Previsão de Preço The Graph - Projeção GRT
Previsão de Preço The Graph até $0.042702 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.0143054 | $0.042702 |
| 2027 | $0.013771 | $0.036177 |
| 2028 | $0.024853 | $0.060873 |
| 2029 | $0.054595 | $0.179595 |
| 2030 | $0.046431 | $0.134247 |
| 2031 | $0.054896 | $0.122552 |
| 2032 | $0.083795 | $0.227328 |
| 2033 | $0.194721 | $0.60552 |
| 2034 | $0.156547 | $0.350684 |
| 2035 | $0.185087 | $0.413194 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em The Graph hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.43, com um retorno de 39.54% nos próximos 90 dias.
Previsão de preço de longo prazo de The Graph para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'The Graph'
'name_with_ticker' => 'The Graph <small>GRT</small>'
'name_lang' => 'The Graph'
'name_lang_with_ticker' => 'The Graph <small>GRT</small>'
'name_with_lang' => 'The Graph'
'name_with_lang_with_ticker' => 'The Graph <small>GRT</small>'
'image' => '/uploads/coins/the-graph.png?1717092383'
'price_for_sd' => 0.0414
'ticker' => 'GRT'
'marketcap' => '$441.31M'
'low24h' => '$0.03982'
'high24h' => '$0.04212'
'volume24h' => '$28.44M'
'current_supply' => '10.66B'
'max_supply' => '10.8B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '0.03 USD 1.38x'
'price' => '$0.0414'
'change_24h_pct' => '1.8301%'
'ath_price' => '$2.84'
'ath_days' => 1789
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '12 de fev. de 2021'
'ath_pct' => '-98.54%'
'fdv' => '$446.92M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '-73.49%'
'change_30d_pct_is_increased' => false
'max_price' => '$2.04'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.041759'
'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' => '$0.036594'
'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' => '$0.0143054'
'current_year_max_price_prediction' => '$0.042702'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.046431'
'grand_prediction_max_price' => '$0.134247'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.042189653918444
107 => 0.042347174771331
108 => 0.0427020772961
109 => 0.039669474079523
110 => 0.041031023891213
111 => 0.041830806845616
112 => 0.03821735836127
113 => 0.041759380587204
114 => 0.039616683204456
115 => 0.038889419530516
116 => 0.039868584257772
117 => 0.039487002811292
118 => 0.039158941490822
119 => 0.038975877637191
120 => 0.039694868146421
121 => 0.039661326379786
122 => 0.038484918356642
123 => 0.036950342046976
124 => 0.03746539622725
125 => 0.037278272214898
126 => 0.036600110654656
127 => 0.03705710966472
128 => 0.035044717306303
129 => 0.031582500848699
130 => 0.03386974709115
131 => 0.033781690598861
201 => 0.033737288522405
202 => 0.035456090858764
203 => 0.03529086767364
204 => 0.034990985974769
205 => 0.036594603092086
206 => 0.036009261272571
207 => 0.037813146836438
208 => 0.039001302536803
209 => 0.03869994781838
210 => 0.039817413997429
211 => 0.037477262035301
212 => 0.038254566646519
213 => 0.038414768049593
214 => 0.036574814705781
215 => 0.035317900230076
216 => 0.03523407836442
217 => 0.033054761877031
218 => 0.034218935153766
219 => 0.03524335946053
220 => 0.034752739716128
221 => 0.034597424161898
222 => 0.035390897644624
223 => 0.035452557329873
224 => 0.034046709971804
225 => 0.034339030154942
226 => 0.035558053912816
227 => 0.034308313883936
228 => 0.031880273151698
301 => 0.031278085479813
302 => 0.031197742543863
303 => 0.029564561817605
304 => 0.031318326539521
305 => 0.030552761240432
306 => 0.032971172847373
307 => 0.03158978910769
308 => 0.031530240415609
309 => 0.031440223833635
310 => 0.030034477716698
311 => 0.030342246776481
312 => 0.03136531800575
313 => 0.031730361346076
314 => 0.031692284334968
315 => 0.031360304398592
316 => 0.031512283113453
317 => 0.031022706719993
318 => 0.030849827105811
319 => 0.030304171489168
320 => 0.029502208473914
321 => 0.02961372634991
322 => 0.028024827771655
323 => 0.027159111496991
324 => 0.026919492642121
325 => 0.026599064295028
326 => 0.026955685876553
327 => 0.028020326621617
328 => 0.026736144006936
329 => 0.024534502989001
330 => 0.024666825365593
331 => 0.024964114458928
401 => 0.024410118200262
402 => 0.023885807234816
403 => 0.024341653080578
404 => 0.023408788757558
405 => 0.025076846655553
406 => 0.02503173036409
407 => 0.025653479196454
408 => 0.026042271500902
409 => 0.025146231112153
410 => 0.024920879377534
411 => 0.025049249967238
412 => 0.022927570068446
413 => 0.025480092684044
414 => 0.02550216700562
415 => 0.025313153262581
416 => 0.026672292755093
417 => 0.029540501010532
418 => 0.028461365691426
419 => 0.02804349187883
420 => 0.027249113455622
421 => 0.028307575539023
422 => 0.028226302165599
423 => 0.027858753148962
424 => 0.027636458356877
425 => 0.028046043327224
426 => 0.027585706246375
427 => 0.027503017057437
428 => 0.027002010539201
429 => 0.026823174006535
430 => 0.026690770557436
501 => 0.026545007369673
502 => 0.026866524639955
503 => 0.026137924206376
504 => 0.02525930350906
505 => 0.025186255704885
506 => 0.025387947114639
507 => 0.025298713679982
508 => 0.025185828489531
509 => 0.024970299918506
510 => 0.024906357195523
511 => 0.025114140024621
512 => 0.024879565325061
513 => 0.025225693072206
514 => 0.025131565477105
515 => 0.024605776382462
516 => 0.023950448498481
517 => 0.023944614705717
518 => 0.023803425388067
519 => 0.023623599564083
520 => 0.023573576133708
521 => 0.024303263014905
522 => 0.025813693021293
523 => 0.025517159469513
524 => 0.025731435350655
525 => 0.026785460609241
526 => 0.0271205035433
527 => 0.026882698004631
528 => 0.026557175116095
529 => 0.026571496471134
530 => 0.027683906723742
531 => 0.027753286386687
601 => 0.027928586412221
602 => 0.028153896484814
603 => 0.026921069284262
604 => 0.026513430420855
605 => 0.026320268512429
606 => 0.025725404597545
607 => 0.02636691432997
608 => 0.025993134081071
609 => 0.026043569806799
610 => 0.026010723474254
611 => 0.026028659792883
612 => 0.025076380399375
613 => 0.025423340960038
614 => 0.024846451733829
615 => 0.024074061818789
616 => 0.024071472496959
617 => 0.024260513834421
618 => 0.02414806464971
619 => 0.023845466784987
620 => 0.023888449383449
621 => 0.023511876592504
622 => 0.02393417213834
623 => 0.023946282063549
624 => 0.023783675275808
625 => 0.024434279829725
626 => 0.024700833046307
627 => 0.024593801775241
628 => 0.024693323447006
629 => 0.025529481777358
630 => 0.025665812069351
701 => 0.025726360979581
702 => 0.025645233461066
703 => 0.024708606886327
704 => 0.024750150257761
705 => 0.024445332562642
706 => 0.024187793731165
707 => 0.024198093933811
708 => 0.024330502370895
709 => 0.024908737781293
710 => 0.026125600113637
711 => 0.026171779149635
712 => 0.026227749488401
713 => 0.026000089992199
714 => 0.025931425709736
715 => 0.02602201162206
716 => 0.026479001134506
717 => 0.027654502231961
718 => 0.027239001635042
719 => 0.026901193182095
720 => 0.027197542267834
721 => 0.027151921648946
722 => 0.026766837714557
723 => 0.02675602969108
724 => 0.026016930502207
725 => 0.025743702360554
726 => 0.025515372474618
727 => 0.025266042199878
728 => 0.025118230855385
729 => 0.02534533625958
730 => 0.025397277952552
731 => 0.024900708017156
801 => 0.024833027369851
802 => 0.025238537098301
803 => 0.025060087385737
804 => 0.025243627340449
805 => 0.025286210184319
806 => 0.02527935336569
807 => 0.025093031370954
808 => 0.025211787454197
809 => 0.024930893914434
810 => 0.024625464378788
811 => 0.024430619363978
812 => 0.024260591246116
813 => 0.024354932727998
814 => 0.024018622571162
815 => 0.023911030183404
816 => 0.02517155556529
817 => 0.026102719217821
818 => 0.026089179729532
819 => 0.026006761576646
820 => 0.025884304919369
821 => 0.026470042667291
822 => 0.026265983348111
823 => 0.026414453552541
824 => 0.026452245450843
825 => 0.026566630144813
826 => 0.02660751284121
827 => 0.026483936937839
828 => 0.026069201112599
829 => 0.025035718868
830 => 0.024554630093307
831 => 0.024395862784491
901 => 0.024401633674624
902 => 0.024242446762357
903 => 0.024289334442276
904 => 0.024226141140754
905 => 0.024106468315772
906 => 0.024347543268285
907 => 0.024375324910793
908 => 0.024319055136246
909 => 0.024332308705147
910 => 0.023866419005027
911 => 0.023901839587068
912 => 0.023704613285234
913 => 0.023667635731239
914 => 0.023169064814662
915 => 0.022285774166936
916 => 0.022775202928874
917 => 0.022184041808552
918 => 0.021960160134733
919 => 0.023019981157848
920 => 0.022913604521986
921 => 0.022731533962204
922 => 0.022462213657456
923 => 0.022362320136645
924 => 0.021755398726646
925 => 0.021719538571944
926 => 0.022020345210996
927 => 0.021881533297198
928 => 0.021686588798043
929 => 0.02098051958331
930 => 0.020186664014466
1001 => 0.020210625524091
1002 => 0.020463136210333
1003 => 0.021197345086284
1004 => 0.020910476976507
1005 => 0.020702350871432
1006 => 0.020663375108199
1007 => 0.021151238386346
1008 => 0.02184166713544
1009 => 0.022165600857042
1010 => 0.021844592376948
1011 => 0.021475835119339
1012 => 0.021498279664953
1013 => 0.02164759317159
1014 => 0.021663283909958
1015 => 0.021423260844113
1016 => 0.021490825931205
1017 => 0.021388188385631
1018 => 0.020758301957898
1019 => 0.020746909309812
1020 => 0.020592325022155
1021 => 0.020587644271361
1022 => 0.020324657835199
1023 => 0.020287864214841
1024 => 0.019765688683707
1025 => 0.020109386199592
1026 => 0.019878851950866
1027 => 0.019531382460503
1028 => 0.019471478589395
1029 => 0.019469677806694
1030 => 0.01982645128054
1031 => 0.020105217093827
1101 => 0.019882862192823
1102 => 0.019832236292033
1103 => 0.020372788464313
1104 => 0.020303998273148
1105 => 0.020244426411248
1106 => 0.021779846813647
1107 => 0.0205644417548
1108 => 0.020034455776247
1109 => 0.01937849748618
1110 => 0.019592080813055
1111 => 0.019637085958219
1112 => 0.018059624515978
1113 => 0.01741964860532
1114 => 0.017200032989766
1115 => 0.017073641098106
1116 => 0.017131239470265
1117 => 0.016555186088986
1118 => 0.016942303488249
1119 => 0.016443489952642
1120 => 0.016359862240118
1121 => 0.017251802632923
1122 => 0.017375910927942
1123 => 0.016846426383967
1124 => 0.01718644117696
1125 => 0.017063147086462
1126 => 0.016452040679028
1127 => 0.016428700909259
1128 => 0.016122069195438
1129 => 0.015642249938907
1130 => 0.015422959663403
1201 => 0.015308751383955
1202 => 0.015355875945931
1203 => 0.015332048325361
1204 => 0.015176556983517
1205 => 0.015340960907063
1206 => 0.014920976818795
1207 => 0.014753735770805
1208 => 0.01467819686939
1209 => 0.01430543681767
1210 => 0.014898663827104
1211 => 0.01501553702124
1212 => 0.015132640491672
1213 => 0.016151946251848
1214 => 0.016101024616597
1215 => 0.016561331399417
1216 => 0.016543444724286
1217 => 0.016412157773351
1218 => 0.015858279723009
1219 => 0.016079045641948
1220 => 0.015399562458093
1221 => 0.015908677459803
1222 => 0.015676338634173
1223 => 0.015830123469146
1224 => 0.015553604469646
1225 => 0.015706641501159
1226 => 0.015043251991279
1227 => 0.014423788201096
1228 => 0.014673078513541
1229 => 0.014944085592974
1230 => 0.015531697992505
1231 => 0.015181720895041
]
'min_raw' => 0.01430543681767
'max_raw' => 0.0427020772961
'avg_raw' => 0.028503757056885
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.0143054'
'max' => '$0.042702'
'avg' => '$0.0285037'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.02709961318233
'max_diff' => 0.0012970272960996
'year' => 2026
]
1 => [
'items' => [
101 => 0.015307585893388
102 => 0.014885959218472
103 => 0.014016022956414
104 => 0.014020946701183
105 => 0.013887125959857
106 => 0.013771485301203
107 => 0.015221919974701
108 => 0.015041535495073
109 => 0.014754116434922
110 => 0.015138838268513
111 => 0.015240564827671
112 => 0.0152434608398
113 => 0.015524143958481
114 => 0.015673944589236
115 => 0.015700347599679
116 => 0.016142008551484
117 => 0.01629004747688
118 => 0.016899798859333
119 => 0.015661235052315
120 => 0.015635727645769
121 => 0.015144252093678
122 => 0.014832550528621
123 => 0.01516559456651
124 => 0.015460626119034
125 => 0.015153419546412
126 => 0.015193534239312
127 => 0.014781134515265
128 => 0.014928548011401
129 => 0.015055520373016
130 => 0.014985413698023
131 => 0.014880460612357
201 => 0.015436436896223
202 => 0.015405066535399
203 => 0.015922804432774
204 => 0.016326418147571
205 => 0.017049766079068
206 => 0.01629491480357
207 => 0.016267405022829
208 => 0.016536317542282
209 => 0.016290006307774
210 => 0.016445666505608
211 => 0.0170246868147
212 => 0.017036920601423
213 => 0.016831988911471
214 => 0.016819518799513
215 => 0.016858878172275
216 => 0.017089407247912
217 => 0.017008853305441
218 => 0.017102072367044
219 => 0.017218644230999
220 => 0.017700834885765
221 => 0.01781708942018
222 => 0.017534651172616
223 => 0.017560152184044
224 => 0.017454512526352
225 => 0.017352465940683
226 => 0.017581851762561
227 => 0.018001058860632
228 => 0.017998450995032
301 => 0.018095698893563
302 => 0.018156283528703
303 => 0.01789620992402
304 => 0.017726911570542
305 => 0.017791831332
306 => 0.017895639444338
307 => 0.017758167760259
308 => 0.016909628843042
309 => 0.01716702134565
310 => 0.017124178647366
311 => 0.017063165435159
312 => 0.017321975586888
313 => 0.017297012716382
314 => 0.016549277828947
315 => 0.016597145390421
316 => 0.016552188813903
317 => 0.016697452709883
318 => 0.016282161580676
319 => 0.016409902334991
320 => 0.016490020138603
321 => 0.016537210140424
322 => 0.01670769278549
323 => 0.016687688614795
324 => 0.016706449298152
325 => 0.016959230055035
326 => 0.018237708379467
327 => 0.018307293133862
328 => 0.017964632353791
329 => 0.018101518576744
330 => 0.0178387269624
331 => 0.01801514073366
401 => 0.018135838555532
402 => 0.017590428307348
403 => 0.017558132652134
404 => 0.017294256403317
405 => 0.017436048552716
406 => 0.017210447047805
407 => 0.017265801765905
408 => 0.017111025148361
409 => 0.017389592244223
410 => 0.017701073542347
411 => 0.017779766019022
412 => 0.017572759992131
413 => 0.017422873986299
414 => 0.017159723535579
415 => 0.017597348599817
416 => 0.017725323504982
417 => 0.017596676402121
418 => 0.017566866057393
419 => 0.017510375508
420 => 0.017578850794495
421 => 0.017724626526165
422 => 0.017655881383164
423 => 0.01770128876125
424 => 0.017528242659873
425 => 0.017896296019204
426 => 0.018480853330687
427 => 0.018482732778028
428 => 0.018413987264466
429 => 0.018385858081459
430 => 0.0184563951502
501 => 0.018494658616411
502 => 0.018722762562435
503 => 0.018967527184581
504 => 0.020109736876965
505 => 0.019789008965969
506 => 0.020802445355411
507 => 0.021603941961215
508 => 0.021844275748096
509 => 0.021623179972744
510 => 0.020866823268622
511 => 0.020829712800327
512 => 0.021960029041849
513 => 0.021640662931856
514 => 0.021602675349286
515 => 0.021198551651784
516 => 0.021437438808702
517 => 0.021385190683221
518 => 0.021302714461083
519 => 0.021758494515458
520 => 0.022611674089483
521 => 0.022478698051803
522 => 0.022379437608257
523 => 0.021944507238917
524 => 0.022206432466474
525 => 0.022113165909788
526 => 0.022513898225731
527 => 0.022276513279074
528 => 0.021638243419467
529 => 0.021739889998375
530 => 0.021724526322457
531 => 0.022040709684154
601 => 0.021945799287126
602 => 0.02170599354418
603 => 0.022608758014451
604 => 0.022550137511191
605 => 0.022633247982301
606 => 0.02266983578196
607 => 0.023219332606519
608 => 0.023444443873604
609 => 0.02349554807236
610 => 0.02370938636536
611 => 0.023490227580828
612 => 0.024367018976523
613 => 0.024950034092464
614 => 0.025627236151313
615 => 0.026616810374045
616 => 0.026988899435865
617 => 0.026921684877287
618 => 0.027671968759108
619 => 0.029020212216866
620 => 0.027194203427856
621 => 0.029116995116579
622 => 0.028508261467627
623 => 0.027064964936612
624 => 0.026972033655363
625 => 0.027949450823184
626 => 0.030117268028494
627 => 0.029574254405743
628 => 0.030118156204252
629 => 0.029483665865246
630 => 0.02945215807201
701 => 0.030087340424695
702 => 0.031571478613731
703 => 0.030866420192208
704 => 0.029855546057538
705 => 0.030601959787635
706 => 0.029955347137295
707 => 0.028498347860594
708 => 0.029573839173459
709 => 0.028854688760776
710 => 0.029064575083335
711 => 0.030576122285246
