Previsão de Preço AgentAlgo - Projeção AGENT
Previsão de Preço AgentAlgo até $0.016726 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.0056034 | $0.016726 |
| 2027 | $0.005394 | $0.01417 |
| 2028 | $0.009735 | $0.023844 |
| 2029 | $0.021385 | $0.070347 |
| 2030 | $0.018187 | $0.052584 |
| 2031 | $0.0215028 | $0.0480036 |
| 2032 | $0.032822 | $0.089044 |
| 2033 | $0.076272 | $0.237181 |
| 2034 | $0.061319 | $0.137362 |
| 2035 | $0.072498 | $0.161847 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em AgentAlgo hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.98, com um retorno de 39.55% nos próximos 90 dias.
Previsão de preço de longo prazo de AgentAlgo para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'AgentAlgo'
'name_with_ticker' => 'AgentAlgo <small>AGENT</small>'
'name_lang' => 'AgentAlgo'
'name_lang_with_ticker' => 'AgentAlgo <small>AGENT</small>'
'name_with_lang' => 'AgentAlgo'
'name_with_lang_with_ticker' => 'AgentAlgo <small>AGENT</small>'
'image' => '/uploads/coins/agentaigo.jpg?1732978739'
'price_for_sd' => 0.01621
'ticker' => 'AGENT'
'marketcap' => '$339.72K'
'low24h' => '$0.01571'
'high24h' => '$0.01653'
'volume24h' => '$1.97K'
'current_supply' => '20.96M'
'max_supply' => '20.96M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01621'
'change_24h_pct' => '2.8359%'
'ath_price' => '$1.34'
'ath_days' => 369
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '2 de jan. de 2025'
'ath_pct' => '-98.79%'
'fdv' => '$339.72K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.799673'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.016357'
'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' => '$0.014334'
'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' => '$0.0056034'
'current_year_max_price_prediction' => '$0.016726'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.018187'
'grand_prediction_max_price' => '$0.052584'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.016525628254174
107 => 0.016587328951272
108 => 0.01672634377235
109 => 0.015538477346699
110 => 0.01607179449789
111 => 0.016385068359156
112 => 0.014969685656957
113 => 0.016357090793936
114 => 0.015517799234992
115 => 0.015232931074151
116 => 0.015616468524198
117 => 0.015467003606912
118 => 0.015338502447904
119 => 0.015266796593248
120 => 0.015548424167078
121 => 0.015535285904142
122 => 0.015074488531798
123 => 0.01447339714408
124 => 0.01467514314395
125 => 0.014601846930818
126 => 0.014336211999029
127 => 0.014515217870171
128 => 0.01372696660646
129 => 0.012370821276981
130 => 0.01326673242149
131 => 0.01323224081699
201 => 0.013214848585931
202 => 0.013888101049865
203 => 0.013823383360034
204 => 0.013705920119275
205 => 0.014334054694497
206 => 0.014104777124939
207 => 0.014811356569728
208 => 0.015276755490759
209 => 0.015158715270307
210 => 0.015596425205005
211 => 0.014679790964318
212 => 0.014984260090091
213 => 0.015047010754937
214 => 0.014326303611341
215 => 0.013833971974468
216 => 0.01380113906728
217 => 0.01294750385642
218 => 0.013403508895759
219 => 0.013804774459606
220 => 0.013612599393989
221 => 0.013551762509281
222 => 0.013862564959342
223 => 0.013886716971555
224 => 0.01333604853359
225 => 0.013450549939244
226 => 0.013928039835098
227 => 0.013438518418981
228 => 0.012487458270336
301 => 0.012251582204037
302 => 0.012220111988734
303 => 0.011580397389364
304 => 0.012267344570672
305 => 0.011967473716991
306 => 0.012914762150765
307 => 0.012373676077803
308 => 0.012350350938653
309 => 0.012315091569773
310 => 0.011764462787818
311 => 0.011885015496781
312 => 0.012285751062072
313 => 0.012428738026377
314 => 0.012413823314543
315 => 0.012283787239182
316 => 0.01234331708859
317 => 0.012151550702073
318 => 0.012083833999722
319 => 0.011870101460154
320 => 0.011555973672112
321 => 0.011599655067697
322 => 0.010977285723578
323 => 0.010638185873261
324 => 0.010544327503957
325 => 0.010418816169913
326 => 0.01055850434311
327 => 0.010975522629423
328 => 0.010472510100765
329 => 0.0096101304026083
330 => 0.009661960891891
331 => 0.0097784086126989
401 => 0.0095614090553521
402 => 0.0093560371857158
403 => 0.0095345913640181
404 => 0.0091691897173584
405 => 0.0098225656559708
406 => 0.0098048936678962
407 => 0.010048431813314
408 => 0.010200721213549
409 => 0.0098497434502853
410 => 0.0097614734919692
411 => 0.009811756071872
412 => 0.0089806970319097
413 => 0.0099805165596379
414 => 0.0099891630404321
415 => 0.0099151266224414
416 => 0.010447499654992
417 => 0.011570972804986
418 => 0.011148277014356
419 => 0.010984596428176
420 => 0.010673439514197
421 => 0.011088037627404
422 => 0.011056202961048
423 => 0.010912234526847
424 => 0.010825161968633
425 => 0.010985595826932
426 => 0.010805282438147
427 => 0.01077289319884
428 => 0.010576649648483
429 => 0.010506599629518
430 => 0.010454737384248
501 => 0.010397642148085
502 => 0.010523580011815
503 => 0.010238188244097
504 => 0.0098940337495301
505 => 0.00986542102711
506 => 0.009944423269368
507 => 0.0099094706581941
508 => 0.009865253687455
509 => 0.0097808314485386
510 => 0.0097557851736478
511 => 0.0098371734163177
512 => 0.0097452908355728
513 => 0.0098808685885651
514 => 0.0098439989416104
515 => 0.0096380480908411
516 => 0.0093813570780115
517 => 0.0093790719895697
518 => 0.0093237683319132
519 => 0.0092533308089271
520 => 0.0092337367014246
521 => 0.0095195540291496
522 => 0.010111187343748
523 => 0.0099950355675068
524 => 0.010078967129554
525 => 0.010491827344704
526 => 0.010623063191961
527 => 0.01052991509607
528 => 0.010402408237289
529 => 0.010408017891967
530 => 0.010843747427371
531 => 0.010870923344017
601 => 0.0109395881181
602 => 0.011027841757458
603 => 0.010544945072472
604 => 0.010385273501531
605 => 0.010309612252977
606 => 0.010076604892021
607 => 0.010327883354271
608 => 0.010181474155134
609 => 0.010201229758148
610 => 0.010188363895769
611 => 0.010195389526614
612 => 0.0098223830240801
613 => 0.0099582869889587
614 => 0.0097323202883405
615 => 0.0094297762421653
616 => 0.0094287620084369
617 => 0.0095028092351244
618 => 0.0094587630472224
619 => 0.0093402358881091
620 => 0.0093570721116287
621 => 0.0092095690776899
622 => 0.0093749816505775
623 => 0.0093797250912933
624 => 0.0093160322406478
625 => 0.0095708731317176
626 => 0.0096752816527193
627 => 0.0096333576539914
628 => 0.0096723401532077
629 => 0.0099998621982034
630 => 0.010053262582326
701 => 0.010076979505522
702 => 0.01004520197033
703 => 0.0096783266549496
704 => 0.009694599135261
705 => 0.0095752024716961
706 => 0.0094743248726942
707 => 0.009478359447621
708 => 0.0095302236466779
709 => 0.0097567176457544
710 => 0.01023336091426
711 => 0.010251449177879
712 => 0.010273372681056
713 => 0.010184198775765
714 => 0.01015730307265
715 => 0.010192785447428
716 => 0.010371787598367
717 => 0.01083222972919
718 => 0.010669478728261
719 => 0.010537159631136
720 => 0.010653239152287
721 => 0.010635369619867
722 => 0.010484532782982
723 => 0.010480299295348
724 => 0.01019079517991
725 => 0.010083772100123
726 => 0.0099943356041133
727 => 0.0098966732852701
728 => 0.0098387757889893
729 => 0.0099277326572181
730 => 0.0099480781454888
731 => 0.0097535723984065
801 => 0.0097270619838026
802 => 0.0098858995755682
803 => 0.0098160010734944
804 => 0.0098878934162767
805 => 0.0099045730564833
806 => 0.0099018872502453
807 => 0.0098289051862885
808 => 0.0098754217774981
809 => 0.0097653961720242
810 => 0.0096457598513829
811 => 0.0095694393324199
812 => 0.0095028395571768
813 => 0.0095397929832833
814 => 0.0094080607666427
815 => 0.0093659169792937
816 => 0.0098596630030527
817 => 0.010224398499468
818 => 0.010219095100899
819 => 0.010186812026033
820 => 0.010138845925166
821 => 0.010368278579326
822 => 0.010288348830267
823 => 0.010346504401062
824 => 0.01036130743461
825 => 0.010406111758774
826 => 0.0104221254536
827 => 0.010373720945608
828 => 0.010211269504673
829 => 0.0098064559592823
830 => 0.0096180141611296
831 => 0.0095558252289928
901 => 0.0095580856785624
902 => 0.0094957323883422
903 => 0.0095140982267905
904 => 0.0094893454992347
905 => 0.009442469821572
906 => 0.0095368985422799
907 => 0.009547780572677
908 => 0.0095257397809246
909 => 0.0095309311852706
910 => 0.0093484428433061
911 => 0.0093623170356018
912 => 0.0092850637698521
913 => 0.0092705797138261
914 => 0.0090752901852222
915 => 0.0087293064776307
916 => 0.0089210150370875
917 => 0.0086894580555664
918 => 0.0086017639180036
919 => 0.0090168943259897
920 => 0.0089752267469531
921 => 0.0089039099641036
922 => 0.0087984175785494
923 => 0.0087592894265834
924 => 0.0085215591617054
925 => 0.0085075127894148
926 => 0.0086253383279454
927 => 0.0085709658960428
928 => 0.0084946064092012
929 => 0.0082180400882981
930 => 0.0079070879756411
1001 => 0.0079164736653469
1002 => 0.0080153817469134
1003 => 0.00830297033364
1004 => 0.0081906044974729
1005 => 0.0081090817940842
1006 => 0.0080938150423029
1007 => 0.0082849104039548
1008 => 0.0085553503764083
1009 => 0.0086822347607301
1010 => 0.0085564961894032
1011 => 0.0084120544889084
1012 => 0.0084208459859391
1013 => 0.0084793318770245
1014 => 0.0084854779172315
1015 => 0.0083914612190561
1016 => 0.0084179263688866
1017 => 0.0083777233862701
1018 => 0.008130997756162
1019 => 0.0081265352718888
1020 => 0.008065984823272
1021 => 0.0080641513797522
1022 => 0.0079611399616378
1023 => 0.0079467279521593
1024 => 0.007742192529147
1025 => 0.007876818363964
1026 => 0.0077865184221423
1027 => 0.0076504151102142
1028 => 0.0076269508479373
1029 => 0.0076262454838794
1030 => 0.0077659931530859
1031 => 0.0078751853310843
1101 => 0.0077880892282911
1102 => 0.0077682591339721
1103 => 0.0079799926615416
1104 => 0.0079530476401644
1105 => 0.0079297134254285
1106 => 0.0085311354430866
1107 => 0.008055062986565
1108 => 0.0078474682222557
1109 => 0.0075905302802465
1110 => 0.0076741905697582
1111 => 0.0076918190219837
1112 => 0.0070739295879966
1113 => 0.0068232519215813
1114 => 0.0067372287930561
1115 => 0.0066877212664014
1116 => 0.0067102824679743
1117 => 0.0064846431666429
1118 => 0.0066362765088672
1119 => 0.0064408919467295
1120 => 0.0064081350890508
1121 => 0.0067575068896556
1122 => 0.0068061199347093
1123 => 0.0065987215816209
1124 => 0.0067319048990471
1125 => 0.0066836107767618
1126 => 0.0064442412542597
1127 => 0.0064350990991831
1128 => 0.0063149918870371
1129 => 0.0061270473573677
1130 => 0.0060411516640838
1201 => 0.0059964164412409
1202 => 0.006014875066058
1203 => 0.0060055418205073
1204 => 0.005944636080038
1205 => 0.0060090328662573
1206 => 0.0058445256880564
1207 => 0.0057790176041724
1208 => 0.005749429122458
1209 => 0.0056034195331249
1210 => 0.005835785720513
1211 => 0.0058815647867006
1212 => 0.0059274340517904
1213 => 0.0063266946881199
1214 => 0.0063067487550277
1215 => 0.0064870502761177
1216 => 0.0064800440905613
1217 => 0.0064286191760555
1218 => 0.0062116659207432
1219 => 0.0062981396214908
1220 => 0.0060319870115867
1221 => 0.0062314066435451
1222 => 0.0061403998514822
1223 => 0.006200637155604
1224 => 0.0060923250514142
1225 => 0.00615226944197
1226 => 0.005892420701585
1227 => 0.0056497776039839
1228 => 0.0057474242696522
1229 => 0.0058535773624843
1230 => 0.0060837443150494
1231 => 0.0059466587769378
]
'min_raw' => 0.0056034195331249
'max_raw' => 0.01672634377235
'avg_raw' => 0.011164881652737
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.0056034'
'max' => '$0.016726'
'avg' => '$0.011164'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.010614880466875
'max_diff' => 0.00050804377234979
'year' => 2026
]
1 => [
'items' => [
101 => 0.0059959599202208
102 => 0.0058308093431343
103 => 0.0054900565296748
104 => 0.0054919851535933
105 => 0.0054395677569461
106 => 0.0053942714731777
107 => 0.0059624047000474
108 => 0.0058917483524289
109 => 0.005779166709773
110 => 0.0059298617122846
111 => 0.0059697078627999
112 => 0.005970842226688
113 => 0.0060807854105194
114 => 0.0061394621074386
115 => 0.00614980412959
116 => 0.0063228021048284
117 => 0.0063807887442299
118 => 0.0066196275053481
119 => 0.0061344837996563
120 => 0.0061244925842952
121 => 0.0059319823000068
122 => 0.0058098892342438
123 => 0.0059403421166747
124 => 0.0060559055619142
125 => 0.0059355731783822
126 => 0.0059512860473162
127 => 0.0057897496539415
128 => 0.0058474913135792
129 => 0.0058972262095007
130 => 0.0058697655232549
131 => 0.0058286555468327
201 => 0.0060464306772728
202 => 0.0060341429509457
203 => 0.0062369401590401
204 => 0.0063950350849172
205 => 0.0066783694549373
206 => 0.0063826952692665
207 => 0.0063719197267423
208 => 0.0064772523833685
209 => 0.006380772618349
210 => 0.0064417444994731
211 => 0.0066685459422666
212 => 0.0066733378993638
213 => 0.0065930664438978
214 => 0.0065881819185376
215 => 0.0066035989296333
216 => 0.0066938968451627
217 => 0.0066623439789021
218 => 0.0066988577545597
219 => 0.0067445187901384
220 => 0.0069333921931696
221 => 0.0069789289312126
222 => 0.0068682982658599
223 => 0.0068782869762623
224 => 0.0068369080705407
225 => 0.0067969365660899
226 => 0.0068867866707259
227 => 0.0070509895029566
228 => 0.0070499680056594
301 => 0.00708805987109
302 => 0.0071117907876831
303 => 0.0070099203215725
304 => 0.0069436063940154
305 => 0.0069690353735056
306 => 0.0070096968654817
307 => 0.0069558493996797
308 => 0.0066234778961773
309 => 0.0067242981783661
310 => 0.0067075167535499
311 => 0.0066836179639208
312 => 0.0067849935372818
313 => 0.0067752156159238
314 => 0.006482328909474
315 => 0.0065010785661523
316 => 0.0064834691381974
317 => 0.0065403688024697
318 => 0.0063776998497495
319 => 0.0064277357240141
320 => 0.0064591177552957
321 => 0.0064776020128087
322 => 0.0065443798257196
323 => 0.0065365442201211
324 => 0.0065438927534739
325 => 0.0066429066213318
326 => 0.0071436847875006
327 => 0.0071709410381804
328 => 0.0070367212913276
329 => 0.0070903394328279
330 => 0.006987404326146
331 => 0.0070565053528668
401 => 0.0071037825203734
402 => 0.0068901460912875
403 => 0.0068774959284459
404 => 0.0067741359719627
405 => 0.0068296757579696
406 => 0.0067413079649807
407 => 0.006762990330406
408 => 0.0067023645464422
409 => 0.0068114788871038
410 => 0.006933485674618
411 => 0.0069643094073381
412 => 0.0068832254370028
413 => 0.006824515298786
414 => 0.0067214396363991
415 => 0.0068928567601394
416 => 0.0069429843509633
417 => 0.0068925934612448
418 => 0.0068809167910343
419 => 0.0068587895220848
420 => 0.0068856111957443
421 => 0.0069427113453382
422 => 0.0069157839692639
423 => 0.0069335699755603
424 => 0.0068657880604086
425 => 0.0070099540449356
426 => 0.0072389243237982
427 => 0.0072396605006851
428 => 0.0072127329794622
429 => 0.0072017148179394
430 => 0.0072293440888127
501 => 0.0072443318348494
502 => 0.0073336798305119
503 => 0.0074295537896388
504 => 0.0078769557237989
505 => 0.0077513270509945
506 => 0.0081482886630415
507 => 0.0084622337591566
508 => 0.0085563721663263
509 => 0.0084697692612845
510 => 0.0081735054013336
511 => 0.008158969282963
512 => 0.008601712569105
513 => 0.0084766173118427
514 => 0.0084617376290412
515 => 0.0083034429436537
516 => 0.0083970147078959
517 => 0.0083765491904412
518 => 0.0083442433699315
519 => 0.00852277177784
520 => 0.0088569610201039
521 => 0.0088048744926902
522 => 0.0087659943162004
523 => 0.0085956327006711
524 => 0.0086982284448641
525 => 0.008661696065449
526 => 0.0088186623514371
527 => 0.0087256790008467
528 => 0.0084756695922344
529 => 0.0085154844145977
530 => 0.0085094664842938
531 => 0.0086333150635131
601 => 0.0085961387941422
602 => 0.0085022072210413
603 => 0.0088558187976049
604 => 0.0088328572287138
605 => 0.0088654114836559
606 => 0.0088797428734552
607 => 0.0090949800087746
608 => 0.0091831557762948
609 => 0.009203173219256
610 => 0.0092869333786416
611 => 0.0092010891901867
612 => 0.0095445271498752
613 => 0.0097728933529076
614 => 0.010038152449347
615 => 0.010425767284169
616 => 0.010571514047699
617 => 0.010545186199396
618 => 0.010839071343371
619 => 0.011367176414394
620 => 0.010651931333352
621 => 0.01140508614044
622 => 0.011166646024106
623 => 0.010601308797633
624 => 0.010564907745137
625 => 0.010947760678604
626 => 0.011796891636806
627 => 0.01158419396254
628 => 0.011797239534004
629 => 0.011548710558309
630 => 0.011536368999899
701 => 0.011785169036382
702 => 0.012366503883006
