' => 2035
'avg' => 0.030154902716948
]
4 => [
'year' => 2036
'avg' => 0.058530738699246
]
5 => [
'year' => 2037
'avg' => 0.14300245380564
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.01568142954694
'min' => '$0.015681'
'max_raw' => 0.14300245380564
'max' => '$0.1430024'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.14300245380564
]
]
]
]
'prediction_2025_max_price' => '$0.0043045'
'last_price' => 0.00417384
'sma_50day_nextmonth' => '$0.003548'
'sma_200day_nextmonth' => '$0.009549'
'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' => '$0.003931'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.003949'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.003669'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.003045'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.003498'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.006512'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.012638'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.003979'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.003854'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.0036073'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.003374'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.00411'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.00674'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.0132049'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.008746'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.019035'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.047739'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.003958'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.004025'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.0051027'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.009145'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.021955'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.040393'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.039424'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '55.64'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 73.64
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.003852'
'vwma_10_action' => 'BUY'
'hma_9' => '0.004054'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 94.74
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 81.22
'cci_20_action' => 'NEUTRAL'
'adx_14' => 17.09
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.00090077'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -5.26
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 56.19
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.002487'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 12
'buy_signals' => 21
'sell_pct' => 36.36
'buy_pct' => 63.64
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767712695
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de SuiPad para 2026
A previsão de preço para SuiPad em 2026 sugere que o preço médio poderia variar entre $0.001442 na extremidade inferior e $0.0043045 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, SuiPad poderia potencialmente ganhar 3.13% até 2026 se SUIP atingir a meta de preço prevista.
Previsão de preço de SuiPad 2027-2032
A previsão de preço de SUIP para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.002517 na extremidade inferior e $0.015681 na extremidade superior. Considerando a volatilidade de preços no mercado, se SuiPad atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de SuiPad | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.001388 | $0.002517 | $0.003646 |
| 2028 | $0.0025053 | $0.00432 | $0.006136 |
| 2029 | $0.0055035 | $0.0118038 | $0.0181041 |
| 2030 | $0.00468 | $0.0091066 | $0.013532 |
| 2031 | $0.005533 | $0.008943 | $0.012353 |
| 2032 | $0.008446 | $0.015681 | $0.022915 |
Previsão de preço de SuiPad 2032-2037
A previsão de preço de SuiPad para 2032-2037 é atualmente estimada entre $0.015681 na extremidade inferior e $0.1430024 na extremidade superior. Comparado ao preço atual, SuiPad poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de SuiPad | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.008446 | $0.015681 | $0.022915 |
| 2033 | $0.019628 | $0.040334 | $0.061039 |
| 2034 | $0.01578 | $0.025565 | $0.03535 |
| 2035 | $0.018657 | $0.030154 | $0.041652 |
| 2036 | $0.030884 | $0.05853 | $0.086177 |
| 2037 | $0.0802058 | $0.1430024 | $0.205799 |
SuiPad Histograma de preços potenciais
Previsão de preço de SuiPad baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para SuiPad é Altista, com 21 indicadores técnicos mostrando sinais de alta e 12 indicando sinais de baixa. A previsão de preço de SUIP 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 SuiPad
De acordo com nossos indicadores técnicos, o SMA de 200 dias de SuiPad está projetado para aumentar no próximo mês, alcançando $0.009549 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para SuiPad é esperado para alcançar $0.003548 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 55.64, sugerindo que o mercado de SUIP está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de SUIP 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 | $0.003931 | BUY |
| SMA 5 | $0.003949 | BUY |
| SMA 10 | $0.003669 | BUY |
| SMA 21 | $0.003045 | BUY |
| SMA 50 | $0.003498 | BUY |
| SMA 100 | $0.006512 | SELL |
