Previsão de Preço Arkadiko - Projeção DIKO
Previsão de Preço Arkadiko até $0.005085 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.0017035 | $0.005085 |
| 2027 | $0.001639 | $0.0043082 |
| 2028 | $0.002959 | $0.007249 |
| 2029 | $0.0065015 | $0.021387 |
| 2030 | $0.005529 | $0.015986 |
| 2031 | $0.006537 | $0.014594 |
| 2032 | $0.009978 | $0.027071 |
| 2033 | $0.023188 | $0.0721086 |
| 2034 | $0.018642 | $0.041761 |
| 2035 | $0.022041 | $0.0492054 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Arkadiko hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,956.28, com um retorno de 39.56% nos próximos 90 dias.
Previsão de preço de longo prazo de Arkadiko para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Arkadiko'
'name_with_ticker' => 'Arkadiko <small>DIKO</small>'
'name_lang' => 'Arkadiko'
'name_lang_with_ticker' => 'Arkadiko <small>DIKO</small>'
'name_with_lang' => 'Arkadiko'
'name_with_lang_with_ticker' => 'Arkadiko <small>DIKO</small>'
'image' => '/uploads/coins/arkadiko-protocol.png?1717254638'
'price_for_sd' => 0.00493
'ticker' => 'DIKO'
'marketcap' => '$374.87K'
'low24h' => '$0.004911'
'high24h' => '$0.00584'
'volume24h' => '$101.34K'
'current_supply' => '76.03M'
'max_supply' => '100M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.00493'
'change_24h_pct' => '-12.3897%'
'ath_price' => '$1.19'
'ath_days' => 1478
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '20 de dez. de 2021'
'ath_pct' => '-99.59%'
'fdv' => '$493.06K'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.243119'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.004972'
'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' => '$0.004357'
'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' => '$0.0017035'
'current_year_max_price_prediction' => '$0.005085'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.005529'
'grand_prediction_max_price' => '$0.015986'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0050241749294308
107 => 0.0050429333748418
108 => 0.0050851971101827
109 => 0.0047240581190668
110 => 0.0048861989235941
111 => 0.0049814414557151
112 => 0.0045511322306397
113 => 0.004972935625885
114 => 0.0047177714926932
115 => 0.0046311649534513
116 => 0.0047477692489967
117 => 0.0047023284416212
118 => 0.0046632611038136
119 => 0.0046414608580548
120 => 0.0047270821835569
121 => 0.0047230878463826
122 => 0.0045829947394781
123 => 0.0044002489924468
124 => 0.0044615844635752
125 => 0.0044393007118911
126 => 0.0043585415211269
127 => 0.0044129634648001
128 => 0.0041733167671789
129 => 0.003761017079673
130 => 0.0040333948823203
131 => 0.0040229086332085
201 => 0.0040176209908927
202 => 0.0042223053816127
203 => 0.0042026297003173
204 => 0.0041669181461014
205 => 0.0043578856504284
206 => 0.0042881799424736
207 => 0.00450299650966
208 => 0.0046444885942733
209 => 0.0046086016248259
210 => 0.0047416756142954
211 => 0.0044629975089497
212 => 0.0045555631969206
213 => 0.0045746408569209
214 => 0.0043555291410682
215 => 0.0042058488851105
216 => 0.004195866918518
217 => 0.0039363419818972
218 => 0.0040749781082279
219 => 0.0041969721622462
220 => 0.0041385464774925
221 => 0.0041200506511171
222 => 0.0042145418168135
223 => 0.0042218845896502
224 => 0.004054468590821
225 => 0.0040892796783527
226 => 0.004234447700222
227 => 0.0040856218166644
228 => 0.003796477435482
301 => 0.0037247656312149
302 => 0.0037151979546149
303 => 0.0035207098539076
304 => 0.0037295577568794
305 => 0.0036383900504564
306 => 0.0039263877426897
307 => 0.0037618850054486
308 => 0.0037547936212336
309 => 0.0037440739539128
310 => 0.0035766700114318
311 => 0.0036133208357596
312 => 0.0037351537579033
313 => 0.0037786251170702
314 => 0.0037740906981588
315 => 0.003734556710119
316 => 0.0037526551673969
317 => 0.0036943537305845
318 => 0.0036737662798066
319 => 0.003608786622127
320 => 0.0035132844764266
321 => 0.0035265646355349
322 => 0.0033373498954067
323 => 0.0032342556625985
324 => 0.0032057205377174
325 => 0.0031675621761613
326 => 0.0032100306261906
327 => 0.0033368138738215
328 => 0.0031838863786122
329 => 0.0029217029146925
330 => 0.0029374605876129
331 => 0.0029728634001701
401 => 0.0029068904931828
402 => 0.0028444526734057
403 => 0.0028987372919615
404 => 0.0027876467019951
405 => 0.002986288167226
406 => 0.0029809154722778
407 => 0.00305495672661
408 => 0.0031012562424235
409 => 0.0029945508481197
410 => 0.0029677147300144
411 => 0.0029830018025207
412 => 0.0027303405463654
413 => 0.0030343089116164
414 => 0.0030369376426617
415 => 0.0030144288515033
416 => 0.0031762826220291
417 => 0.0035178445612955
418 => 0.0033893352204463
419 => 0.0033395725194541
420 => 0.0032449735884916
421 => 0.0033710210472704
422 => 0.0033613425690829
423 => 0.003317572820265
424 => 0.0032911007396099
425 => 0.0033398763598951
426 => 0.0032850569004807
427 => 0.0032752098192319
428 => 0.0032155472205941
429 => 0.0031942503873557
430 => 0.0031784830598773
501 => 0.0031611247815892
502 => 0.0031994128180793
503 => 0.0031126470901821
504 => 0.0030080161280873
505 => 0.0029993171957118
506 => 0.0030233357128185
507 => 0.0030127093069671
508 => 0.0029992663205688
509 => 0.0029735999985552
510 => 0.0029659853490879
511 => 0.0029907292657538
512 => 0.002962794826498
513 => 0.0030040136132875
514 => 0.0029928043840203
515 => 0.0029301905405273
516 => 0.0028521505089211
517 => 0.0028514557889453
518 => 0.002834642192147
519 => 0.0028132275486832
520 => 0.0028072704847723
521 => 0.0028941655927988
522 => 0.0030740358658621
523 => 0.0030387230273289
524 => 0.0030642401721744
525 => 0.0031897592695675
526 => 0.0032296580161379
527 => 0.0032013388308759
528 => 0.0031625737834379
529 => 0.0031642792487893
530 => 0.0032967511508626
531 => 0.0033050132609015
601 => 0.0033258889475123
602 => 0.0033527201042755
603 => 0.0032059082928938
604 => 0.0031573644256757
605 => 0.0031343616482766
606 => 0.0030635219970824
607 => 0.0031399164875626
608 => 0.0030954046894981
609 => 0.0031014108517965
610 => 0.0030974993307204
611 => 0.0030996352857238
612 => 0.0029862326428881
613 => 0.00302755060567
614 => 0.0029588514787944
615 => 0.0028668710597469
616 => 0.0028665627091298
617 => 0.0028890747863831
618 => 0.0028756837219352
619 => 0.0028396487118215
620 => 0.0028447673149277
621 => 0.0027999229656702
622 => 0.0028502122308607
623 => 0.0028516543470428
624 => 0.0028322902406696
625 => 0.002909767792277
626 => 0.0029415104083862
627 => 0.002928764538752
628 => 0.0029406161241947
629 => 0.0030401904351979
630 => 0.0030564253926231
701 => 0.0030636358882904
702 => 0.0030539747793039
703 => 0.0029424361598087
704 => 0.0029473833718822
705 => 0.002911084012214
706 => 0.0028804148784267
707 => 0.0028816414829398
708 => 0.0028974094044148
709 => 0.0029662688422724
710 => 0.0031111794697583
711 => 0.0031166787221431
712 => 0.003123343976458
713 => 0.0030962330374709
714 => 0.0030880561188557
715 => 0.0030988435851509
716 => 0.0031532643977958
717 => 0.0032932495030249
718 => 0.0032437694175461
719 => 0.0032035413378484
720 => 0.0032388322091557
721 => 0.0032333994561369
722 => 0.0031875415533292
723 => 0.0031862544747319
724 => 0.0030982384975854
725 => 0.0030657009948612
726 => 0.003038510222195
727 => 0.0030088186082766
728 => 0.0029912164242739
729 => 0.0030182613789517
730 => 0.003024446880073
731 => 0.0029653126140051
801 => 0.0029572528320487
802 => 0.0030055431502215
803 => 0.0029842923816381
804 => 0.0030061493241198
805 => 0.0030112203222609
806 => 0.0030104037747652
807 => 0.002988215531729
808 => 0.0030023576561773
809 => 0.0029689073158868
810 => 0.0029325350948994
811 => 0.002909331883979
812 => 0.0028890840049915
813 => 0.0029003187050674
814 => 0.0028602690506721
815 => 0.0028474563601908
816 => 0.0029975666226221
817 => 0.0031084546874374
818 => 0.0031068423310585
819 => 0.0030970275262663
820 => 0.0030824447172055
821 => 0.0031521975744823
822 => 0.0031278970737595
823 => 0.0031455777184101
824 => 0.003150078184528
825 => 0.0031636997400132
826 => 0.0031685682752869
827 => 0.0031538521802746
828 => 0.0031044631679937
829 => 0.0029813904451559
830 => 0.0029240997604464
831 => 0.0029051928802405
901 => 0.0029058801094267
902 => 0.0028869232605449
903 => 0.0028925069021269
904 => 0.0028849814978695
905 => 0.0028707302027967
906 => 0.0028994387277557
907 => 0.0029027471178189
908 => 0.0028960462050521
909 => 0.0028976245125852
910 => 0.0028421438168737
911 => 0.0028463618936709
912 => 0.0028228751060568
913 => 0.0028184716165166
914 => 0.0027590990626565
915 => 0.0026539119773042
916 => 0.0027121958333468
917 => 0.0026417971311977
918 => 0.0026151360759794
919 => 0.002741345364738
920 => 0.0027286774526474
921 => 0.0027069954937573
922 => 0.0026749233576427
923 => 0.0026630274903801
924 => 0.0025907519666665
925 => 0.0025864815431506
926 => 0.0026223032443063
927 => 0.0026057727617724
928 => 0.0025825577037115
929 => 0.0024984751166876
930 => 0.0024039384500849
1001 => 0.0024067919178134
1002 => 0.0024368622725425
1003 => 0.0025242958844572
1004 => 0.0024901340596653
1005 => 0.002465349263817
1006 => 0.0024607078165828
1007 => 0.0025188052462463
1008 => 0.0026010252810079
1009 => 0.0026396010817485
1010 => 0.0026013736347791
1011 => 0.0025574600020125
1012 => 0.0025601328213629
1013 => 0.0025779138910564
1014 => 0.0025797824300704
1015 => 0.0025511991695337
1016 => 0.0025592451899474
1017 => 0.0025470225491955
1018 => 0.0024720122254625
1019 => 0.0024706555265665
1020 => 0.0024522467834175
1021 => 0.0024516893739911
1022 => 0.0024203715096185
1023 => 0.0024159899239026
1024 => 0.0023538064033324
1025 => 0.0023947357848808
1026 => 0.0023672825046271
1027 => 0.0023259039357107
1028 => 0.002318770254833
1029 => 0.0023185558077717
1030 => 0.0023610423459701
1031 => 0.0023942393049451
1101 => 0.0023677600661909
1102 => 0.0023617312568051
1103 => 0.0024261031683943
1104 => 0.0024179112558816
1105 => 0.0024108171124777
1106 => 0.0025936633786923
1107 => 0.0024489262913114
1108 => 0.0023858126599092
1109 => 0.0023076975560954
1110 => 0.0023331322277877
1111 => 0.0023384916868264
1112 => 0.0021506389434601
1113 => 0.0020744271088719
1114 => 0.0020482740792237
1115 => 0.0020332226409116
1116 => 0.0020400817703545
1117 => 0.0019714821804685
1118 => 0.0020175822394044
1119 => 0.0019581807931421
1120 => 0.0019482219473672
1121 => 0.0020544390917112
1122 => 0.0020692185868352
1123 => 0.0020061646690073
1124 => 0.0020466554917548
1125 => 0.0020319729565621
1126 => 0.0019591990604458
1127 => 0.0019564196329027
1128 => 0.0019199042499577
1129 => 0.0018627647464202
1130 => 0.001836650460046
1201 => 0.0018230499129677
1202 => 0.0018286617637616
1203 => 0.0018258242402747
1204 => 0.0018073074801482
1205 => 0.0018268855992903
1206 => 0.0017768715951195
1207 => 0.0017569556156685
1208 => 0.0017479600297977
1209 => 0.0017035697223975
1210 => 0.0017742144419305
1211 => 0.0017881323416373
1212 => 0.0018020776639059
1213 => 0.0019234621733782
1214 => 0.0019173981463141
1215 => 0.0019722139976733
1216 => 0.0019700839544893
1217 => 0.0019544495857238
1218 => 0.0018884907556307
1219 => 0.0019147807697027
1220 => 0.0018338641927644
1221 => 0.001894492393999
1222 => 0.0018668242148497
1223 => 0.0018851377547969
1224 => 0.0018522083587065
1225 => 0.0018704328461244
1226 => 0.0017914327919778
1227 => 0.0017176636529764
1228 => 0.001747350507966
1229 => 0.0017796235144433
1230 => 0.0018495996154953
1231 => 0.001807922426999
]
'min_raw' => 0.0017035697223975
'max_raw' => 0.0050851971101827
'avg_raw' => 0.0033943834162901
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.0017035'
'max' => '$0.005085'
'avg' => '$0.003394'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0032271702776025
'max_diff' => 0.0001544571101827
'year' => 2026
]
1 => [
'items' => [
101 => 0.0018229111199712
102 => 0.0017727015075912
103 => 0.0016691047355844
104 => 0.0016696910820634
105 => 0.0016537549756685
106 => 0.0016399838530337
107 => 0.0018127095534496
108 => 0.0017912283822136
109 => 0.0017570009472353
110 => 0.001802815729098
111 => 0.0018149298846008
112 => 0.0018152747575775
113 => 0.0018487000397739
114 => 0.0018665391188739
115 => 0.0018696833338842
116 => 0.0019222787376212
117 => 0.0019399080232037
118 => 0.002012520555528
119 => 0.0018650255976469
120 => 0.0018619880360511
121 => 0.0018034604370332
122 => 0.0017663413084513
123 => 0.001806002015524
124 => 0.001841135987764
125 => 0.0018045521474863
126 => 0.0018093292246995
127 => 0.0017602184081362
128 => 0.0017777732141789
129 => 0.0017928937780306
130 => 0.0017845450914173
131 => 0.0017720467034763
201 => 0.0018382554027029
202 => 0.0018345196484185
203 => 0.0018961747112697
204 => 0.001944239241758
205 => 0.0020303794729557
206 => 0.0019404876511091
207 => 0.0019372116358334
208 => 0.001969235210643
209 => 0.0019399031205612
210 => 0.0019584399889835
211 => 0.002027392896874
212 => 0.0020288497631631
213 => 0.0020044453757536
214 => 0.0020029603665618
215 => 0.0020076474961186
216 => 0.0020351001603323
217 => 0.0020255073559209
218 => 0.0020366083920459
219 => 0.0020504904077053
220 => 0.0021079123103253
221 => 0.0021217565366461
222 => 0.002088122244095
223 => 0.0020911590441252
224 => 0.0020785788954291
225 => 0.0020664266294175
226 => 0.0020937431487157
227 => 0.0021436646246406
228 => 0.0021433540657298
301 => 0.0021549348778095
302 => 0.0021621496277946
303 => 0.0021311786393389
304 => 0.0021110176646891
305 => 0.002118748665246
306 => 0.0021311107034957
307 => 0.002114739822853
308 => 0.0020136911637963
309 => 0.0020443428719408
310 => 0.0020392409289136
311 => 0.0020319751416254
312 => 0.0020627956711873
313 => 0.0020598229559239
314 => 0.001970778592522
315 => 0.0019764789237633
316 => 0.0019711252485449
317 => 0.0019884240684344
318 => 0.0019389689275173
319 => 0.0019541809957779
320 => 0.0019637218623867
321 => 0.0019693415061157
322 => 0.0019896435126905
323 => 0.0019872613065438
324 => 0.0019894954314117
325 => 0.0020195979476311
326 => 0.0021718461447328
327 => 0.0021801326781844
328 => 0.0021393267568118
329 => 0.0021556279175389
330 => 0.0021243332536148
331 => 0.0021453415711631
401 => 0.0021597149284762
402 => 0.0020947644906158
403 => 0.0020909185472106
404 => 0.0020594947190763
405 => 0.0020763801043791
406 => 0.0020495142422602
407 => 0.0020561061850962
408 => 0.0020376745382515
409 => 0.0020708478328677
410 => 0.0021079407308575
411 => 0.0021173118617326
412 => 0.0020926604509256
413 => 0.0020748112048942
414 => 0.0020434738087702
415 => 0.0020955885969238
416 => 0.0021108285491493
417 => 0.0020955085479426
418 => 0.0020919585689144
419 => 0.0020852313650706
420 => 0.0020933857770114
421 => 0.0021107455490966
422 => 0.0021025590011659
423 => 0.0021079663603025
424 => 0.0020873590833182
425 => 0.0021311888920248
426 => 0.0022008011764688
427 => 0.0022010249913461
428 => 0.0021928383992868
429 => 0.0021894886221988
430 => 0.0021978885624555
501 => 0.0022024451854612
502 => 0.0022296090519659
503 => 0.0022587569629816
504 => 0.0023947775454619
505 => 0.0023565835101966
506 => 0.0024772690628738
507 => 0.0025727156659837
508 => 0.0026013359288823
509 => 0.002575006633703
510 => 0.0024849355371754
511 => 0.0024805162194729
512 => 0.0026151204647213
513 => 0.0025770886001736
514 => 0.002572564830902
515 => 0.0025244395688815
516 => 0.0025528875591653
517 => 0.0025466655663834
518 => 0.0025368438463869
519 => 0.0025911206301442
520 => 0.0026927219240159
521 => 0.0026768864095551
522 => 0.0026650659325985
523 => 0.0026132720434637
524 => 0.0026444635333068
525 => 0.0026333568412073
526 => 0.0026810782389477
527 => 0.0026528091400847
528 => 0.0025768004713943
529 => 0.0025889051024111
530 => 0.002587075511784
531 => 0.0026247283572425
601 => 0.002613425907637
602 => 0.0025848685271007
603 => 0.0026923746618389
604 => 0.0026853938114296
605 => 0.0026952910612655
606 => 0.0026996481367258
607 => 0.0027650852264704
608 => 0.0027918927083855
609 => 0.0027979784761112
610 => 0.0028234435105654
611 => 0.0027973448828559
612 => 0.0029017580017003
613 => 0.0029711866330574
614 => 0.0030518315611435
615 => 0.0031696754763904
616 => 0.0032139858786403
617 => 0.0032059816010809
618 => 0.0032953295126871
619 => 0.0034558857237509
620 => 0.0032384346018147
621 => 0.0034674111612261
622 => 0.0033949198261779
623 => 0.0032230441748422
624 => 0.003211977409177
625 => 0.0033283735957789
626 => 0.0035865291349441
627 => 0.0035218641003591
628 => 0.0035866349037751
629 => 0.0035110763210866
630 => 0.0035073242005983
701 => 0.0035829651920638
702 => 0.0037597044915986
703 => 0.0036757422753632
704 => 0.0035553618500097
705 => 0.0036442488827639
706 => 0.0035672467088856
707 => 0.0033937392595866
708 => 0.0035218146522258
709 => 0.0034361742845452
710 => 0.0034611686967267
711 => 0.0036411720115482
