Previsão de Preço Statter Network - Projeção STT
Previsão de Preço Statter Network até $0.006528 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.002187 | $0.006528 |
| 2027 | $0.0021055 | $0.005531 |
| 2028 | $0.003799 | $0.0093071 |
| 2029 | $0.008347 | $0.027458 |
| 2030 | $0.007099 | $0.020525 |
| 2031 | $0.008393 | $0.018737 |
| 2032 | $0.012811 | $0.034756 |
| 2033 | $0.029771 | $0.092579 |
| 2034 | $0.023934 | $0.053616 |
| 2035 | $0.028298 | $0.063174 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Statter Network hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.66, com um retorno de 39.55% nos próximos 90 dias.
Previsão de preço de longo prazo de Statter Network para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Statter Network'
'name_with_ticker' => 'Statter Network <small>STT</small>'
'name_lang' => 'Statter Network'
'name_lang_with_ticker' => 'Statter Network <small>STT</small>'
'name_with_lang' => 'Statter Network'
'name_with_lang_with_ticker' => 'Statter Network <small>STT</small>'
'image' => '/uploads/coins/statter-network.png?1717253269'
'price_for_sd' => 0.00633
'ticker' => 'STT'
'marketcap' => '$0'
'low24h' => '$0.006311'
'high24h' => '$0.006612'
'volume24h' => '$67.71K'
'current_supply' => '0'
'max_supply' => '100M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.00633'
'change_24h_pct' => '-4.2475%'
'ath_price' => '$1.09'
'ath_days' => 620
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '26 de abr. de 2024'
'ath_pct' => '-99.41%'
'fdv' => '$636.26K'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.312137'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.006384'
'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' => '$0.005595'
'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' => '$0.002187'
'current_year_max_price_prediction' => '$0.006528'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.007099'
'grand_prediction_max_price' => '$0.020525'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.006450459645157
107 => 0.0064745433199552
108 => 0.0065288050690184
109 => 0.0060651443642846
110 => 0.006273314408347
111 => 0.0063955948063382
112 => 0.0058431275196146
113 => 0.0063846743043975
114 => 0.0060570730629671
115 => 0.0059458802812201
116 => 0.0060955867133074
117 => 0.0060372459711287
118 => 0.0059870880268868
119 => 0.005959099032177
120 => 0.0060690269134059
121 => 0.0060638986463543
122 => 0.0058840352965815
123 => 0.0056494108889709
124 => 0.0057281585414487
125 => 0.0056995487810403
126 => 0.0055958633185879
127 => 0.0056657348012504
128 => 0.0053580561527531
129 => 0.0048287110297582
130 => 0.0051784126322882
131 => 0.005164949500993
201 => 0.0051581607796895
202 => 0.0054209518689485
203 => 0.0053956905693382
204 => 0.0053498410631862
205 => 0.0055950212564518
206 => 0.0055055271877709
207 => 0.005781326819991
208 => 0.005962986295373
209 => 0.0059169115763477
210 => 0.0060877631909809
211 => 0.0057299727283138
212 => 0.00584881636795
213 => 0.0058733098773688
214 => 0.0055919957709252
215 => 0.0053998236303662
216 => 0.0053870079395137
217 => 0.0050538079307366
218 => 0.0052318006859288
219 => 0.0053884269446573
220 => 0.0053134151214151
221 => 0.005289668619091
222 => 0.0054109843494765
223 => 0.0054204116207264
224 => 0.0052054688371709
225 => 0.0052501622482248
226 => 0.005436541201981
227 => 0.0052454659767893
228 => 0.0048742380262027
301 => 0.0047821683618292
302 => 0.0047698845714212
303 => 0.0045201843395033
304 => 0.0047883208970509
305 => 0.0046712721040684
306 => 0.0050410278386403
307 => 0.0048298253460926
308 => 0.0048207208287639
309 => 0.0048069580154794
310 => 0.0045920307108809
311 => 0.0046390861312452
312 => 0.004795505515279
313 => 0.0048513177136927
314 => 0.0048454960441423
315 => 0.0047947389749629
316 => 0.004817975301315
317 => 0.0047431229980622
318 => 0.0047166910918676
319 => 0.0046332647252491
320 => 0.0045106510134419
321 => 0.0045277012021023
322 => 0.0042847713553893
323 => 0.0041524102816372
324 => 0.0041157744809136
325 => 0.0040667835570704
326 => 0.0041213081361215
327 => 0.0042840831656561
328 => 0.0040877419453885
329 => 0.0037511286949749
330 => 0.0037713597248858
331 => 0.003816812842449
401 => 0.0037321112585725
402 => 0.0036519483178985
403 => 0.0037216434909896
404 => 0.0035790160192953
405 => 0.0038340486909924
406 => 0.0038271507719438
407 => 0.0039222111808379
408 => 0.0039816544053553
409 => 0.0038446570178151
410 => 0.0038102025453291
411 => 0.0038298293787256
412 => 0.003505441541993
413 => 0.0038957017739706
414 => 0.0038990767606627
415 => 0.0038701780755915
416 => 0.0040779796011867
417 => 0.0045165056351138
418 => 0.0043515145014816
419 => 0.0042876249476558
420 => 0.0041661708591299
421 => 0.0043280012208604
422 => 0.0043155751740264
423 => 0.0042593798778048
424 => 0.00422539278731
425 => 0.0042880150436478
426 => 0.0042176331967399
427 => 0.0042049906830714
428 => 0.004128390805431
429 => 0.0041010481341858
430 => 0.0040808047089389
501 => 0.0040585186868199
502 => 0.0041076760982836
503 => 0.0039962789367109
504 => 0.0038619448802526
505 => 0.0038507764569727
506 => 0.0038816134555862
507 => 0.0038679703792443
508 => 0.003850711139172
509 => 0.0038177585495997
510 => 0.0038079822201943
511 => 0.0038397505479612
512 => 0.003803885958121
513 => 0.0038568061140755
514 => 0.0038424147598617
515 => 0.0037620258250907
516 => 0.0036618314485706
517 => 0.0036609395084547
518 => 0.0036393527943851
519 => 0.0036118588684334
520 => 0.0036042106872094
521 => 0.0037157739579075
522 => 0.0039467065894449
523 => 0.0039013689881246
524 => 0.0039341300514628
525 => 0.0040952820582706
526 => 0.0041465074352249
527 => 0.0041101488760023
528 => 0.0040603790376402
529 => 0.0040625686579419
530 => 0.00423264726198
531 => 0.0042432548558912
601 => 0.0042700568235653
602 => 0.0043045049262617
603 => 0.0041160155368493
604 => 0.0040536908246511
605 => 0.0040241579183682
606 => 0.00393320799769
607 => 0.0040312896896846
608 => 0.0039741416880362
609 => 0.0039818529059123
610 => 0.0039768309651544
611 => 0.0039795732843903
612 => 0.0038339774041631
613 => 0.0038870248906237
614 => 0.0037988231556538
615 => 0.0036807309336384
616 => 0.0036803350471017
617 => 0.0037092379511388
618 => 0.0036920453728468
619 => 0.0036457805867245
620 => 0.0036523522812296
621 => 0.0035947773223036
622 => 0.0036593429236715
623 => 0.0036611944340919
624 => 0.0036363331606532
625 => 0.0037358053778965
626 => 0.0037765592264627
627 => 0.0037601950037052
628 => 0.0037754110689703
629 => 0.0039032529701465
630 => 0.0039240967781714
701 => 0.0039333542208314
702 => 0.0039209504740431
703 => 0.0037777477842412
704 => 0.0037840994324787
705 => 0.0037374952520962
706 => 0.0036981196307006
707 => 0.0036996944490585
708 => 0.0037199386369283
709 => 0.0038083461926619
710 => 0.0039943946817932
711 => 0.004001455085956
712 => 0.0040100125017679
713 => 0.0039752051910483
714 => 0.0039647069730742
715 => 0.003978556832402
716 => 0.0040484268629549
717 => 0.0042281515510651
718 => 0.0041646248428787
719 => 0.0041129766402709
720 => 0.0041582860382133
721 => 0.0041513110115469
722 => 0.0040924347670635
723 => 0.0040907823069742
724 => 0.0039777799699365
725 => 0.0039360055788724
726 => 0.0039010957709402
727 => 0.0038629751720219
728 => 0.0038403760031691
729 => 0.0038750985976656
730 => 0.0038830400658526
731 => 0.0038071185061389
801 => 0.0037967706780897
802 => 0.0038587698626326
803 => 0.0038314863330779
804 => 0.0038595481198239
805 => 0.0038660586950585
806 => 0.0038650103424945
807 => 0.0038365232041459
808 => 0.0038546800566306
809 => 0.0038117336876861
810 => 0.003765035961795
811 => 0.0037352457220476
812 => 0.0037092497867661
813 => 0.0037236738425529
814 => 0.0036722547174014
815 => 0.003655804704403
816 => 0.0038485289235509
817 => 0.00399089637637
818 => 0.0039888262972223
819 => 0.0039762252227918
820 => 0.0039575025822228
821 => 0.0040470571851811
822 => 0.0040158581522113
823 => 0.0040385580554633
824 => 0.0040443361335529
825 => 0.0040618246356842
826 => 0.0040680752720087
827 => 0.0040491815076902
828 => 0.0039857717269586
829 => 0.0038277605821964
830 => 0.0037542059677667
831 => 0.0037299317198559
901 => 0.0037308140426641
902 => 0.0037064756407515
903 => 0.0037136443908854
904 => 0.0037039826420097
905 => 0.0036856856270671
906 => 0.0037225440534398
907 => 0.0037267916437193
908 => 0.0037181884465785
909 => 0.0037202148109454
910 => 0.0036489840130932
911 => 0.0036543995359487
912 => 0.0036242452165177
913 => 0.0036185916451401
914 => 0.0035423641514554
915 => 0.0034073160970411
916 => 0.0034821458286185
917 => 0.0033917620355255
918 => 0.0033575323235433
919 => 0.0035195704562548
920 => 0.0035033063219688
921 => 0.0034754691939203
922 => 0.0034342922797708
923 => 0.0034190193617695
924 => 0.0033262259468117
925 => 0.0033207432168224
926 => 0.0033667341389084
927 => 0.0033455109108167
928 => 0.0033157054607109
929 => 0.0032077531417579
930 => 0.0030863789934701
1001 => 0.0030900425160762
1002 => 0.0031286493744002
1003 => 0.0032409040218215
1004 => 0.0031970441890489
1005 => 0.0031652233771388
1006 => 0.0031592642955981
1007 => 0.0032338546772619
1008 => 0.0033394156944842
1009 => 0.0033889425619702
1010 => 0.0033398629404449
1011 => 0.003283482913871
1012 => 0.0032869145048487
1013 => 0.0033097433422432
1014 => 0.003312142330271
1015 => 0.0032754447289318
1016 => 0.0032857748887514
1017 => 0.0032700824313759
1018 => 0.0031737778494283
1019 => 0.003172036004926
1020 => 0.003148401307395
1021 => 0.0031476856581467
1022 => 0.0031074771416948
1023 => 0.0031018516922948
1024 => 0.0030220152423969
1025 => 0.0030745638354867
1026 => 0.003039316998167
1027 => 0.0029861917004378
1028 => 0.0029770328790852
1029 => 0.0029767575538557
1030 => 0.0030313053560244
1031 => 0.0030739264126591
1101 => 0.0030399301319927
1102 => 0.0030321898378751
1103 => 0.0031148359287896
1104 => 0.0031043184603849
1105 => 0.0030952104005768
1106 => 0.0033299638631953
1107 => 0.0031441381794917
1108 => 0.0030631075748377
1109 => 0.0029628168142839
1110 => 0.0029954719916301
1111 => 0.0030023529173013
1112 => 0.0027611717169378
1113 => 0.0026633245339876
1114 => 0.0026297470680923
1115 => 0.0026104227617539
1116 => 0.0026192290908117
1117 => 0.0025311551498266
1118 => 0.0025903422947771
1119 => 0.0025140777065889
1120 => 0.0025012917001927
1121 => 0.0026376622312428
1122 => 0.0026566373939733
1123 => 0.0025756834546439
1124 => 0.0026276689889457
1125 => 0.0026088183115549
1126 => 0.0025153850440608
1127 => 0.0025118165804911
1128 => 0.0024649350512007
1129 => 0.0023915745359141
1130 => 0.0023580468119028
1201 => 0.0023405852821366
1202 => 0.0023477902496365
1203 => 0.0023441471975929
1204 => 0.0023203738187529
1205 => 0.0023455098598399
1206 => 0.002281297661792
1207 => 0.0022557278471365
1208 => 0.0022441785550718
1209 => 0.002187186533388
1210 => 0.0022778861843539
1211 => 0.0022957551581983
1212 => 0.0023136593394412
1213 => 0.0024695030134566
1214 => 0.0024617175039124
1215 => 0.0025320947184947
1216 => 0.0025293599893514
1217 => 0.0025092872677173
1218 => 0.0024246037569452
1219 => 0.0024583570950005
1220 => 0.0023544695668997
1221 => 0.0024323091666181
1222 => 0.002396786423966
1223 => 0.0024202988915948
1224 => 0.0023780213547645
1225 => 0.0024014194892431
1226 => 0.0022999925547921
1227 => 0.0022052815105171
1228 => 0.0022433959995211
1229 => 0.0022848308079889
1230 => 0.00237467203014
1231 => 0.0023211633394008
]
'min_raw' => 0.002187186533388
'max_raw' => 0.0065288050690184
'avg_raw' => 0.0043579958012032
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.002187'
'max' => '$0.006528'
'avg' => '$0.004357'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.004143313466612
'max_diff' => 0.00019830506901835
'year' => 2026
]
1 => [
'items' => [
101 => 0.0023404070879783
102 => 0.0022759437516085
103 => 0.0021429374756359
104 => 0.0021436902767135
105 => 0.0021232301588543
106 => 0.0021055496297979
107 => 0.00232730945621
108 => 0.0022997301162915
109 => 0.0022557860476263
110 => 0.0023146069298026
111 => 0.0023301601046629
112 => 0.002330602881686
113 => 0.0023735170789351
114 => 0.0023964203936997
115 => 0.0024004572021956
116 => 0.0024679836187897
117 => 0.002490617582937
118 => 0.0025838436779814
119 => 0.0023944772074585
120 => 0.0023905773296141
121 => 0.0023154346602414
122 => 0.0022677779913666
123 => 0.0023186977531313
124 => 0.0023638057108142
125 => 0.0023168362902245
126 => 0.002322969504975
127 => 0.002259916895376
128 => 0.0022824552364066
129 => 0.0023018682919446
130 => 0.0022911495437231
131 => 0.0022751030588424
201 => 0.0023601073726886
202 => 0.0023553110961668
203 => 0.002434469067461
204 => 0.0024961783667257
205 => 0.0026067724628648
206 => 0.0024913617581431
207 => 0.002487155733347
208 => 0.0025282703003961
209 => 0.002490611288511
210 => 0.0025144104840775
211 => 0.0026029380445249
212 => 0.0026048084923773
213 => 0.0025734760809145
214 => 0.0025715695008294
215 => 0.0025775872331899
216 => 0.0026128332795856
217 => 0.0026005172279733
218 => 0.0026147696747033
219 => 0.0026325925775803
220 => 0.002706315660634
221 => 0.0027240900463699
222 => 0.002680907503994
223 => 0.0026848064040761
224 => 0.0026686549478403
225 => 0.0026530528434936
226 => 0.0026881240955606
227 => 0.0027522174980403
228 => 0.0027518187763099
301 => 0.0027666871998875
302 => 0.0027759501045996
303 => 0.0027361869367144
304 => 0.0027103025765533
305 => 0.0027202282873037
306 => 0.0027360997149474
307 => 0.0027150813972286
308 => 0.002585346603636
309 => 0.0026246998525213
310 => 0.0026181495476312
311 => 0.0026088211169235
312 => 0.0026483911129873
313 => 0.0026445744903353
314 => 0.0025302518242618
315 => 0.0025375703904248
316 => 0.00253069689051
317 => 0.0025529065749206
318 => 0.0024894118926669
319 => 0.0025089424292849
320 => 0.0025211917987643
321 => 0.0025284067714918
322 => 0.0025544722003365
323 => 0.0025514137231076
324 => 0.0025542820810977
325 => 0.0025929302310563
326 => 0.0027883993111037
327 => 0.0027990382618524
328 => 0.0027466481773521
329 => 0.0027675769827613
330 => 0.0027273982530023
331 => 0.0027543705034636
401 => 0.0027728242322083
402 => 0.0026894353804588
403 => 0.0026844976338474
404 => 0.0026441530721783
405 => 0.0026658319543865
406 => 0.0026313392940265
407 => 0.0026398025863768
408 => 0.0026161384831488
409 => 0.0026587291574833
410 => 0.0027063521493109
411 => 0.0027183835977355
412 => 0.0026867340367946
413 => 0.0026638176688657
414 => 0.0026235840759034
415 => 0.0026904934376638
416 => 0.0027100597740684
417 => 0.0026903906640283
418 => 0.0026858329014535
419 => 0.0026771959496099
420 => 0.0026876652716166
421 => 0.0027099532115982
422 => 0.0026994426306965
423 => 0.0027063850545547
424 => 0.0026799276938037
425 => 0.0027362000999775
426 => 0.0028255742236735
427 => 0.0028258615760953
428 => 0.0028153509385377
429 => 0.0028110502121039
430 => 0.0028218347640769
501 => 0.0028276849411168
502 => 0.0028625602046488
503 => 0.0028999827519104
504 => 0.0030746174512439
505 => 0.0030255807264831
506 => 0.0031805270207965
507 => 0.0033030694223403
508 => 0.0033398145304334
509 => 0.0033060107599786
510 => 0.0031903698872966
511 => 0.0031846959943889
512 => 0.003357512280493
513 => 0.0033086837641812
514 => 0.003302875767537
515 => 0.0032410884960076
516 => 0.0032776124259839
517 => 0.0032696241067244
518 => 0.0032570141539712
519 => 0.0033266992680871
520 => 0.0034571435808789
521 => 0.0034368126114313
522 => 0.0034216364858651
523 => 0.0033551391213381
524 => 0.0033951853875075
525 => 0.0033809256791603
526 => 0.0034421944356543
527 => 0.0034059001815764
528 => 0.003308313840146
529 => 0.0033238547866676
530 => 0.0033215058038649
531 => 0.0033698477034936
601 => 0.0033553366651447
602 => 0.0033186722907334
603 => 0.0034566977363989
604 => 0.0034477351316952
605 => 0.0034604420560283
606 => 0.0034660360370944
607 => 0.0035500496935898
608 => 0.0035844674005188
609 => 0.0035922808225585
610 => 0.00362497498218
611 => 0.0035914673620834
612 => 0.0037255217329982
613 => 0.0038146600673672
614 => 0.0039181988297535
615 => 0.0040694967901956
616 => 0.0041263862229062
617 => 0.0041161096560846
618 => 0.0042308220429521
619 => 0.0044369576522398
620 => 0.0041577755563643
621 => 0.0044517549812283
622 => 0.004358684489472
623 => 0.0041380160277846
624 => 0.0041238075803622
625 => 0.0042732468246304
626 => 0.0046046886854232
627 => 0.0045216662584771
628 => 0.0046048244803717
629 => 0.0045078159973226
630 => 0.0045029987084875
701 => 0.004600112994877
702 => 0.0048270258184502
703 => 0.0047192280416706
704 => 0.0045646734955577
705 => 0.0046787941672724
706 => 0.0045799322800635
707 => 0.0043571687784821
708 => 0.0045216027727918
709 => 0.0044116504436075
