Previsão de Preço Blue Protocol - Projeção BLUE
Previsão de Preço Blue Protocol até $0.005665 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.001897 | $0.005665 |
| 2027 | $0.001827 | $0.004799 |
| 2028 | $0.003297 | $0.008075 |
| 2029 | $0.007243 | $0.023826 |
| 2030 | $0.006159 | $0.01781 |
| 2031 | $0.007282 | $0.016258 |
| 2032 | $0.011116 | $0.030158 |
| 2033 | $0.025833 | $0.080332 |
| 2034 | $0.020768 | $0.046524 |
| 2035 | $0.024554 | $0.054816 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Blue Protocol hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,956.00, com um retorno de 39.56% nos próximos 90 dias.
Previsão de preço de longo prazo de Blue Protocol para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Blue Protocol'
'name_with_ticker' => 'Blue Protocol <small>BLUE</small>'
'name_lang' => 'Blue Protocol'
'name_lang_with_ticker' => 'Blue Protocol <small>BLUE</small>'
'name_with_lang' => 'Blue Protocol'
'name_with_lang_with_ticker' => 'Blue Protocol <small>BLUE</small>'
'image' => '/uploads/coins/blue.jpg?ts=1630513580'
'price_for_sd' => 0.005493
'ticker' => 'BLUE'
'marketcap' => '$203.24K'
'low24h' => '$0'
'high24h' => '$0'
'volume24h' => '$46.44'
'current_supply' => '37M'
'max_supply' => '42M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.005493'
'change_24h_pct' => '0%'
'ath_price' => '$2.2'
'ath_days' => 2919
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '9 de jan. de 2018'
'ath_pct' => '1.14%'
'fdv' => '$0'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.270845'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.00554'
'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' => '$0.004854'
'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' => '$0.001897'
'current_year_max_price_prediction' => '$0.005665'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.006159'
'grand_prediction_max_price' => '$0.01781'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0055971404081557
107 => 0.0056180380986778
108 => 0.0056651216624866
109 => 0.0052627977648264
110 => 0.0054434293832668
111 => 0.0055495335362067
112 => 0.005070151113122
113 => 0.0055400576870343
114 => 0.005255794200858
115 => 0.0051593109041555
116 => 0.0052892129524577
117 => 0.0052385899979004
118 => 0.0051950673542517
119 => 0.0051707809712818
120 => 0.005266166698789
121 => 0.0052617168405902
122 => 0.0051056472768165
123 => 0.0049020608930829
124 => 0.0049703911659592
125 => 0.0049455661372235
126 => 0.0048555970305931
127 => 0.0049162253455506
128 => 0.0046492489297655
129 => 0.0041899298826338
130 => 0.0044933701144919
131 => 0.0044816879956448
201 => 0.0044757973415802
202 => 0.0047038242893496
203 => 0.0046819047597983
204 => 0.0046421205990261
205 => 0.0048548663632814
206 => 0.0047772112974939
207 => 0.0050165259124163
208 => 0.0051741539957031
209 => 0.0051341744150473
210 => 0.0052824243892611
211 => 0.0049719653574385
212 => 0.0050750873943555
213 => 0.0050963407032432
214 => 0.0048522411135741
215 => 0.0046854910659163
216 => 0.0046743707388272
217 => 0.0043852491357606
218 => 0.0045396955624108
219 => 0.0046756020264355
220 => 0.0046105133769353
221 => 0.0045899082549717
222 => 0.0046951753543783
223 => 0.004703355509554
224 => 0.0045168471046555
225 => 0.0045556281079869
226 => 0.0047173513386844
227 => 0.0045515530975124
228 => 0.0042294341979042
301 => 0.0041495442571592
302 => 0.0041388854664
303 => 0.0039222176109483
304 => 0.0041548828850084
305 => 0.0040533182578395
306 => 0.0043741596981349
307 => 0.0041908967881453
308 => 0.0041829966903786
309 => 0.0041710545339118
310 => 0.0039845595602882
311 => 0.0040253901071379
312 => 0.0041611170635342
313 => 0.00420954597065
314 => 0.0042044944388715
315 => 0.0041604519274023
316 => 0.0041806143636187
317 => 0.0041156641315071
318 => 0.0040927288527263
319 => 0.0040203388040486
320 => 0.0039139454307538
321 => 0.0039287400818589
322 => 0.0037179469700215
323 => 0.0036030956950553
324 => 0.0035713063758601
325 => 0.0035287963696652
326 => 0.0035761079941746
327 => 0.0037173498196204
328 => 0.0035469822120079
329 => 0.0032548988986544
330 => 0.0032724536034727
331 => 0.0033118938131608
401 => 0.0032383972433302
402 => 0.0031688389080851
403 => 0.0032293142371346
404 => 0.0031055546868004
405 => 0.0033268495635504
406 => 0.0033208641573061
407 => 0.0034033492025751
408 => 0.0034549287941453
409 => 0.003336054534667
410 => 0.0033061579798784
411 => 0.0033231884162086
412 => 0.0030417132394352
413 => 0.0033803466755405
414 => 0.003383275191558
415 => 0.0033581994594626
416 => 0.0035385113100543
417 => 0.0039190255554793
418 => 0.0037758607902004
419 => 0.0037204230659064
420 => 0.0036150359114989
421 => 0.0037554580374769
422 => 0.0037446758091282
423 => 0.0036959144834967
424 => 0.0036664234816101
425 => 0.0037207615568296
426 => 0.0036596903927576
427 => 0.0036487203335669
428 => 0.0035822537104135
429 => 0.0035585281499864
430 => 0.003540962689588
501 => 0.0035216248436358
502 => 0.0035642793131154
503 => 0.0034676186736118
504 => 0.0033510554181299
505 => 0.0033413644446685
506 => 0.0033681220744346
507 => 0.0033562838151343
508 => 0.0033413077676375
509 => 0.0033127144144821
510 => 0.0033042313774012
511 => 0.0033317971325295
512 => 0.003300677002173
513 => 0.0033465964497153
514 => 0.0033341089008227
515 => 0.0032643544678169
516 => 0.0031774146178928
517 => 0.003176640670866
518 => 0.0031579096228098
519 => 0.0031340528168783
520 => 0.0031274163992379
521 => 0.0032242211736014
522 => 0.0034246041594109
523 => 0.003385264184538
524 => 0.0034136913481064
525 => 0.0035535248574652
526 => 0.00359797372515
527 => 0.0035664249716965
528 => 0.0035232390921269
529 => 0.0035251390516559
530 => 0.0036727182754
531 => 0.0036819226105605
601 => 0.0037051789960802
602 => 0.0037350700237267
603 => 0.0035715155429571
604 => 0.0035174356503199
605 => 0.0034918095969501
606 => 0.003412891271102
607 => 0.0034979979195833
608 => 0.0034484099201433
609 => 0.003455101035435
610 => 0.0034507434378234
611 => 0.0034531229807788
612 => 0.0033267877071224
613 => 0.0033728176408563
614 => 0.0032962839483712
615 => 0.0031938139254438
616 => 0.0031934704099964
617 => 0.0032185498029387
618 => 0.0032036315986598
619 => 0.0031634870945276
620 => 0.0031691894318629
621 => 0.0031192309565247
622 => 0.0031752552952964
623 => 0.0031768618728676
624 => 0.0031552894507742
625 => 0.0032416026745209
626 => 0.0032769652727148
627 => 0.0032627658423668
628 => 0.0032759690028288
629 => 0.0033868989381033
630 => 0.0034049853577655
701 => 0.0034130181506576
702 => 0.0034022552723233
703 => 0.0032779965984086
704 => 0.0032835079989854
705 => 0.0032430689984246
706 => 0.0032089023043077
707 => 0.0032102687928916
708 => 0.0032278349150271
709 => 0.0033045472006321
710 => 0.0034659836832515
711 => 0.0034721100797584
712 => 0.0034795354510443
713 => 0.0034493327343319
714 => 0.0034402233059703
715 => 0.0034522409933222
716 => 0.003512868048267
717 => 0.0036688172936701
718 => 0.0036136944148447
719 => 0.003568878656321
720 => 0.0036081941587881
721 => 0.0036021418453483
722 => 0.0035510542290843
723 => 0.0035496203698483
724 => 0.0034515669005386
725 => 0.0034153187655043
726 => 0.0033850271107437
727 => 0.0033519494145288
728 => 0.0033323398474382
729 => 0.0033624690548782
730 => 0.0033693599610981
731 => 0.0033034819224621
801 => 0.0032945029892237
802 => 0.0033483004176501
803 => 0.0033246261751699
804 => 0.0033489757206537
805 => 0.0033546250240725
806 => 0.0033537153561076
807 => 0.0033289967279889
808 => 0.0033447516444317
809 => 0.0033074865702779
810 => 0.0032669663991688
811 => 0.003241117054497
812 => 0.0032185600728529
813 => 0.0032310759972885
814 => 0.003186459011993
815 => 0.0031721851404345
816 => 0.0033394142332377
817 => 0.0034629481621071
818 => 0.0034611519298565
819 => 0.0034502178279846
820 => 0.0034339719705046
821 => 0.0035116795626032
822 => 0.0034846077913284
823 => 0.003504304766853
824 => 0.0035093184738034
825 => 0.0035244934547106
826 => 0.0035299172060512
827 => 0.0035135228624623
828 => 0.0034585014429776
829 => 0.0033213932969014
830 => 0.0032575690847865
831 => 0.0032365060317123
901 => 0.0032372716336871
902 => 0.0032161529134239
903 => 0.0032223733230161
904 => 0.003213989708821
905 => 0.0031981131717496
906 => 0.0032300956658633
907 => 0.0032337813503723
908 => 0.0032263162540838
909 => 0.0032280745545002
910 => 0.0031662667456159
911 => 0.0031709658590859
912 => 0.0031448005981506
913 => 0.0031398949271522
914 => 0.0030737514259778
915 => 0.0029565686259934
916 => 0.0030214992723944
917 => 0.0029430721821726
918 => 0.0029133706547412
919 => 0.003053973066066
920 => 0.0030398604836728
921 => 0.0030157058772078
922 => 0.002979976179985
923 => 0.0029667236877289
924 => 0.0028862057400101
925 => 0.0028814483101123
926 => 0.0029213551791692
927 => 0.002902939532211
928 => 0.0028770769893307
929 => 0.0027834054806623
930 => 0.0026780876913484
1001 => 0.0026812665734037
1002 => 0.0027147662026774
1003 => 0.002812170892831
1004 => 0.0027741131952697
1005 => 0.0027465018990273
1006 => 0.0027413311332336
1007 => 0.0028060540928731
1008 => 0.0028976506406423
1009 => 0.0029406256914984
1010 => 0.0028980387212717
1011 => 0.0028491171029207
1012 => 0.0028520947351487
1013 => 0.0028719035883594
1014 => 0.0028739852187497
1015 => 0.0028421422744268
1016 => 0.0028511058767326
1017 => 0.0028374893451811
1018 => 0.0027539247161839
1019 => 0.0027524132970317
1020 => 0.0027319051894141
1021 => 0.0027312842120659
1022 => 0.0026963948050211
1023 => 0.0026915135357965
1024 => 0.0026222385004736
1025 => 0.0026678355385073
1026 => 0.0026372514393462
1027 => 0.0025911539878509
1028 => 0.0025832067698379
1029 => 0.0025829678668679
1030 => 0.0026302996423521
1031 => 0.0026672824391528
1101 => 0.0026377834628453
1102 => 0.0026310671177537
1103 => 0.0027027801119403
1104 => 0.0026936539797516
1105 => 0.0026857508081334
1106 => 0.0028894491744293
1107 => 0.0027282060227244
1108 => 0.0026578948051437
1109 => 0.0025708713216495
1110 => 0.0025992066066857
1111 => 0.0026051772675748
1112 => 0.0023959014769331
1113 => 0.0023109983147335
1114 => 0.0022818627489747
1115 => 0.0022650948189641
1116 => 0.0022727361752284
1117 => 0.002196313371101
1118 => 0.0022476707593911
1119 => 0.0021814950708756
1120 => 0.0021704005013417
1121 => 0.0022887308300021
1122 => 0.0023051958039594
1123 => 0.002234951109791
1124 => 0.0022800595750301
1125 => 0.0022637026184798
1126 => 0.0021826294631195
1127 => 0.0021795330649185
1128 => 0.0021388534054179
1129 => 0.0020751976154337
1130 => 0.0020461052112981
1201 => 0.0020309536346324
1202 => 0.002037205470463
1203 => 0.0020340443509577
1204 => 0.0020134159079221
1205 => 0.0020352267491657
1206 => 0.0019795090626501
1207 => 0.0019573218309317
1208 => 0.0019473003731043
1209 => 0.0018978477193313
1210 => 0.0019765488831791
1211 => 0.0019920540039083
1212 => 0.002007589674515
1213 => 0.0021428170804941
1214 => 0.00213606150144
1215 => 0.0021971286459881
1216 => 0.0021947556890462
1217 => 0.0021773383501989
1218 => 0.0021038574626156
1219 => 0.0021331456347354
1220 => 0.0020430011933431
1221 => 0.0021105435380604
1222 => 0.0020797200325672
1223 => 0.0021001220798475
1224 => 0.002063437359259
1225 => 0.0020837401983077
1226 => 0.0019957308432352
1227 => 0.0019135489457936
1228 => 0.0019466213403632
1229 => 0.0019825748155475
1230 => 0.0020605311105222
1231 => 0.0020141009843607
]
'min_raw' => 0.0018978477193313
'max_raw' => 0.0056651216624866
'avg_raw' => 0.003781484690909
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.001897'
'max' => '$0.005665'
'avg' => '$0.003781'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0035952022806687
'max_diff' => 0.00017207166248658
'year' => 2026
]
1 => [
'items' => [
101 => 0.0020307990134459
102 => 0.0019748634112271
103 => 0.0018594522866348
104 => 0.0018601055010664
105 => 0.0018423520139159
106 => 0.0018270104089663
107 => 0.0020194340428772
108 => 0.0019955031222329
109 => 0.0019573723321876
110 => 0.0020084119099206
111 => 0.0020219075843802
112 => 0.0020222917872594
113 => 0.0020595289456511
114 => 0.0020794024237599
115 => 0.0020829052104132
116 => 0.0021414986837047
117 => 0.0021611384430854
118 => 0.0022420318324518
119 => 0.0020777162979907
120 => 0.0020743323276893
121 => 0.0020091301414484
122 => 0.0019677778841286
123 => 0.0020119615658855
124 => 0.002051102276248
125 => 0.0020103463524236
126 => 0.0020156682156706
127 => 0.0019609567178177
128 => 0.0019805135038849
129 => 0.0019973584426295
130 => 0.0019880576575544
131 => 0.001974133932134
201 => 0.002047893184353
202 => 0.002043731398278
203 => 0.0021124177096622
204 => 0.0021659636011915
205 => 0.002261927411285
206 => 0.0021617841727459
207 => 0.0021581345551002
208 => 0.0021938101530039
209 => 0.0021611329813372
210 => 0.0021817838258529
211 => 0.0022586002409727
212 => 0.0022602232507784
213 => 0.002233035745402
214 => 0.002231381383229
215 => 0.0022366030410353
216 => 0.0022671864539021
217 => 0.0022564996697131
218 => 0.0022688666869329
219 => 0.0022843318313368
220 => 0.0023483022256766
221 => 0.0023637252711811
222 => 0.0023262552665373
223 => 0.0023296383884228
224 => 0.0023156235781114
225 => 0.0023020854469556
226 => 0.0023325171887085
227 => 0.0023881317948993
228 => 0.0023877858193206
301 => 0.0024006873269634
302 => 0.002408724859343
303 => 0.0023742218865364
304 => 0.0023517617199488
305 => 0.0023603743769961
306 => 0.0023741462031738
307 => 0.0023559083593786
308 => 0.0022433359388836
309 => 0.0022774832201078
310 => 0.0022717994427953
311 => 0.0022637050527315
312 => 0.0022980404080554
313 => 0.0022947286792728
314 => 0.002195529544785
315 => 0.0022018799515241
316 => 0.002195915734052
317 => 0.0022151873408684
318 => 0.0021600922513251
319 => 0.0021770391297976
320 => 0.0021876680531083
321 => 0.0021939285705936
322 => 0.0022165458526275
323 => 0.0022138919756285
324 => 0.0022163808839071
325 => 0.0022499163424222
326 => 0.0024195271836124
327 => 0.0024287587274731
328 => 0.0023832992292242
329 => 0.0024014594021257
330 => 0.0023665958413481
331 => 0.0023899999832637
401 => 0.0024060125027615
402 => 0.0023336550061811
403 => 0.0023293704648299
404 => 0.0022943630097353
405 => 0.0023131740331795
406 => 0.0022832443423193
407 => 0.0022905880415602
408 => 0.0022700544182704
409 => 0.0023070108519885
410 => 0.0023483338873347
411 => 0.0023587737179592
412 => 0.0023313110182157
413 => 0.0023114262137213
414 => 0.0022765150474909
415 => 0.0023345730949781
416 => 0.0023515510373503
417 => 0.0023344839170746
418 => 0.0023305290923827
419 => 0.0023230347067379
420 => 0.0023321190617255
421 => 0.00235145857183
422 => 0.0023423384160094
423 => 0.0023483624396054
424 => 0.0023254050736037
425 => 0.0023742333084561
426 => 0.0024517842965563
427 => 0.0024520336356639
428 => 0.0024429134306823
429 => 0.0024391816393014
430 => 0.0024485395230729
501 => 0.0024536157911384
502 => 0.0024838774713128
503 => 0.0025163494598186
504 => 0.0026678820615363
505 => 0.0026253323133414
506 => 0.0027597810523002
507 => 0.0028661125488328
508 => 0.0028979967153301
509 => 0.0028686647824186
510 => 0.002768321824408
511 => 0.0027633985201766
512 => 0.0029133532631486
513 => 0.0028709841798966
514 => 0.0028659445122611
515 => 0.0028123309632722
516 => 0.0028440232108919
517 => 0.0028370916514402
518 => 0.0028261498457423
519 => 0.0028866164464996
520 => 0.0029998045252266
521 => 0.0029821631016859
522 => 0.0029689945973748
523 => 0.0029112940447779
524 => 0.0029460426653263
525 => 0.002933669347115
526 => 0.0029868329744524
527 => 0.0029553400193362
528 => 0.0028706631924199
529 => 0.0028841482562048
530 => 0.0028821100159419
531 => 0.0029240568561212
601 => 0.0029114654558839
602 => 0.0028796513429608
603 => 0.0029994176606786
604 => 0.0029916407021813
605 => 0.0030026666512702
606 => 0.003007520615048
607 => 0.0030804202621236
608 => 0.0031102849150019
609 => 0.0031170647140597
610 => 0.003145433824479
611 => 0.0031163588647488
612 => 0.0032326794337645
613 => 0.0033100258246665
614 => 0.0033998676379081
615 => 0.003531150674257
616 => 0.0035805143103602
617 => 0.0035715972113349
618 => 0.003671134511182
619 => 0.0038500008264175
620 => 0.0036077512076277
621 => 0.0038628406444414
622 => 0.0037820822738953
623 => 0.0035906056301117
624 => 0.0035782767916134
625 => 0.0037079469978732
626 => 0.0039955430350626
627 => 0.0039235034896339
628 => 0.0039956608659515
629 => 0.0039114854536123
630 => 0.0039073054349036
701 => 0.0039915726540572
702 => 0.0041884676047766
703 => 0.0040949301941867
704 => 0.003960821379792
705 => 0.0040598452413767
706 => 0.0039740616082463
707 => 0.0037807670734762
708 => 0.0039234484023512