703 => 0.012090333488386
704 => 0.011694375507938
705 => 0.011986744718912
706 => 0.011733467450873
707 => 0.011162762878139
708 => 0.011584031316637
709 => 0.011302341108848
710 => 0.011384553286956
711 => 0.011976624205473
712 => 0.011905384666131
713 => 0.011997575226643
714 => 0.011834861300387
715 => 0.011682860835633
716 => 0.011399140680468
717 => 0.011315145129758
718 => 0.011338358478131
719 => 0.011315133626375
720 => 0.011156394807083
721 => 0.01112211517417
722 => 0.011064980950824
723 => 0.011082689235688
724 => 0.010975260180591
725 => 0.011178001003535
726 => 0.011215631486819
727 => 0.011363169350576
728 => 0.011378487221029
729 => 0.011789378071522
730 => 0.011563066295811
731 => 0.011714895773777
801 => 0.011701314716193
802 => 0.010613561369584
803 => 0.010763444183417
804 => 0.010996614805925
805 => 0.01089157175654
806 => 0.010743065460999
807 => 0.010623138664946
808 => 0.01044143730578
809 => 0.01069717847954
810 => 0.011033450927992
811 => 0.011387015645256
812 => 0.011811800486571
813 => 0.01171699345503
814 => 0.011379074588122
815 => 0.011394233381642
816 => 0.011487939078414
817 => 0.011366581687033
818 => 0.011330791023137
819 => 0.011483021990798
820 => 0.011484070321808
821 => 0.011344433976493
822 => 0.011189253731857
823 => 0.011188603520966
824 => 0.011160990695297
825 => 0.011553622818654
826 => 0.011769530786915
827 => 0.011794284287523
828 => 0.011767864679098
829 => 0.011778032537824
830 => 0.011652400448301
831 => 0.011939558149913
901 => 0.012203082453866
902 => 0.012132452311031
903 => 0.012026567686255
904 => 0.011942225482526
905 => 0.012112583968266
906 => 0.012104998173066
907 => 0.012200780798965
908 => 0.012196435545787
909 => 0.012164227451263
910 => 0.012132453461284
911 => 0.012258433739985
912 => 0.0122221534429
913 => 0.012185816792493
914 => 0.01211293807724
915 => 0.01212284350503
916 => 0.012016977162727
917 => 0.011967998548664
918 => 0.011231477709276
919 => 0.011034655274479
920 => 0.011096579619156
921 => 0.011116966721289
922 => 0.01103130934543
923 => 0.011154120018837
924 => 0.011134980105475
925 => 0.011209442311891
926 => 0.011162921558096
927 => 0.011164830786059
928 => 0.0113016384037
929 => 0.011341354237123
930 => 0.011321154443698
1001 => 0.011335301686604
1002 => 0.011661318928203
1003 => 0.011614969701892
1004 => 0.011590347599189
1005 => 0.011597168089908
1006 => 0.011680472485025
1007 => 0.011703793167406
1008 => 0.011604981797441
1009 => 0.011651581810738
1010 => 0.011849998752936
1011 => 0.011919433453279
1012 => 0.012141035686226
1013 => 0.012046895119005
1014 => 0.012219694204448
1015 => 0.012750819681553
1016 => 0.013175119463752
1017 => 0.012784915849112
1018 => 0.013564088364868
1019 => 0.014170785934044
1020 => 0.014147499870831
1021 => 0.014041708116478
1022 => 0.013350999063861
1023 => 0.012715398295751
1024 => 0.013247105327309
1025 => 0.013248460757879
1026 => 0.013202786652321
1027 => 0.012919108705383
1028 => 0.013192915274675
1029 => 0.013214649045826
1030 => 0.013202483913458
1031 => 0.012984988696658
1101 => 0.012652913700441
1102 => 0.012717800359826
1103 => 0.012824086031552
1104 => 0.012622865081461
1105 => 0.0125585627955
1106 => 0.012678112979113
1107 => 0.013063328579982
1108 => 0.01299050580204
1109 => 0.012988604105008
1110 => 0.013300170830709
1111 => 0.013077156295414
1112 => 0.012718618788397
1113 => 0.012628083339346
1114 => 0.012306743487203
1115 => 0.012528694067652
1116 => 0.012536681673911
1117 => 0.012415121609279
1118 => 0.012728482717686
1119 => 0.012725595039906
1120 => 0.013023084774693
1121 => 0.013591773415563
1122 => 0.013423584200989
1123 => 0.013227998443374
1124 => 0.013249264038232
1125 => 0.013482495125858
1126 => 0.013341478286131
1127 => 0.013392188924901
1128 => 0.013482418369233
1129 => 0.013536856033269
1130 => 0.013241431296125
1201 => 0.013172553658098
1202 => 0.013031654183461
1203 => 0.012994896140541
1204 => 0.013109655822669
1205 => 0.013079420700948
1206 => 0.012536010346535
1207 => 0.012479220940992
1208 => 0.012480962590983
1209 => 0.012338162930557
1210 => 0.012120359172561
1211 => 0.012692734444187
1212 => 0.012646764699489
1213 => 0.012596017659117
1214 => 0.012602233882004
1215 => 0.01285068258782
1216 => 0.012706569791486
1217 => 0.013089717280161
1218 => 0.013010953674957
1219 => 0.012930170080482
1220 => 0.012919003326997
1221 => 0.012887908535257
1222 => 0.012781272924517
1223 => 0.012652504016741
1224 => 0.012567479630055
1225 => 0.011592835644266
1226 => 0.011773723898786
1227 => 0.011981819347127
1228 => 0.012053653062004
1229 => 0.011930776521965
1230 => 0.012786124839259
1231 => 0.01294240521917
]
'min_raw' => 0.0053942714731777
'max_raw' => 0.014170785934044
'avg_raw' => 0.0097825287036108
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.005394'
'max' => '$0.01417'
'avg' => '$0.009782'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00020914805994713
'max_diff' => -0.0025555578383058
'year' => 2027
]
2 => [
'items' => [
101 => 0.012469021754502
102 => 0.012380471036382
103 => 0.012791930209597
104 => 0.01254377002931
105 => 0.012655516543298
106 => 0.012413981702131
107 => 0.012904761852073
108 => 0.012901022929612
109 => 0.012710098366512
110 => 0.012871466499849
111 => 0.012843424815607
112 => 0.012627871454094
113 => 0.012911595278108
114 => 0.012911736001585
115 => 0.01272797526066
116 => 0.012513382945658
117 => 0.01247501890818
118 => 0.012446116759423
119 => 0.012648408386438
120 => 0.01282978242667
121 => 0.013167274549104
122 => 0.013252128087299
123 => 0.013583317095893
124 => 0.013386110166575
125 => 0.013473529444085
126 => 0.013568435436033
127 => 0.013613936858625
128 => 0.013539794732252
129 => 0.014054267585434
130 => 0.014097704857284
131 => 0.014112268998804
201 => 0.01393879164736
202 => 0.014092880138322
203 => 0.014020787236275
204 => 0.014208352939416
205 => 0.014237765636627
206 => 0.014212854128476
207 => 0.014222190182819
208 => 0.013783178361858
209 => 0.01376041328297
210 => 0.013450009816987
211 => 0.013576501523761
212 => 0.013340031340852
213 => 0.013415018471765
214 => 0.013448072084568
215 => 0.013430806753016
216 => 0.013583653175076
217 => 0.013453702491864
218 => 0.013110741272997
219 => 0.012767686614575
220 => 0.012763379842785
221 => 0.01267305960664
222 => 0.012607774618884
223 => 0.012620350823635
224 => 0.012664671009518
225 => 0.01260519864911
226 => 0.012617890092529
227 => 0.012828652615917
228 => 0.012870919536893
229 => 0.012727280024664
301 => 0.012150546655985
302 => 0.012009014840685
303 => 0.012110745102825
304 => 0.01206212458979
305 => 0.0097350759541858
306 => 0.010281781513521
307 => 0.0099569476345304
308 => 0.010106646030857
309 => 0.0097750747557335
310 => 0.009933317947362
311 => 0.0099040962079843
312 => 0.010783182569201
313 => 0.010769456844815
314 => 0.010776026622729
315 => 0.010462434005395
316 => 0.010961995559776
317 => 0.011208097545117
318 => 0.011162550617423
319 => 0.011174013797853
320 => 0.010977038378721
321 => 0.010777933775353
322 => 0.01055709612824
323 => 0.010967385180219
324 => 0.010921768041506
325 => 0.011026397345184
326 => 0.01129249912346
327 => 0.011331683621133
328 => 0.011384347983377
329 => 0.011365471558417
330 => 0.011815184583148
331 => 0.011760721368551
401 => 0.011891962045594
402 => 0.011621990015663
403 => 0.011316491037816
404 => 0.011374556405991
405 => 0.011368964244103
406 => 0.011297769604892
407 => 0.011233498267939
408 => 0.01112650460025
409 => 0.011465048396902
410 => 0.011451304137012
411 => 0.011673807728685
412 => 0.011634478057572
413 => 0.011371824888278
414 => 0.011381205597603
415 => 0.011444295376028
416 => 0.011662649819505
417 => 0.011727472285033
418 => 0.011697443936271
419 => 0.011768518810465
420 => 0.011824693493071
421 => 0.01177557348572
422 => 0.012471009204892
423 => 0.012182215808683
424 => 0.012322971700584
425 => 0.01235654115142
426 => 0.012270553708992
427 => 0.012289201306275
428 => 0.012317447334993
429 => 0.012488951690229
430 => 0.012939028743554
501 => 0.013138364806693
502 => 0.013738077187716
503 => 0.013121812721542
504 => 0.013085246138475
505 => 0.013193272447876
506 => 0.013545367101539
507 => 0.013830706747764
508 => 0.013925370370055
509 => 0.013937881730467
510 => 0.014115476979006
511 => 0.014217271263512
512 => 0.014093912244614
513 => 0.013989378392326
514 => 0.013614951108648
515 => 0.013658292086265
516 => 0.013956868442869
517 => 0.014378625132632
518 => 0.014740536248753
519 => 0.014613807589764
520 => 0.015580657801365
521 => 0.015676517050616
522 => 0.01566327240187
523 => 0.015881654037434
524 => 0.015448210963487
525 => 0.015262905651811
526 => 0.0140119797977
527 => 0.014363438938103
528 => 0.014874305439149
529 => 0.014806690342085
530 => 0.014435685433524
531 => 0.014740254808261
601 => 0.014639554648208
602 => 0.014560128253921
603 => 0.014923995963715
604 => 0.014523908469935
605 => 0.014870314260348
606 => 0.014426045251034
607 => 0.014614386475603
608 => 0.014507474887498
609 => 0.014576659787593
610 => 0.014172206275314
611 => 0.014390439572986
612 => 0.014163127052646
613 => 0.014163019276914
614 => 0.014158001340429
615 => 0.014425433512551
616 => 0.014434154466082
617 => 0.014236521686817
618 => 0.014208039715721
619 => 0.014313352490869
620 => 0.01419005881263
621 => 0.014247747148677
622 => 0.014191806133561
623 => 0.01417921263276
624 => 0.014078865475772
625 => 0.014035633161439
626 => 0.014052585665849
627 => 0.013994718028684
628 => 0.013959850684129
629 => 0.014151065347999
630 => 0.014048907066671
701 => 0.014135408126229
702 => 0.014036829251558
703 => 0.013695111923177
704 => 0.013498586674029
705 => 0.01285311431793
706 => 0.013036169477414
707 => 0.013157535237536
708 => 0.01311742385454
709 => 0.01320359862626
710 => 0.013208889057362
711 => 0.013180872760627
712 => 0.013148433478119
713 => 0.013132643829399
714 => 0.013250326934743
715 => 0.013318645938426
716 => 0.013169715915229
717 => 0.013134823694546
718 => 0.013285400170651
719 => 0.013377251734089
720 => 0.014055432071585
721 => 0.014005190281689
722 => 0.014131287314873
723 => 0.014117090724053
724 => 0.014249260503663
725 => 0.014465302234208
726 => 0.014026028989792
727 => 0.014102271636097
728 => 0.014083578699923
729 => 0.01428766327552
730 => 0.014288300405289
731 => 0.014165941507437
801 => 0.014232274251009
802 => 0.014195249133291
803 => 0.014262158525252
804 => 0.014004519271954
805 => 0.014318296072032
806 => 0.014496187298346
807 => 0.014498657318196
808 => 0.014582976347636
809 => 0.014668649364977
810 => 0.014833091261215
811 => 0.014664063169742
812 => 0.014359998087735
813 => 0.014381950604532
814 => 0.014203677358204
815 => 0.014206674163683
816 => 0.014190676981175
817 => 0.014238685730093
818 => 0.014015054492576
819 => 0.014067540297033
820 => 0.013994059863436
821 => 0.014102111903985
822 => 0.013985865769997
823 => 0.014083569685623
824 => 0.014125735456671
825 => 0.014281328059603
826 => 0.013962884616035
827 => 0.013313556877876
828 => 0.013450053440775
829 => 0.013248164302673
830 => 0.013266849911051
831 => 0.013304597813766
901 => 0.013182244510721
902 => 0.013205585665147
903 => 0.013204751754861
904 => 0.013197565566538
905 => 0.013165736746907
906 => 0.013119578661303
907 => 0.013303458267641
908 => 0.013334702995887
909 => 0.013404156156376
910 => 0.01361080165146
911 => 0.013590152893465
912 => 0.013623831874464
913 => 0.013550310848043
914 => 0.013270260340603
915 => 0.013285468430521
916 => 0.013095823305555
917 => 0.01339930650415
918 => 0.01332743767694
919 => 0.013281103376504
920 => 0.013268460633345
921 => 0.013475618362642
922 => 0.013537603202048
923 => 0.013498978409778
924 => 0.013419757833968
925 => 0.013571884758984
926 => 0.013612587506399
927 => 0.013621699350485
928 => 0.013891239094169
929 => 0.013636763627944
930 => 0.013698018401933
1001 => 0.014175910662648
1002 => 0.013742528326804
1003 => 0.01397210061568
1004 => 0.013960864246776
1005 => 0.014078305661462
1006 => 0.013951230622913
1007 => 0.013952805870314
1008 => 0.014057085890385
1009 => 0.013910643409196
1010 => 0.013874382191429
1011 => 0.013824287578791
1012 => 0.013933667332811
1013 => 0.013999235548526
1014 => 0.014527667212639
1015 => 0.014869058167067
1016 => 0.014854237485381
1017 => 0.01498967077284
1018 => 0.014928656836413
1019 => 0.014731626741026
1020 => 0.015067933088591
1021 => 0.014961511688566
1022 => 0.014970284939482
1023 => 0.014969958398645
1024 => 0.015040719326141
1025 => 0.014990578723866
1026 => 0.014891746449955
1027 => 0.014957355925687
1028 => 0.015152192612791
1029 => 0.015756971667883
1030 => 0.01609541403937
1031 => 0.015736597012159
1101 => 0.015984104192778
1102 => 0.015835688080232
1103 => 0.015808716457586
1104 => 0.015964169257651
1105 => 0.016119894157265
1106 => 0.016109975154376
1107 => 0.015996926873819
1108 => 0.015933068768626
1109 => 0.016416623735181
1110 => 0.016772898797395
1111 => 0.01674860322665
1112 => 0.016855835974574
1113 => 0.017170674639063
1114 => 0.017199459540857
1115 => 0.017195833304845
1116 => 0.017124486922354
1117 => 0.01743448647451
1118 => 0.017693093554842
1119 => 0.017107972296202
1120 => 0.017330778811693
1121 => 0.017430803834874
1122 => 0.017577670244991
1123 => 0.017825458496527
1124 => 0.018094622260282
1125 => 0.018132684967708
1126 => 0.018105677655321
1127 => 0.017928156917614
1128 => 0.018222679119707
1129 => 0.018395203318297
1130 => 0.018497937530412
1201 => 0.018758454398991
1202 => 0.017431421555364
1203 => 0.016492081750833
1204 => 0.016345390276125
1205 => 0.016643693158302
1206 => 0.016722353249411
1207 => 0.016690645465317
1208 => 0.015633333114278
1209 => 0.016339823745412
1210 => 0.017099948261093
1211 => 0.017129147739445
1212 => 0.017509681965448
1213 => 0.01763359950806
1214 => 0.017939979437754
1215 => 0.017920815289734
1216 => 0.017995413927045
1217 => 0.017978264992195
1218 => 0.018545769296048
1219 => 0.019171810818403
1220 => 0.019150132991174
1221 => 0.019060132115348
1222 => 0.019193798763379
1223 => 0.019839940705135
1224 => 0.019780454309352
1225 => 0.019838240275816
1226 => 0.020600078040111
1227 => 0.021590575503853
1228 => 0.021130389987625
1229 => 0.022128860143024
1230 => 0.022757344179219
1231 => 0.023844242333355
]
'min_raw' => 0.0097350759541858
'max_raw' => 0.023844242333355
'avg_raw' => 0.01678965914377
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.009735'
'max' => '$0.023844'
'avg' => '$0.016789'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0043408044810081
'max_diff' => 0.0096734563993109
'year' => 2028
]
3 => [
'items' => [
101 => 0.023708157331371
102 => 0.024131278806749
103 => 0.023464536776022
104 => 0.021933562302677
105 => 0.021691279731935
106 => 0.022176335574132
107 => 0.023368798031116
108 => 0.022138780687748
109 => 0.022387611594333
110 => 0.022315948276497
111 => 0.022312129642839
112 => 0.02245787135806
113 => 0.022246465398756
114 => 0.021385159489345
115 => 0.02177989091192
116 => 0.021627466153104
117 => 0.021796592787029
118 => 0.022709299477193
119 => 0.022305770093262
120 => 0.021880684667355
121 => 0.022413836125449
122 => 0.023092721142321
123 => 0.023050237738039
124 => 0.022967802177046
125 => 0.023432487118177
126 => 0.024200010501012
127 => 0.024407468987234
128 => 0.024560610600461
129 => 0.024581726241576
130 => 0.02479923046836
131 => 0.023629655422817
201 => 0.025485801056912
202 => 0.025806306132931
203 => 0.025746064462214
204 => 0.026102292365295
205 => 0.025997481079579
206 => 0.025845625970963
207 => 0.026410322969194
208 => 0.02576294342942
209 => 0.024844069675529
210 => 0.024339957360883
211 => 0.02500381312239
212 => 0.025409206670569
213 => 0.025677146018043
214 => 0.025758224302695
215 => 0.023720446204249
216 => 0.022622196829542
217 => 0.023326162087275
218 => 0.024185048286796
219 => 0.023624884266613
220 => 0.023646841635673
221 => 0.022848194951407
222 => 0.024255710797017
223 => 0.024050647577383
224 => 0.025114515923595
225 => 0.024860615204694
226 => 0.025728158541898
227 => 0.025499705306669
228 => 0.026448001913457
301 => 0.02682630310401
302 => 0.027461529680828
303 => 0.027928804936572
304 => 0.028203197904297
305 => 0.028186724379737
306 => 0.029274006019895
307 => 0.028632874023421
308 => 0.02782746113264
309 => 0.027812893754491
310 => 0.028230028503415