710 => 0.0044437403786508
711 => 0.0046748438204217
712 => 0.004647036842884
713 => 0.0046830216466746
714 => 0.0046195094098704
715 => 0.0045601789657349
716 => 0.0044494342858192
717 => 0.0044166482457429
718 => 0.0044257091277018
719 => 0.0044166437556198
720 => 0.0043546831250031
721 => 0.0043413027327208
722 => 0.0043190014927084
723 => 0.0043259135795073
724 => 0.0042839807238263
725 => 0.0043631166862666
726 => 0.0043778050182392
727 => 0.0044353935723116
728 => 0.0044413726070381
729 => 0.0046017559104082
730 => 0.0045134194820439
731 => 0.0045726831847909
801 => 0.0045673820814056
802 => 0.0041427985824746
803 => 0.0042013024424954
804 => 0.0042923160891651
805 => 0.0042513145647065
806 => 0.0041933480020011
807 => 0.0041465368946461
808 => 0.0040756132803218
809 => 0.0041754369055159
810 => 0.0043066943575871
811 => 0.0044447015126304
812 => 0.004610508066828
813 => 0.0045735019741321
814 => 0.0044416018744323
815 => 0.0044475188165518
816 => 0.0044840950245033
817 => 0.0044367255119072
818 => 0.0044227553178798
819 => 0.0044821757343709
820 => 0.0044825849301224
821 => 0.0044280805810837
822 => 0.0043675089713177
823 => 0.0043672551740612
824 => 0.0043564770411557
825 => 0.0045097334032227
826 => 0.0045940089063937
827 => 0.0046036709570155
828 => 0.0045933585734037
829 => 0.004597327400572
830 => 0.0045482893421608
831 => 0.0046603758019043
901 => 0.0047632374215669
902 => 0.0047356683101794
903 => 0.0046943382930293
904 => 0.0046614169436459
905 => 0.0047279130865202
906 => 0.0047249521179526
907 => 0.0047623390150537
908 => 0.004760642929444
909 => 0.0047480711221413
910 => 0.0047356687591582
911 => 0.0047848427264864
912 => 0.0047706814136057
913 => 0.0047564981042945
914 => 0.004728051306115
915 => 0.0047319176984389
916 => 0.004690594817499
917 => 0.0046714769619698
918 => 0.0043839902849603
919 => 0.0043071644509652
920 => 0.0043313354222742
921 => 0.0043392931336281
922 => 0.0043058584322184
923 => 0.0043537952053698
924 => 0.0043463243100517
925 => 0.0043753891934066
926 => 0.004357230716137
927 => 0.0043579759463781
928 => 0.0044113761562324
929 => 0.0044268784643338
930 => 0.0044189938653145
1001 => 0.0044245159681994
1002 => 0.0045517704984485
1003 => 0.0045336789736179
1004 => 0.0045240682116291
1005 => 0.0045267304583811
1006 => 0.0045592467192276
1007 => 0.0045683494969426
1008 => 0.0045297803881233
1009 => 0.0045479698028079
1010 => 0.0046254180219543
1011 => 0.004652520515466
1012 => 0.0047390186648203
1013 => 0.0047022727135926
1014 => 0.0047697214973986
1015 => 0.0049770360638336
1016 => 0.0051426532845786
1017 => 0.0049903448439603
1018 => 0.0052944797786327
1019 => 0.0055312924508404
1020 => 0.0055222031860489
1021 => 0.0054809094190737
1022 => 0.0052113044877559
1023 => 0.0049632100103742
1024 => 0.005170751575352
1025 => 0.0051712806414824
1026 => 0.0051534526369913
1027 => 0.0050427244322416
1028 => 0.0051495995354833
1029 => 0.0051580828930653
1030 => 0.0051533344687262
1031 => 0.0050684394137607
1101 => 0.004938820356057
1102 => 0.0049641476096681
1103 => 0.0050056341677451
1104 => 0.0049270914583027
1105 => 0.0049019923035653
1106 => 0.0049486564075317
1107 => 0.0050990178733638
1108 => 0.0050705929092329
1109 => 0.0050698506185451
1110 => 0.0051914646691578
1111 => 0.0051044152548739
1112 => 0.0049644670674453
1113 => 0.0049291283044297
1114 => 0.0048036995027678
1115 => 0.0048903336228377
1116 => 0.0048934514305873
1117 => 0.0048460028084042
1118 => 0.0049683172616311
1119 => 0.0049671901124116
1120 => 0.0050833094816467
1121 => 0.0053052861031809
1122 => 0.0052396366933871
1123 => 0.0051632935724324
1124 => 0.0051715941864453
1125 => 0.0052626314345058
1126 => 0.0052075882361502
1127 => 0.0052273821540537
1128 => 0.0052626014740404
1129 => 0.0052838501642349
1130 => 0.0051685368269251
1201 => 0.0051416517719236
1202 => 0.0050866543847627
1203 => 0.0050723065930273
1204 => 0.0051171008173117
1205 => 0.0051052991218161
1206 => 0.0048931893909187
1207 => 0.0048710227438725
1208 => 0.0048717025632908
1209 => 0.0048159634753265
1210 => 0.0047309479872672
1211 => 0.0049543636138761
1212 => 0.0049364202123598
1213 => 0.0049166120857946
1214 => 0.0049190384682753
1215 => 0.0050160156195281
1216 => 0.0049597639743379
1217 => 0.0051093181925393
1218 => 0.0050785743412884
1219 => 0.0050470420262601
1220 => 0.0050426832998254
1221 => 0.0050305460487502
1222 => 0.0049889228987411
1223 => 0.0049386604439416
1224 => 0.0049054728176237
1225 => 0.0045250393719458
1226 => 0.0045956456065841
1227 => 0.0046768716435746
1228 => 0.0047049105460508
1229 => 0.0046569480631323
1230 => 0.0049908167499015
1231 => 0.0050518177762129
]
'min_raw' => 0.0021055496297979
'max_raw' => 0.0055312924508404
'avg_raw' => 0.0038184210403192
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.0021055'
'max' => '$0.005531'
'avg' => '$0.003818'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -8.1636903590099E-5
'max_diff' => -0.00099751261817793
'year' => 2027
]
2 => [
'items' => [
101 => 0.004867041688517
102 => 0.0048324776268671
103 => 0.004993082764029
104 => 0.0048962182331408
105 => 0.0049398363254687
106 => 0.0048455578676768
107 => 0.0050371244152931
108 => 0.005035664999162
109 => 0.0049611412854125
110 => 0.0050241282179572
111 => 0.0050131826883953
112 => 0.004929045599116
113 => 0.0050397917110958
114 => 0.0050398466397857
115 => 0.0049681191855871
116 => 0.0048843572222419
117 => 0.0048693825615651
118 => 0.0048581011663077
119 => 0.0049370617937974
120 => 0.0050078576455013
121 => 0.0051395911737421
122 => 0.0051727121126533
123 => 0.0053019853422093
124 => 0.005225009428208
125 => 0.0052591318538798
126 => 0.0052961765738584
127 => 0.0053139371748906
128 => 0.005284997228595
129 => 0.0054858117650797
130 => 0.0055027666647574
131 => 0.00550845149596
201 => 0.0054407379641277
202 => 0.0055008834289443
203 => 0.005472743357765
204 => 0.0055459560054365
205 => 0.0055574366834174
206 => 0.0055477129576046
207 => 0.0055513571060059
208 => 0.005379997325228
209 => 0.0053711114165998
210 => 0.0052499514219391
211 => 0.0052993250153328
212 => 0.0052070234490212
213 => 0.0052362932265101
214 => 0.0052491950655345
215 => 0.0052424558770011
216 => 0.0053021165242237
217 => 0.0052513927862195
218 => 0.0051175245018717
219 => 0.0049836197451993
220 => 0.0049819386800557
221 => 0.0049466839212392
222 => 0.004921201187846
223 => 0.004926110066346
224 => 0.0049434095944554
225 => 0.0049201957078234
226 => 0.0049251495675103
227 => 0.0050074166457064
228 => 0.0050239147215367
229 => 0.0049678478136511
301 => 0.0047427310880741
302 => 0.004687486878955
303 => 0.0047271953209295
304 => 0.0047082172432169
305 => 0.0037998987765656
306 => 0.004013294727027
307 => 0.0038865020995046
308 => 0.0039449339757152
309 => 0.0038155115358065
310 => 0.0038772787077422
311 => 0.0038658725664616
312 => 0.0042090069399584
313 => 0.0042036493686822
314 => 0.0042062137545358
315 => 0.0040838089362726
316 => 0.0042788031354188
317 => 0.0043748642896829
318 => 0.0043570859266134
319 => 0.0043615603575782
320 => 0.0042846748091042
321 => 0.0042069581747085
322 => 0.0041207584666593
323 => 0.0042809068696088
324 => 0.0042631011010252
325 => 0.0043039411278426
326 => 0.0044078088147996
327 => 0.0044231037262589
328 => 0.0044436602423661
329 => 0.0044362921946541
330 => 0.0046118289835322
331 => 0.00459057032017
401 => 0.004641797582338
402 => 0.0045364192174368
403 => 0.0044171735949449
404 => 0.0044398382893475
405 => 0.0044376554970185
406 => 0.0044098660453788
407 => 0.0043847789709888
408 => 0.0043430160603688
409 => 0.0044751600893183
410 => 0.0044697952830663
411 => 0.0045566452603813
412 => 0.0045412936832752
413 => 0.0044387720941925
414 => 0.0044424336728032
415 => 0.0044670595486546
416 => 0.0045522899861498
417 => 0.0045775921829291
418 => 0.0045658711972627
419 => 0.004593613900942
420 => 0.004615540602769
421 => 0.0045963675571021
422 => 0.004867817451371
423 => 0.00475509252985
424 => 0.0048100338722644
425 => 0.004823137058697
426 => 0.0047895735221801
427 => 0.0047968522514305
428 => 0.0048078775429098
429 => 0.0048748209537989
430 => 0.0050504998342039
501 => 0.0051283068144486
502 => 0.0053623929534438
503 => 0.0051218460278648
504 => 0.005107572968783
505 => 0.0051497389511402
506 => 0.0052871722952647
507 => 0.00539854911222
508 => 0.0054354992278868
509 => 0.0054403827956521
510 => 0.0055097036690402
511 => 0.0055494371009085
512 => 0.0055012862916909
513 => 0.0054604835224788
514 => 0.0053143330677874
515 => 0.0053312503808724
516 => 0.0054477938919359
517 => 0.0056124184656918
518 => 0.0057536834762419
519 => 0.0057042173931299
520 => 0.0060816086896618
521 => 0.0061190254952077
522 => 0.0061138557025114
523 => 0.0061990967539123
524 => 0.0060299106259198
525 => 0.0059575802783762
526 => 0.0054693055443136
527 => 0.0056064908281176
528 => 0.0058058976947359
529 => 0.0057795054482016
530 => 0.0056346908515026
531 => 0.0057535736213844
601 => 0.0057142672598535
602 => 0.0056832647016917
603 => 0.0058252934307727
604 => 0.0056691270089295
605 => 0.0058043398152169
606 => 0.0056309279925559
607 => 0.0057044433500308
608 => 0.0056627124775903
609 => 0.0056897174664027
610 => 0.0055318468536082
611 => 0.0056170300041796
612 => 0.0055283029544882
613 => 0.0055282608863141
614 => 0.0055263022317744
615 => 0.0056306892122604
616 => 0.0056340932679464
617 => 0.0055569511316473
618 => 0.00554583374462
619 => 0.0055869405513185
620 => 0.0055388152465643
621 => 0.0055613327737617
622 => 0.0055394972795241
623 => 0.0055345816498453
624 => 0.0054954130762395
625 => 0.0054785381777678
626 => 0.0054851552602711
627 => 0.0054625677463474
628 => 0.0054489579521822
629 => 0.0055235949011614
630 => 0.0054837193901678
701 => 0.0055174834072063
702 => 0.0054790050484323
703 => 0.0053456222926984
704 => 0.0052689124593788
705 => 0.0050169647983856
706 => 0.0050884168425032
707 => 0.0051357896216756
708 => 0.0051201329184417
709 => 0.005153769575328
710 => 0.0051558345928752
711 => 0.0051448989728363
712 => 0.005132236925771
713 => 0.0051260737415148
714 => 0.0051720090675588
715 => 0.0051986760704394
716 => 0.0051405441138316
717 => 0.0051269246097509
718 => 0.0051856992274346
719 => 0.0052215517102687
720 => 0.0054862662997458
721 => 0.0054666553879405
722 => 0.0055158749281247
723 => 0.0055103335632354
724 => 0.0055619234826362
725 => 0.0056462511973297
726 => 0.0054747893749579
727 => 0.0055045492186179
728 => 0.0054972527922076
729 => 0.0055769132625294
730 => 0.0055771619538225
731 => 0.005529401522529
801 => 0.0055552932271577
802 => 0.0055408411879357
803 => 0.0055669579761201
804 => 0.0054663934722571
805 => 0.0055888701826948
806 => 0.0056583065852881
807 => 0.0056592707098055
808 => 0.0056921830135534
809 => 0.0057256238203133
810 => 0.0057898105368085
811 => 0.0057238336876276
812 => 0.0056051477586681
813 => 0.0056137164993858
814 => 0.0055441309826623
815 => 0.00554530072777
816 => 0.0055390565367102
817 => 0.0055577958241216
818 => 0.0054705056920424
819 => 0.0054909925115683
820 => 0.0054623108442613
821 => 0.0055044868702746
822 => 0.0054591124382312
823 => 0.0054972492736499
824 => 0.0055137078675604
825 => 0.0055744404334187
826 => 0.0054501421888738
827 => 0.0051966896539953
828 => 0.0052499684496417
829 => 0.0051711649259216
830 => 0.005178458492068
831 => 0.0051931926564463
901 => 0.0051454344089776
902 => 0.0051545451775593
903 => 0.0051542196767941
904 => 0.0051514146870491
905 => 0.0051389909223714
906 => 0.0051209740056219
907 => 0.0051927478566375
908 => 0.0052049436325303
909 => 0.005232053331603
910 => 0.0053127134073589
911 => 0.0053046535636954
912 => 0.0053177995031104
913 => 0.0052891019911787
914 => 0.0051797896873401
915 => 0.0051857258713559
916 => 0.005111701561558
917 => 0.0052301603635721
918 => 0.0052021077556754
919 => 0.0051840220568714
920 => 0.0051790872063899
921 => 0.0052599472228722
922 => 0.0052841418071292
923 => 0.0052690653658584
924 => 0.0052381431449619
925 => 0.0052975229504171
926 => 0.005313410481324
927 => 0.0053169671135845
928 => 0.0054221767439026
929 => 0.005322847163186
930 => 0.0053467567805157
1001 => 0.0055332927896199
1002 => 0.005364130369572
1003 => 0.0054537394762436
1004 => 0.0054493535767753
1005 => 0.0054951945635416
1006 => 0.0054455932778623
1007 => 0.0054462081452449
1008 => 0.0054869118359559
1009 => 0.0054297508433016
1010 => 0.0054155969776635
1011 => 0.0053960435136564
1012 => 0.0054387377869667
1013 => 0.0054643310729204
1014 => 0.0056705941615095
1015 => 0.0058038495234777
1016 => 0.0057980645567786
1017 => 0.0058509283234041
1018 => 0.0058271127123627
1019 => 0.0057502058220693
1020 => 0.005881476506004
1021 => 0.0058399369690083
1022 => 0.0058433614379677
1023 => 0.005843233979062
1024 => 0.0058708541397148
1025 => 0.0058512827245418
1026 => 0.0058127054562712
1027 => 0.0058383148472749
1028 => 0.0059143655830312
1029 => 0.0061504294003401
1030 => 0.0062825338399358
1031 => 0.0061424765472012
1101 => 0.0062390861922876
1102 => 0.0061811548307721
1103 => 0.006170626979076
1104 => 0.0062313049755869
1105 => 0.0062920891808984
1106 => 0.0062882174897974
1107 => 0.0062440912780448
1108 => 0.0062191655006869
1109 => 0.0064079118375887
1110 => 0.0065469769234081
1111 => 0.0065374936168593
1112 => 0.0065793498478289
1113 => 0.0067022410365199
1114 => 0.0067134766666912
1115 => 0.0067120612355376
1116 => 0.0066842125538411
1117 => 0.0068052148885448
1118 => 0.0069061571649881
1119 => 0.0066777663886541
1120 => 0.0067647346064273
1121 => 0.0068037774413267
1122 => 0.0068611039064461
1123 => 0.0069578232621336
1124 => 0.0070628861359524
1125 => 0.0070777431782661
1126 => 0.0070672013957696
1127 => 0.0069979096062445
1128 => 0.0071128706564377
1129 => 0.0071802121434726
1130 => 0.0072203124579193
1201 => 0.0073220001833001
1202 => 0.0068040185565832
1203 => 0.0064373654158358
1204 => 0.0063801072333726
1205 => 0.0064965439989784
1206 => 0.0065272474455029
1207 => 0.0065148709247077
1208 => 0.0061021694801513
1209 => 0.0063779344456775
1210 => 0.0066746343616068
1211 => 0.0066860318137261
1212 => 0.006834565995343
1213 => 0.0068829348134993
1214 => 0.0070025242985211
1215 => 0.0069950439436723
1216 => 0.0070241620801908
1217 => 0.007017468324861
1218 => 0.0072389826633269
1219 => 0.0074833458738523
1220 => 0.0074748843528992
1221 => 0.0074397542502119
1222 => 0.0074919284432752
1223 => 0.0077441374640905
1224 => 0.007720918099021
1225 => 0.0077434737343652
1226 => 0.008040842383784
1227 => 0.0084274639282256
1228 => 0.0082478394046641
1229 => 0.0086375729352283
1230 => 0.0088828895338317
1231 => 0.0093071392249066
]
'min_raw' => 0.0037998987765656
'max_raw' => 0.0093071392249066
'avg_raw' => 0.0065535190007361
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.003799'
'max' => '$0.0093071'
'avg' => '$0.006553'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0016943491467676
'max_diff' => 0.0037758467740662
'year' => 2028
]
3 => [
'items' => [
101 => 0.0092540210741103
102 => 0.0094191783655577
103 => 0.0091589284980922
104 => 0.0085613421972153
105 => 0.0084667718776331
106 => 0.0086561040523386
107 => 0.0091215587290888
108 => 0.0086414452281552
109 => 0.0087385715640929
110 => 0.0087105991728088
111 => 0.0087091086429523
112 => 0.0087659961051526
113 => 0.0086834778741806
114 => 0.0083472837564541
115 => 0.0085013595394037
116 => 0.0084418634802801
117 => 0.0085078787936028
118 => 0.0088641362128195
119 => 0.0087066263156677
120 => 0.0085407024340832
121 => 0.008748807803047
122 => 0.0090137974505012
123 => 0.0089972148745957
124 => 0.00896503774636
125 => 0.009146418533485
126 => 0.0094460064542312
127 => 0.0095269838653671
128 => 0.0095867597347574
129 => 0.0095950018172247
130 => 0.0096799003890639
131 => 0.0092233793710897
201 => 0.009947889950906
202 => 0.010072992913839
203 => 0.010049478741794
204 => 0.010188525419958
205 => 0.010147614359968
206 => 0.010088340652792
207 => 0.010308759213757
208 => 0.010056067120472
209 => 0.0096974025071024
210 => 0.0095006320066264
211 => 0.0097597552746767
212 => 0.0099179928123192
213 => 0.010022577758903
214 => 0.010054225100548
215 => 0.0092588177981664
216 => 0.0088301373774942
217 => 0.0091049166123141
218 => 0.009440166243044
219 => 0.0092215170424638
220 => 0.0092300876771689
221 => 0.0089183513771407
222 => 0.0094677479884155
223 => 0.0093877055233055
224 => 0.0098029659738885
225 => 0.0097038607346835
226 => 0.010042489511816
227 => 0.009953317206111
228 => 0.010323466461537
301 => 0.010471129020917
302 => 0.010719077439959
303 => 0.010901469306337
304 => 0.011008573298875
305 => 0.0110021431769
306 => 0.011426542554333
307 => 0.011176289068846
308 => 0.010861911710856
309 => 0.010856225616298
310 => 0.011019046104763
311 => 0.011360273180965