709 => 0.0038280414610628
710 => 0.0038558862786427
711 => 0.0040564174785195
712 => 0.0040322890340105
713 => 0.0040635134754389
714 => 0.0040084031536038
715 => 0.0039569214229097
716 => 0.0038608269494857
717 => 0.0038323781133051
718 => 0.0038402403481435
719 => 0.003832374217172
720 => 0.0037786102424451
721 => 0.0037669999172217
722 => 0.0037476488665227
723 => 0.0037536465662922
724 => 0.0037172609296286
725 => 0.003785928143669
726 => 0.0037986733836883
727 => 0.0038486436556965
728 => 0.0038538317351064
729 => 0.0039929982313668
730 => 0.0039163476638245
731 => 0.0039677714822235
801 => 0.0039631716518861
802 => 0.0035947555095904
803 => 0.0036455200034356
804 => 0.003724493625083
805 => 0.0036889161155771
806 => 0.0036386178409908
807 => 0.0035979992874395
808 => 0.003536458025349
809 => 0.0036230761699462
810 => 0.0037369698192787
811 => 0.0038567202660066
812 => 0.00400059258139
813 => 0.0039684819554548
814 => 0.003854030673146
815 => 0.0038591648740636
816 => 0.003890902483903
817 => 0.0038497993954951
818 => 0.003837677292296
819 => 0.003889237093071
820 => 0.0038895921570822
821 => 0.0038422980863947
822 => 0.0037897393815491
823 => 0.0037895191586568
824 => 0.0037801668447864
825 => 0.0039131492094736
826 => 0.003986276064018
827 => 0.0039946599400417
828 => 0.0039857117623624
829 => 0.0039891555608107
830 => 0.0039466046553916
831 => 0.0040438634071006
901 => 0.0041331176555625
902 => 0.0041091956103358
903 => 0.0040733330638219
904 => 0.0040447668181493
905 => 0.0041024663107037
906 => 0.0040998970431277
907 => 0.0041323380975659
908 => 0.0041308663839479
909 => 0.0041199576775101
910 => 0.0041091959999201
911 => 0.0041518648351199
912 => 0.0041395768958229
913 => 0.0041272698699621
914 => 0.0041025862454869
915 => 0.0041059411600047
916 => 0.0040700848056651
917 => 0.0040534960154724
918 => 0.0038040404130482
919 => 0.0037373777248834
920 => 0.0037583511636242
921 => 0.0037652561642328
922 => 0.0037362444769129
923 => 0.0037778397840386
924 => 0.0037713571994834
925 => 0.0037965771438026
926 => 0.0037808208175146
927 => 0.0037814674626415
928 => 0.0038278034586513
929 => 0.0038412549954204
930 => 0.0038344134352525
1001 => 0.0038392050294791
1002 => 0.0039496252960276
1003 => 0.0039339270651657
1004 => 0.0039255876928977
1005 => 0.0039278977560082
1006 => 0.0039561125015486
1007 => 0.0039640110898319
1008 => 0.0039305442162516
1009 => 0.0039463273873017
1010 => 0.0040135301264507
1011 => 0.0040370472818072
1012 => 0.0041121027528302
1013 => 0.004080217854735
1014 => 0.0041387439651348
1015 => 0.0043186332754823
1016 => 0.0044623413039814
1017 => 0.0043301814619882
1018 => 0.0045940829552197
1019 => 0.0047995681221213
1020 => 0.0047916812591622
1021 => 0.0047558501673553
1022 => 0.0045219107679437
1023 => 0.0043066362447652
1024 => 0.0044867225244431
1025 => 0.0044871816014051
1026 => 0.0044717120302701
1027 => 0.0043756318525432
1028 => 0.0044683686483511
1029 => 0.0044757297584318
1030 => 0.0044716094942637
1031 => 0.0043979450472724
1101 => 0.0042854730521821
1102 => 0.0043074498108029
1103 => 0.0043434481897373
1104 => 0.0042752957483658
1105 => 0.0042535169138456
1106 => 0.0042940079108115
1107 => 0.00442447833967
1108 => 0.004399813660858
1109 => 0.0043991695664164
1110 => 0.0045046955218256
1111 => 0.0044291617116792
1112 => 0.0043077270081084
1113 => 0.0042770631439298
1114 => 0.0041682270837498
1115 => 0.0042434005381769
1116 => 0.004246105896973
1117 => 0.0042049341642374
1118 => 0.0043110678673095
1119 => 0.0043100898265512
1120 => 0.0044108479817012
1121 => 0.0046034597313131
1122 => 0.0045464949591043
1123 => 0.0044802511267751
1124 => 0.0044874536680915
1125 => 0.0045664477689459
1126 => 0.0045186861323094
1127 => 0.0045358615498498
1128 => 0.0045664217718944
1129 => 0.0045848595126215
1130 => 0.0044848007609416
1201 => 0.0044614722795617
1202 => 0.0044137503938427
1203 => 0.0044013006446298
1204 => 0.0044401691247981
1205 => 0.0044299286535174
1206 => 0.0042458785220419
1207 => 0.0042266442592574
1208 => 0.0042272341466368
1209 => 0.0041788686783259
1210 => 0.0041050997301094
1211 => 0.0042989601215074
1212 => 0.0042833904190037
1213 => 0.0042662026724389
1214 => 0.0042683080733211
1215 => 0.0043524562986887
1216 => 0.0043036460783882
1217 => 0.0044334160488947
1218 => 0.004406739244201
1219 => 0.0043793782801276
1220 => 0.0043755961614573
1221 => 0.0043650645246169
1222 => 0.0043289476232414
1223 => 0.0042853342945412
1224 => 0.0042565369972115
1225 => 0.0039264303802333
1226 => 0.0039876962482026
1227 => 0.0040581770447417
1228 => 0.0040825067332729
1229 => 0.0040408891174771
1230 => 0.0043305909403754
1231 => 0.0043835222550551
]
'min_raw' => 0.0018270104089663
'max_raw' => 0.0047995681221213
'avg_raw' => 0.0033132892655438
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.001827'
'max' => '$0.004799'
'avg' => '$0.003313'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -7.0837310364994E-5
'max_diff' => -0.00086555354036526
'year' => 2027
]
2 => [
'items' => [
101 => 0.0042231898502659
102 => 0.0041931982036588
103 => 0.0043325571877339
104 => 0.0042485066843937
105 => 0.0042863546209013
106 => 0.0042045480838863
107 => 0.0043707726513586
108 => 0.0043695062986568
109 => 0.0043048411875579
110 => 0.0043594956966511
111 => 0.0043499981307147
112 => 0.0042769913795473
113 => 0.0043730870955904
114 => 0.0043731347578666
115 => 0.0043108959943747
116 => 0.0042382147444335
117 => 0.0042252210535985
118 => 0.004215432053011
119 => 0.0042839471268334
120 => 0.0043453775277815
121 => 0.004459684274058
122 => 0.0044884237059332
123 => 0.0046005956218344
124 => 0.0045338027074667
125 => 0.0045634111412929
126 => 0.0045955552845799
127 => 0.0046109663689334
128 => 0.0045858548339837
129 => 0.0047601039911809
130 => 0.0047748159589046
131 => 0.0047797487544243
201 => 0.0047209929190192
202 => 0.0047731818528335
203 => 0.0047487643790176
204 => 0.0048122918625169
205 => 0.0048222537830892
206 => 0.00481381639077
207 => 0.0048169784615979
208 => 0.0046682875455878
209 => 0.0046605771371856
210 => 0.0045554451715161
211 => 0.0045982872246227
212 => 0.0045181960598129
213 => 0.0045435937932045
214 => 0.004554788872085
215 => 0.004548941198193
216 => 0.0046007094500256
217 => 0.0045566958604128
218 => 0.0044405367609203
219 => 0.0043243460139589
220 => 0.0043228873337778
221 => 0.0042922963610399
222 => 0.0042701846907665
223 => 0.0042744441829148
224 => 0.0042894551888197
225 => 0.0042693122238148
226 => 0.0042736107466728
227 => 0.0043449948670243
228 => 0.0043593104432726
229 => 0.0043106605217243
301 => 0.004115324066558
302 => 0.0040673880104958
303 => 0.00410184349698
304 => 0.0040853759936581
305 => 0.0032972172774052
306 => 0.0034823834768653
307 => 0.0033723640087961
308 => 0.0034230660414347
309 => 0.0033107646539392
310 => 0.0033643607622721
311 => 0.0033544635180795
312 => 0.0036522052873452
313 => 0.0036475564591485
314 => 0.0036497816071957
315 => 0.0035435694933089
316 => 0.0037127682747038
317 => 0.0037961216786103
318 => 0.0037806951819262
319 => 0.0037845776987908
320 => 0.0037178631956638
321 => 0.0036504275494167
322 => 0.003575631039457
323 => 0.003714593709834
324 => 0.00369914343306
325 => 0.0037345808091455
326 => 0.0038247080341418
327 => 0.0038379796103825
328 => 0.0038558167434371
329 => 0.0038494234009706
330 => 0.004001738756495
331 => 0.0039832923619319
401 => 0.004027742865439
402 => 0.0039363048072571
403 => 0.0038328339650441
404 => 0.0038525003894321
405 => 0.0038506063546162
406 => 0.003826493117537
407 => 0.0038047247652776
408 => 0.003768486591961
409 => 0.0038831495345754
410 => 0.0038784944285044
411 => 0.0039538551848254
412 => 0.0039405344391303
413 => 0.0038515752392392
414 => 0.0038547524344667
415 => 0.0038761205992792
416 => 0.0039500760616729
417 => 0.0039720310781832
418 => 0.0039618606397795
419 => 0.0039859333130984
420 => 0.0040049593725678
421 => 0.0039883226932374
422 => 0.0042238629889035
423 => 0.0041260502363308
424 => 0.004173723491358
425 => 0.0041850932817748
426 => 0.004155969802703
427 => 0.0041622856424801
428 => 0.004171852418779
429 => 0.0042299400110994
430 => 0.0043823786611284
501 => 0.0044498927015413
502 => 0.0046530120232074
503 => 0.0044442866003258
504 => 0.0044319016975237
505 => 0.0044684896209716
506 => 0.0045877421651534
507 => 0.0046843851513909
508 => 0.0047164472053935
509 => 0.0047206847351167
510 => 0.0047808352798706
511 => 0.0048153124503823
512 => 0.0047735314216211
513 => 0.0047381263744021
514 => 0.0046113098898996
515 => 0.0046259892432906
516 => 0.0047271154313401
517 => 0.0048699621282629
518 => 0.0049925394548883
519 => 0.0049496171473552
520 => 0.0052770840554058
521 => 0.0053095510617567
522 => 0.005305065171263
523 => 0.0053790298434686
524 => 0.005232225031784
525 => 0.0051694631305796
526 => 0.0047457813474752
527 => 0.0048648186467722
528 => 0.0050378463521158
529 => 0.005014945486493
530 => 0.0048892881418286
531 => 0.0049924441325244
601 => 0.0049583375360143
602 => 0.0049314362482628
603 => 0.0050546762625236
604 => 0.0049191688044231
605 => 0.0050364945615634
606 => 0.0048860230644514
607 => 0.0049498132128405
608 => 0.0049136028394325
609 => 0.0049370353888039
610 => 0.0048000491839843
611 => 0.0048739636149528
612 => 0.0047969741006479
613 => 0.0047969375975938
614 => 0.0047952380497984
615 => 0.0048858158719543
616 => 0.004888769611483
617 => 0.0048218324640542
618 => 0.004812185775355
619 => 0.0048478546395103
620 => 0.0048060957412747
621 => 0.0048256344669318
622 => 0.0048066875493705
623 => 0.0048024221991443
624 => 0.0047684351628524
625 => 0.0047537926131249
626 => 0.0047595343341651
627 => 0.0047399348801948
628 => 0.0047281255002345
629 => 0.0047928888668865
630 => 0.0047582884126311
701 => 0.0047875858510315
702 => 0.0047541977223427
703 => 0.0046384599217924
704 => 0.0045718978887909
705 => 0.0043532799124511
706 => 0.0044152796993463
707 => 0.0044563856222013
708 => 0.0044428001149429
709 => 0.0044719870414272
710 => 0.004473778881667
711 => 0.0044642899143414
712 => 0.0044533029057905
713 => 0.0044479550376475
714 => 0.0044878136653588
715 => 0.0045109529403249
716 => 0.0044605111514861
717 => 0.0044486933461168
718 => 0.0044996927796003
719 => 0.0045308024045639
720 => 0.0047604983963065
721 => 0.00474348177533
722 => 0.004786190154638
723 => 0.0047813818465414
724 => 0.0048261470320345
725 => 0.0048993191911369
726 => 0.0047505397324243
727 => 0.0047763627020502
728 => 0.0047700315062374
729 => 0.004839153841993
730 => 0.0048393696343803
731 => 0.0047979273411781
801 => 0.0048203938806474
802 => 0.0048078536746529
803 => 0.0048305155217955
804 => 0.0047432545079823
805 => 0.0048495290035624
806 => 0.0049097797943791
807 => 0.0049106163766681
808 => 0.0049391747733353
809 => 0.0049681917583401
810 => 0.0050238873342099
811 => 0.0049666384389579
812 => 0.0048636532494671
813 => 0.0048710884475082
814 => 0.0048107082685906
815 => 0.0048117232703068
816 => 0.0048063051115987
817 => 0.0048225654137416
818 => 0.0047468227299065
819 => 0.0047645993864103
820 => 0.004739711963205
821 => 0.0047763086016526
822 => 0.0047369366683241
823 => 0.0047700284531431
824 => 0.0047843097704609
825 => 0.0048370081388185
826 => 0.0047291530764699
827 => 0.0045092293031954
828 => 0.0045554599466557
829 => 0.0044870811936393
830 => 0.0044934099075672
831 => 0.004506194916909
901 => 0.0044647545186375
902 => 0.0044726600406906
903 => 0.0044723775998126
904 => 0.0044699436769125
905 => 0.004459163428818
906 => 0.0044435299362738
907 => 0.0045058089588346
908 => 0.004516391378354
909 => 0.0045399147860614
910 => 0.0046099044913187
911 => 0.0046029108692926
912 => 0.0046143177569798
913 => 0.0045894165852056
914 => 0.0044945650015075
915 => 0.0044997158988471
916 => 0.0044354841264855
917 => 0.0045382722352294
918 => 0.0045139306543421
919 => 0.0044982374787927
920 => 0.0044939554504478
921 => 0.0045641186466469
922 => 0.004585112574623
923 => 0.0045720305675584
924 => 0.0045451989894057
925 => 0.0045967235515028
926 => 0.0046105093506732
927 => 0.0046135954827067
928 => 0.0047048871278879
929 => 0.0046186976715487
930 => 0.0046394443303391
1001 => 0.0048013038398265
1002 => 0.0046545195998069
1003 => 0.0047322744854245
1004 => 0.0047284687883904
1005 => 0.0047682455567905
1006 => 0.0047252059323847
1007 => 0.0047257394601117
1008 => 0.0047610585357393
1009 => 0.0047114592638492
1010 => 0.0046991777866131
1011 => 0.004682211013773
1012 => 0.0047192573415524
1013 => 0.0047414649395948
1014 => 0.0049204418701334
1015 => 0.005036069129601
1016 => 0.0050310494453223
1017 => 0.0050769199631743
1018 => 0.0050562548747562
1019 => 0.0049895218530792
1020 => 0.0051034269838567
1021 => 0.0050673826344856
1022 => 0.0050703540868539
1023 => 0.0050702434892483
1024 => 0.0050942098305284
1025 => 0.0050772274812486
1026 => 0.0050437535276156
1027 => 0.0050659751002012
1028 => 0.0051319652264228
1029 => 0.005336800603039
1030 => 0.0054514291935012
1031 => 0.0053298998179612
1101 => 0.0054137291538655
1102 => 0.0053634614237694
1103 => 0.0053543262818756
1104 => 0.0054069772997627
1105 => 0.0054597204762868
1106 => 0.0054563609639572
1107 => 0.0054180721261928
1108 => 0.005396443733283
1109 => 0.0055602211704394
1110 => 0.0056808895962604
1111 => 0.0056726608185908
1112 => 0.0057089799670826
1113 => 0.0058156141103634
1114 => 0.0058253634000424
1115 => 0.0058241352136277
1116 => 0.0057999705819251
1117 => 0.0059049657441783
1118 => 0.0059925545557441
1119 => 0.0057943771678693
1120 => 0.0058698405228395
1121 => 0.0059037184541631
1122 => 0.0059534613084754
1123 => 0.0060373858415706
1124 => 0.0061285501443951
1125 => 0.0061414417763802
1126 => 0.0061322945465654
1127 => 0.0060721692382247
1128 => 0.0061719223061915
1129 => 0.0062303553139092
1130 => 0.0062651508327894
1201 => 0.0063533864792475
1202 => 0.0059039276727335
1203 => 0.0055857783899308
1204 => 0.0055360947852898
1205 => 0.0056371283490385
1206 => 0.0056637700940715
1207 => 0.0056530308400546
1208 => 0.0052949248973928
1209 => 0.0055342094316134
1210 => 0.0057916594708197
1211 => 0.0058015491753239
1212 => 0.0059304340479771
1213 => 0.0059724042456824
1214 => 0.0060761734614946
1215 => 0.0060696826687922
1216 => 0.0060949488215136
1217 => 0.0060891405705517
1218 => 0.0062813511916575
1219 => 0.0064933880502905
1220 => 0.006486045888112
1221 => 0.0064555630809772
1222 => 0.0065008352476633
1223 => 0.0067196800090234
1224 => 0.0066995322903132
1225 => 0.0067191040828615
1226 => 0.0069771343900552
1227 => 0.0073126104937903
1228 => 0.0071567481623553
1229 => 0.0074949245733916
1230 => 0.0077077886981778
1231 => 0.0080759151914341
]
'min_raw' => 0.0032972172774052
'max_raw' => 0.0080759151914341
'avg_raw' => 0.0056865662344196
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.003297'
'max' => '$0.008075'
'avg' => '$0.005686'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0014702068684388
'max_diff' => 0.0032763470693127
'year' => 2028
]
3 => [
'items' => [
101 => 0.0080298239414172
102 => 0.0081731328838049
103 => 0.0079473109843528
104 => 0.0074287782570751
105 => 0.0073467184681198
106 => 0.007511004243693
107 => 0.0079148847921682
108 => 0.0074982846079327
109 => 0.0075825622826223
110 => 0.007558290306642
111 => 0.0075569969561913
112 => 0.0076063588824593
113 => 0.0075347568338626
114 => 0.0072430372069173
115 => 0.0073767305928318
116 => 0.0073251051560465
117 => 0.0073823874270911
118 => 0.0076915162189129
119 => 0.0075548430113385
120 => 0.0074108688895886
121 => 0.0075914443886782
122 => 0.0078213790514929
123 => 0.0078069901535263
124 => 0.0077790696773782
125 => 0.0079364559395561
126 => 0.0081964119348258
127 => 0.0082666769957594
128 => 0.0083185452272347
129 => 0.0083256969800341
130 => 0.0083993644786585
131 => 0.0080032357719555
201 => 0.0086319022027998
202 => 0.0087404555288469
203 => 0.0087200520026245
204 => 0.0088407044559036
205 => 0.0088052054434916
206 => 0.0087537729441309
207 => 0.0089450327460911
208 => 0.0087257688170139
209 => 0.0084145512742499
210 => 0.0082438111751045
211 => 0.00846865551087
212 => 0.0086059601007361
213 => 0.0086967097004255
214 => 0.0087241704744592
215 => 0.008033986115823
216 => 0.0076620150258976
217 => 0.0079004442298826
218 => 0.0081913443142489
219 => 0.0080016198072989
220 => 0.0080090566487754
221 => 0.007738559360588
222 => 0.0082152773221334
223 => 0.0081458235249654
224 => 0.0085061499475346
225 => 0.0084201551549883
226 => 0.0087139873648024
227 => 0.0086366114965686
228 => 0.0089577943995803
301 => 0.0090859229552717
302 => 0.0093010707418948
303 => 0.0094593343295437
304 => 0.0095522697353112
305 => 0.0095466902421409
306 => 0.009914946620027
307 => 0.0096977986998854