712 => 0.030394248926855
713 => 0.030629609893633
714 => 0.030214203947738
715 => 0.029826149290767
716 => 0.029101816456213
717 => 0.028887377213079
718 => 0.028946640505166
719 => 0.028887347845135
720 => 0.028482090281164
721 => 0.02839457494881
722 => 0.028248712227418
723 => 0.028293921183979
724 => 0.028019656594118
725 => 0.028537250541142
726 => 0.028633320538732
727 => 0.029009982249624
728 => 0.029049088517976
729 => 0.030098086021364
730 => 0.029520315824185
731 => 0.029907933954731
801 => 0.029873261740732
802 => 0.027096245548897
803 => 0.02747889387831
804 => 0.028074174597217
805 => 0.027806001440234
806 => 0.027426867339113
807 => 0.027120696224574
808 => 0.026656815678444
809 => 0.027309718639086
810 => 0.028168216603841
811 => 0.029070861443099
812 => 0.030155330073836
813 => 0.029913289300062
814 => 0.029050588056388
815 => 0.029089288203976
816 => 0.029328517288415
817 => 0.029018693887812
818 => 0.028927320918503
819 => 0.029315964045559
820 => 0.029318640417181
821 => 0.028962151151378
822 => 0.028565978569285
823 => 0.028564318591701
824 => 0.02849382350729
825 => 0.029496206784157
826 => 0.030047416234054
827 => 0.030110611509166
828 => 0.030043162688525
829 => 0.030069121062642
830 => 0.029748384428818
831 => 0.030481493262244
901 => 0.031154266424745
902 => 0.030973948845493
903 => 0.030703627160539
904 => 0.030488302918017
905 => 0.030923225297058
906 => 0.03090385888815
907 => 0.031148390338085
908 => 0.031137296979034
909 => 0.031055070249714
910 => 0.030973951782068
911 => 0.031295577337068
912 => 0.031202954342376
913 => 0.031110187478591
914 => 0.030924129331373
915 => 0.030949417723679
916 => 0.030679142713575
917 => 0.030554101126958
918 => 0.028673775680957
919 => 0.028171291280379
920 => 0.028329383101814
921 => 0.028381431034283
922 => 0.0281627491792
923 => 0.028476282784629
924 => 0.028427418904337
925 => 0.028617519678139
926 => 0.028498752967884
927 => 0.0285036271951
928 => 0.028852894766229
929 => 0.028954288628018
930 => 0.028902718891563
1001 => 0.028938836567269
1002 => 0.02977115315959
1003 => 0.029652824356148
1004 => 0.0295899645377
1005 => 0.029607377137002
1006 => 0.029820051871409
1007 => 0.029879589185433
1008 => 0.029627325402301
1009 => 0.029746294460746
1010 => 0.030252849612182
1011 => 0.030430115246646
1012 => 0.030995862059524
1013 => 0.030755522758066
1014 => 0.031196675947534
1015 => 0.032552630451755
1016 => 0.03363586073464
1017 => 0.032639677400114
1018 => 0.034628891866089
1019 => 0.036177780663719
1020 => 0.036118331731856
1021 => 0.035848247143546
1022 => 0.034084878426784
1023 => 0.032462200243274
1024 => 0.033819639446336
1025 => 0.033823099838024
1026 => 0.033706494606628
1027 => 0.032982269528977
1028 => 0.033681293143774
1029 => 0.033736779099836
1030 => 0.033705721719348
1031 => 0.033150460050348
1101 => 0.032302678111296
1102 => 0.032468332672884
1103 => 0.032739678224026
1104 => 0.032225964487102
1105 => 0.032061801821142
1106 => 0.032367011450387
1107 => 0.033350460468766
1108 => 0.033164545128573
1109 => 0.033159690127698
1110 => 0.033955114793415
1111 => 0.033385762396148
1112 => 0.032470422107405
1113 => 0.032239286612642
1114 => 0.031418911317759
1115 => 0.031985547456011
1116 => 0.032005939681864
1117 => 0.031695598859824
1118 => 0.032495604554727
1119 => 0.03248823236141
1120 => 0.033247718703587
1121 => 0.034699571339785
1122 => 0.034270187073932
1123 => 0.03377085988962
1124 => 0.033825150599396
1125 => 0.034420585684746
1126 => 0.034060572039682
1127 => 0.034190035456552
1128 => 0.034420389726359
1129 => 0.034559368176709
1130 => 0.033805153739148
1201 => 0.033629310275505
1202 => 0.033269596261562
1203 => 0.033175753589705
1204 => 0.033468733148382
1205 => 0.033391543385791
1206 => 0.032004225794244
1207 => 0.031859243386965
1208 => 0.031863689790409
1209 => 0.031499124633768
1210 => 0.030943075264228
1211 => 0.032404339807396
1212 => 0.032286979814196
1213 => 0.032157423464644
1214 => 0.032173293378226
1215 => 0.032807578789565
1216 => 0.032439661218807
1217 => 0.03341783038117
1218 => 0.033216748207845
1219 => 0.033010509035526
1220 => 0.032982000499713
1221 => 0.03290261601387
1222 => 0.032630377074247
1223 => 0.032301632195628
1224 => 0.03208456635137
1225 => 0.029596316475379
1226 => 0.030058121178879
1227 => 0.030589385395433
1228 => 0.03077277567408
1229 => 0.030459073912233
1230 => 0.032642763931839
1231 => 0.033041745140982
]
'min_raw' => 0.013771485301203
'max_raw' => 0.036177780663719
'avg_raw' => 0.024974632982461
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.013771'
'max' => '$0.036177'
'avg' => '$0.024974'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00053395151646683
'max_diff' => -0.006524296632381
'year' => 2027
]
2 => [
'items' => [
101 => 0.031833205033589
102 => 0.031607136523863
103 => 0.032657584945701
104 => 0.032024036135235
105 => 0.032309323125795
106 => 0.031692688695846
107 => 0.032945642251233
108 => 0.032936096844412
109 => 0.032448669612127
110 => 0.032860639771097
111 => 0.032789049817888
112 => 0.032238745673119
113 => 0.032963087874182
114 => 0.032963447138877
115 => 0.032494309025384
116 => 0.031946458416363
117 => 0.031848515667124
118 => 0.03177472896233
119 => 0.032291176119623
120 => 0.032754221025964
121 => 0.033615832798097
122 => 0.033832462469002
123 => 0.034677982496397
124 => 0.034174516487706
125 => 0.034397696448383
126 => 0.03463998986643
127 => 0.034756154241087
128 => 0.034566870626307
129 => 0.035880311258781
130 => 0.035991205890943
131 => 0.036028387901872
201 => 0.035585503110592
202 => 0.035978888463725
203 => 0.035794836484548
204 => 0.036273688603254
205 => 0.036348778729758
206 => 0.036285180064018
207 => 0.036309014855387
208 => 0.035188224982376
209 => 0.035130106114823
210 => 0.034337651231808
211 => 0.034660582454167
212 => 0.034056878012463
213 => 0.034248318909772
214 => 0.03433270423319
215 => 0.034288626129061
216 => 0.034678840500957
217 => 0.034347078569316
218 => 0.033471504285005
219 => 0.032595691451065
220 => 0.032584696334356
221 => 0.03235411027456
222 => 0.032187438787271
223 => 0.032219545628712
224 => 0.03233269432571
225 => 0.032180862379309
226 => 0.032213263423149
227 => 0.032751336637913
228 => 0.032859243383771
229 => 0.032492534099457
301 => 0.031020143407039
302 => 0.030658815037908
303 => 0.030918530704187
304 => 0.030794403343536
305 => 0.024853486902873
306 => 0.026249217097747
307 => 0.025419921610472
308 => 0.025802099125059
309 => 0.024955603177576
310 => 0.025359595412369
311 => 0.025284992798037
312 => 0.027529285648737
313 => 0.027494244102797
314 => 0.027511016636481
315 => 0.026710419903138
316 => 0.027985792237923
317 => 0.028614086510944
318 => 0.028497805962519
319 => 0.028527071271391
320 => 0.028024196304352
321 => 0.027515885565392
322 => 0.026952090727423
323 => 0.027999551849221
324 => 0.027883092053235
325 => 0.028150208924315
326 => 0.028829562335869
327 => 0.028929599706332
328 => 0.029064050946715
329 => 0.029015859747929
330 => 0.030163969616081
331 => 0.030024925935575
401 => 0.030359981199997
402 => 0.029670747100376
403 => 0.028890813293953
404 => 0.029039053212597
405 => 0.029024776516362
406 => 0.028843017787254
407 => 0.028678934133598
408 => 0.028405781080543
409 => 0.029270077759455
410 => 0.029234988892682
411 => 0.029803036859387
412 => 0.029702628863548
413 => 0.029032079693333
414 => 0.029056028488129
415 => 0.029217095642528
416 => 0.029774550902936
417 => 0.029940041578673
418 => 0.029863379704008
419 => 0.030044832675018
420 => 0.03018824570487
421 => 0.030062843143542
422 => 0.03183827896136
423 => 0.031100994226848
424 => 0.031460341676455
425 => 0.031546043925788
426 => 0.031326519416246
427 => 0.031374126421782
428 => 0.031446238063037
429 => 0.031884085827832
430 => 0.033033125054925
501 => 0.03354202670683
502 => 0.035073082435351
503 => 0.033499769508892
504 => 0.033406415630852
505 => 0.033682205001012
506 => 0.034581096792362
507 => 0.035309564160639
508 => 0.035551238812987
509 => 0.035583180107908
510 => 0.03603657782194
511 => 0.036296456936256
512 => 0.035981523413913
513 => 0.035714650228641
514 => 0.034758743604516
515 => 0.034869392399106
516 => 0.0356316528687
517 => 0.036708390678918
518 => 0.037632343735561
519 => 0.037308807578139
520 => 0.039777160078332
521 => 0.04002188714641
522 => 0.039988073778575
523 => 0.040545598459928
524 => 0.039439025505369
525 => 0.038965944128454
526 => 0.035772351240436
527 => 0.036669620577008
528 => 0.037973854252496
529 => 0.03780123403492
530 => 0.036854064677515
531 => 0.037631625222668
601 => 0.037374539389874
602 => 0.037171765127048
603 => 0.038100713334778
604 => 0.03707929662129
605 => 0.037963664839436
606 => 0.036829453452046
607 => 0.037310285464054
608 => 0.037037341958811
609 => 0.037213969857401
610 => 0.036181406771344
611 => 0.036738552748528
612 => 0.036158227666967
613 => 0.036157952517317
614 => 0.036145141808977
615 => 0.036827891693879
616 => 0.036850156143114
617 => 0.036345602946594
618 => 0.036272888948373
619 => 0.036541750710745
620 => 0.036226984002015
621 => 0.036374261363912
622 => 0.036231444883273
623 => 0.036199293885306
624 => 0.035943109263463
625 => 0.03583273788443
626 => 0.035876017346069
627 => 0.035728282231404
628 => 0.035639266481005
629 => 0.036127434335729
630 => 0.035866625943585
701 => 0.036087461709114
702 => 0.035835791482598
703 => 0.034963392829996
704 => 0.034461667139437
705 => 0.032813786956069
706 => 0.033281123731883
707 => 0.033590968497743
708 => 0.033488564804474
709 => 0.033708567562583
710 => 0.033722073945143
711 => 0.033650548805819
712 => 0.03356773185742
713 => 0.033527421147004
714 => 0.0338278641565
715 => 0.03400228143596
716 => 0.033622065565185
717 => 0.033532986306448
718 => 0.033917405544095
719 => 0.034151901056988
720 => 0.035883284172544
721 => 0.03575501771905
722 => 0.0360769413463
723 => 0.036040697686192
724 => 0.036378124934006
725 => 0.036929675876787
726 => 0.035808218594045
727 => 0.036002864801253
728 => 0.035955142046283
729 => 0.03647616657147
730 => 0.036477793153166
731 => 0.036165412923211
801 => 0.03633475931366
802 => 0.036240234804287
803 => 0.036411053368478
804 => 0.035753304642363
805 => 0.036554371591184
806 => 0.037008524931551
807 => 0.037014830851123
808 => 0.037230095930073
809 => 0.037448817717599
810 => 0.037868635142103
811 => 0.037437109237486
812 => 0.036660836143281
813 => 0.036716880553336
814 => 0.03626175192223
815 => 0.036269402716745
816 => 0.036228562176023
817 => 0.036351127713063
818 => 0.035780200885285
819 => 0.035914196270612
820 => 0.035726601946479
821 => 0.036002457007829
822 => 0.035705682562291
823 => 0.035955119032926
824 => 0.036062767544702
825 => 0.036459992870662
826 => 0.035647012058673
827 => 0.033989289149065
828 => 0.034337762602612
829 => 0.033822342992817
830 => 0.033870047040044
831 => 0.033966416807487
901 => 0.033654050860981
902 => 0.033713640439792
903 => 0.033711511480711
904 => 0.033693165261512
905 => 0.033611906814681
906 => 0.033494065990281
907 => 0.033963507565195
908 => 0.034043274836442
909 => 0.034220587599351
910 => 0.03474815010937
911 => 0.034695434173838
912 => 0.034781416051854
913 => 0.034593718094914
914 => 0.033878753809936
915 => 0.033917579810407
916 => 0.033433418962387
917 => 0.034208206517925
918 => 0.034024726598077
919 => 0.033906435900144
920 => 0.033874159187257
921 => 0.034403029422697
922 => 0.034561275686166
923 => 0.034462667234284
924 => 0.034260418422606
925 => 0.034648795930521
926 => 0.034752709367308
927 => 0.034775971753625
928 => 0.035464102233651
929 => 0.034814430603282
930 => 0.034970813021892
1001 => 0.036190864010561
1002 => 0.035084446119366
1003 => 0.035670540352395
1004 => 0.035641854089576
1005 => 0.035941680066846
1006 => 0.035617259608175
1007 => 0.035621281188575
1008 => 0.03588750634442
1009 => 0.035513641126995
1010 => 0.035421066841483
1011 => 0.035293176129077
1012 => 0.035572420820827
1013 => 0.035739815384381
1014 => 0.037088892628862
1015 => 0.037960458054193
1016 => 0.037922621100489
1017 => 0.038268380029533
1018 => 0.03811261246521
1019 => 0.037609597910603
1020 => 0.038468182419228
1021 => 0.038196490355997
1022 => 0.038218888319584
1023 => 0.038218054666261
1024 => 0.038398706136576
1025 => 0.038270698013394
1026 => 0.038018380862836
1027 => 0.038185880762524
1028 => 0.03868329558229
1029 => 0.040227286445392
1030 => 0.041091324187542
1031 => 0.040175270288396
1101 => 0.040807152001576
1102 => 0.040428248136144
1103 => 0.040359390032381
1104 => 0.04075625844395
1105 => 0.041153821521137
1106 => 0.041128498471832
1107 => 0.040839888092885
1108 => 0.040676859413035
1109 => 0.041911367195475
1110 => 0.042820931500285
1111 => 0.042758905312494
1112 => 0.043032668733409
1113 => 0.0438364466044
1114 => 0.043909933979652
1115 => 0.043900676259458
1116 => 0.043718530132283
1117 => 0.04450995383002
1118 => 0.045170173402447
1119 => 0.04367636856655
1120 => 0.044245189892718
1121 => 0.044500552112314
1122 => 0.044875499613237
1123 => 0.045508098895791
1124 => 0.046195269505318
1125 => 0.046292442963947
1126 => 0.046223493744872
1127 => 0.045770286255751
1128 => 0.046522196536346
1129 => 0.046962647944252
1130 => 0.047224926678109
1201 => 0.047890021908151
1202 => 0.044502129142446
1203 => 0.042104010253685
1204 => 0.041729509359948
1205 => 0.042491071653882
1206 => 0.042691889557447
1207 => 0.042610940112324
1208 => 0.039911639275593
1209 => 0.041715298099676
1210 => 0.043655883338449
1211 => 0.043730429120752
1212 => 0.044701926667005
1213 => 0.045018286091095
1214 => 0.045800468952923
1215 => 0.045751543201951
1216 => 0.045941992281558
1217 => 0.045898211336275
1218 => 0.047347040379778
1219 => 0.048945313967956
1220 => 0.048889970835796
1221 => 0.048660200097581
1222 => 0.049001448825564
1223 => 0.050651038449971
1224 => 0.050499170671491
1225 => 0.050646697282218
1226 => 0.052591656416191
1227 => 0.055120379957567
1228 => 0.053945533992905
1229 => 0.056494611683402
1230 => 0.058099120968767
1231 => 0.06087395386845
]
'min_raw' => 0.024853486902873
'max_raw' => 0.06087395386845
'avg_raw' => 0.042863720385661
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.024853'
'max' => '$0.060873'
'avg' => '$0.042863'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.01108200160167
'max_diff' => 0.024696173204731
'year' => 2028
]
3 => [
'items' => [
101 => 0.060526531123069
102 => 0.061606753208251
103 => 0.059904571899523
104 => 0.055996019547083
105 => 0.055377476175972
106 => 0.056615815668949
107 => 0.059660152477033
108 => 0.056519938668988
109 => 0.057155199832532
110 => 0.056972244574695
111 => 0.056962495666515
112 => 0.057334571840084
113 => 0.056794855944134
114 => 0.054595956290999
115 => 0.055603699043834
116 => 0.055214561171182
117 => 0.055646338653039
118 => 0.057976463644041
119 => 0.056946259842277
120 => 0.05586102382408
121 => 0.057222150624051
122 => 0.058955332774327
123 => 0.05884687335019
124 => 0.058636416734843
125 => 0.059822749656405
126 => 0.061782224079893
127 => 0.062311862142756
128 => 0.062702830132788
129 => 0.062756738013155
130 => 0.063312022684497
131 => 0.060326117056937
201 => 0.065064825971371
202 => 0.065883070096701
203 => 0.065729274113883
204 => 0.066638718022212
205 => 0.066371136554017
206 => 0.065983452988847
207 => 0.067425115027815
208 => 0.065772365836266
209 => 0.0634264964342
210 => 0.06213950608419
211 => 0.063834318795633
212 => 0.064869281777698
213 => 0.065553326472835
214 => 0.065760317984272
215 => 0.060557904411021
216 => 0.057754092034123
217 => 0.059551303621941
218 => 0.061744025795996
219 => 0.060313936374547
220 => 0.06036999317235
221 => 0.058331061478253
222 => 0.061924426008647
223 => 0.061400903021522
224 => 0.064116941204826
225 => 0.063468736894812
226 => 0.065683560597302
227 => 0.065100323289611
228 => 0.067521308745477
301 => 0.068487105389387
302 => 0.070108828268756
303 => 0.07130177422042
304 => 0.072002294900656
305 => 0.071960238266602
306 => 0.074736050199716
307 => 0.073099250882241
308 => 0.071043045175512
309 => 0.071005854901523
310 => 0.072070792973698
311 => 0.074302611021485
312 => 0.074881288969644
313 => 0.075204690997967
314 => 0.074709389533884
315 => 0.072932761185229
316 => 0.072165622071989
317 => 0.072819246822629
318 => 0.072019919919212