312 => 0.011448748397172
313 => 0.011498193973021
314 => 0.011422466352396
315 => 0.011150834129728
316 => 0.011033544713187
317 => 0.011133478694281
318 => 0.011011268022827
319 => 0.011222237928015
320 => 0.011511944668578
321 => 0.011452121372276
322 => 0.011652101682602
323 => 0.011859060265248
324 => 0.012155020333523
325 => 0.012232395254739
326 => 0.012360293057206
327 => 0.012491941908183
328 => 0.012534223971081
329 => 0.012614953548507
330 => 0.012614528063785
331 => 0.012857812079084
401 => 0.013126161881838
402 => 0.013227457720066
403 => 0.013460381914585
404 => 0.013061507394108
405 => 0.01336405829983
406 => 0.013636966790132
407 => 0.013311594037298
408 => 0.013760044574951
409 => 0.013777456893117
410 => 0.014040362224572
411 => 0.013773857304575
412 => 0.013615607533795
413 => 0.014072468692496
414 => 0.0142935294162
415 => 0.014226944127168
416 => 0.013720226789918
417 => 0.01342529556551
418 => 0.012653403663249
419 => 0.013567742964726
420 => 0.014013090966832
421 => 0.013719073446181
422 => 0.01386735878162
423 => 0.014676355490092
424 => 0.01498436905802
425 => 0.014920304389068
426 => 0.014931130263527
427 => 0.015097328793939
428 => 0.01583434460499
429 => 0.015392707647115
430 => 0.015730322553589
501 => 0.015909392282622
502 => 0.016075722226612
503 => 0.015667268453291
504 => 0.015135876095579
505 => 0.014967561829557
506 => 0.013689839198204
507 => 0.013623328186374
508 => 0.013585993539944
509 => 0.013350603875293
510 => 0.013165652077532
511 => 0.013018571541133
512 => 0.012632588291656
513 => 0.012762846307697
514 => 0.012147669568995
515 => 0.012541237845892
516 => 0.011559400916961
517 => 0.012377103886816
518 => 0.011932065336716
519 => 0.012230896753835
520 => 0.012229854159172
521 => 0.011679610775669
522 => 0.011362241875351
523 => 0.011564481690816
524 => 0.011781298826811
525 => 0.011816476677666
526 => 0.01209758575399
527 => 0.012176037254773
528 => 0.011938325544851
529 => 0.01153905452895
530 => 0.011631796079542
531 => 0.011360362470789
601 => 0.010884685511992
602 => 0.011226325008323
603 => 0.011342975753198
604 => 0.011394495367582
605 => 0.010926721710473
606 => 0.010779737071549
607 => 0.010701483683107
608 => 0.011478670823868
609 => 0.011521246889839
610 => 0.011303421716679
611 => 0.012288012154393
612 => 0.012065169014652
613 => 0.012314139399638
614 => 0.011623380755897
615 => 0.011649768666317
616 => 0.011322752454472
617 => 0.011505859681874
618 => 0.011376445395368
619 => 0.011491066427401
620 => 0.011559769801401
621 => 0.011886732353104
622 => 0.01238083727395
623 => 0.01183789505112
624 => 0.011601327349558
625 => 0.0117480926211
626 => 0.012138947879718
627 => 0.012731113604037
628 => 0.012380539576794
629 => 0.012536118376952
630 => 0.012570105423567
701 => 0.012311605114834
702 => 0.012740644879141
703 => 0.012970570774346
704 => 0.013206427166366
705 => 0.013411214663011
706 => 0.0131122209368
707 => 0.013432187082913
708 => 0.013174350850774
709 => 0.012943045095926
710 => 0.012943395891277
711 => 0.012798294412423
712 => 0.01251714201318
713 => 0.012465293197107
714 => 0.012735017286098
715 => 0.012951310462503
716 => 0.012969125404486
717 => 0.013088876420488
718 => 0.013159743838224
719 => 0.013854340871624
720 => 0.014133713544466
721 => 0.014475325160563
722 => 0.014608402137208
723 => 0.015008916126174
724 => 0.014685468551928
725 => 0.014615488634659
726 => 0.013643972704555
727 => 0.013803058383685
728 => 0.014057769905455
729 => 0.013648172803733
730 => 0.013907967888519
731 => 0.013959256941468
801 => 0.013634254850951
802 => 0.013807852510008
803 => 0.013346828595672
804 => 0.012390886335449
805 => 0.012741709116147
806 => 0.013000032768412
807 => 0.012631373065553
808 => 0.013292181313827
809 => 0.012906150777037
810 => 0.012783797629608
811 => 0.012306454379441
812 => 0.012531742018893
813 => 0.01283644677706
814 => 0.012648174662243
815 => 0.013038867569689
816 => 0.013592192920624
817 => 0.013986525516795
818 => 0.014016797477082
819 => 0.013763268035976
820 => 0.014169550583351
821 => 0.01417250990816
822 => 0.013714221535008
823 => 0.013433522458212
824 => 0.013369747037369
825 => 0.013529070542544
826 => 0.013722518690569
827 => 0.014027532502966
828 => 0.014211845961729
829 => 0.014692437709875
830 => 0.014822472057279
831 => 0.014965340381124
901 => 0.015156256520741
902 => 0.015385500296245
903 => 0.014883927966298
904 => 0.014903856370015
905 => 0.01443679916111
906 => 0.013937681550617
907 => 0.014316449601093
908 => 0.014811638441688
909 => 0.014698041574521
910 => 0.014685259606391
911 => 0.014706755331363
912 => 0.014621107003245
913 => 0.014233722789445
914 => 0.014039180862428
915 => 0.014290189581219
916 => 0.014423589544143
917 => 0.01463048125294
918 => 0.014604977482876
919 => 0.015137908306189
920 => 0.015344989109137
921 => 0.015292008978256
922 => 0.015301758597376
923 => 0.015676668499644
924 => 0.016093645417069
925 => 0.016484199325187
926 => 0.016881487535206
927 => 0.016402541091606
928 => 0.016159361624855
929 => 0.016410260761092
930 => 0.016277130147744
1001 => 0.017042138141147
1002 => 0.017095105634796
1003 => 0.017860058309413
1004 => 0.018586089486496
1005 => 0.01813008231237
1006 => 0.018560076538556
1007 => 0.019025150352121
1008 => 0.019922353193993
1009 => 0.019620206840827
1010 => 0.019388767469539
1011 => 0.019170058381978
1012 => 0.019625157274102
1013 => 0.020210634728436
1014 => 0.020336740964466
1015 => 0.020541081243125
1016 => 0.020326242425656
1017 => 0.020584992117578
1018 => 0.02149849223044
1019 => 0.021251656436256
1020 => 0.020901109927681
1021 => 0.021622230533302
1022 => 0.021883201277191
1023 => 0.023714830629242
1024 => 0.026027338347042
1025 => 0.025069944967129
1026 => 0.024475660001325
1027 => 0.024615331064917
1028 => 0.025459780600131
1029 => 0.025730990989353
1030 => 0.02499374765962
1031 => 0.025254154467248
1101 => 0.026689021579913
1102 => 0.027458781749809
1103 => 0.026413344046507
1104 => 0.023529022885756
1105 => 0.020869547049996
1106 => 0.021574959799397
1107 => 0.021494987885122
1108 => 0.023036573594362
1109 => 0.021245769484199
1110 => 0.021275922032641
1111 => 0.022849386101781
1112 => 0.022429612864138
1113 => 0.02174963397965
1114 => 0.020874511648363
1115 => 0.019256767079961
1116 => 0.017823885601583
1117 => 0.020634096153579
1118 => 0.020512914764541
1119 => 0.020337426155137
1120 => 0.020727957065514
1121 => 0.022624264312167
1122 => 0.022580548292384
1123 => 0.022302449278635
1124 => 0.022513384929511
1125 => 0.021712655940192
1126 => 0.021919022033
1127 => 0.020869125775436
1128 => 0.021343722731396
1129 => 0.021748175050358
1130 => 0.021829374841408
1201 => 0.022012322116809
1202 => 0.020449057679042
1203 => 0.021150917516567
1204 => 0.021563194415739
1205 => 0.019700512386517
1206 => 0.021526375181001
1207 => 0.02042184472313
1208 => 0.020046950496238
1209 => 0.02055169618419
1210 => 0.020354996298714
1211 => 0.020185885287786
1212 => 0.020091518437993
1213 => 0.020462147964476
1214 => 0.020444857654067
1215 => 0.01983843581265
1216 => 0.019047383241438
1217 => 0.019312886449752
1218 => 0.019216426645066
1219 => 0.01886684386932
1220 => 0.019102420451387
1221 => 0.018065060406542
1222 => 0.016280336366668
1223 => 0.017459379734984
1224 => 0.017413987847856
1225 => 0.017391099200008
1226 => 0.018277117704933
1227 => 0.018191947469609
1228 => 0.018037362658507
1229 => 0.018864004798037
1230 => 0.018562269297203
1231 => 0.019492147012948
]
'min_raw' => 0.0083472837564541
'max_raw' => 0.027458781749809
'avg_raw' => 0.017903032753132
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.008347'
'max' => '$0.027458'
'avg' => '$0.017903'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0045473849798885
'max_diff' => 0.018151642524902
'year' => 2029
]
4 => [
'items' => [
101 => 0.020104624617258
102 => 0.01994928048523
103 => 0.020525318632445
104 => 0.019319003107431
105 => 0.019719692735862
106 => 0.01980227431295
107 => 0.018853804162352
108 => 0.018205882373426
109 => 0.018162673376954
110 => 0.01703926628408
111 => 0.017639381285268
112 => 0.018167457651868
113 => 0.017914550052648
114 => 0.017834487062135
115 => 0.018243511517123
116 => 0.018275296220333
117 => 0.01755060161875
118 => 0.017701288574513
119 => 0.018329678229664
120 => 0.017685454767485
121 => 0.016433833813774
122 => 0.01612341451224
123 => 0.016081998855253
124 => 0.015240117089828
125 => 0.016144158214296
126 => 0.01574952003667
127 => 0.0169961773113
128 => 0.016284093361988
129 => 0.016253396846158
130 => 0.01620699456028
131 => 0.015482352147081
201 => 0.015641002782144
202 => 0.016168381656266
203 => 0.016356556379901
204 => 0.016336928214556
205 => 0.016165797212073
206 => 0.016244140108677
207 => 0.015991770342239
208 => 0.015902653325088
209 => 0.01562137550539
210 => 0.015207974815416
211 => 0.015265460716891
212 => 0.014446405777878
213 => 0.014000141176568
214 => 0.013876621016598
215 => 0.013711444696424
216 => 0.013895278121479
217 => 0.014444085498144
218 => 0.013782107365906
219 => 0.01264719229055
220 => 0.01271540262038
221 => 0.01286865097968
222 => 0.012583073675964
223 => 0.012312798724684
224 => 0.012547780866722
225 => 0.012066902387973
226 => 0.012926762846412
227 => 0.012903506030743
228 => 0.013224008836235
301 => 0.013424425817889
302 => 0.012962529560945
303 => 0.012846363901424
304 => 0.012912537140522
305 => 0.011818840900942
306 => 0.013134630520154
307 => 0.01314600952342
308 => 0.013048575589061
309 => 0.013749192940845
310 => 0.01522771408114
311 => 0.014671434954786
312 => 0.014456026863436
313 => 0.014046535924317
314 => 0.014592158287527
315 => 0.014550263003067
316 => 0.014360796638425
317 => 0.014246206789919
318 => 0.014457342099309
319 => 0.014220044788555
320 => 0.01417741967105
321 => 0.013919157835552
322 => 0.013826970110444
323 => 0.013758717988874
324 => 0.013683579109339
325 => 0.01384931675415
326 => 0.013473733446406
327 => 0.013020816796153
328 => 0.01298316167731
329 => 0.013087130771106
330 => 0.01304113218669
331 => 0.012982941453785
401 => 0.012871839497366
402 => 0.012838877920214
403 => 0.012945987055273
404 => 0.012825067086641
405 => 0.01300349108721
406 => 0.012954969631705
407 => 0.012683932725549
408 => 0.012346120389763
409 => 0.012343113151389
410 => 0.012270332037767
411 => 0.012177634346856
412 => 0.012151847969881
413 => 0.012527991326138
414 => 0.013306596816568
415 => 0.013153737928347
416 => 0.013264194140696
417 => 0.013807529382922
418 => 0.013980239317765
419 => 0.013857653896873
420 => 0.013689851412015
421 => 0.013697233869737
422 => 0.014270665757761
423 => 0.014306430001231
424 => 0.014396794706498
425 => 0.014512938889828
426 => 0.013877433753515
427 => 0.013667301634967
428 => 0.013567729379512
429 => 0.013261085372025
430 => 0.01359177464443
501 => 0.013399096166926
502 => 0.013425095076375
503 => 0.013408163252489
504 => 0.013417409173256
505 => 0.01292652249789
506 => 0.013105375802149
507 => 0.01280799749465
508 => 0.012409841323189
509 => 0.012408506564091
510 => 0.012505954722988
511 => 0.012447988744929
512 => 0.012292003788414
513 => 0.012314160715259
514 => 0.012120042721484
515 => 0.012337730154323
516 => 0.012343972650973
517 => 0.012260151131816
518 => 0.01259552865718
519 => 0.012732933102964
520 => 0.012677759983424
521 => 0.012729062009817
522 => 0.013160089905269
523 => 0.013230366259293
524 => 0.013261578373555
525 => 0.013219758275256
526 => 0.012736940408497
527 => 0.012758355433988
528 => 0.012601226186028
529 => 0.012468468529374
530 => 0.012473778139418
531 => 0.012542032832226
601 => 0.0128401050788
602 => 0.013467380549397
603 => 0.013491185194973
604 => 0.013520037119843
605 => 0.013402681841583
606 => 0.013367286366721
607 => 0.013413982134411
608 => 0.01364955382059
609 => 0.01425550815453
610 => 0.014041323422587
611 => 0.013867187901532
612 => 0.014019951700096
613 => 0.01399643491071
614 => 0.013797929541826
615 => 0.013792358157264
616 => 0.01341136288837
617 => 0.013270517612302
618 => 0.013152816757534
619 => 0.013024290496786
620 => 0.012948095821175
621 => 0.013065165472774
622 => 0.013091940687222
623 => 0.012835965847973
624 => 0.012801077423243
625 => 0.013010112002574
626 => 0.012918123677805
627 => 0.013012735951031
628 => 0.013034686809988
629 => 0.013031152216125
630 => 0.012935105840274
701 => 0.012996322936097
702 => 0.012851526254781
703 => 0.012694081611608
704 => 0.012593641738412
705 => 0.012505994627632
706 => 0.012554626338773
707 => 0.012381263168356
708 => 0.012325800801028
709 => 0.012975583961461
710 => 0.013455585768418
711 => 0.013448606352044
712 => 0.013406120949823
713 => 0.013342996259971
714 => 0.013644935856348
715 => 0.013539746138443
716 => 0.013616280447114
717 => 0.013635761640805
718 => 0.013694725346749
719 => 0.013715799803523
720 => 0.013652098158003
721 => 0.013438307655136
722 => 0.012905562048585
723 => 0.012657567530616
724 => 0.012575725209011
725 => 0.01257870002196
726 => 0.012496641400659
727 => 0.012520811342242
728 => 0.012488236081345
729 => 0.01242654641801
730 => 0.012550817175898
731 => 0.012565138223083
801 => 0.012536131943267
802 => 0.012542963972206
803 => 0.012302804364072
804 => 0.012321063177479
805 => 0.01221939578421
806 => 0.012200334373591
807 => 0.011943328056599
808 => 0.011488004112387
809 => 0.011740297776845
810 => 0.011435562508037
811 => 0.011320154644247
812 => 0.011866477521825
813 => 0.011811641857554
814 => 0.011717787036813
815 => 0.011578956195877
816 => 0.011527462486515
817 => 0.011214603009355
818 => 0.011196117602404
819 => 0.011351179207201
820 => 0.011279623611931
821 => 0.01117913245595
822 => 0.010815163675609
823 => 0.010405942260584
824 => 0.01041829408283
825 => 0.010548459801114
826 => 0.010926934182264
827 => 0.010779057693876
828 => 0.010671771604863
829 => 0.010651680145398
830 => 0.010903166824912
831 => 0.011259073164512
901 => 0.011426056456096
902 => 0.011260581085494
903 => 0.011070491889572
904 => 0.01108206173814
905 => 0.011159030757274
906 => 0.011167119112902
907 => 0.011043390587842
908 => 0.011078219442902
909 => 0.011025311227248
910 => 0.010700613605441
911 => 0.01069474085509
912 => 0.010615054822242
913 => 0.010612641960836
914 => 0.01047707614035
915 => 0.010458109544941
916 => 0.010188935380108
917 => 0.010366106630536
918 => 0.010247269457657
919 => 0.010068153807273
920 => 0.010037274201634
921 => 0.0100363459234
922 => 0.010220257646818
923 => 0.010363957514969
924 => 0.010249336681157
925 => 0.01022323973913
926 => 0.010501886804814
927 => 0.010466426425781
928 => 0.010435717966234
929 => 0.011227205655415
930 => 0.010600681388874
1001 => 0.010327481047907
1002 => 0.0099893437466223
1003 => 0.010099442956957
1004 => 0.010122642478268
1005 => 0.0093094832225089
1006 => 0.0089795846137199
1007 => 0.0088663758431504
1008 => 0.0088012225951505
1009 => 0.008830913748407
1010 => 0.0085339663072496
1011 => 0.0087335198987648
1012 => 0.0084763885150647
1013 => 0.0084332796018095
1014 => 0.0088930623683312
1015 => 0.0089570384542807
1016 => 0.0086840965958081
1017 => 0.0088593694542206
1018 => 0.0087958130792853
1019 => 0.0084807962946265
1020 => 0.0084687649705591
1021 => 0.0083107006213927
1022 => 0.0080633605222364
1023 => 0.0079503194599011
1024 => 0.0078914466931694
1025 => 0.0079157387441303
1026 => 0.0079034559398154
1027 => 0.0078233023332522
1028 => 0.0079080502507192
1029 => 0.0076915543418481
1030 => 0.0076053439265096
1031 => 0.0075664046819676
1101 => 0.007374252101805
1102 => 0.007680052307484
1103 => 0.0077402988003723
1104 => 0.0078006639974626
1105 => 0.0083261018250634
1106 => 0.0082998524360684
1107 => 0.0085371341286127
1108 => 0.0085279137983735
1109 => 0.0084602372159513
1110 => 0.0081747208469694
1111 => 0.0082885225828056
1112 => 0.007938258528618
1113 => 0.0082007001736559
1114 => 0.0080809327666858
1115 => 0.0081602066928842
1116 => 0.0080176650257377
1117 => 0.0080965534697377
1118 => 0.0077545854788336
1119 => 0.0074352605805468
1120 => 0.0075637662412923
1121 => 0.0077034665909275
1122 => 0.0080063725439238
1123 => 0.0078259642572391
1124 => 0.0078908458991235
1125 => 0.0076735032598664
1126 => 0.0072250633142233
1127 => 0.0072276014356152
1128 => 0.0071586187197732
1129 => 0.0070990075816444
1130 => 0.0078466863191692
1201 => 0.0077537006491063
1202 => 0.0076055401535246
1203 => 0.0078038588645247
1204 => 0.0078562974794543
1205 => 0.0078577903331014
1206 => 0.0080024785453002
1207 => 0.0080796986700875
1208 => 0.0080933090517725
1209 => 0.0083209790798631
1210 => 0.0083972910702388
1211 => 0.0087116093585192
1212 => 0.0080731470820063
1213 => 0.0080599983715733
1214 => 0.0078066496154894
1215 => 0.0076459718290956
1216 => 0.0078176513609896
1217 => 0.0079697359896546
1218 => 0.0078113753088363