311 => 0.029104228501831
312 => 0.029330895842328
313 => 0.029457571963138
314 => 0.029263563074489
315 => 0.028567660242661
316 => 0.028267172928185
317 => 0.028523196826074
318 => 0.02821010159934
319 => 0.028750591799688
320 => 0.029492800287243
321 => 0.029339537169573
322 => 0.029851872793453
323 => 0.030382086264888
324 => 0.031140315342417
325 => 0.031338544500425
326 => 0.031666209760632
327 => 0.032003484945816
328 => 0.032111808645476
329 => 0.032318632198996
330 => 0.032317542136778
331 => 0.032940818836144
401 => 0.033628312336817
402 => 0.03388782521781
403 => 0.034484560778029
404 => 0.033462672043262
405 => 0.034237786387195
406 => 0.034936958927793
407 => 0.034103376601391
408 => 0.035252275638563
409 => 0.035296884784716
410 => 0.035970429929196
411 => 0.035287662889629
412 => 0.034882238001003
413 => 0.036052684463393
414 => 0.036619026637825
415 => 0.03644843976584
416 => 0.035150265247126
417 => 0.03439467199591
418 => 0.032417138714424
419 => 0.034759612309425
420 => 0.035900562866657
421 => 0.035147310460816
422 => 0.035527207160247
423 => 0.037599800370421
424 => 0.038388909674383
425 => 0.038224780455449
426 => 0.038252515591652
427 => 0.038678304648723
428 => 0.040566487814092
429 => 0.03943504469366
430 => 0.040299990564865
501 => 0.040758754736158
502 => 0.04118488046566
503 => 0.040138450352423
504 => 0.038777060150213
505 => 0.0383458507259
506 => 0.035072414354038
507 => 0.034902017775069
508 => 0.034806369011749
509 => 0.034203317088801
510 => 0.033729483467189
511 => 0.033352673378968
512 => 0.032363811182459
513 => 0.032697523145426
514 => 0.031121483195771
515 => 0.032129777704134
516 => 0.02961437988967
517 => 0.031709277935006
518 => 0.030569120172255
519 => 0.031334705445497
520 => 0.031332034390602
521 => 0.029922349173531
522 => 0.029109272159705
523 => 0.029627396478346
524 => 0.030182866876688
525 => 0.030272990079993
526 => 0.030993171950705
527 => 0.031194159230563
528 => 0.030585158389394
529 => 0.029562253860971
530 => 0.029799851252955
531 => 0.02910445725614
601 => 0.027885806024664
602 => 0.028761062614719
603 => 0.029059913696879
604 => 0.029191903359932
605 => 0.027993499836816
606 => 0.027616935431246
607 => 0.027416455701402
608 => 0.029407555015043
609 => 0.029516631930097
610 => 0.02895857901076
611 => 0.031481031122912
612 => 0.030910122522759
613 => 0.031547967305133
614 => 0.029778291780011
615 => 0.029845895768254
616 => 0.029008103014353
617 => 0.029477210975206
618 => 0.02914566058853
619 => 0.029439311687784
620 => 0.029615324945908
621 => 0.030452980226262
622 => 0.031718842612763
623 => 0.030327862460719
624 => 0.029721792489271
625 => 0.03009779489089
626 => 0.03109913883542
627 => 0.032616226169237
628 => 0.03171807993339
629 => 0.032116661981346
630 => 0.032203734427144
701 => 0.031541474644011
702 => 0.032640644632078
703 => 0.033229698758325
704 => 0.033833946404277
705 => 0.034358597704623
706 => 0.033592596606793
707 => 0.034412327583415
708 => 0.033751769118254
709 => 0.033159179887726
710 => 0.033160078600979
711 => 0.032788338720321
712 => 0.032068045859308
713 => 0.031935212804462
714 => 0.032626227130736
715 => 0.033180355181108
716 => 0.033225995821431
717 => 0.033532789582244
718 => 0.033714346969666
719 => 0.035493856181702
720 => 0.036209589507655
721 => 0.037084774670492
722 => 0.037425708614151
723 => 0.038451797552978
724 => 0.037623147400006
725 => 0.037443863726956
726 => 0.034954907592495
727 => 0.035362474020079
728 => 0.036015027194952
729 => 0.034965667953998
730 => 0.035631244863181
731 => 0.035762643843901
801 => 0.034930011128533
802 => 0.035374756237747
803 => 0.03419364508541
804 => 0.03174458760828
805 => 0.032643371133151
806 => 0.033305178334719
807 => 0.032360697857841
808 => 0.034053642556202
809 => 0.033064659212892
810 => 0.032751198972635
811 => 0.031528278818749
812 => 0.03210545005687
813 => 0.032886082420724
814 => 0.032403742378115
815 => 0.033404670390251
816 => 0.034822251393185
817 => 0.035832504034284
818 => 0.035910058687711
819 => 0.035260533921154
820 => 0.036301401504773
821 => 0.036308983088778
822 => 0.035134880202388
823 => 0.034415748721906
824 => 0.034252360536475
825 => 0.034660536257822
826 => 0.035156136936933
827 => 0.035937561076196
828 => 0.036409759317764
829 => 0.037641001897176
830 => 0.037974140836674
831 => 0.038340159529766
901 => 0.038829273379723
902 => 0.039416579962812
903 => 0.038131586594395
904 => 0.038182641776449
905 => 0.036986073743723
906 => 0.035707369195541
907 => 0.036677746554839
908 => 0.03794638586823
909 => 0.037655358608016
910 => 0.037622612096095
911 => 0.037677682646022
912 => 0.037458257595882
913 => 0.036465806226373
914 => 0.03596740336168
915 => 0.036610470213266
916 => 0.036952231625271
917 => 0.037482273770564
918 => 0.037416934888324
919 => 0.038782266532227
920 => 0.039312793123562
921 => 0.039177061718986
922 => 0.039202039563987
923 => 0.040162532616346
924 => 0.041230798431032
925 => 0.042231370336574
926 => 0.043249195054456
927 => 0.042022167630675
928 => 0.041399158777409
929 => 0.042041944886125
930 => 0.041700873528971
1001 => 0.043660770715514
1002 => 0.043796469744381
1003 => 0.04575622520805
1004 => 0.047616266506411
1005 => 0.046448007893011
1006 => 0.047549623145923
1007 => 0.048741109857957
1008 => 0.051039681037222
1009 => 0.050265603128755
1010 => 0.049672671582216
1011 => 0.049112354135761
1012 => 0.050278285793944
1013 => 0.051778238245982
1014 => 0.052101313637785
1015 => 0.052624819196805
1016 => 0.05207441711271
1017 => 0.052737315798202
1018 => 0.055077639450429
1019 => 0.054445263340989
1020 => 0.053547187606052
1021 => 0.055394648362412
1022 => 0.056063237228318
1023 => 0.060755744031947
1024 => 0.066680227709317
1025 => 0.064227452564629
1026 => 0.062704935881762
1027 => 0.063062763416814
1028 => 0.065226184299361
1029 => 0.065921006423288
1030 => 0.064032240370904
1031 => 0.064699384471395
1101 => 0.068375414057262
1102 => 0.070347485988931
1103 => 0.067669147421129
1104 => 0.060279717537012
1105 => 0.05346632571218
1106 => 0.055273544035158
1107 => 0.055068661561846
1108 => 0.05901809675783
1109 => 0.05443018137992
1110 => 0.054507430108519
1111 => 0.058538535441831
1112 => 0.057463105649545
1113 => 0.055721047116681
1114 => 0.053479044667347
1115 => 0.049334495779627
1116 => 0.045663553250477
1117 => 0.052863116917714
1118 => 0.052552658640826
1119 => 0.052103069048553
1120 => 0.053103582035482
1121 => 0.057961789099443
1122 => 0.057849791702137
1123 => 0.05713732140205
1124 => 0.057677723845241
1125 => 0.055626311955583
1126 => 0.056155007509328
1127 => 0.053465246436104
1128 => 0.054681130775546
1129 => 0.055717309441468
1130 => 0.055925337649539
1201 => 0.056394035824507
1202 => 0.052389061236239
1203 => 0.054187177246495
1204 => 0.055243401941835
1205 => 0.050471340342507
1206 => 0.055149073627364
1207 => 0.052319343538922
1208 => 0.051358890645785
1209 => 0.052652013936347
1210 => 0.052148082532411
1211 => 0.051714831903152
1212 => 0.051473070607835
1213 => 0.052422597635614
1214 => 0.052378301064838
1215 => 0.050824690552137
1216 => 0.048798068971584
1217 => 0.049478269695603
1218 => 0.049231146395651
1219 => 0.048335539677085
1220 => 0.048939070469431
1221 => 0.046281426299884
1222 => 0.041709087638501
1223 => 0.044729714612731
1224 => 0.044613423760033
1225 => 0.044554784638733
1226 => 0.046824702325869
1227 => 0.046606502116162
1228 => 0.046210466598921
1229 => 0.048328266174236
1230 => 0.047555240840822
1231 => 0.049937522770729
]
'min_raw' => 0.021385159489345
'max_raw' => 0.070347485988931
'avg_raw' => 0.045866322739138
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.021385'
'max' => '$0.070347'
'avg' => '$0.045866'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.011650083535159
'max_diff' => 0.046503243655576
'year' => 2029
]
4 => [
'items' => [
101 => 0.051506647726101
102 => 0.051108666881544
103 => 0.05258443648631
104 => 0.049493940146472
105 => 0.050520479061374
106 => 0.050732047309014
107 => 0.048302132856214
108 => 0.046642202368998
109 => 0.046531503930093
110 => 0.043653413217771
111 => 0.045190866045157
112 => 0.046543760909136
113 => 0.045895829258173
114 => 0.045690713453885
115 => 0.0467386056138
116 => 0.046820035809215
117 => 0.044963418724172
118 => 0.045349468207569
119 => 0.046959358728721
120 => 0.04530890309699
121 => 0.042102337404933
122 => 0.041307064779064
123 => 0.04120096075099
124 => 0.039044118315766
125 => 0.041360208698669
126 => 0.040349173179168
127 => 0.043543022271204
128 => 0.04171871279879
129 => 0.041640070463635
130 => 0.041521191039726
131 => 0.039664707657689
201 => 0.040071159532682
202 => 0.041422267469524
203 => 0.04190435800271
204 => 0.041854072010447
205 => 0.041415646303539
206 => 0.041616355347059
207 => 0.040969801586216
208 => 0.040741489996409
209 => 0.04002087581693
210 => 0.038961772047843
211 => 0.039109046922795
212 => 0.037010685226658
213 => 0.035867386406118
214 => 0.035550936361028
215 => 0.035127766135377
216 => 0.035598734564029
217 => 0.037004740831618
218 => 0.035308798972036
219 => 0.032401225610272
220 => 0.032575975723578
221 => 0.032968587344402
222 => 0.032236958186382
223 => 0.031544532589297
224 => 0.032146540467698
225 => 0.030914563304457
226 => 0.033117465898739
227 => 0.033057883557127
228 => 0.033878989417693
301 => 0.034392443763094
302 => 0.033209097729764
303 => 0.03291148940249
304 => 0.033081020631249
305 => 0.030279047055327
306 => 0.033650008398233
307 => 0.033679160611909
308 => 0.033429541659596
309 => 0.035224474507938
310 => 0.039012342671535
311 => 0.037587194301746
312 => 0.037035333777626
313 => 0.035986246517867
314 => 0.037384093002858
315 => 0.037276760202613
316 => 0.036791360575148
317 => 0.036497789365918
318 => 0.037038703320309
319 => 0.03643076414094
320 => 0.036321561559274
321 => 0.035659912727958
322 => 0.035423734198282
323 => 0.035248877017447
324 => 0.035056376442461
325 => 0.035480984742727
326 => 0.034518766472451
327 => 0.033358425565918
328 => 0.033261955774602
329 => 0.033528317350135
330 => 0.033410472181249
331 => 0.033261391577272
401 => 0.032976756104593
402 => 0.032892310840123
403 => 0.03316671698263
404 => 0.032856928446612
405 => 0.033314038306562
406 => 0.033189729717698
407 => 0.0324953520453
408 => 0.031629900373951
409 => 0.031622196038729
410 => 0.031435735895762
411 => 0.031198250869224
412 => 0.031132187967762
413 => 0.032095841043316
414 => 0.034090574070002
415 => 0.033698960246948
416 => 0.033981941368303
417 => 0.035373928408664
418 => 0.035816399230283
419 => 0.035502343921593
420 => 0.035072445644971
421 => 0.035091358987372
422 => 0.036560451537649
423 => 0.036652077037984
424 => 0.036883585117825
425 => 0.037181138424595
426 => 0.035553018536393
427 => 0.035014674687052
428 => 0.034759577505054
429 => 0.033973976919535
430 => 0.034821179798713
501 => 0.03432755096186
502 => 0.034394158356714
503 => 0.034350780203435
504 => 0.034374467608343
505 => 0.033116850142569
506 => 0.033575059848669
507 => 0.032813197341044
508 => 0.031793148966413
509 => 0.031789729406586
510 => 0.032039384801176
511 => 0.031890880003457
512 => 0.031491257411205
513 => 0.031548021914269
514 => 0.031050705137011
515 => 0.031608405175239
516 => 0.031624398016789
517 => 0.031409653123945
518 => 0.032268866980609
519 => 0.032620887598737
520 => 0.032479537909985
521 => 0.032610970127764
522 => 0.033715233569326
523 => 0.033895276692692
524 => 0.033975239955111
525 => 0.033868099776572
526 => 0.032631154036351
527 => 0.032686017839829
528 => 0.032283463652612
529 => 0.031943347784528
530 => 0.031956950635578
531 => 0.032131814403741
601 => 0.032895454734934
602 => 0.034502490792872
603 => 0.034563476636543
604 => 0.034637393258154
605 => 0.034336737210543
606 => 0.034246056469693
607 => 0.03436568777356
608 => 0.034969206022979
609 => 0.036521618814094
610 => 0.03597289245155
611 => 0.035526769377367
612 => 0.035918139587343
613 => 0.035857891211178
614 => 0.035349334284526
615 => 0.035335060785396
616 => 0.034358977447665
617 => 0.033998141662049
618 => 0.033696600271497
619 => 0.033367324944952
620 => 0.033172119493967
621 => 0.03347204378597
622 => 0.033540640020152
623 => 0.032884850313906
624 => 0.032795468600171
625 => 0.033331000630495
626 => 0.033095332950596
627 => 0.03333772300365
628 => 0.033393959575141
629 => 0.033384904191893
630 => 0.033138840067818
701 => 0.033295674002766
702 => 0.032924714992168
703 => 0.032521352784384
704 => 0.032264032826172
705 => 0.032039487034092
706 => 0.032164078090216
707 => 0.031719933724563
708 => 0.03157784300313
709 => 0.03324254219448
710 => 0.034472273385663
711 => 0.034454392607116
712 => 0.034345547966275
713 => 0.034183826908315
714 => 0.034957375120291
715 => 0.034687886390824
716 => 0.034883961958048
717 => 0.034933871419173
718 => 0.035084932326228
719 => 0.035138923616376
720 => 0.034975724438185
721 => 0.034428008063075
722 => 0.033063150931611
723 => 0.032427806252553
724 => 0.032218131925961
725 => 0.032225753189505
726 => 0.03201552471816
727 => 0.03207744642475
728 => 0.031993990875616
729 => 0.03183594625562
730 => 0.03215431928029
731 => 0.032191008805533
801 => 0.032116696737301
802 => 0.032134199919505
803 => 0.031518927733643
804 => 0.031565705541633
805 => 0.031305240762507
806 => 0.031256406756371
807 => 0.030597974476004
808 => 0.029431466250048
809 => 0.030077825042921
810 => 0.02929711451293
811 => 0.029001447605528
812 => 0.030401088759532
813 => 0.030260603607673
814 => 0.030020154095117
815 => 0.029664479151978
816 => 0.029532555855784
817 => 0.028731031669951
818 => 0.028683673345087
819 => 0.029080930374559
820 => 0.028897609924238
821 => 0.028640158583102
822 => 0.027707695922934
823 => 0.026659299165127
824 => 0.026690943673258
825 => 0.027024419175801
826 => 0.027994044174744
827 => 0.027615194912974
828 => 0.027340335426766
829 => 0.027288862507245
830 => 0.027933153860906
831 => 0.028844961109549
901 => 0.029272760670075
902 => 0.02884882429806
903 => 0.028361829020244
904 => 0.028391470166286
905 => 0.028588659431434
906 => 0.028609381235095
907 => 0.028292397373161
908 => 0.028381626473552
909 => 0.028246079310778
910 => 0.027414226623035
911 => 0.027399181045747
912 => 0.027195030980738
913 => 0.027188849397904
914 => 0.026841539209704
915 => 0.026792948113533
916 => 0.02610334265464
917 => 0.026557243056001
918 => 0.026252790497609
919 => 0.025793908679013
920 => 0.025714797280524
921 => 0.025712419096356
922 => 0.026183588119956
923 => 0.026551737171632
924 => 0.026258086580209
925 => 0.02619122803272
926 => 0.026905102403683
927 => 0.026814255382869
928 => 0.026735582448744
929 => 0.028763318771223
930 => 0.027158207245742
1001 => 0.02645828700407
1002 => 0.025592002793752
1003 => 0.025874069300815
1004 => 0.025933504858273
1005 => 0.023850247491923
1006 => 0.023005070237848
1007 => 0.022715037254082
1008 => 0.02254811917146
1009 => 0.022624185837736
1010 => 0.021863427179664
1011 => 0.022374669579676
1012 => 0.021715916887114
1013 => 0.021605474854439
1014 => 0.022783406272539
1015 => 0.022947308547992
1016 => 0.022248050520464
1017 => 0.022697087373728
1018 => 0.022534260368655
1019 => 0.021727209311293
1020 => 0.021696385897167
1021 => 0.021291436045799
1022 => 0.020657767942151
1023 => 0.020368164615199
1024 => 0.02021733668807
1025 => 0.020279571230381
1026 => 0.02024810354138
1027 => 0.020042755585085
1028 => 0.020259873845864
1029 => 0.019705226409035
1030 => 0.019484361330592
1031 => 0.01938460169869
1101 => 0.018892320174189
1102 => 0.019675758998257
1103 => 0.019830106316101
1104 => 0.019984757745841
1105 => 0.021330892856714
1106 => 0.021263643750713
1107 => 0.021871542917318
1108 => 0.021847921073558
1109 => 0.021674538383929
1110 => 0.020943065336451
1111 => 0.021234617455922
1112 => 0.020337265349449
1113 => 0.021009622561631
1114 => 0.020702786808299
1115 => 0.02090588108478
1116 => 0.020540699263395
1117 => 0.020742805961338
1118 => 0.01986670779107
1119 => 0.019048619646708
1120 => 0.019377842197481
1121 => 0.019735744761336
1122 => 0.020511768711653
1123 => 0.020049575248903
1124 => 0.020215797495578
1125 => 0.019658980794486
1126 => 0.018510108893305
1127 => 0.018516611383499
1128 => 0.018339882471037
1129 => 0.018187162887826
1130 => 0.020102663728012
1201 => 0.019864440918948
1202 => 0.019484864050534
1203 => 0.019992942772691