319 => 0.073399782406028
320 => 0.075294628323149
321 => 0.074903350134296
322 => 0.076211334455926
323 => 0.07756496062485
324 => 0.079500706841566
325 => 0.08000678258309
326 => 0.080843306539493
327 => 0.081704364474437
328 => 0.081980913076978
329 => 0.082508930167222
330 => 0.08250614725652
331 => 0.08409736229762
401 => 0.085852521763781
402 => 0.086515053830222
403 => 0.088038509784771
404 => 0.08542964485087
405 => 0.087408498871714
406 => 0.089193474732445
407 => 0.087065352925365
408 => 0.089998473047638
409 => 0.090112359455393
410 => 0.091831909000318
411 => 0.090088816110704
412 => 0.089053773117
413 => 0.092041903457267
414 => 0.093487765603699
415 => 0.093052260158377
416 => 0.089738042215924
417 => 0.087809025219922
418 => 0.082760415661795
419 => 0.088740711767099
420 => 0.091653539552364
421 => 0.089730498695648
422 => 0.090700368647169
423 => 0.09599166462128
424 => 0.098006247542179
425 => 0.097587228377629
426 => 0.097658035718796
427 => 0.098745068095646
428 => 0.10356556829426
429 => 0.10067701283693
430 => 0.10288520525195
501 => 0.10405642254665
502 => 0.10514431444262
503 => 0.10247279577789
504 => 0.098997189247491
505 => 0.097896318763276
506 => 0.08953929018144
507 => 0.08910427055102
508 => 0.088860080850022
509 => 0.087320499326544
510 => 0.086110809975961
511 => 0.085148820091492
512 => 0.082624271360147
513 => 0.083476232448071
514 => 0.079452628684577
515 => 0.082026787784698
516 => 0.075605019024853
517 => 0.080953258871941
518 => 0.078042455077798
519 => 0.079996981539748
520 => 0.07999016238105
521 => 0.07639125948142
522 => 0.074315487396101
523 => 0.075638250159124
524 => 0.077056356842125
525 => 0.077286439880358
526 => 0.079125052211239
527 => 0.079638169391948
528 => 0.078083400379249
529 => 0.07547194214105
530 => 0.076078524328763
531 => 0.074303195027427
601 => 0.071191998713893
602 => 0.07342651422255
603 => 0.074189476061917
604 => 0.074526443475158
605 => 0.071466939224108
606 => 0.070505576563359
607 => 0.06999375514939
608 => 0.075076998561848
609 => 0.075355470110756
610 => 0.073930770294635
611 => 0.080370548559081
612 => 0.078913028403776
613 => 0.080541435518359
614 => 0.076023483353121
615 => 0.076196075210063
616 => 0.074057204251644
617 => 0.07525482906895
618 => 0.074408386449328
619 => 0.07515807281887
620 => 0.075607431737701
621 => 0.077745951728443
622 => 0.080977677335084
623 => 0.077426528155183
624 => 0.075879241604107
625 => 0.076839169478125
626 => 0.079395583904449
627 => 0.083268682620778
628 => 0.080975730227335
629 => 0.081993303562689
630 => 0.082215598067776
701 => 0.080524859862564
702 => 0.083331022550048
703 => 0.084834867931496
704 => 0.086377502115907
705 => 0.087716928154602
706 => 0.0857613400994
707 => 0.087854099641003
708 => 0.08616770487226
709 => 0.084654834428411
710 => 0.084657128828389
711 => 0.083708083099452
712 => 0.08186918741218
713 => 0.081530066833725
714 => 0.083294214909054
715 => 0.084708894600023
716 => 0.08482541439523
717 => 0.085608653761017
718 => 0.086072166749683
719 => 0.090615224153962
720 => 0.092442479424104
721 => 0.094676812580263
722 => 0.095547211264703
723 => 0.098166799249671
724 => 0.096051269199276
725 => 0.095593560965565
726 => 0.089239297374734
727 => 0.09027980768176
728 => 0.09194576507762
729 => 0.089266768398581
730 => 0.090965975171397
731 => 0.091301434582472
801 => 0.089175737116558
802 => 0.090311163979068
803 => 0.087295806862845
804 => 0.081043403880197
805 => 0.083337983261912
806 => 0.085027566033922
807 => 0.08261632309421
808 => 0.086938382735655
809 => 0.084413524718544
810 => 0.083613265941678
811 => 0.08049117114027
812 => 0.081964679706085
813 => 0.08395762113996
814 => 0.082726215038135
815 => 0.085281567595978
816 => 0.088900628305519
817 => 0.091479786485929
818 => 0.091677782225487
819 => 0.090019556305661
820 => 0.092676873924838
821 => 0.092696229582634
822 => 0.089698764452741
823 => 0.087862833750637
824 => 0.087445706432288
825 => 0.088487772256152
826 => 0.089753032542287
827 => 0.091747995365603
828 => 0.092953509618146
829 => 0.096096851433422
830 => 0.096947349601964
831 => 0.097881789234258
901 => 0.099130488753513
902 => 0.10062987268636
903 => 0.097349306001261
904 => 0.097479649031401
905 => 0.094424830756771
906 => 0.091160319325073
907 => 0.093637676574637
908 => 0.096876491629417
909 => 0.096133503877278
910 => 0.0960499025773
911 => 0.096190496774796
912 => 0.095630308273395
913 => 0.093096596443111
914 => 0.091824182223817
915 => 0.093465921194193
916 => 0.094338432391553
917 => 0.095691621167686
918 => 0.095524812088678
919 => 0.099010481054131
920 => 0.10036490661295
921 => 0.10001838659586
922 => 0.10008215461848
923 => 0.10253427739692
924 => 0.10526154224406
925 => 0.1078159856677
926 => 0.11041447523412
927 => 0.10728189464102
928 => 0.10569136340656
929 => 0.10733238564506
930 => 0.10646163614625
1001 => 0.11146522104748
1002 => 0.11181165840992
1003 => 0.11681488149501
1004 => 0.12156353597549
1005 => 0.11858099117728
1006 => 0.12139339658522
1007 => 0.12443524233269
1008 => 0.13030345630123
1009 => 0.12832724828288
1010 => 0.12681350391195
1011 => 0.12538302279579
1012 => 0.12835962691605
1013 => 0.13218898056435
1014 => 0.1330137866631
1015 => 0.13435028764326
1016 => 0.13294512028219
1017 => 0.13463748959449
1018 => 0.14061229693168
1019 => 0.13899785124809
1020 => 0.13670507884229
1021 => 0.1414216154084
1022 => 0.14312851165661
1023 => 0.15510840343501
1024 => 0.17023351166988
1025 => 0.16397161754383
1026 => 0.16008465778973
1027 => 0.16099818553186
1028 => 0.16652136304201
1029 => 0.16829523236138
1030 => 0.16347324406191
1031 => 0.16517645184806
1101 => 0.17456129420541
1102 => 0.17959596102834
1103 => 0.17275820723684
1104 => 0.15389311571533
1105 => 0.13649863977292
1106 => 0.1411124380763
1107 => 0.14058937653153
1108 => 0.15067221886158
1109 => 0.13895934725246
1110 => 0.13915656197103
1111 => 0.14944790680255
1112 => 0.14670235243982
1113 => 0.14225490599622
1114 => 0.13653111105379
1115 => 0.12595014671576
1116 => 0.11657829152955
1117 => 0.13495865775906
1118 => 0.13416606294472
1119 => 0.13301826819758
1120 => 0.13557256120298
1121 => 0.14797548298847
1122 => 0.14768955549697
1123 => 0.14587063067757
1124 => 0.14725026912182
1125 => 0.14201304870649
1126 => 0.14336279965681
1127 => 0.13649588439906
1128 => 0.13960001688328
1129 => 0.14224536377361
1130 => 0.14277645632687
1201 => 0.14397303496763
1202 => 0.13374840149335
1203 => 0.13833896174383
1204 => 0.14103548581367
1205 => 0.12885249196577
1206 => 0.14079466719661
1207 => 0.13357041337232
1208 => 0.1311183931197
1209 => 0.13441971536074
1210 => 0.13313318687277
1211 => 0.1320271052263
1212 => 0.13140989266267
1213 => 0.13383401936285
1214 => 0.13372093095483
1215 => 0.12975458917061
1216 => 0.12458065800188
1217 => 0.12631719913061
1218 => 0.12568629745838
1219 => 0.1233998284103
1220 => 0.12494063247938
1221 => 0.11815571114223
1222 => 0.10648260663118
1223 => 0.11419421702804
1224 => 0.11389732841638
1225 => 0.11374762371555
1226 => 0.11954268579554
1227 => 0.11898562429138
1228 => 0.11797455220656
1229 => 0.12338125927857
1230 => 0.12140773846681
1231 => 0.12748966458866
]
'min_raw' => 0.054595956290999
'max_raw' => 0.17959596102834
'avg_raw' => 0.11709595865967
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.054595'
'max' => '$0.179595'
'avg' => '$0.117095'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.029742469388126
'max_diff' => 0.11872200715989
'year' => 2029
]
4 => [
'items' => [
101 => 0.13149561448682
102 => 0.13047957601374
103 => 0.1342471912554
104 => 0.12635720553089
105 => 0.12897794229729
106 => 0.12951807251266
107 => 0.12331454135256
108 => 0.11907676644275
109 => 0.11879415517044
110 => 0.11144643747819
111 => 0.11537152896068
112 => 0.11882544703396
113 => 0.11717128831173
114 => 0.11664763107686
115 => 0.11932288232242
116 => 0.11953077225618
117 => 0.11479085973532
118 => 0.11577643764191
119 => 0.11988646135111
120 => 0.11567287558967
121 => 0.10748656674054
122 => 0.10545624896138
123 => 0.10518536714346
124 => 0.099678984299847
125 => 0.10559192450373
126 => 0.10301076764779
127 => 0.11116461122869
128 => 0.10650717950522
129 => 0.10630640693231
130 => 0.10600290974143
131 => 0.10126333856212
201 => 0.10230100343493
202 => 0.10575035951296
203 => 0.10698112862138
204 => 0.10685274931998
205 => 0.10573345578639
206 => 0.10624586263435
207 => 0.10459522164267
208 => 0.10401234595339
209 => 0.10217262994542
210 => 0.09946875564822
211 => 0.09984474595307
212 => 0.094487663463127
213 => 0.091568840600718
214 => 0.09076094890187
215 => 0.089680602358053
216 => 0.090882976918687
217 => 0.094472487521514
218 => 0.090142776177349
219 => 0.082719789771715
220 => 0.083165923902847
221 => 0.084168254837088
222 => 0.082300417772212
223 => 0.08053266674599
224 => 0.082069582841116
225 => 0.078924365645548
226 => 0.08454833930872
227 => 0.084396226582135
228 => 0.086492496179567
301 => 0.087803336578624
302 => 0.084782273848416
303 => 0.084022484741592
304 => 0.084455295147329
305 => 0.077301903237589
306 => 0.085907911447517
307 => 0.085982336563889
308 => 0.085345063532716
309 => 0.089927497223809
310 => 0.099597861608926
311 => 0.095959481537739
312 => 0.094550590803555
313 => 0.091872288487979
314 => 0.095440967301628
315 => 0.095166948448802
316 => 0.093927731277757
317 => 0.093178248866116
318 => 0.09455919318995
319 => 0.093007134582159
320 => 0.092728342208481
321 => 0.091039163753089
322 => 0.090436203897237
323 => 0.089989796424488
324 => 0.089498345660083
325 => 0.09058236358446
326 => 0.088125836353387
327 => 0.085163505329048
328 => 0.08491721955724
329 => 0.085597236226869
330 => 0.085296379471845
331 => 0.084915779170845
401 => 0.084189109545912
402 => 0.083973522191034
403 => 0.084674076506272
404 => 0.083883191529223
405 => 0.085050185394592
406 => 0.084732827635928
407 => 0.082960092993917
408 => 0.080750609279545
409 => 0.080730940239938
410 => 0.080254910597957
411 => 0.079648615277357
412 => 0.079479957789324
413 => 0.081940148054392
414 => 0.087032668275784
415 => 0.086032884702644
416 => 0.08675533079618
417 => 0.090309050545195
418 => 0.091438671189326
419 => 0.090636893212653
420 => 0.089539370066672
421 => 0.089587655515071
422 => 0.09333822434774
423 => 0.093572142725292
424 => 0.094163179000438
425 => 0.094922827640832
426 => 0.090766264660926
427 => 0.089391881772511
428 => 0.08874062291212
429 => 0.086734997691014
430 => 0.088897892542666
501 => 0.087637666337
502 => 0.087807713907602
503 => 0.087696970204168
504 => 0.087757443754699
505 => 0.084546767293464
506 => 0.085716569047751
507 => 0.083771546744467
508 => 0.081167380219369
509 => 0.081158650140038
510 => 0.081796016207736
511 => 0.081416885930533
512 => 0.080396656102909
513 => 0.080541574934574
514 => 0.079271933478429
515 => 0.080695732394951
516 => 0.080736561853279
517 => 0.080188321715567
518 => 0.082381880392857
519 => 0.083280583172717
520 => 0.082919719769633
521 => 0.083255264034368
522 => 0.08607443022386
523 => 0.086534077321592
524 => 0.086738222199821
525 => 0.086464695107007
526 => 0.083306793217096
527 => 0.083446859594349
528 => 0.082419145453566
529 => 0.081550835302452
530 => 0.08158556315481
531 => 0.082031987444901
601 => 0.083981548502166
602 => 0.088084284814279
603 => 0.088239980658262
604 => 0.088428688563139
605 => 0.087661118677013
606 => 0.087429612254703
607 => 0.087735028982608
608 => 0.08927580102981
609 => 0.093239085050745
610 => 0.091838195778907
611 => 0.090699250994762
612 => 0.091698412627766
613 => 0.091544599526053
614 => 0.090246262155559
615 => 0.090209822149816
616 => 0.087717897632271
617 => 0.086796689876511
618 => 0.086026859724592
619 => 0.085186225295622
620 => 0.084687869027807
621 => 0.085453570754043
622 => 0.08562869579835
623 => 0.083954475591758
624 => 0.083726285564056
625 => 0.085093489925312
626 => 0.084491834260439
627 => 0.085110652032104
628 => 0.08525422306325
629 => 0.085231104820514
630 => 0.084602907206674
701 => 0.085003301632613
702 => 0.084056249451944
703 => 0.083026472448104
704 => 0.082369538877028
705 => 0.081796277206671
706 => 0.082114356099549
707 => 0.080980462925351
708 => 0.080617707678164
709 => 0.084867657010265
710 => 0.088007140276543
711 => 0.087961490946479
712 => 0.087683612389772
713 => 0.087270741220112
714 => 0.089245596932134
715 => 0.088557596690552
716 => 0.089058174350647
717 => 0.089185592374319
718 => 0.089571248356122
719 => 0.089709087221364
720 => 0.089292442435353
721 => 0.087894131644626
722 => 0.084409674101534
723 => 0.082787649709111
724 => 0.082252354642659
725 => 0.082271811601654
726 => 0.081735101812869
727 => 0.081893186899312
728 => 0.081680126271213
729 => 0.081276640986495
730 => 0.082089442020209
731 => 0.082183109767579
801 => 0.081993392294062
802 => 0.082038077626948
803 => 0.080467297975612
804 => 0.080586720940949
805 => 0.079921758694416
806 => 0.079797086289431
807 => 0.078116119635082
808 => 0.075138043546891
809 => 0.07678818678859
810 => 0.07479504579787
811 => 0.07404021310367
812 => 0.077613473677444
813 => 0.077254817422657
814 => 0.07664095381859
815 => 0.075732921607789
816 => 0.075396123628034
817 => 0.073349845720323
818 => 0.073228940705067
819 => 0.07424313129028
820 => 0.073775117231372
821 => 0.07311784824188
822 => 0.070737286588228
823 => 0.068060747112647
824 => 0.068141535015288
825 => 0.068992892423683
826 => 0.07146832890978
827 => 0.070501133049176
828 => 0.069799421355014
829 => 0.069668011848073
830 => 0.071312876951871
831 => 0.073640705683637
901 => 0.07473287084235
902 => 0.073650568339615
903 => 0.072407277499778
904 => 0.072482950852344
905 => 0.072986371764705
906 => 0.073039274184606
907 => 0.072230019660235
908 => 0.07245782006861
909 => 0.072111770417783
910 => 0.069988064349414
911 => 0.069949653240982
912 => 0.069428461522418
913 => 0.069412680044314
914 => 0.068526002913669
915 => 0.068401950653782
916 => 0.066641399393432
917 => 0.067800199564435
918 => 0.067022937249466
919 => 0.065851419603163
920 => 0.065649449519368
921 => 0.065643378054763
922 => 0.066846264730964
923 => 0.067786143133269
924 => 0.06703645806021
925 => 0.066865769301109
926 => 0.068688278690099
927 => 0.068456347757808
928 => 0.068255497066238
929 => 0.073432274152557
930 => 0.069334451139782
1001 => 0.067547566410652
1002 => 0.065335957238146
1003 => 0.066056068336615
1004 => 0.066207806325696
1005 => 0.060889284938337
1006 => 0.058731561473866
1007 => 0.057991112092952
1008 => 0.057564973005819
1009 => 0.057759169938944
1010 => 0.055816965745199
1011 => 0.057122159084488
1012 => 0.055440374423139
1013 => 0.055158417751663
1014 => 0.058165657059296
1015 => 0.058584096840916
1016 => 0.056798902733475
1017 => 0.057945286347126
1018 => 0.057529591712892
1019 => 0.055469203794143
1020 => 0.055390512130835
1021 => 0.054356681899344
1022 => 0.052738937776041
1023 => 0.051999585301822
1024 => 0.051614524113896
1025 => 0.051773407864727
1026 => 0.051693071378383
1027 => 0.0511688214633
1028 => 0.051723120769851
1029 => 0.050307115093901
1030 => 0.049743250224205
1031 => 0.049488565544129
1101 => 0.048231779004477
1102 => 0.050231885284573
1103 => 0.050625931418427
1104 => 0.051020753944892
1105 => 0.05445741448098
1106 => 0.054285728632499
1107 => 0.055837685088369
1108 => 0.055777378914358
1109 => 0.055334735793116
1110 => 0.053467297275857
1111 => 0.054211624984946
1112 => 0.051920699990579
1113 => 0.053637216764116
1114 => 0.052853870192128
1115 => 0.053372366500151
1116 => 0.052440063387398
1117 => 0.052956038423847
1118 => 0.050719374374912
1119 => 0.048630808956729
1120 => 0.049471308650031
1121 => 0.05038502793945
1122 => 0.052366204170254
1123 => 0.051186231951536
1124 => 0.051610594581077
1125 => 0.050189050809562
1126 => 0.047255999965023
1127 => 0.047272600714275
1128 => 0.046821414741829
1129 => 0.046431524187405
1130 => 0.05132176595522
1201 => 0.05071358708811
1202 => 0.049744533659853
1203 => 0.051041650182227
1204 => 0.051384628378751
1205 => 0.051394392485835
1206 => 0.052340735217137
1207 => 0.052845798502474
1208 => 0.052934818095584
1209 => 0.054423908830375
1210 => 0.054923032403095
1211 => 0.056978851760517
1212 => 0.052802947411394
1213 => 0.052716947409354
1214 => 0.051059903271751
1215 => 0.050008979682852