1219 => 0.0078320538705747
1220 => 0.0076194675951192
1221 => 0.0076954571854806
1222 => 0.0077609096576031
1223 => 0.0077247706496155
1224 => 0.0076706688055104
1225 => 0.0079572667844543
1226 => 0.0079410958032957
1227 => 0.0082079824301474
1228 => 0.008416039641024
1229 => 0.0087889153575901
1230 => 0.0083998001089027
1231 => 0.0083856192026475
]
'min_raw' => 0.0070990075816444
'max_raw' => 0.020525318632445
'avg_raw' => 0.013812163107045
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.007099'
'max' => '$0.020525'
'avg' => '$0.013812'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0012482761748097
'max_diff' => -0.0069334631173639
'year' => 2030
]
5 => [
'items' => [
101 => 0.008524239835981
102 => 0.0083972698481421
103 => 0.0084775104976013
104 => 0.0087759873484466
105 => 0.0087822936939713
106 => 0.0086766542811653
107 => 0.0086702261132956
108 => 0.0086905153180935
109 => 0.0088093498243168
110 => 0.0087678253964269
111 => 0.008815878515651
112 => 0.0088759696770563
113 => 0.009124532198753
114 => 0.0091844597812297
115 => 0.0090388668247006
116 => 0.0090520122385399
117 => 0.008997556476182
118 => 0.008944952892073
119 => 0.0090631980670136
120 => 0.0092792934483323
121 => 0.0092779491301804
122 => 0.0093280790583524
123 => 0.0093593095883048
124 => 0.009225245291604
125 => 0.0091379743641325
126 => 0.0091714395909185
127 => 0.009224951217327
128 => 0.0091540864916859
129 => 0.0087166765772946
130 => 0.0088493588034674
131 => 0.0088272739932028
201 => 0.0087958225377814
202 => 0.0089292355421995
203 => 0.0089163675324602
204 => 0.0085309206820397
205 => 0.0085555957388244
206 => 0.0085324212539691
207 => 0.0086073027555899
208 => 0.0083932260013144
209 => 0.0084590745691006
210 => 0.0085003741735242
211 => 0.0085246999578081
212 => 0.0086125813709883
213 => 0.008602269501475
214 => 0.0086119403707008
215 => 0.008742245306614
216 => 0.009401282957209
217 => 0.0094371529224463
218 => 0.0092605160947945
219 => 0.009331079023434
220 => 0.0091956136308623
221 => 0.009286552456435
222 => 0.009348770491296
223 => 0.0090676191555989
224 => 0.009050971198156
225 => 0.0089149466917214
226 => 0.0089880385566575
227 => 0.0088717441440531
228 => 0.0089002787251004
301 => 0.0088204935488922
302 => 0.0089640909809968
303 => 0.0091246552228748
304 => 0.0091652200912472
305 => 0.0090585113868332
306 => 0.0089812472523912
307 => 0.0088455968846991
308 => 0.0090711864693367
309 => 0.0091371557386027
310 => 0.0090708399608492
311 => 0.0090554731461153
312 => 0.0090263530599619
313 => 0.0090616511100523
314 => 0.0091367964557947
315 => 0.0091013592984592
316 => 0.0091247661652016
317 => 0.0090355633262357
318 => 0.0092252896724646
319 => 0.0095266207704078
320 => 0.0095275895991603
321 => 0.0094921522508053
322 => 0.0094776520513668
323 => 0.0095140129212971
324 => 0.0095337372016333
325 => 0.0096513215875446
326 => 0.009777494318396
327 => 0.010366287399804
328 => 0.010200956658638
329 => 0.010723368907921
330 => 0.011136529170363
331 => 0.011260417867761
401 => 0.011146446095568
402 => 0.010756554819533
403 => 0.010737424893456
404 => 0.011320087067704
405 => 0.011155458315861
406 => 0.011135876249673
407 => 0.010927556149862
408 => 0.011050699129797
409 => 0.011023765953687
410 => 0.01098125061758
411 => 0.011216198845081
412 => 0.01165600095299
413 => 0.011587453670034
414 => 0.011536286303125
415 => 0.011312085795924
416 => 0.011447104578255
417 => 0.011399026975982
418 => 0.01160559886615
419 => 0.011483230254542
420 => 0.011154211091148
421 => 0.01120660847738
422 => 0.01119868871786
423 => 0.011361676807582
424 => 0.011312751828661
425 => 0.011189135330508
426 => 0.011654497757198
427 => 0.01162427970969
428 => 0.011667121992249
429 => 0.011685982489972
430 => 0.011969240398493
501 => 0.012085282100371
502 => 0.012111625598294
503 => 0.012221856240091
504 => 0.012108882959508
505 => 0.012560856630425
506 => 0.012861392748189
507 => 0.01321048091442
508 => 0.013720592551337
509 => 0.013912399245614
510 => 0.013877751083088
511 => 0.014264511904375
512 => 0.014959512503017
513 => 0.014018230574902
514 => 0.015009402730819
515 => 0.014695609069888
516 => 0.013951609944729
517 => 0.013903705172242
518 => 0.014407550017807
519 => 0.015525029392002
520 => 0.015245113483112
521 => 0.015525487234152
522 => 0.015198416360636
523 => 0.015182174534996
524 => 0.015509602131861
525 => 0.016274654559085
526 => 0.015911206828472
527 => 0.015390115385599
528 => 0.015774881197936
529 => 0.015441561442895
530 => 0.014690498744462
531 => 0.015244899436692
601 => 0.014874187482221
602 => 0.014982380938667
603 => 0.015761562327725
604 => 0.015667809161535
605 => 0.015789134439894
606 => 0.015574998499226
607 => 0.015374961764503
608 => 0.015001578344221
609 => 0.014891037921056
610 => 0.014921587317191
611 => 0.014891022782292
612 => 0.014682118190215
613 => 0.014637005263446
614 => 0.014561815075721
615 => 0.01458511965895
616 => 0.014443740108363
617 => 0.014710552530827
618 => 0.014760075267579
619 => 0.014954239098339
620 => 0.014974397831362
621 => 0.015515141336279
622 => 0.015217308900596
623 => 0.015417120612067
624 => 0.015399247571893
625 => 0.013967734661774
626 => 0.014164984510443
627 => 0.014471843374559
628 => 0.014333603872212
629 => 0.014138165558955
630 => 0.01398033864226
701 => 0.013741214724837
702 => 0.014077777046642
703 => 0.014520320710403
704 => 0.014985621468983
705 => 0.015544649842704
706 => 0.015419881217497
707 => 0.014975170822389
708 => 0.014995120205852
709 => 0.01511843944463
710 => 0.014958729825678
711 => 0.014911628341147
712 => 0.015111968423948
713 => 0.015113348055993
714 => 0.014929582837837
715 => 0.014725361426537
716 => 0.014724505731366
717 => 0.01468816650377
718 => 0.015204881028497
719 => 0.015489021771366
720 => 0.01552159804962
721 => 0.015486829128285
722 => 0.015500210306178
723 => 0.015334875068516
724 => 0.015712782393168
725 => 0.01605958752543
726 => 0.015966636341573
727 => 0.015827289303182
728 => 0.01571629267524
729 => 0.015940489063553
730 => 0.0159305059513
731 => 0.016056558485146
801 => 0.016050840014096
802 => 0.016008453288039
803 => 0.015966637855336
804 => 0.0161324313194
805 => 0.016084685464311
806 => 0.016036865446722
807 => 0.015940955080567
808 => 0.01595399089223
809 => 0.01581466791407
810 => 0.015750210729387
811 => 0.014780929326171
812 => 0.014521905663048
813 => 0.01460339978038
814 => 0.014630229759799
815 => 0.01451750232966
816 => 0.014679124507178
817 => 0.014653935862012
818 => 0.014751930145489
819 => 0.01469070757159
820 => 0.014693220167378
821 => 0.014873262703185
822 => 0.014925529817286
823 => 0.014898946341207
824 => 0.014917564496624
825 => 0.015346612029987
826 => 0.01528561519091
827 => 0.015253211835863
828 => 0.01526218778666
829 => 0.015371818630317
830 => 0.015402509280919
831 => 0.015272470837725
901 => 0.015333797719278
902 => 0.015594919797393
903 => 0.015686297746503
904 => 0.015977932296159
905 => 0.015854040756074
906 => 0.0160814490398
907 => 0.016780424574776
908 => 0.017338814597543
909 => 0.016825296056163
910 => 0.017850708222434
911 => 0.018649138680515
912 => 0.018618493589678
913 => 0.018479268771283
914 => 0.01757027692213
915 => 0.016733809070234
916 => 0.017433549946646
917 => 0.017435333730043
918 => 0.017375225368189
919 => 0.017001897495079
920 => 0.01736223436744
921 => 0.017390836599817
922 => 0.017374826955633
923 => 0.017088597350634
924 => 0.016651577647872
925 => 0.016736970251714
926 => 0.01687684507877
927 => 0.016612032850208
928 => 0.016527409297644
929 => 0.01668474058215
930 => 0.017191694762105
1001 => 0.01709585801097
1002 => 0.017093355326092
1003 => 0.017503385588554
1004 => 0.0172098924107
1005 => 0.016738047325914
1006 => 0.016618900219133
1007 => 0.016196008257171
1008 => 0.016488101241588
1009 => 0.016498613148094
1010 => 0.016338636805647
1011 => 0.016751028524423
1012 => 0.016747228262135
1013 => 0.017138732822706
1014 => 0.017887142500122
1015 => 0.017665800931506
1016 => 0.017408404769101
1017 => 0.017436390868776
1018 => 0.01774332930663
1019 => 0.01755774732038
1020 => 0.017624483896559
1021 => 0.017743228292829
1022 => 0.017814869735356
1023 => 0.017426082767696
1024 => 0.017335437927704
1025 => 0.017150010397096
1026 => 0.017101635815529
1027 => 0.017252662670137
1028 => 0.017212872429805
1029 => 0.016497729663056
1030 => 0.016422993264914
1031 => 0.016425285323546
1101 => 0.016237357096896
1102 => 0.015950721443312
1103 => 0.016703982826805
1104 => 0.016643485395824
1105 => 0.016576700914151
1106 => 0.016584881632089
1107 => 0.016911846868266
1108 => 0.016722190519143
1109 => 0.017226423007351
1110 => 0.017122767966391
1111 => 0.017016454564757
1112 => 0.017001758814266
1113 => 0.01696083722487
1114 => 0.016820501868579
1115 => 0.01665103849301
1116 => 0.016539144093793
1117 => 0.015256486170675
1118 => 0.015494540020328
1119 => 0.015768399275063
1120 => 0.015862934392375
1121 => 0.015701225532581
1122 => 0.016826887119991
1123 => 0.017032556339156
1124 => 0.016409570858835
1125 => 0.016293035711796
1126 => 0.01683452714483
1127 => 0.016507941616075
1128 => 0.016655003059676
1129 => 0.016337136656919
1130 => 0.016983016646957
1201 => 0.016978096123578
1202 => 0.016726834219592
1203 => 0.016939199060273
1204 => 0.016902295443163
1205 => 0.016618621372394
1206 => 0.01699200962098
1207 => 0.016992194816893
1208 => 0.016750360697212
1209 => 0.01646795138972
1210 => 0.016417463275751
1211 => 0.016379427263998
1212 => 0.016645648532435
1213 => 0.016884341689263
1214 => 0.017328490477068
1215 => 0.017440160035037
1216 => 0.017876013754054
1217 => 0.017616484085712
1218 => 0.017731530226216
1219 => 0.017856429086004
1220 => 0.017916310192389
1221 => 0.017818737142931
1222 => 0.018495797373113
1223 => 0.018552962001129
1224 => 0.018572128806431
1225 => 0.018343827906251
1226 => 0.018546612540102
1227 => 0.018451736325444
1228 => 0.018698577878612
1229 => 0.01873728578598
1230 => 0.018704501565513
1231 => 0.018716788066275
]
'min_raw' => 0.0083932260013144
'max_raw' => 0.01873728578598
'avg_raw' => 0.013565255893647
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.008393'
'max' => '$0.018737'
'avg' => '$0.013565'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.00129421841967
'max_diff' => -0.0017880328464646
'year' => 2031
]
6 => [
'items' => [
101 => 0.018139036601424
102 => 0.01810907714009
103 => 0.017700577758971
104 => 0.017867044276252
105 => 0.017555843101143
106 => 0.017654528199497
107 => 0.017698027650546
108 => 0.01767530600589
109 => 0.017876456043375
110 => 0.017705437419275
111 => 0.017254091152211
112 => 0.016802621916159
113 => 0.016796954087659
114 => 0.0166780902069
115 => 0.016592173392118
116 => 0.016608724018707
117 => 0.016667050585543
118 => 0.016588783346021
119 => 0.016605485629823
120 => 0.016882854827665
121 => 0.016938479242186
122 => 0.016749445747783
123 => 0.015990448990352
124 => 0.01580418928228
125 => 0.015938069066752
126 => 0.015874083152736
127 => 0.012811624025651
128 => 0.013531103371462
129 => 0.013103613175391
130 => 0.013300620325619
131 => 0.01286426353348
201 => 0.013072515866108
202 => 0.013034059264429
203 => 0.01419096076155
204 => 0.014172897335939
205 => 0.014181543341884
206 => 0.013768846951078
207 => 0.01442628350756
208 => 0.014750160395936
209 => 0.014690219403602
210 => 0.014705305259995
211 => 0.014446080265337
212 => 0.01418405320647
213 => 0.013893424872511
214 => 0.014433376394259
215 => 0.01437334300232
216 => 0.014511038004095
217 => 0.014861235162481
218 => 0.014912803024323
219 => 0.014982110753588
220 => 0.014957268866306
221 => 0.015549103405596
222 => 0.015477428337838
223 => 0.015650144628811
224 => 0.015294854114264
225 => 0.014892809172569
226 => 0.014969224772145
227 => 0.014961865335411
228 => 0.01486817125901
229 => 0.01478358843618
301 => 0.014642781867232
302 => 0.015088314686836
303 => 0.015070226867999
304 => 0.015363047630188
305 => 0.015311288716162
306 => 0.014965630020741
307 => 0.01497797528867
308 => 0.015061003148427
309 => 0.015348363519041
310 => 0.015433671642026
311 => 0.015394153520518
312 => 0.015487689982907
313 => 0.01556161738899
314 => 0.015496974126905
315 => 0.016412186397459
316 => 0.016032126454348
317 => 0.01621736502618
318 => 0.016261543334073
319 => 0.016148381527375
320 => 0.016172922271227
321 => 0.016210094811211
322 => 0.016435799194863
323 => 0.017028112805656
324 => 0.017290444471861
325 => 0.018079682232856
326 => 0.017268661478816
327 => 0.017220538863609
328 => 0.017362704417061
329 => 0.017826070532067
330 => 0.018201585246512
331 => 0.018326165141258
401 => 0.018342630430938
402 => 0.018576350595395
403 => 0.018710314635039
404 => 0.018547970819979
405 => 0.018410401434822
406 => 0.017917644972931
407 => 0.017974682875127
408 => 0.018367617459485
409 => 0.018922660703624
410 => 0.019398945549502
411 => 0.019232167196678
412 => 0.020504568301554
413 => 0.02063072167381
414 => 0.020613291356791
415 => 0.020900687512929
416 => 0.020330264670204
417 => 0.020086397853517
418 => 0.018440145497372
419 => 0.018902675259688
420 => 0.019574989432635
421 => 0.019486006130796
422 => 0.018997753607393
423 => 0.01939857516618
424 => 0.019266051023996
425 => 0.019161523734624
426 => 0.01964038351085
427 => 0.019113857516414
428 => 0.019569736933069
429 => 0.01898506686574
430 => 0.019232929026145
501 => 0.019092230476156
502 => 0.019183279681365
503 => 0.018651007888154
504 => 0.018938208827603
505 => 0.018639059384844
506 => 0.018638917549057
507 => 0.018632313808528
508 => 0.018984261801303
509 => 0.018995738812712
510 => 0.018735648714287
511 => 0.018698165667733
512 => 0.018836760136503
513 => 0.018674502311523
514 => 0.018750421726593
515 => 0.018676801833265
516 => 0.018660228444605
517 => 0.01852816886403
518 => 0.018471273965665
519 => 0.018493583921315
520 => 0.018417428541111
521 => 0.018371542169878
522 => 0.018623185854347
523 => 0.018488742785012
524 => 0.018602580525786
525 => 0.018472848052706
526 => 0.018023138779263
527 => 0.017764506220516
528 => 0.016915047091054
529 => 0.017155952646418
530 => 0.01731567327886
531 => 0.017262885610791
601 => 0.017376293947919
602 => 0.017383256298755
603 => 0.017346386092293
604 => 0.017303695116577
605 => 0.017282915510557
606 => 0.017437789669416
607 => 0.017527699331459
608 => 0.017331703381112
609 => 0.017285784272221
610 => 0.017483946999254
611 => 0.01760482614827
612 => 0.018497329868474
613 => 0.018431210310132
614 => 0.018597157426262
615 => 0.018578474327652
616 => 0.018752413342805
617 => 0.019036730120467
618 => 0.018458634615258
619 => 0.018558972005924
620 => 0.018534371594861
621 => 0.018802952432268
622 => 0.018803790912325
623 => 0.018642763283693
624 => 0.018730058973549
625 => 0.018681332914303
626 => 0.018769387489083
627 => 0.018430327243119
628 => 0.018843266023411
629 => 0.019077375702649
630 => 0.019080626315773
701 => 0.019191592445722
702 => 0.019304340460476
703 => 0.019520750456513
704 => 0.019298304903143
705 => 0.018898147007269
706 => 0.018927037114849
707 => 0.01869242468691
708 => 0.01869636856421
709 => 0.018675315838096
710 => 0.018738496653939
711 => 0.018444191879231
712 => 0.018513264621607
713 => 0.018416562377792
714 => 0.018558761794131
715 => 0.018405778728555
716 => 0.018534359731798
717 => 0.01858985103027
718 => 0.018794615116274
719 => 0.018375534906564
720 => 0.01752100198973
721 => 0.017700635169059
722 => 0.01743494358695
723 => 0.017459534354434
724 => 0.017509211618342
725 => 0.017348191352626
726 => 0.017378908944993
727 => 0.017377811496437
728 => 0.017368354277674
729 => 0.017326466687664
730 => 0.017265721394942
731 => 0.017507711944731
801 => 0.017548830854635
802 => 0.017640233097798
803 => 0.017912184174716
804 => 0.017885009849084
805 => 0.017929332301642
806 => 0.017832576636568
807 => 0.017464022572234
808 => 0.017484036831095
809 => 0.017234458702399
810 => 0.017633850823919
811 => 0.017539269497825
812 => 0.017478292301604
813 => 0.017461654108665
814 => 0.017734279299701
815 => 0.017815853029736
816 => 0.017765021755388
817 => 0.017660765328715
818 => 0.017860968488572
819 => 0.017914534408257
820 => 0.017926525842239
821 => 0.018281247456359
822 => 0.017946350840003
823 => 0.018026963784146
824 => 0.018655882962369
825 => 0.018085540052635
826 => 0.018387663412086
827 => 0.018372876045815
828 => 0.018527432133213
829 => 0.018360197935494
830 => 0.018362271003803
831 => 0.018499506338876
901 => 0.018306784061289
902 => 0.018259063315099
903 => 0.01819313744602
904 => 0.018337084169305
905 => 0.018423373719763
906 => 0.019118804123771
907 => 0.019568083880239
908 => 0.019548579461119
909 => 0.019726813341127
910 => 0.019646517345748
911 => 0.019387220395657
912 => 0.019829808671569
913 => 0.01968975522239