712 => 0.0036195135364792
713 => 0.0036475416087393
714 => 0.0035980727948226
715 => 0.0035518611221084
716 => 0.0034656036032636
717 => 0.0034400670043779
718 => 0.0034471244015993
719 => 0.0034400635070823
720 => 0.0033918032180362
721 => 0.0033813814132115
722 => 0.0033640112819141
723 => 0.0033693950119296
724 => 0.0033367340832792
725 => 0.0033983720037346
726 => 0.0034098125449226
727 => 0.0034546674832541
728 => 0.0034593244717522
729 => 0.0035842448365352
730 => 0.0035154407988141
731 => 0.0035616004875722
801 => 0.0035574715305379
802 => 0.0032267692413792
803 => 0.0032723370990143
804 => 0.003343226385513
805 => 0.0033112908580334
806 => 0.00326614149394
807 => 0.0032296809616788
808 => 0.0031744395270222
809 => 0.0032521907854835
810 => 0.0033544254224357
811 => 0.0034619173108581
812 => 0.0035910617716502
813 => 0.0035622382314086
814 => 0.0034595030449946
815 => 0.0034641116704091
816 => 0.0034926003792938
817 => 0.0034557049128159
818 => 0.0034448237194665
819 => 0.0034911054704197
820 => 0.0034914241874025
821 => 0.0034489714942536
822 => 0.0034017930945795
823 => 0.0034015954153622
824 => 0.0033932004748295
825 => 0.0035125697623579
826 => 0.0035782108009023
827 => 0.0035857364401856
828 => 0.0035777042654173
829 => 0.0035807955307
830 => 0.0035426004566726
831 => 0.0036299030695019
901 => 0.0037100205803676
902 => 0.0036885473759946
903 => 0.0036563559900437
904 => 0.0036307140005865
905 => 0.0036825069381927
906 => 0.0036802006802107
907 => 0.0037093208238032
908 => 0.0037079997658837
909 => 0.0036982077568576
910 => 0.0036885477256981
911 => 0.003726848657325
912 => 0.0037158186041106
913 => 0.003704771418177
914 => 0.0036826145955475
915 => 0.0036856260757287
916 => 0.0036534402480744
917 => 0.0036385496114782
918 => 0.0034146301647051
919 => 0.0033547915717483
920 => 0.0033736180112194
921 => 0.0033798161639215
922 => 0.0033537743315815
923 => 0.0033911116295593
924 => 0.0033852926512194
925 => 0.0034079308919513
926 => 0.0033937875019802
927 => 0.003394367951638
928 => 0.0034359606458544
929 => 0.0034480351819334
930 => 0.0034418939754302
1001 => 0.0034461950659568
1002 => 0.003545311881766
1003 => 0.0035312206401353
1004 => 0.0035237349488678
1005 => 0.0035258085365071
1006 => 0.0035511350080348
1007 => 0.0035582250372885
1008 => 0.0035281840851331
1009 => 0.0035423515718343
1010 => 0.0036026749320861
1011 => 0.0036237846941677
1012 => 0.0036911569214716
1013 => 0.0036625360018671
1014 => 0.0037150709384856
1015 => 0.0038765454231714
1016 => 0.0040055424147229
1017 => 0.003886911450266
1018 => 0.0041237979975824
1019 => 0.0043082481540253
1020 => 0.0043011686498032
1021 => 0.0042690054986184
1022 => 0.0040590138993694
1023 => 0.003865776498942
1024 => 0.0040274277896929
1025 => 0.0040278398720769
1026 => 0.00401395388284
1027 => 0.0039277091962769
1028 => 0.0040109527546938
1029 => 0.0040175603260647
1030 => 0.004013861843192
1031 => 0.0039477382442155
1101 => 0.0038467797302622
1102 => 0.0038665067822281
1103 => 0.0038988200957693
1104 => 0.0038376442519725
1105 => 0.0038180948631043
1106 => 0.0038544408964336
1107 => 0.0039715553888176
1108 => 0.0039494155724305
1109 => 0.0039488374123506
1110 => 0.004043560935598
1111 => 0.0039757593355686
1112 => 0.0038667556035282
1113 => 0.0038392307236054
1114 => 0.0037415359428603
1115 => 0.0038090140758978
1116 => 0.0038114424937768
1117 => 0.003774485409922
1118 => 0.0038697544672009
1119 => 0.0038688765460663
1120 => 0.0039593203370247
1121 => 0.0041322148962006
1122 => 0.0040810814674278
1123 => 0.0040216188530661
1124 => 0.0040280840879667
1125 => 0.0040989917572664
1126 => 0.0040561193617432
1127 => 0.0040715365740903
1128 => 0.0040989684214691
1129 => 0.0041155187360871
1130 => 0.004025702752388
1201 => 0.0040047623501927
1202 => 0.0039619256363834
1203 => 0.0039507503373357
1204 => 0.003985639946916
1205 => 0.0039764477674597
1206 => 0.0038112383946574
1207 => 0.0037939730959833
1208 => 0.0037945025980444
1209 => 0.0037510881836082
1210 => 0.0036848707809395
1211 => 0.003858886161517
1212 => 0.003844910291113
1213 => 0.0038294820118333
1214 => 0.0038313718880126
1215 => 0.0039069060667928
1216 => 0.0038630924285328
1217 => 0.0039795781667611
1218 => 0.0039556322008632
1219 => 0.0039310721112964
1220 => 0.0039276771587996
1221 => 0.0039182236196848
1222 => 0.003885803916553
1223 => 0.0038466551768992
1224 => 0.0038208057879741
1225 => 0.0035244913723763
1226 => 0.0035794856043296
1227 => 0.0036427514553098
1228 => 0.0036645905735463
1229 => 0.0036272332505819
1230 => 0.0038872790113592
1231 => 0.0039347918777165
]
'min_raw' => 0.0016399838530337
'max_raw' => 0.0043082481540253
'avg_raw' => 0.0029741160035295
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.001639'
'max' => '$0.0043082'
'avg' => '$0.002974'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -6.3585869363849E-5
'max_diff' => -0.00077694895615743
'year' => 2027
]
2 => [
'items' => [
101 => 0.0037908723063326
102 => 0.0037639508307241
103 => 0.0038890439788181
104 => 0.003813597518502
105 => 0.0038475710549627
106 => 0.0037741388516655
107 => 0.0039233474195501
108 => 0.0039222107002556
109 => 0.0038641651973201
110 => 0.0039132248589227
111 => 0.0039046995354203
112 => 0.0038391663055659
113 => 0.003925424939826
114 => 0.0039254677230324
115 => 0.0038696001884751
116 => 0.0038043591390881
117 => 0.0037926955803825
118 => 0.0037839086556765
119 => 0.0038454100101333
120 => 0.0039005519322295
121 => 0.0040031573784088
122 => 0.0040289548254236
123 => 0.0041296439785554
124 => 0.0040696884903313
125 => 0.0040962659817075
126 => 0.0041251196082121
127 => 0.0041389530978153
128 => 0.0041164121688528
129 => 0.0042728238689754
130 => 0.0042860298087965
131 => 0.0042904576461875
201 => 0.0042377165009467
202 => 0.0042845629821393
203 => 0.0042626450649816
204 => 0.0043196693964531
205 => 0.004328611539751
206 => 0.0043210378625036
207 => 0.0043238762399285
208 => 0.0041904064467885
209 => 0.0041834853339049
210 => 0.0040891154686379
211 => 0.004127571886281
212 => 0.0040556794567612
213 => 0.004078477286736
214 => 0.0040885263529632
215 => 0.0040832772910456
216 => 0.004129746154435
217 => 0.0040902381275924
218 => 0.0039859699490339
219 => 0.0038816733626797
220 => 0.0038803640039962
221 => 0.0038529045537968
222 => 0.0038330564007519
223 => 0.0038368798591794
224 => 0.0038503542253795
225 => 0.0038322732460933
226 => 0.0038361317397529
227 => 0.0039002084435116
228 => 0.0039130585694763
229 => 0.00386938882058
301 => 0.0036940484772468
302 => 0.0036510195171848
303 => 0.003681947880376
304 => 0.0036671661148123
305 => 0.0029596892652338
306 => 0.0031259004568899
307 => 0.0030271434108066
308 => 0.003072655201235
309 => 0.0029718498301971
310 => 0.0030199594369185
311 => 0.0030110753492386
312 => 0.0032783380268748
313 => 0.0032741650877713
314 => 0.0032761624528931
315 => 0.0031808230115215
316 => 0.0033327013303744
317 => 0.003407522051609
318 => 0.0033936747273975
319 => 0.0033971598005727
320 => 0.0033372746968237
321 => 0.0032767422715997
322 => 0.0032096024961529
323 => 0.0033343399002061
324 => 0.0033204712302139
325 => 0.0033522809693861
326 => 0.0034331820923284
327 => 0.0034450950899951
328 => 0.0034611062796689
329 => 0.0034553674079249
330 => 0.0035920906156325
331 => 0.0035755325330503
401 => 0.0036154327479879
402 => 0.0035333549786248
403 => 0.0034404761916971
404 => 0.0034581294126557
405 => 0.0034564292655192
406 => 0.0034347844411328
407 => 0.0034152444614823
408 => 0.0033827159007192
409 => 0.0034856410802946
410 => 0.0034814625059673
411 => 0.0035491087672652
412 => 0.0035371516335001
413 => 0.0034572989678096
414 => 0.0034601509213865
415 => 0.0034793316797936
416 => 0.0035457165036424
417 => 0.0035654240391843
418 => 0.0035562947235118
419 => 0.0035779031365502
420 => 0.0035949815451698
421 => 0.003580047921729
422 => 0.0037914765374257
423 => 0.0037036766354368
424 => 0.0037464696967584
425 => 0.0037566755897322
426 => 0.0037305334094865
427 => 0.0037362027123005
428 => 0.0037447901612712
429 => 0.0037969314698261
430 => 0.0039337653506836
501 => 0.0039943681450556
502 => 0.004176694642013
503 => 0.0039893359266146
504 => 0.0039782188358103
505 => 0.0040110613436451
506 => 0.0041181062985789
507 => 0.0042048561803313
508 => 0.0042336361208294
509 => 0.0042374398650712
510 => 0.0042914329466998
511 => 0.004322380774178
512 => 0.0042848767664311
513 => 0.0042530960466989
514 => 0.0041392614533863
515 => 0.0041524381175235
516 => 0.00424321226676
517 => 0.0043714360991272
518 => 0.0044814654867143
519 => 0.0044429370300926
520 => 0.0047368819572645
521 => 0.0047660253961362
522 => 0.0047619987152044
523 => 0.0048283918060794
524 => 0.0046966150414103
525 => 0.0046402779214597
526 => 0.0042599673990315
527 => 0.0043668191431692
528 => 0.0045221344284562
529 => 0.0045015778680461
530 => 0.0043887837562811
531 => 0.004481379922266
601 => 0.0044507647340416
602 => 0.0044266172648637
603 => 0.004537241502385
604 => 0.0044156056090371
605 => 0.0045209210173735
606 => 0.0043858529168336
607 => 0.0044431130248371
608 => 0.0044106094181745
609 => 0.0044316432351774
610 => 0.0043086799707701
611 => 0.0043750279634798
612 => 0.0043059196761414
613 => 0.0043058869098151
614 => 0.0043043613405417
615 => 0.0043856669341222
616 => 0.0043883183066099
617 => 0.004328233350108
618 => 0.0043195741691727
619 => 0.0043515916995511
620 => 0.0043141075568824
621 => 0.0043316461513147
622 => 0.0043146387830409
623 => 0.0043108100662125
624 => 0.0042803021991213
625 => 0.0042671585711471
626 => 0.0042723125263453
627 => 0.0042547194202077
628 => 0.0042441189373893
629 => 0.0043022526376989
630 => 0.0042711941467303
701 => 0.0042974924785165
702 => 0.004267522210332
703 => 0.0041636322033804
704 => 0.0041038839617657
705 => 0.0039076453692428
706 => 0.0039632983906491
707 => 0.0040001964014187
708 => 0.0039880016090794
709 => 0.0040142007417823
710 => 0.0040158091557497
711 => 0.0040072915506394
712 => 0.0039974292550946
713 => 0.0039926288350425
714 => 0.0040284072332004
715 => 0.0040491777975765
716 => 0.0040038996104311
717 => 0.0039932915646921
718 => 0.0040390703117733
719 => 0.0040669953210474
720 => 0.0042731778998197
721 => 0.0042579032284233
722 => 0.0042962396561254
723 => 0.0042919235626866
724 => 0.0043321062463903
725 => 0.0043977879517766
726 => 0.0042642386798325
727 => 0.0042874182156556
728 => 0.0042817351287655
729 => 0.004343781581247
730 => 0.004343975283499
731 => 0.0043067753357862
801 => 0.0043269420309416
802 => 0.0043156855349502
803 => 0.0043360275446133
804 => 0.0042576992258743
805 => 0.0043530946630789
806 => 0.0044071777288277
807 => 0.0044079286722481
808 => 0.0044335636161833
809 => 0.0044596102038973
810 => 0.0045096043608346
811 => 0.0044582158939947
812 => 0.0043657730447161
813 => 0.0043724471198454
814 => 0.0043182479111369
815 => 0.0043191590096272
816 => 0.004314295494482
817 => 0.004328891269541
818 => 0.0042609021777081
819 => 0.0042768590816666
820 => 0.0042545193226812
821 => 0.0042873696533825
822 => 0.0042520281279021
823 => 0.0042817323882089
824 => 0.0042945517622455
825 => 0.0043418555284219
826 => 0.0042450413231763
827 => 0.0040476306049349
828 => 0.0040891287312829
829 => 0.0040277497428068
830 => 0.0040334306018766
831 => 0.0040449068412995
901 => 0.0040077085945379
902 => 0.0040148048477686
903 => 0.0040145513196676
904 => 0.0040123665514604
905 => 0.0040026898508133
906 => 0.0039886567203981
907 => 0.0040445603928026
908 => 0.0040540595160986
909 => 0.0040751748904934
910 => 0.0041379999219969
911 => 0.0041317222198334
912 => 0.0041419614125214
913 => 0.0041196093123741
914 => 0.004034467451695
915 => 0.0040390910643597
916 => 0.0039814345403423
917 => 0.0040737004835447
918 => 0.0040518506903434
919 => 0.0040377639865252
920 => 0.004033920298876
921 => 0.0040969010614809
922 => 0.0041157458927548
923 => 0.0041040030585345
924 => 0.0040799181629555
925 => 0.0041261682825274
926 => 0.0041385428633889
927 => 0.0041413130756868
928 => 0.0042232594199874
929 => 0.0041458929660229
930 => 0.0041645158404486
1001 => 0.0043098061905838
1002 => 0.004178047891709
1003 => 0.0042478432011837
1004 => 0.0042444270839821
1005 => 0.0042801320025649
1006 => 0.0042414982385099
1007 => 0.0042419771503175
1008 => 0.0042736806991583
1009 => 0.0042291587825765
1010 => 0.0042181345299178
1011 => 0.0042029046038269
1012 => 0.0042361585902706
1013 => 0.0042560928511952
1014 => 0.004416748354146
1015 => 0.0045205391358332
1016 => 0.0045160333042715
1017 => 0.0045572081701827
1018 => 0.0045386585159711
1019 => 0.0044787567893705
1020 => 0.0045810017324404
1021 => 0.004548647154343
1022 => 0.0045513144264505
1023 => 0.0045512151504495
1024 => 0.0045727281163979
1025 => 0.0045574842083891
1026 => 0.0045274369009485
1027 => 0.0045473837058767
1028 => 0.0046066185854001
1029 => 0.0047904854689887
1030 => 0.0048933798129571
1031 => 0.0047842911002839
1101 => 0.0048595390335298
1102 => 0.0048144170871623
1103 => 0.0048062170872457
1104 => 0.0048534783501028
1105 => 0.0049008223375441
1106 => 0.0048978067302178
1107 => 0.004863437426476
1108 => 0.0048440230788811
1109 => 0.0049910350231534
1110 => 0.00509935091941
1111 => 0.0050919645014443
1112 => 0.0051245657481532
1113 => 0.0052202840168091
1114 => 0.0052290352957146
1115 => 0.0052279328357183
1116 => 0.0052062418778495
1117 => 0.0053004889439291
1118 => 0.0053791115045721
1119 => 0.0052012210478149
1120 => 0.005268959404991
1121 => 0.0052993693359209
1122 => 0.0053440201367459
1123 => 0.0054193535220808
1124 => 0.0055011855597482
1125 => 0.005512757507117
1126 => 0.0055045466566901
1127 => 0.0054505762280853
1128 => 0.0055401178201601
1129 => 0.0055925691847889
1130 => 0.0056238027720971
1201 => 0.0057030059527375
1202 => 0.0052995571373015
1203 => 0.0050139760130287
1204 => 0.0049693783966321
1205 => 0.0050600694032893
1206 => 0.0050839838984976
1207 => 0.0050743439954653
1208 => 0.0047528964761964
1209 => 0.0049676860419683
1210 => 0.0051987815547191
1211 => 0.00520765887453
1212 => 0.0053233501201923
1213 => 0.0053610239321244
1214 => 0.0054541705488808
1215 => 0.0054483442026416
1216 => 0.0054710239215354
1217 => 0.0054658102469197
1218 => 0.0056383447401267
1219 => 0.0058286759077543
1220 => 0.0058220853446354
1221 => 0.0057947229873928
1222 => 0.0058353607538733
1223 => 0.0060318029159924
1224 => 0.0060137176696259
1225 => 0.0060312859459733
1226 => 0.0062629023261068
1227 => 0.0065640365673263
1228 => 0.0064241294788964
1229 => 0.0067276876036091
1230 => 0.0069187613521911
1231 => 0.0072492036429691
]
'min_raw' => 0.0029596892652338
'max_raw' => 0.0072492036429691
'avg_raw' => 0.0051044464541015
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.002959'
'max' => '$0.007249'
'avg' => '$0.0051044'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0013197054122002
'max_diff' => 0.0029409554889439
'year' => 2028
]
3 => [
'items' => [
101 => 0.0072078306407011
102 => 0.0073364693996035
103 => 0.0071337643318353
104 => 0.0066683125227861
105 => 0.0065946529923261
106 => 0.0067421212376634
107 => 0.0071046575290841
108 => 0.0067307036796895
109 => 0.0068063540563835
110 => 0.0067845667428063
111 => 0.0067834057894559
112 => 0.0068277146569023
113 => 0.0067634423336762
114 => 0.0065015853264826
115 => 0.0066215928497464
116 => 0.0065752521817797
117 => 0.0066266706078144
118 => 0.006904154646552
119 => 0.0067814723386328
120 => 0.0066522364931414
121 => 0.0068143269231176
122 => 0.0070207237407921
123 => 0.0070078077988728
124 => 0.0069827454731044
125 => 0.0071240204912402
126 => 0.007357365431504
127 => 0.0074204376312014
128 => 0.0074669962395637
129 => 0.0074734158850427
130 => 0.007539542223264
131 => 0.0071839642366649
201 => 0.0077482756332881
202 => 0.0078457166226972
203 => 0.0078274017552035
204 => 0.0079357033139881
205 => 0.0079038382480483
206 => 0.0078576707669772
207 => 0.0080293517740529
208 => 0.0078325333533835
209 => 0.0075531743839934
210 => 0.0073999125282921
211 => 0.0076017401031608
212 => 0.0077249891603214
213 => 0.0078064489469924
214 => 0.0078310986292196
215 => 0.0072115667435638
216 => 0.006877673418009
217 => 0.0070916952115949
218 => 0.0073528165707649
219 => 0.0071825136943303
220 => 0.0071891892446606
221 => 0.0069463820976736
222 => 0.0073742996155753
223 => 0.0073119556325699
224 => 0.0076353963266868
225 => 0.0075582046092621
226 => 0.007821957939419
227 => 0.0077525028482521
228 => 0.0080408070485044
301 => 0.0081558193995096
302 => 0.0083489430370906
303 => 0.0084910055710497
304 => 0.0085744274082138
305 => 0.0085694190740179
306 => 0.0088999779534561
307 => 0.008705058931099
308 => 0.0084601947001321
309 => 0.0084557658787307
310 => 0.0085825845337014
311 => 0.0088483616435212
312 => 0.0089172737811977