1216 => 0.051131860908987
1217 => 0.05212658038677
1218 => 0.051090811978696
1219 => 0.051226061466526
1220 => 0.049835627004074
1221 => 0.050332641898378
1222 => 0.050760738080489
1223 => 0.050524368531058
1224 => 0.050170511875144
1225 => 0.052045024733223
1226 => 0.051939257371495
1227 => 0.053684846839803
1228 => 0.05504565865865
1229 => 0.057484476712233
1230 => 0.054939442934859
1231 => 0.054846691788418
]
'min_raw' => 0.046431524187405
'max_raw' => 0.1342471912554
'avg_raw' => 0.090339357721403
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.046431'
'max' => '$0.134247'
'avg' => '$0.090339'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0081644321035941
'max_diff' => -0.045348769772942
'year' => 2030
]
5 => [
'items' => [
101 => 0.055753349122626
102 => 0.054922893598581
103 => 0.055447712823427
104 => 0.057399920221436
105 => 0.057441167287508
106 => 0.056750225786962
107 => 0.056708181933861
108 => 0.056840884807113
109 => 0.057618129680646
110 => 0.057346536439511
111 => 0.057660831014052
112 => 0.058053861192165
113 => 0.059679600650183
114 => 0.060071560929596
115 => 0.059119300658727
116 => 0.05920527909918
117 => 0.058849107617746
118 => 0.058505050429496
119 => 0.059278440743164
120 => 0.060691826742417
121 => 0.060683034141471
122 => 0.061010912220999
123 => 0.061215177548257
124 => 0.060338321232308
125 => 0.059767520013526
126 => 0.059986401521833
127 => 0.060336397820233
128 => 0.059872902439393
129 => 0.057011994236903
130 => 0.057879811030015
131 => 0.057735363881568
201 => 0.057529653576806
202 => 0.058402250072909
203 => 0.058318086012146
204 => 0.055797045633977
205 => 0.055958434459491
206 => 0.055806860222993
207 => 0.056296627590292
208 => 0.054896444553467
209 => 0.055327131425218
210 => 0.055597254193741
211 => 0.055756358579582
212 => 0.056331152720139
213 => 0.056263707261994
214 => 0.056326960215763
215 => 0.057179228186181
216 => 0.061489707117509
217 => 0.061724316975205
218 => 0.060569012231384
219 => 0.061030533689162
220 => 0.060144513413875
221 => 0.060739304760495
222 => 0.06114624589379
223 => 0.05930735716271
224 => 0.059198470106344
225 => 0.058308792910207
226 => 0.058786855041519
227 => 0.058026223816717
228 => 0.058212856113533
301 => 0.057691015941325
302 => 0.058630224353957
303 => 0.059680405297511
304 => 0.059945722476755
305 => 0.059247787204392
306 => 0.058742436071025
307 => 0.057855205953844
308 => 0.059330689411928
309 => 0.059762165739615
310 => 0.059328423050464
311 => 0.059227915391922
312 => 0.0590374535606
313 => 0.059268322769808
314 => 0.05975981582687
315 => 0.059528036777612
316 => 0.059681130923068
317 => 0.059097693910585
318 => 0.060338611508235
319 => 0.062309487296386
320 => 0.062315823984316
321 => 0.062084043685682
322 => 0.061989204181257
323 => 0.06222702483326
324 => 0.062356032781058
325 => 0.063125101160787
326 => 0.063950342173273
327 => 0.067801381897681
328 => 0.066720025353251
329 => 0.070136896896124
330 => 0.072839198661296
331 => 0.073649500803336
401 => 0.072904060960321
402 => 0.070353951525235
403 => 0.070228830990411
404 => 0.074039771114861
405 => 0.072963005977588
406 => 0.072834928190748
407 => 0.071472396929603
408 => 0.072277821657719
409 => 0.072101663454812
410 => 0.07182358911357
411 => 0.073360283388443
412 => 0.076236837889361
413 => 0.075788499894236
414 => 0.075453836378676
415 => 0.073987438272576
416 => 0.074870537464323
417 => 0.074556082756793
418 => 0.07590717973823
419 => 0.075106819816889
420 => 0.072954848422646
421 => 0.07329755696017
422 => 0.073245757254157
423 => 0.074311791533334
424 => 0.073991794503323
425 => 0.073183272698278
426 => 0.076227006138799
427 => 0.076029363019306
428 => 0.076309575775239
429 => 0.076432934096268
430 => 0.078285601004914
501 => 0.079044579358657
502 => 0.079216880732743
503 => 0.079937851467307
504 => 0.079198942324078
505 => 0.082155105730285
506 => 0.084120781898495
507 => 0.086404015920642
508 => 0.089740434502448
509 => 0.090994958752805
510 => 0.090768340175789
511 => 0.093297974666496
512 => 0.09784367161568
513 => 0.091687155495669
514 => 0.098169981919229
515 => 0.09611759392136
516 => 0.091251418899296
517 => 0.09093809459631
518 => 0.094233524818706
519 => 0.10154247187857
520 => 0.099711663537468
521 => 0.10154546642515
522 => 0.099406237948494
523 => 0.099300007223794
524 => 0.10144156887289
525 => 0.10644544439644
526 => 0.10406829070267
527 => 0.10066005798065
528 => 0.10317664398461
529 => 0.10099654428894
530 => 0.096084169503103
531 => 0.099710263552834
601 => 0.097285597726991
602 => 0.097993244117297
603 => 0.1030895310414
604 => 0.10247633231558
605 => 0.10326986824746
606 => 0.10186929809815
607 => 0.10056094472907
608 => 0.098118806006064
609 => 0.097395809126167
610 => 0.097595619453068
611 => 0.097395710110093
612 => 0.096029355938987
613 => 0.095734291885828
614 => 0.095242505536845
615 => 0.095394930690281
616 => 0.09447022847702
617 => 0.096215332606669
618 => 0.096539239310936
619 => 0.097809180566887
620 => 0.097941030080949
621 => 0.10147779840229
622 => 0.099529805843872
623 => 0.10083668743364
624 => 0.10071978764341
625 => 0.091356883667558
626 => 0.092647009225829
627 => 0.094654039730796
628 => 0.093749875208774
629 => 0.092471598116549
630 => 0.091439320827696
701 => 0.089875315179311
702 => 0.092076623095344
703 => 0.094971108921929
704 => 0.09801443901814
705 => 0.10167080072185
706 => 0.10085474335432
707 => 0.097946085879401
708 => 0.098076566128951
709 => 0.098883143689579
710 => 0.097838552463266
711 => 0.097530482117783
712 => 0.098840819554852
713 => 0.098849843128632
714 => 0.097647914679692
715 => 0.096312191159279
716 => 0.096306594428958
717 => 0.096068915330059
718 => 0.099448520532181
719 => 0.10130696167672
720 => 0.10152002895892
721 => 0.101292620551
722 => 0.10138014102169
723 => 0.10029875506764
724 => 0.10277048268356
725 => 0.10503878437245
726 => 0.10443083106463
727 => 0.10351942263055
728 => 0.10279344191343
729 => 0.10425981307968
730 => 0.10419451787992
731 => 0.10501897273602
801 => 0.10498157070147
802 => 0.10470433754268
803 => 0.1044308409655
804 => 0.10551522397936
805 => 0.10520293908603
806 => 0.104890169128
807 => 0.10426286109449
808 => 0.10434812267472
809 => 0.10343687160816
810 => 0.10301528516876
811 => 0.096675636647435
812 => 0.094981475408546
813 => 0.095514493022132
814 => 0.095689976260321
815 => 0.09495267511803
816 => 0.096009775558952
817 => 0.095845027574981
818 => 0.096485965606266
819 => 0.096085535350613
820 => 0.096101969147981
821 => 0.097279549149124
822 => 0.097621405633239
823 => 0.097447534666298
824 => 0.097569307931595
825 => 0.1003755214331
826 => 0.099976567610838
827 => 0.099764631344209
828 => 0.099823339138463
829 => 0.10054038685399
830 => 0.10074112106499
831 => 0.099890596107661
901 => 0.10029170859436
902 => 0.10199959465398
903 => 0.10259725811687
904 => 0.10450471299567
905 => 0.10369439226085
906 => 0.10518177103947
907 => 0.10975346632017
908 => 0.11340565284764
909 => 0.11004695118399
910 => 0.11675372663854
911 => 0.12197591335971
912 => 0.12177547713535
913 => 0.12086486808916
914 => 0.11491954734612
915 => 0.10944857455864
916 => 0.11402527560514
917 => 0.11403694255732
918 => 0.11364379987855
919 => 0.11120202446547
920 => 0.11355883138703
921 => 0.1137459061618
922 => 0.11364119403512
923 => 0.11176909055096
924 => 0.1089107345532
925 => 0.10946925047322
926 => 0.11038411094364
927 => 0.10865208921325
928 => 0.1080986033235
929 => 0.10912763889755
930 => 0.11244340592524
1001 => 0.11181657937558
1002 => 0.11180021040117
1003 => 0.11448204019641
1004 => 0.11256242883811
1005 => 0.10947629514759
1006 => 0.10869700568963
1007 => 0.10593105310616
1008 => 0.10784150640755
1009 => 0.10791026022075
1010 => 0.10686392447194
1011 => 0.10956119952692
1012 => 0.10953634366244
1013 => 0.11209700489074
1014 => 0.11699202741879
1015 => 0.11554432838782
1016 => 0.113860811924
1017 => 0.11404385684246
1018 => 0.11605140780467
1019 => 0.11483759666499
1020 => 0.11527409161381
1021 => 0.11605074711729
1022 => 0.11651932266581
1023 => 0.113976436032
1024 => 0.11338356751733
1025 => 0.11217076660489
1026 => 0.11185436948484
1027 => 0.1128421705221
1028 => 0.11258191984831
1029 => 0.10790448172898
1030 => 0.10741566342049
1031 => 0.10743065478014
1101 => 0.1062014979014
1102 => 0.10432673862987
1103 => 0.1092534940594
1104 => 0.10885780664851
1105 => 0.10842099837066
1106 => 0.1084745048923
1107 => 0.11061304244102
1108 => 0.10937258266403
1109 => 0.11267054828853
1110 => 0.11199258570205
1111 => 0.11129723593342
1112 => 0.11120111741452
1113 => 0.11093346707805
1114 => 0.110015594486
1115 => 0.1089072081755
1116 => 0.10817535552653
1117 => 0.099786047345569
1118 => 0.1013430541456
1119 => 0.10313424854339
1120 => 0.10375256167175
1121 => 0.10269489427973
1122 => 0.1100573576412
1123 => 0.1114025506438
1124 => 0.10732787329415
1125 => 0.10656566753001
1126 => 0.1101073277242
1127 => 0.10797127367675
1128 => 0.10893313868352
1129 => 0.10685411265091
1130 => 0.11107853304132
1201 => 0.11104635003578
1202 => 0.10940295509105
1203 => 0.11079194124486
1204 => 0.11055057071936
1205 => 0.10869518187426
1206 => 0.11113735217711
1207 => 0.11113856346311
1208 => 0.10955683155929
1209 => 0.10770971498127
1210 => 0.10737949416407
1211 => 0.10713071713723
1212 => 0.10887195478523
1213 => 0.11043314301572
1214 => 0.11333812726128
1215 => 0.11406850932134
1216 => 0.11691923912603
1217 => 0.11522176832685
1218 => 0.1159742351462
1219 => 0.11679114432153
1220 => 0.11718280062102
1221 => 0.11654461769843
1222 => 0.12097297449232
1223 => 0.12134686348707
1224 => 0.12147222523288
1225 => 0.11997900823785
1226 => 0.12130533442122
1227 => 0.12068479032333
1228 => 0.12229927367394
1229 => 0.12255244527807
1230 => 0.12233801793621
1231 => 0.1224183785994
]
'min_raw' => 0.054896444553467
'max_raw' => 0.12255244527807
'avg_raw' => 0.088724444915768
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.054896'
'max' => '$0.122552'
'avg' => '$0.088724'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0084649203660625
'max_diff' => -0.011694745977333
'year' => 2031
]
6 => [
'items' => [
101 => 0.1186395572915
102 => 0.11844360547181
103 => 0.11577178850629
104 => 0.11686057366881
105 => 0.11482514199431
106 => 0.11547059834556
107 => 0.11575510935506
108 => 0.11560649694956
109 => 0.1169221319483
110 => 0.1158035734329
111 => 0.1128515136027
112 => 0.10989864948577
113 => 0.10986157868213
114 => 0.10908414168253
115 => 0.1085221971265
116 => 0.10863044758404
117 => 0.10901193631576
118 => 0.1085000243079
119 => 0.10860926668938
120 => 0.11042341810003
121 => 0.1107872332275
122 => 0.10955084727261
123 => 0.10458657925409
124 => 0.10336833543042
125 => 0.10424398493204
126 => 0.10382548086932
127 => 0.083795266308079
128 => 0.08850106810687
129 => 0.085705040471958
130 => 0.086993578645171
131 => 0.084139558457772
201 => 0.085501646483213
202 => 0.085250118560405
203 => 0.092816908598061
204 => 0.092698763579403
205 => 0.092755313347739
206 => 0.090056045565395
207 => 0.094356052435777
208 => 0.096474390443373
209 => 0.096082342455907
210 => 0.09618101248801
211 => 0.094485534427028
212 => 0.092771729281501
213 => 0.090870855622391
214 => 0.094402443925933
215 => 0.094009791592802
216 => 0.094910394773154
217 => 0.097200882231147
218 => 0.097538165210052
219 => 0.097991476954087
220 => 0.097828996962777
221 => 0.10169992954172
222 => 0.10123113406518
223 => 0.10236079628199
224 => 0.10003699539433
225 => 0.097407394112735
226 => 0.097907195348223
227 => 0.097859060470098
228 => 0.097246248224923
229 => 0.096693028730665
301 => 0.095772074141352
302 => 0.098686110737571
303 => 0.098567806173421
304 => 0.10048301955301
305 => 0.10014448698478
306 => 0.097883683641148
307 => 0.097964428674853
308 => 0.098507477831259
309 => 0.10038697716201
310 => 0.10094494052945
311 => 0.10068646966665
312 => 0.10129825102705
313 => 0.10178177806998
314 => 0.10135897457913
315 => 0.10734498039588
316 => 0.1048591734379
317 => 0.10607073845308
318 => 0.10635968957025
319 => 0.10561954735961
320 => 0.1057800577026
321 => 0.10602318713576
322 => 0.10749942144432
323 => 0.11137348742182
324 => 0.1130892848716
325 => 0.1182513461552
326 => 0.11294681177845
327 => 0.11263206266088
328 => 0.11356190577737
329 => 0.11659258221053
330 => 0.11904866080264
331 => 0.11986348376622
401 => 0.11997117607211
402 => 0.12149983812019
403 => 0.12237603869829
404 => 0.12131421833975
405 => 0.12041443676312
406 => 0.11719153084061
407 => 0.11756459097682
408 => 0.12013460536938
409 => 0.12376490207197
410 => 0.12688007431078
411 => 0.12578924956746
412 => 0.13411147235673
413 => 0.13493658675305
414 => 0.13482258262262
415 => 0.13670231601093
416 => 0.13297142803618
417 => 0.13137640114443
418 => 0.12060897975294
419 => 0.12363418596654
420 => 0.12803150086213
421 => 0.12744949974661
422 => 0.12425605212887
423 => 0.1268776517944
424 => 0.12601086895997
425 => 0.12532720137561
426 => 0.12845921511506
427 => 0.1250154373525
428 => 0.1279971465446
429 => 0.1241730736639
430 => 0.125794232363
501 => 0.12487398427877
502 => 0.12546949757063
503 => 0.12198813903474
504 => 0.12386659559551
505 => 0.12190998906602
506 => 0.12190906137976
507 => 0.12186586918218
508 => 0.1241678080872
509 => 0.12424287423225
510 => 0.12254173790341
511 => 0.12229657758167
512 => 0.12320306378484
513 => 0.12214180585005
514 => 0.12263836175826
515 => 0.12215684602266
516 => 0.1220484466883
517 => 0.12118470234952
518 => 0.12081257753922
519 => 0.12095849726581
520 => 0.12046039801218
521 => 0.12016027519484
522 => 0.12180616719983
523 => 0.12092683349665
524 => 0.1216713966984
525 => 0.12082287295864
526 => 0.11788151999247
527 => 0.11618991679738
528 => 0.11063397370783
529 => 0.1122096322759
530 => 0.11325429553667
531 => 0.11290903433522
601 => 0.11365078899428
602 => 0.11369632670607
603 => 0.11345517470511
604 => 0.11317595158149
605 => 0.11304004120692
606 => 0.1140530057897
607 => 0.11464106582482
608 => 0.11335914147068
609 => 0.11305880453053
610 => 0.11435490082955
611 => 0.11514551882322
612 => 0.12098299787863
613 => 0.1205505385754
614 => 0.12163592656066
615 => 0.12151372853016
616 => 0.12265138805458
617 => 0.12451098056622
618 => 0.12072990903981
619 => 0.12138617231718
620 => 0.1212252717169
621 => 0.12298194228034
622 => 0.12298742641409
623 => 0.1219342146591
624 => 0.12250517783789
625 => 0.12218648185505
626 => 0.12276240857039
627 => 0.12054476281774
628 => 0.1232456159644
629 => 0.12477682565942
630 => 0.12479808650752
701 => 0.12552386775053
702 => 0.12626130352785
703 => 0.12767674728528
704 => 0.12622182756968
705 => 0.12360456863491
706 => 0.12379352627631
707 => 0.12225902832047
708 => 0.12228482350834
709 => 0.1221471267739
710 => 0.12256036503928
711 => 0.12063544537859
712 => 0.12108722017548
713 => 0.12045473281425
714 => 0.12138479741318
715 => 0.12038420164991
716 => 0.12122519412576
717 => 0.12158813859899
718 => 0.12292741151885
719 => 0.12018638995072
720 => 0.11459726142246
721 => 0.11577216400073
722 => 0.11403439080086
723 => 0.11419522832668
724 => 0.11452014572593
725 => 0.11346698212859
726 => 0.11366789255397
727 => 0.11366071461979
728 => 0.11359885906087
729 => 0.11332489053409
730 => 0.11292758196724
731 => 0.11451033701243
801 => 0.11477927793661
802 => 0.11537710029634
803 => 0.11715581413211
804 => 0.11697807867496
805 => 0.11726797257975
806 => 0.11663513581327
807 => 0.11422458380926
808 => 0.11435548838059
809 => 0.11272310627846
810 => 0.11533535661589
811 => 0.11471674125597
812 => 0.11431791590909
813 => 0.11420909271811
814 => 0.11599221564143
815 => 0.11652575396712
816 => 0.11619328868698
817 => 0.11551139269784
818 => 0.11682083458143
819 => 0.11717118598856
820 => 0.11724961674816
821 => 0.1195696967053
822 => 0.11737928344489
823 => 0.11790653768751
824 => 0.12202002477704
825 => 0.11828965960925
826 => 0.1202657172357
827 => 0.12016899949779
828 => 0.12117988371334
829 => 0.12008607748662
830 => 0.12009963652571
831 => 0.12099723322589
901 => 0.11973672054291
902 => 0.11942459987597
903 => 0.11899340741005
904 => 0.11993490038453
905 => 0.12049928284267
906 => 0.125047790962
907 => 0.12798633464426
908 => 0.12785876471315
909 => 0.12902451508254