914 => 0.019701301058576
915 => 0.019700871321976
916 => 0.019793994621995
917 => 0.019728008229307
918 => 0.019597942275953
919 => 0.019684286125713
920 => 0.019940696491008
921 => 0.020736602132515
922 => 0.021182001473849
923 => 0.020709788532906
924 => 0.021035514696385
925 => 0.020840195066397
926 => 0.020804699679373
927 => 0.021009279781012
928 => 0.021214217973037
929 => 0.021201164296177
930 => 0.021052389692459
1001 => 0.020968350693835
1002 => 0.021604722146548
1003 => 0.022073589792602
1004 => 0.02204161616247
1005 => 0.022182737367492
1006 => 0.022597073590153
1007 => 0.022634955301722
1008 => 0.022630183076766
1009 => 0.022536289302093
1010 => 0.02294425712166
1011 => 0.023284591054253
1012 => 0.022514555606108
1013 => 0.022807775024257
1014 => 0.022939410668004
1015 => 0.02313269084756
1016 => 0.023458786907991
1017 => 0.023813013722326
1018 => 0.023863105277773
1019 => 0.023827562922082
1020 => 0.0235939408159
1021 => 0.02398154002295
1022 => 0.024208586548121
1023 => 0.024343787557992
1024 => 0.024686634823724
1025 => 0.022940223604926
1026 => 0.021704026941991
1027 => 0.021510976982178
1028 => 0.021903551666773
1029 => 0.022007070480377
1030 => 0.021965342176415
1031 => 0.020573890442198
1101 => 0.021503651276765
1102 => 0.022503995758247
1103 => 0.022542423063812
1104 => 0.023043216427459
1105 => 0.023206295274876
1106 => 0.023609499573098
1107 => 0.023584279034463
1108 => 0.023682452864699
1109 => 0.023659884401261
1110 => 0.024406735459036
1111 => 0.025230623084217
1112 => 0.025202094475559
1113 => 0.025083650881644
1114 => 0.025259559816242
1115 => 0.026109900138593
1116 => 0.026031614428137
1117 => 0.026107662327484
1118 => 0.027110261490615
1119 => 0.028413783020754
1120 => 0.027808166398583
1121 => 0.029122180207206
1122 => 0.029949282246856
1123 => 0.031379669700482
1124 => 0.031200578146482
1125 => 0.031757417485511
1126 => 0.030879966887285
1127 => 0.028865162951736
1128 => 0.028546312516575
1129 => 0.029184659162345
1130 => 0.030753972102016
1201 => 0.029135235913164
1202 => 0.029462704135923
1203 => 0.029368393265738
1204 => 0.029363367840262
1205 => 0.029555167890826
1206 => 0.029276951913865
1207 => 0.028143449973626
1208 => 0.028662927233068
1209 => 0.028462332115851
1210 => 0.02868490735376
1211 => 0.029886054115748
1212 => 0.029354998500511
1213 => 0.028795574549313
1214 => 0.029497216330228
1215 => 0.030390647427606
1216 => 0.030334738115182
1217 => 0.0302262506808
1218 => 0.030837788668194
1219 => 0.031847870259551
1220 => 0.032120891254858
1221 => 0.032322429771925
1222 => 0.032350218528407
1223 => 0.032636459990792
1224 => 0.031097267505413
1225 => 0.033540005508976
1226 => 0.033961798882916
1227 => 0.03388251921016
1228 => 0.034351324793516
1229 => 0.034213390298443
1230 => 0.034013544856341
1231 => 0.034756701423767
]
'min_raw' => 0.012811624025651
'max_raw' => 0.034756701423767
'avg_raw' => 0.023784162724709
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.012811'
'max' => '$0.034756'
'avg' => '$0.023784'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0044183980243368
'max_diff' => 0.016019415637787
'year' => 2032
]
7 => [
'items' => [
101 => 0.033904732388856
102 => 0.032695469603718
103 => 0.032032044123285
104 => 0.032905696312926
105 => 0.03343920521888
106 => 0.033791820668176
107 => 0.033898521890077
108 => 0.031216750636533
109 => 0.029771424668726
110 => 0.030697862043395
111 => 0.031828179579782
112 => 0.031090988534427
113 => 0.031119885027717
114 => 0.030068844327439
115 => 0.031921173359998
116 => 0.031651304600494
117 => 0.033051384202193
118 => 0.032717243968907
119 => 0.033858954533315
120 => 0.033558303878819
121 => 0.034806287936482
122 => 0.035304142564903
123 => 0.036140117970909
124 => 0.036755064882598
125 => 0.037116173471202
126 => 0.037094493866026
127 => 0.03852538599766
128 => 0.037681638899199
129 => 0.036621693687609
130 => 0.036602522622816
131 => 0.037151483267438
201 => 0.038301954178568
202 => 0.038600254547153
203 => 0.038766963758307
204 => 0.038511642798235
205 => 0.037595815794755
206 => 0.037200366338001
207 => 0.037537300732429
208 => 0.037125258921146
209 => 0.037836558685934
210 => 0.03881332518842
211 => 0.03861162676821
212 => 0.039285874346655
213 => 0.039983649657431
214 => 0.040981499690892
215 => 0.041242374639918
216 => 0.041673591010473
217 => 0.042117454302972
218 => 0.042260011230072
219 => 0.042532196636721
220 => 0.042530762085274
221 => 0.043351011128404
222 => 0.044255771223975
223 => 0.044597297214809
224 => 0.045382617398878
225 => 0.044037784104561
226 => 0.045057855606632
227 => 0.045977985635546
228 => 0.044880968682566
301 => 0.04639295098008
302 => 0.046451657826467
303 => 0.047338061506931
304 => 0.046439521562383
305 => 0.045905971411552
306 => 0.047446310705139
307 => 0.048191632369072
308 => 0.047967135418267
309 => 0.046258702537854
310 => 0.04526432132332
311 => 0.042661833883075
312 => 0.045744592675137
313 => 0.047246114557443
314 => 0.04625481395892
315 => 0.046754768320303
316 => 0.049482357205262
317 => 0.050520846454353
318 => 0.050304847950129
319 => 0.050341348141705
320 => 0.050901698090601
321 => 0.05338659835436
322 => 0.051897588516779
323 => 0.053035880745475
324 => 0.053639626839158
325 => 0.054200419858106
326 => 0.052823289444024
327 => 0.051031663009366
328 => 0.050464179710149
329 => 0.046156248650796
330 => 0.04593200213076
331 => 0.045806125763699
401 => 0.045012493074945
402 => 0.044388915175874
403 => 0.043893022878569
404 => 0.042591653404466
405 => 0.043030827399874
406 => 0.040956716075072
407 => 0.042283658998688
408 => 0.038973327243135
409 => 0.041730269896199
410 => 0.040229791352937
411 => 0.041237322339496
412 => 0.041233807158799
413 => 0.039378623174553
414 => 0.038308591769142
415 => 0.038990457426915
416 => 0.039721471538612
417 => 0.039840076118808
418 => 0.040787854996042
419 => 0.04105235970824
420 => 0.040250898081737
421 => 0.038904727975416
422 => 0.039217412588244
423 => 0.038302255225443
424 => 0.036698477148155
425 => 0.037850338562542
426 => 0.038243634693185
427 => 0.038417336670064
428 => 0.036840205126207
429 => 0.036344636153936
430 => 0.036080799391325
501 => 0.038701140097874
502 => 0.038844688276864
503 => 0.038110275497486
504 => 0.041429890900149
505 => 0.040678559696099
506 => 0.041517980731637
507 => 0.039189039737035
508 => 0.039278008419363
509 => 0.038175450429584
510 => 0.038792809230909
511 => 0.038356479928535
512 => 0.03874293274062
513 => 0.038974570962779
514 => 0.040076948033642
515 => 0.041742857271576
516 => 0.039912289660291
517 => 0.039114685137843
518 => 0.039609514497672
519 => 0.040927310290745
520 => 0.042923838373978
521 => 0.041741853564832
522 => 0.042266398351727
523 => 0.042380988052291
524 => 0.041509436213482
525 => 0.042955973733443
526 => 0.04373118494204
527 => 0.044526391234703
528 => 0.045216846577449
529 => 0.044208768354453
530 => 0.045287556555395
531 => 0.044418243697188
601 => 0.043638380195465
602 => 0.043639562926483
603 => 0.043150343159864
604 => 0.042202418216383
605 => 0.042027606313027
606 => 0.042936999910594
607 => 0.043666247455948
608 => 0.043726311776644
609 => 0.044130060687844
610 => 0.044368995134547
611 => 0.046710877527872
612 => 0.047652801999535
613 => 0.048804569413766
614 => 0.049253247731664
615 => 0.050603608608456
616 => 0.049513082529498
617 => 0.049277140352585
618 => 0.046001606565163
619 => 0.046537975039354
620 => 0.047396752718395
621 => 0.046015767492782
622 => 0.046891684759451
623 => 0.047064609382356
624 => 0.045968842143257
625 => 0.046554138770967
626 => 0.044999764456124
627 => 0.041776738384024
628 => 0.042959561882812
629 => 0.043830518112005
630 => 0.042587556184818
701 => 0.044815517330031
702 => 0.043513988423451
703 => 0.043101466244471
704 => 0.041492070149493
705 => 0.042251643154986
706 => 0.043278976520953
707 => 0.042644203941108
708 => 0.043961452355868
709 => 0.045827027408489
710 => 0.047156547287902
711 => 0.047258611315529
712 => 0.046403819103981
713 => 0.047773629078198
714 => 0.047783606648405
715 => 0.04623845540165
716 => 0.04529205886645
717 => 0.045077035582417
718 => 0.045614205903729
719 => 0.046266429840913
720 => 0.047294805204795
721 => 0.047916230899367
722 => 0.049536579532088
723 => 0.049974999413067
724 => 0.050456689941659
725 => 0.051100377035717
726 => 0.051873288430116
727 => 0.050182202301041
728 => 0.050249392305528
729 => 0.048674676316814
730 => 0.046991866445756
731 => 0.048268909372677
801 => 0.049938473121724
802 => 0.049555473352989
803 => 0.049512378055031
804 => 0.049584852392557
805 => 0.049296083074534
806 => 0.047989990151404
807 => 0.047334078461982
808 => 0.048180371882255
809 => 0.048630139170943
810 => 0.049327689011868
811 => 0.049241701270483
812 => 0.051038514749323
813 => 0.051736702134381
814 => 0.051558075924161
815 => 0.051590947445721
816 => 0.052854982356593
817 => 0.054260849146088
818 => 0.055577628914913
819 => 0.056917113852769
820 => 0.055302312479197
821 => 0.0544824159288
822 => 0.055328339883839
823 => 0.054879480726054
824 => 0.057458758586964
825 => 0.057637342189874
826 => 0.060216433539638
827 => 0.062664298343049
828 => 0.06112683831808
829 => 0.062576593872906
830 => 0.064144622705754
831 => 0.067169604727829
901 => 0.066150897202945
902 => 0.065370583204066
903 => 0.064633190245575
904 => 0.066167587934359
905 => 0.068141566048377
906 => 0.06856674202761
907 => 0.069255689543691
908 => 0.068531345471026
909 => 0.069403738122669
910 => 0.072483667531723
911 => 0.071651443418108
912 => 0.070469551390072
913 => 0.072900859858956
914 => 0.073780740942372
915 => 0.079956207183092
916 => 0.087752988407787
917 => 0.084525069784337
918 => 0.082521396530479
919 => 0.082992307272901
920 => 0.085839427838459
921 => 0.086753832601026
922 => 0.084268165242144
923 => 0.085146144975086
924 => 0.089983899624658
925 => 0.092579199780402
926 => 0.089054433573588
927 => 0.079329743403244
928 => 0.070363134944308
929 => 0.072741483279259
930 => 0.072471852386817
1001 => 0.077669416235599
1002 => 0.071631595148233
1003 => 0.071733256570489
1004 => 0.077038300535348
1005 => 0.075623005757002
1006 => 0.073330409473341
1007 => 0.070379873434317
1008 => 0.064925534674631
1009 => 0.060094474729689
1010 => 0.06956929580838
1011 => 0.069160724294623
1012 => 0.068569052195797
1013 => 0.069885754426127
1014 => 0.076279286704164
1015 => 0.076131895091311
1016 => 0.0751942648502
1017 => 0.075905449124189
1018 => 0.073205735431585
1019 => 0.073901513121507
1020 => 0.070361714587716
1021 => 0.071961851360035
1022 => 0.073325490591374
1023 => 0.073599261356089
1024 => 0.074216080868074
1025 => 0.068945425672506
1026 => 0.071311795117009
1027 => 0.072701815466823
1028 => 0.066421652956992
1029 => 0.072577676846266
1030 => 0.068853675291701
1031 => 0.067589693231455
1101 => 0.069291478558602
1102 => 0.068628291161572
1103 => 0.068058121581277
1104 => 0.067739957158715
1105 => 0.068989560483779
1106 => 0.068931264995066
1107 => 0.066886671417707
1108 => 0.064219582444339
1109 => 0.065114745048012
1110 => 0.064789524081904
1111 => 0.063610881346386
1112 => 0.064405144240258
1113 => 0.060907612422895
1114 => 0.054890290717008
1115 => 0.058865517751466
1116 => 0.058712475834854
1117 => 0.0586353051606
1118 => 0.06162257840979
1119 => 0.061335421015
1120 => 0.060814227531603
1121 => 0.063601309219338
1122 => 0.062583986911776
1123 => 0.065719134552401
1124 => 0.067784145557153
1125 => 0.06726039197024
1126 => 0.069202544801273
1127 => 0.065135367786427
1128 => 0.066486320843939
1129 => 0.066764750396752
1130 => 0.063566917063939
1201 => 0.061382403516123
1202 => 0.061236721367762
1203 => 0.057449075920359
1204 => 0.059472405545556
1205 => 0.06125285188466
1206 => 0.060400156256446
1207 => 0.060130218294111
1208 => 0.06150927280128
1209 => 0.06161643714729
1210 => 0.059173078701491
1211 => 0.059681130293471
1212 => 0.061799789888581
1213 => 0.059627745507595
1214 => 0.055407818076775
1215 => 0.054361217728871
1216 => 0.054221581949789
1217 => 0.051383118799351
1218 => 0.054431156568632
1219 => 0.053100606400007
1220 => 0.057303798440254
1221 => 0.054902957689036
1222 => 0.054799462242751
1223 => 0.054643013696209
1224 => 0.052199831207192
1225 => 0.052734732899939
1226 => 0.05451282759446
1227 => 0.055147271813136
1228 => 0.05508109408328
1229 => 0.054504113960421
1230 => 0.05476825250605
1231 => 0.05391737021861
]
'min_raw' => 0.029771424668726
'max_raw' => 0.092579199780402
'avg_raw' => 0.061175312224564
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.029771'
'max' => '$0.092579'
'avg' => '$0.061175'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.016959800643075
'max_diff' => 0.057822498356634
'year' => 2033
]
8 => [
'items' => [
101 => 0.053616905973332
102 => 0.052668558166033
103 => 0.051274748877071
104 => 0.05146856660743
105 => 0.048707065695957
106 => 0.047202453435441
107 => 0.046785996592201
108 => 0.04622909309649
109 => 0.046848900323905
110 => 0.048699242710839
111 => 0.04646733722016
112 => 0.042640891806358
113 => 0.042870867695673
114 => 0.04338755523851
115 => 0.042424711420663
116 => 0.041513460552428
117 => 0.042305719250239
118 => 0.040684403885272
119 => 0.04358348345444
120 => 0.043505071476671
121 => 0.044585669062179
122 => 0.045261388908492
123 => 0.043704073429639
124 => 0.043312412798136
125 => 0.043535520493823
126 => 0.039848047262647
127 => 0.044284323829318
128 => 0.044322688933287
129 => 0.043994183620975
130 => 0.046356363938054
131 => 0.051341301189609
201 => 0.049465767276938
202 => 0.048739503857639
203 => 0.047358876566656
204 => 0.049198480458354
205 => 0.049057227581762
206 => 0.048418428505254
207 => 0.048032080830608
208 => 0.048743938267211
209 => 0.047943873816435
210 => 0.047800160256775
211 => 0.046929412447131
212 => 0.046618595095589
213 => 0.046388478302502
214 => 0.046135142324123
215 => 0.046693938365035
216 => 0.045427633020587
217 => 0.043900592912627
218 => 0.043773636050453
219 => 0.044124175109076
220 => 0.043969087670199
221 => 0.043772893551462
222 => 0.043398305548503
223 => 0.043287173289832
224 => 0.043648299216807
225 => 0.043240609100201
226 => 0.043842178075283
227 => 0.04367858460039
228 => 0.042764764748091
301 => 0.041625806872685
302 => 0.041615667758549
303 => 0.041370281152558
304 => 0.041057744415706
305 => 0.040970803845385
306 => 0.042238997432498
307 => 0.044864120203982
308 => 0.044348745790076
309 => 0.044721156621817
310 => 0.046553049325439
311 => 0.047135352928984
312 => 0.046722047623804
313 => 0.046156289830513
314 => 0.046181180302148
315 => 0.048114545948356
316 => 0.048235127592195
317 => 0.048539798505065
318 => 0.048931386728092
319 => 0.046788736791461
320 => 0.046080261682818
321 => 0.045744546871641
322 => 0.044710675191197
323 => 0.045825617161097
324 => 0.045175988221811
325 => 0.045263645360205
326 => 0.045206558533832
327 => 0.045237731801226
328 => 0.043582673102617
329 => 0.044185689505066
330 => 0.04318305777904
331 => 0.041840646448585
401 => 0.041836146215095
402 => 0.042164699486431
403 => 0.04196926314435
404 => 0.041443348972936
405 => 0.041518052598741
406 => 0.040863570229845
407 => 0.04159751860811
408 => 0.041618565621405
409 => 0.041335955517335
410 => 0.042466704259412
411 => 0.042929972941644
412 => 0.042743952917049
413 => 0.042916921280827
414 => 0.044370161923749
415 => 0.04460710355788
416 => 0.044712337380275
417 => 0.044571337999076
418 => 0.042943483852028
419 => 0.04301568610562
420 => 0.04248591387571
421 => 0.042038312167459
422 => 0.042056213888427
423 => 0.042286339350618
424 => 0.043291310740682
425 => 0.045406213784774
426 => 0.045486472809323
427 => 0.045583749088398
428 => 0.045188077574261
429 => 0.04506873925953
430 => 0.045226177300492
501 => 0.046020423687534
502 => 0.048063441030795
503 => 0.047341302253146
504 => 0.046754192186158
505 => 0.047269245998644
506 => 0.047189957501337
507 => 0.046520682790942
508 => 0.04650189847891
509 => 0.045217346329594
510 => 0.044742476647829
511 => 0.044345639998366
512 => 0.043912304736837
513 => 0.043655409068272
514 => 0.04405011757218
515 => 0.044140392077078
516 => 0.043277355034959
517 => 0.043159726275149
518 => 0.043864500953692
519 => 0.043554355894314
520 => 0.043873347779112
521 => 0.043947356632647
522 => 0.043935439502659
523 => 0.043611612440735
524 => 0.043818010153343
525 => 0.043329818032905
526 => 0.042798982426013
527 => 0.042460342381043
528 => 0.042164834027723
529 => 0.042328799237191
530 => 0.041744293204301
531 => 0.041557297960598
601 => 0.043748087252407
602 => 0.045366446857221
603 => 0.045342915267626
604 => 0.045199672767802
605 => 0.044986843468742
606 => 0.046004853898676
607 => 0.045650199420648
608 => 0.045908240185786
609 => 0.045973922390451
610 => 0.046172722641756