308 => 0.0094250097343524
309 => 0.009420075842604
310 => 0.0095613571133031
311 => 0.0098574438980647
312 => 0.0099342148934659
313 => 0.0099771194066033
314 => 0.0099114096512165
315 => 0.0096757111470345
316 => 0.0095739377279472
317 => 0.0096606516296694
318 => 0.0095546079792737
319 => 0.0097376690704498
320 => 0.0099890510483738
321 => 0.0099371416640046
322 => 0.010110666953261
323 => 0.010290247372249
324 => 0.010547055436862
325 => 0.010614194574528
326 => 0.010725173016015
327 => 0.010839406286825
328 => 0.010876094934736
329 => 0.010946144947417
330 => 0.010945775749273
331 => 0.011156876177397
401 => 0.011389726486855
402 => 0.011477622088178
403 => 0.011679733176828
404 => 0.011333625020331
405 => 0.011596152032838
406 => 0.011832957969597
407 => 0.01155062816943
408 => 0.011939754024553
409 => 0.011954862899729
410 => 0.012182988976808
411 => 0.011951739494021
412 => 0.011814424289316
413 => 0.012210848140165
414 => 0.012402665154357
415 => 0.012344888308624
416 => 0.011905203659799
417 => 0.011649288335222
418 => 0.010979508568424
419 => 0.011772891634529
420 => 0.012159325382728
421 => 0.011904202889747
422 => 0.012032871835617
423 => 0.012734847883239
424 => 0.013002114912591
425 => 0.012946525238823
426 => 0.012955918978606
427 => 0.013100131416404
428 => 0.013739648784842
429 => 0.013356435153777
430 => 0.013649387615985
501 => 0.013804768545621
502 => 0.013949095012541
503 => 0.013594674824635
504 => 0.013133579367636
505 => 0.012987531080934
506 => 0.011878835985735
507 => 0.011821123591211
508 => 0.0117887278753
509 => 0.011584477468948
510 => 0.01142399259845
511 => 0.011296369071009
512 => 0.010961446823391
513 => 0.011074473250216
514 => 0.01054067709122
515 => 0.010882180957172
516 => 0.010030229398454
517 => 0.010739759972431
518 => 0.010353594739412
519 => 0.010612894307504
520 => 0.010611989635738
521 => 0.010134536919878
522 => 0.0098591521575545
523 => 0.010034638046243
524 => 0.010222772849003
525 => 0.01025329708779
526 => 0.01049721877039
527 => 0.010565292068925
528 => 0.010359026796326
529 => 0.010012574596043
530 => 0.010093047540435
531 => 0.0098575213759049
601 => 0.009444770831948
602 => 0.0097412154785509
603 => 0.0098424347146522
604 => 0.0098871388956472
605 => 0.0094812461403859
606 => 0.0093537058243224
607 => 0.009285804430217
608 => 0.0099601789383218
609 => 0.0099971226961901
610 => 0.0098081132076147
611 => 0.010662454018591
612 => 0.010469090380844
613 => 0.010685124939449
614 => 0.010085745464209
615 => 0.010108642567335
616 => 0.0098248867182745
617 => 0.0099837710331757
618 => 0.0098714767204841
619 => 0.0099709347506571
620 => 0.010030549483862
621 => 0.01031425877138
622 => 0.010742999476766
623 => 0.010271882064696
624 => 0.010066609461731
625 => 0.010193959430113
626 => 0.010533109177898
627 => 0.011046938406549
628 => 0.010742741161411
629 => 0.010877738733199
630 => 0.01090722969701
701 => 0.01068292591044
702 => 0.011055208807103
703 => 0.011254718235846
704 => 0.011459373627076
705 => 0.011637070168968
706 => 0.01137762976335
707 => 0.011655268186683
708 => 0.011431540627256
709 => 0.01123083387792
710 => 0.011231138267211
711 => 0.011105231991495
712 => 0.010861272717083
713 => 0.010816282883875
714 => 0.011050325677814
715 => 0.011238005834618
716 => 0.01125346407126
717 => 0.011357373449421
718 => 0.011418865949065
719 => 0.012021576040578
720 => 0.012263991025263
721 => 0.012560411479856
722 => 0.012675883952261
723 => 0.013023414695029
724 => 0.012742755395177
725 => 0.012682032990224
726 => 0.01183903708471
727 => 0.011977077617013
728 => 0.012198093828159
729 => 0.011842681560627
730 => 0.012068108839749
731 => 0.01211261295985
801 => 0.011830604787776
802 => 0.011981237537335
803 => 0.011581201614005
804 => 0.010751719166723
805 => 0.011056132258187
806 => 0.011280282757843
807 => 0.010960392357276
808 => 0.011533783518824
809 => 0.011198820239444
810 => 0.011092652960954
811 => 0.010678456556195
812 => 0.010873941315359
813 => 0.011138337251201
814 => 0.010974971302178
815 => 0.011313980175923
816 => 0.01179410715151
817 => 0.012136274226369
818 => 0.012162541565672
819 => 0.011942551059951
820 => 0.012295087249329
821 => 0.012297655090596
822 => 0.011899992828825
823 => 0.011656426907682
824 => 0.011601088217932
825 => 0.011739335114718
826 => 0.011907192369201
827 => 0.012171856475068
828 => 0.01233178745124
829 => 0.01274880261626
830 => 0.012861634963152
831 => 0.012985603503757
901 => 0.013151263704487
902 => 0.013350181249868
903 => 0.012914960984958
904 => 0.012932253097435
905 => 0.012526982012785
906 => 0.012093891737085
907 => 0.012422553270877
908 => 0.012852234506297
909 => 0.012753665156136
910 => 0.012742574090654
911 => 0.01276122618639
912 => 0.012686908115343
913 => 0.012350770234351
914 => 0.012181963894852
915 => 0.012399767139896
916 => 0.01251551987133
917 => 0.012695042263085
918 => 0.012672912339043
919 => 0.013135342740907
920 => 0.013315029211902
921 => 0.013269057723404
922 => 0.013277517583653
923 => 0.013602831356444
924 => 0.013964647177668
925 => 0.014303535440047
926 => 0.014648267136129
927 => 0.014232679621396
928 => 0.014021669911288
929 => 0.01423937807025
930 => 0.014123859056641
1001 => 0.014787665574003
1002 => 0.014833626097025
1003 => 0.01549738461362
1004 => 0.016127370484763
1005 => 0.015731687646468
1006 => 0.016104798741034
1007 => 0.016508348810002
1008 => 0.017286862366679
1009 => 0.017024686389227
1010 => 0.016823863699321
1011 => 0.016634087227727
1012 => 0.017028981938947
1013 => 0.017537007676334
1014 => 0.017646431554358
1015 => 0.017823740039894
1016 => 0.017637321847603
1017 => 0.017861842026927
1018 => 0.018654496919109
1019 => 0.018440314570283
1020 => 0.01813614120342
1021 => 0.018761866113412
1022 => 0.018988313525894
1023 => 0.020577640058125
1024 => 0.022584230456871
1025 => 0.021753488855807
1026 => 0.021237820736163
1027 => 0.021359014976091
1028 => 0.022091753862341
1029 => 0.022327086336635
1030 => 0.021687371547536
1031 => 0.02191332962583
1101 => 0.02315838085294
1102 => 0.023826310890259
1103 => 0.022919172184608
1104 => 0.020416412473359
1105 => 0.018108753719767
1106 => 0.018720848736447
1107 => 0.018651456157076
1108 => 0.019989108377302
1109 => 0.018435206392098
1110 => 0.018461370116325
1111 => 0.019826683567868
1112 => 0.019462441346395
1113 => 0.018872415596227
1114 => 0.018113061560704
1115 => 0.016709325394294
1116 => 0.015465997125626
1117 => 0.017904450181884
1118 => 0.017799299652059
1119 => 0.017647026102437
1120 => 0.017985894409402
1121 => 0.019631342718577
1122 => 0.019593409809254
1123 => 0.019352099993682
1124 => 0.019535131361986
1125 => 0.018840329312419
1126 => 0.019019395620941
1127 => 0.01810838817483
1128 => 0.018520201587504
1129 => 0.018871149665961
1130 => 0.018941607688586
1201 => 0.019100353211237
1202 => 0.017743890100918
1203 => 0.018352902213787
1204 => 0.018710639773379
1205 => 0.017094368464537
1206 => 0.018678691286312
1207 => 0.017720277096026
1208 => 0.017394976924945
1209 => 0.017832950750267
1210 => 0.017662271924595
1211 => 0.01751553229288
1212 => 0.017433649057076
1213 => 0.017755248696985
1214 => 0.017740245689388
1215 => 0.017214046258696
1216 => 0.016527640551991
1217 => 0.016758020837661
1218 => 0.01667432152005
1219 => 0.016370984395603
1220 => 0.016575396992417
1221 => 0.015675267366899
1222 => 0.014126641130862
1223 => 0.015149711058093
1224 => 0.01511032397878
1225 => 0.015090463227329
1226 => 0.015859272002067
1227 => 0.015785368777812
1228 => 0.015651233702127
1229 => 0.016368520899748
1230 => 0.016106701423742
1231 => 0.016913567356366
]
'min_raw' => 0.0072430372069173
'max_raw' => 0.023826310890259
'avg_raw' => 0.015534674048588
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.007243'
'max' => '$0.023826'
'avg' => '$0.015534'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0039458199295121
'max_diff' => 0.015750395698825
'year' => 2029
]
4 => [
'items' => [
101 => 0.017445021444409
102 => 0.017310227496943
103 => 0.017810062635487
104 => 0.01676332833414
105 => 0.017111011481356
106 => 0.01718266849613
107 => 0.016359669687071
108 => 0.015797460259276
109 => 0.015759967300099
110 => 0.014785173629534
111 => 0.015305900540091
112 => 0.015764118672236
113 => 0.015544667746102
114 => 0.015475196138798
115 => 0.015830111513962
116 => 0.015857691478256
117 => 0.01522886536954
118 => 0.015359618229875
119 => 0.015904879393327
120 => 0.015345879047552
121 => 0.0142598326879
122 => 0.01399047817494
123 => 0.013954541317723
124 => 0.013224030515801
125 => 0.014008477731465
126 => 0.013666045499949
127 => 0.01474778481634
128 => 0.014129901120302
129 => 0.014103265389114
130 => 0.014063001574812
131 => 0.013434220750576
201 => 0.013571883789978
202 => 0.014029496699621
203 => 0.014192778141161
204 => 0.014175746549083
205 => 0.014027254146714
206 => 0.014095233208114
207 => 0.01387624896587
208 => 0.01379892107217
209 => 0.013554852968942
210 => 0.01319614028273
211 => 0.013246021481861
212 => 0.012535317788196
213 => 0.012148088695987
214 => 0.012040908786861
215 => 0.011897583333021
216 => 0.012057097778247
217 => 0.012533304453927
218 => 0.011958898170175
219 => 0.010974118886598
220 => 0.011033305799523
221 => 0.011166281220114
222 => 0.010918482403563
223 => 0.010683961619876
224 => 0.010887858414019
225 => 0.010470594449452
226 => 0.011216705576729
227 => 0.011196525361689
228 => 0.011474629450735
301 => 0.011648533644886
302 => 0.011247740779519
303 => 0.011146942457739
304 => 0.011204361762853
305 => 0.010255348552392
306 => 0.011397074824853
307 => 0.011406948521069
308 => 0.011322403939577
309 => 0.011930337932818
310 => 0.013213268277925
311 => 0.012730578276342
312 => 0.012543666118347
313 => 0.012188345969366
314 => 0.01266178897106
315 => 0.012625435935392
316 => 0.012461033721618
317 => 0.012361602749762
318 => 0.012544807364127
319 => 0.012338901670606
320 => 0.01230191535014
321 => 0.012077818489626
322 => 0.011997826106181
323 => 0.011938602930066
324 => 0.011873404032313
325 => 0.012017216554203
326 => 0.011691318459487
327 => 0.011298317305443
328 => 0.011265643511816
329 => 0.01135585872873
330 => 0.011315945210978
331 => 0.011265452421248
401 => 0.011169047934761
402 => 0.011140446782976
403 => 0.011233386650971
404 => 0.011128462958736
405 => 0.011283283582118
406 => 0.011241180939174
407 => 0.011005998998195
408 => 0.01071287522423
409 => 0.010710265807794
410 => 0.010647112771512
411 => 0.010566677884685
412 => 0.010544302739271
413 => 0.010870686794731
414 => 0.011546292021681
415 => 0.011413654549768
416 => 0.01150949871646
417 => 0.011980957156127
418 => 0.012130819616847
419 => 0.012024450791915
420 => 0.011878846583804
421 => 0.011885252430007
422 => 0.012382826086512
423 => 0.012413859145132
424 => 0.012492269672621
425 => 0.012593049359256
426 => 0.012041614008332
427 => 0.011859279874568
428 => 0.011772879846478
429 => 0.01150680120098
430 => 0.011793744208291
501 => 0.011626554806055
502 => 0.01164911436842
503 => 0.011634422423835
504 => 0.011642445219043
505 => 0.011216497023464
506 => 0.011371690158755
507 => 0.01111365147113
508 => 0.010768166634601
509 => 0.010767008448287
510 => 0.010851565372579
511 => 0.010801267605297
512 => 0.010665917606816
513 => 0.010685143435266
514 => 0.010516704947674
515 => 0.010705594917337
516 => 0.010711011605786
517 => 0.01063827867856
518 => 0.010929289738618
519 => 0.011048517207367
520 => 0.011000642836576
521 => 0.011045158213889
522 => 0.011419166235548
523 => 0.011480145862192
524 => 0.01150722898426
525 => 0.011470941188516
526 => 0.011051994393949
527 => 0.011070576465787
528 => 0.010934233552036
529 => 0.010819038157378
530 => 0.010823645369044
531 => 0.010882870776251
601 => 0.011141511603049
602 => 0.011685805975336
603 => 0.01170646154889
604 => 0.011731496706603
605 => 0.011629666138521
606 => 0.0115989530648
607 => 0.011639471536755
608 => 0.011843879885347
609 => 0.012369673654252
610 => 0.012183823019736
611 => 0.012032723560937
612 => 0.012165278522425
613 => 0.012144872725104
614 => 0.011972627260047
615 => 0.011967792903524
616 => 0.011637198785871
617 => 0.011514985667839
618 => 0.011412855238918
619 => 0.011301331476719
620 => 0.011235216452177
621 => 0.011336799178615
622 => 0.011360032350042
623 => 0.011137919943323
624 => 0.011107646843021
625 => 0.011289028628977
626 => 0.011209209267573
627 => 0.011291305460202
628 => 0.0113103524811
629 => 0.011307285472046
630 => 0.011223944891544
701 => 0.011277063692304
702 => 0.01115142189303
703 => 0.011014805307108
704 => 0.010927652436803
705 => 0.010851599998312
706 => 0.010893798311381
707 => 0.010743369030398
708 => 0.010695243675869
709 => 0.011259068237817
710 => 0.011675571503864
711 => 0.011669515381422
712 => 0.011632650293566
713 => 0.011577876250823
714 => 0.011839872822954
715 => 0.01174859845601
716 => 0.011815008184191
717 => 0.01183191224722
718 => 0.011883075754832
719 => 0.011901362311151
720 => 0.011846087637124
721 => 0.011660579079859
722 => 0.011198309392778
723 => 0.010983121605568
724 => 0.010912106051553
725 => 0.010914687332064
726 => 0.010843484092235
727 => 0.01086445663747
728 => 0.010836190696886
729 => 0.010782661843685
730 => 0.010890493055536
731 => 0.010902919598184
801 => 0.010877750504851
802 => 0.010883678737466
803 => 0.010675289394529
804 => 0.010691132783674
805 => 0.010602914779631
806 => 0.010586374967357
807 => 0.010363367535155
808 => 0.0099682775435665
809 => 0.01018719575122
810 => 0.0099227733409328
811 => 0.0098226325675036
812 => 0.010296683413832
813 => 0.010249101856984
814 => 0.010167662914867
815 => 0.010047197746112
816 => 0.010002516043211
817 => 0.0097310441608939
818 => 0.0097150041538404
819 => 0.0098495529490744
820 => 0.0097874633096152
821 => 0.0097002659406294
822 => 0.009384445909218
823 => 0.0090293596294927
824 => 0.0090400774522848
825 => 0.0091530237912503
826 => 0.0094814305046816
827 => 0.0093531163202502
828 => 0.0092600229072096
829 => 0.0092425893093248
830 => 0.0094608072865622
831 => 0.0097696314424328
901 => 0.0099145248268163
902 => 0.0097709398833698
903 => 0.0096059972315008
904 => 0.0096160365264495
905 => 0.0096828234580592
906 => 0.009689841820255
907 => 0.0095824811102669
908 => 0.0096127025212596
909 => 0.0095667934344579
910 => 0.0092850494534977
911 => 0.009279953598302
912 => 0.009210809081639
913 => 0.0092087154131542
914 => 0.0090910833414023
915 => 0.0090746258014121
916 => 0.0088410601831924
917 => 0.0089947937804065
918 => 0.0088916773547714
919 => 0.0087362565786336
920 => 0.0087094619782458
921 => 0.0087086565002027
922 => 0.0088682388858466
923 => 0.0089929289673168
924 => 0.0088934711091433
925 => 0.0088708264827468
926 => 0.009112611849488
927 => 0.0090818424576477
928 => 0.0090551963627552
929 => 0.0097419796264876
930 => 0.009198337082877
1001 => 0.0089612779038313
1002 => 0.008667872153445
1003 => 0.008763406545251
1004 => 0.0087835370452967
1005 => 0.0080779491059794
1006 => 0.0077916921668738
1007 => 0.0076934595727379
1008 => 0.0076369253260077
1009 => 0.007662688692155
1010 => 0.0074050238723698
1011 => 0.0075781788926483
1012 => 0.0073550629385793
1013 => 0.0073176568227976
1014 => 0.0077166157874357
1015 => 0.0077721285966807
1016 => 0.0075352937059638
1017 => 0.00768738004589
1018 => 0.0076322314248745
1019 => 0.0073588876212302
1020 => 0.0073484478985119
1021 => 0.0072112935863425
1022 => 0.0069966736461055
1023 => 0.0068985865743954
1024 => 0.0068475019758178
1025 => 0.0068685804768099
1026 => 0.0068579225416955
1027 => 0.006788372305769
1028 => 0.0068619090798062
1029 => 0.0066740530096341
1030 => 0.0065992472088324
1031 => 0.0065654591640917
1101 => 0.006398726089222
1102 => 0.0066640725578746
1103 => 0.0067163491549459
1104 => 0.0067687287530624
1105 => 0.0072246573935968
1106 => 0.0072018804871567
1107 => 0.0074077726285722
1108 => 0.0073997720385681
1109 => 0.0073410482646049
1110 => 0.0070933023218459
1111 => 0.0071920494389828
1112 => 0.0068881211611445
1113 => 0.007115844892015
1114 => 0.0070119212912161
1115 => 0.0070807082180471
1116 => 0.0069570231213377
1117 => 0.0070254755606892
1118 => 0.0067287458754454
1119 => 0.006451663870464
1120 => 0.0065631697577965
1121 => 0.0066843894095718
1122 => 0.0069472245008136
1123 => 0.0067906820888124
1124 => 0.006846980659692
1125 => 0.0066583898715124
1126 => 0.0062692732072023
1127 => 0.0062714755652643
1128 => 0.0062116184438276
1129 => 0.0061598931516234
1130 => 0.0068086628679429
1201 => 0.0067279780981871
1202 => 0.0065994174773428
1203 => 0.0067715009771389
1204 => 0.0068170025858173
1205 => 0.0068182979526487
1206 => 0.0069438456319819
1207 => 0.0070108504509477
1208 => 0.0070226603407059