313 => 0.0089557862649922
314 => 0.0088968030554318
315 => 0.0086852324266353
316 => 0.0085938773018084
317 => 0.0086717145149737
318 => 0.0085765262919005
319 => 0.008740847870023
320 => 0.0089664964939804
321 => 0.0089199009454446
322 => 0.0090756628782048
323 => 0.0092368600919784
324 => 0.0094673793474946
325 => 0.0095276456169898
326 => 0.0096272634687445
327 => 0.0097298029609597
328 => 0.0097627358823424
329 => 0.0098256150477473
330 => 0.0098252836435076
331 => 0.010014774240711
401 => 0.010223788237463
402 => 0.010302686182551
403 => 0.010484107656824
404 => 0.010173429739898
405 => 0.010409082508697
406 => 0.010621647204924
407 => 0.010368218811068
408 => 0.010717510810756
409 => 0.010731073027592
410 => 0.010935846399998
411 => 0.010728269357233
412 => 0.010605010771848
413 => 0.010960853689414
414 => 0.011133034868278
415 => 0.011081172495947
416 => 0.010686497281751
417 => 0.010456779378672
418 => 0.0098555633170408
419 => 0.010567729712644
420 => 0.010914605189764
421 => 0.010685598958064
422 => 0.010801096380836
423 => 0.011431212869317
424 => 0.01167112043111
425 => 0.011621221335337
426 => 0.011629653461114
427 => 0.011759103226827
428 => 0.012333154777286
429 => 0.01198916978184
430 => 0.012252133421986
501 => 0.012391608388534
502 => 0.012521160510488
503 => 0.012203021444338
504 => 0.011789127193668
505 => 0.011658029510382
506 => 0.010662828801541
507 => 0.010611024282708
508 => 0.01058194483645
509 => 0.01039860304116
510 => 0.010254546611606
511 => 0.010139987590352
512 => 0.0098393505083639
513 => 0.0099408066982409
514 => 0.0094616539373867
515 => 0.00976819889365
516 => 0.0090034595177788
517 => 0.0096403571943576
518 => 0.0092937227451797
519 => 0.009526478455099
520 => 0.009525666392354
521 => 0.0090970893351274
522 => 0.0088498950326941
523 => 0.0090074168631508
524 => 0.0091762927694988
525 => 0.009203692317137
526 => 0.0094226443378294
527 => 0.0094837491404467
528 => 0.0092985987358058
529 => 0.0089876119940095
530 => 0.0090598471212764
531 => 0.0088484311901456
601 => 0.0084779329028353
602 => 0.0087440312410611
603 => 0.0088348889132494
604 => 0.0088750168373351
605 => 0.0085106743237812
606 => 0.0083961899957618
607 => 0.0083352395001408
608 => 0.008940579950727
609 => 0.0089737418670889
610 => 0.0088040808143589
611 => 0.0095709648606197
612 => 0.0093973953822453
613 => 0.0095913150151442
614 => 0.0090532925406097
615 => 0.0090738457236802
616 => 0.008819137262043
617 => 0.0089617569809343
618 => 0.00886095796047
619 => 0.0089502347170434
620 => 0.0090037468368316
621 => 0.0092584135033167
622 => 0.0096432650786122
623 => 0.0092203747957287
624 => 0.009036115443576
625 => 0.0091504289093376
626 => 0.0094548607327132
627 => 0.0099160905287054
628 => 0.0096430332063633
629 => 0.0097642114092047
630 => 0.0097906834556825
701 => 0.009589341095319
702 => 0.0099235143087238
703 => 0.010102600448606
704 => 0.01028630577147
705 => 0.010445811956006
706 => 0.010212929825751
707 => 0.010462147087466
708 => 0.010261321967293
709 => 0.010081161073578
710 => 0.010081434303286
711 => 0.0099684167429285
712 => 0.009749430978606
713 => 0.0097090466438205
714 => 0.0099191310533538
715 => 0.010087598854732
716 => 0.01010147466976
717 => 0.010194747100791
718 => 0.010249944764693
719 => 0.010790956908515
720 => 0.011008556468247
721 => 0.01127463309094
722 => 0.011378284930735
723 => 0.011690239807278
724 => 0.011438310908733
725 => 0.011383804506826
726 => 0.010627104015996
727 => 0.010751013678978
728 => 0.010949405004917
729 => 0.010630375415888
730 => 0.010832726259638
731 => 0.010872674602571
801 => 0.010619534912531
802 => 0.010754747758502
803 => 0.010395662527419
804 => 0.0096510921553831
805 => 0.0099243432283946
806 => 0.010125547993448
807 => 0.0098384039853483
808 => 0.010353098505859
809 => 0.010052424592428
810 => 0.0099571253967637
811 => 0.0095853292578605
812 => 0.009760802723677
813 => 0.0099981330987318
814 => 0.0098514905195655
815 => 0.01015579588983
816 => 0.010586773449402
817 => 0.01089391372351
818 => 0.01091749213998
819 => 0.010720021520529
820 => 0.011036469448441
821 => 0.011038774426121
822 => 0.010681819870709
823 => 0.010463187193051
824 => 0.010413513388679
825 => 0.010537608291121
826 => 0.010688282411869
827 => 0.010925853505043
828 => 0.011069412741068
829 => 0.011443739090687
830 => 0.011545021068116
831 => 0.011656299254534
901 => 0.011805001228509
902 => 0.011983556074671
903 => 0.011592888236402
904 => 0.011608410197913
905 => 0.011244625716081
906 => 0.010855869825273
907 => 0.011150887087291
908 => 0.011536582912877
909 => 0.011448103864332
910 => 0.011438148163907
911 => 0.01145489089054
912 => 0.011388180577392
913 => 0.011086452303424
914 => 0.010934926253157
915 => 0.01113043351642
916 => 0.011234336925818
917 => 0.011395482052464
918 => 0.011375617514244
919 => 0.01179071005476
920 => 0.011952002464258
921 => 0.011910736963817
922 => 0.011918330809008
923 => 0.012210343012074
924 => 0.012535120638774
925 => 0.012839317744361
926 => 0.013148760105733
927 => 0.012775715261358
928 => 0.012586306095591
929 => 0.0127817280065
930 => 0.012678034389809
1001 => 0.013273888668838
1002 => 0.013315144326311
1003 => 0.013910955518294
1004 => 0.014476451287362
1005 => 0.014121273526719
1006 => 0.014456190157447
1007 => 0.014818429799734
1008 => 0.015517248840968
1009 => 0.015281911172631
1010 => 0.015101646206896
1011 => 0.01493129668531
1012 => 0.015285766997505
1013 => 0.015741787391342
1014 => 0.015840009816465
1015 => 0.015999167669019
1016 => 0.015831832647955
1017 => 0.016033369249479
1018 => 0.01674488201253
1019 => 0.016552624983257
1020 => 0.016279589094829
1021 => 0.016841260086845
1022 => 0.017044526635415
1023 => 0.018471157724798
1024 => 0.020272338406334
1025 => 0.019526637776988
1026 => 0.019063757332744
1027 => 0.019172545216812
1028 => 0.019830275427895
1029 => 0.020041517496382
1030 => 0.019467288734728
1031 => 0.019670116041046
1101 => 0.020787714440398
1102 => 0.021387270124801
1103 => 0.02057299297431
1104 => 0.018326434610807
1105 => 0.016255005200426
1106 => 0.016804441557741
1107 => 0.016742152525817
1108 => 0.017942872582681
1109 => 0.016548039716692
1110 => 0.016571525124907
1111 => 0.017797074800963
1112 => 0.017470119158632
1113 => 0.01694049289137
1114 => 0.016258872058297
1115 => 0.014998832906065
1116 => 0.013882781090143
1117 => 0.01607161571255
1118 => 0.015977229183494
1119 => 0.015840543502122
1120 => 0.016144722695081
1121 => 0.017621730513321
1122 => 0.017587680702502
1123 => 0.017371073178443
1124 => 0.017535368076351
1125 => 0.016911691201413
1126 => 0.017072426932943
1127 => 0.016254677075425
1128 => 0.016624334163273
1129 => 0.016939356551268
1130 => 0.017002601959644
1201 => 0.017145097094106
1202 => 0.015927491771639
1203 => 0.016474160814412
1204 => 0.016795277661079
1205 => 0.015344460065507
1206 => 0.016766599661949
1207 => 0.015906295971902
1208 => 0.015614295978173
1209 => 0.016007435501656
1210 => 0.015854228647014
1211 => 0.015722510390001
1212 => 0.015649009339381
1213 => 0.015937687616201
1214 => 0.015924220429542
1215 => 0.015451886738625
1216 => 0.014835746693608
1217 => 0.015042543516824
1218 => 0.014967412292219
1219 => 0.014695127042131
1220 => 0.014878614424844
1221 => 0.014070628852216
1222 => 0.012680531669945
1223 => 0.013598872448381
1224 => 0.013563517327374
1225 => 0.013545689672135
1226 => 0.014235797386055
1227 => 0.014169459452856
1228 => 0.014049055454515
1229 => 0.014692915728279
1230 => 0.014457898067213
1231 => 0.015182167121495
]
'min_raw' => 0.0065015853264826
'max_raw' => 0.021387270124801
'avg_raw' => 0.013944427725642
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.0065015'
'max' => '$0.021387'
'avg' => '$0.013944'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.0035418960612488
'max_diff' => 0.014138066481832
'year' => 2029
]
4 => [
'items' => [
101 => 0.015659217563431
102 => 0.015538222140391
103 => 0.015986890386817
104 => 0.01504730769796
105 => 0.015359399377683
106 => 0.015423721040334
107 => 0.014684970592445
108 => 0.014180313159142
109 => 0.014146658261857
110 => 0.013271651818587
111 => 0.013739073197777
112 => 0.014150384668252
113 => 0.013953398392954
114 => 0.013891038422992
115 => 0.0142096219853
116 => 0.014234378656575
117 => 0.01366992392791
118 => 0.013787291939956
119 => 0.014276736060996
120 => 0.01377495920389
121 => 0.012800088735318
122 => 0.012558307380473
123 => 0.012526049290822
124 => 0.011870319080562
125 => 0.012574464366726
126 => 0.012267086079395
127 => 0.013238090406117
128 => 0.012683457942294
129 => 0.012659548845308
130 => 0.012623406738513
131 => 0.012058992658668
201 => 0.012182563471768
202 => 0.012593331674879
203 => 0.012739898397383
204 => 0.01272461028744
205 => 0.012591318686589
206 => 0.012652338898896
207 => 0.012455771534206
208 => 0.012386359506539
209 => 0.012167276053937
210 => 0.011845283901961
211 => 0.011890058885586
212 => 0.011252108178693
213 => 0.01090451877497
214 => 0.010808310609175
215 => 0.010679657029057
216 => 0.010822842373383
217 => 0.011250300944494
218 => 0.010734695217339
219 => 0.0098507253636691
220 => 0.009903853458086
221 => 0.010023216512368
222 => 0.0098007842503791
223 => 0.0095902707817312
224 => 0.009773295163223
225 => 0.0093987454830541
226 => 0.010068479051784
227 => 0.010050364635657
228 => 0.010299999894033
301 => 0.010456101944127
302 => 0.010096337257299
303 => 0.010005857411469
304 => 0.010057398843734
305 => 0.0092055337783606
306 => 0.010230384344198
307 => 0.010239247294449
308 => 0.010163357333545
309 => 0.010709058621142
310 => 0.011860658546472
311 => 0.011427380331563
312 => 0.011259601910847
313 => 0.010940655010421
314 => 0.011365632818046
315 => 0.011333001153107
316 => 0.011185428389061
317 => 0.011096175920911
318 => 0.011260626330107
319 => 0.011075798695319
320 => 0.011042598573388
321 => 0.010841441956571
322 => 0.01076963819641
323 => 0.010716477550977
324 => 0.010657952903812
325 => 0.010787043692024
326 => 0.010494506982629
327 => 0.010141736388826
328 => 0.010112407330982
329 => 0.010193387438326
330 => 0.010157559769086
331 => 0.010112235801885
401 => 0.010025700005251
402 => 0.010000026682934
403 => 0.010083452525538
404 => 0.009989269613267
405 => 0.010128241630732
406 => 0.010090448931654
407 => 0.0098793419867583
408 => 0.0096162245716169
409 => 0.0096138822747147
410 => 0.0095571940592215
411 => 0.0094849930936607
412 => 0.009464908436776
413 => 0.0097578813603102
414 => 0.010364326544084
415 => 0.010245266843506
416 => 0.010331299678903
417 => 0.010754496079227
418 => 0.010889017488931
419 => 0.010793537378638
420 => 0.010662838314711
421 => 0.010668588410215
422 => 0.011115226676948
423 => 0.011143082957787
424 => 0.011213466792689
425 => 0.011303929911007
426 => 0.010808943638861
427 => 0.01064527460131
428 => 0.010567719131307
429 => 0.010328878301439
430 => 0.010586447659786
501 => 0.010436373024897
502 => 0.010456623220423
503 => 0.010443435254021
504 => 0.010450636775443
505 => 0.010068291847603
506 => 0.01020759824385
507 => 0.0099759743411688
508 => 0.0096658559364824
509 => 0.0096648163108484
510 => 0.0097407173510509
511 => 0.0096955684423305
512 => 0.0095740738898482
513 => 0.0095913316175902
514 => 0.0094401357631359
515 => 0.0096096895318103
516 => 0.0096145517272033
517 => 0.0095492642906075
518 => 0.0098104852651616
519 => 0.0099175077115724
520 => 0.0098745341222126
521 => 0.0099144925699841
522 => 0.010250214311588
523 => 0.010304951604035
524 => 0.010329262293598
525 => 0.010296689190133
526 => 0.0099206289471275
527 => 0.0099373088180365
528 => 0.009814922992575
529 => 0.0097115198667605
530 => 0.0097156554495152
531 => 0.0097688180976492
601 => 0.010000982499999
602 => 0.010489558797904
603 => 0.010508099911265
604 => 0.010530572281541
605 => 0.010439165857921
606 => 0.010411596805915
607 => 0.010447967501686
608 => 0.010631451071058
609 => 0.011103420626786
610 => 0.010936595064005
611 => 0.01080096328467
612 => 0.010919948921212
613 => 0.010901632015107
614 => 0.010747018894094
615 => 0.010742679418742
616 => 0.010445927406714
617 => 0.010336224944583
618 => 0.01024454935614
619 => 0.010144442006812
620 => 0.010085095014501
621 => 0.010176278967416
622 => 0.010197133816304
623 => 0.0099977585096336
624 => 0.0099705843920515
625 => 0.010133398571293
626 => 0.010061750121333
627 => 0.010135442328913
628 => 0.010152539553192
629 => 0.010149786506301
630 => 0.01007497729577
701 => 0.01012265845572
702 => 0.010009878298002
703 => 0.0098872468155156
704 => 0.0098090155699007
705 => 0.0097407484322328
706 => 0.0097786270079203
707 => 0.0096435968019492
708 => 0.0096003979214379
709 => 0.010106505151589
710 => 0.010480372004071
711 => 0.010474935831968
712 => 0.010441844532364
713 => 0.010392677573476
714 => 0.010627854201774
715 => 0.01054592336698
716 => 0.010605534894843
717 => 0.010620708530572
718 => 0.010666634555917
719 => 0.010683049162502
720 => 0.010633432820723
721 => 0.010466914317587
722 => 0.010051966039877
723 => 0.0098588064964709
724 => 0.0097950606298204
725 => 0.0097973776710025
726 => 0.0097334633314725
727 => 0.0097522889689039
728 => 0.0097269165430429
729 => 0.0096788673067115
730 => 0.009775660102976
731 => 0.0097868145710582
801 => 0.0097642219758223
802 => 0.0097695433498643
803 => 0.0095824863107344
804 => 0.0095967078511529
805 => 0.0095175205069166
806 => 0.00950267383449
807 => 0.0093024951238916
808 => 0.0089478495216984
809 => 0.009144357611595
810 => 0.0089070034722188
811 => 0.0088171138631349
812 => 0.0092426372918356
813 => 0.0091999265417768
814 => 0.0091268243035928
815 => 0.0090186908574773
816 => 0.0089785831104586
817 => 0.0087349011361422
818 => 0.0087205031051069
819 => 0.0088412784715448
820 => 0.0087855447955603
821 => 0.0087072736064844
822 => 0.0084237832938746
823 => 0.0081050463220843
824 => 0.0081146669877535
825 => 0.0082160512881678
826 => 0.008510839815158
827 => 0.0083956608377697
828 => 0.0083120971681479
829 => 0.0082964482047424
830 => 0.0084923277450859
831 => 0.0087695383327043
901 => 0.0088995993381776
902 => 0.0087707128317651
903 => 0.0086226549529407
904 => 0.0086316665499906
905 => 0.0086916166678969
906 => 0.0086979165776398
907 => 0.008601546119121
908 => 0.0086286738387008
909 => 0.0085874643520483
910 => 0.0083345618085289
911 => 0.0083299876034793
912 => 0.0082679212406952
913 => 0.0082660418958968
914 => 0.0081604515296213
915 => 0.0081456787074676
916 => 0.0079360226263505
917 => 0.0080740188938389
918 => 0.0079814582427369
919 => 0.0078419475086759
920 => 0.007817895805539
921 => 0.0078171727822994
922 => 0.0079604191121507
923 => 0.0080723449770725
924 => 0.0079830683748914
925 => 0.007962741823129
926 => 0.0081797762173555
927 => 0.0081521566123778
928 => 0.0081282382125944
929 => 0.0087447171650554
930 => 0.00825672596973
1001 => 0.0080439339550045
1002 => 0.007780563428674
1003 => 0.0078663182000767
1004 => 0.0078843879904109
1005 => 0.0072510293506917
1006 => 0.0069940758294374
1007 => 0.0069058990640321
1008 => 0.0068551520889049
1009 => 0.0068782781227108
1010 => 0.00664698981594
1011 => 0.0068024193832455
1012 => 0.0066021432598958
1013 => 0.0065685663160614
1014 => 0.0069266848340614
1015 => 0.0069765149337431
1016 => 0.0067639242475026
1017 => 0.0069004418833748
1018 => 0.0068509386908704
1019 => 0.0066055764192033
1020 => 0.0065962053851884
1021 => 0.0064730912221667
1022 => 0.0062804413966373
1023 => 0.0061923952568854
1024 => 0.006146540062851
1025 => 0.0061654608096095
1026 => 0.006155893901064
1027 => 0.0060934633514983
1028 => 0.0061594723470866
1029 => 0.0059908466401587
1030 => 0.0059236985249504
1031 => 0.0058933692791352
1101 => 0.0057437042585032
1102 => 0.0059818878626655
1103 => 0.0060288130332435
1104 => 0.0060758306609034
1105 => 0.0064850870093853
1106 => 0.0064646417187615
1107 => 0.0066494571887396
1108 => 0.0066422755994301
1109 => 0.0065895632335802
1110 => 0.006367178432823
1111 => 0.0064558170507769
1112 => 0.0061830011622144
1113 => 0.0063874133756026
1114 => 0.0062941281778704
1115 => 0.0063558735564129
1116 => 0.0062448497984371
1117 => 0.0063062949301595
1118 => 0.0060399407319966
1119 => 0.0057912229294567
1120 => 0.005891314233724
1121 => 0.0060001249282916
1122 => 0.0062360542385636
1123 => 0.0060955366877402
1124 => 0.0061460721125732
1125 => 0.0059767868989106
1126 => 0.0056275031491941
1127 => 0.0056294800572854
1128 => 0.0055757503619516
1129 => 0.0055293200605193
1130 => 0.0061116768187948
1201 => 0.0060392515502053
1202 => 0.0059238513634927
1203 => 0.0060783190992286
1204 => 0.0061191628202898
1205 => 0.0061203255836089
1206 => 0.0062330212562126
1207 => 0.006293166956883
1208 => 0.0063037678973125
1209 => 0.0064810969731055
1210 => 0.0065405353402843