910 => 0.12849933386408
911 => 0.12680338517387
912 => 0.12969816278916
913 => 0.12878213402904
914 => 0.12885765032705
915 => 0.12885483960667
916 => 0.12946391865152
917 => 0.12903233032697
918 => 0.12818162543764
919 => 0.12874636304391
920 => 0.13042343183714
921 => 0.13562910483009
922 => 0.13854226840294
923 => 0.13545372872513
924 => 0.13758416203769
925 => 0.13630666120116
926 => 0.1360745012968
927 => 0.13741257085487
928 => 0.13875298252658
929 => 0.13866760409785
930 => 0.13769453405509
1001 => 0.13714487147868
1002 => 0.14130710065776
1003 => 0.14437376021518
1004 => 0.14416463459251
1005 => 0.14508764707968
1006 => 0.1477976402897
1007 => 0.14804540810609
1008 => 0.1480141950561
1009 => 0.14740007667129
1010 => 0.15006841692365
1011 => 0.15229439330715
1012 => 0.1472579260088
1013 => 0.14917574682381
1014 => 0.150036718376
1015 => 0.15130088005336
1016 => 0.15343373270116
1017 => 0.1557505763879
1018 => 0.1560782034881
1019 => 0.15584573638211
1020 => 0.1543177156906
1021 => 0.15685283369833
1022 => 0.15833784637142
1023 => 0.15922213743434
1024 => 0.16146455243789
1025 => 0.1500420354432
1026 => 0.14195661017842
1027 => 0.14069395426837
1028 => 0.14326161471295
1029 => 0.14393868629548
1030 => 0.14366575958954
1031 => 0.13456487835933
1101 => 0.14064604001217
1102 => 0.14718885863202
1103 => 0.14744019494168
1104 => 0.15071566674666
1105 => 0.15178229463249
1106 => 0.15441947876141
1107 => 0.15425452217612
1108 => 0.15489663454474
1109 => 0.15474902403103
1110 => 0.15963385230522
1111 => 0.16502254329566
1112 => 0.16483595006165
1113 => 0.16406126197568
1114 => 0.16521180588729
1115 => 0.17077351247665
1116 => 0.17026147965844
1117 => 0.17075887592648
1118 => 0.17731644143938
1119 => 0.18584220940897
1120 => 0.18188113421399
1121 => 0.19047552761842
1122 => 0.19588524269729
1123 => 0.20524078555122
1124 => 0.20406942550888
1125 => 0.20771146968777
1126 => 0.20197244656289
1127 => 0.18879448942023
1128 => 0.18670902725921
1129 => 0.19088417531789
1130 => 0.20114836941515
1201 => 0.1905609193186
1202 => 0.192702746684
1203 => 0.19208590025868
1204 => 0.1920530311341
1205 => 0.19330751193082
1206 => 0.19148782210586
1207 => 0.18407407840305
1208 => 0.18747175345258
1209 => 0.1861597479462
1210 => 0.18761551587202
1211 => 0.19547169496331
1212 => 0.19199829091914
1213 => 0.18833934191502
1214 => 0.19292847595196
1215 => 0.19877202057853
1216 => 0.19840634205766
1217 => 0.19769677288541
1218 => 0.20169657715757
1219 => 0.2083030819825
1220 => 0.21008879368959
1221 => 0.2114069695645
1222 => 0.21158872374688
1223 => 0.21346090478505
1224 => 0.20339371549246
1225 => 0.21937060344356
1226 => 0.22212937064009
1227 => 0.22161083674633
1228 => 0.22467709037861
1229 => 0.22377492077664
1230 => 0.22246781856947
1231 => 0.22732848278748
]
'min_raw' => 0.083795266308079
'max_raw' => 0.22732848278748
'avg_raw' => 0.15556187454778
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.083795'
'max' => '$0.227328'
'avg' => '$0.155561'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.028898821754612
'max_diff' => 0.10477603750941
'year' => 2032
]
7 => [
'items' => [
101 => 0.22175612349691
102 => 0.21384686102447
103 => 0.20950768320462
104 => 0.21522186258929
105 => 0.21871131254213
106 => 0.22101761699026
107 => 0.22171550332276
108 => 0.20417520273963
109 => 0.19472195355499
110 => 0.20078137790062
111 => 0.20817429380142
112 => 0.20335264747135
113 => 0.2035416468789
114 => 0.19666724631859
115 => 0.20878252571352
116 => 0.20701743141121
117 => 0.21617474377395
118 => 0.21398927768656
119 => 0.22145671043356
120 => 0.21949028513035
121 => 0.22765280662261
122 => 0.23090905743732
123 => 0.23637680935019
124 => 0.24039890991505
125 => 0.24276076429726
126 => 0.24261896741924
127 => 0.25197781115274
128 => 0.24645922797619
129 => 0.23952658687626
130 => 0.23940119727096
131 => 0.2429917103329
201 => 0.25051644070158
202 => 0.2524674938058
203 => 0.2535578663235
204 => 0.2518879228565
205 => 0.24589789633878
206 => 0.24331143325855
207 => 0.24551517473995
208 => 0.24282018827786
209 => 0.24747249099108
210 => 0.25386109629457
211 => 0.25254187456269
212 => 0.25695183502361
213 => 0.2615156801593
214 => 0.26804218367844
215 => 0.26974845337407
216 => 0.27256885229732
217 => 0.27547196924213
218 => 0.2764043721636
219 => 0.27818461864834
220 => 0.27817523587061
221 => 0.28354012847676
222 => 0.28945777115825
223 => 0.29169154427676
224 => 0.29682798239182
225 => 0.28803201212204
226 => 0.29470385661249
227 => 0.30072202734998
228 => 0.29354691609669
301 => 0.30343613537284
302 => 0.30382011134788
303 => 0.30961769269372
304 => 0.30374073331752
305 => 0.30025101359986
306 => 0.31032570366666
307 => 0.31520052884023
308 => 0.31373219182531
309 => 0.30255807464102
310 => 0.29605425915933
311 => 0.27903251955144
312 => 0.29919550540142
313 => 0.30901630764658
314 => 0.30253264113574
315 => 0.30580262539145
316 => 0.32364259919465
317 => 0.33043490616615
318 => 0.32902215379789
319 => 0.32926088569224
320 => 0.33292589124497
321 => 0.34917854422118
322 => 0.33943957782429
323 => 0.34688465272261
324 => 0.35083349360346
325 => 0.35450139708489
326 => 0.3454941853873
327 => 0.33377593531095
328 => 0.3300642736131
329 => 0.30188796828033
330 => 0.30042126922427
331 => 0.29959796659858
401 => 0.29440716000202
402 => 0.29032860789872
403 => 0.28708519183924
404 => 0.27857349953315
405 => 0.28144594582311
406 => 0.26788008481544
407 => 0.27655904194355
408 => 0.25490760021616
409 => 0.2729395642628
410 => 0.26312558604501
411 => 0.26971540847216
412 => 0.26969241720251
413 => 0.25755846480903
414 => 0.25055985429759
415 => 0.25501964130548
416 => 0.25980088699626
417 => 0.26057662802354
418 => 0.26677563786492
419 => 0.26850564826438
420 => 0.26326363598756
421 => 0.25445892221128
422 => 0.25650405640737
423 => 0.25051840971839
424 => 0.24002879413051
425 => 0.24756261917684
426 => 0.25013499828656
427 => 0.25127110744662
428 => 0.24095577525644
429 => 0.23771447392553
430 => 0.2359888322941
501 => 0.25312734235992
502 => 0.25406622862933
503 => 0.24926275372991
504 => 0.27097491575945
505 => 0.26606078479503
506 => 0.27155107307361
507 => 0.25631848191516
508 => 0.25690038741082
509 => 0.2496890346433
510 => 0.25372691033035
511 => 0.25087306994155
512 => 0.2534006898779
513 => 0.25491573484597
514 => 0.26212590430146
515 => 0.27302189281612
516 => 0.26104894542277
517 => 0.25583216078772
518 => 0.25906862463499
519 => 0.2676877543565
520 => 0.28074617708972
521 => 0.27301532800641
522 => 0.27644614755125
523 => 0.27719562899526
524 => 0.27149518709281
525 => 0.28095636051369
526 => 0.28602668021237
527 => 0.29122777906839
528 => 0.2957437474736
529 => 0.28915034581068
530 => 0.296206230717
531 => 0.29052043301386
601 => 0.28541968468719
602 => 0.2854274204169
603 => 0.28222764648153
604 => 0.2760276812843
605 => 0.2748843125774
606 => 0.28083226098225
607 => 0.28560195233013
608 => 0.28599480695483
609 => 0.28863555316061
610 => 0.29019831956334
611 => 0.305515554788
612 => 0.31167627350618
613 => 0.31920948373832
614 => 0.32214409367221
615 => 0.33097621745732
616 => 0.32384356019082
617 => 0.3223003649247
618 => 0.30087652158769
619 => 0.30438467473394
620 => 0.31000156640752
621 => 0.30096914206256
622 => 0.30669813633194
623 => 0.3078291611574
624 => 0.30066222373962
625 => 0.30449039467954
626 => 0.29432390763669
627 => 0.27324349445185
628 => 0.28097982903972
629 => 0.28667637531846
630 => 0.27854670139961
701 => 0.29311882723731
702 => 0.28460609215266
703 => 0.28190796381418
704 => 0.27138160321353
705 => 0.27634964022026
706 => 0.2830689814073
707 => 0.27891720976096
708 => 0.28753275931875
709 => 0.29973467517572
710 => 0.30843048705204
711 => 0.30909804351158
712 => 0.30350721904925
713 => 0.3124665509303
714 => 0.31253180988193
715 => 0.30242564692016
716 => 0.29623567837743
717 => 0.29482930450072
718 => 0.29834270218059
719 => 0.30260861557294
720 => 0.30933477201561
721 => 0.31339924748438
722 => 0.3239972438757
723 => 0.32686475783082
724 => 0.33001528629159
725 => 0.33422536390218
726 => 0.33928064151543
727 => 0.32821998189475
728 => 0.32865944252113
729 => 0.31835990942761
730 => 0.30735338121473
731 => 0.3157059641452
801 => 0.32662585522923
802 => 0.32412082014915
803 => 0.32383895252942
804 => 0.32431297568225
805 => 0.32242426103866
806 => 0.31388167470475
807 => 0.30959164132728
808 => 0.31512687888845
809 => 0.31806861130714
810 => 0.32263098174249
811 => 0.32206857328638
812 => 0.33382074956504
813 => 0.33838728989956
814 => 0.33721897346871
815 => 0.3374339718091
816 => 0.34570147495835
817 => 0.35489663880203
818 => 0.36350912315037
819 => 0.37227011214432
820 => 0.3617083979649
821 => 0.35634581086056
822 => 0.36187863191018
823 => 0.35894283918116
824 => 0.3758127750148
825 => 0.37698081276974
826 => 0.39384952871502
827 => 0.40985994883641
828 => 0.39980409081463
829 => 0.40928631200338
830 => 0.41954210731584
831 => 0.4393272004164
901 => 0.4326642771081
902 => 0.42756058227526
903 => 0.4227376153191
904 => 0.43277344393042
905 => 0.44568437711261
906 => 0.44846526846067
907 => 0.45297137482679
908 => 0.44823375496329
909 => 0.45393969625717
910 => 0.47408417634222
911 => 0.46864096000299
912 => 0.4609107177606
913 => 0.47681285009131
914 => 0.48256776996382
915 => 0.52295881150404
916 => 0.57395416991926
917 => 0.55284175668178
918 => 0.53973660049196
919 => 0.54281662305503
920 => 0.56143840164644
921 => 0.5674191259043
922 => 0.55116145569217
923 => 0.55690393965733
924 => 0.58854559089392
925 => 0.60552032159664
926 => 0.58246635729186
927 => 0.51886138410845
928 => 0.46021469402509
929 => 0.47577043713007
930 => 0.47400689861287
1001 => 0.50800190549021
1002 => 0.46851114109349
1003 => 0.46917606428622
1004 => 0.50387405190445
1005 => 0.49461722368201
1006 => 0.47962234748664
1007 => 0.46032417321564
1008 => 0.42464971321063
1009 => 0.39305184912827
1010 => 0.45502253714727
1011 => 0.45235024839351
1012 => 0.44848037826705
1013 => 0.45709235546979
1014 => 0.49890967221393
1015 => 0.49794564771353
1016 => 0.49181301569162
1017 => 0.4964645630297
1018 => 0.47880690874837
1019 => 0.48335768831399
1020 => 0.46020540408974
1021 => 0.4706712034839
1022 => 0.47959017521687
1023 => 0.48138079083989
1024 => 0.48541513926967
1025 => 0.45094207365001
1026 => 0.46641946803721
1027 => 0.47551098720395
1028 => 0.43443517285632
1029 => 0.47469905042311
1030 => 0.45034197427322
1031 => 0.44207481679695
1101 => 0.45320545522358
1102 => 0.44886783460382
1103 => 0.44513860310858
1104 => 0.44305762785791
1105 => 0.45123074027469
1106 => 0.45084945481146
1107 => 0.43747665656485
1108 => 0.42003238639712
1109 => 0.42588725605406
1110 => 0.423760127018
1111 => 0.41605113698621
1112 => 0.42124606548063
1113 => 0.39837022948434
1114 => 0.35901354263522
1115 => 0.38501377549567
1116 => 0.38401279481335
1117 => 0.38350805496247
1118 => 0.40304651136344
1119 => 0.40116833960937
1120 => 0.39775943948463
1121 => 0.41598852986212
1122 => 0.40933466665847
1123 => 0.42984030520479
1124 => 0.44334664497294
1125 => 0.43992100032342
1126 => 0.45262377815717
1127 => 0.42602214042578
1128 => 0.43485813740769
1129 => 0.4366792241395
1130 => 0.41576358571649
1201 => 0.40147563173608
1202 => 0.40052278810019
1203 => 0.3757494448995
1204 => 0.38898316487387
1205 => 0.40062829080277
1206 => 0.3950511791811
1207 => 0.39328563225316
1208 => 0.40230542860764
1209 => 0.40300634403372
1210 => 0.38702539803952
1211 => 0.39034834276245
1212 => 0.40420557465069
1213 => 0.38999917607286
1214 => 0.36239846423818
1215 => 0.35555310609348
1216 => 0.354639809132
1217 => 0.33607465493138
1218 => 0.35601054565707
1219 => 0.34730799510665
1220 => 0.37479924802285
1221 => 0.35909639179566
1222 => 0.35841947304861
1223 => 0.35739621108005
1224 => 0.34141641594271
1225 => 0.34491497550883
1226 => 0.35654472035227
1227 => 0.36069434433086
1228 => 0.36026150455303
1229 => 0.35648772825795
1230 => 0.35821534372097
1231 => 0.35265009237344
]
'min_raw' => 0.19472195355499
'max_raw' => 0.60552032159664
'avg_raw' => 0.40012113757581
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.194721'
'max' => '$0.60552'
'avg' => '$0.400121'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.11092668724691
'max_diff' => 0.37819183880916
'year' => 2033
]
8 => [
'items' => [
101 => 0.35068488629194
102 => 0.3444821553262
103 => 0.33536585435472
104 => 0.33663353191833
105 => 0.31857175428393
106 => 0.30873073921761
107 => 0.30600687594975
108 => 0.30236441214989
109 => 0.30641830192817
110 => 0.31852058753723
111 => 0.30392266344959
112 => 0.27889554652663
113 => 0.28039971889783
114 => 0.28377914762314
115 => 0.27748160455069
116 => 0.27152150854534
117 => 0.27670332846412
118 => 0.26609900909721
119 => 0.28506062895589
120 => 0.28454777027804
121 => 0.29161548958265
122 => 0.29603507950803
123 => 0.28584935558927
124 => 0.28328767356883
125 => 0.28474692406963
126 => 0.26062876381207
127 => 0.28964452134415
128 => 0.28989545082019
129 => 0.28774684030261
130 => 0.30319683542743
131 => 0.33580114411513
201 => 0.32353409168154
202 => 0.31878391820563
203 => 0.30975383495557
204 => 0.32178588473299
205 => 0.3208620110393
206 => 0.31668390382774
207 => 0.3141569715497
208 => 0.31881292175196
209 => 0.31358004779452
210 => 0.312640079842
211 => 0.30694489674498
212 => 0.30491197549366
213 => 0.30340688153211
214 => 0.30174992096792
215 => 0.30540476308367
216 => 0.29712241001486
217 => 0.28713470414295
218 => 0.28630433446818
219 => 0.28859705814708
220 => 0.28758269859237
221 => 0.28629947810488
222 => 0.28384946072997
223 => 0.28312259291117
224 => 0.28548456069613
225 => 0.28281803677819
226 => 0.28675263807219
227 => 0.28568264423164
228 => 0.27970574561772
301 => 0.27225631701349
302 => 0.27219000147321
303 => 0.27058503429994
304 => 0.26854086729635
305 => 0.26797222680015
306 => 0.27626693004383
307 => 0.29343671751866
308 => 0.29006587739916
309 => 0.29250165484309
310 => 0.30448326908969
311 => 0.30829186395897
312 => 0.30558861353227
313 => 0.30188823761897
314 => 0.30205103537943
315 => 0.31469634005513
316 => 0.3154850121967
317 => 0.31747773226319
318 => 0.32003894069125
319 => 0.30602479840254
320 => 0.3013909705379
321 => 0.29919520582065
322 => 0.29243310035941
323 => 0.29972545136025
324 => 0.29547651072167
325 => 0.29604983797829
326 => 0.29567645785029
327 => 0.29588034864803
328 => 0.2850553287967
329 => 0.28899939708423
330 => 0.28244161859159
331 => 0.27366148933512
401 => 0.27363205526314
402 => 0.27578097945986
403 => 0.27450271526024
404 => 0.27106293916624
405 => 0.27155154312511
406 => 0.26727085831218
407 => 0.2720712957657
408 => 0.27220895513507
409 => 0.27036052523387
410 => 0.27775626146373
411 => 0.28078630063145
412 => 0.27956962447328
413 => 0.28070093538879
414 => 0.29020595102456
415 => 0.29175568330609
416 => 0.29244397201598
417 => 0.29152175632551
418 => 0.280874669626
419 => 0.28134691319604
420 => 0.27788190321768
421 => 0.27495433491972
422 => 0.27507142229856
423 => 0.27657657296095
424 => 0.28314965417953
425 => 0.29698231609972
426 => 0.29750725550805
427 => 0.2981434973845
428 => 0.29555558192341
429 => 0.29477504185733
430 => 0.29580477567898
501 => 0.30099959620939
502 => 0.31436208499362
503 => 0.30963888900666
504 => 0.30579885714833
505 => 0.30916760035324
506 => 0.30864900874192
507 => 0.30427157365028
508 => 0.30414871362676
509 => 0.29574701613524
510 => 0.29264109987003
511 => 0.29004556376501
512 => 0.28721130609651
513 => 0.28553106314545
514 => 0.28811267997504
515 => 0.28870312628877
516 => 0.28305837597192
517 => 0.2822890173618
518 => 0.28689864232094
519 => 0.28487011824056
520 => 0.2869565055622
521 => 0.28744056531752
522 => 0.28736262054808
523 => 0.28524460843366
524 => 0.28659456619536
525 => 0.28340151364716
526 => 0.27992954858198
527 => 0.27771465118146
528 => 0.275781859436
529 => 0.27685428463089
530 => 0.27303128462819
531 => 0.27180822998554
601 => 0.2861372308807
602 => 0.29672221790468
603 => 0.29656830800124
604 => 0.29563142104644
605 => 0.29423939707219
606 => 0.30089776098529
607 => 0.29857812013615
608 => 0.30026585266638
609 => 0.30069545142923
610 => 0.30199571749752
611 => 0.30246045085529
612 => 0.30105570387004
613 => 0.29634120141216
614 => 0.28459310952857