1209 => 0.0072202123267739
1210 => 0.0072864291467302
1211 => 0.0075591668567749
1212 => 0.0070051655601951
1213 => 0.0069937562680627
1214 => 0.0067739225448802
1215 => 0.0066345005222042
1216 => 0.0067834688900536
1217 => 0.006915434527758
1218 => 0.0067780230850965
1219 => 0.0067959661185942
1220 => 0.0066115024837484
1221 => 0.006677439553385
1222 => 0.0067342334404386
1223 => 0.006702875194198
1224 => 0.0066559303818196
1225 => 0.0069046148503825
1226 => 0.0068905830980639
1227 => 0.007122163792421
1228 => 0.0073026975041667
1229 => 0.0076262461898761
1230 => 0.0072886062693639
1231 => 0.0072763013286633
]
'min_raw' => 0.0061598931516234
'max_raw' => 0.017810062635487
'avg_raw' => 0.011984977893555
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.006159'
'max' => '$0.01781'
'avg' => '$0.011984'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0010831440552939
'max_diff' => -0.0060162482547723
'year' => 2030
]
5 => [
'items' => [
101 => 0.0073965840977862
102 => 0.0072864107320649
103 => 0.0073560364961454
104 => 0.0076150284028726
105 => 0.0076205004937476
106 => 0.0075288359211998
107 => 0.0075232581236298
108 => 0.0075408633074881
109 => 0.0076439774192344
110 => 0.0076079461802137
111 => 0.0076496424422079
112 => 0.0077017842563074
113 => 0.0079174649070943
114 => 0.0079694647818156
115 => 0.0078431320450867
116 => 0.0078545384767257
117 => 0.0078072865652779
118 => 0.007761641810884
119 => 0.0078642445528803
120 => 0.0080517530805405
121 => 0.0080505865997216
122 => 0.0080940849334938
123 => 0.0081211840350743
124 => 0.0080048548533363
125 => 0.0079291288335674
126 => 0.0079581670081186
127 => 0.0080045996815952
128 => 0.0079431095179141
129 => 0.0075635637426598
130 => 0.007678693685394
131 => 0.0076595304333564
201 => 0.0076322396321239
202 => 0.0077480036798166
203 => 0.0077368379550084
204 => 0.0074023811472203
205 => 0.0074237919869124
206 => 0.0074036832112969
207 => 0.0074686587791791
208 => 0.0072829018381676
209 => 0.0073400394221307
210 => 0.0073758755791607
211 => 0.0073969833509577
212 => 0.0074732390964232
213 => 0.0074642913648333
214 => 0.0074726828928644
215 => 0.0075857500326193
216 => 0.0081576048255425
217 => 0.0081887296201949
218 => 0.008035459747968
219 => 0.0080966880388081
220 => 0.0079791431095503
221 => 0.0080580518080436
222 => 0.0081120391354891
223 => 0.007868080783929
224 => 0.0078536351536262
225 => 0.0077356050746324
226 => 0.0077990277535183
227 => 0.0076981177111588
228 => 0.0077228775058704
301 => 0.0076536469613368
302 => 0.0077782481578334
303 => 0.0079175716565852
304 => 0.0079527702744215
305 => 0.0078601778648518
306 => 0.0077931348581862
307 => 0.0076754294238206
308 => 0.0078711761844072
309 => 0.0079284185024772
310 => 0.0078708755148792
311 => 0.0078575415473136
312 => 0.0078322737028708
313 => 0.007862902239961
314 => 0.0079281067485195
315 => 0.0078973575064215
316 => 0.0079176679225592
317 => 0.0078402655602526
318 => 0.0080048933631359
319 => 0.0082663619339528
320 => 0.0082672025981624
321 => 0.0082364531903146
322 => 0.0082238711951284
323 => 0.0082554219536105
324 => 0.0082725369458071
325 => 0.0083745663133184
326 => 0.0084840478896873
327 => 0.0089949506360469
328 => 0.0088514911892795
329 => 0.0093047944995901
330 => 0.0096632985639778
331 => 0.0097707982574049
401 => 0.0096719035977034
402 => 0.0093335903090491
403 => 0.0093169910450989
404 => 0.0098225739305347
405 => 0.009679723608236
406 => 0.0096627320169445
407 => 0.0094819701933497
408 => 0.0095888228188816
409 => 0.0095654525822443
410 => 0.0095285615204013
411 => 0.0097324288864978
412 => 0.010114050396465
413 => 0.010054571105313
414 => 0.010010172573633
415 => 0.009815631132028
416 => 0.009932788532278
417 => 0.0098910710260511
418 => 0.010070315907385
419 => 0.0099641352104432
420 => 0.0096786413765474
421 => 0.0097241072105953
422 => 0.0097172351412435
423 => 0.009858661841543
424 => 0.0098162090565396
425 => 0.0097089455536287
426 => 0.010112746055632
427 => 0.010086525497088
428 => 0.010123700254249
429 => 0.010140065732018
430 => 0.010385851981824
501 => 0.010486542744087
502 => 0.010509401309961
503 => 0.010605049746407
504 => 0.010507021489728
505 => 0.010899204409407
506 => 0.011159983166486
507 => 0.011462891112386
508 => 0.011905521035325
509 => 0.012071953980906
510 => 0.01204188935897
511 => 0.012377486314877
512 => 0.01298054658474
513 => 0.012163785081662
514 => 0.013023836927655
515 => 0.01275155444299
516 => 0.012105977570001
517 => 0.012064410030232
518 => 0.012501602183922
519 => 0.01347125230262
520 => 0.013228365945567
521 => 0.013471649577688
522 => 0.013187846298047
523 => 0.013173753073131
524 => 0.013457865885857
525 => 0.014121710958974
526 => 0.013806343048597
527 => 0.013354185817687
528 => 0.013688051680645
529 => 0.013398826172323
530 => 0.012747120152953
531 => 0.013228180214947
601 => 0.012906509051293
602 => 0.013000389797827
603 => 0.013676494738853
604 => 0.013595144003597
605 => 0.013700419387893
606 => 0.013514611090146
607 => 0.013341036840772
608 => 0.013017047614521
609 => 0.012921130377104
610 => 0.012947638450785
611 => 0.012921117241019
612 => 0.012739848246546
613 => 0.012700703224448
614 => 0.01263545980597
615 => 0.012655681469488
616 => 0.012533004755113
617 => 0.012764521061442
618 => 0.012807492528011
619 => 0.0129759707889
620 => 0.01299346276085
621 => 0.013462672319287
622 => 0.013204239579246
623 => 0.013377618573275
624 => 0.013362109924143
625 => 0.012119969178399
626 => 0.012291125213662
627 => 0.012557390292808
628 => 0.012437438235567
629 => 0.012267854091086
630 => 0.012130905801891
701 => 0.011923415140079
702 => 0.012215454262074
703 => 0.012599454652599
704 => 0.013003201644451
705 => 0.013488277200611
706 => 0.013380013983378
707 => 0.01299413349434
708 => 0.013011443811193
709 => 0.013118449378615
710 => 0.012979867446322
711 => 0.012938996929048
712 => 0.013112834397151
713 => 0.013114031520255
714 => 0.012954576258966
715 => 0.012777370916047
716 => 0.01277662841919
717 => 0.012745096440018
718 => 0.013193455767093
719 => 0.013440008062744
720 => 0.013468274886101
721 => 0.013438105480314
722 => 0.01344971648722
723 => 0.013306253138791
724 => 0.013634167810567
725 => 0.013935094740789
726 => 0.013854439895123
727 => 0.013733526815708
728 => 0.013637213723992
729 => 0.013831751591589
730 => 0.013823089126576
731 => 0.013932466406576
801 => 0.013927504421361
802 => 0.013890724955985
803 => 0.013854441208634
804 => 0.013998302165553
805 => 0.013956872520296
806 => 0.013915378523358
807 => 0.013832155960084
808 => 0.013843467288613
809 => 0.013722575086546
810 => 0.01366664482222
811 => 0.012825587842212
812 => 0.012600829934825
813 => 0.012671543347858
814 => 0.012694824039501
815 => 0.012597009110171
816 => 0.012737250592237
817 => 0.012715394105809
818 => 0.012800424908882
819 => 0.012747301354731
820 => 0.012749481563923
821 => 0.012905706609546
822 => 0.012951059404919
823 => 0.012927992607151
824 => 0.012944147801624
825 => 0.013316437439589
826 => 0.013263509758223
827 => 0.013235392982385
828 => 0.013243181521446
829 => 0.013338309505926
830 => 0.013364940147784
831 => 0.013252104246926
901 => 0.013305318310067
902 => 0.013531897037053
903 => 0.013611186768253
904 => 0.013864241529013
905 => 0.013756739368953
906 => 0.013954064236328
907 => 0.014560573605635
908 => 0.015045095257094
909 => 0.014599509122709
910 => 0.015489271432153
911 => 0.016182079018877
912 => 0.016155487909767
913 => 0.016034680882094
914 => 0.01524593786385
915 => 0.014520124778967
916 => 0.015127298244123
917 => 0.015128846054152
918 => 0.01507668931502
919 => 0.01475274828771
920 => 0.015065416869452
921 => 0.015090235366026
922 => 0.015076343607715
923 => 0.014827978781597
924 => 0.014448771597606
925 => 0.014522867773664
926 => 0.014644238821568
927 => 0.014414458107232
928 => 0.014341029246098
929 => 0.01447754746936
930 => 0.01491743762941
1001 => 0.014834278942763
1002 => 0.014832107333384
1003 => 0.015187895459633
1004 => 0.014933227945122
1005 => 0.014523802363733
1006 => 0.014420417004772
1007 => 0.014053468629184
1008 => 0.014306921179228
1009 => 0.014316042485291
1010 => 0.014177229113855
1011 => 0.014535066303781
1012 => 0.01453176877108
1013 => 0.014871481925878
1014 => 0.015520885887417
1015 => 0.015328825180762
1016 => 0.015105479475067
1017 => 0.015129763345981
1018 => 0.015396097472203
1019 => 0.015235065779672
1020 => 0.015292973899059
1021 => 0.015396009821329
1022 => 0.015458173951472
1023 => 0.015120818884305
1024 => 0.01504216528059
1025 => 0.014881267611052
1026 => 0.014839292412367
1027 => 0.014970340206965
1028 => 0.014935813743076
1029 => 0.014315275874836
1030 => 0.014250426214965
1031 => 0.014252415061449
1101 => 0.01408934750827
1102 => 0.013840630348975
1103 => 0.014494244193473
1104 => 0.01444174985444
1105 => 0.014383800166886
1106 => 0.014390898672955
1107 => 0.014674610289824
1108 => 0.01451004322426
1109 => 0.014947571740072
1110 => 0.014857629030532
1111 => 0.014765379629878
1112 => 0.014752627952722
1113 => 0.014717119803819
1114 => 0.01459534914923
1115 => 0.014448303766532
1116 => 0.014351211668022
1117 => 0.013238234161571
1118 => 0.013444796312876
1119 => 0.01368242723922
1120 => 0.013764456482748
1121 => 0.013624139785443
1122 => 0.01460088970768
1123 => 0.014779351330669
1124 => 0.014238779433871
1125 => 0.014137660503385
1126 => 0.014607519047928
1127 => 0.014324136907698
1128 => 0.014451743868092
1129 => 0.014175927416996
1130 => 0.014736365151657
1201 => 0.014732095555109
1202 => 0.014514072618265
1203 => 0.014698344111529
1204 => 0.014666322404876
1205 => 0.014420175046146
1206 => 0.014744168461974
1207 => 0.014744329158666
1208 => 0.014534486822181
1209 => 0.014289436913562
1210 => 0.014245627777721
1211 => 0.014212623478794
1212 => 0.014443626833756
1213 => 0.014650743719486
1214 => 0.015036136895199
1215 => 0.01513303389629
1216 => 0.015511229342344
1217 => 0.015286032368221
1218 => 0.01538585927006
1219 => 0.015494235493385
1220 => 0.01554619504025
1221 => 0.015461529746936
1222 => 0.016049022946114
1223 => 0.016098625372451
1224 => 0.016115256636943
1225 => 0.015917157235673
1226 => 0.016093115869743
1227 => 0.016010790651999
1228 => 0.016224977997964
1229 => 0.016258565308693
1230 => 0.016230118051409
1231 => 0.016240779193974
]
'min_raw' => 0.0072829018381676
'max_raw' => 0.016258565308693
'avg_raw' => 0.01177073357343
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.007282'
'max' => '$0.016258'
'avg' => '$0.01177'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0011230086865443
'max_diff' => -0.0015514973267944
'year' => 2031
]
6 => [
'items' => [
101 => 0.015739457389377
102 => 0.015713461209126
103 => 0.015359001446792
104 => 0.015503446419977
105 => 0.015233413466035
106 => 0.015319043697378
107 => 0.015356788687439
108 => 0.01533707284664
109 => 0.015511613122038
110 => 0.015363218231727
111 => 0.014971579717819
112 => 0.01457983450226
113 => 0.014574916460187
114 => 0.014471776859808
115 => 0.014397225819694
116 => 0.01441158699486
117 => 0.014462197649303
118 => 0.014394284236452
119 => 0.014408777006382
120 => 0.014649453552027
121 => 0.014697719516829
122 => 0.0145336929097
123 => 0.013875102413151
124 => 0.013713482653349
125 => 0.013829651731636
126 => 0.013774130394462
127 => 0.011116798255131
128 => 0.011741099024502
129 => 0.011370160706592
130 => 0.011541106149536
131 => 0.011162474180963
201 => 0.011343177202168
202 => 0.011309807952369
203 => 0.012313665115115
204 => 0.012297991266279
205 => 0.012305493508275
206 => 0.011947391950813
207 => 0.012517857455367
208 => 0.012798889276187
209 => 0.012746877765573
210 => 0.01275996794225
211 => 0.0125350353371
212 => 0.012307671347571
213 => 0.012055489692117
214 => 0.012524012037356
215 => 0.012471920350509
216 => 0.01259139993814
217 => 0.012895270169697
218 => 0.012940016215584
219 => 0.013000155355027
220 => 0.012978599754532
221 => 0.013492141610001
222 => 0.013429948302845
223 => 0.013579816278854
224 => 0.013271526481693
225 => 0.012922667313068
226 => 0.012988974035958
227 => 0.012982588165339
228 => 0.012901288702994
229 => 0.012827895183534
301 => 0.012705715652128
302 => 0.013092309768664
303 => 0.013076614753536
304 => 0.013330698804993
305 => 0.013285786980857
306 => 0.012985854827491
307 => 0.012996566963025
308 => 0.013068611222568
309 => 0.013317957227434
310 => 0.013391980098449
311 => 0.013357689755293
312 => 0.013438852454088
313 => 0.013503000141946
314 => 0.013446908416048
315 => 0.014241048967785
316 => 0.013911266443418
317 => 0.014072000151182
318 => 0.014110334193386
319 => 0.014012142350359
320 => 0.014033436645125
321 => 0.014065691699348
322 => 0.014261538072402
323 => 0.014775495623902
324 => 0.015003123924834
325 => 0.015687954899169
326 => 0.01498422256318
327 => 0.014942465998696
328 => 0.015065824737088
329 => 0.015467893015744
330 => 0.015793731591242
331 => 0.015901831044812
401 => 0.015916118172129
402 => 0.016118919933344
403 => 0.016235162120843
404 => 0.016094294465317
405 => 0.015974923876716
406 => 0.015547353245172
407 => 0.015596845710009
408 => 0.015937799713423
409 => 0.016419417325336
410 => 0.016832695340129
411 => 0.016687979783542
412 => 0.017792057327044
413 => 0.01790152210573
414 => 0.017886397612735
415 => 0.018135774669125
416 => 0.017640811996946
417 => 0.017429205865139
418 => 0.016000733152885
419 => 0.016402075718384
420 => 0.016985450707359
421 => 0.016908238840024
422 => 0.016484576329372
423 => 0.016832373954124
424 => 0.016717381182744
425 => 0.016626681612902
426 => 0.017042193925325
427 => 0.016585321069511
428 => 0.016980893051132
429 => 0.016473567893034
430 => 0.016688640832014
501 => 0.016566555029942
502 => 0.016645559506156
503 => 0.016183700952535
504 => 0.016432908617086
505 => 0.016173333094371
506 => 0.016173210021775
507 => 0.016167479877725
508 => 0.016472869329065
509 => 0.016482828068109
510 => 0.016257144802151
511 => 0.016224620317691
512 => 0.016344880383511
513 => 0.016204087342597
514 => 0.0162699635203
515 => 0.01620608266491
516 => 0.016191701738826
517 => 0.016077112073069
518 => 0.016027743694352
519 => 0.016047102307713
520 => 0.015981021380262
521 => 0.015941205231222
522 => 0.016159559443522
523 => 0.016042901596274
524 => 0.016141679955323
525 => 0.016029109548364
526 => 0.015638891473253
527 => 0.015414472931776
528 => 0.014677387161127
529 => 0.014886423771331
530 => 0.01502501526016
531 => 0.014979210773929
601 => 0.015077616534337
602 => 0.015083657848807
603 => 0.015051665132971
604 => 0.015014621666553
605 => 0.014996590955732
606 => 0.015130977101901
607 => 0.015208992782982
608 => 0.015038924770179
609 => 0.014999080214283
610 => 0.01517102836494
611 => 0.015275916637509
612 => 0.016050352710532
613 => 0.015992979984847
614 => 0.016136974267487
615 => 0.016120762721034
616 => 0.01627169166933
617 => 0.016518396712461
618 => 0.016016776379961
619 => 0.016103840324957
620 => 0.016082494256244
621 => 0.016315545037212
622 => 0.016316272596311
623 => 0.016176547011372
624 => 0.016252294517756
625 => 0.016210014337716
626 => 0.016286420337557
627 => 0.015992213737117
628 => 0.016350525618813
629 => 0.016553665366628
630 => 0.016556485962223
701 => 0.016652772590471
702 => 0.016750605381315
703 => 0.016938386903901
704 => 0.016745368256569
705 => 0.016398146500005
706 => 0.016423214789309
707 => 0.016219638800479
708 => 0.01622306094963
709 => 0.016204793249262
710 => 0.016259615993195
711 => 0.01600424424646
712 => 0.016064179484989
713 => 0.015980269800068
714 => 0.016103657921689
715 => 0.015970912699612
716 => 0.016082483962523
717 => 0.01613063442095
718 => 0.01630831064915
719 => 0.015944669776242
720 => 0.01520318142006
721 => 0.015359051262207
722 => 0.01512850752236
723 => 0.015149845223224
724 => 0.015192950774841
725 => 0.015053231578792
726 => 0.015079885598341
727 => 0.015078933329201
728 => 0.015070727188212
729 => 0.015034380829109
730 => 0.0149816714175
731 => 0.015191649490246
801 => 0.015227328856497
802 => 0.015306639667934
803 => 0.015542614845735
804 => 0.015519035360794
805 => 0.015557494479035
806 => 0.015473538439854
807 => 0.01515373970309
808 => 0.015171106313095
809 => 0.014954544408058
810 => 0.015301101693125
811 => 0.015219032353689
812 => 0.015166121716661
813 => 0.015151684559135
814 => 0.015388244673758
815 => 0.015459027167679
816 => 0.015414920267504
817 => 0.015324455728441
818 => 0.015498174386881
819 => 0.015544654171278
820 => 0.015555059280896
821 => 0.015862855436403
822 => 0.0155722616668
823 => 0.015642210475397
824 => 0.016187931112304
825 => 0.01569303779893
826 => 0.015955193824462
827 => 0.015942362651207
828 => 0.016076472802993
829 => 0.015931361704378