1211 => 0.0067853535626609
1212 => 0.0062880640143957
1213 => 0.0062778226633997
1214 => 0.0060804927770442
1215 => 0.0059553430434555
1216 => 0.0060890618863733
1217 => 0.0062075185267561
1218 => 0.0060841735550575
1219 => 0.0061002798044069
1220 => 0.005934699257556
1221 => 0.0059938865117663
1222 => 0.0060448665484764
1223 => 0.0060167183686731
1224 => 0.0059745791811203
1225 => 0.0061978064331065
1226 => 0.0061852110767147
1227 => 0.0063930854257365
1228 => 0.0065551383460364
1229 => 0.0068455661496381
1230 => 0.0065424895962359
1231 => 0.0065314442820097
]
'min_raw' => 0.0055293200605193
'max_raw' => 0.015986890386817
'avg_raw' => 0.010758105223668
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.005529'
'max' => '$0.015986'
'avg' => '$0.010758'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.00097226526596334
'max_diff' => -0.0054003797379845
'year' => 2030
]
5 => [
'items' => [
101 => 0.0066394140002946
102 => 0.0065405188106829
103 => 0.0066030171567716
104 => 0.0068354966998626
105 => 0.0068404086262716
106 => 0.0067581275302604
107 => 0.0067531207180904
108 => 0.0067689237026359
109 => 0.0068614822767162
110 => 0.0068291394668949
111 => 0.0068665673852399
112 => 0.006913371570247
113 => 0.0071069735239997
114 => 0.0071536502996131
115 => 0.0070402499340059
116 => 0.0070504887173302
117 => 0.0070080738676834
118 => 0.0069671016543812
119 => 0.0070592012063734
120 => 0.0072275149478604
121 => 0.0072264678768101
122 => 0.0072655133932834
123 => 0.0072898384265758
124 => 0.0071854175766722
125 => 0.0071174434430461
126 => 0.0071435090511849
127 => 0.0071851885262338
128 => 0.0071299929591684
129 => 0.0067893003501666
130 => 0.0068926447242096
131 => 0.0068754431670872
201 => 0.0068509460579639
202 => 0.0069548596252026
203 => 0.0069448369081436
204 => 0.0066446176200554
205 => 0.0066638366848197
206 => 0.0066457863950392
207 => 0.0067041105740617
208 => 0.0065373691136121
209 => 0.0065886576638255
210 => 0.0066208253617191
211 => 0.0066397723829023
212 => 0.0067082220155101
213 => 0.0067001902411663
214 => 0.0067077227491398
215 => 0.0068092154842642
216 => 0.0073225309104224
217 => 0.0073504695365015
218 => 0.0072128895236154
219 => 0.0072678500251177
220 => 0.0071623378807738
221 => 0.0072331688901418
222 => 0.0072816296678388
223 => 0.0070626447318977
224 => 0.0070496778651917
225 => 0.0069437302346953
226 => 0.0070006604901436
227 => 0.0069100803602952
228 => 0.0069323055558016
301 => 0.0068701619716081
302 => 0.0069820080504921
303 => 0.0071070693458081
304 => 0.0071386647678251
305 => 0.0070555508151828
306 => 0.0069953708359933
307 => 0.0068897146170542
308 => 0.0070654232638524
309 => 0.0071168058268001
310 => 0.0070651533731234
311 => 0.0070531843709781
312 => 0.0070305031335403
313 => 0.0070579963027217
314 => 0.0071165259863273
315 => 0.0070889244684125
316 => 0.0071071557572714
317 => 0.0070376768841645
318 => 0.0071854521443185
319 => 0.0074201548214961
320 => 0.0074209094289809
321 => 0.0073933077622836
322 => 0.0073820137549572
323 => 0.0074103347399979
324 => 0.0074256977125948
325 => 0.0075172825850359
326 => 0.0076155568020675
327 => 0.0080741596925537
328 => 0.0079453858360343
329 => 0.0083522856028817
330 => 0.008674090489136
331 => 0.0087705857037014
401 => 0.0086818146467519
402 => 0.0083781336562458
403 => 0.0083632336180649
404 => 0.0088170612286881
405 => 0.0086888341420656
406 => 0.0086735819381271
407 => 0.0085113242572264
408 => 0.0086072386426434
409 => 0.0085862607595736
410 => 0.0085531461448747
411 => 0.0087361441107964
412 => 0.0090786999666608
413 => 0.0090253094240559
414 => 0.0089854558607173
415 => 0.0088108291473655
416 => 0.0089159934330918
417 => 0.0088785464452338
418 => 0.0090394424695172
419 => 0.008944131229015
420 => 0.0086878626957696
421 => 0.0087286743043611
422 => 0.0087225057118241
423 => 0.0088494549091252
424 => 0.0088113479111682
425 => 0.0087150647088775
426 => 0.0090775291479861
427 => 0.0090539927234435
428 => 0.0090873619922691
429 => 0.0091020521763851
430 => 0.0093226778931307
501 => 0.0094130611900458
502 => 0.0094335797808279
503 => 0.0095194369224022
504 => 0.0094314435769315
505 => 0.0097834796970066
506 => 0.01001756317498
507 => 0.010289463180471
508 => 0.010686782168325
509 => 0.010836177783164
510 => 0.010809190802532
511 => 0.011110433524584
512 => 0.011651759999862
513 => 0.010918608360302
514 => 0.01169061881699
515 => 0.011446209219692
516 => 0.010866718461239
517 => 0.010829406088142
518 => 0.011221843957792
519 => 0.012092233381932
520 => 0.01187421070306
521 => 0.01209258998893
522 => 0.011837838952064
523 => 0.011825188415873
524 => 0.012080217299684
525 => 0.01267610618761
526 => 0.012393021713518
527 => 0.011987150704745
528 => 0.01228683954157
529 => 0.01202722133622
530 => 0.011442228857005
531 => 0.011874043985226
601 => 0.011585301506371
602 => 0.011669571912096
603 => 0.012276465655447
604 => 0.012203442594605
605 => 0.012297941197087
606 => 0.012131153637165
607 => 0.011975347756213
608 => 0.01168452450912
609 => 0.011598426083069
610 => 0.011622220590532
611 => 0.011598414291692
612 => 0.011435701357747
613 => 0.011400563515154
614 => 0.011341998904741
615 => 0.011360150526368
616 => 0.01125003192511
617 => 0.011457848477348
618 => 0.011496421060716
619 => 0.011647652616972
620 => 0.011663353978834
621 => 0.012084531710362
622 => 0.011852554093441
623 => 0.012008184706855
624 => 0.011994263639939
625 => 0.010879277783144
626 => 0.011032912996607
627 => 0.011271921175369
628 => 0.011164248314805
629 => 0.011012024081536
630 => 0.010889094851424
701 => 0.010702844497646
702 => 0.010964988293967
703 => 0.011309679510246
704 => 0.011672095916906
705 => 0.012107515483045
706 => 0.012010334904725
707 => 0.011663956050989
708 => 0.011679494353338
709 => 0.011775546024361
710 => 0.011651150383171
711 => 0.011614463680093
712 => 0.01177050583472
713 => 0.01177158041128
714 => 0.011628448192376
715 => 0.011469382923984
716 => 0.011468716434702
717 => 0.011440412306579
718 => 0.011842874193579
719 => 0.012064187537942
720 => 0.012089560756209
721 => 0.01206247971819
722 => 0.012072902134916
723 => 0.011944124776137
724 => 0.012238471630565
725 => 0.012508593412075
726 => 0.01243619500432
727 => 0.012327659499055
728 => 0.012241205741334
729 => 0.012415829246541
730 => 0.012408053536737
731 => 0.012506234133962
801 => 0.012501780094953
802 => 0.012468765652866
803 => 0.01243619618337
804 => 0.012565330448435
805 => 0.012528141853929
806 => 0.012490895495264
807 => 0.012416192220829
808 => 0.012426345636515
809 => 0.012317828871435
810 => 0.012267624050521
811 => 0.011512664002168
812 => 0.011310914008217
813 => 0.011374388663314
814 => 0.011395286167891
815 => 0.011307484311973
816 => 0.011433369618912
817 => 0.011413750527171
818 => 0.011490076936351
819 => 0.011442391509603
820 => 0.01144434853615
821 => 0.01158458120861
822 => 0.011625291350017
823 => 0.011604585843526
824 => 0.011619087270529
825 => 0.011953266535145
826 => 0.011905756930168
827 => 0.011880518399426
828 => 0.011887509644925
829 => 0.011972899611918
830 => 0.011996804140557
831 => 0.011895518972973
901 => 0.011943285643528
902 => 0.01214667006426
903 => 0.012217843100954
904 => 0.012444993269088
905 => 0.012348495840393
906 => 0.012525621047074
907 => 0.013070043545981
908 => 0.013504965909279
909 => 0.013104993330063
910 => 0.013903672863231
911 => 0.014525559443577
912 => 0.014501690400817
913 => 0.014393250091038
914 => 0.013685248753025
915 => 0.013033735366079
916 => 0.013578753978979
917 => 0.013580143343507
918 => 0.013533325761306
919 => 0.013242545779147
920 => 0.013523207248229
921 => 0.013545485136432
922 => 0.013533015443207
923 => 0.013310075112655
924 => 0.012969686434163
925 => 0.013036197567165
926 => 0.013145144159813
927 => 0.012938885531291
928 => 0.012872973401827
929 => 0.012995516590796
930 => 0.013390376278541
1001 => 0.013315730341839
1002 => 0.013313781034764
1003 => 0.013633148006778
1004 => 0.013404550178522
1005 => 0.01303703648555
1006 => 0.012944234431165
1007 => 0.012614849657051
1008 => 0.01284235689376
1009 => 0.012850544474186
1010 => 0.012725941085708
1011 => 0.013047147363797
1012 => 0.013044187391397
1013 => 0.013349124947197
1014 => 0.013932051024572
1015 => 0.013759651099442
1016 => 0.013559168743574
1017 => 0.01358096673443
1018 => 0.013820036892089
1019 => 0.013675489617328
1020 => 0.013727469825151
1021 => 0.013819958213819
1022 => 0.01387575875506
1023 => 0.013572937895267
1024 => 0.013502335867253
1025 => 0.013357908895881
1026 => 0.013320230594907
1027 => 0.013437863349522
1028 => 0.013406871274708
1029 => 0.012849856339755
1030 => 0.01279164517985
1031 => 0.012793430433018
1101 => 0.012647055703649
1102 => 0.0124237991074
1103 => 0.013010504112383
1104 => 0.012963383489552
1105 => 0.012911365968792
1106 => 0.012917737818277
1107 => 0.013172406575663
1108 => 0.013024685835299
1109 => 0.01341742563451
1110 => 0.013336690138631
1111 => 0.013253884081926
1112 => 0.013242437762555
1113 => 0.013210564495404
1114 => 0.013101259202824
1115 => 0.012969266493804
1116 => 0.012882113474296
1117 => 0.011883068734096
1118 => 0.012068485626701
1119 => 0.012281790860362
1120 => 0.012355422972255
1121 => 0.012229470149675
1122 => 0.013106232587951
1123 => 0.013266425534117
1124 => 0.012781190651053
1125 => 0.012690423016441
1126 => 0.013112183298965
1127 => 0.012857810290506
1128 => 0.012972354440639
1129 => 0.01272477264035
1130 => 0.013227839744383
1201 => 0.013224007215918
1202 => 0.013028302750164
1203 => 0.013193710824493
1204 => 0.013164967101085
1205 => 0.012944017241247
1206 => 0.013234844249041
1207 => 0.013234988495608
1208 => 0.013046627202302
1209 => 0.012826662449309
1210 => 0.012787337946809
1211 => 0.012757712216679
1212 => 0.012965068327118
1213 => 0.013150983167351
1214 => 0.013496924592828
1215 => 0.013583902486559
1216 => 0.013923382996235
1217 => 0.013721238881729
1218 => 0.013810846749485
1219 => 0.013908128765741
1220 => 0.013954769341762
1221 => 0.013878771026007
1222 => 0.014406123993287
1223 => 0.014450648741403
1224 => 0.014465577504308
1225 => 0.01428775705086
1226 => 0.014445703232917
1227 => 0.01437180544496
1228 => 0.014564066959828
1229 => 0.014594216020277
1230 => 0.014568680838661
1231 => 0.014578250626318
]
'min_raw' => 0.0065373691136121
'max_raw' => 0.014594216020277
'avg_raw' => 0.010565792566945
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.006537'
'max' => '$0.014594'
'avg' => '$0.010565'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0010080490530928
'max_diff' => -0.0013926743665392
'year' => 2031
]
6 => [
'items' => [
101 => 0.014128247900183
102 => 0.014104912884879
103 => 0.013786738295438
104 => 0.013916396792463
105 => 0.013674006446968
106 => 0.013750870922422
107 => 0.01378475205081
108 => 0.013767054472077
109 => 0.013923727489347
110 => 0.013790523418485
111 => 0.013438975974703
112 => 0.013087332752055
113 => 0.013082918157837
114 => 0.012990336704332
115 => 0.012923417270587
116 => 0.012936308327621
117 => 0.012981738094014
118 => 0.012920776809977
119 => 0.012933785990742
120 => 0.013149825071157
121 => 0.013193150168014
122 => 0.013045914560686
123 => 0.012454742351266
124 => 0.012309667208231
125 => 0.01241394434408
126 => 0.012364106589452
127 => 0.0099787989966417
128 => 0.010539191633805
129 => 0.010206225357938
130 => 0.010359671536899
131 => 0.010019799190439
201 => 0.010182004088406
202 => 0.010152050766526
203 => 0.01105314554386
204 => 0.011039076188327
205 => 0.011045810444287
206 => 0.010724366861316
207 => 0.011236435217134
208 => 0.011488698502592
209 => 0.011442011282224
210 => 0.011453761449754
211 => 0.01125185464142
212 => 0.011047765343538
213 => 0.01082139890307
214 => 0.011241959769723
215 => 0.011195200580564
216 => 0.011302449337068
217 => 0.011575213121404
218 => 0.011615378624777
219 => 0.011669361468627
220 => 0.011650012461867
221 => 0.012110984302363
222 => 0.012055157570889
223 => 0.012189683931295
224 => 0.0119129530014
225 => 0.011599805686684
226 => 0.011659324753654
227 => 0.011653592588883
228 => 0.011580615552271
229 => 0.011514735146641
301 => 0.011405062832957
302 => 0.011752082261902
303 => 0.011737993906819
304 => 0.011966067999696
305 => 0.011925753688386
306 => 0.011656524850876
307 => 0.011666140411477
308 => 0.011730809677605
309 => 0.011954630746051
310 => 0.012021076078067
311 => 0.011990295952889
312 => 0.012063150226099
313 => 0.012120731273136
314 => 0.012070381519073
315 => 0.012783227858369
316 => 0.01248720435882
317 => 0.012631484152782
318 => 0.012665894033496
319 => 0.012577753847609
320 => 0.012596868297865
321 => 0.012625821481626
322 => 0.012801619543809
323 => 0.013262964526556
324 => 0.013467291078933
325 => 0.014082017593055
326 => 0.013450324603121
327 => 0.013412842555304
328 => 0.01352357336346
329 => 0.013884482902659
330 => 0.014176966185671
331 => 0.014273999764411
401 => 0.014286824353691
402 => 0.014468865798079
403 => 0.01457320855913
404 => 0.014446761178565
405 => 0.014339610263129
406 => 0.013955808984098
407 => 0.014000235027202
408 => 0.014306286409001
409 => 0.01473860201213
410 => 0.015109573774386
411 => 0.014979672392915
412 => 0.015970728237454
413 => 0.01606898737634
414 => 0.016055411140445
415 => 0.016279260081747
416 => 0.015834965519306
417 => 0.01564502098606
418 => 0.014362777507261
419 => 0.014723035622771
420 => 0.015246691950884
421 => 0.015177384072248
422 => 0.014797090849399
423 => 0.015109285287875
424 => 0.015006064043292
425 => 0.014924649165036
426 => 0.015297626505377
427 => 0.014887522598607
428 => 0.015242600850701
429 => 0.014787209319577
430 => 0.014980265771483
501 => 0.014870677592291
502 => 0.014941594574851
503 => 0.014527015343881
504 => 0.01475071223357
505 => 0.014517708817822
506 => 0.014517598343865
507 => 0.014512454780549
508 => 0.01478658226588
509 => 0.014795521553336
510 => 0.014592940927492
511 => 0.014563745894403
512 => 0.014671695233467
513 => 0.0145453148294
514 => 0.014604447425034
515 => 0.014547105895483
516 => 0.014534197109383
517 => 0.014431337705494
518 => 0.01438702304612
519 => 0.014404399965909
520 => 0.014345083580254
521 => 0.01430934331233
522 => 0.014505345141689
523 => 0.014400629270954
524 => 0.014489295932662
525 => 0.014388249081021
526 => 0.014037976669215
527 => 0.013836531301121
528 => 0.01317489918549
529 => 0.013362537232731
530 => 0.013486941452177
531 => 0.013445825858392
601 => 0.013534158063465
602 => 0.013539580943452
603 => 0.013510863243143
604 => 0.01347761182515
605 => 0.013461426873789
606 => 0.013582056241147
607 => 0.013652085649095
608 => 0.013499427079912
609 => 0.013463661313073
610 => 0.013618007555028
611 => 0.013712158673457
612 => 0.014407317632996
613 => 0.014355818011939
614 => 0.014485071954501
615 => 0.014470519944132
616 => 0.014605998667704
617 => 0.014827449123164
618 => 0.014377178428693
619 => 0.014455329852064
620 => 0.014436168927833
621 => 0.01464536287432
622 => 0.014646015954986
623 => 0.014520593734055
624 => 0.014588587154765
625 => 0.014550635092627
626 => 0.014619219598439
627 => 0.014355130203102
628 => 0.014676762579934
629 => 0.014859107412066
630 => 0.014861639270237
701 => 0.014948069273489
702 => 0.015035887162481
703 => 0.015204445953076
704 => 0.015031186149297
705 => 0.014719508628801
706 => 0.014742010739068
707 => 0.014559274322839
708 => 0.01456234615501
709 => 0.014545948474139
710 => 0.014595159148794
711 => 0.014365929178833
712 => 0.014419728994605
713 => 0.014344408937473
714 => 0.014455166120969
715 => 0.014336009700346
716 => 0.014436159687855
717 => 0.01447938110244
718 => 0.014638869052747
719 => 0.01431245320041
720 => 0.013646869181083
721 => 0.013786783011371
722 => 0.01357983946638
723 => 0.013598992879359
724 => 0.013637685821819
725 => 0.013512269335763
726 => 0.013536194848975
727 => 0.013535340061282
728 => 0.013527973962736
729 => 0.013495348290898
730 => 0.013448034611942
731 => 0.013636517746523
801 => 0.013668544703923
802 => 0.013739736662923
803 => 0.013951555642941
804 => 0.013930389931802
805 => 0.013964912084827
806 => 0.013889550418607
807 => 0.013602488690912
808 => 0.013618077523822
809 => 0.013423684527647
810 => 0.013734765596956
811 => 0.013661097493674
812 => 0.013613603188249
813 => 0.013600643926982
814 => 0.013812987965281
815 => 0.013876524629625
816 => 0.013836932844192
817 => 0.013755728937194
818 => 0.013911664444411
819 => 0.013953386207751
820 => 0.013962726171924
821 => 0.014239013993044
822 => 0.01397816759195
823 => 0.014040955913283
824 => 0.014530812472613
825 => 0.014086580168885
826 => 0.014321899927732
827 => 0.014310382250082
828 => 0.014430763875921
829 => 0.014300507443086
830 => 0.014302122127682
831 => 0.01440901285607
901 => 0.014258904105894
902 => 0.014221735068366