611 => 0.046243776644139
612 => 0.046029002098761
613 => 0.045308192491971
614 => 0.043512003484372
615 => 0.042675872652616
616 => 0.042399935551275
617 => 0.04240996534083
618 => 0.042133298969963
619 => 0.0422147896155
620 => 0.042104959849056
621 => 0.041896968842084
622 => 0.042315956378614
623 => 0.04236424078906
624 => 0.042266444091506
625 => 0.042289478754072
626 => 0.041479763867839
627 => 0.041541324732031
628 => 0.041198546017434
629 => 0.041134279140706
630 => 0.04026776439936
701 => 0.038732607931747
702 => 0.039583233636049
703 => 0.038555797401326
704 => 0.038166691731037
705 => 0.040008657455838
706 => 0.039823775185244
707 => 0.039507337104379
708 => 0.039039259231306
709 => 0.038865644595014
710 => 0.03781081702462
711 => 0.037748492184474
712 => 0.038271293211102
713 => 0.038030038525798
714 => 0.037691225577338
715 => 0.036464079422931
716 => 0.035084360851248
717 => 0.035126005882326
718 => 0.035564868689401
719 => 0.036840921489686
720 => 0.036342345584677
721 => 0.035980623045094
722 => 0.03591288328677
723 => 0.036760788184989
724 => 0.037960751257537
725 => 0.038523747083516
726 => 0.037965835318408
727 => 0.037324936322755
728 => 0.03736394487498
729 => 0.037623451296797
730 => 0.037650721752506
731 => 0.037233562391817
801 => 0.037350990308326
802 => 0.037172606565316
803 => 0.036077865863728
804 => 0.036058065475897
805 => 0.035789398452649
806 => 0.03578126332196
807 => 0.035324193693285
808 => 0.035260246492661
809 => 0.034352707002784
810 => 0.034950052243304
811 => 0.034549384417996
812 => 0.033945483497271
813 => 0.033841370750915
814 => 0.033838240996039
815 => 0.034458312211848
816 => 0.034942806350124
817 => 0.034556354206358
818 => 0.034468366544282
819 => 0.035407844580753
820 => 0.035288287437079
821 => 0.035184751721719
822 => 0.0378533077257
823 => 0.035740937418528
824 => 0.034819823394718
825 => 0.033679769875446
826 => 0.03405097704997
827 => 0.03412919585581
828 => 0.031387572652051
829 => 0.030275296459734
830 => 0.029893605185775
831 => 0.029673936461289
901 => 0.029774042257463
902 => 0.028772863227392
903 => 0.029445672093573
904 => 0.028578735681088
905 => 0.02843339097028
906 => 0.029983580668616
907 => 0.030199280509062
908 => 0.02927903797703
909 => 0.029869982656328
910 => 0.029655697900869
911 => 0.028593596817622
912 => 0.028553032368529
913 => 0.028020107379614
914 => 0.027186182966574
915 => 0.026805057132636
916 => 0.026606563489234
917 => 0.026688465835066
918 => 0.02664705350276
919 => 0.026376810022086
920 => 0.026662543542737
921 => 0.025932612470716
922 => 0.025641948036384
923 => 0.025510661654759
924 => 0.024862805815076
925 => 0.025893832558811
926 => 0.02609695781586
927 => 0.026300483292413
928 => 0.028072033613067
929 => 0.027983531965397
930 => 0.028783543758289
1001 => 0.028752456771144
1002 => 0.028524280448479
1003 => 0.027561642076341
1004 => 0.027945332574096
1005 => 0.026764392860747
1006 => 0.027649233190083
1007 => 0.02724542901559
1008 => 0.027512706592497
1009 => 0.027032117409771
1010 => 0.027298095306532
1011 => 0.026145126349756
1012 => 0.02506850016063
1013 => 0.025501765967812
1014 => 0.025972775450174
1015 => 0.026994044018919
1016 => 0.026385784884658
1017 => 0.026604537870162
1018 => 0.025871751987529
1019 => 0.024359805401716
1020 => 0.024368362855194
1021 => 0.024135782812514
1022 => 0.023934799698396
1023 => 0.026455650763223
1024 => 0.026142143084554
1025 => 0.025642609629465
1026 => 0.026311255009772
1027 => 0.026488055461154
1028 => 0.026493088721453
1029 => 0.02698091513069
1030 => 0.027241268172747
1031 => 0.027287156524844
1101 => 0.028054761919966
1102 => 0.02831205312345
1103 => 0.02937179917739
1104 => 0.027219179036114
1105 => 0.027174847240875
1106 => 0.026320664221493
1107 => 0.025778927846502
1108 => 0.026357757374565
1109 => 0.026870521318318
1110 => 0.02633659722655
1111 => 0.026406316441182
1112 => 0.025689566971184
1113 => 0.025945771180511
1114 => 0.026166448760018
1115 => 0.026044603571442
1116 => 0.025862195426772
1117 => 0.026828480522413
1118 => 0.026773958930415
1119 => 0.027673785826275
1120 => 0.028375265238836
1121 => 0.02963244175059
1122 => 0.028320512522481
1123 => 0.028272700606963
1124 => 0.02874006975043
1125 => 0.02831198157167
1126 => 0.028582518523544
1127 => 0.029588854065158
1128 => 0.029610116349389
1129 => 0.029253945693606
1130 => 0.029232272676832
1201 => 0.029300679147356
1202 => 0.029701337981848
1203 => 0.029561335474074
1204 => 0.0297233499205
1205 => 0.029925951466609
1206 => 0.03076399736259
1207 => 0.03096604739092
1208 => 0.030475170573007
1209 => 0.03051949125355
1210 => 0.03033588984878
1211 => 0.030158533192292
1212 => 0.030557205055218
1213 => 0.031285785720632
1214 => 0.031281253258126
1215 => 0.031450269810917
1216 => 0.031555565723098
1217 => 0.031103558586701
1218 => 0.030809318561669
1219 => 0.030922148910246
1220 => 0.031102567094744
1221 => 0.030863641724628
1222 => 0.029388883659273
1223 => 0.029836231048392
1224 => 0.029761770568673
1225 => 0.029655729790849
1226 => 0.030105541049843
1227 => 0.030062155656591
1228 => 0.028762594689359
1229 => 0.028845788366066
1230 => 0.028767653972385
1231 => 0.029020122183159
]
'min_raw' => 0.023934799698396
'max_raw' => 0.053616905973332
'avg_raw' => 0.038775852835864
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.023934'
'max' => '$0.053616'
'avg' => '$0.038775'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0058366249703303
'max_diff' => -0.038962293807069
'year' => 2034
]
9 => [
'items' => [
101 => 0.028298347459758
102 => 0.028520360503449
103 => 0.028659605003209
104 => 0.028741621083295
105 => 0.029037919403516
106 => 0.0290031522155
107 => 0.029035758226294
108 => 0.029475090415325
109 => 0.031697081866845
110 => 0.031818019959004
111 => 0.031222476562187
112 => 0.031460384402641
113 => 0.031003653373694
114 => 0.031310259973258
115 => 0.031520032421717
116 => 0.030572111064054
117 => 0.030515981313212
118 => 0.03005736519284
119 => 0.030303799518583
120 => 0.029911704787071
121 => 0.030007911119293
122 => 0.029738909827284
123 => 0.030223058595277
124 => 0.030764412147006
125 => 0.030901179432872
126 => 0.030541403585777
127 => 0.030280902162096
128 => 0.029823547476616
129 => 0.030584138511383
130 => 0.030806558508541
131 => 0.030582970233825
201 => 0.030531159945073
202 => 0.030432979541507
203 => 0.030551989381818
204 => 0.030805347161469
205 => 0.030685868311369
206 => 0.030764786196807
207 => 0.03046403259729
208 => 0.031103708219871
209 => 0.032119667054852
210 => 0.032122933528632
211 => 0.032003454034497
212 => 0.031954565599718
213 => 0.032077158811323
214 => 0.032143660599582
215 => 0.032540104566162
216 => 0.032965504737326
217 => 0.034950661719514
218 => 0.03439323758265
219 => 0.036154586954764
220 => 0.037547585625515
221 => 0.037965285018424
222 => 0.037581021231223
223 => 0.03626647557273
224 => 0.036201977691353
225 => 0.038166463892003
226 => 0.037611406561152
227 => 0.037545384257825
228 => 0.036843018496867
301 => 0.037258203651285
302 => 0.037167396567615
303 => 0.037024053143607
304 => 0.037816197496188
305 => 0.039299021009005
306 => 0.039067909058701
307 => 0.038895394708775
308 => 0.038139487045569
309 => 0.038594712296908
310 => 0.038432615304171
311 => 0.03912908685426
312 => 0.038716512536721
313 => 0.037607201455956
314 => 0.037783862901905
315 => 0.037757160879744
316 => 0.038306686603706
317 => 0.038141732621439
318 => 0.037724950967289
319 => 0.039293952879441
320 => 0.039192070622513
321 => 0.039336516369311
322 => 0.039400105854184
323 => 0.040355129669196
324 => 0.040746372368853
325 => 0.040835191311343
326 => 0.041206841616221
327 => 0.040825944313192
328 => 0.042349805100481
329 => 0.043363083604287
330 => 0.044540058729292
331 => 0.046259935728014
401 => 0.046906625389286
402 => 0.046789806690272
403 => 0.048093797802018
404 => 0.050437040843733
405 => 0.047263443104885
406 => 0.050605249229989
407 => 0.049547271993788
408 => 0.047038826998953
409 => 0.04687731271391
410 => 0.048576060788057
411 => 0.052343720518072
412 => 0.051399964488147
413 => 0.052345264164846
414 => 0.051242521879427
415 => 0.051187761430315
416 => 0.05229170643341
417 => 0.054871134106052
418 => 0.053645744707181
419 => 0.05188884852609
420 => 0.053186113325875
421 => 0.052062302500112
422 => 0.049530042174823
423 => 0.051399242815697
424 => 0.050149361578914
425 => 0.050514143371148
426 => 0.053141207825063
427 => 0.052825112479618
428 => 0.053234169126265
429 => 0.052512194851809
430 => 0.051837757034574
501 => 0.050578868764294
502 => 0.050206174009906
503 => 0.050309173431866
504 => 0.050206122968508
505 => 0.049501786551067
506 => 0.049349685168781
507 => 0.049096176201256
508 => 0.049174749230687
509 => 0.048698078205077
510 => 0.049597654915662
511 => 0.04976462428019
512 => 0.050419261191682
513 => 0.050487227767508
514 => 0.05231038224784
515 => 0.05130621939694
516 => 0.051979898532573
517 => 0.051919638329768
518 => 0.047093192608262
519 => 0.047758234244594
520 => 0.048792830329165
521 => 0.048326746195428
522 => 0.047667812277214
523 => 0.047135687808455
524 => 0.046329464825764
525 => 0.04746420819176
526 => 0.048956275051542
527 => 0.050525069045357
528 => 0.052409872237472
529 => 0.05198920610652
530 => 0.050489833960722
531 => 0.050557094699891
601 => 0.050972874123305
602 => 0.05043440199244
603 => 0.050275596048823
604 => 0.050951056625283
605 => 0.050955708151046
606 => 0.050336130887955
607 => 0.049647584141471
608 => 0.049644699105463
609 => 0.049522178862499
610 => 0.05126431795847
611 => 0.052222318311126
612 => 0.052332151507663
613 => 0.052214925661893
614 => 0.052260041237403
615 => 0.05170260194029
616 => 0.052976742870001
617 => 0.054146020586582
618 => 0.053832629180563
619 => 0.053362810911728
620 => 0.052988578031087
621 => 0.053744471807176
622 => 0.053710813047214
623 => 0.054135807965783
624 => 0.054116527741387
625 => 0.05397361793514
626 => 0.053832634284322
627 => 0.054391618523744
628 => 0.054230640039803
629 => 0.054069411511813
630 => 0.053746043016076
701 => 0.053789994165228
702 => 0.053320257017141
703 => 0.053102935118727
704 => 0.049834935194716
705 => 0.048961618830043
706 => 0.049236381936363
707 => 0.049326841085185
708 => 0.048946772684093
709 => 0.049491693139697
710 => 0.049406767863904
711 => 0.049737162432387
712 => 0.049530746250064
713 => 0.049539217642187
714 => 0.05014624362183
715 => 0.050322465846194
716 => 0.050232837800595
717 => 0.050295610211463
718 => 0.051742173925336
719 => 0.051536518823727
720 => 0.051427268649855
721 => 0.051457531694647
722 => 0.051827159738217
723 => 0.051930635409474
724 => 0.051492201719253
725 => 0.051698969582116
726 => 0.052579360899439
727 => 0.052887448034669
728 => 0.053870714280109
729 => 0.053453005302883
730 => 0.054219728208603
731 => 0.056576373025689
801 => 0.058459023972994
802 => 0.056727660358011
803 => 0.060184909068585
804 => 0.06287687310264
805 => 0.062773551039312
806 => 0.062304144843725
807 => 0.05923941536052
808 => 0.056419205597533
809 => 0.058778430816704
810 => 0.058784444966967
811 => 0.058581785428347
812 => 0.057323084439237
813 => 0.058537985362318
814 => 0.05863441978572
815 => 0.058580442152598
816 => 0.057615399055428
817 => 0.056141956615826
818 => 0.056429863741602
819 => 0.056901461486768
820 => 0.056008628569572
821 => 0.055723314353874
822 => 0.056253767764108
823 => 0.057962999176236
824 => 0.057639878878677
825 => 0.057631440901876
826 => 0.059013886559166
827 => 0.058024353818992
828 => 0.056433495172464
829 => 0.056031782383368
830 => 0.054605972608237
831 => 0.05559078449848
901 => 0.055626226125183
902 => 0.055086854717431
903 => 0.056477262189558
904 => 0.056464449339926
905 => 0.057784434299869
906 => 0.060307749779569
907 => 0.059561481227408
908 => 0.058693652095032
909 => 0.058788009184013
910 => 0.059822873556994
911 => 0.059197170933434
912 => 0.05942217795942
913 => 0.059822532981912
914 => 0.060064077107237
915 => 0.058753254701532
916 => 0.058447639294878
917 => 0.057822457429297
918 => 0.057659359150139
919 => 0.058168556734807
920 => 0.058034401161464
921 => 0.055623247393696
922 => 0.055371268409431
923 => 0.055378996245135
924 => 0.054745383108254
925 => 0.053778970989934
926 => 0.056318644335411
927 => 0.056114673023064
928 => 0.055889504480358
929 => 0.055917086342045
930 => 0.057019472463801
1001 => 0.056380032841349
1002 => 0.05808008787973
1003 => 0.057730607672171
1004 => 0.057372164615998
1005 => 0.057322616867192
1006 => 0.05718464687149
1007 => 0.056711496419853
1008 => 0.056140138817567
1009 => 0.05576287903839
1010 => 0.051438308298281
1011 => 0.052240923472774
1012 => 0.053164259070354
1013 => 0.053482990818603
1014 => 0.052937778107657
1015 => 0.056733024740792
1016 => 0.057426452872572
1017 => 0.055326013830212
1018 => 0.054933107445747
1019 => 0.056758783617945
1020 => 0.055657677706275
1021 => 0.056153505630878
1022 => 0.05508179686126
1023 => 0.057259426341572
1024 => 0.057242836453459
1025 => 0.056395689401625
1026 => 0.057111692288823
1027 => 0.056987269167206
1028 => 0.056030842232117
1029 => 0.057289746781362
1030 => 0.057290371182312
1031 => 0.056475010563487
1101 => 0.055522847866091
1102 => 0.055352623664875
1103 => 0.055224382595663
1104 => 0.056121966189173
1105 => 0.056926736832443
1106 => 0.058424215480006
1107 => 0.058800717191218
1108 => 0.060270228435218
1109 => 0.05939520603862
1110 => 0.059783092133595
1111 => 0.060204197359528
1112 => 0.060406090690473
1113 => 0.060077116341892
1114 => 0.062359872178784
1115 => 0.06255260671325
1116 => 0.062617228935509
1117 => 0.061847496511089
1118 => 0.062531199062091
1119 => 0.062211317280326
1120 => 0.06304356081076
1121 => 0.06317406722295
1122 => 0.063063532934725
1123 => 0.063104957729858
1124 => 0.061157028328796
1125 => 0.061056017913204
1126 => 0.059678733729245
1127 => 0.060239987214579
1128 => 0.059190750725326
1129 => 0.059523474424402
1130 => 0.059670135860647
1201 => 0.059593528249316
1202 => 0.060271719644542
1203 => 0.059695118413251
1204 => 0.058173372961855
1205 => 0.056651212911929
1206 => 0.056632103432427
1207 => 0.056231345559638
1208 => 0.055941671020077
1209 => 0.055997472613153
1210 => 0.056194124705468
1211 => 0.055930241242978
1212 => 0.055986554158931
1213 => 0.056921723774755
1214 => 0.057109265371884
1215 => 0.056471925747608
1216 => 0.053912915188469
1217 => 0.053284927578465
1218 => 0.053736312619
1219 => 0.053520579642544
1220 => 0.043195284881508
1221 => 0.045621059728352
1222 => 0.044179746685887
1223 => 0.044843970047479
1224 => 0.043372762657327
1225 => 0.044074899936493
1226 => 0.043945240818979
1227 => 0.047845814988807
1228 => 0.04778491288821
1229 => 0.047814063500898
1230 => 0.046422628805755
1231 => 0.048639222056687
]
'min_raw' => 0.028298347459758
'max_raw' => 0.06317406722295
'avg_raw' => 0.045736207341354
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.028298'
'max' => '$0.063174'
'avg' => '$0.045736'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.004363547761362
'max_diff' => 0.0095571612496182
'year' => 2035
]
10 => [
'items' => [
101 => 0.049731195598212
102 => 0.049529100357611
103 => 0.049579963375699
104 => 0.0487059682077
105 => 0.047822525684583
106 => 0.046842651965617
107 => 0.048663136219404
108 => 0.048460729447085
109 => 0.048924977759126
110 => 0.050105691928609
111 => 0.050279556575162
112 => 0.050513232423291
113 => 0.050429476265916
114 => 0.052424887735699
115 => 0.05218323024056
116 => 0.05276555527424
117 => 0.051567668498853
118 => 0.050212145908047
119 => 0.050469786437187
120 => 0.050444973582417
121 => 0.05012907746232
122 => 0.049843900569766
123 => 0.049369161391755
124 => 0.05087130639916
125 => 0.050810322055098
126 => 0.051797587698912
127 => 0.051623078906581
128 => 0.05045766648185
129 => 0.050499289414592
130 => 0.050779223640582
131 => 0.051748079192969
201 => 0.052035701485633
202 => 0.051902463379904
203 => 0.052217828093354
204 => 0.05246707950441
205 => 0.052249130233041
206 => 0.055334832301294
207 => 0.054053433668158
208 => 0.054677978446034
209 => 0.054826928695526
210 => 0.054445395763539
211 => 0.054528136594817
212 => 0.054653466408676
213 => 0.055414444496336
214 => 0.057411471189141
215 => 0.058295940717164
216 => 0.060956910931178
217 => 0.058222497835272
218 => 0.058060249078287
219 => 0.058539570167433
220 => 0.060101841375362
221 => 0.061367915452716
222 => 0.061787945265741
223 => 0.061843459139468
224 => 0.062631462991755
225 => 0.063083132104485
226 => 0.062535778597529
227 => 0.062071953810685
228 => 0.060410590996262
229 => 0.060602898265772
301 => 0.061927704650754
302 => 0.063799071700249
303 => 0.065404899311271
304 => 0.064842594450634
305 => 0.069132583611932
306 => 0.06955791851424
307 => 0.069499150983465