830 => 0.01593316053036
831 => 0.016052241259737
901 => 0.015885013851649
902 => 0.015843605993682
903 => 0.01578640133447
904 => 0.01591130561507
905 => 0.015986180082355
906 => 0.016589613299436
907 => 0.016979458677568
908 => 0.016962534461559
909 => 0.017117190115075
910 => 0.017047516326683
911 => 0.016822521284948
912 => 0.017206560385967
913 => 0.017085034345526
914 => 0.017095052804646
915 => 0.017094679917097
916 => 0.017175484109999
917 => 0.017118226933732
918 => 0.017005367161982
919 => 0.017080288745415
920 => 0.017302779063254
921 => 0.017993395836665
922 => 0.018379874132521
923 => 0.017970129357978
924 => 0.018252765816757
925 => 0.018083284655157
926 => 0.018052484886467
927 => 0.01823000146925
928 => 0.018407828771312
929 => 0.018396501940939
930 => 0.018267408451175
1001 => 0.018194486814433
1002 => 0.018746673878382
1003 => 0.019153515900838
1004 => 0.01912577200241
1005 => 0.019248224547272
1006 => 0.019607749006301
1007 => 0.019640619417127
1008 => 0.019636478500881
1009 => 0.019555005757975
1010 => 0.01990900427804
1011 => 0.02020431607149
1012 => 0.019536147171966
1013 => 0.019790577141932
1014 => 0.019904798952671
1015 => 0.02007251045892
1016 => 0.020355467881674
1017 => 0.020662834693535
1018 => 0.020706299730838
1019 => 0.020675459206878
1020 => 0.020472742531992
1021 => 0.020809066965179
1022 => 0.021006077930362
1023 => 0.021123393451612
1024 => 0.021420886094062
1025 => 0.019905504347688
1026 => 0.018832841828245
1027 => 0.018665330086399
1028 => 0.019005971800516
1029 => 0.019095796303962
1030 => 0.019059588159254
1031 => 0.017852208971411
1101 => 0.018658973484848
1102 => 0.01952698426662
1103 => 0.019560328095833
1104 => 0.019994872442438
1105 => 0.020136377894267
1106 => 0.020486243050313
1107 => 0.020464358889544
1108 => 0.020549545487471
1109 => 0.020529962563834
1110 => 0.021178014092609
1111 => 0.021892911165431
1112 => 0.021868156553032
1113 => 0.021765381640536
1114 => 0.02191801991132
1115 => 0.022655870303499
1116 => 0.022587940863198
1117 => 0.022653928528234
1118 => 0.023523895724038
1119 => 0.024654976829975
1120 => 0.024129476097581
1121 => 0.025269661478113
1122 => 0.025987347736528
1123 => 0.027228511910313
1124 => 0.027073112042893
1125 => 0.027556288147664
1126 => 0.026794913847279
1127 => 0.025046644554464
1128 => 0.024769974246769
1129 => 0.025323875209181
1130 => 0.026685586676405
1201 => 0.025280990069159
1202 => 0.025565138133454
1203 => 0.025483303471821
1204 => 0.025478942850478
1205 => 0.02564537003123
1206 => 0.025403958725291
1207 => 0.024420405635831
1208 => 0.024871162220616
1209 => 0.024697103456121
1210 => 0.024890234632268
1211 => 0.025932483936578
1212 => 0.025471680675023
1213 => 0.024986261871591
1214 => 0.02559508477415
1215 => 0.026370325543355
1216 => 0.02632181236926
1217 => 0.026227676534582
1218 => 0.026758315305872
1219 => 0.027634775093472
1220 => 0.02787167865216
1221 => 0.028046556015903
1222 => 0.028070668649786
1223 => 0.028319043764698
1224 => 0.026983468173226
1225 => 0.029103060936906
1226 => 0.029469056054625
1227 => 0.029400264141437
1228 => 0.029807052311353
1229 => 0.029687364912544
1230 => 0.029513956650047
1231 => 0.030158802425689
]
'min_raw' => 0.011116798255131
'max_raw' => 0.030158802425689
'avg_raw' => 0.02063780034041
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.011116'
'max' => '$0.030158'
'avg' => '$0.020637'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0038338964169629
'max_diff' => 0.013900237116996
'year' => 2032
]
7 => [
'items' => [
101 => 0.029419538780287
102 => 0.028370247106343
103 => 0.027794584941381
104 => 0.028552663317545
105 => 0.029015595328579
106 => 0.029321563939866
107 => 0.029414149856771
108 => 0.027087145104496
109 => 0.02583301860462
110 => 0.026636899312451
111 => 0.027617689256887
112 => 0.026978019835563
113 => 0.027003093665825
114 => 0.026091093173184
115 => 0.027698381063919
116 => 0.027464212737658
117 => 0.028679078428537
118 => 0.028389140981503
119 => 0.029379816791601
120 => 0.02911893864964
121 => 0.030201829231418
122 => 0.030633823602582
123 => 0.03135920938632
124 => 0.031892806121689
125 => 0.032206144330777
126 => 0.032187332680006
127 => 0.033428934768888
128 => 0.032696805395347
129 => 0.031777078352535
130 => 0.031760443392032
131 => 0.032236783060138
201 => 0.03323506032708
202 => 0.033493899098055
203 => 0.033638554659596
204 => 0.0334170096316
205 => 0.032622335668806
206 => 0.032279199480761
207 => 0.032571561454588
208 => 0.032214027883548
209 => 0.032831231133365
210 => 0.033678783022865
211 => 0.033503766909267
212 => 0.034088819537144
213 => 0.034694287457666
214 => 0.035560133777277
215 => 0.03578649806742
216 => 0.036160669631163
217 => 0.03654581507921
218 => 0.036669513417162
219 => 0.036905691925653
220 => 0.036904447148332
221 => 0.037616186980315
222 => 0.038401258055739
223 => 0.038697604212275
224 => 0.039379035858606
225 => 0.038212108044477
226 => 0.039097236196195
227 => 0.039895643945239
228 => 0.038943749312341
301 => 0.040255714300787
302 => 0.040306654928312
303 => 0.041075797924437
304 => 0.040296124147895
305 => 0.039833156348191
306 => 0.041169727038759
307 => 0.041816451494342
308 => 0.041621652825102
309 => 0.04013922533379
310 => 0.03927638894954
311 => 0.03701817970325
312 => 0.039693126102861
313 => 0.040996014464855
314 => 0.040135851167687
315 => 0.040569667502068
316 => 0.042936428757028
317 => 0.043837538206474
318 => 0.043650113740219
319 => 0.043681785389747
320 => 0.044168007692375
321 => 0.046324185149738
322 => 0.045032153637484
323 => 0.046019863317105
324 => 0.046543740969724
325 => 0.047030347729495
326 => 0.045835395321143
327 => 0.044280779795213
328 => 0.043788367799831
329 => 0.04005032487975
330 => 0.039855743512262
331 => 0.039746519094272
401 => 0.039057874588947
402 => 0.038516788643367
403 => 0.038086497010208
404 => 0.036957283268842
405 => 0.037338359758136
406 => 0.035538628739622
407 => 0.036690032866716
408 => 0.033817618705142
409 => 0.036209850573148
410 => 0.034907867528829
411 => 0.035782114126368
412 => 0.035779063962348
413 => 0.034169298796142
414 => 0.033240819843217
415 => 0.033832482768963
416 => 0.034466792391623
417 => 0.034569706993826
418 => 0.035392105976781
419 => 0.035621619855517
420 => 0.034926182087969
421 => 0.033758094306194
422 => 0.034029414456655
423 => 0.033235321549028
424 => 0.031843704272755
425 => 0.032843188095881
426 => 0.033184455817297
427 => 0.033335179084668
428 => 0.031966683321778
429 => 0.031536672241589
430 => 0.031307737950639
501 => 0.033581438688039
502 => 0.033705997147023
503 => 0.033068738460069
504 => 0.035949208152446
505 => 0.035297269147564
506 => 0.036025644744952
507 => 0.034004794996843
508 => 0.034081994178656
509 => 0.033125291522348
510 => 0.033660981082986
511 => 0.033282372967608
512 => 0.033617702660274
513 => 0.033818697895442
514 => 0.034775243566258
515 => 0.036220772788189
516 => 0.034632367541025
517 => 0.033940276628454
518 => 0.034369645938146
519 => 0.035513112991482
520 => 0.037245524110288
521 => 0.036219901859932
522 => 0.036675055598445
523 => 0.03677448644193
524 => 0.036018230565117
525 => 0.037273408343178
526 => 0.037946068311488
527 => 0.038636078251605
528 => 0.03923519454897
529 => 0.038360473107879
530 => 0.03929655043624
531 => 0.038542237349473
601 => 0.03786554053119
602 => 0.037866566800935
603 => 0.037442065001863
604 => 0.036619539275492
605 => 0.03646785291174
606 => 0.037256944531852
607 => 0.037889721283926
608 => 0.037941839808024
609 => 0.038292177531216
610 => 0.038499503787035
611 => 0.040531582940444
612 => 0.041348901986185
613 => 0.04234830424426
614 => 0.042737627747005
615 => 0.043909351910067
616 => 0.042963089485611
617 => 0.04275835965781
618 => 0.039916140106274
619 => 0.040381553398614
620 => 0.041126724985353
621 => 0.039928427711275
622 => 0.040688471521666
623 => 0.040838520269766
624 => 0.039887710028436
625 => 0.040395578860416
626 => 0.039046829815293
627 => 0.036250171831667
628 => 0.037276521822981
629 => 0.03803226088226
630 => 0.036953728062715
701 => 0.038886956396766
702 => 0.037757604313946
703 => 0.037399653922153
704 => 0.036003161825238
705 => 0.036662252339072
706 => 0.037553681696299
707 => 0.037002881993319
708 => 0.038145874079994
709 => 0.039764655699582
710 => 0.040918295881812
711 => 0.041006858050197
712 => 0.040265144700912
713 => 0.041453745076692
714 => 0.041462402732805
715 => 0.04012165665335
716 => 0.039300457144989
717 => 0.039113878888871
718 => 0.039579987953476
719 => 0.040145930406386
720 => 0.041038263917574
721 => 0.04157748236976
722 => 0.042983478113694
723 => 0.043363900248945
724 => 0.043781868838801
725 => 0.044340403771589
726 => 0.045011068163818
727 => 0.043543692654566
728 => 0.043601994219079
729 => 0.04223559446206
730 => 0.040775400360139
731 => 0.041883505667733
801 => 0.04333220595234
802 => 0.04299987250638
803 => 0.042962478204753
804 => 0.043025365047775
805 => 0.042774796482516
806 => 0.041641484148356
807 => 0.041072341789052
808 => 0.041806680636256
809 => 0.042196949051883
810 => 0.042802221329538
811 => 0.042727608745569
812 => 0.044286725131312
813 => 0.044892550613579
814 => 0.044737554530481
815 => 0.04476607753996
816 => 0.045862895637609
817 => 0.04708278294004
818 => 0.048225368377074
819 => 0.049387655358811
820 => 0.047986473037494
821 => 0.04727503906764
822 => 0.048009057325476
823 => 0.047619576905813
824 => 0.049857646924591
825 => 0.05001260603682
826 => 0.052250514217662
827 => 0.05437455556643
828 => 0.053040483251422
829 => 0.054298453356538
830 => 0.055659050589028
831 => 0.058283863399447
901 => 0.057399918786926
902 => 0.056722831066913
903 => 0.056082986443165
904 => 0.057414401532711
905 => 0.059127245775537
906 => 0.059496176020024
907 => 0.060093983958293
908 => 0.05946546200768
909 => 0.060222447467771
910 => 0.062894938778159
911 => 0.062172808035359
912 => 0.061147266292273
913 => 0.06325694151303
914 => 0.064020424774267
915 => 0.069378950140918
916 => 0.076144309765957
917 => 0.073343406457445
918 => 0.071604795389266
919 => 0.072013410230694
920 => 0.074483890543882
921 => 0.075277330411353
922 => 0.073120487336444
923 => 0.073882320773303
924 => 0.078080097912207
925 => 0.080332070666414
926 => 0.077273589185909
927 => 0.06883536008233
928 => 0.061054927479003
929 => 0.063118648562852
930 => 0.062884686636664
1001 => 0.067394674489054
1002 => 0.062155585455967
1003 => 0.062243798278892
1004 => 0.066847047903908
1005 => 0.065618979823631
1006 => 0.063629666812659
1007 => 0.061069451665489
1008 => 0.056336657174707
1009 => 0.052144689110484
1010 => 0.060366103837015
1011 => 0.060011581484334
1012 => 0.059498180580384
1013 => 0.060640698736346
1014 => 0.066188442592261
1015 => 0.066060549140087
1016 => 0.065246956249174
1017 => 0.065864059286253
1018 => 0.063521485666609
1019 => 0.064125220227801
1020 => 0.061053695018727
1021 => 0.062442152691452
1022 => 0.063625398640383
1023 => 0.063862952782887
1024 => 0.064398174395762
1025 => 0.059824764314092
1026 => 0.061878091172496
1027 => 0.063084228331101
1028 => 0.057634856768881
1029 => 0.062976511776381
1030 => 0.059745151419489
1031 => 0.058648379180956
1101 => 0.060125038511386
1102 => 0.059549582934219
1103 => 0.059054840020857
1104 => 0.058778764974438
1105 => 0.059863060613762
1106 => 0.059812476926174
1107 => 0.058038358807525
1108 => 0.055724094044052
1109 => 0.056500837261825
1110 => 0.056218639168802
1111 => 0.055195916875407
1112 => 0.055885108217194
1113 => 0.052850258339718
1114 => 0.04762895686329
1115 => 0.051078308551408
1116 => 0.050945512263588
1117 => 0.050878550353437
1118 => 0.053470642813979
1119 => 0.053221472933646
1120 => 0.052769227160963
1121 => 0.055187611027136
1122 => 0.05430486838413
1123 => 0.057025273209552
1124 => 0.058817107772327
1125 => 0.058362640567431
1126 => 0.06004786963441
1127 => 0.056518731856762
1128 => 0.057690969862065
1129 => 0.057932566490306
1130 => 0.055157768545624
1201 => 0.053262240207604
1202 => 0.053135830078064
1203 => 0.049849245159834
1204 => 0.051604912294766
1205 => 0.053149826719063
1206 => 0.052409932600027
1207 => 0.052175704225648
1208 => 0.053372326192413
1209 => 0.053465313967605
1210 => 0.051345182838831
1211 => 0.051786025236324
1212 => 0.053624411317821
1213 => 0.051739702623884
1214 => 0.04807802149698
1215 => 0.047169873950805
1216 => 0.047048710327666
1217 => 0.04458574215635
1218 => 0.047230560712317
1219 => 0.046076026535907
1220 => 0.049723186165744
1221 => 0.04763994814529
1222 => 0.047550143917944
1223 => 0.047414391656893
1224 => 0.045294413207908
1225 => 0.045758553756577
1226 => 0.047301427630953
1227 => 0.047851942411049
1228 => 0.047794519209251
1229 => 0.047293866707257
1230 => 0.047523062858914
1231 => 0.046784742197194
]
'min_raw' => 0.02583301860462
'max_raw' => 0.080332070666414
'avg_raw' => 0.053082544635517
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.025833'
'max' => '$0.080332'
'avg' => '$0.053082'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.014716220349489
'max_diff' => 0.050173268240725
'year' => 2033
]
8 => [
'items' => [
101 => 0.046524025804725
102 => 0.045701133154399
103 => 0.044491708288317
104 => 0.04465988623378
105 => 0.042263699110841
106 => 0.040958129190988
107 => 0.040596764644307
108 => 0.040113532870022
109 => 0.040651346959044
110 => 0.042256911013787
111 => 0.040320260124351
112 => 0.037000008014677
113 => 0.037199560823903
114 => 0.037647896738472
115 => 0.036812425727711
116 => 0.036021722531792
117 => 0.036709174808865
118 => 0.035302340219887
119 => 0.037817905977318
120 => 0.037749866973371
121 => 0.038687514326199
122 => 0.039273844458383
123 => 0.037922543330334
124 => 0.037582694750936
125 => 0.037776287947018
126 => 0.034576623649962
127 => 0.038426033490346
128 => 0.038459323346496
129 => 0.038174275387283
130 => 0.040223967290092
131 => 0.044549456519956
201 => 0.04292203347928
202 => 0.042291846088809
203 => 0.041093859398858
204 => 0.042690105533806
205 => 0.042567538735961
206 => 0.042013245194027
207 => 0.041678006730364
208 => 0.042295693878635
209 => 0.041601468457052
210 => 0.041476766495297
211 => 0.040721208284134
212 => 0.040451508378457
213 => 0.040251833305356
214 => 0.04003201066954
215 => 0.040516884627763
216 => 0.039418096447948
217 => 0.038093065618625
218 => 0.037982903642199
219 => 0.038287070544651
220 => 0.038152499332878
221 => 0.03798225936701
222 => 0.037657224910071
223 => 0.03756079412996
224 => 0.037874147383758
225 => 0.037520389829849
226 => 0.038042378370813
227 => 0.037900426370614
228 => 0.037107494036728
301 => 0.036119206767555
302 => 0.036110408937856
303 => 0.035897484066829
304 => 0.035626292230107
305 => 0.03555085286516
306 => 0.036651279495551
307 => 0.038929129687463
308 => 0.038481933190455
309 => 0.038805078490083
310 => 0.040394633535598
311 => 0.040899905284979
312 => 0.040541275365285
313 => 0.040050360611879
314 => 0.040071958369594
315 => 0.041749562691986
316 => 0.041854192815782
317 => 0.042118559383658
318 => 0.042458345133361
319 => 0.040599142347735
320 => 0.039984390085586
321 => 0.039693086358624
322 => 0.038795983628308
323 => 0.039763432011178
324 => 0.03919974126875
325 => 0.039275802408321
326 => 0.039226267491393
327 => 0.039253316905572
328 => 0.037817202825422
329 => 0.038340447316295
330 => 0.03747045186528
331 => 0.036305625617945
401 => 0.036301720711923
402 => 0.03658681028575
403 => 0.036417227851682
404 => 0.035960885881966
405 => 0.036025707104891
406 => 0.035457804983974
407 => 0.03609466070457
408 => 0.036112923447857
409 => 0.035867699305662
410 => 0.036848863412394
411 => 0.037250847147476
412 => 0.037089435363873
413 => 0.037239522066447
414 => 0.038500516223877
415 => 0.03870611329257
416 => 0.038797425929504
417 => 0.038675079092619
418 => 0.037262570724806
419 => 0.037325221477367
420 => 0.036865531824496
421 => 0.036477142508722
422 => 0.036492676044519
423 => 0.036692358639904
424 => 0.037564384245179
425 => 0.039399510722763
426 => 0.039469152431128
427 => 0.039553560213257
428 => 0.039210231343384
429 => 0.039106680071016
430 => 0.039243290928121
501 => 0.039932467946735
502 => 0.041705218348347
503 => 0.041078609958399
504 => 0.040569167583631
505 => 0.041016085890981
506 => 0.040947286320625
507 => 0.040366548709389
508 => 0.040350249338848
509 => 0.039235628189839
510 => 0.038823578129746
511 => 0.03847923825812
512 => 0.038103228107524
513 => 0.037880316686276
514 => 0.038222809940742
515 => 0.038301142200299
516 => 0.037552274713653
517 => 0.037450206842383
518 => 0.038061748197406
519 => 0.03779263164762
520 => 0.038069424692844
521 => 0.038133643053623
522 => 0.038123302418463
523 => 0.037842313832648