903 => 0.014170386309231
904 => 0.014282504446246
905 => 0.014349714198718
906 => 0.014891375443526
907 => 0.015241313310425
908 => 0.015226121584728
909 => 0.015364945519885
910 => 0.015302404065615
911 => 0.015100441212176
912 => 0.01544516717625
913 => 0.01533608145727
914 => 0.015345074351404
915 => 0.015344739635435
916 => 0.015417272102118
917 => 0.01536587620197
918 => 0.015264569607098
919 => 0.015331821652555
920 => 0.015531536184515
921 => 0.01615145621971
922 => 0.016498371684253
923 => 0.016130571473145
924 => 0.016384275133726
925 => 0.016232143341235
926 => 0.01620449646901
927 => 0.016363841116409
928 => 0.016523464675519
929 => 0.016513297344875
930 => 0.016397418837722
1001 => 0.016331962009339
1002 => 0.016827623043499
1003 => 0.017192817650103
1004 => 0.017167913826228
1005 => 0.017277831205654
1006 => 0.017600552031263
1007 => 0.017630057579088
1008 => 0.017626340558239
1009 => 0.01755320797937
1010 => 0.017870968542777
1011 => 0.018136049995237
1012 => 0.017536279900365
1013 => 0.017764664500925
1014 => 0.017867193706209
1015 => 0.01801773699861
1016 => 0.018271728766876
1017 => 0.018547631195202
1018 => 0.018586646823683
1019 => 0.018558963368206
1020 => 0.018376998300069
1021 => 0.018678894029344
1022 => 0.018855737467227
1023 => 0.018961043687497
1024 => 0.019228082740815
1025 => 0.017867826891676
1026 => 0.016904970192553
1027 => 0.016754606215165
1028 => 0.017060377275954
1029 => 0.017141006666205
1030 => 0.017108505060096
1031 => 0.016024722306131
1101 => 0.01674890032326
1102 => 0.017528054979073
1103 => 0.01755798548261
1104 => 0.017948046594665
1105 => 0.018075066481896
1106 => 0.018389116803579
1107 => 0.018369472870451
1108 => 0.018445939126149
1109 => 0.018428360858175
1110 => 0.019010072947996
1111 => 0.01965178776815
1112 => 0.019629567224456
1113 => 0.019537313126634
1114 => 0.019674326193561
1115 => 0.0203366446583
1116 => 0.020275668987504
1117 => 0.020334901657787
1118 => 0.021115812454346
1119 => 0.022131107573139
1120 => 0.021659401056496
1121 => 0.022682868467717
1122 => 0.023327086951404
1123 => 0.024441196205506
1124 => 0.024301704239789
1125 => 0.0247354187967
1126 => 0.024051984508303
1127 => 0.022482681237286
1128 => 0.022234332987596
1129 => 0.022731532472655
1130 => 0.023953848890656
1201 => 0.022693037378797
1202 => 0.022948097905562
1203 => 0.022874640456695
1204 => 0.022870726221419
1205 => 0.023020116661561
1206 => 0.022803418036454
1207 => 0.021920548854428
1208 => 0.02232516259777
1209 => 0.022168921800318
1210 => 0.022342282613614
1211 => 0.023277839423534
1212 => 0.02286420745698
1213 => 0.022428479780947
1214 => 0.022974978982404
1215 => 0.023670860263359
1216 => 0.023627313263416
1217 => 0.023542813882292
1218 => 0.024019132469444
1219 => 0.024805871227167
1220 => 0.025018523552007
1221 => 0.025175499150718
1222 => 0.025197143433656
1223 => 0.025420092999763
1224 => 0.024221236992282
1225 => 0.02612385226496
1226 => 0.026452381363866
1227 => 0.026390631509408
1228 => 0.026755777776223
1229 => 0.026648342481659
1230 => 0.026492685595918
1231 => 0.027071520097658
]
'min_raw' => 0.0099787989966417
'max_raw' => 0.027071520097658
'avg_raw' => 0.01852515954715
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.009978'
'max' => '$0.027071'
'avg' => '$0.018525'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0034414298830296
'max_diff' => 0.012477304077381
'year' => 2032
]
7 => [
'items' => [
101 => 0.026407933050948
102 => 0.025466054781429
103 => 0.024949321734531
104 => 0.025629797494352
105 => 0.026045340295544
106 => 0.026319987653645
107 => 0.02640309577826
108 => 0.024314300771437
109 => 0.023188556112641
110 => 0.023910145532241
111 => 0.024790534425593
112 => 0.024216346387527
113 => 0.024238853471538
114 => 0.023420212223217
115 => 0.02486296601107
116 => 0.024652768919649
117 => 0.025743271801773
118 => 0.025483014537122
119 => 0.026372277304415
120 => 0.026138104615346
121 => 0.027110142355253
122 => 0.027497914526573
123 => 0.028149044354139
124 => 0.028628018105872
125 => 0.028909280654197
126 => 0.028892394705785
127 => 0.030006897046695
128 => 0.029349713954006
129 => 0.028524137103427
130 => 0.028509205022862
131 => 0.028936782972291
201 => 0.029832869054014
202 => 0.030065211137482
203 => 0.030195058665451
204 => 0.029996192656342
205 => 0.029282867509965
206 => 0.0289748573284
207 => 0.029237290927007
208 => 0.028916357187086
209 => 0.029470378860293
210 => 0.030231168950249
211 => 0.030074068805163
212 => 0.030599231036415
213 => 0.031142718697083
214 => 0.031919930461396
215 => 0.032123122396656
216 => 0.032458990938943
217 => 0.032804709996025
218 => 0.03291574563977
219 => 0.033127747136016
220 => 0.033126629783484
221 => 0.033765510561768
222 => 0.034470215844705
223 => 0.034736225775049
224 => 0.035347900942002
225 => 0.03430042865425
226 => 0.035094948417005
227 => 0.035811625131129
228 => 0.034957173607437
301 => 0.036134835971175
302 => 0.036180561932119
303 => 0.036870969654006
304 => 0.036171109161758
305 => 0.035755534235494
306 => 0.036955283476227
307 => 0.037535804342071
308 => 0.037360946732844
309 => 0.036030271692836
310 => 0.035255761744215
311 => 0.03322871981686
312 => 0.035629838541506
313 => 0.036799353430688
314 => 0.036027242931807
315 => 0.036416650556457
316 => 0.0385411322907
317 => 0.039349997385094
318 => 0.039181759099854
319 => 0.039210188600621
320 => 0.039646637523616
321 => 0.041582092404988
322 => 0.040422322976577
323 => 0.041308923248866
324 => 0.041779172836413
325 => 0.042215966860621
326 => 0.041143338787336
327 => 0.039747865424027
328 => 0.039305860431881
329 => 0.035950471759328
330 => 0.035775809207208
331 => 0.035677765823885
401 => 0.035059616160549
402 => 0.034573919850611
403 => 0.034187676112199
404 => 0.033174057200464
405 => 0.033516123828079
406 => 0.031900626841482
407 => 0.032934164563809
408 => 0.030355792365661
409 => 0.032503137349022
410 => 0.031334435102374
411 => 0.032119187228852
412 => 0.032116449302611
413 => 0.030671471831877
414 => 0.029838038982668
415 => 0.030369134831876
416 => 0.030938511740667
417 => 0.031030891228505
418 => 0.031769103253011
419 => 0.031975122361237
420 => 0.031350874845201
421 => 0.030302361332834
422 => 0.03054590710771
423 => 0.029833103535314
424 => 0.028583942692283
425 => 0.029481111818003
426 => 0.029787444803266
427 => 0.029922738900964
428 => 0.028694332678935
429 => 0.028308340773977
430 => 0.028102841922563
501 => 0.030143789515235
502 => 0.03025559723154
503 => 0.029683573146904
504 => 0.032269176251007
505 => 0.031683974636434
506 => 0.032337788217789
507 => 0.030523807881366
508 => 0.030593104373066
509 => 0.029734337011479
510 => 0.030215189351112
511 => 0.029875338416053
512 => 0.030176341233945
513 => 0.030356761081908
514 => 0.031215387528221
515 => 0.032512941483809
516 => 0.03108713736981
517 => 0.03046589409945
518 => 0.030851309930377
519 => 0.031877723077639
520 => 0.033432791536863
521 => 0.032512159710333
522 => 0.032920720481604
523 => 0.033009972834524
524 => 0.032331133009283
525 => 0.033457821329506
526 => 0.034061622753513
527 => 0.034680998075445
528 => 0.035218784312975
529 => 0.03443360595151
530 => 0.035273859349175
531 => 0.034596763435349
601 => 0.033989338403758
602 => 0.033990259616796
603 => 0.033609213021415
604 => 0.032870887227904
605 => 0.032734728623631
606 => 0.033443042877997
607 => 0.03401104383239
608 => 0.034057827111535
609 => 0.034372301624829
610 => 0.034558404402452
611 => 0.03638246461761
612 => 0.037116116725565
613 => 0.038013212635848
614 => 0.038362682050458
615 => 0.039414459696716
616 => 0.038565063826159
617 => 0.038381291686613
618 => 0.035830023150638
619 => 0.036247793230479
620 => 0.036916683437122
621 => 0.035841052903778
622 => 0.036523292901164
623 => 0.036657981528467
624 => 0.03580450338985
625 => 0.036260382940299
626 => 0.035049702013173
627 => 0.032539331019611
628 => 0.03346061609005
629 => 0.034138992003094
630 => 0.033170865932033
701 => 0.034906194442758
702 => 0.033892451351244
703 => 0.033571143459484
704 => 0.032317606819195
705 => 0.032909227860361
706 => 0.033709403789736
707 => 0.033214988095819
708 => 0.034240974897587
709 => 0.035694045829577
710 => 0.036729590707583
711 => 0.036809086984904
712 => 0.036143301004465
713 => 0.037210227287108
714 => 0.037217998680287
715 => 0.036014501474944
716 => 0.035277366137771
717 => 0.03510988743822
718 => 0.035528282065833
719 => 0.036036290383664
720 => 0.036837277910986
721 => 0.03732129789823
722 => 0.038583365320599
723 => 0.038924844578783
724 => 0.039300026753485
725 => 0.039801385840786
726 => 0.040403395970921
727 => 0.039086232078641
728 => 0.039138565455582
729 => 0.037912040676466
730 => 0.036601323048535
731 => 0.037595994344876
801 => 0.038896394749264
802 => 0.038598081459682
803 => 0.038564515120617
804 => 0.038620964392399
805 => 0.038396045914056
806 => 0.037378747972378
807 => 0.036867867314689
808 => 0.037527033702663
809 => 0.037877351301751
810 => 0.038420663347031
811 => 0.038353688669524
812 => 0.039753202150712
813 => 0.04029701077041
814 => 0.040157881254609
815 => 0.040183484433855
816 => 0.041168023964134
817 => 0.042263034407801
818 => 0.043288656187651
819 => 0.044331962713594
820 => 0.043074215975622
821 => 0.042435609749115
822 => 0.043094488365665
823 => 0.042744878097336
824 => 0.044753842400299
825 => 0.044892938729848
826 => 0.046901757761826
827 => 0.048808366228893
828 => 0.047610859611167
829 => 0.0487400544148
830 => 0.049961370659533
831 => 0.052317487847041
901 => 0.051524030467491
902 => 0.050916254549817
903 => 0.050341909244367
904 => 0.051537030650259
905 => 0.053074535246407
906 => 0.053405699010381
907 => 0.053942310822314
908 => 0.053378129115837
909 => 0.054057623838713
910 => 0.056456538795573
911 => 0.055808330798421
912 => 0.05488777123783
913 => 0.05678148420203
914 => 0.057466811562151
915 => 0.062276797884205
916 => 0.068349604306423
917 => 0.065835422571428
918 => 0.064274788836379
919 => 0.064641574782843
920 => 0.066859158110766
921 => 0.067571375493119
922 => 0.065635323131831
923 => 0.066319169556032
924 => 0.070087230587677
925 => 0.072108674437283
926 => 0.069363282173389
927 => 0.06178885380114
928 => 0.054804884921459
929 => 0.056657347960568
930 => 0.056447336140554
1001 => 0.06049564764387
1002 => 0.055792871252066
1003 => 0.055872053945561
1004 => 0.060004080243529
1005 => 0.058901726468096
1006 => 0.057116054530698
1007 => 0.054817922302745
1008 => 0.050569612327872
1009 => 0.046806765710239
1010 => 0.05418657445924
1011 => 0.053868343686671
1012 => 0.053407498368834
1013 => 0.054433059755009
1014 => 0.059412894735596
1015 => 0.059298093421141
1016 => 0.058567786030721
1017 => 0.05912171774972
1018 => 0.057018947622137
1019 => 0.057560879363201
1020 => 0.054803778625107
1021 => 0.056050103305423
1022 => 0.057112223280707
1023 => 0.0573254595907
1024 => 0.05780589188523
1025 => 0.053700650530046
1026 => 0.05554378337497
1027 => 0.05662645124317
1028 => 0.051734918426848
1029 => 0.056529761366868
1030 => 0.05362918741139
1031 => 0.052644689045742
1101 => 0.05397018639729
1102 => 0.053453638790303
1103 => 0.053009541490509
1104 => 0.052761727566664
1105 => 0.053735026531837
1106 => 0.053689620971767
1107 => 0.052097114955556
1108 => 0.050019755776258
1109 => 0.050716985703821
1110 => 0.050463675534572
1111 => 0.049545646803551
1112 => 0.050164287325047
1113 => 0.04744010755518
1114 => 0.042753297851667
1115 => 0.045849547902672
1116 => 0.04573034564378
1117 => 0.045670238459455
1118 => 0.047996984798719
1119 => 0.04777332182537
1120 => 0.047367371338627
1121 => 0.049538191204512
1122 => 0.048745812751816
1123 => 0.05118773643518
1124 => 0.052796145306765
1125 => 0.052388200790355
1126 => 0.053900917108195
1127 => 0.050733048473146
1128 => 0.051785287360879
1129 => 0.052002152337301
1130 => 0.049511403624334
1201 => 0.047809915853896
1202 => 0.047696446017989
1203 => 0.044746300703507
1204 => 0.046322244517762
1205 => 0.047709009857321
1206 => 0.04704485687701
1207 => 0.04683460588445
1208 => 0.047908732607564
1209 => 0.047992201453224
1210 => 0.04608910292656
1211 => 0.046484817373546
1212 => 0.04813501239953
1213 => 0.046443236692856
1214 => 0.04315639284478
1215 => 0.042341210126286
1216 => 0.042232449724841
1217 => 0.040021609539328
1218 => 0.042395684533484
1219 => 0.04135933717728
1220 => 0.044633146058179
1221 => 0.042763163983199
1222 => 0.042682552793432
1223 => 0.04256069715701
1224 => 0.040657735680681
1225 => 0.041074363304486
1226 => 0.042459296980193
1227 => 0.04295345691808
1228 => 0.042901911988025
1229 => 0.042452510049634
1230 => 0.042658243955719
1231 => 0.041995503361774
]
'min_raw' => 0.023188556112641
'max_raw' => 0.072108674437283
'avg_raw' => 0.047648615274962
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.023188'
'max' => '$0.0721086'
'avg' => '$0.047648'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.013209757116
'max_diff' => 0.045037154339625
'year' => 2033
]
8 => [
'items' => [
101 => 0.0417614758643
102 => 0.041022820707936
103 => 0.039937201686775
104 => 0.040088163670156
105 => 0.037937268321568
106 => 0.036765346379001
107 => 0.036440973830982
108 => 0.036007209303308
109 => 0.036489968688586
110 => 0.037931175105291
111 => 0.036192774397747
112 => 0.033212408319292
113 => 0.033391533398904
114 => 0.033793974270078
115 => 0.033044028369058
116 => 0.032334267511931
117 => 0.032951346992485
118 => 0.031688526595572
119 => 0.03394658008185
120 => 0.033885506063168
121 => 0.034727168765761
122 => 0.03525347772635
123 => 0.034040505966742
124 => 0.033735446849425
125 => 0.033909222386812
126 => 0.031037099843587
127 => 0.034492455079089
128 => 0.034522337134652
129 => 0.034266468832997
130 => 0.036106338823777
131 => 0.039989038374166
201 => 0.038528210622082
202 => 0.037962533962723
203 => 0.036887182219774
204 => 0.038320024569185
205 => 0.038210004632573
206 => 0.037712452755391
207 => 0.037411531827614
208 => 0.037965987863781
209 => 0.03734282858884
210 => 0.037230892059789
211 => 0.036552678481884
212 => 0.036310587091324
213 => 0.036131352263689
214 => 0.035934032329713
215 => 0.036369270934999
216 => 0.035382962995013
217 => 0.034193572308349
218 => 0.034094687342139
219 => 0.034367717427901
220 => 0.034246921939651
221 => 0.034094109019815
222 => 0.033802347539725
223 => 0.03371578814108
224 => 0.033997064194026
225 => 0.033679519929663
226 => 0.034148073789262
227 => 0.034020653065718
228 => 0.033308891261987
301 => 0.032421772526566
302 => 0.032413875309026
303 => 0.032222747032646
304 => 0.031979316436348
305 => 0.031911599613395
306 => 0.032899378279807
307 => 0.034944050557552
308 => 0.03454263246457
309 => 0.03483269817573
310 => 0.036259534386054
311 => 0.036713082710854
312 => 0.036391164852792
313 => 0.035950503833647
314 => 0.035969890682097
315 => 0.037475762781676
316 => 0.037569682177386
317 => 0.037806986190801
318 => 0.038111988910145
319 => 0.036443108134765
320 => 0.035891286547657
321 => 0.035629802865789
322 => 0.034824534332556
323 => 0.035692947407141
324 => 0.035186960297736
325 => 0.035255235245775
326 => 0.035210771096297
327 => 0.035235051528565
328 => 0.033945948909881
329 => 0.03441563015089
330 => 0.033634693991537
331 => 0.032589108138361
401 => 0.032585602967952
402 => 0.032841508624236
403 => 0.032689285926289
404 => 0.032279658560116
405 => 0.032337844194095
406 => 0.031828076814644
407 => 0.032399739183596
408 => 0.032416132414831
409 => 0.032196011264125
410 => 0.0330767360177
411 => 0.033437569667843
412 => 0.033292681210997
413 => 0.033427403907468
414 => 0.034559313198627
415 => 0.034743863801751
416 => 0.03482582898893
417 => 0.034716006496416
418 => 0.033448093131435
419 => 0.033504330480756
420 => 0.033091698125507
421 => 0.032743067267448
422 => 0.032757010673442
423 => 0.032936252253324
424 => 0.033719010745046
425 => 0.035366279844742
426 => 0.035428792502937
427 => 0.035504559668293
428 => 0.035196376529265
429 => 0.035103425545619
430 => 0.035226051885733
501 => 0.035844679550284
502 => 0.037435957859282
503 => 0.036873493826977
504 => 0.036416201813439
505 => 0.036817370194354
506 => 0.036755613466574
507 => 0.036234324534336
508 => 0.036219693690215
509 => 0.035219173563097
510 => 0.034849304052842
511 => 0.034540213405821
512 => 0.034202694488289
513 => 0.034002601960239
514 => 0.034310035023751
515 => 0.034380348602817
516 => 0.033708140836438
517 => 0.033616521401774
518 => 0.034165460774411
519 => 0.033923893023036
520 => 0.034172351445917
521 => 0.034229995931263
522 => 0.034220713841457
523 => 0.033968489365142
524 => 0.034129249724903
525 => 0.033749003549098
526 => 0.033335542944039
527 => 0.033071780837518
528 => 0.032841613416611
529 => 0.032969323679139
530 => 0.032514059912199