1204 => 0.020127286851123
1205 => 0.02013111143817
1206 => 0.020501792558446
1207 => 0.020699625138785
1208 => 0.020734493988526
1209 => 0.021317768740375
1210 => 0.021513274743615
1211 => 0.022318536301915
1212 => 0.020682840426523
1213 => 0.020649154346369
1214 => 0.020000092482251
1215 => 0.019588447186766
1216 => 0.020028278187811
1217 => 0.020417908411818
1218 => 0.020012199379401
1219 => 0.02006517641405
1220 => 0.019520545185676
1221 => 0.019715225222538
1222 => 0.019882909896517
1223 => 0.019790324275596
1224 => 0.019651719119881
1225 => 0.020385963176734
1226 => 0.020344534249521
1227 => 0.02102827919546
1228 => 0.02156130727589
1229 => 0.022516588886187
1230 => 0.021519702725885
1231 => 0.02148337223194
]
'min_raw' => 0.018187162887826
'max_raw' => 0.05258443648631
'avg_raw' => 0.035385799687068
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.018187'
'max' => '$0.052584'
'avg' => '$0.035385'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0031979966015189
'max_diff' => -0.017763049502621
'year' => 2030
]
5 => [
'items' => [
101 => 0.021838508637847
102 => 0.021513220374081
103 => 0.021718791328212
104 => 0.022483468227361
105 => 0.022499624645278
106 => 0.022228983828801
107 => 0.022212515310522
108 => 0.022264494839813
109 => 0.022568940566419
110 => 0.022462557874871
111 => 0.022585666618811
112 => 0.022739615988216
113 => 0.023376415853256
114 => 0.023529946144841
115 => 0.023156947132618
116 => 0.023190624767129
117 => 0.023051112897506
118 => 0.022916346179529
119 => 0.023219282080443
120 => 0.023772903393585
121 => 0.023769459344128
122 => 0.023897888727917
123 => 0.02397789917005
124 => 0.02363443578119
125 => 0.02341085374454
126 => 0.023496589324286
127 => 0.023633682383378
128 => 0.023452131892917
129 => 0.022331518163421
130 => 0.022671440783868
131 => 0.022614861038458
201 => 0.022534284600664
202 => 0.022876079424067
203 => 0.022843112479535
204 => 0.021855624500043
205 => 0.021918840276593
206 => 0.021859468860792
207 => 0.022051310051494
208 => 0.021502860320214
209 => 0.021671559763691
210 => 0.02177736647318
211 => 0.021839687437915
212 => 0.022064833496422
213 => 0.022038415205082
214 => 0.022063191298339
215 => 0.02239702346675
216 => 0.024085432017203
217 => 0.024177328369341
218 => 0.023724797121903
219 => 0.02390557442947
220 => 0.023558521530592
221 => 0.023791500466661
222 => 0.023950898737696
223 => 0.023230608601414
224 => 0.023187957694187
225 => 0.022839472384542
226 => 0.023026728650729
227 => 0.022728790467024
228 => 0.02280189407587
301 => 0.022597490012479
302 => 0.02296537663014
303 => 0.023376731032486
304 => 0.023480655399396
305 => 0.023207275132308
306 => 0.023009329802299
307 => 0.022661803010049
308 => 0.023239747810701
309 => 0.02340875648296
310 => 0.023238860080095
311 => 0.023199491371241
312 => 0.023124887739101
313 => 0.023215318884474
314 => 0.023407836025435
315 => 0.023317048496991
316 => 0.023377015258998
317 => 0.023148483799682
318 => 0.023634549481863
319 => 0.024406538763242
320 => 0.024409020835015
321 => 0.024318232817192
322 => 0.024281084316355
323 => 0.024374238332118
324 => 0.024424770564292
325 => 0.024726013569746
326 => 0.025049259316648
327 => 0.026557706174275
328 => 0.026134140332801
329 => 0.027472524122792
330 => 0.028531011933291
331 => 0.028848406145597
401 => 0.028556418404827
402 => 0.02755754411652
403 => 0.027508534578554
404 => 0.029001274479131
405 => 0.028579507085399
406 => 0.028529339195968
407 => 0.027995637612402
408 => 0.028311121348516
409 => 0.028242120427561
410 => 0.028133199098192
411 => 0.028735120089911
412 => 0.029861862452552
413 => 0.029686249088811
414 => 0.029555161859248
415 => 0.028980775778223
416 => 0.029326684492776
417 => 0.029203513024969
418 => 0.029732735817214
419 => 0.029419235958808
420 => 0.028576311782572
421 => 0.028710550235952
422 => 0.028690260363774
423 => 0.029107824495444
424 => 0.028982482107695
425 => 0.028665785250893
426 => 0.029858011369649
427 => 0.029780594837007
428 => 0.02989035378041
429 => 0.029938673061704
430 => 0.03066436009081
501 => 0.03096165084724
502 => 0.031029141053757
503 => 0.031311544279073
504 => 0.031022114604247
505 => 0.03218003966341
506 => 0.032949992260953
507 => 0.033844331824397
508 => 0.035151202302401
509 => 0.035642597691359
510 => 0.035553831512653
511 => 0.03654468579397
512 => 0.038325228912043
513 => 0.035913730184492
514 => 0.038453044200179
515 => 0.037649126700603
516 => 0.035743052770965
517 => 0.035620324081032
518 => 0.036911139476156
519 => 0.039774043786163
520 => 0.039056918727298
521 => 0.039775216745856
522 => 0.038937283952562
523 => 0.038895673526723
524 => 0.039734520220387
525 => 0.041694531243285
526 => 0.040763403476221
527 => 0.039428403500239
528 => 0.040414146707604
529 => 0.039560204715157
530 => 0.037636034402861
531 => 0.039056370355281
601 => 0.038106632152736
602 => 0.038383816251099
603 => 0.040380024689951
604 => 0.040139835609276
605 => 0.040450662520579
606 => 0.039902061157885
607 => 0.039389580978634
608 => 0.038432998666784
609 => 0.038149801803184
610 => 0.038228067227927
611 => 0.038149763018726
612 => 0.037614564006692
613 => 0.037498987830999
614 => 0.037306355808004
615 => 0.037366060526776
616 => 0.037003855967058
617 => 0.037687410806525
618 => 0.037814284608195
619 => 0.038311718816616
620 => 0.038363364086309
621 => 0.03974871127623
622 => 0.038985685323835
623 => 0.039497589009193
624 => 0.03945179952535
625 => 0.035784363172742
626 => 0.036289703544067
627 => 0.037075854577303
628 => 0.036721694602432
629 => 0.036220995258637
630 => 0.035816653692721
701 => 0.035204034874312
702 => 0.036066284096921
703 => 0.03720005013467
704 => 0.038392118264025
705 => 0.039824310014048
706 => 0.039504661487993
707 => 0.038365344435471
708 => 0.038416453366175
709 => 0.038732388665168
710 => 0.038323223747224
711 => 0.038202553025074
712 => 0.038715810360969
713 => 0.03871934488216
714 => 0.038248551194834
715 => 0.037725350165705
716 => 0.037723157934289
717 => 0.037630059364679
718 => 0.038953845981277
719 => 0.039681794770482
720 => 0.039765252926017
721 => 0.039676177371655
722 => 0.039710459017247
723 => 0.039286881656065
724 => 0.040255053895762
725 => 0.041143544485219
726 => 0.040905410027412
727 => 0.040548412622351
728 => 0.040264046993895
729 => 0.040838422522617
730 => 0.040812846484474
731 => 0.041135784295022
801 => 0.041121133970557
802 => 0.041012542131175
803 => 0.040905413905568
804 => 0.041330165210872
805 => 0.041207843656242
806 => 0.041085332102451
807 => 0.040839616425743
808 => 0.040873013267113
809 => 0.040516077502687
810 => 0.040350942685795
811 => 0.037867711253557
812 => 0.037204110672935
813 => 0.037412892924434
814 => 0.037481629462656
815 => 0.037192829639542
816 => 0.0376068943993
817 => 0.037542362845095
818 => 0.037793417372811
819 => 0.037636569403414
820 => 0.037643006498789
821 => 0.038104262933271
822 => 0.038238167638526
823 => 0.03817006262469
824 => 0.038217761041877
825 => 0.039316950933723
826 => 0.039160681281217
827 => 0.039077666142892
828 => 0.039100661903544
829 => 0.039381528487808
830 => 0.039460155796654
831 => 0.039127006364027
901 => 0.039284121562368
902 => 0.039953098136016
903 => 0.040187202075998
904 => 0.040934349476154
905 => 0.040616947981082
906 => 0.041199552162103
907 => 0.042990278790158
908 => 0.044420835129506
909 => 0.0431052363996
910 => 0.045732270936562
911 => 0.047777794149308
912 => 0.047699283561406
913 => 0.047342599275459
914 => 0.045013825480795
915 => 0.042870853114884
916 => 0.044663540494382
917 => 0.044668110423182
918 => 0.044514116987427
919 => 0.043557676983563
920 => 0.044480834948496
921 => 0.044554111875335
922 => 0.044513096282213
923 => 0.043779795973743
924 => 0.04266018193926
925 => 0.04287895184162
926 => 0.043237301404472
927 => 0.042558870922444
928 => 0.042342071275883
929 => 0.04274514306666
930 => 0.044043924359885
1001 => 0.043798397279729
1002 => 0.043791985575413
1003 => 0.044842454544008
1004 => 0.044090545467886
1005 => 0.042881711230687
1006 => 0.04257646464323
1007 => 0.041493044896496
1008 => 0.042241366774574
1009 => 0.042268297546754
1010 => 0.041858449301796
1011 => 0.042914968156963
1012 => 0.042905232149716
1013 => 0.043908239560619
1014 => 0.045825613017885
1015 => 0.045258551338354
1016 => 0.044599120301195
1017 => 0.044670818738973
1018 => 0.045457173634581
1019 => 0.04498172551396
1020 => 0.045152699973077
1021 => 0.045456914844259
1022 => 0.045640455229274
1023 => 0.044644410102096
1024 => 0.044412184336605
1025 => 0.043937131920578
1026 => 0.04381319961251
1027 => 0.04420011989307
1028 => 0.044098180069237
1029 => 0.042266034119634
1030 => 0.042074564673936
1031 => 0.042080436768481
1101 => 0.041598977743398
1102 => 0.040864637166742
1103 => 0.042794440356997
1104 => 0.042639450153241
1105 => 0.042468352963584
1106 => 0.04248931139305
1107 => 0.043326973550841
1108 => 0.042841087196369
1109 => 0.044132895704939
1110 => 0.043867338710896
1111 => 0.043594971181993
1112 => 0.043557321692981
1113 => 0.043452483431659
1114 => 0.043092954024987
1115 => 0.042658800662063
1116 => 0.04237213500614
1117 => 0.039086054760582
1118 => 0.039695932139908
1119 => 0.04039754047275
1120 => 0.040639732857729
1121 => 0.040225446024021
1122 => 0.04310931259429
1123 => 0.043636222806307
1124 => 0.042040177404603
1125 => 0.041741622476048
1126 => 0.043128885805702
1127 => 0.042292196431876
1128 => 0.042668957605678
1129 => 0.041854606025261
1130 => 0.043509305565964
1201 => 0.043496699527844
1202 => 0.042852984033426
1203 => 0.043397047961335
1204 => 0.043302503465105
1205 => 0.042575750257309
1206 => 0.043532344938938
1207 => 0.043532819397965
1208 => 0.04291325723017
1209 => 0.042189744257783
1210 => 0.042060397226934
1211 => 0.041962951614518
1212 => 0.042644991958548
1213 => 0.043256507198322
1214 => 0.044394385452055
1215 => 0.044680475080364
1216 => 0.04579710194572
1217 => 0.045132205014976
1218 => 0.045426945212518
1219 => 0.045746927390496
1220 => 0.045900338613574
1221 => 0.045650363258069
1222 => 0.04738494440192
1223 => 0.047531396196654
1224 => 0.047580500216625
1225 => 0.046995609214429
1226 => 0.047515129319823
1227 => 0.047272063067206
1228 => 0.047904453930764
1229 => 0.048003620892941
1230 => 0.047919630003944
1231 => 0.047951107162983
]
'min_raw' => 0.021502860320214
'max_raw' => 0.048003620892941
'avg_raw' => 0.034753240606578
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.0215028'
'max' => '$0.0480036'
'avg' => '$0.034753'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0033156974323883
'max_diff' => -0.0045808155933681
'year' => 2031
]
6 => [
'items' => [
101 => 0.046470948157789
102 => 0.046394194104908
103 => 0.045347647147669
104 => 0.045774122768429
105 => 0.044976847036927
106 => 0.045229671384236
107 => 0.045341113947531
108 => 0.045282902676776
109 => 0.045798235060147
110 => 0.045360097258831
111 => 0.044203779564633
112 => 0.043047146832452
113 => 0.043032626250672
114 => 0.042728105268553
115 => 0.04250799237428
116 => 0.042550393926641
117 => 0.042699822527684
118 => 0.042499307312341
119 => 0.042542097399914
120 => 0.043252697962486
121 => 0.043395203837539
122 => 0.042910913193471
123 => 0.04096641637473
124 => 0.04048923197801
125 => 0.040832222659395
126 => 0.040668295205122
127 => 0.032822488260836
128 => 0.034665744223896
129 => 0.033570544121704
130 => 0.034075262716528
131 => 0.032957347012881
201 => 0.033490874981643
202 => 0.033392351847135
203 => 0.036356252889827
204 => 0.036309975651758
205 => 0.036332126116685
206 => 0.035274826713003
207 => 0.036959133371875
208 => 0.037788883397744
209 => 0.037635318751037
210 => 0.037673967664193
211 => 0.037009851286204
212 => 0.03633855621491
213 => 0.035593986669274
214 => 0.036977304853489
215 => 0.036823503485433
216 => 0.037176268487768
217 => 0.038073449211857
218 => 0.038205562481537
219 => 0.038383124055748
220 => 0.038319480871087
221 => 0.039835719731929
222 => 0.039652093201415
223 => 0.040094580306996
224 => 0.039184350759239
225 => 0.03815433962617
226 => 0.038350111068966
227 => 0.03833125670473
228 => 0.038091219007977
229 => 0.03787452370816
301 => 0.037513787087485
302 => 0.038655211134273
303 => 0.038608871402459
304 => 0.03935905779649
305 => 0.039226455064423
306 => 0.038340901566288
307 => 0.038372529282717
308 => 0.038585240875466
309 => 0.039321438126668
310 => 0.039539991594955
311 => 0.039438748920595
312 => 0.039678382821227
313 => 0.039867779685626
314 => 0.03970216815139
315 => 0.042046878232352
316 => 0.04107319113412
317 => 0.041547759450927
318 => 0.041660941198167
319 => 0.041371028532568
320 => 0.041433900208742
321 => 0.04152913366664
322 => 0.04210737257437
323 => 0.043624838783031
324 => 0.044296914237105
325 => 0.046318886400305
326 => 0.044241107726386
327 => 0.044117820938578
328 => 0.04448203918288
329 => 0.045669150890169
330 => 0.046631193429194
331 => 0.046950358440954
401 => 0.046992541366098
402 => 0.047591316145848
403 => 0.047934522683113
404 => 0.047518609138247
405 => 0.047166165956936
406 => 0.045903758228338
407 => 0.046049885360345
408 => 0.047056556392571
409 => 0.048478538518218
410 => 0.049698747114048
411 => 0.049271472592351
412 => 0.052531275584092
413 => 0.052854471735622
414 => 0.052809816477663
415 => 0.053546105408884
416 => 0.052084721823043
417 => 0.051459952027123
418 => 0.047242368173135
419 => 0.048427337203096
420 => 0.050149759278935
421 => 0.049921790258446
422 => 0.048670921306498
423 => 0.04969779821778
424 => 0.0493582805975
425 => 0.049090488963786
426 => 0.050317294351791
427 => 0.048968371433292
428 => 0.050136302740951
429 => 0.048638418758176
430 => 0.049273424346375
501 => 0.048912964462749
502 => 0.049146226183757
503 => 0.047782582929065
504 => 0.048518371728728
505 => 0.04775197169595
506 => 0.047751608322546
507 => 0.047734689999345
508 => 0.04863635623917
509 => 0.04866575954288
510 => 0.047999426829307
511 => 0.047903397875208
512 => 0.048258467249325
513 => 0.04784277400505
514 => 0.048037274257704
515 => 0.047848665219562
516 => 0.047806205352363
517 => 0.047467877906564
518 => 0.047322117140406
519 => 0.047379273692609
520 => 0.04718416891372
521 => 0.047066611227191
522 => 0.04771130481661
523 => 0.047366871038648
524 => 0.047658515400262
525 => 0.047326149841751
526 => 0.046174026011171
527 => 0.045511427412716
528 => 0.043335172298686
529 => 0.043952355549389
530 => 0.044361548683127
531 => 0.044226310354868
601 => 0.044516854614255
602 => 0.044534691672078
603 => 0.044440232771604
604 => 0.044330861465788
605 => 0.04427762556273
606 => 0.044674402368769
607 => 0.044904744659568
608 => 0.044402616688396
609 => 0.044284975130267
610 => 0.044792654232368
611 => 0.045102338191372
612 => 0.047388870548278
613 => 0.047219476845876
614 => 0.047644621797069
615 => 0.047596756999946
616 => 0.048042376639698
617 => 0.048770776417783
618 => 0.047289736005156
619 => 0.047546793410264
620 => 0.047483768870854
621 => 0.048171854266211
622 => 0.048174002393708
623 => 0.047761460826777
624 => 0.047985106302933
625 => 0.047860273533535
626 => 0.048085863219997
627 => 0.047217214489706
628 => 0.048275134878365
629 => 0.04887490756785
630 => 0.048883235412226
701 => 0.049167522906951
702 => 0.049456375466414
703 => 0.050010802800547
704 => 0.049440912788981
705 => 0.048415736135849
706 => 0.048489750578904
707 => 0.04788868988227
708 => 0.047898793821171
709 => 0.047844858203458
710 => 0.048006723052299
711 => 0.047252734721576
712 => 0.047429694275746
713 => 0.047181949863634
714 => 0.047546254862296
715 => 0.04715432290551
716 => 0.047483738478513
717 => 0.047625903319522
718 => 0.048150494643434
719 => 0.047076840340436
720 => 0.044887586536615
721 => 0.045347794228315
722 => 0.044667110903757
723 => 0.044730110736989
724 => 0.044857380426467
725 => 0.044444857722818
726 => 0.04452355405459
727 => 0.044520742467842
728 => 0.044496513732185
729 => 0.044389200644584
730 => 0.044233575436314
731 => 0.044853538367148
801 => 0.044958882149867
802 => 0.045193048329518
803 => 0.045889768043724
804 => 0.045820149314492
805 => 0.045933700350322
806 => 0.045685819076668
807 => 0.044741609238333
808 => 0.044792884375286
809 => 0.044153482595864
810 => 0.045176697388447
811 => 0.044934386619788
812 => 0.044778167290909
813 => 0.044735541399662
814 => 0.045433988147278