615 => 0.27912434104339
616 => 0.27731955635374
617 => 0.27738515684943
618 => 0.27557560232466
619 => 0.27610859723075
620 => 0.2753902484477
621 => 0.27402986963983
622 => 0.27677028507296
623 => 0.27708609242289
624 => 0.27644644671527
625 => 0.27659710643493
626 => 0.27130111317212
627 => 0.27170375603759
628 => 0.26946178939723
629 => 0.26904144767947
630 => 0.26337395124299
701 => 0.25333315978902
702 => 0.25889673293773
703 => 0.25217671893086
704 => 0.24963174780163
705 => 0.26167924530319
706 => 0.2604700106996
707 => 0.2584003266999
708 => 0.2553388327044
709 => 0.25420329480117
710 => 0.24730412596876
711 => 0.24689648626851
712 => 0.25031590063508
713 => 0.24873795855977
714 => 0.24652193027264
715 => 0.23849570045185
716 => 0.22947156073991
717 => 0.22974394279409
718 => 0.23261435373637
719 => 0.24096046067871
720 => 0.23769949230722
721 => 0.23533362233841
722 => 0.23489056601104
723 => 0.24043634354931
724 => 0.24828478064227
725 => 0.2519670917274
726 => 0.24831803327549
727 => 0.24412619140518
728 => 0.2443813293967
729 => 0.24607864815045
730 => 0.24625701235268
731 => 0.24352855422342
801 => 0.24429659920477
802 => 0.24312986864659
803 => 0.23596964536466
804 => 0.2358401396308
805 => 0.23408290536322
806 => 0.23402969700797
807 => 0.23104020315618
808 => 0.23062195230092
809 => 0.22468613080888
810 => 0.22859310649026
811 => 0.22597251232862
812 => 0.22202265879136
813 => 0.22134170255275
814 => 0.22132123218594
815 => 0.22537684859761
816 => 0.2285457142512
817 => 0.22601809868604
818 => 0.22544260961762
819 => 0.23158732726614
820 => 0.23080535593502
821 => 0.23012817380545
822 => 0.24758203918301
823 => 0.23376594279457
824 => 0.227741336174
825 => 0.22028474143927
826 => 0.22271264628431
827 => 0.22322424150851
828 => 0.20529247532372
829 => 0.19801756001581
830 => 0.19552108323154
831 => 0.19408432554719
901 => 0.19473907406562
902 => 0.18819079702604
903 => 0.19259134749514
904 => 0.18692109309095
905 => 0.18597045648748
906 => 0.19610957377191
907 => 0.19752037271017
908 => 0.19150146613866
909 => 0.19536657853003
910 => 0.19396503504784
911 => 0.18701829332809
912 => 0.18675297889117
913 => 0.18326734808598
914 => 0.17781301082697
915 => 0.1753202323402
916 => 0.17402197166099
917 => 0.17455765931983
918 => 0.17428679924721
919 => 0.17251925405655
920 => 0.17438811286853
921 => 0.1696139508697
922 => 0.16771284109373
923 => 0.16685415391334
924 => 0.16261681034887
925 => 0.16936030831517
926 => 0.17068886236689
927 => 0.17202003408049
928 => 0.18360697501789
929 => 0.18302812419301
930 => 0.18826065373811
1001 => 0.188057327262
1002 => 0.18656492507437
1003 => 0.18026872573304
1004 => 0.18277827857153
1005 => 0.17505426500575
1006 => 0.1808416211511
1007 => 0.17820051349213
1008 => 0.17994865999489
1009 => 0.17680533495892
1010 => 0.17854498081854
1011 => 0.17100391181865
1012 => 0.16396216769227
1013 => 0.16679597109005
1014 => 0.16987663946817
1015 => 0.17655631345163
1016 => 0.1725779547332
1017 => 0.17400872296674
1018 => 0.16921588889207
1019 => 0.15932690319063
1020 => 0.15938287377576
1021 => 0.15786166876886
1022 => 0.15654712554333
1023 => 0.1730349170893
1024 => 0.17098439957714
1025 => 0.16771716828662
1026 => 0.1720904872036
1027 => 0.17324686213915
1028 => 0.17327978250789
1029 => 0.17647044309801
1030 => 0.17817329922692
1031 => 0.17847343500024
1101 => 0.18349400837758
1102 => 0.1851768383507
1103 => 0.19210817684698
1104 => 0.17802882378157
1105 => 0.17773886877037
1106 => 0.17215202876931
1107 => 0.1686087665162
1108 => 0.17239463896718
1109 => 0.17574840513562
1110 => 0.17225623963276
1111 => 0.17271224272379
1112 => 0.1680242958566
1113 => 0.16970001627322
1114 => 0.17114337243993
1115 => 0.17034643600123
1116 => 0.16915338358033
1117 => 0.17547343455565
1118 => 0.17511683251114
1119 => 0.18100220927671
1120 => 0.1855902813328
1121 => 0.19381292667329
1122 => 0.18523216760429
1123 => 0.18491945063839
1124 => 0.18797630914147
1125 => 0.18517637036159
1126 => 0.18694583501987
1127 => 0.19352783856103
1128 => 0.19366690592407
1129 => 0.19133734841498
1130 => 0.19119559462884
1201 => 0.19164301163103
1202 => 0.19426354698765
1203 => 0.19334785141313
1204 => 0.19440751751454
1205 => 0.19573264620054
1206 => 0.20121394028875
1207 => 0.20253546173658
1208 => 0.19932484974866
1209 => 0.19961473206347
1210 => 0.19841387504672
1211 => 0.19725386221523
1212 => 0.19986140165415
1213 => 0.20462673123009
1214 => 0.20459708636212
1215 => 0.20570255019896
1216 => 0.20639124501116
1217 => 0.20343486272179
1218 => 0.2015103665606
1219 => 0.20224834084767
1220 => 0.20342837780369
1221 => 0.20186567076697
1222 => 0.19221991902004
1223 => 0.19514582392705
1224 => 0.19465881028109
1225 => 0.19396524362635
1226 => 0.1969072636357
1227 => 0.19662349862869
1228 => 0.18812363498028
1229 => 0.18866776867331
1230 => 0.18815672555238
1231 => 0.18980801042569
]
'min_raw' => 0.15654712554333
'max_raw' => 0.35068488629194
'avg_raw' => 0.25361600591764
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.156547'
'max' => '$0.350684'
'avg' => '$0.253616'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.038174828011654
'max_diff' => -0.2548354353047
'year' => 2034
]
9 => [
'items' => [
101 => 0.18508719555938
102 => 0.18653928641708
103 => 0.18745002419053
104 => 0.18798645573571
105 => 0.18992441431144
106 => 0.18969701724041
107 => 0.18991027899022
108 => 0.19278375995594
109 => 0.20731684062094
110 => 0.2081078441361
111 => 0.2042126535315
112 => 0.2057687053488
113 => 0.20278142613071
114 => 0.20478680668285
115 => 0.20615883712547
116 => 0.19995889538152
117 => 0.19959177506874
118 => 0.19659216628668
119 => 0.19820398613963
120 => 0.19563946485964
121 => 0.1962687086786
122 => 0.19450928810429
123 => 0.19767589484091
124 => 0.2012166532134
125 => 0.20211118860707
126 => 0.19975805110801
127 => 0.19805422447938
128 => 0.19506286619487
129 => 0.20003756168877
130 => 0.20149231425228
131 => 0.20002992049286
201 => 0.19969105190487
202 => 0.19904889654294
203 => 0.19982728820056
204 => 0.2014843913574
205 => 0.20070293211052
206 => 0.20121909971062
207 => 0.19925200108876
208 => 0.20343584140734
209 => 0.21008078672925
210 => 0.21010215131502
211 => 0.20932068785579
212 => 0.20900092984514
213 => 0.20980275877747
214 => 0.21023771808052
215 => 0.21283068581742
216 => 0.2156130435075
217 => 0.22859709280935
218 => 0.2249512237219
219 => 0.23647144468705
220 => 0.24558244375701
221 => 0.24831443400239
222 => 0.24580113152672
223 => 0.23720325952337
224 => 0.23678140690457
225 => 0.2496302576055
226 => 0.24599986876784
227 => 0.2455680455674
228 => 0.24097417629156
301 => 0.24368972199536
302 => 0.24309579231529
303 => 0.24215824525926
304 => 0.24733931729556
305 => 0.25703782163003
306 => 0.25552621877751
307 => 0.25439787736933
308 => 0.24945381377397
309 => 0.25243124435496
310 => 0.251371038354
311 => 0.25592635615749
312 => 0.25322788680335
313 => 0.24597236500181
314 => 0.24712783076322
315 => 0.24695318443786
316 => 0.25054739343824
317 => 0.24946850111008
318 => 0.24674251339518
319 => 0.25700467319658
320 => 0.25633830562021
321 => 0.25728306249066
322 => 0.25769897368262
323 => 0.26394536951419
324 => 0.26650431802401
325 => 0.26708524413644
326 => 0.26951604730459
327 => 0.2670247635392
328 => 0.27699167485597
329 => 0.28361908929622
330 => 0.29131717221219
331 => 0.30256614040206
401 => 0.30679585650022
402 => 0.30603179614581
403 => 0.31456063544467
404 => 0.32988677007927
405 => 0.30912964614642
406 => 0.33098694804994
407 => 0.32406717862197
408 => 0.3076605297896
409 => 0.30660413502647
410 => 0.31771490810087
411 => 0.3423575334076
412 => 0.33618483526261
413 => 0.34236762973046
414 => 0.33515507156525
415 => 0.33479690726013
416 => 0.34201733187911
417 => 0.3588882475662
418 => 0.35087350792008
419 => 0.33938241334258
420 => 0.34786725875737
421 => 0.34051690042371
422 => 0.3239544858622
423 => 0.33618011511667
424 => 0.32800518500008
425 => 0.33039106421129
426 => 0.34757355138728
427 => 0.34550610907104
428 => 0.34818157086826
429 => 0.3434594508252
430 => 0.339048246095
501 => 0.33081440488572
502 => 0.32837677042712
503 => 0.32905044489458
504 => 0.32837643658751
505 => 0.32376967810382
506 => 0.32277484904788
507 => 0.32111675703686
508 => 0.32163066908365
509 => 0.318512971011
510 => 0.32439671142339
511 => 0.32548878549127
512 => 0.32977048110018
513 => 0.33021502094227
514 => 0.34213948226695
515 => 0.33557168935175
516 => 0.33997793187523
517 => 0.33958379607077
518 => 0.3080161116191
519 => 0.3123658600125
520 => 0.3191327034864
521 => 0.31608424967365
522 => 0.31177444921075
523 => 0.30829405426009
524 => 0.30302090002117
525 => 0.31044276335049
526 => 0.32020172440137
527 => 0.33046252429926
528 => 0.34279020306234
529 => 0.34003880867242
530 => 0.33023206691974
531 => 0.33067199019094
601 => 0.33339142275004
602 => 0.3298695104995
603 => 0.32883082982092
604 => 0.33324872397483
605 => 0.33327914758384
606 => 0.32922676190227
607 => 0.32472327679596
608 => 0.32470440702893
609 => 0.32390305535277
610 => 0.33529763024822
611 => 0.34156349431926
612 => 0.34228186553706
613 => 0.34151514221262
614 => 0.34181022359004
615 => 0.33816425534599
616 => 0.34649785757358
617 => 0.35414559508545
618 => 0.35209583806219
619 => 0.34902296089419
620 => 0.34657526622006
621 => 0.35151923898582
622 => 0.3512990916611
623 => 0.35407879877003
624 => 0.3539526951992
625 => 0.35301798424854
626 => 0.35209587144366
627 => 0.35575194448409
628 => 0.35469905416319
629 => 0.35364452841279
630 => 0.35152951558057
701 => 0.35181698095111
702 => 0.34874463435868
703 => 0.347323226244
704 => 0.32594865863423
705 => 0.32023667573476
706 => 0.32203378183307
707 => 0.32262543582247
708 => 0.32013957354451
709 => 0.32370366148548
710 => 0.32314820215518
711 => 0.32530916947652
712 => 0.32395909091244
713 => 0.32401449860764
714 => 0.3279847917975
715 => 0.32913738480135
716 => 0.32855116669703
717 => 0.32896173376292
718 => 0.33842307850679
719 => 0.33707797784099
720 => 0.33636341992113
721 => 0.33656135734831
722 => 0.33897893378389
723 => 0.33965572319107
724 => 0.33678811891569
725 => 0.33814049766938
726 => 0.34389875476018
727 => 0.34591381885284
728 => 0.35234493615096
729 => 0.34961288321872
730 => 0.35462768461633
731 => 0.37004147444077
801 => 0.38235507630567
802 => 0.37103097914959
803 => 0.39364334084673
804 => 0.41125030797859
805 => 0.41057452325413
806 => 0.40750434127821
807 => 0.38745927730403
808 => 0.36901351057992
809 => 0.38444417769326
810 => 0.38448351363708
811 => 0.38315800564726
812 => 0.37492538936274
813 => 0.38287152844579
814 => 0.38350226411006
815 => 0.38314921986422
816 => 0.37683729226127
817 => 0.36720014545078
818 => 0.36908322086948
819 => 0.37216773681901
820 => 0.36632810462911
821 => 0.36446198830865
822 => 0.36793145359155
823 => 0.37911079362484
824 => 0.37699740414905
825 => 0.37694221500896
826 => 0.38598419140299
827 => 0.3795120876855
828 => 0.36910697248095
829 => 0.36647954366519
830 => 0.35715394141738
831 => 0.3635951681066
901 => 0.36382697638805
902 => 0.3602991823581
903 => 0.3693932335237
904 => 0.36930943024123
905 => 0.37794287835207
906 => 0.39444678856497
907 => 0.38956577020692
908 => 0.38388967690979
909 => 0.38450682563218
910 => 0.391275423864
911 => 0.38718297486098
912 => 0.38865464805603
913 => 0.39127319631036
914 => 0.39285303148709
915 => 0.38427951166254
916 => 0.38228061407257
917 => 0.37819157112123
918 => 0.37712481614082
919 => 0.38045525630401
920 => 0.3795778029872
921 => 0.3638074937996
922 => 0.36215940874432
923 => 0.36220995316004
924 => 0.35806576492638
925 => 0.3517448831509
926 => 0.36835578305662
927 => 0.36702169532479
928 => 0.36554896571905
929 => 0.36572936669248
930 => 0.37293959534592
1001 => 0.36875729860165
1002 => 0.37987661996124
1003 => 0.37759082176711
1004 => 0.37524640147439
1005 => 0.37492233117715
1006 => 0.374019929381
1007 => 0.37092525785307
1008 => 0.36718825602216
1009 => 0.36472076371985
1010 => 0.33643562546493
1011 => 0.34168518259796
1012 => 0.34772431956733
1013 => 0.34980900544883
1014 => 0.34624300599265
1015 => 0.37106606524662
1016 => 0.37560147737327
1017 => 0.36186341820403
1018 => 0.35929358825473
1019 => 0.37123454287027
1020 => 0.36403268751476
1021 => 0.36727568254037
1022 => 0.36026610111845
1023 => 0.37450902940433
1024 => 0.37440052215422
1025 => 0.36885970135989
1026 => 0.37354276515336
1027 => 0.3727289675747
1028 => 0.36647339454434
1029 => 0.37470734222726
1030 => 0.37471142616258
1031 => 0.36937850661587
1101 => 0.36315082411151
1102 => 0.36203746157102
1103 => 0.36119869245598
1104 => 0.36706939675555
1105 => 0.37233305187333
1106 => 0.38212740907676
1107 => 0.38458994318589
1108 => 0.39420137775399
1109 => 0.38847823644094
1110 => 0.39101523085793
1111 => 0.39376949717734
1112 => 0.39508999373566
1113 => 0.39293831545563
1114 => 0.4078688295642
1115 => 0.4091294224141
1116 => 0.40955208829258
1117 => 0.40451760294076
1118 => 0.40898940426915
1119 => 0.40689719651809
1120 => 0.41234053985429
1121 => 0.4131941255935
1122 => 0.41247116883958
1123 => 0.41274211042614
1124 => 0.40000155055765
1125 => 0.39934088531666
1126 => 0.39033266787712
1127 => 0.39400358306911
1128 => 0.38714098306922
1129 => 0.3893171842218
1130 => 0.39027643295425
1201 => 0.3897753758533
1202 => 0.39421113110627
1203 => 0.39043983297632
1204 => 0.38048675715256
1205 => 0.37053096961995
1206 => 0.37040598281729
1207 => 0.3677847996942
1208 => 0.36589016438984
1209 => 0.36625513836526
1210 => 0.36754135425893
1211 => 0.36581540718388
1212 => 0.36618372550008
1213 => 0.37230026364109
1214 => 0.37352689174412
1215 => 0.3693583301755
1216 => 0.35262095395693
1217 => 0.34851355985036
1218 => 0.351465873281
1219 => 0.35005485761449
1220 => 0.28252159075636
1221 => 0.29838753006957
1222 => 0.28896052768605
1223 => 0.2933049240999
1224 => 0.28368239577676
1225 => 0.28827477065248
1226 => 0.28742672669961
1227 => 0.31293868760798
1228 => 0.31254035342895
1229 => 0.31273101492108
1230 => 0.30363024513604
1231 => 0.31812801851643
]
'min_raw' => 0.18508719555938
'max_raw' => 0.4131941255935
'avg_raw' => 0.29914066057644
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.185087'
'max' => '$0.413194'
'avg' => '$0.29914'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.028540070016047
'max_diff' => 0.062509239301558
'year' => 2035
]
10 => [
'items' => [
101 => 0.32527014300668
102 => 0.32394832584502
103 => 0.32428099874718
104 => 0.31856457609008
105 => 0.31278636238788
106 => 0.30637743413143
107 => 0.31828443066444
108 => 0.31696057590918
109 => 0.31999702240984
110 => 0.32771956079119
111 => 0.32885673390292
112 => 0.33038510609715
113 => 0.32983729346246
114 => 0.34288841291226
115 => 0.34130783623283
116 => 0.3451165712673
117 => 0.33728171433196
118 => 0.32841583001817
119 => 0.33010094477862
120 => 0.32993865467635
121 => 0.32787251540656
122 => 0.32600729725712
123 => 0.32290223456026
124 => 0.33272711239595
125 => 0.33232824029815
126 => 0.33878551592336
127 => 0.33764412973398
128 => 0.33002167341669
129 => 0.33029391093526
130 => 0.33212483908057
131 => 0.33846170229664
201 => 0.34034291474571
202 => 0.33947146218595
203 => 0.34153412575575
204 => 0.34316437093975
205 => 0.34173885945116
206 => 0.3619210959919
207 => 0.35354002427956
208 => 0.35762490031704
209 => 0.35859911918249
210 => 0.35610367804425
211 => 0.35664484987209
212 => 0.35746457773076
213 => 0.36244180476946
214 => 0.37550348869125
215 => 0.38128841958632
216 => 0.39869266960761
217 => 0.38080806160561
218 => 0.37974686298064
219 => 0.38288189396747
220 => 0.39310003115693
221 => 0.40138087160817
222 => 0.40412810411899
223 => 0.40449119624716
224 => 0.40964518707003
225 => 0.41259935849345
226 => 0.40901935702071
227 => 0.40598568061435
228 => 0.39511942828051
229 => 0.39637722657598
301 => 0.40504220953317
302 => 0.41728200832516
303 => 0.4277850290227
304 => 0.42410723724164
305 => 0.4521661924147
306 => 0.45494812320955
307 => 0.4545637503243
308 => 0.46090140268178
309 => 0.44832245339263
310 => 0.44294470886585
311 => 0.40664159588709
312 => 0.41684128984939
313 => 0.43166714403061
314 => 0.42970488663562
315 => 0.418937955033
316 => 0.42777686133958
317 => 0.42485444249647
318 => 0.42254940950364