531 => 0.032368411870506
601 => 0.034074787732239
602 => 0.035335305927932
603 => 0.035316977494147
604 => 0.035205407867169
605 => 0.035039638032552
606 => 0.035832552454365
607 => 0.03555631692463
608 => 0.035757301352763
609 => 0.035808460325013
610 => 0.035963303125916
611 => 0.036018646118051
612 => 0.035851361157641
613 => 0.035289932398367
614 => 0.033890905309302
615 => 0.033239654422741
616 => 0.033024730782734
617 => 0.03303254284885
618 => 0.032817051190768
619 => 0.032880523141732
620 => 0.032794978236496
621 => 0.032632976881514
622 => 0.032959320551977
623 => 0.032996928619896
624 => 0.032920756107693
625 => 0.032938697491802
626 => 0.032308021624471
627 => 0.032355970540908
628 => 0.032088984881131
629 => 0.032038928288483
630 => 0.03136401178967
701 => 0.03016829938131
702 => 0.030830840126153
703 => 0.030030584073709
704 => 0.029727514980791
705 => 0.031162196929753
706 => 0.03101819465396
707 => 0.030771725354087
708 => 0.030407145890873
709 => 0.030271919821566
710 => 0.029450329031826
711 => 0.029401785064952
712 => 0.029808987645164
713 => 0.029621077665381
714 => 0.029357180886692
715 => 0.028401373505066
716 => 0.027326729551171
717 => 0.027359166297168
718 => 0.02770099054444
719 => 0.028694890644666
720 => 0.028306556680862
721 => 0.028024815934503
722 => 0.027972054361805
723 => 0.028632475907946
724 => 0.029567110758327
725 => 0.030005620518849
726 => 0.029571070663911
727 => 0.029071883188384
728 => 0.029102266417007
729 => 0.029304392425112
730 => 0.029325633010656
731 => 0.029000713281389
801 => 0.029092176281949
802 => 0.028953235620546
803 => 0.028100557037978
804 => 0.028085134786293
805 => 0.027875873710831
806 => 0.027869537368632
807 => 0.02751353207665
808 => 0.027463724475353
809 => 0.026756854360147
810 => 0.027222118410576
811 => 0.026910043713007
812 => 0.026439673532792
813 => 0.026358581536429
814 => 0.026356143813097
815 => 0.02683910881533
816 => 0.027216474683328
817 => 0.026915472385982
818 => 0.02684693999756
819 => 0.027578686610553
820 => 0.027485565184031
821 => 0.027404922629232
822 => 0.02948342445864
823 => 0.027838128073143
824 => 0.027120684938832
825 => 0.026232712821366
826 => 0.026521841020357
827 => 0.026582764580061
828 => 0.02444735170656
829 => 0.023581014969729
830 => 0.02328372084886
831 => 0.023112623879178
901 => 0.023190594916763
902 => 0.022410790242451
903 => 0.022934831880367
904 => 0.022259586947661
905 => 0.022146379937256
906 => 0.02335380152373
907 => 0.023521807183833
908 => 0.022805042842565
909 => 0.023265321583265
910 => 0.023098418113535
911 => 0.022271162083962
912 => 0.022239566988516
913 => 0.021824478992332
914 => 0.021174946655178
915 => 0.02087809294782
916 => 0.020723488959625
917 => 0.020787281578326
918 => 0.020755026078225
919 => 0.020544537121602
920 => 0.020767091058829
921 => 0.020198557714851
922 => 0.019972163156294
923 => 0.019869905986508
924 => 0.019365299920169
925 => 0.02016835257105
926 => 0.020326564059865
927 => 0.020485087274186
928 => 0.021864923626459
929 => 0.021795990901676
930 => 0.022419109162111
1001 => 0.022394895932352
1002 => 0.022217172510629
1003 => 0.021467386628465
1004 => 0.021766237917447
1005 => 0.020846420101762
1006 => 0.021535610150805
1007 => 0.021221092593686
1008 => 0.021429271448367
1009 => 0.02105494709692
1010 => 0.021262113648485
1011 => 0.020364081873122
1012 => 0.019525512436936
1013 => 0.019862977257425
1014 => 0.02022984011108
1015 => 0.021025292252721
1016 => 0.020551527519497
1017 => 0.020721911232592
1018 => 0.020151154315613
1019 => 0.018973519767231
1020 => 0.018980185050884
1021 => 0.018799031631779
1022 => 0.01864248862884
1023 => 0.020605945098216
1024 => 0.020361758248596
1025 => 0.01997267846211
1026 => 0.020493477217737
1027 => 0.020631184674912
1028 => 0.020635105012624
1029 => 0.021015066340968
1030 => 0.021217851770017
1031 => 0.021253593580809
1101 => 0.021851470940566
1102 => 0.022051871545363
1103 => 0.022877293274769
1104 => 0.021200646843145
1105 => 0.021166117413234
1106 => 0.020500805924254
1107 => 0.020078854859784
1108 => 0.020529697274633
1109 => 0.020929082108062
1110 => 0.020513215924309
1111 => 0.020567519268493
1112 => 0.02000925289432
1113 => 0.020208806854213
1114 => 0.020380689607293
1115 => 0.020285786053843
1116 => 0.020143710840945
1117 => 0.020896337106245
1118 => 0.020853870982791
1119 => 0.021554733863841
1120 => 0.022101106598806
1121 => 0.023080304215671
1122 => 0.022058460455746
1123 => 0.022021220407673
1124 => 0.022385247851076
1125 => 0.022051815814658
1126 => 0.022262533351992
1127 => 0.023046354362726
1128 => 0.023062915265554
1129 => 0.022785498805669
1130 => 0.022768617988874
1201 => 0.022821898854598
1202 => 0.023133966549343
1203 => 0.023024920507928
1204 => 0.023151111347762
1205 => 0.023308914925277
1206 => 0.023961657429211
1207 => 0.02411903143706
1208 => 0.023736694187055
1209 => 0.023771214959882
1210 => 0.023628210332987
1211 => 0.02349006965525
1212 => 0.023800589724977
1213 => 0.024368071255691
1214 => 0.024364540982541
1215 => 0.024496185667401
1216 => 0.024578199215466
1217 => 0.024226137029585
1218 => 0.023996957492262
1219 => 0.024084839509945
1220 => 0.024225364770041
1221 => 0.024039269062048
1222 => 0.0228906001444
1223 => 0.02323903291676
1224 => 0.023181036665947
1225 => 0.023098442952205
1226 => 0.023448794799163
1227 => 0.023415002508835
1228 => 0.022402792218404
1229 => 0.02246759063709
1230 => 0.022406732824864
1231 => 0.022603376866502
]
'min_raw' => 0.01864248862884
'max_raw' => 0.0417614758643
'avg_raw' => 0.03020198224657
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.018642'
'max' => '$0.041761'
'avg' => '$0.0302019'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0045460674838016
'max_diff' => -0.030347198572983
'year' => 2034
]
9 => [
'items' => [
101 => 0.022041196391079
102 => 0.022214119318976
103 => 0.022322574958301
104 => 0.022386456163059
105 => 0.022617238878397
106 => 0.022590159190436
107 => 0.022615555566972
108 => 0.02295774540944
109 => 0.024688424207271
110 => 0.02478262123571
111 => 0.024318760616734
112 => 0.024504063784769
113 => 0.024148322223491
114 => 0.024387133916838
115 => 0.024550522812267
116 => 0.023812199811702
117 => 0.023768481115285
118 => 0.023411271282039
119 => 0.023603215613026
120 => 0.02329781838114
121 => 0.023372752179503
122 => 0.023163230746668
123 => 0.02354032761047
124 => 0.023961980499128
125 => 0.02406850667038
126 => 0.023788282176216
127 => 0.023585381174747
128 => 0.023229153855912
129 => 0.023821567826178
130 => 0.023994807724572
131 => 0.023820657870742
201 => 0.02378030354436
202 => 0.023703832168785
203 => 0.023796527308192
204 => 0.02399386422288
205 => 0.023900803778154
206 => 0.02396227184141
207 => 0.02372801896987
208 => 0.024226253576818
209 => 0.02501757003934
210 => 0.02502011425116
211 => 0.024927053304803
212 => 0.02488897477058
213 => 0.024984460948953
214 => 0.025036258283672
215 => 0.025345043075359
216 => 0.025676381459367
217 => 0.027222593123273
218 => 0.026788423075314
219 => 0.028160314048075
220 => 0.029245301689781
221 => 0.029570642042769
222 => 0.029271344226466
223 => 0.028247462564645
224 => 0.028197226045631
225 => 0.029727337520079
226 => 0.029295010945002
227 => 0.029243587074548
228 => 0.028696523974922
301 => 0.029019906021884
302 => 0.028949177624485
303 => 0.028837529389039
304 => 0.029454519807654
305 => 0.030609470792187
306 => 0.030429460850186
307 => 0.030295091778903
308 => 0.02970632562279
309 => 0.030060894354452
310 => 0.029934639220424
311 => 0.030477111399696
312 => 0.030155762897925
313 => 0.029291735645991
314 => 0.029429334833732
315 => 0.029408536993316
316 => 0.029836555075327
317 => 0.029708074671169
318 => 0.029383449132368
319 => 0.030605523295281
320 => 0.030526168596675
321 => 0.030638675416289
322 => 0.030688204397672
323 => 0.031432059405275
324 => 0.031736793001185
325 => 0.031805972862569
326 => 0.032095446209741
327 => 0.031798770501987
328 => 0.032985684859198
329 => 0.03377491364837
330 => 0.034691643500335
331 => 0.036031232207812
401 => 0.036534929953711
402 => 0.036443941464338
403 => 0.037459602333832
404 => 0.039284722339441
405 => 0.03681285039965
406 => 0.039415737554423
407 => 0.038591693532999
408 => 0.036637899982122
409 => 0.036512098711158
410 => 0.037835230387822
411 => 0.040769809099958
412 => 0.040034730416284
413 => 0.04077101142535
414 => 0.039912100518406
415 => 0.039869448352407
416 => 0.040729296039725
417 => 0.042738377028999
418 => 0.04178393796027
419 => 0.040415515517184
420 => 0.041425937354147
421 => 0.040550616448844
422 => 0.0385782734623
423 => 0.040034168315468
424 => 0.039060652888653
425 => 0.039344776445124
426 => 0.041390961072799
427 => 0.041144758724864
428 => 0.041463367360816
429 => 0.040901031457801
430 => 0.040375721052153
501 => 0.039395190169948
502 => 0.039104903315316
503 => 0.039185128158509
504 => 0.039104863559868
505 => 0.038556265542818
506 => 0.038437795853268
507 => 0.03824034118041
508 => 0.038301540640032
509 => 0.037930268087656
510 => 0.038630936102813
511 => 0.038760986260691
512 => 0.039270874011259
513 => 0.039323812249011
514 => 0.040743842376545
515 => 0.039961713644936
516 => 0.040486433123845
517 => 0.0404394972748
518 => 0.03668024461279
519 => 0.037198236461448
520 => 0.038004069223163
521 => 0.037641042656291
522 => 0.037127808025867
523 => 0.036713343543901
524 => 0.036085387472552
525 => 0.036969223584147
526 => 0.038131374085403
527 => 0.039353286303563
528 => 0.040821333770823
529 => 0.040493682666087
530 => 0.039325842177315
531 => 0.039378230648534
601 => 0.039702075563501
602 => 0.039282666974205
603 => 0.039158975193393
604 => 0.039685082212234
605 => 0.03968870522213
606 => 0.039206124952923
607 => 0.038669825294956
608 => 0.038667578179808
609 => 0.038572148835713
610 => 0.039929077186723
611 => 0.040675250578849
612 => 0.040760798155737
613 => 0.040669492545317
614 => 0.040704632450978
615 => 0.040270450594908
616 => 0.041262861565253
617 => 0.042173596010913
618 => 0.041929499724473
619 => 0.041563564690766
620 => 0.0412720798106
621 => 0.041860835150228
622 => 0.041834618801741
623 => 0.042165641540038
624 => 0.042150624436548
625 => 0.042039313940054
626 => 0.041929503699721
627 => 0.042364888890256
628 => 0.042239504947454
629 => 0.042113926248757
630 => 0.041862058943383
701 => 0.041896291893257
702 => 0.041530420043393
703 => 0.04136115098449
704 => 0.038815750471843
705 => 0.038135536281502
706 => 0.03834954551282
707 => 0.038420002908517
708 => 0.038123972821162
709 => 0.038548403922539
710 => 0.038482256784973
711 => 0.03873959660246
712 => 0.03857882185689
713 => 0.038585420108529
714 => 0.03905822435446
715 => 0.039195481438506
716 => 0.03912567137776
717 => 0.039174563951358
718 => 0.040301272673662
719 => 0.040141090723467
720 => 0.04005599725497
721 => 0.040079568727283
722 => 0.040367466962739
723 => 0.040448062750006
724 => 0.040106572735991
725 => 0.040267621400731
726 => 0.040953346175074
727 => 0.041193311037433
728 => 0.041959163688415
729 => 0.041633815870332
730 => 0.042231005871146
731 => 0.044066564336575
801 => 0.045532935449744
802 => 0.044184399973725
803 => 0.046877203781824
804 => 0.048973937806194
805 => 0.048893461662046
806 => 0.048527847586565
807 => 0.046140771644378
808 => 0.04394414877308
809 => 0.045781717078455
810 => 0.045786401417964
811 => 0.045628552670874
812 => 0.044648167659415
813 => 0.045594437397583
814 => 0.045669548853052
815 => 0.045627506411737
816 => 0.044875847522086
817 => 0.043728203327371
818 => 0.043952450255946
819 => 0.044319771299466
820 => 0.043624355932886
821 => 0.043402128586561
822 => 0.043815291503862
823 => 0.045146588509318
824 => 0.044894914522115
825 => 0.044888342297215
826 => 0.045965110340849
827 => 0.045194376802695
828 => 0.043955278727854
829 => 0.043642390122261
830 => 0.042531846359425
831 => 0.043298902892037
901 => 0.043326507891081
902 => 0.042906398867298
903 => 0.043989368259781
904 => 0.043979388506176
905 => 0.045007506765617
906 => 0.046972882734083
907 => 0.04639162434993
908 => 0.045715684089892
909 => 0.045789177537949
910 => 0.046595219265843
911 => 0.046107868037015
912 => 0.046283122936835
913 => 0.046594953996562
914 => 0.046783089417225
915 => 0.045762107746155
916 => 0.04552406807943
917 => 0.045037122461881
918 => 0.044910087439532
919 => 0.045306694484573
920 => 0.045202202540538
921 => 0.043324187797803
922 => 0.043127924808012
923 => 0.04313394391371
924 => 0.042640431294084
925 => 0.041887706092553
926 => 0.043865822979289
927 => 0.043706952509556
928 => 0.043531571806568
929 => 0.043553054941976
930 => 0.044411688437906
1001 => 0.043913637648236
1002 => 0.045237787301494
1003 => 0.044965581940366
1004 => 0.04468639553885
1005 => 0.044647803473935
1006 => 0.044540340528416
1007 => 0.04417181010303
1008 => 0.043726787469131
1009 => 0.04343294497903
1010 => 0.040064595886371
1011 => 0.040689741885183
1012 => 0.041408915372966
1013 => 0.041657171179042
1014 => 0.04123251244397
1015 => 0.044188578218216
1016 => 0.044728679920529
1017 => 0.04309267663426
1018 => 0.042786647216973
1019 => 0.044208641455865
1020 => 0.043351005098087
1021 => 0.043737198697481
1022 => 0.042902459372197
1023 => 0.044598585236466
1024 => 0.044585663599168
1025 => 0.043925832329227
1026 => 0.044483517200252
1027 => 0.04438660572996
1028 => 0.04364165785129
1029 => 0.044622201412959
1030 => 0.044622687750332
1031 => 0.043987614498983
1101 => 0.043245987976819
1102 => 0.043113402671092
1103 => 0.043013517453557
1104 => 0.043712633057042
1105 => 0.044339457921049
1106 => 0.045505823589904
1107 => 0.045799075631219
1108 => 0.046943657871364
1109 => 0.046262114876055
1110 => 0.046564234058417
1111 => 0.046892227168237
1112 => 0.047049479126632
1113 => 0.046793245499033
1114 => 0.048571252846825
1115 => 0.048721371143716
1116 => 0.048771704510145
1117 => 0.048172170436315
1118 => 0.048704697016573
1119 => 0.048455545465097
1120 => 0.049103768585743
1121 => 0.049205418247989
1122 => 0.049119324600359
1123 => 0.049151589807586
1124 => 0.047634374198235
1125 => 0.047555698564941
1126 => 0.046482950722398
1127 => 0.046920103397586
1128 => 0.046102867424595
1129 => 0.046362021370094
1130 => 0.04647625395996
1201 => 0.046416585337656
1202 => 0.046944819353942
1203 => 0.046495712529019
1204 => 0.045310445778049
1205 => 0.044124856101946
1206 => 0.044109971989323
1207 => 0.043797827155001
1208 => 0.043572203611964
1209 => 0.043615666710778
1210 => 0.04376883633998
1211 => 0.043563301114668
1212 => 0.043607162475889
1213 => 0.044335553318875
1214 => 0.044481626907791
1215 => 0.043985211778021
1216 => 0.041992033399636
1217 => 0.041502902426071
1218 => 0.041854480069981
1219 => 0.041686448600692
1220 => 0.033644217514675
1221 => 0.035533620416235
1222 => 0.034411001370188
1223 => 0.034928355875825
1224 => 0.033782452530604
1225 => 0.034329337668884
1226 => 0.034228347952891
1227 => 0.037266451907103
1228 => 0.037219016092633
1229 => 0.037241721106772
1230 => 0.036157951624309
1231 => 0.037884425837421
]
'min_raw' => 0.022041196391079
'max_raw' => 0.049205418247989
'avg_raw' => 0.035623307319534
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.022041'
'max' => '$0.0492054'
'avg' => '$0.035623'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0033987077622397
'max_diff' => 0.0074439423836892
'year' => 2035
]
10 => [
'items' => [
101 => 0.038734949116805
102 => 0.038577539893735
103 => 0.038617156403933
104 => 0.037936413502952
105 => 0.037248312186084
106 => 0.036485101927644
107 => 0.037903052252187
108 => 0.037745400381317
109 => 0.038106997051739
110 => 0.039026639194388
111 => 0.039162059993273
112 => 0.039344066920278
113 => 0.039278830393082
114 => 0.040833029137339
115 => 0.040644805414476
116 => 0.041098370430915
117 => 0.040165352780039
118 => 0.039109554745225
119 => 0.039310227435005
120 => 0.039290901041271
121 => 0.03904485386724
122 => 0.038822733480036
123 => 0.038452965617374
124 => 0.039622965850185
125 => 0.039575465977404
126 => 0.040344433705163
127 => 0.040208511189928
128 => 0.039300787367304
129 => 0.03933320690121
130 => 0.039551243847021
131 => 0.040305872205978
201 => 0.040529897281933
202 => 0.040426119940895
203 => 0.040671753209546
204 => 0.040865891729813
205 => 0.040696134018682
206 => 0.04309954522096
207 => 0.04210148132453
208 => 0.042587930723166
209 => 0.042703946038414
210 => 0.042406775247945
211 => 0.042471220951509
212 => 0.042568838632007
213 => 0.043161554072486
214 => 0.044717010891896
215 => 0.045405912128861
216 => 0.047478505490056
217 => 0.045348708471099
218 => 0.04522233512997
219 => 0.045595671780645
220 => 0.046812503489955
221 => 0.04779863129916
222 => 0.048125786784551
223 => 0.048169025782694
224 => 0.048782791222174
225 => 0.049134590126036