815 => 0.045642974360976
816 => 0.045512748177143
817 => 0.045245650474796
818 => 0.04575855702365
819 => 0.045895789178333
820 => 0.045926510396839
821 => 0.046835282461332
822 => 0.045977300660046
823 => 0.046183825407221
824 => 0.047795072529594
825 => 0.046333893726506
826 => 0.047107912726678
827 => 0.04707002852442
828 => 0.047465990453533
829 => 0.04703754808897
830 => 0.047042859145562
831 => 0.04739444651383
901 => 0.046900705464214
902 => 0.046778448236833
903 => 0.046609550752829
904 => 0.046978332230161
905 => 0.047199400047269
906 => 0.048981044296746
907 => 0.050132067734756
908 => 0.050082098771704
909 => 0.050538721556023
910 => 0.050333008809502
911 => 0.049668708086704
912 => 0.050802588417677
913 => 0.050443781237389
914 => 0.050473360865382
915 => 0.05047225991015
916 => 0.050710835317574
917 => 0.050541782776299
918 => 0.05020856286456
919 => 0.050429769792695
920 => 0.051086675286331
921 => 0.0531257300949
922 => 0.054266812179658
923 => 0.053057035520612
924 => 0.053891523260467
925 => 0.053391127974938
926 => 0.053300191266088
927 => 0.053824311234876
928 => 0.054349348606288
929 => 0.054315905995528
930 => 0.05393475582485
1001 => 0.053719453764762
1002 => 0.055349793095231
1003 => 0.056550999341815
1004 => 0.056469085128787
1005 => 0.056830627825164
1006 => 0.057892128363822
1007 => 0.057989178669919
1008 => 0.057976952562026
1009 => 0.057736403252213
1010 => 0.058781588385785
1011 => 0.059653500212494
1012 => 0.057680723037129
1013 => 0.058431930759958
1014 => 0.058769172109138
1015 => 0.059264342464732
1016 => 0.060099777854809
1017 => 0.061007282276724
1018 => 0.061135613352263
1019 => 0.061044556312961
1020 => 0.060446032751679
1021 => 0.061439034918919
1022 => 0.062020712299722
1023 => 0.06236708786854
1024 => 0.063245438679663
1025 => 0.058771254796899
1026 => 0.055604205063312
1027 => 0.05510962451466
1028 => 0.056115373508764
1029 => 0.056380581497811
1030 => 0.056273676489969
1031 => 0.052708874079252
1101 => 0.05509085656772
1102 => 0.057653669442537
1103 => 0.057752117522442
1104 => 0.059035115233465
1105 => 0.059452911880028
1106 => 0.060485893203755
1107 => 0.060421279940706
1108 => 0.060672794454711
1109 => 0.060614975623565
1110 => 0.06252835600589
1111 => 0.064639098707331
1112 => 0.064566010399331
1113 => 0.064262566162825
1114 => 0.064713232598968
1115 => 0.066891745267789
1116 => 0.066691182731198
1117 => 0.06688601215162
1118 => 0.069454601363755
1119 => 0.072794132717085
1120 => 0.071242585119997
1121 => 0.074608996959883
1122 => 0.076727974767267
1123 => 0.080392527778744
1124 => 0.079933707693403
1125 => 0.081360291289038
1126 => 0.079112323982001
1127 => 0.073950536655894
1128 => 0.073133664053009
1129 => 0.074769063690493
1130 => 0.078789534119284
1201 => 0.074642444769051
1202 => 0.075481395543422
1203 => 0.075239777663964
1204 => 0.075226902873977
1205 => 0.075718281242205
1206 => 0.075005511290519
1207 => 0.072101558282483
1208 => 0.073432422832963
1209 => 0.072918512116658
1210 => 0.073488734370981
1211 => 0.076565988700014
1212 => 0.075205461208567
1213 => 0.073772256016607
1214 => 0.075569813381018
1215 => 0.077858721613639
1216 => 0.077715485850006
1217 => 0.077437548600651
1218 => 0.07900426632294
1219 => 0.08159202499494
1220 => 0.082291485765526
1221 => 0.082807813406526
1222 => 0.082879006264792
1223 => 0.083612336951057
1224 => 0.079669033027886
1225 => 0.085927157625185
1226 => 0.087007762865935
1227 => 0.086804653867173
1228 => 0.088005701113447
1229 => 0.087652322545965
1230 => 0.087140332445083
1231 => 0.089044247800503
]
'min_raw' => 0.032822488260836
'max_raw' => 0.089044247800503
'avg_raw' => 0.060933368030669
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.032822'
'max' => '$0.089044'
'avg' => '$0.060933'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.011319627940621
'max_diff' => 0.041040626907562
'year' => 2032
]
7 => [
'items' => [
101 => 0.08686156248356
102 => 0.083763515468601
103 => 0.082063865603772
104 => 0.084302101652622
105 => 0.085668914303982
106 => 0.086572290520919
107 => 0.086845651618329
108 => 0.079975140486295
109 => 0.076272316042145
110 => 0.078645784057877
111 => 0.081541578845081
112 => 0.079652946741631
113 => 0.079726977544433
114 => 0.077034284488698
115 => 0.081779822431792
116 => 0.08108843746974
117 => 0.084675343875907
118 => 0.083819299875353
119 => 0.086744282806677
120 => 0.085974036774007
121 => 0.089171284991746
122 => 0.090446753867842
123 => 0.092588464621687
124 => 0.094163915770546
125 => 0.095089050818734
126 => 0.095033509180535
127 => 0.098699355141908
128 => 0.096537733853389
129 => 0.093822228059988
130 => 0.093773113127497
131 => 0.095179512056914
201 => 0.098126938386268
202 => 0.098891163150161
203 => 0.099318260535717
204 => 0.098664146022371
205 => 0.096317861038477
206 => 0.095304747078366
207 => 0.096167949525117
208 => 0.095112327108572
209 => 0.096934627554867
210 => 0.099437035290001
211 => 0.098920297988288
212 => 0.10064767331433
213 => 0.10243532505159
214 => 0.10499174732435
215 => 0.10566009077049
216 => 0.10676483707213
217 => 0.10790198390678
218 => 0.10826720482311
219 => 0.10896452487376
220 => 0.10896084965289
221 => 0.11106227056059
222 => 0.11338020289737
223 => 0.11425516869425
224 => 0.11626710429827
225 => 0.11282173508301
226 => 0.11543508721034
227 => 0.11779239624563
228 => 0.11498191523331
301 => 0.1188555085507
302 => 0.11900591140147
303 => 0.1212768158815
304 => 0.11897481913833
305 => 0.11760790082047
306 => 0.12155414278638
307 => 0.12346360496822
308 => 0.12288845941933
309 => 0.11851157339384
310 => 0.11596403799352
311 => 0.10929664646803
312 => 0.11719445973986
313 => 0.12104125420219
314 => 0.1185016111255
315 => 0.11978245937117
316 => 0.12677035208311
317 => 0.12943088919527
318 => 0.12887751607449
319 => 0.12897102702261
320 => 0.13040660455616
321 => 0.13677274592694
322 => 0.13295800645157
323 => 0.13587423184493
324 => 0.13742098727834
325 => 0.1388576999265
326 => 0.13532958774031
327 => 0.13073956562433
328 => 0.12928571294418
329 => 0.11824909367241
330 => 0.11767458970971
331 => 0.11735210322619
401 => 0.11531887156424
402 => 0.11372130842696
403 => 0.11245086690648
404 => 0.1091168489708
405 => 0.11024198215297
406 => 0.10492825342711
407 => 0.10832778875893
408 => 0.099846949407999
409 => 0.10691004442896
410 => 0.10306592292857
411 => 0.10564714712877
412 => 0.1056381414807
413 => 0.10088528935027
414 => 0.098143943430926
415 => 0.099890835745508
416 => 0.10176364297523
417 => 0.10206749964737
418 => 0.10449564310597
419 => 0.10517328575249
420 => 0.10311999689741
421 => 0.099671202862917
422 => 0.10047227905851
423 => 0.09812770964739
424 => 0.094018941936959
425 => 0.096969930638793
426 => 0.097977527927413
427 => 0.098422540291619
428 => 0.09438203914357
429 => 0.093112425959305
430 => 0.092436494553089
501 => 0.099149624903144
502 => 0.099517385337755
503 => 0.0976358709582
504 => 0.1061404943663
505 => 0.10421563616132
506 => 0.106366174378
507 => 0.10039958979025
508 => 0.10062752135657
509 => 0.097802844593968
510 => 0.099384474836055
511 => 0.09826662955927
512 => 0.099256694742469
513 => 0.099850135731087
514 => 0.10267434899203
515 => 0.1069422924078
516 => 0.10225250571005
517 => 0.10020909848686
518 => 0.10147681683557
519 => 0.10485291785616
520 => 0.10996788372177
521 => 0.10693972098105
522 => 0.10828356818384
523 => 0.10857713901405
524 => 0.10634428391772
525 => 0.11005021227409
526 => 0.11203624938717
527 => 0.11407351251272
528 => 0.11584241100182
529 => 0.11325978482
530 => 0.11602356503947
531 => 0.11379644605546
601 => 0.11179849009148
602 => 0.11180152016596
603 => 0.11054817320427
604 => 0.10811965553412
605 => 0.1076717996156
606 => 0.11000160266171
607 => 0.11186988407153
608 => 0.1120237646769
609 => 0.11305814126114
610 => 0.11367027466877
611 => 0.11967001421851
612 => 0.12208315909787
613 => 0.12503390697785
614 => 0.12618338957214
615 => 0.12964292006864
616 => 0.12684906822339
617 => 0.12624460080252
618 => 0.11785291142181
619 => 0.11922705008779
620 => 0.12142717867668
621 => 0.11788919073188
622 => 0.12013322975029
623 => 0.12057625058777
624 => 0.11776897125535
625 => 0.11926846044217
626 => 0.11528626172952
627 => 0.10702909345765
628 => 0.11005940486281
629 => 0.1122907340488
630 => 0.10910635217949
701 => 0.11481423342763
702 => 0.11147980703705
703 => 0.11042295395193
704 => 0.10629979327155
705 => 0.10824576639768
706 => 0.11087772291443
707 => 0.10925147978486
708 => 0.11262617846034
709 => 0.11740565178408
710 => 0.12081178909713
711 => 0.12107327002585
712 => 0.11888335192703
713 => 0.12239270965626
714 => 0.12241827149606
715 => 0.11845970164135
716 => 0.11603509964675
717 => 0.11548422497217
718 => 0.11686041791461
719 => 0.11853137020597
720 => 0.12116599624878
721 => 0.12275804558806
722 => 0.12690926590716
723 => 0.12803246710069
724 => 0.12926652467906
725 => 0.13091560617303
726 => 0.13289575132235
727 => 0.12856330646536
728 => 0.12873544257622
729 => 0.12470112991217
730 => 0.12038988825167
731 => 0.12366158326813
801 => 0.1279388892868
802 => 0.12695767056011
803 => 0.12684726340888
804 => 0.12703293761286
805 => 0.12629313073655
806 => 0.12294701165351
807 => 0.12126661159782
808 => 0.12343475638543
809 => 0.12458702884703
810 => 0.12637410294624
811 => 0.12615380834296
812 => 0.13075711930479
813 => 0.13254582674766
814 => 0.13208819884066
815 => 0.13217241338898
816 => 0.13541078277449
817 => 0.13901251555264
818 => 0.14238601358988
819 => 0.14581768068847
820 => 0.14168067206087
821 => 0.139580154215
822 => 0.14174735245843
823 => 0.14059740656494
824 => 0.14720533676502
825 => 0.14766285551505
826 => 0.15427030788657
827 => 0.16054156698793
828 => 0.15660270150764
829 => 0.16031687424515
830 => 0.16433405488172
831 => 0.17208384809373
901 => 0.16947399038094
902 => 0.16747488027462
903 => 0.16558573088379
904 => 0.1695167508721
905 => 0.17457394528748
906 => 0.17566321652735
907 => 0.17742825206958
908 => 0.1755725330152
909 => 0.17780754221545
910 => 0.18569810680511
911 => 0.18356600660104
912 => 0.18053808155906
913 => 0.18676692448472
914 => 0.1890211185255
915 => 0.2048422328343
916 => 0.2248170431868
917 => 0.21654734053919
918 => 0.21141406924418
919 => 0.21262050976133
920 => 0.21991463431206
921 => 0.22225727561381
922 => 0.21588916899876
923 => 0.21813849191208
924 => 0.23053248231302
925 => 0.23718146051631
926 => 0.22815125503934
927 => 0.20323727627152
928 => 0.18026545003827
929 => 0.18635861279014
930 => 0.18566783722694
1001 => 0.19898363373095
1002 => 0.18351515671631
1003 => 0.18377560619811
1004 => 0.19736675927216
1005 => 0.19374087264336
1006 => 0.18786740067317
1007 => 0.18030833288363
1008 => 0.16633469694551
1009 => 0.15395785791146
1010 => 0.17823168947304
1011 => 0.177184957717
1012 => 0.17566913501731
1013 => 0.17904243440633
1014 => 0.19542221871166
1015 => 0.19504461166723
1016 => 0.1926424683074
1017 => 0.19446447287431
1018 => 0.18754799446333
1019 => 0.18933052843512
1020 => 0.18026181118363
1021 => 0.18436125012439
1022 => 0.18785479884023
1023 => 0.18855618046781
1024 => 0.19013642908817
1025 => 0.17663337764543
1026 => 0.18269585131446
1027 => 0.18625698661805
1028 => 0.17016764776122
1029 => 0.18593895212002
1030 => 0.17639831956139
1031 => 0.1731600855755
1101 => 0.17751994103262
1102 => 0.17582090112088
1103 => 0.17436016637574
1104 => 0.17354505128934
1105 => 0.17674644795736
1106 => 0.1765970989763
1107 => 0.17135899266311
1108 => 0.16452609651007
1109 => 0.1668194407412
1110 => 0.16598624728182
1111 => 0.16296664670091
1112 => 0.16500149290448
1113 => 0.15604106003606
1114 => 0.14062510100871
1115 => 0.15080935574577
1116 => 0.15041727301673
1117 => 0.15021956712521
1118 => 0.15787275308799
1119 => 0.15713707584671
1120 => 0.15580181445001
1121 => 0.16294212357823
1122 => 0.16033581469572
1123 => 0.16836784454801
1124 => 0.17365825888786
1125 => 0.1723164386843
1126 => 0.17729209894171
1127 => 0.16687227476038
1128 => 0.17033332238263
1129 => 0.17104663950077
1130 => 0.16285401327195
1201 => 0.15725744174165
1202 => 0.15688421422617
1203 => 0.1471805304477
1204 => 0.15236415999676
1205 => 0.15692553948677
1206 => 0.1547409926884
1207 => 0.15404943043352
1208 => 0.15758247201216
1209 => 0.15785701960128
1210 => 0.15159730547419
1211 => 0.15289889826058
1212 => 0.15832675655161
1213 => 0.1527621301581
1214 => 0.14195097005206
1215 => 0.13926965286978
1216 => 0.13891191573118
1217 => 0.13163997087489
1218 => 0.13944883130512
1219 => 0.13604005446288
1220 => 0.1468083396641
1221 => 0.14065755290863
1222 => 0.14039240478503
1223 => 0.13999159450742
1224 => 0.13373233116935
1225 => 0.13510271204345
1226 => 0.13965806678386
1227 => 0.14128346867498
1228 => 0.14111392594121
1229 => 0.13963574306047
1230 => 0.14031244761375
1231 => 0.13813254646813
]
'min_raw' => 0.076272316042145
'max_raw' => 0.23718146051631
'avg_raw' => 0.15672688827923
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.076272'
'max' => '$0.237181'
'avg' => '$0.156726'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.04344982778131
'max_diff' => 0.14813721271581
'year' => 2033
]
8 => [
'items' => [
101 => 0.13736277800289
102 => 0.1349331769851
103 => 0.13136233468336
104 => 0.13185888220666
105 => 0.1247841092452
106 => 0.12092939744918
107 => 0.11986246402832
108 => 0.11843571606774
109 => 0.1200236190069
110 => 0.1247640673023
111 => 0.11904608091584
112 => 0.10924299432636
113 => 0.10983217653404
114 => 0.11115589402492
115 => 0.10868915523793
116 => 0.10635459399375
117 => 0.10838430558663
118 => 0.10423060856686
119 => 0.11165784846523
120 => 0.11145696244058
121 => 0.11422537817726
122 => 0.11595652535101
123 => 0.11196679158106
124 => 0.11096338432731
125 => 0.11153497070136
126 => 0.10208792116259
127 => 0.1134533526832
128 => 0.11355164140696
129 => 0.11271003368139
130 => 0.11876177509779
131 => 0.13153283707186
201 => 0.12672784984244
202 => 0.1248672135557
203 => 0.12133014261449
204 => 0.12604307963316
205 => 0.1256811996034
206 => 0.12404464086988
207 => 0.12305484504147
208 => 0.12487857420411
209 => 0.12282886481591
210 => 0.12246068068754
211 => 0.12022988545791
212 => 0.11943359305565
213 => 0.11884404986233
214 => 0.1181950207338
215 => 0.11962661726335
216 => 0.11638243118518
217 => 0.11247026080639
218 => 0.11214500616966
219 => 0.11304306281835
220 => 0.11264573960376
221 => 0.11214310393897
222 => 0.11118343557022
223 => 0.11089872246528
224 => 0.11182390193317
225 => 0.11077942825524
226 => 0.11232060606245
227 => 0.11190149097615
228 => 0.10956034817376
301 => 0.1066424174399
302 => 0.1066164417358
303 => 0.10598777834556
304 => 0.10518708099791
305 => 0.10496434531326
306 => 0.1082133689376
307 => 0.11493875060489
308 => 0.11361839725886
309 => 0.11457248786662
310 => 0.11926566935862
311 => 0.12075749062604
312 => 0.11969863122615
313 => 0.11824919917198
314 => 0.11831296682637
315 => 0.1232661149284
316 => 0.12357503669987
317 => 0.12435558235443
318 => 0.12535880410271
319 => 0.11986948422794
320 => 0.11805442035391
321 => 0.11719434239449
322 => 0.11454563517153
323 => 0.1174020388285
324 => 0.11573773474098
325 => 0.11596230622311
326 => 0.11581605375077
327 => 0.11589591749022
328 => 0.11165577240031
329 => 0.11320065841561
330 => 0.11063198577961
331 => 0.10719282146704
401 => 0.10718129218234
402 => 0.10802302277558
403 => 0.1075223284818
404 => 0.10617497301126
405 => 0.10636635849651
406 => 0.10468962026044
407 => 0.10656994487669
408 => 0.10662386585856
409 => 0.10589983845933
410 => 0.10879673796547
411 => 0.10998360005678
412 => 0.10950702971244
413 => 0.10995016261098
414 => 0.11367326390142
415 => 0.11428029186206
416 => 0.11454989358416
417 => 0.11418866299193
418 => 0.11001821406798
419 => 0.11020319121187
420 => 0.10884595166423
421 => 0.10769922726886
422 => 0.1077450902309
423 => 0.10833465563386
424 => 0.11090932232614
425 => 0.11632755659515
426 => 0.11653317462498
427 => 0.11678238967544
428 => 0.11576870681978
429 => 0.11546297037088
430 => 0.11586631566426
501 => 0.11790111957847
502 => 0.12313518768972
503 => 0.12128511844755
504 => 0.11978098335562
505 => 0.12110051534315
506 => 0.1208973837365
507 => 0.11918274855198
508 => 0.11913462445313
509 => 0.115843691332
510 => 0.11462710828805
511 => 0.11361044043685
512 => 0.11250026568414