| SMA 200 | $0.012638 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.003979 | BUY |
| EMA 5 | $0.003854 | BUY |
| EMA 10 | $0.0036073 | BUY |
| EMA 21 | $0.003374 | BUY |
| EMA 50 | $0.00411 | BUY |
| EMA 100 | $0.00674 | SELL |
| EMA 200 | $0.0132049 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.008746 | SELL |
| SMA 50 | $0.019035 | SELL |
| SMA 100 | $0.047739 | SELL |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.009145 | SELL |
| EMA 50 | $0.021955 | SELL |
| EMA 100 | $0.040393 | SELL |
| EMA 200 | $0.039424 | SELL |
Osciladores de SuiPad
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 55.64 | NEUTRAL |
| Stoch RSI (14) | 73.64 | NEUTRAL |
| Estocástico Rápido (14) | 94.74 | SELL |
| Índice de Canal de Commodities (20) | 81.22 | NEUTRAL |
| Índice Direcional Médio (14) | 17.09 | NEUTRAL |
| Oscilador Impressionante (5, 34) | 0.00090077 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -5.26 | SELL |
| Oscilador Ultimate (7, 14, 28) | 56.19 | NEUTRAL |
| VWMA (10) | 0.003852 | BUY |
| Média Móvel de Hull (9) | 0.004054 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.002487 | NEUTRAL |
Previsão do preço de SuiPad com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do SuiPad
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de SuiPad por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.005864 | $0.008241 | $0.01158 | $0.016272 | $0.022865 | $0.032129 |
| Amazon.com stock | $0.0087089 | $0.018171 | $0.037916 | $0.079115 | $0.165078 | $0.344445 |
| Apple stock | $0.00592 | $0.008397 | $0.011911 | $0.016895 | $0.023964 | $0.033991 |
| Netflix stock | $0.006585 | $0.010391 | $0.016395 | $0.025869 | $0.040818 | $0.0644049 |
| Google stock | $0.0054051 | $0.006999 | $0.009064 | $0.011738 | $0.0152011 | $0.019685 |
| Tesla stock | $0.009461 | $0.021449 | $0.048623 | $0.110225 | $0.249873 | $0.566445 |
| Kodak stock | $0.003129 | $0.002347 | $0.00176 | $0.001319 | $0.000989 | $0.000742 |
| Nokia stock | $0.002764 | $0.001831 | $0.001213 | $0.0008038 | $0.000532 | $0.000352 |
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 SuiPad
Você pode fazer perguntas como: 'Devo investir em SuiPad agora?', 'Devo comprar SUIP hoje?', 'SuiPad será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para SuiPad regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como SuiPad, 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 SuiPad para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de SuiPad é de $0.004173 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 SuiPad
com base no histórico de preços de 4 horas
Previsão de longo prazo para SuiPad
com base no histórico de preços de 1 mês
Previsão do preço de SuiPad com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se SuiPad tiver 1% da média anterior do crescimento anual do Bitcoin | $0.004282 | $0.004393 | $0.0045078 | $0.004625 |
| Se SuiPad tiver 2% da média anterior do crescimento anual do Bitcoin | $0.00439 | $0.004619 | $0.004859 | $0.005111 |
| Se SuiPad tiver 5% da média anterior do crescimento anual do Bitcoin | $0.004716 | $0.005329 | $0.006021 | $0.0068045 |
| Se SuiPad tiver 10% da média anterior do crescimento anual do Bitcoin | $0.005258 | $0.006625 | $0.008347 | $0.010517 |
| Se SuiPad tiver 20% da média anterior do crescimento anual do Bitcoin | $0.006343 | $0.009641 | $0.014653 | $0.022271 |
| Se SuiPad tiver 50% da média anterior do crescimento anual do Bitcoin | $0.009598 | $0.022073 | $0.05076 | $0.116732 |
| Se SuiPad tiver 100% da média anterior do crescimento anual do Bitcoin | $0.015022 | $0.054072 | $0.194624 | $0.700516 |
Perguntas Frequentes sobre SuiPad
SUIP é um bom investimento?
A decisão de adquirir SuiPad depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de SuiPad experimentou uma queda de -1.2261% nas últimas 24 horas, e SuiPad registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em SuiPad dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
SuiPad pode subir?
Parece que o valor médio de SuiPad pode potencialmente subir para $0.0043045 até o final deste ano. Observando as perspectivas de SuiPad em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.013532. 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 SuiPad na próxima semana?
Com base na nossa nova previsão experimental de SuiPad, o preço de SuiPad aumentará 0.86% na próxima semana e atingirá $0.004209 até 13 de janeiro de 2026.
Qual será o preço de SuiPad no próximo mês?
Com base na nossa nova previsão experimental de SuiPad, o preço de SuiPad diminuirá -11.62% no próximo mês e atingirá $0.003688 até 5 de fevereiro de 2026.
Até onde o preço de SuiPad pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de SuiPad em 2026, espera-se que SUIP fluctue dentro do intervalo de $0.001442 e $0.0043045. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de SuiPad não considera flutuações repentinas e extremas de preço.
Onde estará SuiPad em 5 anos?
O futuro de SuiPad parece seguir uma tendência de alta, com um preço máximo de $0.013532 projetada após um período de cinco anos. Com base na previsão de SuiPad para 2030, o valor de SuiPad pode potencialmente atingir seu pico mais alto de aproximadamente $0.013532, enquanto seu pico mais baixo está previsto para cerca de $0.00468.
Quanto será SuiPad em 2026?