308 => 0.070468127189244
309 => 0.068544906749346
310 => 0.067722692750648
311 => 0.062172237994236
312 => 0.06373168938068
313 => 0.065998443554246
314 => 0.065698430139483
315 => 0.064052252668126
316 => 0.065403650538043
317 => 0.06495683614013
318 => 0.06460441508615
319 => 0.066218924254616
320 => 0.064443705103506
321 => 0.065980734385242
322 => 0.064009478432883
323 => 0.064845163011872
324 => 0.064370788027323
325 => 0.064677766779538
326 => 0.062883175266698
327 => 0.06385149328578
328 => 0.06284289005357
329 => 0.062842411844313
330 => 0.062820146872061
331 => 0.064006764101924
401 => 0.064045459647189
402 => 0.063168547721441
403 => 0.063042171013002
404 => 0.063509451940815
405 => 0.062962388355414
406 => 0.063218355963846
407 => 0.062970141353515
408 => 0.06291426301653
409 => 0.062469014920518
410 => 0.062277189798405
411 => 0.06235240937151
412 => 0.062095646190154
413 => 0.061940937085857
414 => 0.062789371337244
415 => 0.062336087142468
416 => 0.062719899033384
417 => 0.062282496942763
418 => 0.06076627072965
419 => 0.059894273000688
420 => 0.057030262238362
421 => 0.057842492137763
422 => 0.058381001401379
423 => 0.058203024092966
424 => 0.058585388219512
425 => 0.058608862271449
426 => 0.058484551796168
427 => 0.058340616190951
428 => 0.05827055629847
429 => 0.058792725338033
430 => 0.059095862040901
501 => 0.058435048010307
502 => 0.05828022852871
503 => 0.058948347998183
504 => 0.059355900488602
505 => 0.062365039093891
506 => 0.062142112386621
507 => 0.06270161467471
508 => 0.062638623303334
509 => 0.063225070836956
510 => 0.064183664703208
511 => 0.062234575346057
512 => 0.062572869864019
513 => 0.062489927860576
514 => 0.063395466905607
515 => 0.063398293899663
516 => 0.062855378007137
517 => 0.063149701520279
518 => 0.062985418209586
519 => 0.06328230035623
520 => 0.062139135064534
521 => 0.063531386992752
522 => 0.064320704121319
523 => 0.064331663790415
524 => 0.064705793844948
525 => 0.065085931648505
526 => 0.065815573059407
527 => 0.065065582345568
528 => 0.063716422061497
529 => 0.063813827076245
530 => 0.063022814895333
531 => 0.063036111953002
601 => 0.062965131217055
602 => 0.063178149748813
603 => 0.062185880653183
604 => 0.062418764226608
605 => 0.062092725860049
606 => 0.062572161120285
607 => 0.062056368033758
608 => 0.062489887863431
609 => 0.062676980650508
610 => 0.06336735706264
611 => 0.061954398876359
612 => 0.059073281485671
613 => 0.059678927291365
614 => 0.058783129572292
615 => 0.058866039061734
616 => 0.059033529425356
617 => 0.058490638357421
618 => 0.05859420486472
619 => 0.058590504740293
620 => 0.05855861906695
621 => 0.058417392132732
622 => 0.058212585137219
623 => 0.059028473171074
624 => 0.059167108446647
625 => 0.059475277490971
626 => 0.060392179533817
627 => 0.060300559397697
628 => 0.060449995640991
629 => 0.06012377716093
630 => 0.058881171401407
701 => 0.058948650872506
702 => 0.05810718078662
703 => 0.059453759208992
704 => 0.059134871664607
705 => 0.058929282790256
706 => 0.058873185961122
707 => 0.059792360826784
708 => 0.060067392352891
709 => 0.0598960111625
710 => 0.059544503341021
711 => 0.060219502272219
712 => 0.060400103510289
713 => 0.060440533467176
714 => 0.061636502155052
715 => 0.060507374831273
716 => 0.060779167000667
717 => 0.062899611919782
718 => 0.060976660979542
719 => 0.061995290979511
720 => 0.061945434341707
721 => 0.062466530981131
722 => 0.061902689207603
723 => 0.061909678702144
724 => 0.062372377215809
725 => 0.061722600601483
726 => 0.061561706773947
727 => 0.06133943310355
728 => 0.061824759531143
729 => 0.062115690775059
730 => 0.06446038293557
731 => 0.065975161002213
801 => 0.065909400491397
802 => 0.066510328461736
803 => 0.066239604907229
804 => 0.06536536713646
805 => 0.066857584409224
806 => 0.066385384427099
807 => 0.066424312019902
808 => 0.066422863132954
809 => 0.066736834840628
810 => 0.066514357110657
811 => 0.066075830668012
812 => 0.066366944985812
813 => 0.067231450434404
814 => 0.0699149018731
815 => 0.071416596849198
816 => 0.069824497949955
817 => 0.070922706451599
818 => 0.070264172682313
819 => 0.070144497506751
820 => 0.070834253602754
821 => 0.071525217025494
822 => 0.071481205642582
823 => 0.070979601679037
824 => 0.07069625832776
825 => 0.072841829110618
826 => 0.074422649114583
827 => 0.074314847788264
828 => 0.074790647783765
829 => 0.076187611286496
830 => 0.07631533212187
831 => 0.076299242232242
901 => 0.075982672815479
902 => 0.077358164802552
903 => 0.078505624417647
904 => 0.075909396142068
905 => 0.076898005882285
906 => 0.077341824645685
907 => 0.077993482265449
908 => 0.07909293790049
909 => 0.080287238336348
910 => 0.080456125512817
911 => 0.080336291979117
912 => 0.079548618737149
913 => 0.080855436525033
914 => 0.081620939736528
915 => 0.082076779380743
916 => 0.083232712873989
917 => 0.077344565519273
918 => 0.073176642161694
919 => 0.072525760743865
920 => 0.073849353701668
921 => 0.074198374609185
922 => 0.074057684719
923 => 0.069366308049031
924 => 0.072501061616601
925 => 0.07587379287774
926 => 0.07600335322136
927 => 0.077691813011171
928 => 0.078241644731039
929 => 0.079601076173321
930 => 0.079516043366473
1001 => 0.079847043289389
1002 => 0.079770952139231
1003 => 0.082289012623994
1004 => 0.085066807274289
1005 => 0.084970621078395
1006 => 0.084571280232041
1007 => 0.08516436948661
1008 => 0.08803135125228
1009 => 0.087767405513743
1010 => 0.088023806315887
1011 => 0.091404139393623
1012 => 0.095799053241454
1013 => 0.093757174517001
1014 => 0.098187463814289
1015 => 0.10097609608739
1016 => 0.10579874725375
1017 => 0.10519492757567
1018 => 0.10707235028448
1019 => 0.10411396433092
1020 => 0.097320912193097
1021 => 0.096245885689528
1022 => 0.098398115973681
1023 => 0.10368916411571
1024 => 0.098231482038447
1025 => 0.099335564014577
1026 => 0.099017588331176
1027 => 0.099000644758317
1028 => 0.099647312019846
1029 => 0.098709287429102
1030 => 0.094887606499009
1031 => 0.096639060347964
1101 => 0.095962739905161
1102 => 0.09671316785948
1103 => 0.10076291802891
1104 => 0.098972426945019
1105 => 0.097086290035824
1106 => 0.099451924287241
1107 => 0.10246418960942
1108 => 0.10227568745912
1109 => 0.10190991449975
1110 => 0.10397175752047
1111 => 0.10737731812737
1112 => 0.10829782747476
1113 => 0.10897732865603
1114 => 0.10907102038866
1115 => 0.11003610346383
1116 => 0.10484660853638
1117 => 0.11308247026192
1118 => 0.11450457607083
1119 => 0.114237279119
1120 => 0.11581788987425
1121 => 0.11535283409383
1122 => 0.11467904123302
1123 => 0.11718464548563
1124 => 0.11431217240185
1125 => 0.11023505849373
1126 => 0.10799827316756
1127 => 0.11094385252138
1128 => 0.11274261504621
1129 => 0.11393148265233
1130 => 0.11429123327161
1201 => 0.105249454255
1202 => 0.1003764368451
1203 => 0.10349998513559
1204 => 0.10731092962577
1205 => 0.10482543854732
1206 => 0.10492286509194
1207 => 0.10137920798963
1208 => 0.10762446464839
1209 => 0.10671458328408
1210 => 0.11143504941165
1211 => 0.1103084722862
1212 => 0.11415782916579
1213 => 0.11314416449339
1214 => 0.11735182987527
1215 => 0.11903038151409
1216 => 0.12184893096138
1217 => 0.12392226740836
1218 => 0.12513977022664
1219 => 0.12506667592417
1220 => 0.12989102864767
1221 => 0.12704627639666
1222 => 0.12347259711278
1223 => 0.12340796052935
1224 => 0.1252588196699
1225 => 0.12913771267009
1226 => 0.13014345318944
1227 => 0.13070552493411
1228 => 0.12984469249129
1229 => 0.12675691780805
1230 => 0.12542363235521
1231 => 0.12655963019003
]
'min_raw' => 0.046842651965617
'max_raw' => 0.13070552493411
'avg_raw' => 0.088774088449863
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.046842'
'max' => '$0.1307055'
'avg' => '$0.088774'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.01854430450586
'max_diff' => 0.067531457711159
'year' => 2036
]
11 => [
'items' => [
101 => 0.12517040245545
102 => 0.12756859927379
103 => 0.13086183573259
104 => 0.13018179542671
105 => 0.1324550682119
106 => 0.1348076663893
107 => 0.13817198744478
108 => 0.13905154554913
109 => 0.14050542164902
110 => 0.14200193772923
111 => 0.14248257836195
112 => 0.14340027046385
113 => 0.14339543377349
114 => 0.14616096069036
115 => 0.14921142252091
116 => 0.15036290124359
117 => 0.15301066307348
118 => 0.14847646372843
119 => 0.15191570601678
120 => 0.15501798865069
121 => 0.15131931940244
122 => 0.15641707328174
123 => 0.15661500751312
124 => 0.15960357940853
125 => 0.15657408925143
126 => 0.15477518766662
127 => 0.159968549138
128 => 0.16248145316465
129 => 0.16172454602114
130 => 0.15596444528585
131 => 0.15261181959557
201 => 0.14383735149091
202 => 0.15423108798969
203 => 0.1592935738488
204 => 0.15595133467048
205 => 0.15763696570558
206 => 0.1668332220654
207 => 0.17033456107371
208 => 0.16960630703619
209 => 0.16972936998045
210 => 0.17161862895553
211 => 0.17999664368499
212 => 0.17497634305824
213 => 0.17881417478032
214 => 0.18084974688737
215 => 0.18274049970408
216 => 0.17809740836482
217 => 0.17205681475301
218 => 0.17014350518928
219 => 0.15561901485253
220 => 0.15486295205384
221 => 0.15443855109389
222 => 0.15176276307409
223 => 0.14966032665055
224 => 0.14798839114809
225 => 0.14360073310744
226 => 0.1450814388951
227 => 0.13808842775371
228 => 0.14256230846487
301 => 0.13140129383104
302 => 0.14069651846944
303 => 0.13563755030076
304 => 0.13903451136552
305 => 0.13902265968837
306 => 0.13276777736068
307 => 0.12916009177013
308 => 0.13145904944165
309 => 0.13392371455701
310 => 0.13432359817985
311 => 0.13751910083625
312 => 0.13841089694056
313 => 0.13570871311054
314 => 0.13117000661048
315 => 0.13222424461357
316 => 0.12913872767064
317 => 0.12373147791086
318 => 0.12761505908986
319 => 0.12894108445338
320 => 0.12952673279591
321 => 0.12420932368399
322 => 0.12253847829446
323 => 0.12164893422882
324 => 0.1304835958673
325 => 0.13096757857497
326 => 0.12849145461424
327 => 0.13968376971246
328 => 0.13715060410174
329 => 0.13998077072956
330 => 0.13212858356479
331 => 0.13242854768886
401 => 0.12871119644818
402 => 0.13079266474946
403 => 0.12932155004297
404 => 0.13062450268018
405 => 0.13140548711866
406 => 0.13512222837858
407 => 0.14073895768434
408 => 0.13456707117675
409 => 0.13187789184235
410 => 0.13354624357689
411 => 0.1379892840988
412 => 0.14472071792456
413 => 0.14073557361698
414 => 0.14250411298855
415 => 0.14289046016439
416 => 0.13995196229004
417 => 0.14482906453262
418 => 0.14744274324592
419 => 0.15012383678116
420 => 0.15245175517528
421 => 0.14905294906468
422 => 0.15269015880274
423 => 0.14975920980781
424 => 0.14712984556342
425 => 0.14713383322362
426 => 0.14548439462424
427 => 0.14228839949528
428 => 0.14169900895814
429 => 0.14476509296417
430 => 0.14722380197777
501 => 0.14742631302855
502 => 0.14878758067151
503 => 0.14959316484044
504 => 0.15748898483455
505 => 0.16066474895382
506 => 0.16454801320474
507 => 0.16606076347925
508 => 0.17061359945454
509 => 0.16693681464123
510 => 0.16614131911881
511 => 0.15509762826405
512 => 0.15690603202284
513 => 0.15980146092567
514 => 0.15514537282021
515 => 0.15809858903937
516 => 0.15868161647871
517 => 0.15498716072806
518 => 0.15696052917249
519 => 0.15171984764705
520 => 0.14085319022047
521 => 0.14484116222873
522 => 0.14777765196368
523 => 0.14358691904534
524 => 0.1510986455977
525 => 0.14671045001932
526 => 0.14531960269151
527 => 0.13989341139284
528 => 0.14245436481256
529 => 0.14591809098204
530 => 0.14377791091069
531 => 0.1482191059084
601 => 0.1545090224486
602 => 0.15899159154615
603 => 0.15933570754118
604 => 0.15645371592026
605 => 0.16107212588541
606 => 0.16110576595998
607 => 0.15589618065253
608 => 0.1527053386588
609 => 0.15198037264424
610 => 0.15379147988658
611 => 0.15599049842762
612 => 0.15945773776582
613 => 0.16155291788162
614 => 0.16701603642597
615 => 0.16849419966419
616 => 0.1701182529119
617 => 0.17228848889031
618 => 0.17489441361948
619 => 0.16919279866744
620 => 0.16941933445862
621 => 0.16411006955951
622 => 0.15843635858921
623 => 0.16274199797761
624 => 0.16837104872275
625 => 0.16707973826226
626 => 0.16693443945638
627 => 0.16717879174535
628 => 0.1662051858284
629 => 0.16180160234957
630 => 0.1595901502944
701 => 0.16244348764716
702 => 0.16395990946273
703 => 0.16631174745278
704 => 0.16602183377923
705 => 0.17207991587265
706 => 0.17443390338726
707 => 0.17383165264822
708 => 0.17394248127817
709 => 0.17820426323228
710 => 0.18294424126755
711 => 0.18738385619277
712 => 0.1919000231806
713 => 0.18645560760777
714 => 0.18369126914476
715 => 0.1865433608197
716 => 0.18503000083088
717 => 0.19372621621837
718 => 0.19432832330389
719 => 0.20302390985602
720 => 0.21127705694519
721 => 0.20609340312897
722 => 0.21098135520077
723 => 0.21626807388699
724 => 0.22646701197192
725 => 0.22303236842788
726 => 0.22040148530088
727 => 0.21791531345819
728 => 0.22308864239415
729 => 0.22974404742432
730 => 0.23117755792314
731 => 0.23350039257439
801 => 0.23105821596131
802 => 0.23399954869483
803 => 0.24438374573126
804 => 0.24157784402818
805 => 0.23759301253859
806 => 0.24579033878997
807 => 0.24875691929404
808 => 0.26957793488191
809 => 0.29586532713485
810 => 0.28498217412981
811 => 0.27822664986243
812 => 0.27981435830844
813 => 0.28941362407483
814 => 0.29249660357353
815 => 0.2841160025293
816 => 0.28707617249751
817 => 0.30338700005978
818 => 0.31213723573294
819 => 0.30025324037535
820 => 0.26746576850985
821 => 0.23723422206194
822 => 0.2452529895242
823 => 0.24434391014531
824 => 0.26186785954379
825 => 0.24151092420053
826 => 0.24185368278344
827 => 0.25974000889731
828 => 0.25496824373939
829 => 0.24723859530506
830 => 0.23729065704965
831 => 0.21890097311159
901 => 0.20261271721339
902 => 0.23455773799108
903 => 0.23318021060689
904 => 0.23118534681647
905 => 0.23562470031525
906 => 0.25718094077282
907 => 0.25668399965953
908 => 0.25352271383837
909 => 0.25592052127142
910 => 0.24681824806882
911 => 0.24916411112804
912 => 0.23722943323052
913 => 0.24262440607638
914 => 0.24722201095109
915 => 0.24814504819839
916 => 0.25022469824801
917 => 0.23245431627076
918 => 0.24043269606754
919 => 0.24511924672506
920 => 0.22394524035622
921 => 0.24470070469877
922 => 0.23214497345606
923 => 0.22788336969154
924 => 0.23362105773687
925 => 0.23138507512552
926 => 0.22946270857758
927 => 0.22838999501339
928 => 0.23260311986836
929 => 0.2324065725581
930 => 0.22551308256307
1001 => 0.21652080587915
1002 => 0.21953890909569
1003 => 0.21844240390226
1004 => 0.21446852762925
1005 => 0.21714644042961
1006 => 0.20535426771749
1007 => 0.18506644747011
1008 => 0.19846920295827
1009 => 0.19795321145137
1010 => 0.19769302513524
1011 => 0.20776482545964
1012 => 0.20679665425442
1013 => 0.20503941403658
1014 => 0.2144362545346
1015 => 0.21100628134748
1016 => 0.22157665050687
1017 => 0.22853897928385
1018 => 0.22677310749827
1019 => 0.23332121136488
1020 => 0.21960844009809
1021 => 0.22416327265203
1022 => 0.22510201732867
1023 => 0.21432029898149
1024 => 0.20695505903717
1025 => 0.20646388150276
1026 => 0.19369357043188
1027 => 0.2005153675276
1028 => 0.20651826666668
1029 => 0.20364334382285
1030 => 0.20273322913637
1031 => 0.2073828076898
1101 => 0.20774411976435
1102 => 0.1995061661745
1103 => 0.20121909758789
1104 => 0.20836230633289
1105 => 0.2010391070551
1106 => 0.18681132709617
1107 => 0.18328264095191
1108 => 0.18281184917367
1109 => 0.1732417724868
1110 => 0.18351844463314
1111 => 0.17903240184357
1112 => 0.19320375726476
1113 => 0.18510915505068
1114 => 0.18476021292771
1115 => 0.18423273573016
1116 => 0.17599537539088
1117 => 0.17779883379362
1118 => 0.18379380419881
1119 => 0.18593287717755
1120 => 0.18570975434096
1121 => 0.18376442557328
1122 => 0.18465498712143
1123 => 0.18178617808262
1124 => 0.18077314190192
1125 => 0.17757572105808
1126 => 0.17287639572769
1127 => 0.17352986573752
1128 => 0.16421927261265
1129 => 0.15914636732765
1130 => 0.15774225400457
1201 => 0.15586461498703
1202 => 0.15795433832781
1203 => 0.16419289687214
1204 => 0.15666787168365
1205 => 0.14376674381713
1206 => 0.14454212358436
1207 => 0.14628417170901
1208 => 0.14303787655353
1209 => 0.13996553062977
1210 => 0.14263668614317
1211 => 0.13717030819356
1212 => 0.14694475736829
1213 => 0.14668038591069
1214 => 0.15032369611514
1215 => 0.15260193275424
1216 => 0.14735133488899
1217 => 0.14603082372501
1218 => 0.1467830468979
1219 => 0.13435047344783
1220 => 0.1493076896233
1221 => 0.1494370402499
1222 => 0.14832946165393
1223 => 0.15629371751513
1224 => 0.17310078149595
1225 => 0.16677728796378
1226 => 0.16432864013952
1227 => 0.15967375883565
1228 => 0.16587611179355
1229 => 0.16539986785817
1230 => 0.16324611217219
1231 => 0.16194351401319
]
'min_raw' => 0.12164893422882