513 => 0.11184211687733
514 => 0.11285333256787
515 => 0.11308460956065
516 => 0.11087356878027
517 => 0.11057221209198
518 => 0.11237779572187
519 => 0.11158322568529
520 => 0.1124004606723
521 => 0.11259006619939
522 => 0.11255953534254
523 => 0.11172991296858
524 => 0.11225868953005
525 => 0.11100797532629
526 => 0.1096480114809
527 => 0.10878043927628
528 => 0.10802336746099
529 => 0.10844343490538
530 => 0.10694597116742
531 => 0.10646690237965
601 => 0.11207955192887
602 => 0.11622567649703
603 => 0.11616539020377
604 => 0.11579841289788
605 => 0.11525315905996
606 => 0.11786123086405
607 => 0.11695263079755
608 => 0.11761371326201
609 => 0.11778198649476
610 => 0.11829129888963
611 => 0.11847333429392
612 => 0.11792309687044
613 => 0.11607643287142
614 => 0.11147472176141
615 => 0.10933261281762
616 => 0.10862568118652
617 => 0.10865137680865
618 => 0.10794257683983
619 => 0.10815135019684
620 => 0.10786997398625
621 => 0.10733711551561
622 => 0.10841053239638
623 => 0.10853423369232
624 => 0.10828368536597
625 => 0.10834269856681
626 => 0.10626826543524
627 => 0.1064259800808
628 => 0.10554780489291
629 => 0.10538315763174
630 => 0.1031632072282
701 => 0.099230243301391
702 => 0.10140948709889
703 => 0.098777267039559
704 => 0.097780405418448
705 => 0.102499393289
706 => 0.10202573779115
707 => 0.10121504547192
708 => 0.10001586256869
709 => 0.099571073964982
710 => 0.096868679211814
711 => 0.096709007313082
712 => 0.098048387123548
713 => 0.097430309426263
714 => 0.096562294254946
715 => 0.093418431293724
716 => 0.089883688428055
717 => 0.089990380096568
718 => 0.091114716035909
719 => 0.094383874416899
720 => 0.093106557680432
721 => 0.092179849732604
722 => 0.092006305190715
723 => 0.09417857847257
724 => 0.097252800271718
725 => 0.098695156358042
726 => 0.0972658252815
727 => 0.09562388670142
728 => 0.095723823894779
729 => 0.096388661269543
730 => 0.096458526277336
731 => 0.095389793055717
801 => 0.095690635197462
802 => 0.095233628474569
803 => 0.092428979059744
804 => 0.092378251845469
805 => 0.09168994564799
806 => 0.09166910400988
807 => 0.09049812346194
808 => 0.090334295188677
809 => 0.088009242237304
810 => 0.089539599130807
811 => 0.088513116073988
812 => 0.086965963984488
813 => 0.086699234381101
814 => 0.086691216167138
815 => 0.088279795426177
816 => 0.089521035657249
817 => 0.088530972186237
818 => 0.088305553925461
819 => 0.090712431208281
820 => 0.090406134134869
821 => 0.090140882844698
822 => 0.096977537427964
823 => 0.091565791854499
824 => 0.08920596189283
825 => 0.08628522419571
826 => 0.08723623111753
827 => 0.087436622249156
828 => 0.080412774590122
829 => 0.077563200469616
830 => 0.076585334015394
831 => 0.076022558045987
901 => 0.076279022122141
902 => 0.073714071191979
903 => 0.075437760637421
904 => 0.073216729941805
905 => 0.072844366917826
906 => 0.076815844934493
907 => 0.077368452899475
908 => 0.075010855639027
909 => 0.076524814740561
910 => 0.075975832124739
911 => 0.073254803138336
912 => 0.07315087984559
913 => 0.071785563149007
914 => 0.069649106896262
915 => 0.068672689059984
916 => 0.068164162173201
917 => 0.068373990277679
918 => 0.068267894767209
919 => 0.067575549795624
920 => 0.06830757917055
921 => 0.066437546613035
922 => 0.065692884580757
923 => 0.065356538016804
924 => 0.063696776486952
925 => 0.06633819518025
926 => 0.066858587938545
927 => 0.067380006031332
928 => 0.071918594541791
929 => 0.071691859485726
930 => 0.073741433968099
1001 => 0.07366179127264
1002 => 0.073077219429362
1003 => 0.070611006979973
1004 => 0.071593995306289
1005 => 0.06856851002819
1006 => 0.070835409311544
1007 => 0.069800891146599
1008 => 0.070485637679344
1009 => 0.069254401672362
1010 => 0.069935818515115
1011 => 0.066981992366836
1012 => 0.064223751071028
1013 => 0.065333747886544
1014 => 0.066540441368543
1015 => 0.069156860297298
1016 => 0.067598542768319
1017 => 0.068158972678249
1018 => 0.066281626294816
1019 => 0.062408124468311
1020 => 0.062430048067988
1021 => 0.061834194200805
1022 => 0.061319289463469
1023 => 0.067777534282155
1024 => 0.066974349449209
1025 => 0.065694579536142
1026 => 0.067407602420817
1027 => 0.067860552860854
1028 => 0.067873447723109
1029 => 0.069123225000247
1030 => 0.069790231357091
1031 => 0.069907794118456
1101 => 0.071874345667258
1102 => 0.072533507806975
1103 => 0.07524850337235
1104 => 0.069733640527827
1105 => 0.0696200655567
1106 => 0.067431708165776
1107 => 0.06604381731189
1108 => 0.067526738239934
1109 => 0.068840403743287
1110 => 0.067472527414794
1111 => 0.067651143185849
1112 => 0.065814880974449
1113 => 0.066471258310857
1114 => 0.067036618896547
1115 => 0.066724460011488
1116 => 0.066257143051894
1117 => 0.068732698152856
1118 => 0.068593017632281
1119 => 0.070898311455063
1120 => 0.072695452843064
1121 => 0.075916251487812
1122 => 0.072555180197987
1123 => 0.072432689401137
1124 => 0.073630056588484
1125 => 0.072533324496297
1126 => 0.073226421320654
1127 => 0.075804582874173
1128 => 0.075859055365185
1129 => 0.074946570956892
1130 => 0.074891046197721
1201 => 0.075066298809819
1202 => 0.076092758832794
1203 => 0.075734082160836
1204 => 0.076149151886209
1205 => 0.07666820293356
1206 => 0.078815218138488
1207 => 0.079332856235711
1208 => 0.078075264024042
1209 => 0.078188810520093
1210 => 0.077718436511251
1211 => 0.077264061112478
1212 => 0.078285430652721
1213 => 0.080152003562582
1214 => 0.080140391709385
1215 => 0.08057340034348
1216 => 0.080843161135285
1217 => 0.079685150339893
1218 => 0.078931327893329
1219 => 0.07922039138631
1220 => 0.079682610206571
1221 => 0.07907050005253
1222 => 0.075292272624783
1223 => 0.076438345472258
1224 => 0.076247582910339
1225 => 0.075975913824647
1226 => 0.077128298935103
1227 => 0.077017148579937
1228 => 0.07368776391287
1229 => 0.073900900317094
1230 => 0.073700725443541
1231 => 0.074347531411916
]
'min_raw' => 0.061319289463469
'max_raw' => 0.13736277800289
'avg_raw' => 0.09934103373318
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.061319'
'max' => '$0.137362'
'avg' => '$0.099341'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.014953026578676
'max_diff' => -0.099818682513418
'year' => 2034
]
9 => [
'items' => [
101 => 0.072498394851369
102 => 0.073067176803268
103 => 0.0734239115115
104 => 0.073634030995214
105 => 0.074393126650666
106 => 0.074304055536948
107 => 0.074387589865176
108 => 0.075513128328389
109 => 0.081205715637163
110 => 0.081515550604394
111 => 0.079989809908935
112 => 0.080599313222866
113 => 0.07942920014384
114 => 0.080214704892867
115 => 0.080752127292493
116 => 0.078323618808965
117 => 0.07817981829746
118 => 0.077004875745525
119 => 0.077636223320787
120 => 0.076631703933047
121 => 0.076878177854202
122 => 0.076189015283443
123 => 0.07742937069991
124 => 0.078816280787266
125 => 0.079166669046071
126 => 0.078244948388785
127 => 0.077577561888558
128 => 0.076405851044941
129 => 0.078354432291156
130 => 0.078924256829487
131 => 0.078351439245438
201 => 0.078218704894902
202 => 0.077967173540483
203 => 0.078272068460808
204 => 0.078921153442675
205 => 0.078615056951944
206 => 0.078817239076798
207 => 0.078046729306157
208 => 0.079685533689651
209 => 0.082288349450392
210 => 0.082296717928666
211 => 0.08199061978796
212 => 0.08186537102376
213 => 0.082179446291712
214 => 0.082349819240534
215 => 0.083365481065537
216 => 0.084455326669516
217 => 0.0895411605664
218 => 0.088113078759448
219 => 0.092625533150376
220 => 0.096194298704731
221 => 0.097264415451278
222 => 0.096279958397338
223 => 0.092912183995137
224 => 0.092746944916148
225 => 0.097779821710715
226 => 0.096357803495889
227 => 0.09618865895406
228 => 0.094389246803213
301 => 0.095452922245894
302 => 0.095220280823402
303 => 0.094853044956791
304 => 0.096882463605154
305 => 0.10068135414744
306 => 0.10008926143065
307 => 0.099647291683962
308 => 0.09771070890943
309 => 0.098876964291121
310 => 0.098461683087851
311 => 0.10024599468106
312 => 0.099189008020584
313 => 0.096347030309318
314 => 0.096799624627119
315 => 0.096731215906476
316 => 0.098139062529797
317 => 0.097716461918377
318 => 0.096648696354599
319 => 0.10066836995255
320 => 0.1004073547077
321 => 0.10077741464851
322 => 0.10094032647894
323 => 0.10338703096342
324 => 0.1043893675049
325 => 0.10461691544819
326 => 0.1055690576391
327 => 0.1045932252831
328 => 0.10849725046381
329 => 0.1110931994028
330 => 0.11410852768174
331 => 0.11851473274112
401 => 0.12017150660312
402 => 0.11987222523416
403 => 0.12321295962285
404 => 0.12921618505899
405 => 0.12108564873358
406 => 0.12964712322672
407 => 0.12693665924917
408 => 0.12051019791756
409 => 0.12009640957081
410 => 0.12444848379732
411 => 0.13410096556011
412 => 0.13168312835607
413 => 0.13410492027561
414 => 0.13127977136042
415 => 0.13113947890455
416 => 0.13396770909865
417 => 0.14057602310595
418 => 0.13743666083002
419 => 0.13293561520428
420 => 0.1362591172503
421 => 0.13337999220244
422 => 0.12689251765325
423 => 0.13168127948153
424 => 0.12847917082305
425 => 0.12941371636305
426 => 0.13614407248546
427 => 0.1353342582305
428 => 0.1363822328632
429 => 0.13453258506676
430 => 0.13280472236219
501 => 0.12957953831134
502 => 0.12862472031354
503 => 0.12888859765738
504 => 0.12862458954903
505 => 0.12682012871356
506 => 0.12643045556794
507 => 0.12578098325327
508 => 0.12598228188106
509 => 0.12476108391966
510 => 0.1270657367852
511 => 0.12749350066557
512 => 0.12917063482901
513 => 0.12934476046154
514 => 0.13401555523421
515 => 0.13144295996294
516 => 0.1331688789781
517 => 0.1330144965364
518 => 0.12064947882135
519 => 0.12235326916501
520 => 0.12500383226088
521 => 0.12380975717895
522 => 0.12212161438363
523 => 0.12075834856392
524 => 0.11869286144597
525 => 0.12159999490031
526 => 0.1254225662536
527 => 0.12944170717926
528 => 0.1342704416569
529 => 0.13319272433416
530 => 0.129351437347
531 => 0.12952375467518
601 => 0.13058895259363
602 => 0.1292094245058
603 => 0.12880257474111
604 => 0.13053305768357
605 => 0.13054497456854
606 => 0.12895766078195
607 => 0.12719365198351
608 => 0.12718626072224
609 => 0.12687237239486
610 => 0.13133561139655
611 => 0.13378994156312
612 => 0.13407132656137
613 => 0.13377100211078
614 => 0.13388658507236
615 => 0.13245846442591
616 => 0.13572272472767
617 => 0.13871833278246
618 => 0.13791544583195
619 => 0.13671180415602
620 => 0.13575304558591
621 => 0.13768959278261
622 => 0.13760336138435
623 => 0.13869216875941
624 => 0.13864277416762
625 => 0.13827664919951
626 => 0.13791545890742
627 => 0.13934753758844
628 => 0.13893512192679
629 => 0.1385220656697
630 => 0.13769361811036
701 => 0.13780621789273
702 => 0.13660278404251
703 => 0.13604602047801
704 => 0.12767363233054
705 => 0.12543625664186
706 => 0.1261401805795
707 => 0.12637193061715
708 => 0.12539822185016
709 => 0.12679427009676
710 => 0.12657669745631
711 => 0.12742314532457
712 => 0.12689432144497
713 => 0.12691602456145
714 => 0.1284711828342
715 => 0.1289226518969
716 => 0.12869303108781
717 => 0.12885384963156
718 => 0.1325598450949
719 => 0.13203297105108
720 => 0.13175307971629
721 => 0.13183061152884
722 => 0.13277757282716
723 => 0.13304267028852
724 => 0.13191943371667
725 => 0.13244915857731
726 => 0.13470465980181
727 => 0.13549395758008
728 => 0.13801301720387
729 => 0.13694287590297
730 => 0.1389071665754
731 => 0.14494472642643
801 => 0.1497679470028
802 => 0.14533231403275
803 => 0.15418954438781
804 => 0.16108616871346
805 => 0.16082146478491
806 => 0.15961887881194
807 => 0.15176725537343
808 => 0.14454207442421
809 => 0.15058624508563
810 => 0.15060165291964
811 => 0.15008245329951
812 => 0.14685774904998
813 => 0.14997024058158
814 => 0.15021729885645
815 => 0.15007901192062
816 => 0.14760663873322
817 => 0.143831781847
818 => 0.14456937984684
819 => 0.14577758041716
820 => 0.1434902046805
821 => 0.14275924953565
822 => 0.14411823421983
823 => 0.14849716602795
824 => 0.14766935433505
825 => 0.1476477368263
826 => 0.15118946629532
827 => 0.14865435234856
828 => 0.14457868331973
829 => 0.14354952313849
830 => 0.13989669782042
831 => 0.14241971727853
901 => 0.14251051625718
902 => 0.14112868428461
903 => 0.1446908113686
904 => 0.14465798574042
905 => 0.14803969525402
906 => 0.15450425373193
907 => 0.15259236568841
908 => 0.15036904790662
909 => 0.15061078419542
910 => 0.1532620346275
911 => 0.1516590280941
912 => 0.15223548042007
913 => 0.15326116209787
914 => 0.15387998132032
915 => 0.15052174563239
916 => 0.14973878025055
917 => 0.14813710786282
918 => 0.14771926143349
919 => 0.14902379017331
920 => 0.14868009294005
921 => 0.14250288495461
922 => 0.14185733235047
923 => 0.14187713052721
924 => 0.14025385780975
925 => 0.13777797728553
926 => 0.14428444347603
927 => 0.143761883183
928 => 0.14318501706244
929 => 0.14325567987066
930 => 0.14607991631935
1001 => 0.14444171655175
1002 => 0.14879713912958
1003 => 0.14790179518357
1004 => 0.14698348904378
1005 => 0.14685655116297
1006 => 0.14650308164535
1007 => 0.14529090314921
1008 => 0.1438271247745
1009 => 0.1428606115012
1010 => 0.1317813625265
1011 => 0.13383760669118
1012 => 0.13620312817009
1013 => 0.13701969670537
1014 => 0.13562289972094
1015 => 0.14534605720774
1016 => 0.14712257177525
1017 => 0.14174139327107
1018 => 0.14073479448501
1019 => 0.14541204965657
1020 => 0.14259109301693
1021 => 0.14386136961903
1022 => 0.14111572640944
1023 => 0.14669466143836
1024 => 0.14665215930071
1025 => 0.1444818275685
1026 => 0.14631617708677
1027 => 0.14599741371685
1028 => 0.14354711453647
1029 => 0.14677234029289
1030 => 0.14677393996463
1031 => 0.14468504285946
1101 => 0.142245668359
1102 => 0.14180956581377
1103 => 0.14148102112807
1104 => 0.14378056776651
1105 => 0.14584233409203
1106 => 0.14967877006862
1107 => 0.1506433412246
1108 => 0.15440812666154
1109 => 0.15216638023792
1110 => 0.15316011739204
1111 => 0.15423895964553
1112 => 0.15475619629497
1113 => 0.15391338693116
1114 => 0.15976164836224
1115 => 0.16025542081313
1116 => 0.16042097844479
1117 => 0.1584489775951
1118 => 0.16020057590217
1119 => 0.15938106106113
1120 => 0.16151321100974
1121 => 0.16184755934634
1122 => 0.16156437820002
1123 => 0.16167050563939
1124 => 0.15668004621197
1125 => 0.15642126456389
1126 => 0.15289275842998
1127 => 0.15433065076095
1128 => 0.15164257996818
1129 => 0.15249499490677
1130 => 0.15287073128959
1201 => 0.15267446792605
1202 => 0.15441194703595
1203 => 0.15293473484901
1204 => 0.14903612901149
1205 => 0.14513646100143
1206 => 0.14508750384616
1207 => 0.14406079009397
1208 => 0.14331866410314
1209 => 0.14346162389731
1210 => 0.14396543285849
1211 => 0.14328938181044
1212 => 0.1434336515782
1213 => 0.14582949098746
1214 => 0.14630995949464
1215 => 0.14467713977607
1216 => 0.13812113299126
1217 => 0.13651227248177
1218 => 0.1376686895109
1219 => 0.13711599665377
1220 => 0.11066331076436
1221 => 0.11687797693584
1222 => 0.11318543332687
1223 => 0.11488712730764
1224 => 0.11111799646242
1225 => 0.11291682325883
1226 => 0.11258464563217
1227 => 0.12257764493057
1228 => 0.12242161799145
1229 => 0.12249629983044
1230 => 0.11893154107264
1231 => 0.12461029856757
]
'min_raw' => 0.072498394851369
'max_raw' => 0.16184755934634
'avg_raw' => 0.11717297709885
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.072498'
'max' => '$0.161847'
'avg' => '$0.117172'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.011179105387899
'max_diff' => 0.024484781343446
'year' => 2035
]
10 => [
'items' => [
101 => 0.12740785871108
102 => 0.12689010478317
103 => 0.12702041229225
104 => 0.12478129755674
105 => 0.12251797935555
106 => 0.12000761114825
107 => 0.12467156498652
108 => 0.12415301293605
109 => 0.12534238477069
110 => 0.12836729222111
111 => 0.12881272133369
112 => 0.1294113825781
113 => 0.12919680513759
114 => 0.13430891031734
115 => 0.13368980064931
116 => 0.13518167681924
117 => 0.13211277434878
118 => 0.12864001990056
119 => 0.12930007698827
120 => 0.12923650818288
121 => 0.12842720432938
122 => 0.12769660099686
123 => 0.12648035229443
124 => 0.13032874315986
125 => 0.13017250551871
126 => 0.13270181132253
127 => 0.13225473195334
128 => 0.129269026507
129 => 0.12937566156112
130 => 0.13009283354712
131 => 0.1325749739792
201 => 0.13331184225645
202 => 0.1329704955113
203 => 0.13377843793799
204 => 0.13441700268958
205 => 0.13385863183927
206 => 0.14176398557967