319 => 0.43310921249643
320 => 0.42149827533306
321 => 0.4315513160505
322 => 0.41865818734499
323 => 0.42412403708471
324 => 0.42102135641904
325 => 0.42302917105997
326 => 0.41129152769551
327 => 0.41762487513978
328 => 0.41102803961971
329 => 0.41102491186074
330 => 0.410879286351
331 => 0.41864043408552
401 => 0.41889352483451
402 => 0.41315802493226
403 => 0.412331449791
404 => 0.41538773131381
405 => 0.41180962609199
406 => 0.41348379900496
407 => 0.41186033508402
408 => 0.41149485916004
409 => 0.40858268481713
410 => 0.4073280400383
411 => 0.40782001858429
412 => 0.4061406421745
413 => 0.4051287571419
414 => 0.41067799694924
415 => 0.40771326197587
416 => 0.41022360879429
417 => 0.40736275176368
418 => 0.39744577487951
419 => 0.39174241660329
420 => 0.37301016657334
421 => 0.37832260944455
422 => 0.38184476456428
423 => 0.38068069231822
424 => 0.38318156993892
425 => 0.38333510351354
426 => 0.38252204270562
427 => 0.38158062244959
428 => 0.38112239113277
429 => 0.38453767194654
430 => 0.386520357412
501 => 0.3821982599509
502 => 0.38118565298834
503 => 0.38555553215105
504 => 0.3882211559159
505 => 0.40790262411097
506 => 0.40644455737678
507 => 0.41010401874846
508 => 0.40969201955702
509 => 0.41352771807246
510 => 0.41979746405807
511 => 0.40704931742079
512 => 0.40926195487927
513 => 0.40871946727171
514 => 0.41464220472317
515 => 0.414660694863
516 => 0.41110971789818
517 => 0.41303476011883
518 => 0.41196025436203
519 => 0.41390203149273
520 => 0.4064250840066
521 => 0.4155311989581
522 => 0.42069377935052
523 => 0.42076546178427
524 => 0.42321248391751
525 => 0.42569880012684
526 => 0.43047106757814
527 => 0.42556570417777
528 => 0.41674143294801
529 => 0.41737851682858
530 => 0.41220484983525
531 => 0.4122918201121
601 => 0.41182756595826
602 => 0.41322082762137
603 => 0.40673082659175
604 => 0.40825401686138
605 => 0.40612154156412
606 => 0.40925731929444
607 => 0.40588374081924
608 => 0.40871920566776
609 => 0.40994289829924
610 => 0.4144583504536
611 => 0.40521680486464
612 => 0.38637266781112
613 => 0.39033393388285
614 => 0.38447491021203
615 => 0.38501718515964
616 => 0.38611266685623
617 => 0.38256185225827
618 => 0.38323923578453
619 => 0.3832150348783
620 => 0.38300648454277
621 => 0.38208278052688
622 => 0.38074322695456
623 => 0.38607959609383
624 => 0.38698634919657
625 => 0.38900194902101
626 => 0.39499900690414
627 => 0.39439975940126
628 => 0.39537715694101
629 => 0.39324350359958
630 => 0.38511615921868
701 => 0.3855575131204
702 => 0.38005382289377
703 => 0.38886120728794
704 => 0.38677550241161
705 => 0.38543083490952
706 => 0.38506392992332
707 => 0.39107585335298
708 => 0.39287471506849
709 => 0.3917537851645
710 => 0.38945472522868
711 => 0.39386959996152
712 => 0.39505083419141
713 => 0.39531526897324
714 => 0.40313758053156
715 => 0.39575244929431
716 => 0.39753012378501
717 => 0.41139903270187
718 => 0.39882184609289
719 => 0.4054842623444
720 => 0.40515817173843
721 => 0.40856643844883
722 => 0.40487859438832
723 => 0.40492430963529
724 => 0.40795061957814
725 => 0.40370071306129
726 => 0.40264837644114
727 => 0.40119458093739
728 => 0.40436889023379
729 => 0.40627174509532
730 => 0.42160735778634
731 => 0.43151486297365
801 => 0.43108475204428
802 => 0.43501516080477
803 => 0.43324447565975
804 => 0.42752646624335
805 => 0.43728641108019
806 => 0.43419795616038
807 => 0.4344525646315
808 => 0.43444308809148
809 => 0.43649664061575
810 => 0.43504151044698
811 => 0.4321732995183
812 => 0.43407735178656
813 => 0.43973170631215
814 => 0.45728299625635
815 => 0.46710493063279
816 => 0.45669170347411
817 => 0.4638746081295
818 => 0.45956742486688
819 => 0.45878468154046
820 => 0.46329607647654
821 => 0.46781536801224
822 => 0.46752750867885
823 => 0.46424673509212
824 => 0.46239350933952
825 => 0.47642675561435
826 => 0.48676621241952
827 => 0.48606113078201
828 => 0.48917313182517
829 => 0.49831006313845
830 => 0.49914542962999
831 => 0.49904019265273
901 => 0.49696964964198
902 => 0.50596614510038
903 => 0.51347117989004
904 => 0.49649037875873
905 => 0.50295644553453
906 => 0.50585927123384
907 => 0.51012148059001
908 => 0.5173125422031
909 => 0.5251239424498
910 => 0.52622856009233
911 => 0.52544478101413
912 => 0.52029295256972
913 => 0.52884027992905
914 => 0.53384710383665
915 => 0.5368285528945
916 => 0.54438901163939
917 => 0.50587719809712
918 => 0.47861662231057
919 => 0.47435948975402
920 => 0.48301653621124
921 => 0.48529933032336
922 => 0.48437913887915
923 => 0.45369488240827
924 => 0.47419794349395
925 => 0.4962575132758
926 => 0.49710491119155
927 => 0.5081483930682
928 => 0.51174460345485
929 => 0.52063605386781
930 => 0.5200798912236
1001 => 0.52224481790528
1002 => 0.52174713875246
1003 => 0.53821667832669
1004 => 0.55638502622736
1005 => 0.55575591411137
1006 => 0.55314399914252
1007 => 0.55702313826895
1008 => 0.57577482034093
1009 => 0.57404846594532
1010 => 0.57572547219013
1011 => 0.59783476215148
1012 => 0.62657998411107
1013 => 0.61322494253774
1014 => 0.64220153994216
1015 => 0.66044077202482
1016 => 0.69198363793998
1017 => 0.68803431577551
1018 => 0.70031372200404
1019 => 0.6809642048527
1020 => 0.63653380229063
1021 => 0.62950252101243
1022 => 0.64357932419178
1023 => 0.67818577121385
1024 => 0.64248944402117
1025 => 0.64971076452125
1026 => 0.64763102373143
1027 => 0.64752020318306
1028 => 0.65174977277425
1029 => 0.64561456148272
1030 => 0.62061860697762
1031 => 0.63207410562523
1101 => 0.62765058745916
1102 => 0.63255881065954
1103 => 0.65904646696674
1104 => 0.64733564272646
1105 => 0.63499924069944
1106 => 0.65047182650809
1107 => 0.67017374519983
1108 => 0.66894083453585
1109 => 0.66654847253106
1110 => 0.68003409189208
1111 => 0.70230838416076
1112 => 0.70832903585563
1113 => 0.71277335784997
1114 => 0.71338615476556
1115 => 0.71969834384724
1116 => 0.68575611227855
1117 => 0.7396233054764
1118 => 0.74892468169048
1119 => 0.74717640846478
1120 => 0.75751449666499
1121 => 0.7544727688645
1122 => 0.75006578251407
1123 => 0.76645385128583
1124 => 0.74766625288796
1125 => 0.72099962225506
1126 => 0.7063697812837
1127 => 0.7256355360304
1128 => 0.73740046017202
1129 => 0.74517632663992
1130 => 0.7475292991348
1201 => 0.68839095109409
1202 => 0.65651866146329
1203 => 0.67694843370009
1204 => 0.70187416581654
1205 => 0.68561764857811
1206 => 0.6862548732762
1207 => 0.66307735183178
1208 => 0.70392486217357
1209 => 0.69797372349841
1210 => 0.72884824147252
1211 => 0.72147978997451
1212 => 0.74665676084052
1213 => 0.74002682063933
1214 => 0.76754733173953
1215 => 0.77852600870549
1216 => 0.79696091602598
1217 => 0.8105217088945
1218 => 0.81848486584353
1219 => 0.81800678776936
1220 => 0.84956078283044
1221 => 0.83095449435554
1222 => 0.80758061086557
1223 => 0.80715785105689
1224 => 0.81926351652684
1225 => 0.84463367032471
1226 => 0.85121178208378
1227 => 0.85488804915458
1228 => 0.84925771816386
1229 => 0.82906192554907
1230 => 0.82034148469299
1231 => 0.82777155295786
]
'min_raw' => 0.30637743413143
'max_raw' => 0.85488804915458
'avg_raw' => 0.580632741643
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.306377'
'max' => '$0.854888'
'avg' => '$0.580632'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.12129023857205
'max_diff' => 0.44169392356108
'year' => 2036
]
11 => [
'items' => [
101 => 0.81868521794297
102 => 0.834370781354
103 => 0.8559104101729
104 => 0.85146256199872
105 => 0.86633105158633
106 => 0.88171837409879
107 => 0.90372293637951
108 => 0.90947574378627
109 => 0.91898491566997
110 => 0.92877297713854
111 => 0.93191663868659
112 => 0.93791886400271
113 => 0.93788722931252
114 => 0.95597533929901
115 => 0.97592708475625
116 => 0.98345840678238
117 => 1.000776266502
118 => 0.97112003862236
119 => 0.99361462813523
120 => 1.0139053109519
121 => 0.9897139224112
122 => 1.023056115644
123 => 1.0243507174522
124 => 1.0438976677339
125 => 1.0240830888808
126 => 1.0123172552083
127 => 1.0462847761609
128 => 1.062720589583
129 => 1.0577699888212
130 => 1.0200956725824
131 => 0.998167604604
201 => 0.94077762109609
202 => 1.008758535624
203 => 1.0418700560601
204 => 1.0200099217436
205 => 1.0310349019648
206 => 1.0911836191895
207 => 1.1140843563676
208 => 1.1093211631228
209 => 1.1101260643723
210 => 1.1224828864759
211 => 1.1772798407092
212 => 1.1444442355491
213 => 1.1695458253673
214 => 1.1828596180964
215 => 1.1952262107689
216 => 1.164857767667
217 => 1.1253488693925
218 => 1.1128347428382
219 => 1.017836362202
220 => 1.0128912839328
221 => 1.0101154616492
222 => 0.99261429479832
223 => 0.97886317162662
224 => 0.96792776793402
225 => 0.93923000305665
226 => 0.94891465627104
227 => 0.90317640874554
228 => 0.93243811864839
301 => 0.85943877120908
302 => 0.92023479694386
303 => 0.88714628419251
304 => 0.90936433059234
305 => 0.90928681392152
306 => 0.86837634626141
307 => 0.84478004229473
308 => 0.85981652556418
309 => 0.87593682922657
310 => 0.87855229426058
311 => 0.89945268874183
312 => 0.90528553958908
313 => 0.88761172921216
314 => 0.85792602198995
315 => 0.86482133471878
316 => 0.84464030900236
317 => 0.80927383768628
318 => 0.83467465482484
319 => 0.84334761059103
320 => 0.84717808194478
321 => 0.81239921927208
322 => 0.80147094553448
323 => 0.79565282429368
324 => 0.85343650755316
325 => 0.85660202816141
326 => 0.84040677717012
327 => 0.91361084734746
328 => 0.89704251170725
329 => 0.91555340195814
330 => 0.86419565736189
331 => 0.86615759236784
401 => 0.8418440130316
402 => 0.85545799282594
403 => 0.84583607070635
404 => 0.85435811779452
405 => 0.85946619768146
406 => 0.88377578739857
407 => 0.9205123734094
408 => 0.88014474534821
409 => 0.86255599172687
410 => 0.87346795555064
411 => 0.90252795317513
412 => 0.94655533713014
413 => 0.9204902396951
414 => 0.93205748732271
415 => 0.93458441633832
416 => 0.91536497847207
417 => 0.94726398521859
418 => 0.96435892208111
419 => 0.98189479000332
420 => 0.9971206927763
421 => 0.97489057873319
422 => 0.99867998732099
423 => 0.97950992339514
424 => 0.96231239428888
425 => 0.9623384758417
426 => 0.95155021461752
427 => 0.9306465990873
428 => 0.92679165166452
429 => 0.94684557498399
430 => 0.96292692237259
501 => 0.96425145916798
502 => 0.97315491937177
503 => 0.97842389540745
504 => 1.0300670233826
505 => 1.0508383166686
506 => 1.0762370609182
507 => 1.0861313031982
508 => 1.1159094251789
509 => 1.0918611732187
510 => 1.0866581826365
511 => 1.0144261990608
512 => 1.0262541823248
513 => 1.0451919247611
514 => 1.0147384754584
515 => 1.0340541796232
516 => 1.0378675087879
517 => 1.0137036789042
518 => 1.0266106245026
519 => 0.99233360363611
520 => 0.921259518796
521 => 0.94734311099262
522 => 0.96654941449154
523 => 0.93913965127844
524 => 0.98827059093359
525 => 0.95956931025551
526 => 0.95047238218499
527 => 0.9149820224929
528 => 0.93173210611835
529 => 0.95438683405986
530 => 0.94038884608681
531 => 0.96943677293936
601 => 1.0105763841617
602 => 1.0398949210249
603 => 1.0421456342355
604 => 1.0232957792219
605 => 1.0535027921794
606 => 1.0537228172911
607 => 1.0196491832757
608 => 0.9987792721641
609 => 0.99403758444887
610 => 1.0058832500241
611 => 1.020266074863
612 => 1.0429437809147
613 => 1.0566474437303
614 => 1.0923793284921
615 => 1.1020473519952
616 => 1.1126695786636
617 => 1.1268641492659
618 => 1.1439083706872
619 => 1.1066165845455
620 => 1.1080982567295
621 => 1.0733726618143
622 => 1.0362633834933
623 => 1.0644247000021
624 => 1.1012418751943
625 => 1.0927959745259
626 => 1.0918456381666
627 => 1.0934438403216
628 => 1.0870759070349
629 => 1.0582739807858
630 => 1.0438098337331
701 => 1.0624722736285
702 => 1.0723905298633
703 => 1.0877728803206
704 => 1.0858766809447
705 => 1.125499963779
706 => 1.1408963733425
707 => 1.1369573129266
708 => 1.1376821948419
709 => 1.1655566589283
710 => 1.1965587958131
711 => 1.225596388098
712 => 1.2551346741638
713 => 1.2195251174126
714 => 1.2014447805864
715 => 1.2200990730444
716 => 1.210200842888
717 => 1.2670790093725
718 => 1.271017130213
719 => 1.3278911837587
720 => 1.3818714330098
721 => 1.3479674056118
722 => 1.3799373763772
723 => 1.4145155063099
724 => 1.4812223290495
725 => 1.4587578179251
726 => 1.4415503544676
727 => 1.4252893846461
728 => 1.4591258814884
729 => 1.5026559941247
730 => 1.5120319634603
731 => 1.52722461568
801 => 1.5112513995401
802 => 1.5304893789886
803 => 1.598407900038
804 => 1.5800557161171
805 => 1.5539926646886
806 => 1.607607814093
807 => 1.6270109282388
808 => 1.7631921448041
809 => 1.9351265560833
810 => 1.8639445808315
811 => 1.8197596317647
812 => 1.8301441428764
813 => 1.8929287695284
814 => 1.9130931989246
815 => 1.8582793287301
816 => 1.8776405143461
817 => 1.9843225506398
818 => 2.0415540403419
819 => 1.9638259901119
820 => 1.7493773822666
821 => 1.5516459720694
822 => 1.6040932460152
823 => 1.5981473527781
824 => 1.7127638919207
825 => 1.5796180226
826 => 1.5818598575678
827 => 1.6988465453587
828 => 1.6676365027157
829 => 1.6170802307142
830 => 1.552015088804
831 => 1.4317361561858
901 => 1.3252017513397
902 => 1.5341402526511
903 => 1.5251304445445
904 => 1.5120829072275
905 => 1.5411187896356
906 => 1.6821087926302
907 => 1.6788585167211
908 => 1.6581819196925
909 => 1.6738649363035
910 => 1.614330922076
911 => 1.6296741931067
912 => 1.5516146504038
913 => 1.58690082376
914 => 1.6169717596604
915 => 1.6230089452503
916 => 1.6366110326505
917 => 1.5203826850812
918 => 1.5725658008548
919 => 1.6032184924751
920 => 1.4647285165802
921 => 1.6004809909308
922 => 1.5183594081348
923 => 1.490486109509
924 => 1.5280138340807
925 => 1.5133892433182
926 => 1.5008158789654
927 => 1.4937997256187
928 => 1.5213559447604
929 => 1.5200704142006
930 => 1.4749830912532
1001 => 1.4161685164626
1002 => 1.4359086182849
1003 => 1.4287368542285
1004 => 1.4027454561118
1005 => 1.420260520229
1006 => 1.3431330420277
1007 => 1.2104392245197
1008 => 1.298100824887
1009 => 1.2947259486304
1010 => 1.2930241829833
1011 => 1.3588994528707
1012 => 1.3525670656721
1013 => 1.3410737208997
1014 => 1.4025343718218
1015 => 1.3801004074728
1016 => 1.4492365994897
1017 => 1.4947741670006
1018 => 1.4832243668938
1019 => 1.5260526692399
1020 => 1.4363633903615
1021 => 1.4661545710956
1022 => 1.4722944921561
1023 => 1.4017759569297
1024 => 1.3536031225317
1025 => 1.3503905436879
1026 => 1.2668654874671
1027 => 1.3114838983096
1028 => 1.3507462534156
1029 => 1.3319426322016
1030 => 1.3259899674675
1031 => 1.3564008406187
1101 => 1.3587640259141
1102 => 1.3048831507406
1103 => 1.3160866908746
1104 => 1.3628073156668
1105 => 1.3149094510026
1106 => 1.2218517240318
1107 => 1.1987721211193
1108 => 1.1956928766493
1109 => 1.1330991630842
1110 => 1.2003144105453
1111 => 1.1709731537719
1112 => 1.2636618323569
1113 => 1.2107185562485
1114 => 1.2084362774319
1115 => 1.204986278263
1116 => 1.1511092832838
1117 => 1.1629049211226
1118 => 1.2021154178251
1119 => 1.2161061647864
1120 => 1.2146468152555
1121 => 1.2019232650001
1122 => 1.2077480411519
1123 => 1.1889844076803
1124 => 1.1823585781702
1125 => 1.1614456376583
1126 => 1.1307093924532
1127 => 1.1349834558653
1128 => 1.0740869115379
1129 => 1.0409072421641
1130 => 1.0317235469824
1201 => 1.0194427259725
1202 => 1.0331106983935
1203 => 1.073914399279
1204 => 1.024696479023
1205 => 0.94031580697978
1206 => 0.94538722914725
1207 => 0.95678120903879
1208 => 0.93554860288962
1209 => 0.91545372308698
1210 => 0.93292459072624
1211 => 0.89717138761077
1212 => 0.96110181282235
1213 => 0.95937267398332
1214 => 0.98320198307123
1215 => 0.99810293907054
1216 => 0.96376105973391
1217 => 0.95512416995107
1218 => 0.96004413489613
1219 => 0.87872807371158
1220 => 0.97655672604649
1221 => 0.97740275229431
1222 => 0.97015856192308
1223 => 1.0222492991706
1224 => 1.1321770022714
1225 => 1.0908177785333
1226 => 1.0748022370127
1227 => 1.0443566808749
1228 => 1.0849235767503
1229 => 1.0818086720892
1230 => 1.0677218919193
1231 => 1.0592021633191
]
'min_raw' => 0.79565282429368
'max_raw' => 2.0415540403419
'avg_raw' => 1.4186034323178
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.795652'
'max' => '$2.04'
'avg' => '$1.41'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.48927539016225
'max_diff' => 1.1866659911873
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.024974632982461