226 => 0.048708263954187
227 => 0.048346997161757
228 => 0.047052984353354
229 => 0.047202769859407
301 => 0.048234643460969
302 => 0.049692225700227
303 => 0.050942982897095
304 => 0.050505011320041
305 => 0.053846425293216
306 => 0.054177712840204
307 => 0.054131939613019
308 => 0.054886661947255
309 => 0.053388691810327
310 => 0.052748280554985
311 => 0.048425107142832
312 => 0.049639742531695
313 => 0.051405286402443
314 => 0.0511716100507
315 => 0.04988942489864
316 => 0.050942010244681
317 => 0.050593992611893
318 => 0.050319496665648
319 => 0.051577015809053
320 => 0.05019432185484
321 => 0.051391492972544
322 => 0.049856108630939
323 => 0.050507011937313
324 => 0.050137527739965
325 => 0.050376629297929
326 => 0.048978846475716
327 => 0.049733056157322
328 => 0.04894746887335
329 => 0.048947096402691
330 => 0.048929754519856
331 => 0.049853994475622
401 => 0.049884133907398
402 => 0.049201119183638
403 => 0.049102686091249
404 => 0.049466644824684
405 => 0.049040544468775
406 => 0.049239914143461
407 => 0.04904658317312
408 => 0.049003060299523
409 => 0.048656262637896
410 => 0.048506852669866
411 => 0.048565440168151
412 => 0.048365450832579
413 => 0.048244950023967
414 => 0.048905783876062
415 => 0.048552727006849
416 => 0.048851672847306
417 => 0.048510986332132
418 => 0.04733001844049
419 => 0.046650831317497
420 => 0.044420092445965
421 => 0.045052727222709
422 => 0.045472164734198
423 => 0.045333540639153
424 => 0.045631358835713
425 => 0.045649642454202
426 => 0.045552818722604
427 => 0.0454407092453
428 => 0.045386140551792
429 => 0.045792850885911
430 => 0.046028959924107
501 => 0.045514260899826
502 => 0.045393674119841
503 => 0.045914063250701
504 => 0.046231500319907
505 => 0.048575277286441
506 => 0.04840164271846
507 => 0.048837431410029
508 => 0.048788368291081
509 => 0.049245144266427
510 => 0.049991779938188
511 => 0.048473660854881
512 => 0.048737153835135
513 => 0.048672551441318
514 => 0.049377863437352
515 => 0.049380065344416
516 => 0.048957195569846
517 => 0.049186440134919
518 => 0.049058482107691
519 => 0.049289719557457
520 => 0.048399323722945
521 => 0.04948372973709
522 => 0.05009851806953
523 => 0.050107054406122
524 => 0.050398459196437
525 => 0.050694543340424
526 => 0.051262851071313
527 => 0.050678693546259
528 => 0.049627851025276
529 => 0.04970371846109
530 => 0.049087609875526
531 => 0.049097966772158
601 => 0.04904268084625
602 => 0.049208598071632
603 => 0.048435733223581
604 => 0.048617123058638
605 => 0.048363176227341
606 => 0.048736601804318
607 => 0.04833485761295
608 => 0.048672520288087
609 => 0.048818244304982
610 => 0.049355969064536
611 => 0.048255435228753
612 => 0.046011372238
613 => 0.04648310148529
614 => 0.045785376875015
615 => 0.045849953944121
616 => 0.045980409901079
617 => 0.045557559462045
618 => 0.045638226000264
619 => 0.045635344023877
620 => 0.045610508708344
621 => 0.045500508977893
622 => 0.045340987605955
623 => 0.045976471653668
624 => 0.046084452776594
625 => 0.046324481436827
626 => 0.047038643916685
627 => 0.046967282243836
628 => 0.04708367609302
629 => 0.046829588973775
630 => 0.045861740316843
701 => 0.045914299155375
702 => 0.045258889596686
703 => 0.04630772114085
704 => 0.046059343987292
705 => 0.045899213620604
706 => 0.045855520566456
707 => 0.046571453316967
708 => 0.046785671616791
709 => 0.046652185147996
710 => 0.046378400506075
711 => 0.046904147955727
712 => 0.047044815793749
713 => 0.047076306135052
714 => 0.04800782981376
715 => 0.047128367960755
716 => 0.047340063169872
717 => 0.048991648760343
718 => 0.047493888533018
719 => 0.048287285529471
720 => 0.048248452875133
721 => 0.048654327931428
722 => 0.048215159273912
723 => 0.048220603295761
724 => 0.048580992849393
725 => 0.048074890717915
726 => 0.047949572712831
727 => 0.047776446786352
728 => 0.048154460913134
729 => 0.048381063286031
730 => 0.05020731199048
731 => 0.051387151940614
801 => 0.051335931976772
802 => 0.051803986566531
803 => 0.051593123686956
804 => 0.05091219182599
805 => 0.052074459481864
806 => 0.051706669364202
807 => 0.051736989534637
808 => 0.051735861016379
809 => 0.051980409291854
810 => 0.05180712442616
811 => 0.051465562168549
812 => 0.051692307135194
813 => 0.052365658623321
814 => 0.054455762303416
815 => 0.055625412012988
816 => 0.054385347922244
817 => 0.055240727526919
818 => 0.054727804567031
819 => 0.054634591207083
820 => 0.055171832810875
821 => 0.055710014784976
822 => 0.05567573491985
823 => 0.055285042442603
824 => 0.055064350175661
825 => 0.05673550595828
826 => 0.057966785071518
827 => 0.057882820090595
828 => 0.058253414209514
829 => 0.059341490004705
830 => 0.059440970019207
831 => 0.059428437823902
901 => 0.059181866228292
902 => 0.060253218153154
903 => 0.061146958777517
904 => 0.059124792028046
905 => 0.059894806654138
906 => 0.060240491028113
907 => 0.06074805824904
908 => 0.061604409228886
909 => 0.062534633528879
910 => 0.062666177444289
911 => 0.06257284074135
912 => 0.061959332809733
913 => 0.06297719533867
914 => 0.063573435336307
915 => 0.06392848261019
916 => 0.064828823422525
917 => 0.060242625857121
918 => 0.05699628727152
919 => 0.056489324623681
920 => 0.057520253103383
921 => 0.05779210072198
922 => 0.057682519287792
923 => 0.054028470065505
924 => 0.056470086810748
925 => 0.059097061131663
926 => 0.059197973914019
927 => 0.060513092186511
928 => 0.060941348604554
929 => 0.062000191190403
930 => 0.061933960298366
1001 => 0.062191771618155
1002 => 0.062132505260405
1003 => 0.064093788185078
1004 => 0.066257374504326
1005 => 0.066182456389873
1006 => 0.06587141525809
1007 => 0.066333364379182
1008 => 0.068566417324646
1009 => 0.068360833593372
1010 => 0.068560540676724
1011 => 0.071193435948775
1012 => 0.074616574327426
1013 => 0.073026182873069
1014 => 0.076476874706212
1015 => 0.078648902301861
1016 => 0.082405199436691
1017 => 0.081934892535257
1018 => 0.083397191444865
1019 => 0.081092945025678
1020 => 0.075801929482189
1021 => 0.074964606019238
1022 => 0.076640948796473
1023 => 0.080762073939169
1024 => 0.07651115989989
1025 => 0.077371114273634
1026 => 0.077123447356144
1027 => 0.077110250238627
1028 => 0.077613930537673
1029 => 0.076883315993709
1030 => 0.073906660906553
1031 => 0.075270844391458
1101 => 0.074744067634465
1102 => 0.075328565720158
1103 => 0.078482860823296
1104 => 0.077088271769195
1105 => 0.075619185487915
1106 => 0.077461745700984
1107 => 0.079807958024604
1108 => 0.079661136273941
1109 => 0.079376240710923
1110 => 0.080982182083006
1111 => 0.083634726733015
1112 => 0.084351698893125
1113 => 0.084880953083868
1114 => 0.084953928294948
1115 => 0.085705618322919
1116 => 0.081663591592242
1117 => 0.088078391820435
1118 => 0.089186050614564
1119 => 0.088977856669021
1120 => 0.090208972801288
1121 => 0.089846747204773
1122 => 0.089321939146878
1123 => 0.091273520082432
1124 => 0.08903619002428
1125 => 0.085860581678755
1126 => 0.084118380133989
1127 => 0.086412651667527
1128 => 0.087813683234016
1129 => 0.088739675977122
1130 => 0.089019880821685
1201 => 0.08197736262117
1202 => 0.078181835907058
1203 => 0.080614725015002
1204 => 0.08358301763573
1205 => 0.081647102576861
1206 => 0.081722986781997
1207 => 0.078962880657578
1208 => 0.083827225783177
1209 => 0.083118531613959
1210 => 0.086795238217518
1211 => 0.085917762679165
1212 => 0.088915974185439
1213 => 0.088126444614828
1214 => 0.091403737720432
1215 => 0.092711138669427
1216 => 0.094906468343498
1217 => 0.096521361788344
1218 => 0.097469658107147
1219 => 0.097412725953136
1220 => 0.10117034840758
1221 => 0.098954609727525
1222 => 0.096171119735861
1223 => 0.09612077518371
1224 => 0.097562384092751
1225 => 0.10058360088001
1226 => 0.10136695843603
1227 => 0.10180474844224
1228 => 0.10113425780815
1229 => 0.098729232274368
1230 => 0.097690754442638
1231 => 0.098575567642871
]
'min_raw' => 0.036485101927644
'max_raw' => 0.10180474844224
'avg_raw' => 0.069144925184943
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.036485'
'max' => '$0.1018047'
'avg' => '$0.069144'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.014443905536565
'max_diff' => 0.052599330194254
'year' => 2036
]
11 => [
'items' => [
101 => 0.097493517131851
102 => 0.099361439883624
103 => 0.10192649678858
104 => 0.10139682268104
105 => 0.10316744380936
106 => 0.1049998504024
107 => 0.10762027412897
108 => 0.10830534992511
109 => 0.10943775416503
110 => 0.11060337010331
111 => 0.11097773452846
112 => 0.11169251237452
113 => 0.11168874514245
114 => 0.11384277629167
115 => 0.11621873935404
116 => 0.11711561040642
117 => 0.1191779159376
118 => 0.11564628998726
119 => 0.11832506883898
120 => 0.12074139441742
121 => 0.1178605514494
122 => 0.1218311223305
123 => 0.12198529060031
124 => 0.12431304843738
125 => 0.12195341992506
126 => 0.12055228004665
127 => 0.1245973183756
128 => 0.12655458500546
129 => 0.12596504036778
130 => 0.12147857656564
131 => 0.1188672621993
201 => 0.11203294881768
202 => 0.12012848823858
203 => 0.12407158934037
204 => 0.12146836488637
205 => 0.12278127988044
206 => 0.12994411837402
207 => 0.13267126351293
208 => 0.13210403638822
209 => 0.13219988843494
210 => 0.13367140645071
211 => 0.1401969277124
212 => 0.136286684112
213 => 0.13927591883047
214 => 0.14086139814667
215 => 0.14233407969527
216 => 0.13871763925768
217 => 0.13401270338445
218 => 0.13252245269363
219 => 0.12120952551836
220 => 0.12062063852934
221 => 0.12029007841729
222 => 0.11820594366953
223 => 0.11656838465033
224 => 0.1152661369196
225 => 0.11184864999008
226 => 0.11300195150741
227 => 0.1075551906267
228 => 0.11103983521682
301 => 0.10234667333457
302 => 0.10958659686881
303 => 0.10564623564805
304 => 0.10829208223212
305 => 0.10828285112264
306 => 0.10341100869495
307 => 0.10060103165542
308 => 0.10239165839095
309 => 0.10431135239157
310 => 0.10462281628455
311 => 0.10711174966549
312 => 0.10780635747266
313 => 0.10570166338878
314 => 0.10216652687696
315 => 0.10298765846077
316 => 0.10058439145008
317 => 0.09637275845418
318 => 0.099397626799896
319 => 0.1004304498472
320 => 0.10088660334351
321 => 0.096744946001361
322 => 0.095443547344701
323 => 0.094750693619687
324 => 0.10163189092279
325 => 0.10200885844448
326 => 0.10008023930568
327 => 0.10879778069221
328 => 0.1068247325912
329 => 0.10902911072855
330 => 0.10291314937624
331 => 0.10314678733613
401 => 0.10025139321932
402 => 0.10187262045443
403 => 0.10072678929924
404 => 0.10174164131511
405 => 0.10234993942903
406 => 0.10524485844016
407 => 0.10961965219375
408 => 0.10481245407694
409 => 0.1027178890171
410 => 0.10401734539994
411 => 0.10747796898781
412 => 0.1127209908695
413 => 0.10961701638989
414 => 0.11099450755504
415 => 0.1112954280943
416 => 0.10900667222842
417 => 0.11280538056292
418 => 0.11484113922003
419 => 0.11692940636132
420 => 0.1187425902082
421 => 0.11609530654311
422 => 0.11892827953796
423 => 0.11664540339117
424 => 0.1145974274881
425 => 0.11460053342217
426 => 0.11331580822202
427 => 0.11082649126094
428 => 0.11036742302034
429 => 0.11275555398186
430 => 0.11467060885615
501 => 0.11482834194809
502 => 0.11588861472558
503 => 0.11651607323361
504 => 0.12266601960084
505 => 0.12513957890476
506 => 0.12816420039951
507 => 0.12934246093005
508 => 0.13288860269718
509 => 0.13002480521667
510 => 0.12940520461763
511 => 0.12080342462471
512 => 0.12221196561667
513 => 0.12446717564879
514 => 0.12084061220749
515 => 0.12314083199115
516 => 0.12359494410177
517 => 0.12071738296948
518 => 0.12225441270231
519 => 0.11817251742946
520 => 0.10970862635616
521 => 0.11281480329322
522 => 0.11510199504674
523 => 0.11183789040575
524 => 0.11768867163643
525 => 0.11427076602611
526 => 0.11318745403604
527 => 0.10896106773417
528 => 0.11095575938012
529 => 0.11365360839251
530 => 0.11198665136147
531 => 0.11544583749574
601 => 0.12034496759312
602 => 0.12383637944875
603 => 0.12410440669799
604 => 0.12185966278125
605 => 0.12545687923359
606 => 0.12548308102828
607 => 0.12142540617497
608 => 0.11894010292055
609 => 0.11837543679202
610 => 0.1197860834904
611 => 0.12149886900197
612 => 0.1241994543735
613 => 0.12583136155369
614 => 0.13008650998294
615 => 0.13123783114323
616 => 0.13250278403962
617 => 0.13419315120623
618 => 0.13622287039098
619 => 0.13178196036672
620 => 0.13195840600087
621 => 0.12782309207486
622 => 0.12340391608091
623 => 0.12675751980225
624 => 0.1311419105567
625 => 0.13013612647331
626 => 0.13002295521762
627 => 0.1302132778786
628 => 0.12945494952556
629 => 0.12602505848972
630 => 0.12430258868377
701 => 0.12652501418235
702 => 0.12770613442607
703 => 0.12953794891957
704 => 0.12931213911833
705 => 0.13403069653107
706 => 0.13586418525989
707 => 0.13539510038365
708 => 0.13548142329003
709 => 0.13880086705472
710 => 0.14249277121674
711 => 0.14595072665412
712 => 0.14946830744768
713 => 0.14522772650753
714 => 0.1430746210288
715 => 0.14529607628594
716 => 0.14411734085725
717 => 0.1508907042661
718 => 0.15135967725257
719 => 0.15813255087015
720 => 0.16456081443202
721 => 0.16052333726312
722 => 0.16433049638143
723 => 0.16844824937012
724 => 0.17639206296666
725 => 0.17371686601408
726 => 0.17166770707408
727 => 0.16973126177725
728 => 0.17376069703792
729 => 0.17894450112898
730 => 0.18006104288034
731 => 0.18187026706931
801 => 0.17996808905601
802 => 0.18225905295499
803 => 0.19034716221894
804 => 0.18816168370011
805 => 0.18505795287016
806 => 0.19144273834377
807 => 0.19375336738645
808 => 0.20997057209378
809 => 0.23044546293609
810 => 0.22196872368199
811 => 0.2167069380843
812 => 0.21794358251098
813 => 0.2254203195278
814 => 0.22782161015783
815 => 0.22129407445089
816 => 0.22359971041472
817 => 0.23630399126053
818 => 0.24311943033218
819 => 0.23386314863729
820 => 0.20832543455055
821 => 0.18477849586758
822 => 0.19102420433877
823 => 0.19031613482503
824 => 0.20396529970255
825 => 0.18810956076022
826 => 0.1883765307397
827 => 0.20230794589216
828 => 0.1985912831744
829 => 0.19257076556583
830 => 0.18482245230882
831 => 0.17049897862101
901 => 0.15781227853609
902 => 0.18269381897514
903 => 0.18162088170727
904 => 0.18006710954299
905 => 0.18352486135888
906 => 0.20031472267691
907 => 0.19992766203005
908 => 0.19746537967482
909 => 0.1993329991397
910 => 0.19224336284383
911 => 0.19407052354529
912 => 0.18477476591218
913 => 0.18897683658748
914 => 0.192557848239
915 => 0.19327678934582
916 => 0.19489660036954
917 => 0.18105549252174
918 => 0.18726974359183
919 => 0.19092003389892
920 => 0.17442788949278
921 => 0.1905940372303
922 => 0.1808145496278
923 => 0.17749524465253
924 => 0.18196425151655
925 => 0.18022267519539
926 => 0.17872537014325
927 => 0.17788984819719
928 => 0.18117139361183
929 => 0.18101830559595
930 => 0.17564906037707
1001 => 0.16864509886748
1002 => 0.1709958582473
1003 => 0.17014180532612
1004 => 0.16704660736477
1005 => 0.16913239707509
1006 => 0.15994763478483
1007 => 0.14414572864683
1008 => 0.15458495186707
1009 => 0.15418305312878
1010 => 0.15398039756028
1011 => 0.16182518529135
1012 => 0.16107108996105
1013 => 0.15970239955244
1014 => 0.16702147029207
1015 => 0.16434991101671
1016 => 0.17258302720484
1017 => 0.17800589001091
1018 => 0.17663047659206
1019 => 0.18173070527214
1020 => 0.17105001499554
1021 => 0.17459771187051
1022 => 0.17532888727955
1023 => 0.16693115409526
1024 => 0.16119446928314
1025 => 0.16081189780917
1026 => 0.15086527690883
1027 => 0.15617868150747
1028 => 0.16085425767066
1029 => 0.15861501952786
1030 => 0.15790614362718
1031 => 0.1615276368673
1101 => 0.16180905790805
1102 => 0.15539262835531
1103 => 0.15672680724122
1104 => 0.16229055498426
1105 => 0.1565866150732
1106 => 0.14550479155931
1107 => 0.14275634610966
1108 => 0.14238965282278
1109 => 0.13493565078139
1110 => 0.14294001037681
1111 => 0.13944589290991
1112 => 0.1504837681219
1113 => 0.14417899299812
1114 => 0.14390720674373
1115 => 0.14349636195784
1116 => 0.13708039447987
1117 => 0.13848508360154
1118 => 0.14315448418217
1119 => 0.1448205789139
1120 => 0.14464679158347
1121 => 0.14313160157194
1122 => 0.14382524780019
1123 => 0.14159077161664
1124 => 0.14080173156962
1125 => 0.13831130413868
1126 => 0.13465106381334
1127 => 0.13516004268014
1128 => 0.12790814884166
1129 => 0.12395693219132
1130 => 0.1228632874987
1201 => 0.12140082010918
1202 => 0.12302847708182
1203 => 0.12788760513757
1204 => 0.12202646578082
1205 => 0.11197795346479
1206 => 0.11258188617682
1207 => 0.11393874367151
1208 => 0.11141024870667
1209 => 0.10901724042294
1210 => 0.11109776697474
1211 => 0.10684007983925
1212 => 0.11445326482049
1213 => 0.11424734950245
1214 => 0.11708507406726
1215 => 0.11885956147361
1216 => 0.1147699424991
1217 => 0.11374141438652
1218 => 0.11432731074344
1219 => 0.10464374906377
1220 => 0.11629372048546