207 => 0.13848113154732
208 => 0.14008117176073
209 => 0.14046277192365
210 => 0.13948531113053
211 => 0.13969728737631
212 => 0.1400183736286
213 => 0.14196794647736
214 => 0.14708418974597
215 => 0.14935013906219
216 => 0.15616735938001
217 => 0.14916198351501
218 => 0.14874631350231
219 => 0.14997430074188
220 => 0.1539767307445
221 => 0.15722032433248
222 => 0.15829641145302
223 => 0.15843863413026
224 => 0.16045744510531
225 => 0.16161458990762
226 => 0.16021230835294
227 => 0.15902402156036
228 => 0.1547677257649
229 => 0.15526040359273
301 => 0.15865446526141
302 => 0.16344877727765
303 => 0.16756279575073
304 => 0.16612220986948
305 => 0.17711286324831
306 => 0.17820254163802
307 => 0.17805198331808
308 => 0.18053443285575
309 => 0.17560727606554
310 => 0.17350082107856
311 => 0.15928094265254
312 => 0.16327614846895
313 => 0.16908341475331
314 => 0.16831480128444
315 => 0.16409740928007
316 => 0.16755959648071
317 => 0.16641488911958
318 => 0.1655120109299
319 => 0.16964827094837
320 => 0.16510028314986
321 => 0.16903804509599
322 => 0.16398782466915
323 => 0.16612879034443
324 => 0.16491347468028
325 => 0.16569993285848
326 => 0.16110231441875
327 => 0.16358307772795
328 => 0.16099910650909
329 => 0.16099788137029
330 => 0.16094084006242
331 => 0.16398087074232
401 => 0.16408000603365
402 => 0.16183341876797
403 => 0.1615096504447
404 => 0.16270679162969
405 => 0.16130525283384
406 => 0.16196102401524
407 => 0.16132511547488
408 => 0.16118195906816
409 => 0.16004126446338
410 => 0.15954982186359
411 => 0.15974252916988
412 => 0.15908471978608
413 => 0.15868836583833
414 => 0.16086199528613
415 => 0.15970071275613
416 => 0.16068401208327
417 => 0.15956341839773
418 => 0.15567895246421
419 => 0.15344495502836
420 => 0.14610755897013
421 => 0.14818843539024
422 => 0.14956805860959
423 => 0.14911209314382
424 => 0.1500916833995
425 => 0.15015182228529
426 => 0.14983334750743
427 => 0.14946459451381
428 => 0.14928510594984
429 => 0.15062286665348
430 => 0.15139948176889
501 => 0.14970652225663
502 => 0.14930988552992
503 => 0.15102156106768
504 => 0.15206568215691
505 => 0.1597748856388
506 => 0.15920376294447
507 => 0.16063716883009
508 => 0.16047578932477
509 => 0.16197822705237
510 => 0.16443407775943
511 => 0.15944064660532
512 => 0.16030733359381
513 => 0.16009484195896
514 => 0.16241476990999
515 => 0.16242201247183
516 => 0.16103109977619
517 => 0.16178513611347
518 => 0.1613642537159
519 => 0.16212484509398
520 => 0.15919613525269
521 => 0.16276298770469
522 => 0.16478516320208
523 => 0.16481324111083
524 => 0.16577173624761
525 => 0.16674562281888
526 => 0.16861491328479
527 => 0.16669348932235
528 => 0.16323703466077
529 => 0.16348657952305
530 => 0.16146006141963
531 => 0.16149412755507
601 => 0.16131227985429
602 => 0.1618580184932
603 => 0.15931589419438
604 => 0.15991252568619
605 => 0.15907723810379
606 => 0.16030551784174
607 => 0.15898409188562
608 => 0.16009473948906
609 => 0.16057405817615
610 => 0.16234275445052
611 => 0.15872285400781
612 => 0.15134163195941
613 => 0.15289325432265
614 => 0.15059828297011
615 => 0.15081069130636
616 => 0.15123978995012
617 => 0.14984894085336
618 => 0.15011427103033
619 => 0.15010479156931
620 => 0.15002310269544
621 => 0.14966128912823
622 => 0.14913658787315
623 => 0.15122683617888
624 => 0.15158201009719
625 => 0.15237151772085
626 => 0.15472055688071
627 => 0.15448583247448
628 => 0.15486867771966
629 => 0.15403292869901
630 => 0.15084945930644
701 => 0.15102233701059
702 => 0.14886654926967
703 => 0.15231638938144
704 => 0.15149942170731
705 => 0.1509727173331
706 => 0.15082900116472
707 => 0.1531838631383
708 => 0.15388847474874
709 => 0.15344940807784
710 => 0.15254886952621
711 => 0.15427816976566
712 => 0.15474085755642
713 => 0.1548444362895
714 => 0.15790842475338
715 => 0.15501567920797
716 => 0.15571199181217
717 => 0.16114442397893
718 => 0.15621795762807
719 => 0.15882761672743
720 => 0.15869988749453
721 => 0.16003490078371
722 => 0.1585903774387
723 => 0.1586082840368
724 => 0.15979368539596
725 => 0.15812900297528
726 => 0.15771680419744
727 => 0.15714735453808
728 => 0.1583907270364
729 => 0.15913607261625
730 => 0.16514301059379
731 => 0.16902376647693
801 => 0.16885529262927
802 => 0.17039482822699
803 => 0.16970125333969
804 => 0.16746151707278
805 => 0.17128447377365
806 => 0.1700747303142
807 => 0.17017446009516
808 => 0.17017074814773
809 => 0.17097512179066
810 => 0.17040514934488
811 => 0.16928167514778
812 => 0.17002748975016
813 => 0.17224229248563
814 => 0.17911710813498
815 => 0.18296434605155
816 => 0.17888549958167
817 => 0.18169903325866
818 => 0.18001191561702
819 => 0.17970531615413
820 => 0.18147242322179
821 => 0.18324262337644
822 => 0.18312986927938
823 => 0.18184479486788
824 => 0.18111888894039
825 => 0.18661569181972
826 => 0.19066564254562
827 => 0.19038946305733
828 => 0.19160842950027
829 => 0.19518735267795
830 => 0.1955145645608
831 => 0.19547334338444
901 => 0.19466231459178
902 => 0.19818622924212
903 => 0.20112594084081
904 => 0.19447458485916
905 => 0.19700733414433
906 => 0.19814436689852
907 => 0.1998138683241
908 => 0.20263059706998
909 => 0.20569031158841
910 => 0.20612298876937
911 => 0.20581598360397
912 => 0.20379801962953
913 => 0.20714599576557
914 => 0.20910716166637
915 => 0.21027499107981
916 => 0.213236412164
917 => 0.19815138882572
918 => 0.18747345953258
919 => 0.18580594668229
920 => 0.18919689963506
921 => 0.19009106688637
922 => 0.18973062918856
923 => 0.17771164897427
924 => 0.18574266923885
925 => 0.19438337177617
926 => 0.194715296351
927 => 0.19904101270975
928 => 0.20044964327327
929 => 0.20393241192667
930 => 0.20371456379914
1001 => 0.20456256254329
1002 => 0.2043676223173
1003 => 0.21081871786426
1004 => 0.21793523424952
1005 => 0.21768881191624
1006 => 0.21666572848706
1007 => 0.21818518184104
1008 => 0.22553018940287
1009 => 0.22485397880792
1010 => 0.22551085980143
1011 => 0.23417103766331
1012 => 0.2454305007797
1013 => 0.24019934973052
1014 => 0.25154944228407
1015 => 0.25869372390397
1016 => 0.27104902023308
1017 => 0.26950207628156
1018 => 0.27431190247513
1019 => 0.26673272375139
1020 => 0.24932939739694
1021 => 0.24657525438409
1022 => 0.25208911844182
1023 => 0.26564441519277
1024 => 0.25166221390793
1025 => 0.25449079501739
1026 => 0.25367616346758
1027 => 0.25363275521425
1028 => 0.25528947168967
1029 => 0.25288631803355
1030 => 0.24309543771944
1031 => 0.24758254046938
1101 => 0.24584985460925
1102 => 0.24777239875135
1103 => 0.25814757656872
1104 => 0.25356046314231
1105 => 0.24872831177443
1106 => 0.25478890192998
1107 => 0.26250611584274
1108 => 0.26202318646524
1109 => 0.26108610162409
1110 => 0.26636839980952
1111 => 0.27509320884371
1112 => 0.27745148966653
1113 => 0.27919232435701
1114 => 0.27943235604918
1115 => 0.28190483165743
1116 => 0.26860970716778
1117 => 0.28970941117588
1118 => 0.29335274719052
1119 => 0.29266795102057
1120 => 0.29671736566582
1121 => 0.29552592515346
1122 => 0.29379971478232
1123 => 0.30021889833025
1124 => 0.29285982239395
1125 => 0.28241454058428
1126 => 0.27668405239925
1127 => 0.2842304215066
1128 => 0.28883872578847
1129 => 0.29188452177558
1130 => 0.29280617780096
1201 => 0.26964176983554
1202 => 0.25715743869915
1203 => 0.26515975182443
1204 => 0.27492312612742
1205 => 0.26855547113056
1206 => 0.26880507115087
1207 => 0.25972646851564
1208 => 0.27572638101366
1209 => 0.27339532834314
1210 => 0.28548883372134
1211 => 0.28260262160639
1212 => 0.29246440577514
1213 => 0.28986746749913
1214 => 0.30064721308998
1215 => 0.30494754545613
1216 => 0.31216847279218
1217 => 0.31748021633505
1218 => 0.32059937374088
1219 => 0.3204121112299
1220 => 0.33277176682986
1221 => 0.32548370973604
1222 => 0.31632819236303
1223 => 0.31616259793904
1224 => 0.32090437012121
1225 => 0.33084182377336
1226 => 0.33341846092129
1227 => 0.33485844957568
1228 => 0.33265305682512
1229 => 0.32474239318954
1230 => 0.32132660873966
1231 => 0.32423695605576
]
'min_raw' => 0.12000761114825
'max_raw' => 0.33485844957568
'avg_raw' => 0.22743303036197
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.1200076'
'max' => '$0.334858'
'avg' => '$0.227433'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.047509216296878
'max_diff' => 0.17301089022935
'year' => 2036
]
11 => [
'items' => [
101 => 0.32067785137717
102 => 0.32682186456081
103 => 0.33525890695234
104 => 0.33351669106217
105 => 0.33934065757541
106 => 0.34536785021746
107 => 0.35398700639375
108 => 0.35624037298467
109 => 0.35996510227159
110 => 0.36379907221766
111 => 0.36503044003595
112 => 0.36738150327207
113 => 0.3673691120083
114 => 0.37445419931513
115 => 0.38226927002146
116 => 0.3852192782938
117 => 0.39200265965163
118 => 0.38038635679438
119 => 0.38919745595007
120 => 0.39714528794463
121 => 0.38766955499007
122 => 0.40072964530531
123 => 0.40123673901745
124 => 0.40889325202138
125 => 0.40113190928149
126 => 0.39652324873763
127 => 0.4098282790435
128 => 0.41626616410399
129 => 0.41432702073052
130 => 0.39957004391114
131 => 0.39098085044575
201 => 0.36850127441514
202 => 0.39512930326882
203 => 0.40809903937319
204 => 0.39953645542789
205 => 0.40385492471414
206 => 0.42741509287153
207 => 0.43638527949795
208 => 0.43451954338599
209 => 0.43483482207628
210 => 0.43967497195949
211 => 0.46113886206087
212 => 0.44827720158304
213 => 0.45810945910112
214 => 0.46332445303586
215 => 0.46816843003722
216 => 0.45627315347653
217 => 0.4407975734474
218 => 0.43589580763152
219 => 0.39868507520461
220 => 0.39674809498377
221 => 0.39566080928931
222 => 0.38880562678532
223 => 0.3834193311297
224 => 0.37913594884402
225 => 0.36789507460016
226 => 0.37168853967814
227 => 0.35377293228622
228 => 0.36523470300543
301 => 0.33664096102046
302 => 0.36045467901318
303 => 0.34749395498663
304 => 0.3561967325929
305 => 0.35616636942168
306 => 0.34014179663039
307 => 0.33089915746868
308 => 0.33678892687142
309 => 0.34310322720164
310 => 0.34412770118636
311 => 0.35231435638459
312 => 0.35459907587885
313 => 0.34767626914788
314 => 0.33604841927348
315 => 0.33874930359629
316 => 0.33084442413408
317 => 0.31699142693336
318 => 0.32694089137305
319 => 0.33033807597983
320 => 0.33183846623552
321 => 0.31821563451609
322 => 0.31393504502378
323 => 0.3116560950957
324 => 0.3342898827667
325 => 0.33552981274821
326 => 0.3291861556544
327 => 0.35786008724866
328 => 0.35137029342125
329 => 0.35862098316456
330 => 0.33850422665332
331 => 0.33927271384286
401 => 0.32974911892512
402 => 0.33508169571221
403 => 0.33131280231606
404 => 0.33465087620536
405 => 0.33665170393121
406 => 0.34617373612074
407 => 0.36056340532533
408 => 0.34475146204342
409 => 0.33786197192429
410 => 0.34213617284623
411 => 0.35351893314898
412 => 0.37076439768042
413 => 0.36055473558049
414 => 0.36508561024913
415 => 0.36607540479965
416 => 0.35854717794939
417 => 0.37104197414254
418 => 0.37773803692999
419 => 0.38460681179495
420 => 0.3905707765515
421 => 0.38186327206629
422 => 0.3911815500372
423 => 0.38367266289014
424 => 0.37693641486474
425 => 0.37694663097239
426 => 0.37272088418517
427 => 0.36453296730658
428 => 0.36302298980899
429 => 0.37087808344061
430 => 0.37717712465304
501 => 0.37769594385767
502 => 0.38118341672929
503 => 0.38324726725089
504 => 0.40347580803129
505 => 0.41161189447244
506 => 0.42156054696444
507 => 0.4254361077854
508 => 0.43710015639105
509 => 0.42768048983428
510 => 0.42564248572224
511 => 0.39734931908615
512 => 0.4019823235378
513 => 0.40940021068332
514 => 0.397471637313
515 => 0.40503757153736
516 => 0.40653124722165
517 => 0.39706630895441
518 => 0.40212194143878
519 => 0.38869568045085
520 => 0.36085606112513
521 => 0.37107296759723
522 => 0.37859604973422
523 => 0.36785968393539
524 => 0.38710420407506
525 => 0.375861952697
526 => 0.37229869873339
527 => 0.35839717462958
528 => 0.36495815888784
529 => 0.37383198404139
530 => 0.3683489917894
531 => 0.37972702398771
601 => 0.39584135199086
602 => 0.40732538175073
603 => 0.40820698295793
604 => 0.40082352119257
605 => 0.41265556579218
606 => 0.41274174931975
607 => 0.39939515467607
608 => 0.39122043977097
609 => 0.38936312734478
610 => 0.39400305793294
611 => 0.39963679024542
612 => 0.40851961589249
613 => 0.41388732139318
614 => 0.42788345052798
615 => 0.43167040177138
616 => 0.43583111305601
617 => 0.44139110644811
618 => 0.44806730406837
619 => 0.43346016375138
620 => 0.43404053266729
621 => 0.42043856585373
622 => 0.40590291359409
623 => 0.41693366176453
624 => 0.43135489763844
625 => 0.42804665019491
626 => 0.42767440477615
627 => 0.42830041831824
628 => 0.42580610778308
629 => 0.41452443367603
630 => 0.40885884756648
701 => 0.41616889909297
702 => 0.42005386614633
703 => 0.42607911124136
704 => 0.4253363726059
705 => 0.44085675690663
706 => 0.44688750893383
707 => 0.44534458449484
708 => 0.44562851972417
709 => 0.45654690820315
710 => 0.46869040172963
711 => 0.48006438589229
712 => 0.49163449110653
713 => 0.47768627768187
714 => 0.47060423511104
715 => 0.4779110952977
716 => 0.47403397243115
717 => 0.49631307045168
718 => 0.49785562686035
719 => 0.5201331138485
720 => 0.54127710175407
721 => 0.52799694178447
722 => 0.54051953448426
723 => 0.55406373947104
724 => 0.5801927083586
725 => 0.57139339086548
726 => 0.56465325156863
727 => 0.55828385250123
728 => 0.57153756084687
729 => 0.58858824490038
730 => 0.59226079893608
731 => 0.59821173949754
801 => 0.59195505314356
802 => 0.59949054270554
803 => 0.62609413212122
804 => 0.61890560742472
805 => 0.60869674674269
806 => 0.62969772555048
807 => 0.63729789814178
808 => 0.69063988962883
809 => 0.75798635732899
810 => 0.73010447748038
811 => 0.7127972949157
812 => 0.71686489335026
813 => 0.74145754353255
814 => 0.74935592223941
815 => 0.72788540617977
816 => 0.73546915542474
817 => 0.77725635938228
818 => 0.79967385361149
819 => 0.76922788537707
820 => 0.68522866652292
821 => 0.60777755053583
822 => 0.62832107416482
823 => 0.62599207612505
824 => 0.67088721371757
825 => 0.61873416348812
826 => 0.61961228710003
827 => 0.66543580859319
828 => 0.65321087867285
829 => 0.63340805785264
830 => 0.60792213304294
831 => 0.56080904386949
901 => 0.51907966694288
902 => 0.60092058479752
903 => 0.59739145560158
904 => 0.59228075353821
905 => 0.60365406794452
906 => 0.65887965432995
907 => 0.65760652581599
908 => 0.64950753176603
909 => 0.65565054737167
910 => 0.63233115751593
911 => 0.63834109525439
912 => 0.60776528188335
913 => 0.62158682648582
914 => 0.63336556989306
915 => 0.63573032701934
916 => 0.64105824557233
917 => 0.59553176488019
918 => 0.61597181812371
919 => 0.6279784344303
920 => 0.57373210515271
921 => 0.62690615891572
922 => 0.59473925013861
923 => 0.5838213181689
924 => 0.59852087523796
925 => 0.59279244355236
926 => 0.58786747437388
927 => 0.58511925695057
928 => 0.59591298933117
929 => 0.59540944881432
930 => 0.57774880766648
1001 => 0.55471122122895
1002 => 0.56244339142038
1003 => 0.55963422150035
1004 => 0.54945342732003
1005 => 0.55631405336379
1006 => 0.52610332835047
1007 => 0.47412734618189
1008 => 0.50846427206984
1009 => 0.50714233777454
1010 => 0.50647575855791
1011 => 0.53227900935978
1012 => 0.52979862217746
1013 => 0.52529669515353
1014 => 0.54937074589979
1015 => 0.54058339353573
1016 => 0.56766394296115
1017 => 0.58550094427286
1018 => 0.58097690377366
1019 => 0.59775268972103
1020 => 0.5626215250048
1021 => 0.57429068870585
1022 => 0.57669568717187
1023 => 0.54907367585049
1024 => 0.53020444419595
1025 => 0.52894608156959
1026 => 0.49622943422091
1027 => 0.51370640315502
1028 => 0.52908541257093
1029 => 0.52172006052005
1030 => 0.51938841009437
1031 => 0.53130030644587
1101 => 0.53222596281087
1102 => 0.51112089959212
1103 => 0.51550931054573
1104 => 0.5338097137349
1105 => 0.51504818733936
1106 => 0.47859760623076
1107 => 0.46955735814712
1108 => 0.46835122240793
1109 => 0.44383335261397
1110 => 0.4701614707517
1111 => 0.45866854163488
1112 => 0.49497456700847
1113 => 0.47423676002819
1114 => 0.4733427946174
1115 => 0.47199143478278
1116 => 0.45088789143067
1117 => 0.45550822622464
1118 => 0.47086692277664
1119 => 0.47634707873449
1120 => 0.47577545357049
1121 => 0.47079165678463
1122 => 0.47307321343203
1123 => 0.46572352452372
1124 => 0.46312819639964
1125 => 0.45493662693884
1126 => 0.44289728281027