Com base na nossa nova simulação experimental de previsão de preços de SuiPad, espera-se que o valor de SUIP em 2026 aumente 3.13% para $0.0043045 se o melhor cenário ocorrer. O preço ficará entre $0.0043045 e $0.001442 durante 2026.
Quanto será SuiPad em 2027?
De acordo com nossa última simulação experimental para previsão de preços de SuiPad, o valor de SUIP pode diminuir -12.62% para $0.003646 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.003646 e $0.001388 ao longo do ano.
Quanto será SuiPad em 2028?
Nosso novo modelo experimental de previsão de preços de SuiPad sugere que o valor de SUIP em 2028 pode aumentar 47.02%, alcançando $0.006136 no melhor cenário. O preço é esperado para variar entre $0.006136 e $0.0025053 durante o ano.
Quanto será SuiPad em 2029?
Com base no nosso modelo de previsão experimental, o valor de SuiPad pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.0181041 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.0181041 e $0.0055035.
Quanto será SuiPad em 2030?
Usando nossa nova simulação experimental para previsões de preços de SuiPad, espera-se que o valor de SUIP em 2030 aumente 224.23%, alcançando $0.013532 no melhor cenário. O preço está previsto para variar entre $0.013532 e $0.00468 ao longo de 2030.
Quanto será SuiPad em 2031?
Nossa simulação experimental indica que o preço de SuiPad poderia aumentar 195.98% em 2031, potencialmente atingindo $0.012353 sob condições ideais. O preço provavelmente oscilará entre $0.012353 e $0.005533 durante o ano.
Quanto será SuiPad em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de SuiPad, SUIP poderia ver um 449.04% aumento em valor, atingindo $0.022915 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.022915 e $0.008446 ao longo do ano.
Quanto será SuiPad em 2033?
De acordo com nossa previsão experimental de preços de SuiPad, espera-se que o valor de SUIP seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.061039. Ao longo do ano, o preço de SUIP poderia variar entre $0.061039 e $0.019628.
Quanto será SuiPad em 2034?
Os resultados da nossa nova simulação de previsão de preços de SuiPad sugerem que SUIP pode aumentar 746.96% em 2034, atingindo potencialmente $0.03535 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.03535 e $0.01578.
Quanto será SuiPad em 2035?
Com base em nossa previsão experimental para o preço de SuiPad, SUIP poderia aumentar 897.93%, com o valor potencialmente atingindo $0.041652 em 2035. A faixa de preço esperada para o ano está entre $0.041652 e $0.018657.
Quanto será SuiPad em 2036?
Nossa recente simulação de previsão de preços de SuiPad sugere que o valor de SUIP pode aumentar 1964.7% em 2036, possivelmente atingindo $0.086177 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.086177 e $0.030884.
Quanto será SuiPad em 2037?
De acordo com a simulação experimental, o valor de SuiPad poderia aumentar 4830.69% em 2037, com um pico de $0.205799 sob condições favoráveis. O preço é esperado para cair entre $0.205799 e $0.0802058 ao longo do ano.
Previsões relacionadas
Previsão de Preço do Cryowar
Previsão de Preço do Yuan Chain Coin
Previsão de Preço do NerveNetwork
Previsão de Preço do Pikaboss
Previsão de Preço do Gold Fever Native Gold
Previsão de Preço do Bumper
Previsão de Preço do UXD Stablecoin
Previsão de Preço do X world Games
Previsão de Preço do EarnBet
Previsão de Preço do MContent
Previsão de Preço do qiibee foundation
Previsão de Preço do Dechat
Previsão de Preço do FireStarter
Previsão de Preço do Wecan
Previsão de Preço do Dark Frontiers
Previsão de Preço do Luxurious Pro Network Token
Previsão de Preço do Edge
Previsão de Preço do Anchor ProtocolPrevisão de Preço do aiRight
Previsão de Preço do Yoshi.exchange
Previsão de Preço do PLEX
Previsão de Preço do Ton Inu
Previsão de Preço do PAW
Previsão de Preço do Sonar
Previsão de Preço do Vai
Como ler e prever os movimentos de preço de SuiPad?
Traders de SuiPad 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 SuiPad
Médias móveis são ferramentas populares para a previsão de preço de SuiPad. Uma média móvel simples (SMA) calcula o preço médio de fechamento de SUIP 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 SUIP 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 SUIP.
Como ler gráficos de SuiPad 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 SuiPad 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 SUIP 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 SuiPad?
A ação de preço de SuiPad 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 SUIP. A capitalização de mercado de SuiPad pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de SUIP, grandes detentores de SuiPad, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de SuiPad.
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