1221 => 0.11639446992209
1222 => 0.1155317920789
1223 => 0.12173504220844
1224 => 0.134825834824
1225 => 0.12990055206611
1226 => 0.1279933337148
1227 => 0.12436771023479
1228 => 0.12919863825369
1229 => 0.12882769835605
1230 => 0.12715016746417
1231 => 0.12613559154654
]
'min_raw' => 0.094750693619687
'max_raw' => 0.24311943033218
'avg_raw' => 0.16893506197593
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.09475'
'max' => '$0.243119'
'avg' => '$0.168935'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.058265591692043
'max_diff' => 0.14131468188994
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0029741160035295
]
1 => [
'year' => 2028
'avg' => 0.0051044464541015
]
2 => [
'year' => 2029
'avg' => 0.013944427725642
]
3 => [
'year' => 2030
'avg' => 0.010758105223668
]
4 => [
'year' => 2031
'avg' => 0.010565792566945
]
5 => [
'year' => 2032
'avg' => 0.01852515954715
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0029741160035295
'min' => '$0.002974'
'max_raw' => 0.01852515954715
'max' => '$0.018525'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.01852515954715
]
1 => [
'year' => 2033
'avg' => 0.047648615274962
]
2 => [
'year' => 2034
'avg' => 0.03020198224657
]
3 => [
'year' => 2035
'avg' => 0.035623307319534
]
4 => [
'year' => 2036
'avg' => 0.069144925184943
]
5 => [
'year' => 2037
'avg' => 0.16893506197593
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.01852515954715
'min' => '$0.018525'
'max_raw' => 0.16893506197593
'max' => '$0.168935'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.16893506197593
]
]
]
]
'prediction_2025_max_price' => '$0.005085'
'last_price' => 0.00493074
'sma_50day_nextmonth' => '$0.004491'
'sma_200day_nextmonth' => '$0.013553'
'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' => '$0.005015'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.004817'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.004552'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.004422'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.004782'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.009416'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.017211'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.004971'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.004858'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.004678'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.004631'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.0058061'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.009622'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.020973'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.012359'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.03012'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.138453'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.004741'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.004922'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.006654'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.012949'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.04070018'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.078056'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.126469'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '53.22'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 133.32
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.004552'
'vwma_10_action' => 'BUY'
'hma_9' => '0.005132'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 58.93
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => 171.78
'cci_20_action' => 'SELL'
'adx_14' => 19.94
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.0002097'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -41.07
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 62.96
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.004442'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 19
'buy_signals' => 14
'sell_pct' => 57.58
'buy_pct' => 42.42
'overall_action' => 'bearish'
'overall_action_label' => 'Baixista'
'overall_action_dir' => -1
'last_updated' => 1767685501
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Arkadiko para 2026
A previsão de preço para Arkadiko em 2026 sugere que o preço médio poderia variar entre $0.0017035 na extremidade inferior e $0.005085 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Arkadiko poderia potencialmente ganhar 3.13% até 2026 se DIKO atingir a meta de preço prevista.
Previsão de preço de Arkadiko 2027-2032
A previsão de preço de DIKO para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.002974 na extremidade inferior e $0.018525 na extremidade superior. Considerando a volatilidade de preços no mercado, se Arkadiko atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Arkadiko | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.001639 | $0.002974 | $0.0043082 |
| 2028 | $0.002959 | $0.0051044 | $0.007249 |
| 2029 | $0.0065015 | $0.013944 | $0.021387 |
| 2030 | $0.005529 | $0.010758 | $0.015986 |
| 2031 | $0.006537 | $0.010565 | $0.014594 |
| 2032 | $0.009978 | $0.018525 | $0.027071 |
Previsão de preço de Arkadiko 2032-2037
A previsão de preço de Arkadiko para 2032-2037 é atualmente estimada entre $0.018525 na extremidade inferior e $0.168935 na extremidade superior. Comparado ao preço atual, Arkadiko poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Arkadiko | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.009978 | $0.018525 | $0.027071 |
| 2033 | $0.023188 | $0.047648 | $0.0721086 |
| 2034 | $0.018642 | $0.0302019 | $0.041761 |
| 2035 | $0.022041 | $0.035623 | $0.0492054 |
| 2036 | $0.036485 | $0.069144 | $0.1018047 |
| 2037 | $0.09475 | $0.168935 | $0.243119 |
Arkadiko Histograma de preços potenciais
Previsão de preço de Arkadiko baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Arkadiko é Baixista, com 14 indicadores técnicos mostrando sinais de alta e 19 indicando sinais de baixa. A previsão de preço de DIKO 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 Arkadiko
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Arkadiko está projetado para aumentar no próximo mês, alcançando $0.013553 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Arkadiko é esperado para alcançar $0.004491 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 53.22, sugerindo que o mercado de DIKO está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de DIKO 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 | $0.005015 | SELL |
| SMA 5 | $0.004817 | BUY |
| SMA 10 | $0.004552 | BUY |
| SMA 21 | $0.004422 | BUY |
| SMA 50 | $0.004782 | BUY |
| SMA 100 | $0.009416 | SELL |
| SMA 200 | $0.017211 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.004971 | SELL |
| EMA 5 | $0.004858 | BUY |
| EMA 10 | $0.004678 | BUY |
| EMA 21 | $0.004631 | BUY |
| EMA 50 | $0.0058061 | SELL |
| EMA 100 | $0.009622 | SELL |
| EMA 200 | $0.020973 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.012359 | SELL |
| SMA 50 | $0.03012 | SELL |
| SMA 100 | $0.138453 | SELL |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.012949 | SELL |
| EMA 50 | $0.04070018 | SELL |
| EMA 100 | $0.078056 | SELL |
| EMA 200 | $0.126469 | SELL |
Osciladores de Arkadiko
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 53.22 | NEUTRAL |
| Stoch RSI (14) | 133.32 | SELL |
| Estocástico Rápido (14) | 58.93 | NEUTRAL |
| Índice de Canal de Commodities (20) | 171.78 | SELL |
| Índice Direcional Médio (14) | 19.94 | NEUTRAL |
| Oscilador Impressionante (5, 34) | 0.0002097 | BUY |
| Momentum (10) | 0 | SELL |
| MACD (12, 26) | 0 | NEUTRAL |
| Williams Percent Range (14) | -41.07 | NEUTRAL |
| Oscilador Ultimate (7, 14, 28) | 62.96 | NEUTRAL |
| VWMA (10) | 0.004552 | BUY |
| Média Móvel de Hull (9) | 0.005132 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.004442 | SELL |
Previsão do preço de Arkadiko com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Arkadiko
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Arkadiko por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.006928 | $0.009735 | $0.01368 | $0.019223 | $0.027011 | $0.037955 |
| Amazon.com stock | $0.010288 | $0.021467 | $0.044792 | $0.093462 | $0.195014 | $0.4069084 |
| Apple stock | $0.006993 | $0.00992 | $0.014071 | $0.019958 | $0.02831 | $0.040155 |
| Netflix stock | $0.007779 | $0.012275 | $0.019368 | $0.03056 | $0.04822 | $0.076084 |
| Google stock | $0.006385 | $0.008268 | $0.0107082 | $0.013867 | $0.017957 | $0.023255 |
| Tesla stock | $0.011177 | $0.025338 | $0.057441 | $0.130214 | $0.295187 | $0.669166 |
| Kodak stock | $0.003697 | $0.002772 | $0.002079 | $0.001559 | $0.001169 | $0.000876 |
| Nokia stock | $0.003266 | $0.002163 | $0.001433 | $0.000949 | $0.000629 | $0.000416 |
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 Arkadiko
Você pode fazer perguntas como: 'Devo investir em Arkadiko agora?', 'Devo comprar DIKO hoje?', 'Arkadiko será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Arkadiko regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Arkadiko, 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 Arkadiko para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Arkadiko é de $0.00493 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 Arkadiko com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Arkadiko tiver 1% da média anterior do crescimento anual do Bitcoin | $0.005058 | $0.00519 | $0.005325 | $0.005463 |
| Se Arkadiko tiver 2% da média anterior do crescimento anual do Bitcoin | $0.005187 | $0.005456 | $0.00574 | $0.006038 |
| Se Arkadiko tiver 5% da média anterior do crescimento anual do Bitcoin | $0.005571 | $0.006295 | $0.007113 | $0.008038 |
| Se Arkadiko tiver 10% da média anterior do crescimento anual do Bitcoin | $0.006212 | $0.007827 | $0.009861 | $0.012425 |
| Se Arkadiko tiver 20% da média anterior do crescimento anual do Bitcoin | $0.007494 | $0.011389 | $0.017311 | $0.02631 |
| Se Arkadiko tiver 50% da média anterior do crescimento anual do Bitcoin | $0.011339 | $0.026075 | $0.059965 | $0.1379009 |
| Se Arkadiko tiver 100% da média anterior do crescimento anual do Bitcoin | $0.017747 | $0.063878 | $0.229918 | $0.82755 |
Perguntas Frequentes sobre Arkadiko
DIKO é um bom investimento?
A decisão de adquirir Arkadiko depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Arkadiko experimentou uma queda de -12.3897% nas últimas 24 horas, e Arkadiko registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Arkadiko dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Arkadiko pode subir?
Parece que o valor médio de Arkadiko pode potencialmente subir para $0.005085 até o final deste ano. Observando as perspectivas de Arkadiko em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.015986. 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 Arkadiko na próxima semana?
Com base na nossa nova previsão experimental de Arkadiko, o preço de Arkadiko aumentará 0.86% na próxima semana e atingirá $0.004972 até 13 de janeiro de 2026.
Qual será o preço de Arkadiko no próximo mês?
Com base na nossa nova previsão experimental de Arkadiko, o preço de Arkadiko diminuirá -11.62% no próximo mês e atingirá $0.004357 até 5 de fevereiro de 2026.
Até onde o preço de Arkadiko pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Arkadiko em 2026, espera-se que DIKO fluctue dentro do intervalo de $0.0017035 e $0.005085. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Arkadiko não considera flutuações repentinas e extremas de preço.
Onde estará Arkadiko em 5 anos?
O futuro de Arkadiko parece seguir uma tendência de alta, com um preço máximo de $0.015986 projetada após um período de cinco anos. Com base na previsão de Arkadiko para 2030, o valor de Arkadiko pode potencialmente atingir seu pico mais alto de aproximadamente $0.015986, enquanto seu pico mais baixo está previsto para cerca de $0.005529.
Quanto será Arkadiko em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Arkadiko, espera-se que o valor de DIKO em 2026 aumente 3.13% para $0.005085 se o melhor cenário ocorrer. O preço ficará entre $0.005085 e $0.0017035 durante 2026.
Quanto será Arkadiko em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Arkadiko, o valor de DIKO pode diminuir -12.62% para $0.0043082 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.0043082 e $0.001639 ao longo do ano.
Quanto será Arkadiko em 2028?
Nosso novo modelo experimental de previsão de preços de Arkadiko sugere que o valor de DIKO em 2028 pode aumentar 47.02%, alcançando $0.007249 no melhor cenário. O preço é esperado para variar entre $0.007249 e $0.002959 durante o ano.
Quanto será Arkadiko em 2029?
Com base no nosso modelo de previsão experimental, o valor de Arkadiko pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.021387 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.021387 e $0.0065015.
Quanto será Arkadiko em 2030?
Usando nossa nova simulação experimental para previsões de preços de Arkadiko, espera-se que o valor de DIKO em 2030 aumente 224.23%, alcançando $0.015986 no melhor cenário. O preço está previsto para variar entre $0.015986 e $0.005529 ao longo de 2030.
Quanto será Arkadiko em 2031?
Nossa simulação experimental indica que o preço de Arkadiko poderia aumentar 195.98% em 2031, potencialmente atingindo $0.014594 sob condições ideais. O preço provavelmente oscilará entre $0.014594 e $0.006537 durante o ano.
Quanto será Arkadiko em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Arkadiko, DIKO poderia ver um 449.04% aumento em valor, atingindo $0.027071 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.027071 e $0.009978 ao longo do ano.
Quanto será Arkadiko em 2033?
De acordo com nossa previsão experimental de preços de Arkadiko, espera-se que o valor de DIKO seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.0721086. Ao longo do ano, o preço de DIKO poderia variar entre $0.0721086 e $0.023188.
Quanto será Arkadiko em 2034?
Os resultados da nossa nova simulação de previsão de preços de Arkadiko sugerem que DIKO pode aumentar 746.96% em 2034, atingindo potencialmente $0.041761 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.041761 e $0.018642.
Quanto será Arkadiko em 2035?
Com base em nossa previsão experimental para o preço de Arkadiko, DIKO poderia aumentar 897.93%, com o valor potencialmente atingindo $0.0492054 em 2035. A faixa de preço esperada para o ano está entre $0.0492054 e $0.022041.
Quanto será Arkadiko em 2036?
Nossa recente simulação de previsão de preços de Arkadiko sugere que o valor de DIKO pode aumentar 1964.7% em 2036, possivelmente atingindo $0.1018047 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.1018047 e $0.036485.
Quanto será Arkadiko em 2037?
De acordo com a simulação experimental, o valor de Arkadiko poderia aumentar 4830.69% em 2037, com um pico de $0.243119 sob condições favoráveis. O preço é esperado para cair entre $0.243119 e $0.09475 ao longo do ano.
Previsões relacionadas
Previsão de Preço do League of Kingdoms
Previsão de Preço do Crust Network
Previsão de Preço do Tranchess
Previsão de Preço do Stronghold Token
Previsão de Preço do Floor Protocol
Previsão de Preço do Index Cooperative
Previsão de Preço do PARSIQ
Previsão de Preço do OctaSpace
Previsão de Preço do Blockasset
Previsão de Preço do FC Barcelona Fan Token
Previsão de Preço do Cosplay Token
Previsão de Preço do Velas
Previsão de Preço do Santos FC Fan Token
Previsão de Preço do Red Pulse Phoenix
Previsão de Preço do BarnBridge
Previsão de Preço do AdEx
Previsão de Preço do AIT Protocol
Previsão de Preço do iMe Lab
Previsão de Preço do The Big Five
Previsão de Preço do Metahero
Previsão de Preço do Catcoin
Previsão de Preço do Aurory
Previsão de Preço do Taraxa
Previsão de Preço do NFT Worlds
Previsão de Preço do WiFi Map
Como ler e prever os movimentos de preço de Arkadiko?
Traders de Arkadiko 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 Arkadiko
Médias móveis são ferramentas populares para a previsão de preço de Arkadiko. Uma média móvel simples (SMA) calcula o preço médio de fechamento de DIKO 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 DIKO 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 DIKO.
Como ler gráficos de Arkadiko 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 Arkadiko 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 DIKO 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 Arkadiko?
A ação de preço de Arkadiko 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 DIKO. A capitalização de mercado de Arkadiko pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de DIKO, grandes detentores de Arkadiko, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Arkadiko.
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