]
1 => [
'year' => 2028
'avg' => 0.042863720385661
]
2 => [
'year' => 2029
'avg' => 0.11709595865967
]
3 => [
'year' => 2030
'avg' => 0.090339357721403
]
4 => [
'year' => 2031
'avg' => 0.088724444915768
]
5 => [
'year' => 2032
'avg' => 0.15556187454778
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.024974632982461
'min' => '$0.024974'
'max_raw' => 0.15556187454778
'max' => '$0.155561'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.15556187454778
]
1 => [
'year' => 2033
'avg' => 0.40012113757581
]
2 => [
'year' => 2034
'avg' => 0.25361600591764
]
3 => [
'year' => 2035
'avg' => 0.29914066057644
]
4 => [
'year' => 2036
'avg' => 0.580632741643
]
5 => [
'year' => 2037
'avg' => 1.4186034323178
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.15556187454778
'min' => '$0.155561'
'max_raw' => 1.4186034323178
'max' => '$1.41'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.4186034323178
]
]
]
]
'prediction_2025_max_price' => '$0.042702'
'last_price' => 0.04140505
'sma_50day_nextmonth' => '$0.037672'
'sma_200day_nextmonth' => '$0.066686'
'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' => '$0.040233'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.038756'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.03733'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.037129'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.043592'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.05584'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.07433'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.040225'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.039225'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.038144'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.038655'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.044284'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.054635'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.071631'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.064451'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.08641'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.15793'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.149433'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.040343'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.0415046'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.047384'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.060694'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.0904074'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.136761'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.259869'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '54.91'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 123.94
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.01
'momentum_10_action' => 'SELL'
'vwma_10' => '0.037551'
'vwma_10_action' => 'BUY'
'hma_9' => '0.040922'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 210.25
'cci_20_action' => 'SELL'
'adx_14' => 24.62
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.001219'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 68.62
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.008188'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 18
'buy_signals' => 16
'sell_pct' => 52.94
'buy_pct' => 47.06
'overall_action' => 'bearish'
'overall_action_label' => 'Baixista'
'overall_action_dir' => -1
'last_updated' => 1767686846
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de The Graph para 2026
A previsão de preço para The Graph em 2026 sugere que o preço médio poderia variar entre $0.0143054 na extremidade inferior e $0.042702 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, The Graph poderia potencialmente ganhar 3.13% até 2026 se GRT atingir a meta de preço prevista.
Previsão de preço de The Graph 2027-2032
A previsão de preço de GRT para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.024974 na extremidade inferior e $0.155561 na extremidade superior. Considerando a volatilidade de preços no mercado, se The Graph atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de The Graph | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.013771 | $0.024974 | $0.036177 |
| 2028 | $0.024853 | $0.042863 | $0.060873 |
| 2029 | $0.054595 | $0.117095 | $0.179595 |
| 2030 | $0.046431 | $0.090339 | $0.134247 |
| 2031 | $0.054896 | $0.088724 | $0.122552 |
| 2032 | $0.083795 | $0.155561 | $0.227328 |
Previsão de preço de The Graph 2032-2037
A previsão de preço de The Graph para 2032-2037 é atualmente estimada entre $0.155561 na extremidade inferior e $1.41 na extremidade superior. Comparado ao preço atual, The Graph poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de The Graph | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.083795 | $0.155561 | $0.227328 |
| 2033 | $0.194721 | $0.400121 | $0.60552 |
| 2034 | $0.156547 | $0.253616 | $0.350684 |
| 2035 | $0.185087 | $0.29914 | $0.413194 |
| 2036 | $0.306377 | $0.580632 | $0.854888 |
| 2037 | $0.795652 | $1.41 | $2.04 |
The Graph Histograma de preços potenciais
Previsão de preço de The Graph baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para The Graph é Baixista, com 16 indicadores técnicos mostrando sinais de alta e 18 indicando sinais de baixa. A previsão de preço de GRT 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 The Graph
De acordo com nossos indicadores técnicos, o SMA de 200 dias de The Graph está projetado para aumentar no próximo mês, alcançando $0.066686 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para The Graph é esperado para alcançar $0.037672 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 54.91, sugerindo que o mercado de GRT está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de GRT 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 | $0.040233 | BUY |
| SMA 5 | $0.038756 | BUY |
| SMA 10 | $0.03733 | BUY |
| SMA 21 | $0.037129 | BUY |
| SMA 50 | $0.043592 | SELL |
| SMA 100 | $0.05584 | SELL |
| SMA 200 | $0.07433 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.040225 | BUY |
| EMA 5 | $0.039225 | BUY |
| EMA 10 | $0.038144 | BUY |
| EMA 21 | $0.038655 | BUY |
| EMA 50 | $0.044284 | SELL |
| EMA 100 | $0.054635 | SELL |
| EMA 200 | $0.071631 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.064451 | SELL |
| SMA 50 | $0.08641 | SELL |
| SMA 100 | $0.15793 | SELL |
| SMA 200 | $0.149433 | SELL |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.060694 | SELL |
| EMA 50 | $0.0904074 | SELL |
| EMA 100 | $0.136761 | SELL |
| EMA 200 | $0.259869 | SELL |
Osciladores de The Graph
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 54.91 | NEUTRAL |
| Stoch RSI (14) | 123.94 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 210.25 | SELL |
| Índice Direcional Médio (14) | 24.62 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.001219 | NEUTRAL |
| Momentum (10) | 0.01 | SELL |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 68.62 | NEUTRAL |
| VWMA (10) | 0.037551 | BUY |
| Média Móvel de Hull (9) | 0.040922 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.008188 | SELL |
Previsão do preço de The Graph com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do The Graph
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de The Graph por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.058181 | $0.081754 | $0.114878 | $0.161422 | $0.226826 | $0.318728 |
| Amazon.com stock | $0.086394 | $0.180266 | $0.376136 | $0.784831 | $1.63 | $3.41 |
| Apple stock | $0.058729 | $0.0833038 | $0.11816 | $0.1676012 | $0.237729 | $0.3372012 |
| Netflix stock | $0.06533 | $0.103081 | $0.162646 | $0.25663 | $0.404923 | $0.6389052 |
| Google stock | $0.053619 | $0.069436 | $0.08992 | $0.116446 | $0.150797 | $0.195282 |
| Tesla stock | $0.093862 | $0.212778 | $0.482352 | $1.09 | $2.47 | $5.61 |
| Kodak stock | $0.031049 | $0.023283 | $0.01746 | $0.013093 | $0.009818 | $0.007362 |
| Nokia stock | $0.027429 | $0.01817 | $0.012037 | $0.007974 | $0.005282 | $0.003499 |
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 The Graph
Você pode fazer perguntas como: 'Devo investir em The Graph agora?', 'Devo comprar GRT hoje?', 'The Graph será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para The Graph regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como The Graph, 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 The Graph para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de The Graph é de $0.0414 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 The Graph
com base no histórico de preços de 4 horas
Previsão de longo prazo para The Graph
com base no histórico de preços de 1 mês
Previsão do preço de The Graph com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se The Graph tiver 1% da média anterior do crescimento anual do Bitcoin | $0.042481 | $0.043585 | $0.044718 | $0.04588 |
| Se The Graph tiver 2% da média anterior do crescimento anual do Bitcoin | $0.043557 | $0.045821 | $0.048204 | $0.05071 |
| Se The Graph tiver 5% da média anterior do crescimento anual do Bitcoin | $0.046786 | $0.052866 | $0.059737 | $0.0675017 |
| Se The Graph tiver 10% da média anterior do crescimento anual do Bitcoin | $0.052167 | $0.065727 | $0.082812 | $0.104337 |
| Se The Graph tiver 20% da média anterior do crescimento anual do Bitcoin | $0.06293 | $0.095645 | $0.145367 | $0.220939 |
| Se The Graph tiver 50% da média anterior do crescimento anual do Bitcoin | $0.095217 | $0.218968 | $0.503552 | $1.15 |
| Se The Graph tiver 100% da média anterior do crescimento anual do Bitcoin | $0.14903 | $0.5364071 | $1.93 | $6.94 |
Perguntas Frequentes sobre The Graph
GRT é um bom investimento?
A decisão de adquirir The Graph depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de The Graph experimentou uma escalada de 1.8301% nas últimas 24 horas, e The Graph registrou um declínio de -73.49% durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em The Graph dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
The Graph pode subir?
Parece que o valor médio de The Graph pode potencialmente subir para $0.042702 até o final deste ano. Observando as perspectivas de The Graph em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.134247. 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 The Graph na próxima semana?
Com base na nossa nova previsão experimental de The Graph, o preço de The Graph aumentará 0.86% na próxima semana e atingirá $0.041759 até 13 de janeiro de 2026.
Qual será o preço de The Graph no próximo mês?
Com base na nossa nova previsão experimental de The Graph, o preço de The Graph diminuirá -11.62% no próximo mês e atingirá $0.036594 até 5 de fevereiro de 2026.
Até onde o preço de The Graph pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de The Graph em 2026, espera-se que GRT fluctue dentro do intervalo de $0.0143054 e $0.042702. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de The Graph não considera flutuações repentinas e extremas de preço.
Onde estará The Graph em 5 anos?
O futuro de The Graph parece seguir uma tendência de alta, com um preço máximo de $0.134247 projetada após um período de cinco anos. Com base na previsão de The Graph para 2030, o valor de The Graph pode potencialmente atingir seu pico mais alto de aproximadamente $0.134247, enquanto seu pico mais baixo está previsto para cerca de $0.046431.
Quanto será The Graph em 2026?
Com base na nossa nova simulação experimental de previsão de preços de The Graph, espera-se que o valor de GRT em 2026 aumente 3.13% para $0.042702 se o melhor cenário ocorrer. O preço ficará entre $0.042702 e $0.0143054 durante 2026.
Quanto será The Graph em 2027?
De acordo com nossa última simulação experimental para previsão de preços de The Graph, o valor de GRT pode diminuir -12.62% para $0.036177 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.036177 e $0.013771 ao longo do ano.
Quanto será The Graph em 2028?
Nosso novo modelo experimental de previsão de preços de The Graph sugere que o valor de GRT em 2028 pode aumentar 47.02%, alcançando $0.060873 no melhor cenário. O preço é esperado para variar entre $0.060873 e $0.024853 durante o ano.
Quanto será The Graph em 2029?
Com base no nosso modelo de previsão experimental, o valor de The Graph pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.179595 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.179595 e $0.054595.
Quanto será The Graph em 2030?
Usando nossa nova simulação experimental para previsões de preços de The Graph, espera-se que o valor de GRT em 2030 aumente 224.23%, alcançando $0.134247 no melhor cenário. O preço está previsto para variar entre $0.134247 e $0.046431 ao longo de 2030.
Quanto será The Graph em 2031?
Nossa simulação experimental indica que o preço de The Graph poderia aumentar 195.98% em 2031, potencialmente atingindo $0.122552 sob condições ideais. O preço provavelmente oscilará entre $0.122552 e $0.054896 durante o ano.
Quanto será The Graph em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de The Graph, GRT poderia ver um 449.04% aumento em valor, atingindo $0.227328 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.227328 e $0.083795 ao longo do ano.
Quanto será The Graph em 2033?
De acordo com nossa previsão experimental de preços de The Graph, espera-se que o valor de GRT seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.60552. Ao longo do ano, o preço de GRT poderia variar entre $0.60552 e $0.194721.
Quanto será The Graph em 2034?
Os resultados da nossa nova simulação de previsão de preços de The Graph sugerem que GRT pode aumentar 746.96% em 2034, atingindo potencialmente $0.350684 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.350684 e $0.156547.
Quanto será The Graph em 2035?
Com base em nossa previsão experimental para o preço de The Graph, GRT poderia aumentar 897.93%, com o valor potencialmente atingindo $0.413194 em 2035. A faixa de preço esperada para o ano está entre $0.413194 e $0.185087.
Quanto será The Graph em 2036?
Nossa recente simulação de previsão de preços de The Graph sugere que o valor de GRT pode aumentar 1964.7% em 2036, possivelmente atingindo $0.854888 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.854888 e $0.306377.
Quanto será The Graph em 2037?
De acordo com a simulação experimental, o valor de The Graph poderia aumentar 4830.69% em 2037, com um pico de $2.04 sob condições favoráveis. O preço é esperado para cair entre $2.04 e $0.795652 ao longo do ano.
Previsões relacionadas
Previsão de Preço do Optimism
Previsão de Preço do Injective Protocol
Previsão de Preço do Pepe
Previsão de Preço do Fantom
Previsão de Preço do Theta Network
Previsão de Preço do Fetch.ai
Previsão de Preço do Monero
Previsão de Preço do Lido DAO
Previsão de Preço do Thorchain
Previsão de Preço do Wrapped eETH
Previsão de Preço do Gala
Previsão de Preço do Rocket Pool ETH
Previsão de Preço do Celestia
Previsão de Preço do Arweave
Previsão de Preço do Sui
Previsão de Preço do Core
Previsão de Preço do Ethena
Previsão de Preço do Aave [New]
Previsão de Preço do FLOKI
Previsão de Preço do Algorand
Previsão de Preço do Bitcoin SV
Previsão de Preço do Flow
Previsão de Preço do Sei
Previsão de Preço do Mantle Staked Ether
Previsão de Preço do Jupiter
Como ler e prever os movimentos de preço de The Graph?
Traders de The Graph 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 The Graph
Médias móveis são ferramentas populares para a previsão de preço de The Graph. Uma média móvel simples (SMA) calcula o preço médio de fechamento de GRT 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 GRT 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 GRT.
Como ler gráficos de The Graph 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 The Graph 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 GRT 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 The Graph?
A ação de preço de The Graph 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 GRT. A capitalização de mercado de The Graph pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de GRT, grandes detentores de The Graph, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de The Graph.
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