'max_raw' => 0.31213723573294
'avg_raw' => 0.21689308498088
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.121648'
'max' => '$0.312137'
'avg' => '$0.216893'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.074806282263204
'max_diff' => 0.18143171079883
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0038184210403192
]
1 => [
'year' => 2028
'avg' => 0.0065535190007361
]
2 => [
'year' => 2029
'avg' => 0.017903032753132
]
3 => [
'year' => 2030
'avg' => 0.013812163107045
]
4 => [
'year' => 2031
'avg' => 0.013565255893647
]
5 => [
'year' => 2032
'avg' => 0.023784162724709
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0038184210403192
'min' => '$0.003818'
'max_raw' => 0.023784162724709
'max' => '$0.023784'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.023784162724709
]
1 => [
'year' => 2033
'avg' => 0.061175312224564
]
2 => [
'year' => 2034
'avg' => 0.038775852835864
]
3 => [
'year' => 2035
'avg' => 0.045736207341354
]
4 => [
'year' => 2036
'avg' => 0.088774088449863
]
5 => [
'year' => 2037
'avg' => 0.21689308498088
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.023784162724709
'min' => '$0.023784'
'max_raw' => 0.21689308498088
'max' => '$0.216893'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.21689308498088
]
]
]
]
'prediction_2025_max_price' => '$0.006528'
'last_price' => 0.0063305
'sma_50day_nextmonth' => '$0.006124'
'sma_200day_nextmonth' => '$0.01593'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '$0.006617'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.00671'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.006858'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.00664'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.006069'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.007632'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.022659'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.00655'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.006648'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.0067053'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.006669'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.006946'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.011568'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.038075'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.01157'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.067486'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.006491'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.006469'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.00765'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.01915'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.104218'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.236716'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.118358'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '46.60'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 31.92
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.006867'
'vwma_10_action' => 'SELL'
'hma_9' => '0.006550'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 22.81
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -30.15
'cci_20_action' => 'NEUTRAL'
'adx_14' => 12.21
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000044'
'ao_5_34_action' => 'SELL'
'macd_12_26' => -0
'macd_12_26_action' => 'SELL'
'williams_percent_r_14' => -77.19
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 36.9
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.000214'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 30
'buy_signals' => 2
'sell_pct' => 93.75
'buy_pct' => 6.25
'overall_action' => 'bearish'
'overall_action_label' => 'Baixista'
'overall_action_dir' => -1
'last_updated' => 1767697363
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Statter Network para 2026
A previsão de preço para Statter Network em 2026 sugere que o preço médio poderia variar entre $0.002187 na extremidade inferior e $0.006528 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Statter Network poderia potencialmente ganhar 3.13% até 2026 se STT atingir a meta de preço prevista.
Previsão de preço de Statter Network 2027-2032
A previsão de preço de STT para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.003818 na extremidade inferior e $0.023784 na extremidade superior. Considerando a volatilidade de preços no mercado, se Statter Network atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Statter Network | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.0021055 | $0.003818 | $0.005531 |
| 2028 | $0.003799 | $0.006553 | $0.0093071 |
| 2029 | $0.008347 | $0.017903 | $0.027458 |
| 2030 | $0.007099 | $0.013812 | $0.020525 |
| 2031 | $0.008393 | $0.013565 | $0.018737 |
| 2032 | $0.012811 | $0.023784 | $0.034756 |
Previsão de preço de Statter Network 2032-2037
A previsão de preço de Statter Network para 2032-2037 é atualmente estimada entre $0.023784 na extremidade inferior e $0.216893 na extremidade superior. Comparado ao preço atual, Statter Network poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Statter Network | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.012811 | $0.023784 | $0.034756 |
| 2033 | $0.029771 | $0.061175 | $0.092579 |
| 2034 | $0.023934 | $0.038775 | $0.053616 |
| 2035 | $0.028298 | $0.045736 | $0.063174 |
| 2036 | $0.046842 | $0.088774 | $0.1307055 |
| 2037 | $0.121648 | $0.216893 | $0.312137 |
Statter Network Histograma de preços potenciais
Previsão de preço de Statter Network baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Statter Network é Baixista, com 2 indicadores técnicos mostrando sinais de alta e 30 indicando sinais de baixa. A previsão de preço de STT 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 Statter Network
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Statter Network está projetado para aumentar no próximo mês, alcançando $0.01593 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Statter Network é esperado para alcançar $0.006124 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 46.60, sugerindo que o mercado de STT está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de STT para Sábado, 19 de Outubro de 2024
Médias móveis (MA) são indicadores amplamente utilizados nos mercados financeiros, projetados para suavizar movimentos de preços ao longo de um período definido. Como indicadores atrasados, eles se baseiam em dados históricos de preços. A tabela abaixo destaca dois tipos: a média móvel simples (SMA) e a média móvel exponencial (EMA).
Média Móvel Simples Diária (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 3 | $0.006617 | SELL |
| SMA 5 | $0.00671 | SELL |
| SMA 10 | $0.006858 | SELL |
| SMA 21 | $0.00664 | SELL |
| SMA 50 | $0.006069 | BUY |
| SMA 100 | $0.007632 | SELL |
| SMA 200 | $0.022659 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.00655 | SELL |
| EMA 5 | $0.006648 | SELL |
| EMA 10 | $0.0067053 | SELL |
| EMA 21 | $0.006669 | SELL |
| EMA 50 | $0.006946 | SELL |
| EMA 100 | $0.011568 | SELL |
| EMA 200 | $0.038075 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.01157 | SELL |
| SMA 50 | $0.067486 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.01915 | SELL |
| EMA 50 | $0.104218 | SELL |
| EMA 100 | $0.236716 | SELL |
| EMA 200 | $0.118358 | SELL |
Osciladores de Statter Network
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 46.60 | NEUTRAL |
| Stoch RSI (14) | 31.92 | NEUTRAL |
| Estocástico Rápido (14) | 22.81 | NEUTRAL |
| Índice de Canal de Commodities (20) | -30.15 | NEUTRAL |
| Índice Direcional Médio (14) | 12.21 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.000044 | SELL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | -0 | SELL |
| Williams Percent Range (14) | -77.19 | NEUTRAL |
| Oscilador Ultimate (7, 14, 28) | 36.9 | NEUTRAL |
| VWMA (10) | 0.006867 | SELL |
| Média Móvel de Hull (9) | 0.006550 | SELL |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.000214 | NEUTRAL |
Previsão do preço de Statter Network com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Statter Network
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Statter Network por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.008895 | $0.012499 | $0.017563 | $0.02468 | $0.034679 | $0.048731 |
| Amazon.com stock | $0.0132089 | $0.027561 | $0.0575082 | $0.119994 | $0.250375 | $0.522423 |
| Apple stock | $0.008979 | $0.012736 | $0.018065 | $0.025624 | $0.036346 | $0.051555 |
| Netflix stock | $0.009988 | $0.01576 | $0.024867 | $0.039236 | $0.0619095 | $0.097683 |
| Google stock | $0.008197 | $0.010616 | $0.013748 | $0.0178037 | $0.023055 | $0.029857 |
| Tesla stock | $0.01435 | $0.032532 | $0.073747 | $0.16718 | $0.378986 | $0.859132 |
| Kodak stock | $0.004747 | $0.003559 | $0.002669 | $0.0020018 | $0.0015011 | $0.001125 |
| Nokia stock | $0.004193 | $0.002778 | $0.00184 | $0.001219 | $0.0008076 | $0.000535 |
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 Statter Network
Você pode fazer perguntas como: 'Devo investir em Statter Network agora?', 'Devo comprar STT hoje?', 'Statter Network será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Statter Network regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Statter Network, 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 Statter Network para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Statter Network é de $0.00633 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão de curto prazo para Statter Network
com base no histórico de preços de 4 horas
Previsão de longo prazo para Statter Network
com base no histórico de preços de 1 mês
Previsão do preço de Statter Network com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Statter Network tiver 1% da média anterior do crescimento anual do Bitcoin | $0.006495 | $0.006663 | $0.006837 | $0.007014 |
| Se Statter Network tiver 2% da média anterior do crescimento anual do Bitcoin | $0.006659 | $0.0070058 | $0.00737 | $0.007753 |
| Se Statter Network tiver 5% da média anterior do crescimento anual do Bitcoin | $0.007153 | $0.008082 | $0.009133 | $0.01032 |
| Se Statter Network tiver 10% da média anterior do crescimento anual do Bitcoin | $0.007976 | $0.010049 | $0.012661 | $0.015952 |
| Se Statter Network tiver 20% da média anterior do crescimento anual do Bitcoin | $0.009621 | $0.014623 | $0.022225 | $0.033779 |
| Se Statter Network tiver 50% da média anterior do crescimento anual do Bitcoin | $0.014558 | $0.033478 | $0.076989 | $0.177048 |
| Se Statter Network tiver 100% da média anterior do crescimento anual do Bitcoin | $0.022785 | $0.082012 | $0.295188 | $1.06 |
Perguntas Frequentes sobre Statter Network
STT é um bom investimento?
A decisão de adquirir Statter Network depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Statter Network experimentou uma queda de -4.2475% nas últimas 24 horas, e Statter Network registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Statter Network dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Statter Network pode subir?
Parece que o valor médio de Statter Network pode potencialmente subir para $0.006528 até o final deste ano. Observando as perspectivas de Statter Network em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.020525. 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 Statter Network na próxima semana?
Com base na nossa nova previsão experimental de Statter Network, o preço de Statter Network aumentará 0.86% na próxima semana e atingirá $0.006384 até 13 de janeiro de 2026.
Qual será o preço de Statter Network no próximo mês?
Com base na nossa nova previsão experimental de Statter Network, o preço de Statter Network diminuirá -11.62% no próximo mês e atingirá $0.005595 até 5 de fevereiro de 2026.
Até onde o preço de Statter Network pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Statter Network em 2026, espera-se que STT fluctue dentro do intervalo de $0.002187 e $0.006528. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Statter Network não considera flutuações repentinas e extremas de preço.
Onde estará Statter Network em 5 anos?
O futuro de Statter Network parece seguir uma tendência de alta, com um preço máximo de $0.020525 projetada após um período de cinco anos. Com base na previsão de Statter Network para 2030, o valor de Statter Network pode potencialmente atingir seu pico mais alto de aproximadamente $0.020525, enquanto seu pico mais baixo está previsto para cerca de $0.007099.
Quanto será Statter Network em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Statter Network, espera-se que o valor de STT em 2026 aumente 3.13% para $0.006528 se o melhor cenário ocorrer. O preço ficará entre $0.006528 e $0.002187 durante 2026.
Quanto será Statter Network em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Statter Network, o valor de STT pode diminuir -12.62% para $0.005531 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.005531 e $0.0021055 ao longo do ano.
Quanto será Statter Network em 2028?
Nosso novo modelo experimental de previsão de preços de Statter Network sugere que o valor de STT em 2028 pode aumentar 47.02%, alcançando $0.0093071 no melhor cenário. O preço é esperado para variar entre $0.0093071 e $0.003799 durante o ano.
Quanto será Statter Network em 2029?
Com base no nosso modelo de previsão experimental, o valor de Statter Network pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.027458 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.027458 e $0.008347.
Quanto será Statter Network em 2030?
Usando nossa nova simulação experimental para previsões de preços de Statter Network, espera-se que o valor de STT em 2030 aumente 224.23%, alcançando $0.020525 no melhor cenário. O preço está previsto para variar entre $0.020525 e $0.007099 ao longo de 2030.
Quanto será Statter Network em 2031?
Nossa simulação experimental indica que o preço de Statter Network poderia aumentar 195.98% em 2031, potencialmente atingindo $0.018737 sob condições ideais. O preço provavelmente oscilará entre $0.018737 e $0.008393 durante o ano.
Quanto será Statter Network em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Statter Network, STT poderia ver um 449.04% aumento em valor, atingindo $0.034756 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.034756 e $0.012811 ao longo do ano.
Quanto será Statter Network em 2033?
De acordo com nossa previsão experimental de preços de Statter Network, espera-se que o valor de STT seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.092579. Ao longo do ano, o preço de STT poderia variar entre $0.092579 e $0.029771.
Quanto será Statter Network em 2034?
Os resultados da nossa nova simulação de previsão de preços de Statter Network sugerem que STT pode aumentar 746.96% em 2034, atingindo potencialmente $0.053616 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.053616 e $0.023934.
Quanto será Statter Network em 2035?
Com base em nossa previsão experimental para o preço de Statter Network, STT poderia aumentar 897.93%, com o valor potencialmente atingindo $0.063174 em 2035. A faixa de preço esperada para o ano está entre $0.063174 e $0.028298.
Quanto será Statter Network em 2036?
Nossa recente simulação de previsão de preços de Statter Network sugere que o valor de STT pode aumentar 1964.7% em 2036, possivelmente atingindo $0.1307055 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.1307055 e $0.046842.
Quanto será Statter Network em 2037?
De acordo com a simulação experimental, o valor de Statter Network poderia aumentar 4830.69% em 2037, com um pico de $0.312137 sob condições favoráveis. O preço é esperado para cair entre $0.312137 e $0.121648 ao longo do ano.
Previsões relacionadas
Como ler e prever os movimentos de preço de Statter Network?
Traders de Statter Network 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 Statter Network
Médias móveis são ferramentas populares para a previsão de preço de Statter Network. Uma média móvel simples (SMA) calcula o preço médio de fechamento de STT 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 STT 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 STT.
Como ler gráficos de Statter Network 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 Statter Network 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 STT 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 Statter Network?
A ação de preço de Statter Network 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 STT. A capitalização de mercado de Statter Network pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de STT, grandes detentores de Statter Network, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Statter Network.
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