524 => 0.038021407578046
525 => 0.037597797479764
526 => 0.037137185122062
527 => 0.036843343135011
528 => 0.036586927028826
529 => 0.036729201587529
530 => 0.036222018764061
531 => 0.03605976077126
601 => 0.037960734646842
602 => 0.039365004487648
603 => 0.039344585848011
604 => 0.039220292630467
605 => 0.039035618121156
606 => 0.039918957856113
607 => 0.039611219955389
608 => 0.039835124990527
609 => 0.039892118219235
610 => 0.04006461955727
611 => 0.040126273958627
612 => 0.039939911535992
613 => 0.039314456483378
614 => 0.037755881958744
615 => 0.037030361310236
616 => 0.036790927411726
617 => 0.036799630379187
618 => 0.036559563684852
619 => 0.036630274085368
620 => 0.036534973493224
621 => 0.036354497227393
622 => 0.036718057686683
623 => 0.036759954642816
624 => 0.036675095287394
625 => 0.036695082737549
626 => 0.035992483518558
627 => 0.036045900611213
628 => 0.035748467451396
629 => 0.035692702319541
630 => 0.034940817191992
701 => 0.033608743701048
702 => 0.034346841722533
703 => 0.033455323104866
704 => 0.033117691495644
705 => 0.034715987021213
706 => 0.034555562480263
707 => 0.034280985401029
708 => 0.033874828673963
709 => 0.033724181193056
710 => 0.032808894788261
711 => 0.032754814784603
712 => 0.033208455441631
713 => 0.032999115887234
714 => 0.032705123869773
715 => 0.031640314584019
716 => 0.030443116400592
717 => 0.030479252288431
718 => 0.030860058755914
719 => 0.031967304918872
720 => 0.031534684687452
721 => 0.031220813745811
722 => 0.031162035153367
723 => 0.031897772299116
724 => 0.032938994502048
725 => 0.03342751266363
726 => 0.032943406002019
727 => 0.032387290335315
728 => 0.032421138519155
729 => 0.032646315321992
730 => 0.032669978220141
731 => 0.032308004090731
801 => 0.032409897687885
802 => 0.032255111996463
803 => 0.031305192493919
804 => 0.031288011462345
805 => 0.0310548858969
806 => 0.031047826947428
807 => 0.030651222204708
808 => 0.030595734459602
809 => 0.029808251670744
810 => 0.030326575227088
811 => 0.0299789109987
812 => 0.029454899000819
813 => 0.029364559134873
814 => 0.029361843409414
815 => 0.029899886564299
816 => 0.030320287879559
817 => 0.029984958766801
818 => 0.029908610827908
819 => 0.030723807072791
820 => 0.030620065919951
821 => 0.03053022675065
822 => 0.032845764474
823 => 0.031012835682307
824 => 0.030213574109211
825 => 0.029224336136848
826 => 0.02954643700882
827 => 0.029614308395191
828 => 0.027235369395206
829 => 0.02627023413919
830 => 0.02593903608968
831 => 0.025748426929734
901 => 0.025835289917441
902 => 0.024966554987952
903 => 0.025550359228118
904 => 0.024798108211516
905 => 0.024671990880546
906 => 0.026017108884249
907 => 0.026204274196399
908 => 0.025405768827063
909 => 0.025918538540453
910 => 0.025732601114346
911 => 0.024811003396104
912 => 0.024775805142081
913 => 0.024313379802794
914 => 0.023589773689999
915 => 0.023259066279508
916 => 0.023086830988791
917 => 0.023157898626539
918 => 0.023121964654188
919 => 0.02288747117792
920 => 0.02313540554576
921 => 0.022502035689482
922 => 0.022249822709305
923 => 0.022135903957456
924 => 0.021573751754601
925 => 0.022468385899562
926 => 0.022644640096424
927 => 0.0228212415685
928 => 0.024358436811983
929 => 0.024281642881687
930 => 0.0249758226114
1001 => 0.024948848063618
1002 => 0.024750856759738
1003 => 0.023915564016656
1004 => 0.024248496816387
1005 => 0.023223781408061
1006 => 0.023991567865854
1007 => 0.023641182190046
1008 => 0.023873102116407
1009 => 0.023456089177433
1010 => 0.023686881355904
1011 => 0.022686436505099
1012 => 0.021752235180057
1013 => 0.02212818506429
1014 => 0.022536885583537
1015 => 0.023423052444219
1016 => 0.022895258772714
1017 => 0.023085073335076
1018 => 0.022449226325739
1019 => 0.02113729232476
1020 => 0.02114471772873
1021 => 0.020942905264715
1022 => 0.020768509830704
1023 => 0.022955882224931
1024 => 0.022683847890468
1025 => 0.022250396781476
1026 => 0.022830588315524
1027 => 0.022984000166005
1028 => 0.022988367585716
1029 => 0.023411660352047
1030 => 0.023637571777318
1031 => 0.023677389645178
1101 => 0.024343449958845
1102 => 0.024566704590438
1103 => 0.025486258821793
1104 => 0.023618404771239
1105 => 0.023579937546243
1106 => 0.022838752800233
1107 => 0.022368681716646
1108 => 0.022870938969489
1109 => 0.023315870330557
1110 => 0.022852578057863
1111 => 0.022913074248043
1112 => 0.02229114222432
1113 => 0.02251345365818
1114 => 0.022704938213603
1115 => 0.02259921169704
1116 => 0.022440933984524
1117 => 0.023279391032879
1118 => 0.023232082000271
1119 => 0.024012872479744
1120 => 0.024621554493356
1121 => 0.025712421476673
1122 => 0.0245740449114
1123 => 0.024532557944724
1124 => 0.024938099698697
1125 => 0.024566642504109
1126 => 0.024801390628822
1127 => 0.02567459992459
1128 => 0.025693049461024
1129 => 0.025383995954863
1130 => 0.025365190020926
1201 => 0.02542454712746
1202 => 0.02577220355441
1203 => 0.02565072171643
1204 => 0.025791303574884
1205 => 0.025967103341546
1206 => 0.026694285714016
1207 => 0.026869606922154
1208 => 0.026443667280003
1209 => 0.026482124860645
1210 => 0.026322811742176
1211 => 0.026168917265922
1212 => 0.026514849574057
1213 => 0.02714704766649
1214 => 0.027143114794969
1215 => 0.027289772464238
1216 => 0.027381138977216
1217 => 0.026988927019142
1218 => 0.026733611456469
1219 => 0.026831515689349
1220 => 0.026988066689801
1221 => 0.026780748309844
1222 => 0.025501083229535
1223 => 0.025889251869579
1224 => 0.025824641627399
1225 => 0.02573262878566
1226 => 0.026122935354844
1227 => 0.026085289334087
1228 => 0.024957644855601
1229 => 0.02502983299648
1230 => 0.024962034855542
1231 => 0.025181104519107
]
'min_raw' => 0.020768509830704
'max_raw' => 0.046524025804725
'avg_raw' => 0.033646267817715
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.020768'
'max' => '$0.046524'
'avg' => '$0.033646'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0050645087739156
'max_diff' => -0.033808044861689
'year' => 2034
]
9 => [
'items' => [
101 => 0.024554812023351
102 => 0.024747455376901
103 => 0.024868279482328
104 => 0.02493944580864
105 => 0.025196547378483
106 => 0.025166379476717
107 => 0.025194672099351
108 => 0.02557588585513
109 => 0.027503934215098
110 => 0.027608873633332
111 => 0.027092113558158
112 => 0.027298549015548
113 => 0.026902238079831
114 => 0.02716828426603
115 => 0.027350306309788
116 => 0.026527783694875
117 => 0.026479079243747
118 => 0.026081132591822
119 => 0.026294966581716
120 => 0.025954741328587
121 => 0.026038220705131
122 => 0.025804805090713
123 => 0.02622490672408
124 => 0.026694645627377
125 => 0.026813320224902
126 => 0.026501138451442
127 => 0.026275098273675
128 => 0.025878246183781
129 => 0.026538220053701
130 => 0.026731216525605
131 => 0.026537206325395
201 => 0.0264922499228
202 => 0.026407057621116
203 => 0.026510323872332
204 => 0.026730165425371
205 => 0.026626492208794
206 => 0.02669497019483
207 => 0.026434002726253
208 => 0.02698905685762
209 => 0.027870616399282
210 => 0.027873450757358
211 => 0.027769776981944
212 => 0.027727355906727
213 => 0.027833731491753
214 => 0.027891435882874
215 => 0.028235435018901
216 => 0.028604559797389
217 => 0.030327104076831
218 => 0.029843420536036
219 => 0.031371764295374
220 => 0.032580485778412
221 => 0.032942928500191
222 => 0.032609498250402
223 => 0.031468851377425
224 => 0.031412885800093
225 => 0.03311749379701
226 => 0.032635863961888
227 => 0.032578575625534
228 => 0.031969124516897
301 => 0.03232938560409
302 => 0.032250591219609
303 => 0.032126210428954
304 => 0.032813563487313
305 => 0.034100227052131
306 => 0.033899688469299
307 => 0.033749995719933
308 => 0.033094085667113
309 => 0.033489090021725
310 => 0.033348436536858
311 => 0.033952773168754
312 => 0.033594777535714
313 => 0.032632215142191
314 => 0.032785506376007
315 => 0.032762336714395
316 => 0.033239166708552
317 => 0.033096034179954
318 => 0.032734387790991
319 => 0.034095829375944
320 => 0.034007424932154
321 => 0.03413276222138
322 => 0.034187939572281
323 => 0.035016625073751
324 => 0.035356111008724
325 => 0.035433180259501
326 => 0.035755665640942
327 => 0.035425156529433
328 => 0.036747428624469
329 => 0.037626662410952
330 => 0.038647937698908
331 => 0.040140295387532
401 => 0.040701435683535
402 => 0.040600070711634
403 => 0.041731559279105
404 => 0.043764819083274
405 => 0.041011050651179
406 => 0.043910775496847
407 => 0.042992756089642
408 => 0.040816148589622
409 => 0.040676000727137
410 => 0.042150024597084
411 => 0.045419267671084
412 => 0.044600359360495
413 => 0.045420607111714
414 => 0.044463744539893
415 => 0.044416228248131
416 => 0.045374134432358
417 => 0.047612334444554
418 => 0.046549049516433
419 => 0.04502456984381
420 => 0.046150221910544
421 => 0.045175077916158
422 => 0.042977805571189
423 => 0.044599733156743
424 => 0.043515196370121
425 => 0.043831721861604
426 => 0.046111256874412
427 => 0.045836977190769
428 => 0.046191920499018
429 => 0.045565454850443
430 => 0.044980237150109
501 => 0.043887884853599
502 => 0.043564493190919
503 => 0.043653867012071
504 => 0.043564448901692
505 => 0.04295328783103
506 => 0.04282130765601
507 => 0.042601334915459
508 => 0.042669513665844
509 => 0.042255900558313
510 => 0.043036473949053
511 => 0.043181355248764
512 => 0.043749391468126
513 => 0.043808366872808
514 => 0.045390339658242
515 => 0.044519015631997
516 => 0.045103575015299
517 => 0.04505128652197
518 => 0.040863322274199
519 => 0.04144038679682
520 => 0.042338118101196
521 => 0.041933691365421
522 => 0.041361926582316
523 => 0.040900195863871
524 => 0.040200626611036
525 => 0.041185256900363
526 => 0.042479941027071
527 => 0.043841202198815
528 => 0.045476668303301
529 => 0.045111651307704
530 => 0.043810628297598
531 => 0.043868991239434
601 => 0.044229767980889
602 => 0.043762529320681
603 => 0.043624731518203
604 => 0.044210836678858
605 => 0.044214872862982
606 => 0.043677258316734
607 => 0.043079798131002
608 => 0.043077294751009
609 => 0.042970982481739
610 => 0.044482657256422
611 => 0.045313925534939
612 => 0.045409229103415
613 => 0.045307510845441
614 => 0.045346658165882
615 => 0.044862961470359
616 => 0.045968548680524
617 => 0.046983144835815
618 => 0.046711211392511
619 => 0.046303544503383
620 => 0.045978818190295
621 => 0.046634716193099
622 => 0.046605510087513
623 => 0.046974283223512
624 => 0.046957553543927
625 => 0.046833549008549
626 => 0.046711215821104
627 => 0.047196253081408
628 => 0.0470565701399
629 => 0.046916670232203
630 => 0.046636079549713
701 => 0.046674216483581
702 => 0.046266619983889
703 => 0.046078047192784
704 => 0.043242364863966
705 => 0.042484577887113
706 => 0.042722993096207
707 => 0.042801485573489
708 => 0.042471695710032
709 => 0.042944529658165
710 => 0.042870838988203
711 => 0.043157526277423
712 => 0.042978416505634
713 => 0.042985767233144
714 => 0.043512490881747
715 => 0.043665400997778
716 => 0.043587629678629
717 => 0.043642098044716
718 => 0.044897298551547
719 => 0.044718849178528
720 => 0.04462405150574
721 => 0.044650311108961
722 => 0.044971041750259
723 => 0.045060828818579
724 => 0.044680394700883
725 => 0.044859809630052
726 => 0.045623735627307
727 => 0.045891066491879
728 => 0.0467442582855
729 => 0.046381807247295
730 => 0.047047101814433
731 => 0.049091990498185
801 => 0.0507255890743
802 => 0.049223264312388
803 => 0.052223160059899
804 => 0.054559009208823
805 => 0.054469355427927
806 => 0.054062046099648
807 => 0.051402743945361
808 => 0.048955614455024
809 => 0.051002742184298
810 => 0.051007960733875
811 => 0.050832110646423
812 => 0.049739920856007
813 => 0.050794104809175
814 => 0.050877782103144
815 => 0.05083094507011
816 => 0.049993565718572
817 => 0.048715042222347
818 => 0.048964862653156
819 => 0.049374073615021
820 => 0.048599351893862
821 => 0.048351781361907
822 => 0.048812062083032
823 => 0.050295182469793
824 => 0.050014807151807
825 => 0.050007485419169
826 => 0.051207049927151
827 => 0.050348420621659
828 => 0.048968013688825
829 => 0.048619442732953
830 => 0.047382250665142
831 => 0.048236783633106
901 => 0.048267536753327
902 => 0.047799517779889
903 => 0.049005990849119
904 => 0.048994872987391
905 => 0.050140239606807
906 => 0.052329750403074
907 => 0.051682204321335
908 => 0.050929178681086
909 => 0.051011053447318
910 => 0.051909017548732
911 => 0.05136608795449
912 => 0.051561329222019
913 => 0.05190872202769
914 => 0.052118312732629
915 => 0.050980896570295
916 => 0.05071571045395
917 => 0.050173232727589
918 => 0.050031710414608
919 => 0.05047354720356
920 => 0.050357138819995
921 => 0.048264952072655
922 => 0.048046306916741
923 => 0.048053012451519
924 => 0.047503218810962
925 => 0.04666465154352
926 => 0.048868356254108
927 => 0.04869136792502
928 => 0.048495986507516
929 => 0.048519919616329
930 => 0.049476473140713
1001 => 0.048921623789459
1002 => 0.050396781727787
1003 => 0.050093533602973
1004 => 0.049782508308018
1005 => 0.049739515138193
1006 => 0.049619796935067
1007 => 0.049209238671365
1008 => 0.048713464897218
1009 => 0.048386112108337
1010 => 0.044633630739732
1011 => 0.045330069454565
1012 => 0.046131258713594
1013 => 0.046407826035247
1014 => 0.045934738493684
1015 => 0.049227919051008
1016 => 0.049829614872709
1017 => 0.04800703898113
1018 => 0.047666109447099
1019 => 0.049250270334501
1020 => 0.048294827663605
1021 => 0.048725063439807
1022 => 0.047795129018047
1023 => 0.049684683968971
1024 => 0.049670288726116
1025 => 0.048935209172672
1026 => 0.049556493377635
1027 => 0.049448529957969
1028 => 0.048618626952552
1029 => 0.049710993374514
1030 => 0.049711535174631
1031 => 0.049004037086449
1101 => 0.048177834210699
1102 => 0.048030128650556
1103 => 0.047918852352438
1104 => 0.048697696291831
1105 => 0.049396005332509
1106 => 0.050695385331719
1107 => 0.051022080336027
1108 => 0.052297192687162
1109 => 0.051537925366155
1110 => 0.051874498735399
1111 => 0.052239896738924
1112 => 0.052415081978881
1113 => 0.05212962703133
1114 => 0.054110401369824
1115 => 0.054277639413351
1116 => 0.054333712882742
1117 => 0.053665806920503
1118 => 0.054259063740308
1119 => 0.053981498520922
1120 => 0.054703646111926
1121 => 0.054816888075038
1122 => 0.054720976160982
1123 => 0.054756920947476
1124 => 0.053066679482109
1125 => 0.052979031545396
1126 => 0.051783945709096
1127 => 0.052270952021016
1128 => 0.0513605170637
1129 => 0.051649225367185
1130 => 0.051776485236447
1201 => 0.051710011902678
1202 => 0.052298486627194
1203 => 0.051798162893912
1204 => 0.050477726300943
1205 => 0.049156929955908
1206 => 0.049140348433693
1207 => 0.048792606070037
1208 => 0.048541252033305
1209 => 0.048589671738043
1210 => 0.048760309093022
1211 => 0.048531334280032
1212 => 0.048580197665701
1213 => 0.049391655442844
1214 => 0.049554387512997
1215 => 0.04900136035509
1216 => 0.046780876514655
1217 => 0.04623596421055
1218 => 0.04662763636866
1219 => 0.046440442304001
1220 => 0.037481061467241
1221 => 0.039585935098463
1222 => 0.038335290661546
1223 => 0.038911645157461
1224 => 0.037635061040175
1225 => 0.03824431389245
1226 => 0.038131807136987
1227 => 0.041516381648253
1228 => 0.04146353617259
1229 => 0.04148883050527
1230 => 0.040281466102433
1231 => 0.042204830379668
]
'min_raw' => 0.024554812023351
'max_raw' => 0.054816888075038
'avg_raw' => 0.039685850049195
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.024554'
'max' => '$0.054816'
'avg' => '$0.039685'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0037863021926467
'max_diff' => 0.0082928622703131
'year' => 2035
]
10 => [
'items' => [
101 => 0.043152348784576
102 => 0.042976988345213
103 => 0.043021122789809
104 => 0.042262746807252
105 => 0.041496173242509
106 => 0.040645925184383
107 => 0.042225580982544
108 => 0.042049950223413
109 => 0.042452783994909
110 => 0.043477303696145
111 => 0.043628168113924
112 => 0.043830931421334
113 => 0.043758255209303
114 => 0.045489697429363
115 => 0.04528000835209
116 => 0.045785298696653
117 => 0.044745878121417
118 => 0.043569675077829
119 => 0.043793232823441
120 => 0.043771702414801
121 => 0.043497595601358
122 => 0.043250144226325
123 => 0.042838207405889
124 => 0.044141636460928
125 => 0.044088719621634
126 => 0.044945381740701
127 => 0.044793958389985
128 => 0.043782716194317
129 => 0.043818832907168
130 => 0.044061735158187
131 => 0.044902422622374
201 => 0.045151995900112
202 => 0.045036383614088
203 => 0.045310029319675
204 => 0.045526307727937
205 => 0.045337190557872
206 => 0.048014690873174
207 => 0.04690280606759
208 => 0.047444730985387
209 => 0.047573976885074
210 => 0.047242916230773
211 => 0.047314711432298
212 => 0.047423461599586
213 => 0.048083771319896
214 => 0.049816615088147
215 => 0.050584079797238