1127 => 0.44457142745293
1128 => 0.42071833646849
1129 => 0.40772190652081
1130 => 0.40412466600148
1201 => 0.39931428564001
1202 => 0.40466801126324
1203 => 0.42065076365871
1204 => 0.4013721733397
1205 => 0.36832038247364
1206 => 0.3703068514222
1207 => 0.37476985736169
1208 => 0.36645307531918
1209 => 0.35858193909056
1210 => 0.36542525343588
1211 => 0.35142077393187
1212 => 0.37646223180256
1213 => 0.37578493054503
1214 => 0.38511883748586
1215 => 0.39095552104701
1216 => 0.3775038550873
1217 => 0.37412079747561
1218 => 0.37604794084262
1219 => 0.34419655375073
1220 => 0.38251589963156
1221 => 0.38284728692598
1222 => 0.38000974772007
1223 => 0.40041361642454
1224 => 0.44347214351722
1225 => 0.42727179359971
1226 => 0.42099852845349
1227 => 0.40907304682478
1228 => 0.42496304303
1229 => 0.42374293924399
1230 => 0.41822516721306
1231 => 0.41488800147225
]
'min_raw' => 0.3116560950957
'max_raw' => 0.79967385361149
'avg_raw' => 0.5556649743536
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.311656'
'max' => '$0.799673'
'avg' => '$0.555664'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.19164848394745
'max_diff' => 0.46481540403581
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0097825287036108
]
1 => [
'year' => 2028
'avg' => 0.01678965914377
]
2 => [
'year' => 2029
'avg' => 0.045866322739138
]
3 => [
'year' => 2030
'avg' => 0.035385799687068
]
4 => [
'year' => 2031
'avg' => 0.034753240606578
]
5 => [
'year' => 2032
'avg' => 0.060933368030669
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0097825287036108
'min' => '$0.009782'
'max_raw' => 0.060933368030669
'max' => '$0.060933'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.060933368030669
]
1 => [
'year' => 2033
'avg' => 0.15672688827923
]
2 => [
'year' => 2034
'avg' => 0.09934103373318
]
3 => [
'year' => 2035
'avg' => 0.11717297709885
]
4 => [
'year' => 2036
'avg' => 0.22743303036197
]
5 => [
'year' => 2037
'avg' => 0.5556649743536
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.060933368030669
'min' => '$0.060933'
'max_raw' => 0.5556649743536
'max' => '$0.555664'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.5556649743536
]
]
]
]
'prediction_2025_max_price' => '$0.016726'
'last_price' => 0.0162183
'sma_50day_nextmonth' => '$0.015214'
'sma_200day_nextmonth' => '$0.038783'
'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' => '$0.015786'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.015571'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.015283'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.01576'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.017317'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.024667'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.062925'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.015857'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.015668'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.015558'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.016043'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.019061'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.02897'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.059324'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.034459'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.060625'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.016078'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.016739'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.021016'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.037186'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.088027'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.063057'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.031528'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '47.54'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 124.02
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.015682'
'vwma_10_action' => 'BUY'
'hma_9' => '0.015929'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 61.85
'cci_20_action' => 'NEUTRAL'
'adx_14' => 24.94
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.001536'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 68.76
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.010850'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 15
'buy_signals' => 17
'sell_pct' => 46.88
'buy_pct' => 53.13
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767680261
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de AgentAlgo para 2026
A previsão de preço para AgentAlgo em 2026 sugere que o preço médio poderia variar entre $0.0056034 na extremidade inferior e $0.016726 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, AgentAlgo poderia potencialmente ganhar 3.13% até 2026 se AGENT atingir a meta de preço prevista.
Previsão de preço de AgentAlgo 2027-2032
A previsão de preço de AGENT para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.009782 na extremidade inferior e $0.060933 na extremidade superior. Considerando a volatilidade de preços no mercado, se AgentAlgo atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de AgentAlgo | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.005394 | $0.009782 | $0.01417 |
| 2028 | $0.009735 | $0.016789 | $0.023844 |
| 2029 | $0.021385 | $0.045866 | $0.070347 |
| 2030 | $0.018187 | $0.035385 | $0.052584 |
| 2031 | $0.0215028 | $0.034753 | $0.0480036 |
| 2032 | $0.032822 | $0.060933 | $0.089044 |
Previsão de preço de AgentAlgo 2032-2037
A previsão de preço de AgentAlgo para 2032-2037 é atualmente estimada entre $0.060933 na extremidade inferior e $0.555664 na extremidade superior. Comparado ao preço atual, AgentAlgo poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de AgentAlgo | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.032822 | $0.060933 | $0.089044 |
| 2033 | $0.076272 | $0.156726 | $0.237181 |
| 2034 | $0.061319 | $0.099341 | $0.137362 |
| 2035 | $0.072498 | $0.117172 | $0.161847 |
| 2036 | $0.1200076 | $0.227433 | $0.334858 |
| 2037 | $0.311656 | $0.555664 | $0.799673 |
AgentAlgo Histograma de preços potenciais
Previsão de preço de AgentAlgo baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para AgentAlgo é Altista, com 17 indicadores técnicos mostrando sinais de alta e 15 indicando sinais de baixa. A previsão de preço de AGENT 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 AgentAlgo
De acordo com nossos indicadores técnicos, o SMA de 200 dias de AgentAlgo está projetado para aumentar no próximo mês, alcançando $0.038783 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para AgentAlgo é esperado para alcançar $0.015214 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 47.54, sugerindo que o mercado de AGENT está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de AGENT 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 | $0.015786 | BUY |
| SMA 5 | $0.015571 | BUY |
| SMA 10 | $0.015283 | BUY |
| SMA 21 | $0.01576 | BUY |
| SMA 50 | $0.017317 | SELL |
| SMA 100 | $0.024667 | SELL |
| SMA 200 | $0.062925 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.015857 | BUY |
| EMA 5 | $0.015668 | BUY |
| EMA 10 | $0.015558 | BUY |
| EMA 21 | $0.016043 | BUY |
| EMA 50 | $0.019061 | SELL |
| EMA 100 | $0.02897 | SELL |
| EMA 200 | $0.059324 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.034459 | SELL |
| SMA 50 | $0.060625 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.037186 | SELL |
| EMA 50 | $0.088027 | SELL |
| EMA 100 | $0.063057 | SELL |
| EMA 200 | $0.031528 | SELL |
Osciladores de AgentAlgo
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 47.54 | NEUTRAL |
| Stoch RSI (14) | 124.02 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 61.85 | NEUTRAL |
| Índice Direcional Médio (14) | 24.94 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.001536 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 68.76 | NEUTRAL |
| VWMA (10) | 0.015682 | BUY |
| Média Móvel de Hull (9) | 0.015929 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.010850 | SELL |
Previsão do preço de AgentAlgo com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do AgentAlgo
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de AgentAlgo por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.022789 | $0.032022 | $0.044997 | $0.063229 | $0.088847 | $0.124845 |
| Amazon.com stock | $0.03384 | $0.07061 | $0.147332 | $0.307417 | $0.641444 | $1.33 |
| Apple stock | $0.0230044 | $0.03263 | $0.046283 | $0.065649 | $0.093118 | $0.132081 |
| Netflix stock | $0.025589 | $0.040376 | $0.0637084 | $0.100521 | $0.1586078 | $0.250258 |
| Google stock | $0.0210026 | $0.027198 | $0.035221 | $0.045611 | $0.059067 | $0.076491 |
| Tesla stock | $0.036765 | $0.083344 | $0.188936 | $0.4283053 | $0.970935 | $2.20 |
| Kodak stock | $0.012162 | $0.00912 | $0.006839 | $0.005128 | $0.003845 | $0.002884 |
| Nokia stock | $0.010743 | $0.007117 | $0.004714 | $0.003123 | $0.002069 | $0.00137 |
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 AgentAlgo
Você pode fazer perguntas como: 'Devo investir em AgentAlgo agora?', 'Devo comprar AGENT hoje?', 'AgentAlgo será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para AgentAlgo regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como AgentAlgo, 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 AgentAlgo para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de AgentAlgo é de $0.01621 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão do preço de AgentAlgo com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se AgentAlgo tiver 1% da média anterior do crescimento anual do Bitcoin | $0.016639 | $0.017072 | $0.017516 | $0.017971 |
| Se AgentAlgo tiver 2% da média anterior do crescimento anual do Bitcoin | $0.017061 | $0.017948 | $0.018881 | $0.019863 |
| Se AgentAlgo tiver 5% da média anterior do crescimento anual do Bitcoin | $0.018326 | $0.0207079 | $0.023399 | $0.02644 |
| Se AgentAlgo tiver 10% da média anterior do crescimento anual do Bitcoin | $0.020433 | $0.025745 | $0.032437 | $0.040868 |
| Se AgentAlgo tiver 20% da média anterior do crescimento anual do Bitcoin | $0.024649 | $0.037464 | $0.05694 | $0.086541 |
| Se AgentAlgo tiver 50% da média anterior do crescimento anual do Bitcoin | $0.037296 | $0.085769 | $0.19724 | $0.453586 |
| Se AgentAlgo tiver 100% da média anterior do crescimento anual do Bitcoin | $0.058374 | $0.2101099 | $0.756253 | $2.72 |
Perguntas Frequentes sobre AgentAlgo
AGENT é um bom investimento?
A decisão de adquirir AgentAlgo depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de AgentAlgo experimentou uma escalada de 2.8359% nas últimas 24 horas, e AgentAlgo registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em AgentAlgo dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
AgentAlgo pode subir?
Parece que o valor médio de AgentAlgo pode potencialmente subir para $0.016726 até o final deste ano. Observando as perspectivas de AgentAlgo em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.052584. 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 AgentAlgo na próxima semana?
Com base na nossa nova previsão experimental de AgentAlgo, o preço de AgentAlgo aumentará 0.86% na próxima semana e atingirá $0.016357 até 13 de janeiro de 2026.
Qual será o preço de AgentAlgo no próximo mês?
Com base na nossa nova previsão experimental de AgentAlgo, o preço de AgentAlgo diminuirá -11.62% no próximo mês e atingirá $0.014334 até 5 de fevereiro de 2026.
Até onde o preço de AgentAlgo pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de AgentAlgo em 2026, espera-se que AGENT fluctue dentro do intervalo de $0.0056034 e $0.016726. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de AgentAlgo não considera flutuações repentinas e extremas de preço.
Onde estará AgentAlgo em 5 anos?
O futuro de AgentAlgo parece seguir uma tendência de alta, com um preço máximo de $0.052584 projetada após um período de cinco anos. Com base na previsão de AgentAlgo para 2030, o valor de AgentAlgo pode potencialmente atingir seu pico mais alto de aproximadamente $0.052584, enquanto seu pico mais baixo está previsto para cerca de $0.018187.
Quanto será AgentAlgo em 2026?
Com base na nossa nova simulação experimental de previsão de preços de AgentAlgo, espera-se que o valor de AGENT em 2026 aumente 3.13% para $0.016726 se o melhor cenário ocorrer. O preço ficará entre $0.016726 e $0.0056034 durante 2026.
Quanto será AgentAlgo em 2027?
De acordo com nossa última simulação experimental para previsão de preços de AgentAlgo, o valor de AGENT pode diminuir -12.62% para $0.01417 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.01417 e $0.005394 ao longo do ano.
Quanto será AgentAlgo em 2028?
Nosso novo modelo experimental de previsão de preços de AgentAlgo sugere que o valor de AGENT em 2028 pode aumentar 47.02%, alcançando $0.023844 no melhor cenário. O preço é esperado para variar entre $0.023844 e $0.009735 durante o ano.
Quanto será AgentAlgo em 2029?
Com base no nosso modelo de previsão experimental, o valor de AgentAlgo pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.070347 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.070347 e $0.021385.
Quanto será AgentAlgo em 2030?
Usando nossa nova simulação experimental para previsões de preços de AgentAlgo, espera-se que o valor de AGENT em 2030 aumente 224.23%, alcançando $0.052584 no melhor cenário. O preço está previsto para variar entre $0.052584 e $0.018187 ao longo de 2030.
Quanto será AgentAlgo em 2031?
Nossa simulação experimental indica que o preço de AgentAlgo poderia aumentar 195.98% em 2031, potencialmente atingindo $0.0480036 sob condições ideais. O preço provavelmente oscilará entre $0.0480036 e $0.0215028 durante o ano.
Quanto será AgentAlgo em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de AgentAlgo, AGENT poderia ver um 449.04% aumento em valor, atingindo $0.089044 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.089044 e $0.032822 ao longo do ano.
Quanto será AgentAlgo em 2033?
De acordo com nossa previsão experimental de preços de AgentAlgo, espera-se que o valor de AGENT seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.237181. Ao longo do ano, o preço de AGENT poderia variar entre $0.237181 e $0.076272.
Quanto será AgentAlgo em 2034?
Os resultados da nossa nova simulação de previsão de preços de AgentAlgo sugerem que AGENT pode aumentar 746.96% em 2034, atingindo potencialmente $0.137362 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.137362 e $0.061319.
Quanto será AgentAlgo em 2035?
Com base em nossa previsão experimental para o preço de AgentAlgo, AGENT poderia aumentar 897.93%, com o valor potencialmente atingindo $0.161847 em 2035. A faixa de preço esperada para o ano está entre $0.161847 e $0.072498.
Quanto será AgentAlgo em 2036?
Nossa recente simulação de previsão de preços de AgentAlgo sugere que o valor de AGENT pode aumentar 1964.7% em 2036, possivelmente atingindo $0.334858 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.334858 e $0.1200076.
Quanto será AgentAlgo em 2037?
De acordo com a simulação experimental, o valor de AgentAlgo poderia aumentar 4830.69% em 2037, com um pico de $0.799673 sob condições favoráveis. O preço é esperado para cair entre $0.799673 e $0.311656 ao longo do ano.
Previsões relacionadas
Como ler e prever os movimentos de preço de AgentAlgo?
Traders de AgentAlgo 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 AgentAlgo
Médias móveis são ferramentas populares para a previsão de preço de AgentAlgo. Uma média móvel simples (SMA) calcula o preço médio de fechamento de AGENT 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 AGENT 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 AGENT.
Como ler gráficos de AgentAlgo 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 AgentAlgo 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 AGENT 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 AgentAlgo?
A ação de preço de AgentAlgo 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 AGENT. A capitalização de mercado de AgentAlgo pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de AGENT, grandes detentores de AgentAlgo, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de AgentAlgo.
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