216 => 0.052893035240582
217 => 0.050520352536773
218 => 0.050379567364266
219 => 0.050795479963387
220 => 0.052151081236385
221 => 0.053249668742997
222 => 0.053614133597974
223 => 0.053662303645219
224 => 0.054346063942321
225 => 0.054737982593245
226 => 0.054263037457572
227 => 0.053860571183917
228 => 0.052418986947637
229 => 0.05258585424829
301 => 0.053735404475448
302 => 0.055359211879481
303 => 0.056752607560506
304 => 0.056264688957753
305 => 0.059987163479903
306 => 0.060356231623829
307 => 0.06030523833974
308 => 0.061146030496308
309 => 0.059477229289866
310 => 0.058763784442611
311 => 0.053947588960467
312 => 0.055300743440889
313 => 0.057267632946158
314 => 0.057007307744678
315 => 0.055578900010845
316 => 0.056751523985151
317 => 0.056363817827903
318 => 0.056058017895739
319 => 0.057458946667218
320 => 0.055918567935995
321 => 0.057252266489986
322 => 0.055541784299147
323 => 0.056266917728831
324 => 0.055855296923385
325 => 0.056121666030857
326 => 0.05456447767139
327 => 0.055404698711548
328 => 0.054529521713729
329 => 0.054529106765881
330 => 0.054509787185147
331 => 0.055539429041952
401 => 0.055573005625937
402 => 0.054812098738056
403 => 0.054702440167912
404 => 0.055107905376115
405 => 0.054633211808816
406 => 0.05485531794127
407 => 0.054639939177305
408 => 0.054591452880966
409 => 0.054205105822471
410 => 0.054038656886838
411 => 0.05410392580336
412 => 0.053881129342836
413 => 0.053746886416471
414 => 0.054483082888248
415 => 0.054089762811458
416 => 0.054422800945476
417 => 0.054043261958999
418 => 0.052727614474608
419 => 0.051970971693615
420 => 0.049485835556186
421 => 0.050190617081959
422 => 0.050657887962696
423 => 0.0505034549394
424 => 0.050835236831086
425 => 0.050855605544615
426 => 0.050747739869512
427 => 0.050622845236191
428 => 0.050562053435797
429 => 0.051015145710147
430 => 0.051278181025792
501 => 0.050704784846856
502 => 0.050570446144796
503 => 0.051150181339771
504 => 0.051503819473804
505 => 0.054114884763399
506 => 0.053921448613116
507 => 0.054406935390399
508 => 0.054352277029679
509 => 0.05486114451638
510 => 0.055692927793691
511 => 0.054001679820656
512 => 0.05429522198982
513 => 0.054223252228819
514 => 0.055008999207937
515 => 0.055011452224239
516 => 0.054540357659285
517 => 0.054795745665583
518 => 0.054653195086671
519 => 0.054910803249631
520 => 0.053918865155396
521 => 0.055126938681074
522 => 0.055811838523594
523 => 0.055821348358572
524 => 0.056145985448226
525 => 0.056475835533026
526 => 0.057108954046912
527 => 0.056458178201299
528 => 0.055287495806793
529 => 0.055372015294396
530 => 0.054685644634833
531 => 0.054697182649623
601 => 0.054635591822422
602 => 0.054820430531193
603 => 0.053959426857589
604 => 0.054161502698834
605 => 0.053878595337737
606 => 0.054294607004467
607 => 0.053847047220257
608 => 0.054223217522821
609 => 0.054385560155165
610 => 0.0549846079635
611 => 0.053758567371895
612 => 0.051258587609962
613 => 0.051784113665245
614 => 0.051006819350301
615 => 0.051078760898517
616 => 0.051224094275326
617 => 0.050753021250965
618 => 0.050842887138796
619 => 0.050839676496906
620 => 0.050812008919629
621 => 0.050689464632289
622 => 0.050511751170998
623 => 0.051219706903462
624 => 0.051340002377831
625 => 0.051607404315896
626 => 0.052403011103109
627 => 0.052323511223367
628 => 0.052453178825645
629 => 0.052170115177924
630 => 0.051091891409288
701 => 0.051150444147416
702 => 0.050420290564717
703 => 0.051588732647177
704 => 0.051312030139369
705 => 0.051133638232528
706 => 0.051084962347957
707 => 0.051882541290509
708 => 0.052121189410638
709 => 0.051972479917253
710 => 0.051667472407771
711 => 0.052253176993352
712 => 0.052409886831561
713 => 0.052444968385099
714 => 0.053482724613034
715 => 0.052502967430207
716 => 0.052738804722063
717 => 0.054578739950393
718 => 0.052910172592003
719 => 0.053794049935235
720 => 0.053750788738759
721 => 0.054202950478778
722 => 0.053713698278465
723 => 0.053719763145852
724 => 0.054121252138899
725 => 0.053557433257085
726 => 0.053417823772946
727 => 0.053224954270509
728 => 0.05364607777309
729 => 0.05389852226711
730 => 0.055933039488861
731 => 0.057247430399369
801 => 0.057190369223484
802 => 0.057711801557024
803 => 0.057476891514992
804 => 0.056718305023131
805 => 0.05801311966497
806 => 0.057603386134946
807 => 0.057637164069335
808 => 0.05763590685293
809 => 0.057908343830869
810 => 0.057715297263517
811 => 0.057334782663443
812 => 0.057587386012845
813 => 0.058337527653219
814 => 0.060665990322097
815 => 0.061969028879628
816 => 0.06058754576479
817 => 0.06154047431861
818 => 0.060969056749479
819 => 0.060865213178968
820 => 0.061463722731634
821 => 0.062063279896042
822 => 0.062025090696626
823 => 0.061589842982867
824 => 0.061343982593366
825 => 0.063205719831938
826 => 0.064577416115451
827 => 0.064483875624884
828 => 0.064896732929249
829 => 0.066108894744063
830 => 0.066219719629103
831 => 0.066205758240869
901 => 0.065931067199916
902 => 0.067124597925703
903 => 0.068120262255329
904 => 0.065867484160523
905 => 0.066725312567994
906 => 0.067110419377613
907 => 0.067675870430176
908 => 0.068629881136448
909 => 0.069666189802303
910 => 0.069812735210201
911 => 0.069708754230454
912 => 0.069025280807851
913 => 0.070159222115763
914 => 0.070823458339742
915 => 0.071218995810346
916 => 0.072222013024637
917 => 0.067112797666163
918 => 0.063496241090956
919 => 0.062931463558027
920 => 0.064079960880017
921 => 0.064382810464731
922 => 0.064260732176874
923 => 0.06018996894854
924 => 0.062910031832094
925 => 0.065836590785415
926 => 0.065949011833598
927 => 0.067414108437093
928 => 0.06789120394753
929 => 0.069070798747944
930 => 0.068997014772009
1001 => 0.069284227334457
1002 => 0.069218202140179
1003 => 0.071403153114957
1004 => 0.073813478508496
1005 => 0.073730016604483
1006 => 0.073383503811486
1007 => 0.073898134398298
1008 => 0.076385848510597
1009 => 0.076156819659943
1010 => 0.076379301679723
1011 => 0.079312456819547
1012 => 0.083125975737773
1013 => 0.081354213329218
1014 => 0.085198427944883
1015 => 0.087618157272384
1016 => 0.091802828939614
1017 => 0.091278887436934
1018 => 0.092907949408448
1019 => 0.090340922797246
1020 => 0.084446510816254
1021 => 0.083513697557359
1022 => 0.08538121332426
1023 => 0.089972318607663
1024 => 0.085236623080529
1025 => 0.086194648117885
1026 => 0.085918736842677
1027 => 0.085904034703369
1028 => 0.086465155562849
1029 => 0.085651220490077
1030 => 0.082335102579478
1031 => 0.0838548598759
1101 => 0.083268008599012
1102 => 0.08391916384338
1103 => 0.087433180140385
1104 => 0.085879549771793
1105 => 0.084242926385164
1106 => 0.086295615307801
1107 => 0.088909393686758
1108 => 0.088745828133214
1109 => 0.088428442594242
1110 => 0.090217528259664
1111 => 0.093172573626025
1112 => 0.093971310514218
1113 => 0.094560921755626
1114 => 0.094642219184252
1115 => 0.095479633225176
1116 => 0.090976646871618
1117 => 0.098123001859606
1118 => 0.099356979951959
1119 => 0.099125043213749
1120 => 0.10049655792966
1121 => 0.10009302350827
1122 => 0.099508365444285
1123 => 0.10168250799856
1124 => 0.099190029004341
1125 => 0.095652268866434
1126 => 0.093711383685817
1127 => 0.096267297858395
1128 => 0.097828105454477
1129 => 0.098859699989479
1130 => 0.099171859872464
1201 => 0.091326200883886
1202 => 0.087097825829239
1203 => 0.089808165760849
1204 => 0.093114967535084
1205 => 0.090958277420797
1206 => 0.091042815590123
1207 => 0.087967942255342
1208 => 0.093387025596214
1209 => 0.092597510735113
1210 => 0.096693515231128
1211 => 0.095715970885664
1212 => 0.099056103546186
1213 => 0.098176534676635
1214 => 0.10182757587811
1215 => 0.10328407506137
1216 => 0.10572976387606
1217 => 0.10752882252389
1218 => 0.10858526417241
1219 => 0.10852183937844
1220 => 0.112707987507
1221 => 0.11023956220847
1222 => 0.10713863827033
1223 => 0.10708255233958
1224 => 0.10868856478757
1225 => 0.11205432629056
1226 => 0.11292701927845
1227 => 0.11341473560371
1228 => 0.11266778107405
1229 => 0.10998848232612
1230 => 0.10883157471112
1231 => 0.10981729351794
]
'min_raw' => 0.040645925184383
'max_raw' => 0.11341473560371
'avg_raw' => 0.077030330394048
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.040645'
'max' => '$0.113414'
'avg' => '$0.07703'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.016091113161032
'max_diff' => 0.058597847528675
'year' => 2036
]
11 => [
'items' => [
101 => 0.10861184412099
102 => 0.1106927879695
103 => 0.11355036833913
104 => 0.1129602892929
105 => 0.11493283507486
106 => 0.11697421244132
107 => 0.11989347375935
108 => 0.12065667676781
109 => 0.1219182223188
110 => 0.12321676708689
111 => 0.12363382466963
112 => 0.12443011700046
113 => 0.12442592014682
114 => 0.12682560068244
115 => 0.12947252262515
116 => 0.13047167438213
117 => 0.13276916875378
118 => 0.12883479015614
119 => 0.13181906151733
120 => 0.13451094898628
121 => 0.13130156977231
122 => 0.13572495132932
123 => 0.13589670121158
124 => 0.13848992052287
125 => 0.13586119595017
126 => 0.13430026769009
127 => 0.13880660908973
128 => 0.14098708574459
129 => 0.14033030843083
130 => 0.13533220064409
131 => 0.13242308753328
201 => 0.12480937739628
202 => 0.13382814594136
203 => 0.13822092501858
204 => 0.1353208244075
205 => 0.13678346646695
206 => 0.14476316728005
207 => 0.14780132070231
208 => 0.14716940602877
209 => 0.1472761892064
210 => 0.14891552164666
211 => 0.15618522448367
212 => 0.15182905003334
213 => 0.15515918217787
214 => 0.15692547225965
215 => 0.15856610092401
216 => 0.15453723545034
217 => 0.14929574066488
218 => 0.14763553924334
219 => 0.13503246655646
220 => 0.13437642189074
221 => 0.13400816413968
222 => 0.13168635111036
223 => 0.12986204206742
224 => 0.12841128378422
225 => 0.12460406081602
226 => 0.12588888680559
227 => 0.11982096802346
228 => 0.12370300742642
301 => 0.11401846253513
302 => 0.12208403929841
303 => 0.11769431256293
304 => 0.12064189600448
305 => 0.12063161216353
306 => 0.11520417651545
307 => 0.11207374490134
308 => 0.11406857776407
309 => 0.11620719694296
310 => 0.11655418070955
311 => 0.11932695629865
312 => 0.12010077836495
313 => 0.11775606137775
314 => 0.11381777186821
315 => 0.11473254669846
316 => 0.1120552070186
317 => 0.10736327221203
318 => 0.11073310170343
319 => 0.11188370965274
320 => 0.11239188367184
321 => 0.10777790466193
322 => 0.10632809228266
323 => 0.10555622433704
324 => 0.1132221651179
325 => 0.11364212265876
326 => 0.11149356050371
327 => 0.12120526517954
328 => 0.11900720730765
329 => 0.1214629764878
330 => 0.11464954047083
331 => 0.11490982290219
401 => 0.1116842331016
402 => 0.11349034785594
403 => 0.11221384416136
404 => 0.11334443163216
405 => 0.11402210110057
406 => 0.11724716161361
407 => 0.12212086430898
408 => 0.11676544511925
409 => 0.11443201228728
410 => 0.11587966089251
411 => 0.11973493989715
412 => 0.12557588493729
413 => 0.12211792791355
414 => 0.12365251052077
415 => 0.12398774855162
416 => 0.12143797906284
417 => 0.12566989857529
418 => 0.12793781862207
419 => 0.13026423531013
420 => 0.13228419773566
421 => 0.12933501332592
422 => 0.13249106339332
423 => 0.12994784415683
424 => 0.12766631358852
425 => 0.12766977372862
426 => 0.12623853627528
427 => 0.12346533336191
428 => 0.12295391219612
429 => 0.12561438968594
430 => 0.12774784068462
501 => 0.12792356192741
502 => 0.12910475002095
503 => 0.12980376496751
504 => 0.13665506170846
505 => 0.13941070993457
506 => 0.14278026442371
507 => 0.14409289579491
508 => 0.14804344561784
509 => 0.14485305578786
510 => 0.14416279487965
511 => 0.13458005322421
512 => 0.13614922663345
513 => 0.13866162466436
514 => 0.13462148174236
515 => 0.13718402251366
516 => 0.13768992234395
517 => 0.13448419923186
518 => 0.13619651445714
519 => 0.13164911288486
520 => 0.12221998523664
521 => 0.12568039588982
522 => 0.1282284228922
523 => 0.12459207419035
524 => 0.13111008849229
525 => 0.12730239909622
526 => 0.12609554435899
527 => 0.12138717375428
528 => 0.1236093434379
529 => 0.1266148597534
530 => 0.12475780009919
531 => 0.12861147772058
601 => 0.13406931297074
602 => 0.13795889138972
603 => 0.13825748492364
604 => 0.13575674658175
605 => 0.13976419573412
606 => 0.13979338562617
607 => 0.13527296661138
608 => 0.13250423513463
609 => 0.13187517351765
610 => 0.13344669277166
611 => 0.13535480726448
612 => 0.13836337199819
613 => 0.14018138465677
614 => 0.14492179747093
615 => 0.14620441726015
616 => 0.14761362754249
617 => 0.14949676706404
618 => 0.15175795888674
619 => 0.14681059990841
620 => 0.14700716770365
621 => 0.14240025552387
622 => 0.13747710916175
623 => 0.14121316357175
624 => 0.14609755772632
625 => 0.14497707231049
626 => 0.14485099481176
627 => 0.14506302219363
628 => 0.14421821278172
629 => 0.14039717112176
630 => 0.13847826792112
701 => 0.14095414261437
702 => 0.14226995982533
703 => 0.1443106775682
704 => 0.14405911603207
705 => 0.14931578578063
706 => 0.15135836869148
707 => 0.15083578857583
708 => 0.1509319558937
709 => 0.15462995468732
710 => 0.15874288989727
711 => 0.162595196471
712 => 0.16651392817822
713 => 0.16178974415447
714 => 0.15939109485437
715 => 0.16186588865818
716 => 0.16055272823064
717 => 0.16809853755601
718 => 0.16862099302179
719 => 0.17616625669925
720 => 0.18332761040246
721 => 0.17882969245045
722 => 0.18307102648852
723 => 0.18765837505173
724 => 0.19650811470063
725 => 0.19352783372447
726 => 0.1912449852037
727 => 0.1890877043822
728 => 0.19357666331304
729 => 0.1993516372647
730 => 0.20059551134187
731 => 0.20261106254336
801 => 0.20049195690487
802 => 0.2030441862346
803 => 0.21205467727496
804 => 0.20961996305805
805 => 0.2061622774702
806 => 0.2132751947698
807 => 0.21584933188976
808 => 0.23391597428372
809 => 0.25672585660186
810 => 0.24728241554439
811 => 0.24142056694208
812 => 0.24279824040853
813 => 0.25112763726787
814 => 0.25380277517725
815 => 0.24653082816422
816 => 0.2490994027861
817 => 0.26325250148936
818 => 0.27084518485788
819 => 0.26053330101
820 => 0.23208322244894
821 => 0.20585095071437
822 => 0.21280893043297
823 => 0.21202011146413
824 => 0.22722585038576
825 => 0.20956189592919
826 => 0.2098593116205
827 => 0.22537948911987
828 => 0.22123897184624
829 => 0.21453186414035
830 => 0.20589992002315
831 => 0.18994297296432
901 => 0.17580945996193
902 => 0.20352853371328
903 => 0.20233323684925
904 => 0.20060226985708
905 => 0.20445434958797
906 => 0.2231589553293
907 => 0.22272775362606
908 => 0.2199846683911
909 => 0.22206527436537
910 => 0.21416712385348
911 => 0.21620265707794
912 => 0.2058467953885
913 => 0.21052807737111
914 => 0.21451747369953
915 => 0.21531840407648
916 => 0.21712294111227
917 => 0.20170336971662
918 => 0.20862630457844
919 => 0.21269288021848
920 => 0.19431994353348
921 => 0.21232970633371
922 => 0.20143494928407
923 => 0.19773710510767
924 => 0.20271576513727
925 => 0.20077557648183
926 => 0.19910751620758
927 => 0.19817670991364
928 => 0.20183248836472
929 => 0.20166194193038
930 => 0.19568037882838
1001 => 0.18787767360153
1002 => 0.19049651759073
1003 => 0.18954506701766
1004 => 0.18609688740129
1005 => 0.18842054412793
1006 => 0.17818833587956
1007 => 0.16058435341216
1008 => 0.17221408345469
1009 => 0.17176635149877
1010 => 0.17154058474356
1011 => 0.1802800054484
1012 => 0.17943991180037
1013 => 0.17791513360297
1014 => 0.18606888365395
1015 => 0.18309265520193
1016 => 0.19226469000344
1017 => 0.19830598533373
1018 => 0.19677371742254
1019 => 0.20245558488079
1020 => 0.19055685046692
1021 => 0.19450913274484
1022 => 0.19532369264469
1023 => 0.18596826764399
1024 => 0.1795773615108
1025 => 0.17915116093338
1026 => 0.16807021041954
1027 => 0.17398956474172
1028 => 0.17919835158572
1029 => 0.17670374690563
1030 => 0.17591402958811
1031 => 0.17994852409454
1101 => 0.1802620388708
1102 => 0.17311386874731
1103 => 0.17460019966909
1104 => 0.18079844669487
1105 => 0.1744440197471
1106 => 0.16209840617734
1107 => 0.15903652332057
1108 => 0.15862801170578
1109 => 0.15032394255725
1110 => 0.15924113297402
1111 => 0.15534854039125
1112 => 0.1676451937198
1113 => 0.16062141128681
1114 => 0.16031863006438
1115 => 0.15986093183833
1116 => 0.15271327648541
1117 => 0.1542781587505
1118 => 0.15948006573798
1119 => 0.16133616475478
1120 => 0.16114255842076
1121 => 0.15945457355585
1122 => 0.16022732438312
1123 => 0.15773802472423
1124 => 0.15685900120438
1125 => 0.15408456118128
1126 => 0.15000690080594
1127 => 0.15057392449087
1128 => 0.14249501230944
1129 => 0.13809319217268
1130 => 0.13687482637388
1201 => 0.13524557670871
1202 => 0.13705885445883
1203 => 0.14247212576629
1204 => 0.13594257207991
1205 => 0.12474811027955
1206 => 0.12542091650819
1207 => 0.12693251234597
1208 => 0.12411566350247
1209 => 0.12144975247229
1210 => 0.12376754582083
1211 => 0.11902430478203
1212 => 0.12750571036441
1213 => 0.12727631211227
1214 => 0.13043765562677
1215 => 0.13241450860369
1216 => 0.12785850250564
1217 => 0.12671267929274
1218 => 0.12736539226957
1219 => 0.11657750069862
1220 => 0.12955605473269
1221 => 0.12966829380692
1222 => 0.12870723471102
1223 => 0.13561791406626
1224 => 0.15020160300076
1225 => 0.14471463259607
1226 => 0.14258991181082
1227 => 0.13855081604489
1228 => 0.14393267133522
1229 => 0.14351942881894
1230 => 0.14165058944277
1231 => 0.14052030955693
]
'min_raw' => 0.10555622433704
'max_raw' => 0.27084518485788
'avg_raw' => 0.18820070459746
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.105556'
'max' => '$0.270845'
'avg' => '$0.1882007'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.064910299152657
'max_diff' => 0.15743044925417
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0033132892655438
]
1 => [
'year' => 2028
'avg' => 0.0056865662344196
]
2 => [
'year' => 2029
'avg' => 0.015534674048588
]
3 => [
'year' => 2030
'avg' => 0.011984977893555
]
4 => [
'year' => 2031
'avg' => 0.01177073357343
]
5 => [
'year' => 2032
'avg' => 0.02063780034041
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0033132892655438
'min' => '$0.003313'
'max_raw' => 0.02063780034041
'max' => '$0.020637'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.02063780034041
]
1 => [
'year' => 2033
'avg' => 0.053082544635517
]
2 => [
'year' => 2034
'avg' => 0.033646267817715
]
3 => [
'year' => 2035
'avg' => 0.039685850049195
]
4 => [
'year' => 2036
'avg' => 0.077030330394048
]
5 => [
'year' => 2037
'avg' => 0.18820070459746
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.02063780034041
'min' => '$0.020637'
'max_raw' => 0.18820070459746
'max' => '$0.1882007'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.18820070459746
]
]
]
]
'prediction_2025_max_price' => '$0.005665'
'last_price' => false
'sma_50day_nextmonth' => '—'
'sma_200day_nextmonth' => '—'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'decrease'
'sma_200day_direction_label' => 'diminuir'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '—'
'daily_sma3_action' => '—'
'daily_sma5' => '—'
'daily_sma5_action' => '—'
'daily_sma10' => '—'
'daily_sma10_action' => '—'
'daily_sma21' => '—'
'daily_sma21_action' => '—'
'daily_sma50' => '—'
'daily_sma50_action' => '—'
'daily_sma100' => '—'
'daily_sma100_action' => '—'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '—'
'daily_ema3_action' => '—'
'daily_ema5' => '—'
'daily_ema5_action' => '—'
'daily_ema10' => '—'
'daily_ema10_action' => '—'
'daily_ema21' => '—'
'daily_ema21_action' => '—'
'daily_ema50' => '—'
'daily_ema50_action' => '—'
'daily_ema100' => '—'
'daily_ema100_action' => '—'
'daily_ema200' => '—'
'daily_ema200_action' => '—'
'weekly_sma21' => '—'
'weekly_sma21_action' => '—'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '—'
'weekly_ema3_action' => '—'
'weekly_ema5' => '—'
'weekly_ema5_action' => '—'
'weekly_ema10' => '—'
'weekly_ema10_action' => '—'
'weekly_ema21' => '—'
'weekly_ema21_action' => '—'
'weekly_ema50' => '—'
'weekly_ema50_action' => '—'
'weekly_ema100' => '—'
'weekly_ema100_action' => '—'
'weekly_ema200' => '—'
'weekly_ema200_action' => '—'
'rsi_14' => '—'
'rsi_14_action' => '—'
'stoch_rsi_14' => '—'
'stoch_rsi_14_action' => '—'
'momentum_10' => '—'
'momentum_10_action' => '—'
'vwma_10' => '—'
'vwma_10_action' => '—'
'hma_9' => '—'
'hma_9_action' => '—'
'stochastic_fast_14' => '—'
'stochastic_fast_14_action' => '—'
'cci_20' => '—'
'cci_20_action' => '—'
'adx_14' => '—'
'adx_14_action' => '—'
'ao_5_34' => '—'
'ao_5_34_action' => '—'
'macd_12_26' => '—'
'macd_12_26_action' => '—'
'williams_percent_r_14' => '—'
'williams_percent_r_14_action' => '—'
'ultimate_oscillator' => '—'
'ultimate_oscillator_action' => '—'
'ichimoku_cloud' => '—'
'ichimoku_cloud_action' => '—'
'sell_signals' => 0
'buy_signals' => 0
'sell_pct' => 0
'buy_pct' => 0
'overall_action' => 'neutral'
'overall_action_label' => 'Neutro'
'overall_action_dir' => 0
'last_updated' => 1767692868
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Blue Protocol para 2026
A previsão de preço para Blue Protocol em 2026 sugere que o preço médio poderia variar entre $0.001897 na extremidade inferior e $0.005665 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Blue Protocol poderia potencialmente ganhar 3.13% até 2026 se BLUE atingir a meta de preço prevista.
Previsão de preço de Blue Protocol 2027-2032
A previsão de preço de BLUE para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.003313 na extremidade inferior e $0.020637 na extremidade superior. Considerando a volatilidade de preços no mercado, se Blue Protocol atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Blue Protocol | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.001827 | $0.003313 | $0.004799 |
| 2028 | $0.003297 | $0.005686 | $0.008075 |
| 2029 | $0.007243 | $0.015534 | $0.023826 |
| 2030 | $0.006159 | $0.011984 | $0.01781 |
| 2031 | $0.007282 | $0.01177 | $0.016258 |
| 2032 | $0.011116 | $0.020637 | $0.030158 |
Previsão de preço de Blue Protocol 2032-2037
A previsão de preço de Blue Protocol para 2032-2037 é atualmente estimada entre $0.020637 na extremidade inferior e $0.1882007 na extremidade superior. Comparado ao preço atual, Blue Protocol poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Blue Protocol | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.011116 | $0.020637 | $0.030158 |
| 2033 | $0.025833 | $0.053082 | $0.080332 |
| 2034 | $0.020768 | $0.033646 | $0.046524 |
| 2035 | $0.024554 | $0.039685 | $0.054816 |
| 2036 | $0.040645 | $0.07703 | $0.113414 |
| 2037 | $0.105556 | $0.1882007 | $0.270845 |
Blue Protocol Histograma de preços potenciais
Previsão de preço de Blue Protocol baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Blue Protocol é Neutro, com 0 indicadores técnicos mostrando sinais de alta e 0 indicando sinais de baixa. A previsão de preço de BLUE 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 Blue Protocol
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Blue Protocol está projetado para diminuir no próximo mês, alcançando — até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Blue Protocol é esperado para alcançar — 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 —, sugerindo que o mercado de BLUE está em um estado —.
Médias Móveis e Osciladores Populares de BLUE 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 | — | — |
| SMA 5 | — | — |
| SMA 10 | — | — |
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | — | — |
| EMA 5 | — | — |
| EMA 10 | — | — |
| EMA 21 | — | — |
| EMA 50 | — | — |
| EMA 100 | — | — |
| EMA 200 | — | — |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | — | — |
| EMA 50 | — | — |
| EMA 100 | — | — |
| EMA 200 | — | — |
Osciladores de Blue Protocol
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) | — | — |
| Stoch RSI (14) | — | — |
| Estocástico Rápido (14) | — | — |
| Índice de Canal de Commodities (20) | — | — |
| Índice Direcional Médio (14) | — | — |
| Oscilador Impressionante (5, 34) | — | — |
| Momentum (10) | — | — |
| MACD (12, 26) | — | — |
| Williams Percent Range (14) | — | — |
| Oscilador Ultimate (7, 14, 28) | — | — |
| VWMA (10) | — | — |
| Média Móvel de Hull (9) | — | — |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | — | — |
Previsão do preço de Blue Protocol com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Blue Protocol
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 Blue Protocol por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.007718 | $0.010845 | $0.01524 | $0.021415 | $0.030092 | $0.042284 |
| Amazon.com stock | $0.011461 | $0.023915 | $0.0499006 | $0.10412 | $0.217253 | $0.453312 |
| Apple stock | $0.007791 | $0.011051 | $0.015675 | $0.022235 | $0.031538 | $0.044735 |
| Netflix stock | $0.008667 | $0.013675 | $0.021577 | $0.034046 | $0.053719 | $0.084761 |
| Google stock | $0.007113 | $0.009211 | $0.011929 | $0.015448 | $0.0200057 | $0.0259073 |
| Tesla stock | $0.012452 | $0.028228 | $0.063991 | $0.145064 | $0.32885 | $0.745479 |
| Kodak stock | $0.004119 | $0.003088 | $0.002316 | $0.001737 | $0.0013026 | $0.000976 |
| Nokia stock | $0.003638 | $0.00241 | $0.001596 | $0.001057 | $0.00070081 | $0.000464 |
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 Blue Protocol
Você pode fazer perguntas como: 'Devo investir em Blue Protocol agora?', 'Devo comprar BLUE hoje?', 'Blue Protocol será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Blue Protocol regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Blue Protocol, 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 Blue Protocol para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Blue Protocol é de $0.005493 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão do preço de Blue Protocol com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Blue Protocol tiver 1% da média anterior do crescimento anual do Bitcoin | $0.005635 | $0.005782 | $0.005932 | $0.006086 |
| Se Blue Protocol tiver 2% da média anterior do crescimento anual do Bitcoin | $0.005778 | $0.006079 | $0.006395 | $0.006727 |
| Se Blue Protocol tiver 5% da média anterior do crescimento anual do Bitcoin | $0.0062069 | $0.007013 | $0.007925 | $0.008955 |
| Se Blue Protocol tiver 10% da média anterior do crescimento anual do Bitcoin | $0.00692 | $0.008719 | $0.010986 | $0.013842 |
| Se Blue Protocol tiver 20% da média anterior do crescimento anual do Bitcoin | $0.008348 | $0.012688 | $0.019285 | $0.029311 |
| Se Blue Protocol tiver 50% da média anterior do crescimento anual do Bitcoin | $0.012632 | $0.029049 | $0.0668043 | $0.153627 |
| Se Blue Protocol tiver 100% da média anterior do crescimento anual do Bitcoin | $0.019771 | $0.071163 | $0.256138 | $0.921925 |
Perguntas Frequentes sobre Blue Protocol
BLUE é um bom investimento?
A decisão de adquirir Blue Protocol depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Blue Protocol experimentou uma queda de 0% nas últimas 24 horas, e Blue Protocol registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Blue Protocol dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Blue Protocol pode subir?
Parece que o valor médio de Blue Protocol pode potencialmente subir para $0.005665 até o final deste ano. Observando as perspectivas de Blue Protocol em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.01781. 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 Blue Protocol na próxima semana?
Com base na nossa nova previsão experimental de Blue Protocol, o preço de Blue Protocol aumentará 0.86% na próxima semana e atingirá $0.00554 até 13 de janeiro de 2026.
Qual será o preço de Blue Protocol no próximo mês?
Com base na nossa nova previsão experimental de Blue Protocol, o preço de Blue Protocol diminuirá -11.62% no próximo mês e atingirá $0.004854 até 5 de fevereiro de 2026.
Até onde o preço de Blue Protocol pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Blue Protocol em 2026, espera-se que BLUE fluctue dentro do intervalo de $0.001897 e $0.005665. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Blue Protocol não considera flutuações repentinas e extremas de preço.
Onde estará Blue Protocol em 5 anos?
O futuro de Blue Protocol parece seguir uma tendência de alta, com um preço máximo de $0.01781 projetada após um período de cinco anos. Com base na previsão de Blue Protocol para 2030, o valor de Blue Protocol pode potencialmente atingir seu pico mais alto de aproximadamente $0.01781, enquanto seu pico mais baixo está previsto para cerca de $0.006159.
Quanto será Blue Protocol em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Blue Protocol, espera-se que o valor de BLUE em 2026 aumente 3.13% para $0.005665 se o melhor cenário ocorrer. O preço ficará entre $0.005665 e $0.001897 durante 2026.
Quanto será Blue Protocol em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Blue Protocol, o valor de BLUE pode diminuir -12.62% para $0.004799 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.004799 e $0.001827 ao longo do ano.
Quanto será Blue Protocol em 2028?
Nosso novo modelo experimental de previsão de preços de Blue Protocol sugere que o valor de BLUE em 2028 pode aumentar 47.02%, alcançando $0.008075 no melhor cenário. O preço é esperado para variar entre $0.008075 e $0.003297 durante o ano.
Quanto será Blue Protocol em 2029?
Com base no nosso modelo de previsão experimental, o valor de Blue Protocol pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.023826 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.023826 e $0.007243.
Quanto será Blue Protocol em 2030?
Usando nossa nova simulação experimental para previsões de preços de Blue Protocol, espera-se que o valor de BLUE em 2030 aumente 224.23%, alcançando $0.01781 no melhor cenário. O preço está previsto para variar entre $0.01781 e $0.006159 ao longo de 2030.
Quanto será Blue Protocol em 2031?
Nossa simulação experimental indica que o preço de Blue Protocol poderia aumentar 195.98% em 2031, potencialmente atingindo $0.016258 sob condições ideais. O preço provavelmente oscilará entre $0.016258 e $0.007282 durante o ano.
Quanto será Blue Protocol em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Blue Protocol, BLUE poderia ver um 449.04% aumento em valor, atingindo $0.030158 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.030158 e $0.011116 ao longo do ano.
Quanto será Blue Protocol em 2033?
De acordo com nossa previsão experimental de preços de Blue Protocol, espera-se que o valor de BLUE seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.080332. Ao longo do ano, o preço de BLUE poderia variar entre $0.080332 e $0.025833.
Quanto será Blue Protocol em 2034?
Os resultados da nossa nova simulação de previsão de preços de Blue Protocol sugerem que BLUE pode aumentar 746.96% em 2034, atingindo potencialmente $0.046524 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.046524 e $0.020768.
Quanto será Blue Protocol em 2035?
Com base em nossa previsão experimental para o preço de Blue Protocol, BLUE poderia aumentar 897.93%, com o valor potencialmente atingindo $0.054816 em 2035. A faixa de preço esperada para o ano está entre $0.054816 e $0.024554.
Quanto será Blue Protocol em 2036?
Nossa recente simulação de previsão de preços de Blue Protocol sugere que o valor de BLUE pode aumentar 1964.7% em 2036, possivelmente atingindo $0.113414 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.113414 e $0.040645.
Quanto será Blue Protocol em 2037?
De acordo com a simulação experimental, o valor de Blue Protocol poderia aumentar 4830.69% em 2037, com um pico de $0.270845 sob condições favoráveis. O preço é esperado para cair entre $0.270845 e $0.105556 ao longo do ano.
Previsões relacionadas
Previsão de Preço do Piggycoin
Previsão de Preço do Kitty Coin
Previsão de Preço do Must
Previsão de Preço do Bitcoin Plus
Previsão de Preço do TAIKAI
Previsão de Preço do Callisto Network
Previsão de Preço do DPRating
Previsão de Preço do Alpha Coin
Previsão de Preço do handle.fi
Previsão de Preço do StarShip
Previsão de Preço do Green Planet
Previsão de Preço do Golden Inu
Previsão de Preço do Kalao
Previsão de Preço do QuiverX
Previsão de Preço do Sabai Protocol
Previsão de Preço do Bitcointry Token
Previsão de Preço do Wizardia
Previsão de Preço do Sharbi
Previsão de Preço do Skycoin
Previsão de Preço do Xion Global Token
Previsão de Preço do Youwho
Previsão de Preço do Rune
Previsão de Preço do Mithril
Previsão de Preço do Phun Token
Previsão de Preço do Moola Market
Como ler e prever os movimentos de preço de Blue Protocol?
Traders de Blue Protocol 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 Blue Protocol
Médias móveis são ferramentas populares para a previsão de preço de Blue Protocol. Uma média móvel simples (SMA) calcula o preço médio de fechamento de BLUE 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 BLUE 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 BLUE.
Como ler gráficos de Blue Protocol 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 Blue Protocol 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 BLUE 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 Blue Protocol?
A ação de preço de Blue Protocol 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 BLUE. A capitalização de mercado de Blue Protocol pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de BLUE, grandes detentores de Blue Protocol, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Blue Protocol.
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


